diff --git a/.scripts/ci/download_data.py b/.scripts/ci/download_data.py index 01859ff..63a0e83 100644 --- a/.scripts/ci/download_data.py +++ b/.scripts/ci/download_data.py @@ -9,13 +9,19 @@ import argparse -_CNT = 0 # increment this when you want to rebuild the CI cache +_CNT = 1 # increment this when you want to rebuild the CI cache def main(args: argparse.Namespace) -> None: """Call each loader once, so its files and anything it assembles from them land in the cache.""" import mantispy as mt + def jump_lite_all() -> None: + """Every feature set, because tutorial 12 compares them and each is a separate file.""" + for model in mt.ds.JUMP_LITE_MODELS: + mt.ds.jump_lite(model=model) + mt.ds.jump_lite_targets() + loaders = { "bbbc021": mt.ds.bbbc021, "rohban": mt.ds.rohban, @@ -25,6 +31,7 @@ def main(args: argparse.Namespace) -> None: "jump_target2": mt.ds.jump_target2, "jump_cells": mt.ds.jump_cells, "jump_plate": mt.ds.jump_plate, + "jump_lite": jump_lite_all, "oasis_pilot": mt.ds.oasis_pilot, } if args.dry_run: diff --git a/CHANGELOG.md b/CHANGELOG.md index 8ef04a3..9cbf1e3 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -22,3 +22,10 @@ and this project adheres to [Semantic Versioning][]. - `mantispy.io`: `stamp`, which puts an `AnnData` built elsewhere — a published h5ad, another pipeline's output, a matrix of learned embeddings — on the mantispy API surface - `mantispy.metrics`: `known_relationships`, the share of annotated perturbation pairs whose similarity falls in either tail of the distribution over all pairs, and `evaluate_correction(covariates=...)`, which reports what a representation spends its variance on besides the batch and the label - `mantispy.pp`: `tvn`, typical variation normalization with per-batch CORAL, which aligns each batch's controls onto the pooled controls +- `mantispy.ds`: `jump_lite`, the same 1,536 JUMP Target-2 wells embedded by five models and measured by `cp_measure`, and `jump_lite_targets`, the gene each compound is annotated to act on + +### Fixed + +- `mantispy.io`: `cp_measure` column names are read as `_//` rather than through the CellProfiler grammar, which left `var['channel']` empty and split one feature group into as many as the channels and aggregations it was written with +- `mantispy.pp`: `well_qc` says it expects cell resolution, instead of counting one row per well and failing every well on a well-level object +- `mantispy.pp`: `feature_select` warns when it selects nothing, rather than leaving an empty matrix for whatever runs next; `noise_removal`'s `stdev_cutoff` is documented as an absolute threshold on the scale `normalize` left the values on diff --git a/docs/api.md b/docs/api.md index 1e20fed..16ee668 100644 --- a/docs/api.md +++ b/docs/api.md @@ -323,6 +323,8 @@ Plotting functions return Matplotlib axes and do not modify the object. ds.amish ds.chroma ds.jump_crispr + ds.jump_lite + ds.jump_lite_targets ds.luad ds.miami ds.neuropainting @@ -353,7 +355,7 @@ replicate; the other eight are the strongest movers among the wells that survive `synthetic_plate` and `blobs` are generated locally. `synthetic_plate` is a single-cell profile table with injected artifacts for quality control to find; `blobs` is a small `SpatialData` plate of images, labels and tables. The other datasets download once, checked against a pinned sha256, into `mt.settings.cache_dir` (set `MANTISPY_CACHE_DIR` to -change it). Four of them carry the annotations the analysis functions need: +change it). Six of them carry the annotations the analysis functions need: | dataset | download | perturbations | carries | |---|---|---|---| @@ -362,8 +364,9 @@ change it). Four of them carry the annotations the analysis functions need: | `pki` | ~71 MB | 15 kinase inhibitors x 7 doses | cell counts, MOA labels, 32-64 replicates | | `jump_target2` | ~0.7 GB | 302 compounds, one shared plate map | the same plate run at eleven sites, so any difference between them is technical | | `jump_cells` | ~1.5 GB | 12 compounds and DMSO | single cells, 24 wells x 4 fields of view of `BR00121438` | +| `jump_lite` | ~10 MB per feature set | 302 compounds, four laboratories | the same 1,536 wells under five learned embeddings and `cp_measure`, so the feature set is the only thing that changes; `jump_lite_targets` gives the gene each compound acts on | -The other nine are further gallery accessions, normalized and feature-selected by their authors and read with the +The other ten are further gallery accessions, normalized and feature-selected by their authors and read with the `io.read_profiles` defaults. Use them to run a method across a range of screens. Check anything tuned on one dataset against the others. Cutoffs that looked universal on BBBC021 turned out to be diff --git a/docs/references.bib b/docs/references.bib index 1001fd3..ac5e7c4 100644 --- a/docs/references.bib +++ b/docs/references.bib @@ -259,3 +259,12 @@ @article{Celik_2024 doi = {10.1371/journal.pcbi.1012463}, url = {http://dx.doi.org/10.1371/journal.pcbi.1012463} } + +@article{Munoz_2026, + title = {JUMP-lite: Compact, reproducible benchmarking of cell representations}, + author = {Muñoz, Alán F. and Fredin Haslum, Johan and Shen, Rex and Carpenter, Anne E. and Singh, Shantanu}, + journal = {arXiv}, + year = {2026}, + doi = {10.48550/arXiv.2608.07632}, + url = {https://arxiv.org/abs/2608.07632} +} diff --git a/docs/tutorials/12_learned_embeddings.ipynb b/docs/tutorials/12_learned_embeddings.ipynb new file mode 100644 index 0000000..1d94af4 --- /dev/null +++ b/docs/tutorials/12_learned_embeddings.ipynb @@ -0,0 +1,2922 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "3e158a61", + "metadata": {}, + "source": [ + "# 12. Learned embeddings\n", + "\n", + "Every other page here measures cells with CellProfiler: named features, one per shape or intensity or texture,\n", + "in a `var` that says which compartment and which channel each came from. A learned embedding replaces that\n", + "block with the output of a neural network — a few hundred numbers per well that mean nothing individually.\n", + "\n", + "mantispy does not care. `X` is a matrix, and normalization, hit calling, consensus and the metrics all run on\n", + "one as readily as the other. What changes is the recipe around it, what you can no longer ask, and — the part\n", + "this page spends most of its length on — what you have to measure instead of assume.\n", + "\n", + "This page uses JUMP-Lite {cite:p}`Munoz_2026`, which is built for exactly this comparison: four plates of the\n", + "JUMP Target-2 plate map, one from each of four laboratories, with **the same 1,536 wells** measured six ways —\n", + "five learned embeddings and one CellProfiler-equivalent feature set. Swapping the feature block is a\n", + "controlled experiment rather than a change of dataset.\n", + "\n", + "Three things about how these numbers were made, because they bound every result below.\n", + "\n", + "- **The images are lossy.** Every one of the six blocks was computed on JPEG-XL medium-quality images. Texture\n", + " measurements and convolutional features are the two things most sensitive to compression, so this is not a\n", + " neutral choice, and it is a property of the benchmark rather than of your screen.\n", + "- **One field of view per well.** Full Target-2 acquires nine; JUMP-Lite keeps one. So every cell count below\n", + " is cells *in one field*, and this page cannot show you how to aggregate a model's per-site output — it can\n", + " only tell you, which it does further down.\n", + "- **Only one of the six blocks needed segmentation.** `cp_measure` measures objects, so it needs a nucleus and\n", + " a cell body found for every cell. The five embeddings read the whole field and segment nothing. That is the\n", + " real difference between the two columns of this comparison, and it cuts both ways." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "dc56fd14", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:10.212234Z", + "iopub.status.busy": "2026-09-21T12:44:10.212109Z", + "iopub.status.idle": "2026-09-21T12:44:16.255980Z", + "shell.execute_reply": "2026-09-21T12:44:16.255311Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/tim.treis/Library/Application Support/hatch/env/virtual/mantispy/lPd87khm/tutorials/lib/python3.12/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n" + ] + }, + { + "data": { + "text/plain": [ + "AnnData object with n_obs × n_vars = 1536 × 384\n", + " obs: 'Metadata_id', 'Metadata_Source', 'Metadata_Batch', 'Metadata_Plate', 'Metadata_Well', 'Metadata_Site', 'Metadata_model', 'Metadata_dataset', 'Metadata_compression', 'Metadata_CellCount', 'Metadata_JCP2022', 'Metadata_InChIKey', 'Metadata_Perturbation', 'Metadata_Control'\n", + " var: 'object', 'feature_group', 'feature', 'channel', 'scale', 'angle', 'gray_levels', 'radial_bin', 'params', 'is_feature'\n", + " uns: 'mantispy'\n", + " layers: None (.X)" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import anndata as ad\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import scanpy as sc\n", + "\n", + "import mantispy as mt\n", + "\n", + "adata = mt.ds.jump_lite(\"openphenom\")\n", + "adata" + ] + }, + { + "cell_type": "markdown", + "id": "5a321293", + "metadata": {}, + "source": [ + "384 numbers per well from OpenPhenom, a Cell Painting foundation model. The metadata is ordinary JUMP\n", + "metadata — source, batch, plate, well, and the compound each well received.\n", + "\n", + "The four batches are four different laboratories running one plate map, which makes this a batch-correction\n", + "problem with a clean design: whatever separates `source_3` from `source_6` is not biology, because they\n", + "received the same compounds in the same wells." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "8699665c", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:16.257896Z", + "iopub.status.busy": "2026-09-21T12:44:16.257759Z", + "iopub.status.idle": "2026-09-21T12:44:16.279066Z", + "shell.execute_reply": "2026-09-21T12:44:16.278646Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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platewellscontrolsmedian_cellscompoundswells under 50 cells
Metadata_Source
source_3JCPQC01638464264.030228
source_4BR0012143838464189.030261
source_5ACPJUM01238464336.030213
source_611000029308138464254.030237
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" + ], + "text/plain": [ + " plate wells controls median_cells compounds \\\n", + "Metadata_Source \n", + "source_3 JCPQC016 384 64 264.0 302 \n", + "source_4 BR00121438 384 64 189.0 302 \n", + "source_5 ACPJUM012 384 64 336.0 302 \n", + "source_6 110000293081 384 64 254.0 302 \n", + "\n", + " wells under 50 cells \n", + "Metadata_Source \n", + "source_3 28 \n", + "source_4 61 \n", + "source_5 13 \n", + "source_6 37 " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "counts = adata.obs.groupby(\"Metadata_Source\", observed=True).agg(\n", + " plate=(\"Metadata_Plate\", \"first\"),\n", + " wells=(\"Metadata_Well\", \"size\"),\n", + " controls=(\"Metadata_Control\", \"sum\"),\n", + " median_cells=(\"Metadata_CellCount\", \"median\"),\n", + ")\n", + "counts[\"compounds\"] = adata.obs.groupby(\"Metadata_Source\", observed=True)[\"Metadata_Perturbation\"].nunique()\n", + "counts[\"wells under 50 cells\"] = (\n", + " adata.obs.assign(thin=adata.obs[\"Metadata_CellCount\"] < 50).groupby(\"Metadata_Source\", observed=True)[\"thin\"].sum()\n", + ")\n", + "counts" + ] + }, + { + "cell_type": "markdown", + "id": "1e820488", + "metadata": {}, + "source": [ + "## Look at the plates first\n", + "\n", + "One number per laboratory hides where the wells are. Four 384-well plates, coloured by how many cells were\n", + "found in the field." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "79328691", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:16.280687Z", + "iopub.status.busy": "2026-09-21T12:44:16.280570Z", + "iopub.status.idle": "2026-09-21T12:44:16.758162Z", + "shell.execute_reply": "2026-09-21T12:44:16.757589Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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" + ], + "text/plain": [ + " object \\\n", + "block \n", + "openphenom openphenom_nahualX_0 NaN \n", + " openphenom_nahualX_1 NaN \n", + " openphenom_nahualX_10 NaN \n", + "cp_measure cell_0/max/ferretMaxFeretDiameter cell \n", + " cell_0/max/ferretMinFeretDiameter cell \n", + " cell_0/max/intensityIntensity_IntegratedIntensity cell \n", + "\n", + " feature_group \\\n", + "block \n", + "openphenom openphenom_nahualX_0 NaN \n", + " openphenom_nahualX_1 NaN \n", + " openphenom_nahualX_10 NaN \n", + "cp_measure cell_0/max/ferretMaxFeretDiameter ferret \n", + " cell_0/max/ferretMinFeretDiameter ferret \n", + " cell_0/max/intensityIntensity_IntegratedIntensity intensity \n", + "\n", + " feature \\\n", + "block \n", + "openphenom openphenom_nahualX_0 NaN \n", + " openphenom_nahualX_1 NaN \n", + " openphenom_nahualX_10 NaN \n", + "cp_measure cell_0/max/ferretMaxFeretDiameter MaxFeretDiameter \n", + " cell_0/max/ferretMinFeretDiameter MinFeretDiameter \n", + " cell_0/max/intensityIntensity_IntegratedIntensity Intensity_IntegratedIntensity \n", + "\n", + " channel \n", + "block \n", + "openphenom openphenom_nahualX_0 NaN \n", + " openphenom_nahualX_1 NaN \n", + " openphenom_nahualX_10 NaN \n", + "cp_measure cell_0/max/ferretMaxFeretDiameter 0 \n", + " cell_0/max/ferretMinFeretDiameter 0 \n", + " cell_0/max/intensityIntensity_IntegratedIntensity 0 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.concat(\n", + " {\n", + " \"openphenom\": adata.var.head(3),\n", + " \"cp_measure\": mt.ds.jump_lite(\"cp_measure\").var.head(3),\n", + " },\n", + " names=[\"block\"],\n", + ")[[\"object\", \"feature_group\", \"feature\", \"channel\"]]" + ] + }, + { + "cell_type": "markdown", + "id": "2e3da0f6", + "metadata": {}, + "source": [ + "That is the contrast the rest of the page is about, in one table. `cp_measure` names a compartment, a feature\n", + "group and a channel for every column; the embedding names nothing.\n", + "\n", + "One caveat on the channel: `cp_measure` numbers its inputs `0` to `4` rather than naming them, because the\n", + "stain each index stands for lives in the acquisition metadata and not in the feature name. mantispy keeps the\n", + "index rather than guessing a stain.\n", + "\n", + "This is not a defect of the embedding, it is the honest answer: it has no notion of a channel or a\n", + "compartment. The consequence is that anything keyed on the feature annotation has nothing to work with.\n", + "`pl.effect_sizes` colours its bars by feature family, `tl.feature_sets` groups features into sets, and the\n", + "CellProfiler blocklist names features to drop — none of them have anything to key on.\n", + "\n", + "What survives is everything that treats a feature as an anonymous number: normalization, sphering, distances,\n", + "hit calling, consensus, and every metric. And the family colouring is recoverable, which is what the section\n", + "on interpreting an embedding does further down." + ] + }, + { + "cell_type": "markdown", + "id": "6e8c7164", + "metadata": {}, + "source": [ + "## Bringing your own embedding\n", + "\n", + "`ds.jump_lite` is a convenience. An embedding you produced yourself is a matrix and a metadata frame, and\n", + "`io.stamp` is what puts it on the mantispy API surface." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "54290b0e", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:18.252031Z", + "iopub.status.busy": "2026-09-21T12:44:18.251926Z", + "iopub.status.idle": "2026-09-21T12:44:18.266197Z", + "shell.execute_reply": "2026-09-21T12:44:18.265679Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: obs has no Metadata_CellCount, so mt.tl.cytotoxicity cannot separate a hit from cell loss; aggregate single cells with mt.tl.aggregate, which writes it, or add a per-well count\n" + ] + } + ], + "source": [ + "# Pretend this came out of your own model, one row per well. Join on the index rather than slicing both by\n", + "# position: the six JUMP-Lite blocks are the same wells in different row orders, and so are most real\n", + "# pipelines' outputs.\n", + "wells_i_have = adata.obs_names[:8]\n", + "values = np.asarray(adata[wells_i_have].X, dtype=np.float32)\n", + "metadata = adata.obs.loc[wells_i_have, [\"Metadata_Plate\", \"Metadata_Well\", \"Metadata_Perturbation\", \"Metadata_Control\"]]\n", + "\n", + "mine = ad.AnnData(values, obs=metadata.copy())\n", + "mine.var_names = [f\"mymodel_{index}\" for index in range(values.shape[1])]\n", + "mt.io.stamp(mine, resolution=\"well\")\n", + "print(mt.io.validate(mine))" + ] + }, + { + "cell_type": "markdown", + "id": "8a55c6c4", + "metadata": {}, + "source": [ + "`io.stamp` supplies the annotation columns empty rather than parsing the feature names, and records the\n", + "resolution, so the object validates and can be written to h5ad. Supplying them empty is the point: the parser\n", + "would read `mymodel_17` as structure it does not have. It refuses a resolution whose required `obs` columns\n", + "are missing rather than letting the failure surface three calls later.\n", + "\n", + "Two things worth copying from that cell. `values` is cast to **float32** — a model's output arrives as\n", + "float64, and at 100,000 wells by 1,536 dimensions that is 1.2 GB against 600 MB. And the warning is\n", + "*printed*, not counted: it names `Metadata_CellCount` as missing, which is the one column the rest of this\n", + "page shows you cannot do without.\n", + "\n", + "### Aggregating a model's output to a well\n", + "\n", + "JUMP-Lite gives one field of view per well, so this page never has to do it, and your screen will. The\n", + "difference matters more than it looks:\n", + "\n", + "- A **CellProfiler** profile is a per-cell measurement aggregated over cells and fields, and the median is the\n", + " pycytominer default because per-cell features are heavy-tailed. `tl.aggregate(by=(\"Metadata_Plate\",\n", + " \"Metadata_Well\"), func=\"median\")` is the call.\n", + "- An **embedding** is a function of a whole image, so per-field embeddings are vectors in a learned basis. A\n", + " per-coordinate median is not a point the model would ever emit. Prefer the mean, and if you take the median\n", + " know that you have left the model's output manifold.\n", + "\n", + "`tl.aggregate`'s `min_cells` guard counts rows, so it does nothing when the rows are already fields rather\n", + "than cells. Check the field count yourself." + ] + }, + { + "cell_type": "markdown", + "id": "d164b706", + "metadata": {}, + "source": [ + "## The recipe\n", + "\n", + "**Normalize as usual.** The embedding is the model's raw output on each well's images: it carries the plate's\n", + "staining and illumination just as CellProfiler features do, so a per-plate normalization against the negative\n", + "controls is still the first step. Illumination correction is not part of this — it happens upstream, on the\n", + "images, and no per-plate normalization of the profiles substitutes for it." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "9ece0714", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:18.267721Z", + "iopub.status.busy": "2026-09-21T12:44:18.267604Z", + "iopub.status.idle": "2026-09-21T12:44:20.074540Z", + "shell.execute_reply": "2026-09-21T12:44:20.073760Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qg/qgc908995g3fc8qtss2fsbhhxyxxj4/T/ipykernel_34189/2372166604.py:6: UserWarning: 30 of 2550 features have no reference values to centre on in at least one group of 'Metadata_Plate' among the rows selected by reference='negcon', because every value there is missing or infinite. Their centre is set to 0 where it is missing and their scale to 1, so the values measured outside the reference rows pass through unnormalized instead of becoming NaN, and are not comparable across groups. They are flagged in var['degenerate_scale']; drop them with adata = adata[:, ~adata.var['degenerate_scale']].copy().\n", + " mt.pp.normalize(classical, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + "/var/folders/qg/qgc908995g3fc8qtss2fsbhhxyxxj4/T/ipykernel_34189/2372166604.py:6: UserWarning: 103 of 2550 features have no spread in at least one group of 'Metadata_Plate' among the rows selected by reference='negcon'. Adding epsilon=1e-18 to their scale multiplies them by up to 1e18, so they dominate every distance downstream. They are flagged in var['degenerate_scale']; drop them with adata = adata[:, ~adata.var['degenerate_scale']].copy(). Feature selection does not catch a feature that varies across a plate but is constant among its control wells.\n", + " mt.pp.normalize(classical, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n" + ] + }, + { + "data": { + "text/plain": [ + "{'openphenom, unusable after normalizing': '0 of 384',\n", + " 'cp_measure, unusable after normalizing': '133 of 2550'}" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mt.pp.normalize(adata, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + "degenerate = int(adata.var[\"degenerate_scale\"].sum())\n", + "adata = adata[:, ~adata.var[\"degenerate_scale\"].to_numpy()].copy()\n", + "\n", + "classical = mt.ds.jump_lite(\"cp_measure\")\n", + "mt.pp.normalize(classical, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + "{\n", + " \"openphenom, unusable after normalizing\": f\"{degenerate} of 384\",\n", + " \"cp_measure, unusable after normalizing\": f\"{int(classical.var['degenerate_scale'].sum())} of {classical.n_vars}\",\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "2f532f3f", + "metadata": {}, + "source": [ + "The two warnings above split that second number into its two very different causes: features with **no\n", + "spread** among a plate's control wells, and features with **no control values at all** to centre on. Both are\n", + "flagged in `var[\"degenerate_scale\"]`, and only the first is what \"constant among the controls\" usually means.\n", + "Not one embedding dimension falls into either category." + ] + }, + { + "cell_type": "markdown", + "id": "4db00e71", + "metadata": {}, + "source": [ + "### Select features on the CellProfiler block. Do not select them on an embedding.\n", + "\n", + "This is the one step where the two block types genuinely need different treatment, and holding it identical\n", + "would be the unfair comparison, not the fair one.\n", + "\n", + "`cp_measure` is a list of measurements, and measurements come with the usual pathologies: ones that never\n", + "vary, ones that duplicate each other, ones that run away to enormous values. pycytominer's standard selection\n", + "is built for exactly that. Run it and watch what each step is worth here." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c1b66bcb", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:20.076422Z", + "iopub.status.busy": "2026-09-21T12:44:20.076282Z", + "iopub.status.idle": "2026-09-21T12:44:20.922882Z", + "shell.execute_reply": "2026-09-21T12:44:20.922440Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qg/qgc908995g3fc8qtss2fsbhhxyxxj4/T/ipykernel_34189/1950836588.py:11: UserWarning: feature_select flagged none of the 2550 features as selected; uns['mantispy']['feature_select'] says what each operation removed. Every cutoff here is an absolute threshold on the scale pp.normalize left the values on, so check it against that scale; noise_removal's stdev_cutoff is the usual cause.\n", + " mt.pp.feature_select(trial, operations=operations, na_cutoff=0.0)\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " features largest |value|\n", + "none 2052.0 1.800000e+19\n", + "pycytominer default 547.0 1.100000e+19\n", + "default + drop_outliers 526.0 4.567456e+02\n", + "+ noise_removal 0.0 NaN" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "PYCYTOMINER = (\"variance_threshold\", \"correlation_threshold\", \"drop_na_columns\", \"blocklist\")\n", + "\n", + "selection = {}\n", + "for label, operations in {\n", + " \"none\": (\"drop_na_columns\",),\n", + " \"pycytominer default\": PYCYTOMINER,\n", + " \"default + drop_outliers\": (*PYCYTOMINER, \"drop_outliers\"),\n", + " \"+ noise_removal\": (*PYCYTOMINER, \"drop_outliers\", \"noise_removal\"),\n", + "}.items():\n", + " trial = classical.copy()\n", + " mt.pp.feature_select(trial, operations=operations, na_cutoff=0.0)\n", + " trial = mt.pp.subset_features(trial)\n", + " selection[label] = {\n", + " \"features\": trial.n_vars,\n", + " \"largest |value|\": float(np.abs(np.asarray(trial.X)).max()) if trial.n_vars else np.nan,\n", + " }\n", + "pd.DataFrame(selection).T" + ] + }, + { + "cell_type": "markdown", + "id": "5bf55c9e", + "metadata": {}, + "source": [ + "Read the second column. Left alone, `cp_measure` carries values of order 1e5 — unbounded shape moments that\n", + "survive a robust per-plate normalization because they are not constant, merely enormous. **The pycytominer\n", + "default does not remove them**, because they have plenty of variance and are not especially correlated. It\n", + "takes `drop_outliers`, which is in `pp.OPERATIONS` and not in the default set, and the difference is not\n", + "cosmetic: without it a PCA of this block is a PCA of about ten moments, and every number you then compute\n", + "from it is a statement about those ten.\n", + "\n", + "`noise_removal` empties the block. Its cutoff is a standard deviation on the raw scale, and after\n", + "`mad_robustize` nothing survives it — a reminder that a selection step tuned for one normalization is not\n", + "portable to another.\n", + "\n", + "So this page runs the standard selection plus `drop_outliers` on `cp_measure`, and nothing at all on the\n", + "embeddings. The argument for the second half is that the dimensions of an embedding are a basis rather than a\n", + "list of measurements: dropping some of them because they correlate discards the geometry the model learned.\n", + "That argument is about *variance and correlation* filters, though, and it does not cover every filter. The\n", + "one that does apply is reproducibility, which uses the replicate structure rather than the feature's own\n", + "distribution." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "30ee56f6", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:20.924897Z", + "iopub.status.busy": "2026-09-21T12:44:20.924782Z", + "iopub.status.idle": "2026-09-21T12:44:20.967887Z", + "shell.execute_reply": "2026-09-21T12:44:20.967503Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'dimensions with ICC > 0.2': '351 of 384', 'median ICC': 0.502}" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "icc = adata.copy()\n", + "mt.pp.feature_reproducibility(icc, groupby=\"Metadata_Perturbation\", min_icc=0.2)\n", + "{\n", + " \"dimensions with ICC > 0.2\": f\"{int(icc.var['icc_selected'].sum())} of {icc.n_vars}\",\n", + " \"median ICC\": round(float(icc.var[\"icc\"].median()), 3),\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "259afb4a", + "metadata": {}, + "source": [ + "That is a number to report rather than a filter to apply blindly, and it is the honest substitute for the\n", + "blocklist: the blocklist matches feature *names* and has nothing to say about an embedding — on `cp_measure`\n", + "it also matches nothing, because these are not CellProfiler's names either.\n", + "\n", + "## Comparing six feature sets\n", + "\n", + "The question is not whether an embedding works, but how it compares with the alternatives on the same wells.\n", + "Two readouts:\n", + "\n", + "- **`tl.map`** — mean average precision. Rank every other profile by similarity to a query and ask whether\n", + " its replicates come first. The pairs are defined so that a replicate must come from a *different\n", + " laboratory*, which is the cross-site reproducibility question, and copairs gives every compound a\n", + " permutation p-value that is then BH-corrected. This is the metric the JUMP benchmarks report\n", + " {cite:p}`Kalinin_2025,Arevalo_2024`, and it is the only one of the two that scales: the\n", + " similarity-matrix readouts build a dense n-by-n matrix and stop at about 22,000 profiles.\n", + "- **`metrics.known_relationships`** — of the compounds annotated to act on the same gene, how many end up in\n", + " either tail of the similarity distribution?\n", + "\n", + "Each is measured under three alignments: the principal components alone, `pp.tvn`, and `pp.harmony`, which\n", + "ranked top-three in every scenario of the batch-correction benchmark {cite:p}`Arevalo_2024` and is the last\n", + "step of the JUMP recipe. `pp.harmony` needs the optional extra, `pip install 'mantispy[harmony]'`." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "acd289c8", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:20.969470Z", + "iopub.status.busy": "2026-09-21T12:44:20.969355Z", + "iopub.status.idle": "2026-09-21T12:44:30.300376Z", + "shell.execute_reply": "2026-09-21T12:44:30.299905Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/qg/qgc908995g3fc8qtss2fsbhhxyxxj4/T/ipykernel_34189/1373390924.py:10: UserWarning: 30 of 2550 features have no reference values to centre on in at least one group of 'Metadata_Plate' among the rows selected by reference='negcon', because every value there is missing or infinite. Their centre is set to 0 where it is missing and their scale to 1, so the values measured outside the reference rows pass through unnormalized instead of becoming NaN, and are not comparable across groups. They are flagged in var['degenerate_scale']; drop them with adata = adata[:, ~adata.var['degenerate_scale']].copy().\n", + " mt.pp.normalize(wells, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + "/var/folders/qg/qgc908995g3fc8qtss2fsbhhxyxxj4/T/ipykernel_34189/1373390924.py:10: UserWarning: 103 of 2550 features have no spread in at least one group of 'Metadata_Plate' among the rows selected by reference='negcon'. Adding epsilon=1e-18 to their scale multiplies them by up to 1e18, so they dominate every distance downstream. They are flagged in var['degenerate_scale']; drop them with adata = adata[:, ~adata.var['degenerate_scale']].copy(). Feature selection does not catch a feature that varies across a plate but is constant among its control wells.\n", + " mt.pp.normalize(wells, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n" + ] + }, + { + "data": { + "text/plain": [ + "{'openphenom': 384,\n", + " 'dinov2': 384,\n", + " 'dinov2_random': 384,\n", + " 'subcell': 1536,\n", + " 'morphem': 1920,\n", + " 'cp_measure': 526}" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "targets = mt.ds.jump_lite_targets()\n", + "\n", + "\n", + "def prepared(model):\n", + " \"\"\"Load one feature set and align it three ways.\n", + "\n", + " The CellProfiler block gets the standard selection; the embeddings get none, for the reason above.\n", + " \"\"\"\n", + " wells = mt.ds.jump_lite(model)\n", + " mt.pp.normalize(wells, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + " wells = wells[:, ~wells.var[\"degenerate_scale\"].to_numpy()].copy()\n", + " operations = (*PYCYTOMINER, \"drop_outliers\") if model == \"cp_measure\" else (\"drop_na_columns\",)\n", + " mt.pp.feature_select(wells, operations=operations, na_cutoff=0.0)\n", + " wells = mt.pp.subset_features(wells)\n", + " sc.pp.pca(wells, n_comps=50)\n", + " mt.pp.tvn(wells, batch_key=\"Metadata_Source\", use_rep=\"X_pca\", key_added=\"X_tvn\")\n", + " mt.pp.harmony(wells, batch_key=\"Metadata_Source\", use_rep=\"X_pca\", key_added=\"X_harmony\")\n", + " return wells\n", + "\n", + "\n", + "def treated_profiles(wells, rep):\n", + " \"\"\"One alignment of the treated wells, as an object the metrics can score.\"\"\"\n", + " treated = ~wells.obs[\"Metadata_Control\"].to_numpy()\n", + " profiles = ad.AnnData(np.asarray(wells.obsm[rep], dtype=np.float32)[treated], obs=wells.obs[treated].copy())\n", + " mt.io.stamp(profiles, resolution=\"well\")\n", + " return profiles\n", + "\n", + "\n", + "blocks = {model: prepared(model) for model in mt.ds.JUMP_LITE_MODELS}\n", + "{model: wells.n_vars for model, wells in blocks.items()}" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "54dbdd4e", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:30.301909Z", + "iopub.status.busy": "2026-09-21T12:44:30.301798Z", + "iopub.status.idle": "2026-09-21T12:44:58.268800Z", + "shell.execute_reply": "2026-09-21T12:44:58.268207Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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alignmentX_harmonyX_pcaX_tvnX_harmonyX_pcaX_tvn
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cp_measure0.0730.0500.02668.00.00.0
dinov20.0690.0310.02950.00.00.0
dinov2_random0.0100.0090.0100.00.00.0
morphem0.0870.0270.03572.00.00.0
openphenom0.0400.0160.0180.00.00.0
subcell0.0740.0270.02255.00.00.0
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" + ], + "text/plain": [ + " mAP significant \n", + "alignment X_harmony X_pca X_tvn X_harmony X_pca X_tvn\n", + "model \n", + "cp_measure 0.073 0.050 0.026 68.0 0.0 0.0\n", + "dinov2 0.069 0.031 0.029 50.0 0.0 0.0\n", + "dinov2_random 0.010 0.009 0.010 0.0 0.0 0.0\n", + "morphem 0.087 0.027 0.035 72.0 0.0 0.0\n", + "openphenom 0.040 0.016 0.018 0.0 0.0 0.0\n", + "subcell 0.074 0.027 0.022 55.0 0.0 0.0" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rng = np.random.default_rng(0)\n", + "scored_profiles = {}\n", + "\n", + "\n", + "def scored(name, wells, rep):\n", + " \"\"\"Cross-laboratory mAP on wells, and target recall on consensus profiles against its own null.\"\"\"\n", + " profiles = treated_profiles(wells, rep)\n", + " mt.tl.map(\n", + " profiles,\n", + " pos_sameby=[\"Metadata_Perturbation\"],\n", + " pos_diffby=[\"Metadata_Source\"], # a replicate pair has to cross laboratories\n", + " neg_diffby=[\"Metadata_Perturbation\"],\n", + " use_rep=None,\n", + " null_size=500,\n", + " seed=0,\n", + " )\n", + " per_compound = profiles.uns[\"mantispy\"][\"map\"]\n", + " scored_profiles[name, rep] = profiles # kept so the per-compound panels below need not score again\n", + "\n", + " consensus = mt.tl.consensus(profiles, method=\"median\", min_replicates=1)\n", + " recall = float(mt.metrics.known_relationships(consensus, targets)[\"value\"].iloc[0])\n", + " # The chance level is not 10%: it depends on how this particular representation spreads its pairs, so it\n", + " # has to be measured by shuffling which compound each gene is annotated to.\n", + " null = np.array(\n", + " [\n", + " float(\n", + " mt.metrics.known_relationships(\n", + " consensus, targets.assign(target=rng.permutation(targets[\"target\"].to_numpy()))\n", + " )[\"value\"].iloc[0]\n", + " )\n", + " for _ in range(100)\n", + " ]\n", + " )\n", + " return {\n", + " \"mAP\": float(per_compound[\"mean_average_precision\"].mean()),\n", + " \"significant\": int(per_compound[\"below_corrected_p\"].sum()),\n", + " \"target recall\": recall,\n", + " \"recall null\": float(null.mean()),\n", + " \"recall p\": float((null >= recall).mean()),\n", + " \"source variance\": float(mt.metrics.pc_regression(wells, key=\"Metadata_Source\", use_rep=rep)[\"value\"].iloc[0]),\n", + " }\n", + "\n", + "\n", + "comparison = pd.DataFrame(\n", + " [\n", + " {\"model\": model, \"alignment\": rep, **scored(model, wells, rep)}\n", + " for model, wells in blocks.items()\n", + " for rep in (\"X_pca\", \"X_tvn\", \"X_harmony\")\n", + " ]\n", + ")\n", + "comparison.pivot(index=\"model\", columns=\"alignment\", values=[\"mAP\", \"significant\"]).round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "df99c89f", + "metadata": {}, + "source": [ + "`significant` counts the compounds whose mAP survives a BH correction over the 301 tested, which is the\n", + "number a screener actually cares about: how many compounds would you have called.\n", + "\n", + "Three things to read out of that table.\n", + "\n", + "**The untrained model behaves like one.** `dinov2_random` is the same architecture with random weights, and\n", + "it is the control for the whole comparison. Its mAP sits at the floor under every alignment, because random\n", + "projections of an image do not reproduce across laboratories, and no correction manufactures structure out of\n", + "noise. Any pipeline that reports a trained model doing no better than this one has a bug, not a finding.\n", + "\n", + "**Alignment matters more than the choice of model.** Every trained block roughly doubles its mAP under\n", + "`pp.harmony`, and the spread between blocks under any one alignment is smaller than the spread between\n", + "alignments for any one block. The unaligned columns call no compound at all.\n", + "\n", + "**The CellProfiler-equivalent set is not behind.** `cp_measure` is at the top of the unaligned column and\n", + "near the top under Harmony, on a benchmark built to show embeddings off. The independent benchmark of these\n", + "six reaches the same conclusion {cite:p}`Munoz_2026`: on Cell Painting, classical features remain a strong\n", + "baseline, and the case for an embedding is throughput and the absence of a segmentation step rather than a\n", + "large accuracy gain.\n", + "\n", + "Before reading the ranking, look at what 50 components means for each block." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "30ff4312", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:58.270643Z", + "iopub.status.busy": "2026-09-21T12:44:58.270519Z", + "iopub.status.idle": "2026-09-21T12:44:58.407249Z", + "shell.execute_reply": "2026-09-21T12:44:58.406751Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(1, 2, figsize=(11, 4))\n", + "for model, wells in blocks.items():\n", + " ratio = wells.uns[\"pca\"][\"variance_ratio\"]\n", + " axes[0].plot(np.arange(1, len(ratio) + 1), np.cumsum(ratio), label=model, lw=1.5)\n", + "axes[0].axhline(0.9, color=\"grey\", ls=\"--\", lw=1)\n", + "axes[0].set(xlabel=\"components\", ylabel=\"cumulative variance explained\", ylim=(0, 1.02))\n", + "axes[0].legend(fontsize=7)\n", + "\n", + "reach = {\n", + " model: int(np.searchsorted(np.cumsum(wells.uns[\"pca\"][\"variance_ratio\"]), 0.9) + 1)\n", + " for model, wells in blocks.items()\n", + "}\n", + "axes[1].barh(list(reach), list(reach.values()), color=\"steelblue\")\n", + "axes[1].set_xlabel(\"components to reach 90% of the variance\")\n", + "axes[1].tick_params(labelsize=8)\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "b6e3b4a4", + "metadata": {}, + "source": [ + "This is the caveat on every row of the table above: `sc.pp.pca(n_comps=50)` is a mild truncation of one block\n", + "and an aggressive one of another. The trained embeddings collapse onto very few components; the untrained\n", + "model spreads its variance almost evenly, which is what a random projection does and is the clearest single\n", + "picture of what \"trained\" bought. Fifty components is not a neutral choice held constant across the six — it\n", + "is the same number applied to six different geometries.\n", + "\n", + "### What is chance, really?\n", + "\n", + "`metrics.known_relationships` counts annotated pairs falling in either tail of the similarity distribution,\n", + "and a fixed tail width invites the assumption that a map with no information scores 10%. It does not. The\n", + "statistic has a conservative tie rule, and how many pairs land in a tail depends on the shape of the\n", + "similarity distribution, which is a property of each representation. So the chance level has to be measured,\n", + "by shuffling which compound each gene is annotated to and rerunning." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "2f741fe5", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:58.409058Z", + "iopub.status.busy": "2026-09-21T12:44:58.408954Z", + "iopub.status.idle": "2026-09-21T12:44:58.502681Z", + "shell.execute_reply": "2026-09-21T12:44:58.502199Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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target recallrecall nullrecall p
alignmentX_harmonyX_pcaX_tvnX_harmonyX_pcaX_tvnX_harmonyX_pcaX_tvn
model
cp_measure0.0690.0890.1760.0510.0510.1270.000.000.00
dinov20.0520.0520.1040.0530.0500.0890.530.320.00
dinov2_random0.1090.1140.0870.1050.1100.1000.300.260.97
morphem0.0520.0690.1360.0620.0670.1090.910.400.00
openphenom0.0690.0570.1270.0820.0660.0920.910.850.00
subcell0.0550.0420.1540.0590.0570.1210.700.980.00
\n", + "
" + ], + "text/plain": [ + " target recall recall null recall p \\\n", + "alignment X_harmony X_pca X_tvn X_harmony X_pca X_tvn X_harmony \n", + "model \n", + "cp_measure 0.069 0.089 0.176 0.051 0.051 0.127 0.00 \n", + "dinov2 0.052 0.052 0.104 0.053 0.050 0.089 0.53 \n", + "dinov2_random 0.109 0.114 0.087 0.105 0.110 0.100 0.30 \n", + "morphem 0.052 0.069 0.136 0.062 0.067 0.109 0.91 \n", + "openphenom 0.069 0.057 0.127 0.082 0.066 0.092 0.91 \n", + "subcell 0.055 0.042 0.154 0.059 0.057 0.121 0.70 \n", + "\n", + " \n", + "alignment X_pca X_tvn \n", + "model \n", + "cp_measure 0.00 0.00 \n", + "dinov2 0.32 0.00 \n", + "dinov2_random 0.26 0.97 \n", + "morphem 0.40 0.00 \n", + "openphenom 0.85 0.00 \n", + "subcell 0.98 0.00 " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(9, 4.5))\n", + "order = list(blocks)\n", + "width = 0.26\n", + "for offset, alignment in zip((-width, 0, width), (\"X_pca\", \"X_tvn\", \"X_harmony\"), strict=True):\n", + " block = comparison[comparison[\"alignment\"] == alignment].set_index(\"model\").loc[order]\n", + " x = np.arange(len(order)) + offset\n", + " ax.bar(x, block[\"target recall\"], width * 0.9, label=alignment)\n", + " # the shuffled-annotation level for this exact representation\n", + " ax.hlines(block[\"recall null\"], x - width * 0.45, x + width * 0.45, color=\"black\", lw=1.6)\n", + "ax.plot([], [], color=\"black\", lw=1.6, label=\"shuffled annotation\")\n", + "ax.axhline(0.10, color=\"crimson\", ls=\":\", lw=1, label=\"the 10% people assume\")\n", + "ax.set_xticks(np.arange(len(order)), order, rotation=20, ha=\"right\", fontsize=8)\n", + "ax.set_ylabel(\"recall of annotated pairs\")\n", + "ax.legend(fontsize=7)\n", + "fig.tight_layout()\n", + "plt.show()\n", + "\n", + "comparison.pivot(index=\"model\", columns=\"alignment\", values=[\"target recall\", \"recall null\", \"recall p\"]).round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "fa5624f2", + "metadata": {}, + "source": [ + "The black bars are chance for that representation, and they are nowhere near a constant 10%. Read every\n", + "recall against the bar sitting on it, not against the red line.\n", + "\n", + "Once you do, the readout says something clean, and something different from what the raw numbers suggest.\n", + "**`pp.tvn` lifts recall above its own null on every trained embedding and on `cp_measure`. Without it, no\n", + "embedding clears its own null under any alignment — but `cp_measure` clears it under all three.** And the\n", + "untrained model never clears it: its apparently high raw recall, the highest in the unaligned column, is\n", + "entirely a property of its null, which is high because a near-random projection spreads pairs into the tails.\n", + "That is exactly the trap a fixed baseline sets, and it would have made the untrained control look like the\n", + "best model on the page.\n", + "\n", + "Keeping an untrained model in the comparison is the cheapest check that a pipeline measures anything, and\n", + "this is the second time on this page it has earned its place." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "ed64b593", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:58.504316Z", + "iopub.status.busy": "2026-09-21T12:44:58.504187Z", + "iopub.status.idle": "2026-09-21T12:44:58.896108Z", + "shell.execute_reply": "2026-09-21T12:44:58.895577Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(2, 3, figsize=(15, 7), sharex=True, sharey=True)\n", + "for ax, model in zip(axes.ravel(), blocks, strict=True):\n", + " mt.pl.map(scored_profiles[model, \"X_harmony\"], label_top=4, ax=ax)\n", + " ax.set_title(model, fontsize=10)\n", + "fig.suptitle(\"cross-laboratory mAP per compound, under pp.harmony\", fontsize=11)\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "96b0dde5", + "metadata": {}, + "source": [ + "An aggregate mAP hides whether it came from many mediocre compounds or a few excellent ones. These panels\n", + "show which, and name the compounds at the top." + ] + }, + { + "cell_type": "markdown", + "id": "80faa8a1", + "metadata": {}, + "source": [ + "## The laboratories\n", + "\n", + "The same `metrics.pc_regression`, now on the source." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "19a9b11d", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:58.897962Z", + "iopub.status.busy": "2026-09-21T12:44:58.897845Z", + "iopub.status.idle": "2026-09-21T12:44:59.047148Z", + "shell.execute_reply": "2026-09-21T12:44:59.046725Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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A4BCCNwAAAIcQvAEAADgkXwRvq1evNl988YXZunVrQo9ZuXKlSU9PN3///XeCXikAAEABDt7++ecfc9lll5k6deqYa665xhx66KHmqaeeyvEx77zzjqlXr5654IILTPv27c0hhxxiBg0alOR/DQAAQPIVNXloyJAhZuHChWbFihWmWrVqZsqUKeaSSy4xp512mmncuHHcx6xfv95Mnz7dHHHEEfbzjz76yJx77rmmefPm5rzzzsvVfyMcNrh8/MfW/PfcAwAgpWbeXnzxRdO9e3cbhEm7du1MgwYN7NdzckyPHj1CgZs0a9bMFC1a1KxZsyap/x4AAICUnXlbu3at2bBhgzn55JMzfF0zaEuWLMnxMZs3bzZLly61OXFjx441J5xwgl1ujWTXrl324ctO/h0AAEDKB29//vmn/bNSpUoZvq7P/e/l5Jhly5aZAQMGmI0bN5rff//dPPzww+aggw6K+HqGDx9ul2QBAADyszxbNi1WrFioACHczp07TfHixXN8jPLf5s6da3744Qfz1ltvmZ49e5rXX3894utJS0szW7ZsCT1UzQoAAJDf5FnwVqNGDVO4cOED8tD0eXi+Wk6PkbPOOssurb7//vsRn1OiRAlTrly5DA8AAID8Js+Ct9KlS5szzjjDtvXwbd++3cycOdOcf/75oa/99NNPoXy2WI7Zv3//ATNze/bsMb/++usBy60AAACuydNWIffff78NurRk2aRJE9uvrWrVqrZa1DdixAgzf/58W3wQyzEqOjj11FNtRepxxx1nCxdGjx5tduzYYW6++eY8+7cCAAA43yqkRYsWZvbs2eaXX34xTzzxhKlfv77NUwsvLKhdu7Zp1KhRzMeUKlXKzJgxwxYpPPbYY2bixInm7LPPtrlvNWvWzJN/JwAAQErMvMmZZ55pH5H0798/28ccdthhZtiwYQl7jQAAAPlFvtjbFAAAALEheAMAAHAIwRsAAIBDCN4AAAAcQvAGAADgEII3AAAAhxC8AQAAOITgDQAAwCEEbwAAAA4heAMAAHAIwRsAAIBDCN4AAAAckucb0wMAAOSmhuMa5uj49M7pJi8x8wYAAOAQgjcAAACHELwBAAA4hOANAACgIAVvf/zxR2JeCQAAAJITvP3zzz/mtttuM+XKlTNVq1YNfb1Lly7mu+++i+dHAgAAIFnB2+DBg83cuXPNG2+8keHrbdq0MUOGDInnRwIAACBZfd5effVVM336dFO3bt0MX2/WrJnp2rVrPD8SAAAAyZp5W79+valRo4b9uFChQqGv79u3z+zevTueHwkAAIBkBW/169c3H3/88QHB2wsvvGAaNWoUz48EAABAspZNBw0aZK655hrTt2/fUND2wQcfmLfeestMnTo1nh8JAACAZAVv7dq1M8WLFzdDhw41xYoVMz179jQnnXSSeffdd80FF1wQz48EAABAMjemb926tX0AAAAg97DDAgAAQKrPvDVo0CDw+0uXLo339QAAACDRwVv37t0zfL5//36zfPly89JLL5levXrF8yMBAACQrOBNW2Nl5dxzzzWvvPJKPD8SAAAAuZ3zpkrTTz75JJE/EgAAAMkK3hYsWGBbiAAAACAfLZtefvnlB3ztr7/+Mp9++qlJS0tLxOsCAABAooK3ypUrH/C12rVrm379+tH7DQAAIL8Fb6NGjUr8KwEAAEBUNOkFAABIxZm3U045JeYf+sUXX8T7egAAAJCI4C2rIgUAAADk0+BtwIAByX0lAAAAiIqcNwAAgFSvNpXffvvNTJs2zfz6669m7969Gb43YsSIRLw2AAAAJCJ4++ijj0zbtm1N3bp1zeLFi82ZZ55pvv32W7N582b7MQAAAPLRsql2UXjooYdCVaVz5861M3FXXHGFadSoUaJfIwAAAHISvGmWrVOnTvbjIkWKmH/++ceUKVPGPProo2bixInx/EgAAAAkK3jbvn27KVu2rP34kEMOMStXrrQflyxZ0mzdujWeHwkAAIBkFiz4WrVqZXr16mW6du1qXnvtNXPaaafl9EciSRqOaxj3semd0xP6WgAAQC7OvL344ouhjx988EFTqVIl2wdOy6fPP/98nC8FAAAASZl5u+aaa0IfV65c2UyaNCmeHwMAAIDcmHmrUaOG6devn1myZEk8hwMAACA3gzctkao9iNqC1K9f3wwfPtw26wUAAEA+XDa95ZZb7OOnn34yEyZMMC+99JK58847TbNmzWwLkeuvvz7xrxT/Glw+/pGoeQSjCABAQd7b9JhjjjH33HOPWbZsmZk3b57ZsmWL6dGjR+JeHQAAABLbKmThwoV29k1tQhS8XXLJJTn9kQAAAEjkzNvy5cvN4MGDTe3atc3pp59uvvrqK3P//feb9evXm7feeiueHwkAAIBkzbwde+yxpkGDBqZbt26mY8eOtvo0XitWrDBjx441GzZsMA0bNrTLrqVKlcrRMXv37jVvvvmm+eyzz0zRokVN06ZNTbt27UyhQoXifp0AAADOzrx9/fXXJj093Vad5iRw++abb8xJJ51kfv75ZxuEKSBr0aKF2b17d9zH7N+/3xx33HFmypQpplatWqZKlSqmZ8+epn379nG/TgAAAKdn3o4//viE/OUK/po0aWJeffVV+3mHDh3MkUceacaNGxexYjXaMZpdmzFjhjnqqKNCx5x55pmmefPmpn///ra9CQAAQIGsNs0JzZTNnDnTXHnllaGvVa1a1Zxzzjnmvffei/sYBW/hgZscffTR9s+NGzcm6V8DAACQ4sGbmvru2bPHzpqF0+daEk3UMfLss8+asmXLmtNOOy3ic3bt2mW2bt2a4QEAAJDf5FnwtnPnTvvnQQcdlOHrCrL87yXiGOW+PfDAA2bkyJGmQoUKEV+PdokoX7586JGTXD4AAICUC94UIMlff/2V4et//vln6Hs5PeaDDz6whQqPPPKIrYoNkpaWZvvU+Y/Vq1dn+98EAACQssGbZrY0E7Z06dIMX1cVq6pIc3rM9OnTbcNgzajdeuutUV9PiRIlTLly5TI8AAAA8ps8C95UWKBZsRdeeMFs27bNfk192bRjw9VXXx16nr6vWbHsHPPhhx/avm7Dhg0zffr0yfV/GwAAQMoFb6LgSvlqavjbunVr06pVKxtstWzZMvSczz//3Lz77rsxH6Og7uKLL7YzZ4sXLzadOnUKPT7++OM8+XcCAADkm71Nc+Lggw828+fPt5vaa7eERx991NStWzfDc7p3725n0WI9pnjx4mb06NFZ/n0UIQAAANflafAmRYoUsQ10I9Heqdk5RrlrmmUD4IjB5XNw7JZEvhIAcEKeLpsCAAAgewjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADiE4A0AAMAhBG8AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCCNwAAAIcQvAEAADgk3wRve/bsSfgx+/fvN3///bfZt29fDl4ZAABA/pHnwdt9991nKlWqZEqWLGnq1atnZs6cmeNj1q9fb+6//35Ts2ZNU7ZsWfPpp58m8V8AAABQQIK3Z555xjz00EPmzTfftDNkV199tWnTpo1ZsWJFjo4ZM2aM2blzp3nllVdy6V8CAABQAIK3xx9/3HTr1s2cddZZplSpUubuu+82VatWNaNGjcrRMXfddZcZOnSoOfLII3PpXwIAAJDiwdumTZvMTz/9ZJo3b57h6y1atDDz589P2DEAAACppGhe/cUbNmywf1apUiXD1/X5ggULEnZMrHbt2mUfvq1bt+bo5wFIvobjGsZ9bHrn9IS+FgAoMAULqgjN/HmhQoUSfkw0w4cPN+XLlw89atSokaOfBwAAkFLB22GHHWb//P333zN8XZ9Xq1YtYcfEKi0tzWzZsiX0WL16dY5+HgAAQEoFbxUqVDD169c3s2bNyjCD9tFHH5mmTZuGvqalTFWOZueYeJQoUcKUK1cuwwMAACC/ydNl0wEDBpgXX3zRvP766+bXX381t9xyiw3UevbsGXpOr169zKmnnpqtY/bu3WvbiOzYscN+ru/r8927d+fyvxAAACBFChakU6dONsAaMmSILUZo2LChbbjrL4+KGvGWLl06W8cosLvhhhvsx2XKlDFXXHGF/XjgwIH2AQAA4Ko8Dd6kR48e9hHJ008/ne1jOnbsaB8AAACpJs+rTQEAABA7gjcAAACHELwBAAA4hOANAADAIQRvAAAADiF4AwAAcAjBGwAAgEMI3gAAABxC8AYAAOAQgjcAAACHELwBAAA4JM/3NgUAAAXTUQOmxn3sqpKmwGLmDQAAwCHMvAFAAZilKOgzFUAqYeYNAADAIQRvAAAADiF4AwAAcAjBGwAAgEMI3gAAABxCtWkeoK8NAACIFzNvAAAADiF4AwAAcAjLpkhpLFEDAFINM28AAAAOIXgDAABwCMEbAACAQwjeAAAAHELwBgAA4BCqTQEAyIRKdeRnzLwBAAA4hOANAADAIQRvAAAADiF4AwAAcAjBGwAAgEMI3gAAABxC8AYAAOAQgjcAAACHELwBAAA4hOANAADAIQRvAAAADiF4AwAAcAjBGwAAgEMI3gAAABxC8AYAAOAQgjcAAACHELwBAAA4pGhevwAA7jtqwNS4j11VMqEvBQBSHjNvAAAADiF4AwAAcAjBGwAAgEMI3gAAABxC8AYAAOAQgjcAAACHELwBAAA4JM/7vO3YscNMnTrVbNiwwTRs2NC0aNEiIcfE83MBAADyuzydeVu3bp054YQTzNChQ83ixYvNFVdcYTp16pTjY+L5uQAAAC7I05m3/v37m7Jly5rPP//clChRwixdutQGXZdffrlp165d3MfE83MBAABckGczb/v27TNvvfWW6dy5sw2wpEGDBqZp06Zm4sSJcR8Tz88FAABwRZ7NvK1evdps377d1KlTJ8PX69ataxYuXBj3MfH8XNm1a5d9+LZs2WL/3Lp1q0m0/bt2xH3s1kJe3Mfu27kv/r83CeOQGxhrxjmVzumcnM/C9SN3xppxTu1xTtb1w/+Znufl3+Bt27Zt9s8KFSpk+Lo+978XzzHx/FwZPny4GTJkyAFfr1GjhslPyufo6O/j/3t75uxvdhFjzTinGs5pxjmVlM+j98NkvycqVilfvnz+DN5Kly6dZfSqGa8yZcrEfUw8P1fS0tJM3759Q5/v37/f/Pnnn6ZSpUqmUKFCxgX6NyvY1OxjuXLl8vrlpCzGmbFONZzTjHOq2erg+6Fm3BS4HXbYYVGfm2fB25FHHmlz0lasWJHh6/q8du3acR8Tz88VHePnyPkyz965QieqKyeryxhnxjrVcE4zzqmmnGPvh9Fm3PK8YKFo0aLmwgsvNBMmTLCzXLJq1SozZ84cc8kll4SeN2PGDPPSSy/FfEysPxcAAMBFhbxYMuOSRLNhZ5xxhm2ie9ppp5nXXnvNzo5NmzbNFClSxD6ne/fuZv78+bbdR6zHxPKcVJ0mVtSuJWKX7jRcwzgz1qmGc5pxTjVbU/z9ME+b9NaqVcsGZW3btrV5ZcOGDTsgwGrVqpXp0qVLto6J5TmpSMu+99xzzwHLv2CcXcU5zTinEs5nxjolZt4AAACQPWxMDwAA4BCCNwAAAIcQvAEAADiE4C3Faa9Xv2UKkmvPnj0McS5Qmu7evXsZ61ywe/duxjkXcJ3OPbtT5JwmeEtBy5cvN3369DHHHnusqVy5st0lQnu7/ve//z2geTFyZvbs2aZDhw62I/ahhx5qGzs3adLEPProo6H9cZFz69ats5XUJ5xwgjn44INN1apVTc2aNc0NN9xglixZwhAniG70Jk2aZC666CJ77ahWrZqpWLGiOf/8822/TW5QEmfZsmXmtttus22sqlSpYq/T9erVM7fffrv5+eefE/g3FWw7d+40zz33nGnRooW9duhafcghh5hLL73UvPvuu8ZVVJummPHjx5vJkyebTp06mbPPPtteeGXTpk3mo48+Mi+//LK5+uqrzVVXXZXXL9V5vXr1srNA7du3t/0ES5Ysab++cuVKM3XqVPPGG2+YF154wbauQWSLFy826enpodm0c845xxx99NEZAuQRI0aYjh07mpYtW9ogWbSNzNy5c+05feKJJ9o3PeTMf/7zH9OoUSNz2WWX2UBZ7ZUU0H333XdmypQpZubMmWb69Om0I8qhF1980QYO11xzjTnrrLNsUCEbN24MXaevvfZac/nll3NK58CmTZtskKabEbUO04SG2ofpJuTLL780EydONGvWrLG9YF1D8JZiduzYkWF/V52oZcuWjfgcJGas//jjD9sQsnjx4qHv601PU/R+UIes38Tuu+8+c+WVV9rdUUQ3FmqwndU46+Ndu3aF3uw4pxMrfKzXrl1rZ97C93b+559/7DleuDCLNokaZ67TybNnzx57/uraoqVpXaf9m7+sfhcuIXhLYQ888IB9oxs0aFBev5SUp2WlIUOG2J09ELuuXbuapk2b2j9j8eabb5q3337bzjAjuRS4aWkvFbvT5ydDhw61AcbAgQPz+qWk/CzcSSedZH799VeTCrh9SmGtW7e2S1K640ByaXlDy3vInjZt2pjPP/885uc3a9bM7lWsu2UkF+d07tBe3IsWLeI6nWSVKlUyderUsTckqYDgLYV98sknNifo8MMPtzlBeowZMyavX1ZKmjdvnrn33nttToU/1srjQjDNVOoc1SzPMcccYx/KF4xE+xz/9NNPpkaNGqFxZmY5ORRQKPftuOOOC421kr+R+Ov0nDlzMpzTSidAYq1du9b88ssvdnyPP/54+6cmOFzFsmkK+/vvv+0jnPLfypQpk2evKVX9+eefB5Sg606vWLFiefaaXHDLLbfYcVNBgp/zphxB/+PMFDxkruItVaqUzTdEYv3+++8HtBlSlV54Dhxyjut07tj3fzlv4VSQo0pfFzHzlsIOOuggW3KuN0bdRa9evTplpozzGyXQz5o1ywwePNhs377dLgX+9ddfef2ynDhHVd2oFiv6WI9IgZsfqG3evNm2YnnvvfdsIKeqMSSefidqG3LXXXfZ81szoqRgxObjjz82Y8eOtSsdeujmLhKd85pN1nVaaS6aHVK7JyRWkSJFbJW0fh+6fmgSY8aMGc4OM8Gbg9SeIhZff/216dy5s03Q1MdK9J42bVrSX19B9OSTT5pXX33V5r3p7k7FIvRqiu7MM880zzzzjJkwYYJtRaGHSveDZoNatWplk4+13Kogedy4cQn9XeL/t8L5/vvv7e9GVXu33nqrrTZFsP79+5u+ffvagEz5mXoENYbVzYcKdtRiSKkWavX0wQcfMMxJ0Lp1a3tTrRYhuobceeedzo5z5Ftc5Du//fab7Qu0YMECmyehgCEtLc02dsyKLgBqweAvc2gJRHcfSDzNAqlaTL8Pxjp269evt02NP/3009DXlKNZvXr1LJ+v551++um2cEGzG5zTyT2nv/nmm1BlL2MdG52jTz/9dMyV5++//75t9K3OAIxz8mzatMneUOsmW1Xrrp/PBG8Oufvuu20FmJqTihpnaokuEi116GT11/Q1Ha/qPiSexloNNv2ZUQXaRx11FEMdRbdu3exDb1zKD4zWPyx8nP1zWjstIPHCx1qzyWoZomVrBNM19rPPPos5eNM4f/vtt6F+nDqn1fQbiVW2bFk7c+wHya5fOyhYcIi29xg+fLhN8h41apTp0qWLzUnR1ldZUT6QLgJqQKg3Rp24CxcupGlskqpNtfShhpvaHUCzoVT2RqcbETXl1Wyygt477rjDDBgwIOLzlXOlvnC6a1ait5bzNAOnLW+QWKp41JK2Zt9OPfVUe+OobfcQTIGYdk1QoOs37dZuCpFWSLSM17hxY3udVk6Wf53Wx0is//73vzbd4ocffrA313o/1a4iLiJ4c4j2wVMFo3LXlESsnBTlSYR39c8qgHvnnXfsxxdffDENN5NIOS7a2kaBhHo3UZUXnS6eX331lXnllVdCTTS1BVOkNzrRnbPOaQV+ymHJ3DEdiaMEehU71a9f3y5VIzpt4aZHjx49QjPJCsyCZpVVhKNzWs/RdTrzrjhInFmzZtmCEOXbhu/k4hwPzti4caN3/vnne8WLF/dq1KjhTZs2LfD5EyZM8CZOnBjxcyTOHXfc4S1btizi58haly5dvLFjx4Y+b9OmjffOO+9EHK5Zs2Z5TzzxRMTPkTjt27f3du7cGfFzZO2SSy7x5syZE/PwjB8/3nvzzTcjfo7E2LBhg3f99ddH/Nw1VJs6RHtAahlDy0WqII023aucuPDWILqLTpWtQfIbNdkMbwegYhEamkanmTZtCq2x0/Kclk+D7oZ1/oa3BtH5rYpIJJ6W+vbu3RtarlYlsMsJ3rnl3HPPtVWMqmj0K6gz9ybMvMz6448/hj7/4osvbFsnJNaOHTsytAbRTH94oZRrKFhwiJaJ9GZVu3btwOc99dRT5rnnnrNtFbR0pzdH5RPpZJ0+fXquvd6CoGPHjrYNiwpD9LHyXNQWQPkqkXIR8f/dcMMNNvhSwKalIvVfyqrQQ6kCekPU8pKKdBo0aGC/vmHDBvPSSy8xpDHQ/38tGSkvU7TcfNFFFx3wPOXJ6o1ONx/6WEt5uvZccMEFNJ2Ogc5RLTMrhcJ3yimnHNBI+vHHH7d5sTqHFRS//PLLoeu0UgeQuJ0VWrZsafNj9bF/7VAxTvfu3Z0dZnLeHDJy5Ej7H17VecqhECV7Z+4QrQuvHrrzU6HCJZdcYi/AaroZrZoP2aM7al0UVAmsnnra3kljTsf/xFKemwIIzXBqRrlnz572xkTjHNTUF//S2OlmQgGYtiKTI4880lx//fUHDJGCBwUR1113nb0J1I2Idr1QM1nETsFvUHWuf51W6wo1jG3bti3X6STYv3+/ndlXxbS2MNTkhuh81nntKq56DtFFVH3eNLPjN330lzXCKbDTQ8GaAonKlSvbryspXJ9fccUVuf7aU5UfpKmNQsWKFUNjrUadCrK11ykyUqGNZtJ8fuNXLc3pHB89erR9Iwunr+uhtgoac3+cNbuxdOlSW4GNyJSgra2tXnjhhajDpKIo0UyoPvbf4NSLTBWoLr/h5Qa1oNA1VsVkull+4oknTPv27QOv0wre/HP6f//7n/380ksvzYNXn3oKFy5sx1ZBnM5pf5y1MqXrhq43LmIaxiG6eKriNPyhC3Ik5LzlHnLeYqe8TfXB00Otbs4//3yb46NcHy03nXPOORGPJectPhpXzVSqKXKsyHmLz6BBg+wynWZ6dHNx00032Rm2SMh5yx07yHlDXrn66qvt9imiLYQ006McNn8N30fOW+4h5y1nNMugNzotL9WqVcvOOKjBqb4Wjpy3nNGspdqqqAeh3xNPeVjKh82MnLecz3LeeOONoaBZMz26XmfOVSbnLXesJecN+YlmINQU9sMPPzygnxg5b7mHnLec0R6wqvjSkr7e4NTcVLOYmYs9yHnLGVUzqrmxmkn7OW9Kks8qJ4uct5ynBSid5ZFHHrHjfe2119rrdeamu+S85Y79KZrzRsGCw3RXpxkJJclHolkMFS6ofF3VZbpgN2rUKFdfZ0GgBG8FIApEbr/9dtv2Qk0gq1atmtcvLV9TUKYNz7VEp4updlfQziFB1B197NixNp9QjWN1Z3322Wfn2mt2kcZIxQo6L2OlvFoVLKiaWkvdqoZUUQ4FIsEU/KqgRvtPa5ZTQVy081Nd/9944w2bQqCZOgV6J554Ysy/K8RGu1noXFbFtYrM1BhZqycuInhziDYw1oXBT4p97LHHzKpVqyJWgemiqy1t1IZBAZsSw3Wnod0ZEDkI00VXgW6dOnXs11RNOnnyZHPllVdGHDYlJWsWVEsm48aNs/mIWhbRJupIHCUZa6um8847zxY4aKZO22PRLiSYZh5Uda4t9vybNxUjBO2aoEpUFTipSEGzFvo/oZw5qk4TS30LVdCgXUWaNGliW42oiCFom7iC6vXXXzf33HNPxO9rHAcPHhzx+xpf7Tmrjel13dD1Q++hLqLa1LGlD795oyrudLcWdCFVo1gFHP6yqqaPabIZ7Oabb7ZBssb3sssus4Gu+oppq5ug4O29994zAwcONGlpaYx1NrcUUy6nlkz98/TZZ589oNrUp5lNBcQKOnTx5ZyOfcZBwYGCX10XRDP2QcGbzmnN1I0fP55zOht0XVb/wvDGvGoOe9xxx2X5fF1vVIzmb5jOOR2ZbkBatWoV8ftB+8Fq4kP9ONWaRcGb6+NM8OYQTcXrTlhvcrpAROslprYKOln9PnCarWvTpk0uvVo3Z900y6A7MS13avnz4YcfjqmRo8ZaTR/9n6NKyqyazSIjzR5rFm3YsGExDU34OPvndM2aNRnWKFQMMmrUKDv7rpmdWPaDDR9rzbypHU5Q3zL8SzNDahWkXLdYaJxVcervZ6pzWkUjOJD28Q7ayzuIxlfnvx8ku37tYNnUIaoO0wV43bp15v7777dLIcr/iXT3oDs/XQTUS0hBn07chQsXOp2kmUxKMvYrw1T1KMq/0h3z0KFD7ZteJEpMVgGJcilU0adZDnVPRzDlnVSvXj1UnReNlkqVeK+7Zm0TpyVtzcD5FZSIbPjw4ebJJ5+0gZx2stA5Hd5vLzPdyCg/SLNvWqpWCkafPn0Y4ijU401FC1qSi3VWtHHjxvY6rZkj/zodNItUUOV02fS///2vnfjQ+6ZurvV/Ito2k/kVwZtDdAHVktLzzz9vT0JNIWv6N2gbJgVwSsqUiy++2N49IzLNtqkar2/fvvZzBQearZw/f35g8OYvAaqvkwKJCy+88IAqYBxI2zXpXO7Xr18oBUDnuQK6SHTnrHNauwao/UUss0gFnQoWNK5qzaI+ZCNGjLA5VXojC6L9kBctWmSLo4KWWJEx6FUzZDWA9WeJVLAQtFKia4vOaTWU1XXan4XDgUU0QT3zSpQoEXV2WNcc5SaroCxoH+X8jmVTh+gNTcmt6iivfBWdpJp9CDJ16lQzYcIEG0hoxo3dFYJpRjN8o3PNWKoKTG9iQRRQqBpPbS7UOLlGjRrmhBNOyNbvtyDSErVmHcKDiMMPPzwweFPem4IQv9WC8hQRTLluuqnwgwmNW7S0C+UIqfhGhU+q7NUSk343CObvnxltb9NwqrbWdVqrKJqBY3eF2JZNly5daouVFITp5kTnbNBNhm6wdU5ryVQpRZr5dzZQ9uCMhQsXes2bN/deeOEF+/lll13mLV26NOLzZ82a5dWsWdObO3eu9/HHH3uHH364N2/evFx8xW7asWOH9/zzz3vbt2+P+Zi0tDTvoosu8tLT072XXnrJO+SQQ7J1PGKzfPlyr0qVKt7777/vLVq0yDvhhBO88ePHM3wxnNPVq1f3Ro0a5Z1xxhneDTfc4D344IOBx7Rp08br3bu39+2333qDBg3yTjvtNMY5G9auXevt2rUr6vOmT5/u1apVy16bZ8+ebX9P8+fPZ6yj+O2337wjjjjC69y5sz2fR44caf+MZP/+/XacH3/8cfu+2alTJ69r167OjjPbYzlEdxaa2VFulWhGSMsZkWi2SDkAmh5WiwDlrESbQYKxfayUQKy7Z/UgU35ENBpX5QPpGPXCUpGI7u4QTLlrTz/9tD031YdMD53jkWiHEeUS6XmazVA7C22rhWCapVcfQqVcaM9NFdVE2w9W57SqrZXzqTwj5b7p94Vg2pZQ1wHlFupjFeToehI0zqq4VgsLndtKh9EKC4J9/H+tPvx2TNGqR7U0rZxkXdP1vqm0AZevHQRvDlGBgipOFcTp4qBH0EVBDR/1fSV5K3dLy4Fq1otgWipVFaTG7qSTTjLXXXedueiiiwKPUWuLzz//3H6sggctfbApfXQq6tAWb8pfUzCmZO3jjz8+sE+TCna07KcARPlYyi9EdM2bN7dvVlrWU/PdaAnx4ef0ggULbGK3crIQTDmFd955Z+j/vyp2df2NRFvB6aZE12nldC1btixwf1/8K7uV53q+gjaNr9/AXvmFriLnzSG6C1Y1pKoileStSrHMxQqqDtPdtU994ZSnorsSXRx0wkbqN4SM9Oam/DU9strQW60AwjvW6y5bycp6rmbe9LnLCbG5Qeej8jDVB0sVunoTUz9D5cH5lMitN8Tw/C2d06oIVkHOEUccccBeqDiQinBUrecX0qgS/a233srwHM3++AnhumboWqLqaeUmaiZp586dtAuJQv//NWa+rPILVfWrXUJ82j5L57Su0bop0f8Lv0k4Ik9ODBo0yI6j3wIkcwGOblRU1BT+u9DOFcpJVs6by9cNgjeHfPXVV7bEX9UyCtq07YreyPy9CkVLdmouG4mzyZm5SMHxgw8+aBNbNfOmNz0tO2emHRR0pxyJOtgjmC66SkD2L6aaVctc1auLdFDfK3qPRadZd21Cr8A4qLH3lClTApdGaTMUndJUtCWhxlHXbP155JFHZniOUl+Cmn5znY5thWTu3Ll2EkNBmWbg/Z6mPt14+02ps0KTXuQKBQrKx9Jdne7MtDyXeTpeF2a2r8kZ3cFpdkJVjUF7k1asWDGHfxOU66YbEc20aQZONyKZ94FUcEaAljNaMtLNRLRrA3vxJmaFpHfv3nZJT62dFDRnXm7mOp0YJUuWNFdddVVgcJaqrYTo8+YQ3WHork7dzrV3pj4OX05C4igo1syb+gFpL8jwbcaQOFqW0zKG8jiR+BxZ7dMbPtaaSVZuYSx7mwL52YQJE2xqippNZ/V5qmPZ1CFKrtQ+m3qoOS+zEcmj5We9+alBr5aq1U/ovvvuS+LfWDBpGzEtUxO8JZ4694cvGWlpWrNBse5titzZ2xTx2b59e4aCBY23zvkCI697lSB2CxYs8OrUqeOVL1/e9rg6+eST7Z+RqFeQ//0hQ4Z4ffr08fbs2cOQR6ExKlWqVKhP27Jly7yjjz468JhJkyZ569ev97Zs2eJdd9113pgxYxjnGHz44Ydew4YNvbFjx3qTJ0+2D/VviuT777/3Zs6caT8ePXq07dOkMUds1LNNPR83b94c9bnPPfect3v3bm/FihVe+/btvQ8++IBhjsE555zjjRs3Luax+uyzz7zFixfbj9VPr1+/ft7evXsZ6yimTZvmNWvWLPS5ehIOGzYs4vO3bt0a+r18+umn3lVXXeV98803zo4zdd8O0T5s2sBbd8yxUNdu3WVrKlld0pU8q68hmPJT9PA3MNYdnpJjg2gDe/XPUrdv5SSmpaXZmTsEU3m/KhzVikLnqh4qWohE25RpdwXtLDJ+/HibB6q2F4iuW7dudvlflY6q7NWYB1Ghjv4PaCstpWj06NGDYY6BcmFVAZ2ddBjNzKlyXYUlan8zbdo0xjqK8847z862KW9WM51ajVJbp0i0+4KfZqRVFO2Ao15vrmLZ1CFqMKhWIeGfB1U0qtWFcreUeK/tVtS3zO9xg8gUuOmNSj3xdIFQOwXlGAYJH+unnnrKBsmqnqSoIXpAoUdm2htSF1c/PyvzOCvw0O9GS4Eq3kEwVZm+//77tuWHqntHjx5tHnjggQNahWQ11goo9Pw77rjDVgdTcXqg2bNnh5ZJFeiqaCHWvU3Drx3qFKCmvbpOK2UDkRUrVsz2IVTwq/NSAVlQwY0/zrohUQWwCh10nXEVwZtD1DJBF1GdqGoXopM3cwl6OL3xqR+c+mGpBYAuwsovQnTKc5s5c6YtWFAibHjfsUhjrTdDNZtVdZMCQMY6fh9++KE9bzMHb0q41zmtXlrah1ZvcoxzdKpu1I2EH0yoqjdaOwqNfa9evULXGM7pyHQDoZ6avuzsbarvDRw40AbFuulbsmQJ53SM5syZY6/PCsg0C68ZuEjUNkTVp126dLFNkF0/nwneHNKvXz97d6G7aC0fKSAL6niujui6w1CbAG1Krc9d7muTm7TkuWLFCvunAgndFStoiEQVTtqurGnTpvZz3XUHBdaIj9qKqNGsgmTttlCuXLmUbQWQSAoMqlevbm6//Xa7g4V2ENGbmK4hkapOX375Zbt8p50WRCkb0XZlKKi0o0I4XTe0DKogOVqzXc2wqZJdvwedy+pXxjhH991339lzWGkUCoz1sW5Q1HIoK3qv1Ayp3jv1HE2CZP69uYRWIUAWtGSnxrAnn3yy/VwXU10ckDu0J2+7du3sn8g53Yg89NBDWX5PObRBNybI/p6b/l6l2jGkVatWNs8QifXqq6/aVADlvorftF4rIAUBM28O0bSwZnd0IdY2KqLcLM2q+Z544gkbaNx4443245EjR2b4Gcrd0vcQmfIifvrpJ1vkEUSBhQoTFOjpYxWEhNMMkb6HnJk8ebJZuHChLdjRxxrzcNrIW99DMO372L9//8Dn6GZFs8zam1cfq1gnnDZM1/cQmWYoFUh06NDBjp+2vVJifPh1WmkZWra+/vrr7cdKh8m8yqLvIbKmTZvaYiXNoOk9T7mCmZdN1che2xgqzUgfZ97bW7PR+p6LmHlzyM0332x++OEHW3zgL5cqwTV8SxCdyJqC18msj/UIp95wTMlHp3G9++67bQPZSFTxqPHUUrQ+zpw/oYszy9TxCS9Y0E2LxlZBgz729970KY+LgCKYZiSU56N+hUGUdO/nZulj7bMZrkKFCnH+RgvWtUM7LJx11ln2c1WfK48tPOeN63R8NHmhXFefcl91bVBagFIpVFQTvhSqtCFdm5VeoY9V5BdO76P6nosI3hzSvHlzm1tFY83k0kVAS6ZqY1G7dm0bDCsQ04wEEkMbnN9666224EBvdCr392eGVZijvB8kjnKwOnbsaBo2bGhzBf0cK64liaedLHTzofNa1ZAqZPBTLoKqThHbdSO8+XFmuolzNRjLLpZNHaILgMqilUvBjE5yK/OU2BouqDAE2aflDs0i62bk6aeftpvRd+/e3d5JK3hGYqnzvApoNPMwffp0+zV2WEjeLKdm7P2bPRUt+LtaBFWdIrrwfY7T09MPWPJUMY5mmAsCgjfHKu00LTx27NhQyb8uxJHyqnSh9meNEDuNWXYrGLXfrC7K/u8FwXTh1RZkmvlRX6xOnTrFdJ5qyVRtAVRBjdjVqlXLjBo1yi6Davxi6dW2du1aG3iwp2/2ZLeCket0fPbt2xdKC9Js3MSJE80zzzwT+Hxdp1OlOp3pBIcoB0uVNFoC0QyFHkEJ8SpWUEsAxL5U6n+sQDn84X8vElWXffHFFwx1jDSe/nhpVvPFF180Y8aMsd3lg6i6TMutyD6Nr/JjlUCvoHnDhg2Bz1fBArOg8e1tWr9+fTvO/kNtLSJRU289kD0nnniiLQTRQwVLugarKCESze5Hu467hODNIapWCq9YiqZ169a2AsevTEXwUqn6ufkfqxdQ+MP/XiTK2cq81IrItESq4gMtMYmKaCZNmmTf9MILcDJT0KFdAjIXLSCYtgbSrL3OZW3mrcBMPSODcE7H55577rFVvb/99lvoEbQpvfI7ddPCdTrnfvzxx4jfU46neu6lyi5DLJs6pFGjRrYfk+7i/OU5bfER6c3uk08+sXeBuvNTd2m/YlVvnMhIgYRmfyJRcNGzZ8+I3583b55tDTJu3LhQ5aOaRypBHAdSzqaSusMrdFXJ+M477wQOl4IPtXHRtlh6iJrI3nvvvQxzABXfqFWIvy+ybuzUziKIAgrN3h977LGh640S8P2cIyRmb1Ndp7VTgM5nf3snzS7TVzLYO++8Y9us+Ndv3dT5uYWR0gD0/0AzdipE04y/JkNc3UeWalOHKNdNJ2A47QupvJSsqERaj3DKK9K2Q8hIeUDhSxfq2aaN5lu2bGlzKbQ7hTafj0RL2bqAZL7Ti7ahfUGnnoNamlNg7O9Okd1qMwUTJIFHz6tSywr1ydObl8ZdAUZQfzzNiqq9QjjdBJIDF0w3gboxiXVvU67T8dm8ebNNHRJdZxX8BuUc+zlvmW8ig2b68zOCtxTQp08fuwehf1edec89BR9qTqhETZ2smsFD9ARvBXAKdr/99ltz00032bvjSJQI/sorr9gKM21BpK1xlIgftFEy/u3DNHXqVDvDs27dOttk85prrgm8wVCVqm5kNCOkZVTd0OjNEcE0zmpwrDew8847zzz77LOBRSK6GVFVsJpVKxFc22WpyKRoURZsgqiCOnyfU9FG9VoBiUQrJOphpjY5lStXtjP9QT0mYex1Weey+unp/NR5qhzvoGuHqq71XN3MKIdcs3dqoeMigrcUoPJzVZJl3sRbJ7PyVrR0p4BNlTmqMtOFBJFpKU9varqr092yKiO1NKeZuEi0m4Xy4rSRvZZO1a/s8ccfN6effjpDHSM1MtVuCSNGjIi4LZZmg0499VQbfOhOWhdubUf00ksvMc4Jpg7/mtHQTJJfpaf/E8oJRXS6GdHse7QKdO1aofO9Xr16tgefZpSUQqBEfEQ2atQoe4OtHS3UGFmzwrphVn+9SDS+arX15ptv2uuGrh9abnURBQspTOv/V155ZShZVrMc9IeLTjML1113nV0yHThwoN3EONqWYu+9957d0sZvYcFYx27BggU2v0fnqmZ2FJhFoplNBcR+c1nGOXtFC5qFV9WpHjpng+j7Q4YMCV0zGOvYKCe5QYMGdvZeH+t81ixRUAW1ttJS8MY4x65EiRJ2K0PlYV5wwQW2iX1QMYLO/59//jkU3Ll+PjP/ncIUSOhk9df0lazZpk2bvH5ZTtAynj+TppkH3bFFG2tV8flLqKowO+qoo3Lp1bpLF1ItgyrnTZ3poy3JhY9zeCI+gimvUA1M9Sbn58hm3voqaKw186bO9RQrRDdo0CDb683fIF1jqCAjaJwV3PlL2DqnU6mlRbI0atTIVvZqr28tl+omMPMWheE0vlp9Un5zKlw7WDZN4WVTJXbrIqDqRy1/6MTVBt+xNOhE9qjatGvXrqHEcN1Fa3YDwZSsrWU4XVB1jkbbyUJLpSps8Pcs1Juilj+y00KnINLSnKrM9WesdNOi/CDlb2qpWikYyq9FMJ2fquRV/qaW8zWjrGbqkQIF5WE1btzYXqf9Pal1nWYP6ujmzJljrx1aJVGakJ/PGYm6NSi/UDeMurlWwY6K0VxE8OYY3WVomlj5JypCUOWXkrd1AmZVdaoAzm+/cPHFFxeYfd/yglpYfPTRRzaQUO8mqvJimxFSuxvdNWsmSL3IouX66GKtc1rHquVFqnRMTyaNmXJ9VLSQnfFSn0i1DFH/PfZBjY16vGkGSDP3ffv2tRupq/9Y0I2J8tx0Tus5uk6zK07yzJo1y66oKD/O5VZOBG8O0X9uVT3qDljJ3ZpunzJlSsTnT5gwwfz666/2DS5oJwYkZqlEpeoKooOqypCR7nyVdKxKXeWknHTSSWbmzJmh/J/M9D3dbeuc1mwFe87GTtV1mhHyZyk1U//aa69FfL7yPJXQrVkN9S5DbHRToXSAGTNm2GuBqnozr4qEUz9IVUzr2qGlbSTHhg0bbD9IjbP2P/X7cbqKggWHaAPvJ5980lYx6u5BsxXKaYukRYsWtmxaMxlqSqhlEwV9SLx27drZPDdVPSkA0ZiH52Yha7oDVh6WEofVVkWd/zWDGZTnog3WFYTonNaWOJrtRDDN/PhtPxQs6xHUlFpUqKPlO11HNEuhGaSgnCL8S7Nmah6rGxIFZkGBmyhAViqLZp11TqvKV78nJFbFihXtapUmQdSGRdcd5dk6y4Mzrr32Wu+9996zH+/fv987+uijva1btwYeo+ctWrTIS0tL8ypWrOiNGTMml15twbNz507v/fff9zp06OBVqlTJ+/bbb/P6JeV7Tz75pNeyZUtv06ZN3tdff+1VrVrVW7lyZdTjNLbDhw/3Dj30UO+uu+7KldfqsjVr1ngNGzbM9nGbN2/2Jk2a5J1zzjne4Ycfbs9xBJs9e7ZXrVo177LLLvOOPfZYr3fv3lGHTNfphQsXev379/cOPvhg78UXX2SYk2TdunXe2LFjvQYNGngtWrRwdpxZNnWIpt/VT0xtFbSp9/bt221uVaRtstRU86GHHrK5Lpoq1l0Huyskh5ZJlBukJpsaay3puVyGnlvUCFY98d5++207Y6GlvaCmmdo/VknzSgPQOLOkFxvtAKIeeppF85t0qwdZUB5bq1atbEGI/mRJL3Y6J3WNVvsPXaO1dKpq0khFNeoLqWpJXaeVDpAKS3r50caNG+37pfrBadZN57TL1aYsmzpEU+vqPq+lC037ailDia56ZLWcoQIGPdT7Ro1mtUSF5NByh6olNc56ZN7GDFlTA1PdlKxZs8ZWgEXrdq6lD1WJKV1A4/z999+zoXcMVNGoPEI1OVb/Rz2UdhFEydzajkzjvHTpUpuTiOh0E+IXj+lmWbnJQTfNeq6KSHSdVmUv1+nkXWvq169v/w9onHVOK7h2Vl5P/SH5tm3b5t17771emTJl7FITkmfVqlVex44dvUKFCtnlagRbvny5d+qpp3qHHXaYV716dft4++23ow7brl27vJEjR3qVK1f2unXrxjAn0ZIlS7xzzz3XK1y4sLd9+3bGOorRo0d7jRs39l5++WWvV69eXtu2bb3Jkyfbh5ahI1EKzODBg73SpUt7Dz30EOOcJPv37/dmzJhhl01r1arl7DjTpNchmVuCBLUI8cv8laSspSb1HlPCsSpVkXjal1AJykoEV0Pf8ePHh3a2QGRaLlJfJm1xE2urnKeeesq2YdAsnJZQVSSCxNM4v/vuu3b7IO0de/PNN9OkNwaa2dHKiHYDEV2fNdMpKl7IvEG9UmB0nVa/Qu1Prf8LKhZBYu3YscMWOmlHC/WIVDqAy03rCd4couUllZL7wVrmz7Pq8aYqSOXJ0Rk9ubS8pP5OamZK+4rYKQCrXr16zM/XOa0mqNq2KfObIBJLfQpV2c5NSPZodwX/mhDLdVdpL5deeqntJMB1Orm9DqtWrWrb4xxxxBHGdRQsOEQFB2lpaaEO0rpL012E8q0iUR7R66+/bi/EaqugY5Ac6uukWU4lxKotCxt4R6eWN+p6rn1h/fFSABwU0CmfUEneupPWzYnaiyDx1DRZb3SaTa5Tp4659tpro25fhn+3XdLM2cqVK+2NnG6etfF8EO2Bqn1nVeSkvE+tlCDx/vnnH9siR78j7ZGs64erKFhwiIK2Bx980P5H13ZYEvSfXEtMmqXQBUTbCamaafXq1bn4igsOLZNqf05VlKmXngJtjTmCaUlOlbnassZPpF+3bl3gzJuCO1VParcQpQ1ES7xHfDSTrNkgzVIoiFP/McTWsFsVp9qqST0I1VhdNxpBPfi0qboCY1X3Kqig4Ck5Lr30UnuTrYbq2hdVy6jOyuukO8ROSdoDBw70TjnlFK9du3bed999F/j8Rx55JEOPoeuvv9579tlnGfIk+M9//pMh0b5mzZrejz/+yFgnmMZYY+174IEHvL59+zLOSVCjRg1vxYoVoWR6FTzt27ePsY6iSZMm3meffRb6vHbt2oHXAp3Dffr0CX3epUsXW/SAxNqyZYtXrlw5b/fu3fbzBQsWeI0aNXJ2mJkDd6zUeejQofYRC7WuUN6FT2XR+hoSL3ys1bZF/csY66xpb14ti2pGRx9rCSOcZogj5aRwTuee8LHWn5rBZ7/e6LTDijakV6uVefPm2dnioBwrzuncUaRIEbsaotlNjbnr74cEbylMeRfaO1L5V/v27bPVT1oGQeLdcMMNplu3bnY7IeUI6QKufmQ4kPp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alignmentX_harmonyX_pcaX_tvn
model
cp_measure0.0060.0210.022
dinov20.0060.0300.045
dinov2_random0.0020.0190.010
morphem0.0070.0440.042
openphenom0.0050.0350.036
subcell0.0070.0340.027
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" + ], + "text/plain": [ + "alignment X_harmony X_pca X_tvn\n", + "model \n", + "cp_measure 0.006 0.021 0.022\n", + "dinov2 0.006 0.030 0.045\n", + "dinov2_random 0.002 0.019 0.010\n", + "morphem 0.007 0.044 0.042\n", + "openphenom 0.005 0.035 0.036\n", + "subcell 0.007 0.034 0.027" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# pl.metrics groups by \"metric\" and draws one bar per \"representation\", which here is one group per\n", + "# feature set and one bar per alignment.\n", + "mt.pl.metrics(\n", + " comparison.rename(columns={\"model\": \"metric\", \"alignment\": \"representation\", \"source variance\": \"value\"}).assign(\n", + " better=\"lower\"\n", + " )[[\"metric\", \"representation\", \"value\", \"better\"]]\n", + ")\n", + "plt.show()\n", + "comparison.pivot(index=\"model\", columns=\"alignment\", values=\"source variance\").round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "7ba69ac6", + "metadata": {}, + "source": [ + "Harmony takes the laboratory down to a fraction of a percent on every feature set. TVN leaves it roughly\n", + "where it was. That is consistent with what the two do — Harmony mixes the batches in every local\n", + "neighbourhood, while TVN aligns each batch's control covariance to the pooled one — and it is why the two\n", + "readouts disagree.\n", + "\n", + "Read this together with the tables above, not instead of them: a correction that leaves the batch structure\n", + "intact has done nothing, and one that removes it may have taken the biology with it. Neither readout alone\n", + "tells you which happened. Which alignment to use is a decision about what the screen is for, not a default." + ] + }, + { + "cell_type": "markdown", + "id": "f788e3aa", + "metadata": {}, + "source": [ + "## Putting the names back on\n", + "\n", + "The hardest thing about an embedding is that a result has no vocabulary. A CellProfiler hit comes with\n", + "\"nuclear texture went down\"; an embedding hit comes with a compound ID and nothing else.\n", + "\n", + "This dataset is the one place you can fix that cleanly, because the same wells were measured both ways. Use\n", + "the named block to name the unnamed one: regress every CellProfiler measurement on the embedding's\n", + "components and ask how much of it the embedding already carries.\n", + "\n", + "One thing to get right first. **The six blocks hold the same wells in different row orders.** Stacking two\n", + "of them positionally is silent and wrong, so align on the index." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "7c7d8612", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:59.048702Z", + "iopub.status.busy": "2026-09-21T12:44:59.048585Z", + "iopub.status.idle": "2026-09-21T12:44:59.101560Z", + "shell.execute_reply": "2026-09-21T12:44:59.101019Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'named measurements kept': 1857,\n", + " 'same set of wells': True,\n", + " 'same row order': False,\n", + " 'rows that had to move': 1534}" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "embedding = blocks[\"openphenom\"]\n", + "\n", + "# The comparison above decorrelated cp_measure, which is right for building a representation and wrong here:\n", + "# the question is how much of each named measurement the embedding carries, so keep them all and drop only\n", + "# the runaway ones.\n", + "named = classical[:, ~classical.var[\"degenerate_scale\"].to_numpy()].copy()\n", + "mt.pp.feature_select(named, operations=(\"drop_na_columns\", \"drop_outliers\"), na_cutoff=0.0)\n", + "named = mt.pp.subset_features(named)\n", + "\n", + "aligned = named[named.obs_names.get_indexer(embedding.obs_names)].copy()\n", + "{\n", + " \"named measurements kept\": named.n_vars,\n", + " \"same set of wells\": set(embedding.obs_names) == set(named.obs_names),\n", + " \"same row order\": bool((embedding.obs_names == named.obs_names).all()),\n", + " \"rows that had to move\": int((embedding.obs_names != named.obs_names).sum()),\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "37dcd019", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:44:59.103122Z", + "iopub.status.busy": "2026-09-21T12:44:59.102995Z", + "iopub.status.idle": "2026-09-21T12:45:00.375442Z", + "shell.execute_reply": "2026-09-21T12:45:00.374938Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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openphenomdinov2dinov2_random
feature_group
texture0.8180.7490.185
ferret0.6770.7040.156
intensity0.6230.5770.145
radial_distribution0.5670.5520.176
radial_zernikes0.4900.5210.146
sizeshape0.4830.5860.016
zernike0.4680.5370.141
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" + ], + "text/plain": [ + " openphenom dinov2 dinov2_random\n", + "feature_group \n", + "texture 0.818 0.749 0.185\n", + "ferret 0.677 0.704 0.156\n", + "intensity 0.623 0.577 0.145\n", + "radial_distribution 0.567 0.552 0.176\n", + "radial_zernikes 0.490 0.521 0.146\n", + "sizeshape 0.483 0.586 0.016\n", + "zernike 0.468 0.537 0.141" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.linear_model import RidgeCV\n", + "from sklearn.model_selection import KFold\n", + "\n", + "\n", + "def standard(block):\n", + " \"\"\"Centre and scale each column, leaving a column that never varies alone rather than dividing by zero.\"\"\"\n", + " spread = block.std(0)\n", + " return (block - block.mean(0)) / np.where(spread > 0, spread, 1)\n", + "\n", + "\n", + "measurements = standard(np.asarray(aligned.X, dtype=float))\n", + "\n", + "\n", + "def carried(wells):\n", + " \"\"\"Out-of-fold R^2 of every CellProfiler measurement, predicted from this block's components.\"\"\"\n", + " # Every block has its own row order, so each one has to be put into the order `aligned` is in. Skipping\n", + " # this is silent: the regression simply finds nothing, and an informative block scores like a random one.\n", + " X = np.asarray(wells[wells.obs_names.get_indexer(aligned.obs_names)].obsm[\"X_pca\"], dtype=float)\n", + " Y = measurements\n", + "\n", + " predicted = np.zeros_like(Y)\n", + " for train, test in KFold(5, shuffle=True, random_state=0).split(X):\n", + " predicted[test] = RidgeCV(alphas=np.logspace(-1, 4, 12)).fit(X[train], Y[train]).predict(X[test])\n", + " return pd.Series(1 - ((Y - predicted) ** 2).sum(0) / (Y**2).sum(0), index=aligned.var_names)\n", + "\n", + "\n", + "explained = pd.DataFrame({name: carried(blocks[name]) for name in (\"openphenom\", \"dinov2\", \"dinov2_random\")})\n", + "explained[\"feature_group\"] = aligned.var[\"feature_group\"].to_numpy()\n", + "explained[\"object\"] = aligned.var[\"object\"].to_numpy()\n", + "\n", + "by_group = explained.groupby(\"feature_group\", observed=True)[[\"openphenom\", \"dinov2\", \"dinov2_random\"]].median()\n", + "by_group.sort_values(\"openphenom\", ascending=False).round(3)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "56d76810", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:00.377506Z", + "iopub.status.busy": "2026-09-21T12:45:00.377371Z", + "iopub.status.idle": "2026-09-21T12:45:00.587684Z", + "shell.execute_reply": "2026-09-21T12:45:00.587179Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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6XRWwqKVEwYRonpMnT3YtJJFoWVqm9yhdunTUywMAAEDGRGCRDGo5CBZgpv8V4fHjx+P9rPpUqHI/ceJEl57kPdRakSVLlkTnqYq9AhBV7l944QWXUvXMM88kaX2V9qSgRPMZPXq01a5d2/XziETpVVpv77Fp06YkLQ8AAAAZD6lQKSxbtmyutcGjQECdsh988EHXEuHZuXOnFShQINH57d692/LmzWs33XSTe6j1o3Llyi5YCO0AHmn5kj9/frvmmmtcHw2lUT388MOJboMeAAAAQLQILFJY9erV7cMPP3SjMhUtWtR1yB42bJhdfvnlru9DqVKlXL+JL774wpYvXx5snYhkzZo1dtttt7nAQK0WkyZNcqNAKViIdvmiPh6NGjWyHDlyuD4fAAAAQEoiFSoRrVq1chV5T9u2ba1s2bLB55kzZ3YdsVWR9/onaFQnpT55o0KpU7VGgVJakW5gV7hwYVu4cGEwFSqheTZp0sQ++eQTN+2UKVPcMLRz5851n4lv/eJbvtSvX98qVqzoAhSvwzgAAACQUmIC6g2MdE+dtsuUKeOCErVcJIVGhVJfDwU3SssCAABAxrA/CfVAUqEygPHjx9s777zj7oGR1KAi1BVPT7HY7Nz7AgCApJryaHsKDekeqVAZgIa41Z25dY8LAAAA4FSgxSID+Oijj1J7FQAAAJDO0WIBAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA37iPBaI2oX+7RG/lDgAAgIyJFgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+cedtRG3lypWWO3duSiyDq1GjRmqvAgAASINosQAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbgQUAAAAA32LtNPvvv/9s7ty51qxZM8uSJUuSp1+8eLEVL17cPU73spPjp59+stKlS1vRokXtTFetWjXLmzdvaq8GAAAA0qCYQCAQOJ0L/Pvvv11QsGPHDitUqFCSA4XGjRvbTTfd5B6ne9nRCJ9nnTp1rF+/fta9e/dTtoxTbf/+/ZYvXz6rPvhKy5z99ARkAICMa2m/sam9CgDC6oH79u1L9AJzqqdCjR492lWU0/qyf/75ZxeYpOQ8k7vc1CwzAAAAIE2kQoV75ZVXzohl33rrrXbnnXdaz549U2yeyV1uapYZAAAA4LvFQv0Ftm3bZocOHXJX0rdv327Lli2zH3/80WbOnGkbNmyId7rDhw+7K+z6fDi9vnXr1uDzaOaXFElZtmiZixYtsn/++Sf42sqVK+3AgQO2evVqt25ea0F85RHfPEXz03u7d++O8/q8efNsz549wedHjhxxyzh27FjE5ca3DO/zq1atcv+HCl1PTbt58+YkliIAAACQgoGF+jXcdtttVrlyZbv33ntt+fLl9tFHH9nAgQPt4YcftkaNGlmbNm3s4MGDwWlmzZrlOi+rj0HDhg2tb9++ceZ5++2321dffRV8ntj8kiIpyz5+/LhdeeWVVq9ePbvrrrusYsWK9vbbb7v3PvvsM9uyZYt98cUXbt2UihSpPMK3Rz7//HOrVKmS+3zJkiXthRdeCL7XuXNnF5R41P+jZcuWLhCJtNzwZcyfP9/OOecc69ixo3Xo0MGqVKliv/zyS5z9dscdd7jO171797YKFSrY8OHDI5abghvl04U+AAAAgBTtY6Er+royrkp7q1atbOjQoe5qup5v3LjRYmJi7OWXX3afPXr0qF1//fV23333uWnWr1/v3k9IQvNLiqQuWy0l3333nfucKup//vmnZcuWzb332GOPueDhwQcfdOsWmooUXh7xUSvCihUrXGvB1KlTXWduPU9MQssN3c5u3bq5x9q1a+3333+3Sy65xD0/ceJE8HNqsdB6Lly40MaPH+/mrWkj7QN10vEeCs4AAACAFA0sevToYXny5InzmtJ7lG6jtJ4aNWq4v6IUHgUHffr0+d/CMmUK/p+QSPNLiqQuW5Xn7Nmz23vvvWd//fWXCypUOU9OeYTr1auXnXXWWe7/5s2bu9YTBRgpYc2aNfbHH39Y//79g6/pfwUzCpI8arXJmTOn+/+8885zrRKRUqIGDBjgev57j02bNqXIugIAACD9SnLn7QIFCsR5fvfdd9u7777rUody587trox7lWhVSlVZ18OTP3/+BOef0PySIqnLLliwoC1ZssQ++OADl96kFgu1digoSEp5xCd8uXq+d+/eeD+b1NF/NZ/Y2Ng4wY1XXqHLyJUrV/B/fV7C+2J4FFR5rTUAAABANHwNN6u0m1GjRrmr5uonMGPGDNdnwKscKzhQ5+nQtB+l4iR3fkmR1GWrT4P6PyjtaPLkya6vh/omeJ2tdUM99cNIDnUGD71J39KlS10/CC/ICO3QrZaWUIktV303lPIU2k9DLTwKHtSXAgAAAEjzw82qUqwr26+99po1bdrU9SFQYKDKruhu0xomtUuXLvb444+7EY6GDBmS7PklRVKXrYq5OoxrGqVFTZgwwc3DawnQOui1smXLulYKdfKO1rhx46xUqVJumnfeece1HqijuLRu3doGDx5sWbNmda0sI0aMiDNtYsstUqSIC4CUtjVo0CDXCvHII4+4lh/1jwAAAADSXItFgwYNXGXbo7tXT5kyxbUwPPfcc270IHUwDq38vv76664T9ZgxY1y/iU8++cTOP/98dyVe9FnvDtLRzC/084lJyrL1+rPPPmsLFixwozYphWr27NnBzz711FMu4Hj66aeDozOFl0d866fPqN+GOkq/8cYbLkCYM2eOCyS8jtJXXHGFvfnmm24d9Vmti5euFN9yw5fx6quvuhGv1ClbrS3qmP3MM89E3G/qb6Jl5MiRI6pyBAAAABITE0hOnhEy5K3cWz00zmKz/68DOAAAqW3Ko+1TexWADFMP3Ldvn+XNmzdt33k7udR/QsPCxqdYsWLBPgwAAAAATr0zNrDQiEe6aVx8LrroItcJGwAAAMDpccYGFmqV0E3jAAAAAJzhw80CAAAAAIEFAAAAgBRBiwUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADIuPexwOk3oX+7RG/lDgAAgIyJFgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+cedtRG3lypWWO3duSuwMUaNGjdReBQAAkIHQYgEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG8EFgAAAAB8I7AAAAAA4BuBBQAAAADfCCwAAAAA+EZgAQAAAMA3AgsAAAAAvsXaGe7bb7+1efPm2aBBg5I87e7du+2WW26x999/33LmzGlp2axZs2zSpEk2YsSIVFuHm6aNsMzZs6Ta8pFE31JiAE6Npf3GUrQA0l+Lxe+//24zZswIBgqdOnWyQ4cORTWtPvf555/bf//9Z2nN/Pnz7Z577gk+37Bhg02dOjVV1wkAAABIt4FFqBw5ctg111xjWbKc+VfVS5cube3bt0/t1QAAAAAyRipUeGChFov0oGTJku4BAAAAnAlSLbD4+++/7c4777Rhw4a5Pg6//fabvfvuu9atWzf3fvbs2a1atWruM3nz5g1Ot2fPHnvhhRds06ZN1rBhQztx4kTEPhNHjx61a6+9NsH5Reu1116zadOmxXktV65c9t5777n/jx8/bu+8844tWLDAcufO7VpOzj333Ijb2rt3b/vyyy+tS5cu9vHHH9v+/fvtyiuvtIsvvjiYCqXXta3x2bp1q/Xv39969OhhrVu3dq/NnDnTJk6caPv27bPmzZu792JiYtx7q1atsrffftu2b99u9erVc8vPli1bkssBAAAASFOpUP/884/r39CxY0crUKCAXXXVVRYbG+sq5Hq0a9fOfvrpJ1dBVqVdjhw5Yk2aNLGFCxe61xctWmQDBw6M2Gcic+bMCc4vKRTEePPSY/Pmzfbnn3+69xTctGnTxgUNjRs3tuLFi7s0pm+++Sbitm7cuNEFK3379rXq1atb2bJl3ftz5sxx0/z11182ZcqUeNdl+fLl1rRpU6tTp04wqFAAovUqVqyYe++ll15ywYPs2rXLlduxY8esbdu2Lii78cYbI26rylmBTugDAAAASNOpUKoQe5VjCU1lUuuFWhm+//57u/DCC+3DDz90rRCTJ092QcMNN9zgWgMOHjwY77wzZcqU4PySon79+u4hr776qmsd8YKAcePG2fr1623NmjXBVgAFEE888USwBSJ8Wz/44AP3V9vitaAsWbLEvv76a2vWrFnE9VAH7uuuu85eeeUV18IhqvgPGDDAvvvuOxc4SYcOHaxUqVL2yCOP2I4dO1zwoxGlFLx1797dBRuRDB06NFmjbAEAACDjSvXAolGjRnGea+jYzz77zKX6qOVBaT3r1q1z7y1btsxdjVdQ4WnRokWwZSA+Cc0vOTTk6+DBg2327NlWqFAh99rPP//sAh4vjUsUeKxYsSLBbS1XrlyctCy1Nmi6SP744w+75JJL3PZcfvnlwdeV5vTvv//a888/byNHjgy+rnLSe2pNUYClwEiBjsosocBKQUqfPn2CzxW4qDM5AAAAkGYDi9ARnNSSoDQhVWrr1q3r+kWsXbs22CKhPg0adjVUpNaKaOaXVOo/cdNNN7lWhfLlywdfV3+OEiVKuFSk8BaTSNsa3/sSCAQiLl/LbNmypetboSBBLRLe8tWXQsFD6DK0PjVq1HDLUf+KvXv3um1QXxC1psydOzfedVCrC/0vAAAAcEYFFqGUWqS+AI899ph7rj4M6ovgadWqlbsir+BCfRJ0JV0dnCONnpTY/JJ6vwz1gVClvEGDBnHeUyvAiy++aDVr1rTKlSu717Rup+K+E2qVyJMnj5133nkucFKwUaVKFfdX6U3qJO5R6ljhwoVdn4zDhw+79VZfE5Vd1apVXeuI1+oCAAAApJvA4oorrrBnn33WBQP58uVzoycpPSg0sOjZs6frtKwRl9T6cPbZZ8cZGSop80uK22+/3bUKKLDQI3RUKHXYVnqUllOrVi3XCqB0K7UKnAqar1KoFFwoeFG/kU8++cS6du1qb7zxhmvJUAqU+ltoVCwFIhotS53bldKkVguVI0EFAAAAUkpMIKHcm1NI6UjqG6EOyKHpOBpOVhVfdTJWhX3p0qXuqnulSpWCn1GlWSMb1a5d2424pBGUzj//fNfP4KuvvnL9D7yUoITmF9/nI/nxxx9t586dcV7LmjWrXXbZZXHWXf1AVKQa0lUV+kjbqpYTBUbq/+BR521Nq7QtjTqlPhpeX4j4Pq87juvzF1xwgXuufh5qndi2bZsbaSq0X4Q+9+uvv7r5atsrVKgQ9b5S64sCM/VPSc5QvQAAADgzJaUemGqBBc68A6rVQ+MsNnvO1F4dAEAUpjzannICcFoDizSVCpWaNOyrd7O7+EZJ8oaaBQAAAHAyAov/o07X4aM6eSJ1DgcAAADwPwQW/0f9DkL7cQAAAACI3sk3MQAAAACAJCKwAAAAAOAbgQUAAAAA3wgsAAAAAPhGYAEAAADANwILAAAAAL4RWAAAAADwjftYIGoT+rdL9FbuAAAAyJhosQAAAADgG4EFAAAAAN8ILAAAAAD4RmABAAAAwDcCCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAAOAbd95G1FauXGm5c+eO6rM1atSgZAEAADIQWiwAAAAA+EZgAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILAAAAAD4RmCRBmzfvt0OHTqU2qsBAAAAJFts8idN/3bs2GG5cuWynDlzntLlXHjhhdavXz/r3r27pWU3TRthmbNnie7D357qtQEAIPmW9htL8QEpjBaLBNx44402ceLElC5zAAAAIN2hxSIBkyZNOn17AgAAADiDEViY2fHjx23//v121llnRUyFOnLkiHsernDhwpYtW7bg82PHjtm///5refLkiXo5ofbt2+emzZTp/zcm7dq1y81TrxUtWtQyZ858Uh+N3Llzu/XU9Pny5Yt33gmtGwAAAOBHhk+FeuCBByxv3rxWsWJFK1eunE2ZMiVYOB06dLCPPvrI/T9v3jxr3Lhx8NGoUSMrXbq0zZ49272/bds2u+qqqyx//vxWqlQpq1Onjv36669RLcebf5UqVdx7moe3XOnbt69bZv369V1Q0Lt3bzt69GicPhp9+vSx8uXLW5kyZaxIkSI2YcKE4PuJrVs4BVEKgEIfAAAAQEIydGCxfPlye+mll2zZsmW2c+dOmzVrli1dujTez15wwQX2119/BR9XXHGFtWnTxlq0aOHev/baa12rgVoP1Gpw/fXXW6dOnVwAEM1yfvzxR/v+++9t9+7dNnLkSLv99ttdC4e8++67bplbt2619evX26JFi+ztt98+KW1LwYqW/fzzz1vXrl1t48aNia5bfIYOHepaPbyHAigAAAAgIRk6sChQoIDFxsbamjVrXCVeV/PVspCYYcOG2Zw5c+zzzz+3LFmyuMr+9OnTXauBAgMFAVdffbVrKVAwEc1ybrvtNitZsqT7X5V+BQBbtmyJ85m9e/e6YEBBzdSpU+O8p1YMtYZIt27dXOvH5MmTE123+AwYMMAt33ts2rQpyWULAACAjCVD97EoUaKE/fDDD/b666/bY4895gKA+++/37VERPLhhx/aa6+9ZnPnznWpTaLKekxMjLVv3z7OZ5W2pP4R9erVS3Q5SlPyZM2aNZiSJC+88II9+eST7rlaHtRPomrVqidtSygFKQoeElu3+KjPSGi/EQAAACAxGTqwOHHihDVs2NA9RKlIqoArZcgLGkIpONCVf/0NrchXqFDB/V2wYEGw1UECgYCr1Cd1OaHUWnDffffZwoULrUGDBu61p59+Ok4fClm5cmWc5a5atcr1q0hs3QAAAICUkKFTob777jvX30D9G9atW+f6LihlSelN4VasWOFSlJ577jnX78Dra6FWhOLFi1uvXr2sc+fOLuhYu3atq/g3bdrUvZ+U5YTTSFB6KFDQtJ9++qk9++yzJ31u9OjRrjVFn1Pwc+DAAbe+ia0bAAAAkBIydIvFRRdd5PodDBo0yDZv3myVKlVyQUCOHDnc+xpdScPNyvz5891wrv37948zj7Fjx1rz5s1detSoUaPcvJSCVKNGDddhWylFiS1HQ8h6yxG1JKh1QcGH/r733nuuQ/bAgQNdWpXSqNQBPNQjjzzi+lQMGTLEtVLMmDEjOKxsQusGAAAApISYgHJicEbT8LH9+vWz7t27n5L5a7hZtdK0emicxWbPeUqWAQBIvimPxu1HBwApXQ/UgD6JpfBn6FQoAAAAACmDwCIdCE+lAgAAAE63DN3HIr0Iv4s3AAAAcLrRYgEAAADANwILAAAAAL4RWAAAAADwjcACAAAAgG903gYAAECQbnF27NgxO378OKWSgWTJksUyZ87sax4EFgAAAHD+++8/27p1qx06dIgSyWBiYmKsVKlSljt37mTPg8ACAAAAduLECVu/fr27al2iRAnLmjWrq2wiY7RS7dixw/766y+rWLFislsuCCwQtQn92yV6K3cAAHDmtlYouChdurTlzJkztVcHp1nhwoXtzz//tKNHjyY7sKDzNgAAAP5/5TAT1cOMKCYFWqc4cgAAAIAo+Ol/kBGQCgUAAICI2g3+6pSUzpRH259xpX7w4MHUXoU0jRYLAAAAAL4RWAAAACDNmj59ujVq1MiKFy9ul112mW3cuDFOatIrr7ziRjKqWbOmTZkyJfjeL7/8Yq1atbKiRYvaueeeaz/++GOc6d58802rVKmSVa5cOc50Cc1TIk33SzKXl9j2Pf/88266qlWr2rx58+zBBx+0YsWKWePGje2PP/6wtITAAgAAAGmShkC96qqr7P7777fFixdb+fLlrXv37nFSk3799VebOXOmPfHEE9a1a1fbvXu37d2713r27GmDBg2yVatW2bBhw+y6666zw4cPB6dbvXq1m27w4MF22223JTpPT3zTJXd5O6LYvr///ttmzZplN9xwg7Vt29aKFCliS5cutSZNmtiQIUMsLYkJaOBaIAH79++3fPny2b59+xhuFgCAdEqVYN3Holy5cpY9e/Y00cfiiy++sJdfftmmTZvmnh85csTy5MnjKvq6mq+RjFQ5L1So0P/WtV07u+uuu9z/HTt2jLMd//77rwsYqlev7qZTpd0bVld/Vc/R3acjzfPSSy+NOJ1aIDomY3lfffVVotvnTaehYOvVqxcMcmbPnu1aL/T3VO7/pNQD6bwNAACANOn48eMWG/v/q6v6X5Vtve5RMBD6v97T/TiaNWvmKu6hQu/PEfq/htjVdN684ptnQtPp3g/NkrG8aLbPm07vhc5Dz48dO2ZpCalQAAAASJPUj2D+/PkuFUiV7eHDh7sWAF1B9+g1VbD1uTlz5rj+DarkL1u2zFX0c+TI4a7+6xHtPTrim2dCkru8xlFs35mEFgtEbeXKlYzfnIbVqFEjtVcBAIAUVbJkSRs9erR169bNtm3bZrVr17YxY8bE+YzuEq27RusK/qhRo1zHZpkwYYLde++9ru+DPqOKvvorRCPSPCNRv4cJyVheNNt3JqGPBRLl5dZpJAJuDJN2EVgAAE5Fjn1aoSv6qrCHUtqQugsr9SlS64DSlNR3QZ/NlSuXe+2ff/6JU6dRPwbvvYTmmdB0yV1eQtsXOp3WSf02vHQorZ+WoxaSlEAfCwAAAGQI4ZXuUAmlHKmPRGifCQm/UBpeyY80z2imy5LM5cW3faHTKVAJ76eRUkFFSqGPBQAAAM5IBw4cOCPmmVEQWAAAAOCMdCpStEn7Tj4CCwAAAAC+EVgAAAAA8I3AAgAAAIBvBBYAAAAAfCOwAAAAwBmjXbt2qb0KiIA7bwMAACCi2s9cc0pKZ2m/scma7vvvvw/+f8kll9jEiRNPum9ESlmzZo29+OKL7g7aLVq0sNtvv/2ULSs9ILBIB5YsWWIzZ860u++++5Qup1q1apY3b95TugwAAIBo3X///QneOM+PzZs3W5cuXeyWW26xli1b2uDBg23Dhg323HPPsYMiILA4Ay1fvty+++4769OnT/D522+/fcoDi6Yv3mCZsxOlAwBOz5VpQP744w976qmn7MiRI3bbbbfFKZQRI0ZY8+bN3V2o27RpY08++aSNGjXK3aX6kUcesYoVK7rP/fXXXzZ8+HDbtGmTNWzY0Pr27WvZsmWz0aNHW2xsrPXs2dN97r///rNOnTrZRx99ZAULFrSFCxda1qxZ3Xu6y/Wjjz7KTkkAfSzOQGqCy5MnT2qvBgAAwCl1+PBhu+CCC6xw4cJ2xRVX2MCBA+O8/8MPP9jx48eDKVJDhw61K6+80n2+a9euwXmcd955rv50/fXXu2luvPFG916tWrVccOKZPHmyCy50k7zs2bMHgwr58ccfrWnTpuzxBNBicQaqXLmyewAAAKRnqsyXLVvWBQxeIFClSpWIn3/zzTddUHHZZZdZrly5XNAxY8YM1/rw7LPPus+or0SxYsVctkejRo3caz/99JM1aNDA3n33XbvhhhtOmu+HH37oAhetDyIjsEgB48ePd01lodRc9vjjjwef60BcsGCBi4A7dOhgZcqUca/v2rXLRcoPPPCAffnll/bbb7+5iHz27Nku4lbkvH//frv00kutevXq8aZChTt48KD78uiLoyjfa0acMmWK7du3zzUZ6gEAAJCW7dmzx4oXLx58XqJEiQQ/r6BClBqlvhdHjx518widTkGGWi9UvypUqJD16NHDBRSlS5e2+fPn26effhpnnu+88469/PLLNnXqVPqaJoJUqBSgICJ//vzBhyLazz77LPi+Il81ue3du9eWLl1q9erVs0WLFrn3dLA//fTTrlOQghNF1ytWrLAnnnjCLr/8cpcLuGrVKqtfv757XVavXm1vvPFGvOuiUQvOP/9891fNfqJ1UT6hOnnrS3Tttde6HMRIlMOoz4U+AAAATrfatWvbrFmzbPfu3e75hAkTkjwPtXLMnTvXtm/f7p5//fXXVqBAARdUyHXXXeeCibfeess6d+7sUqA8r776qgsqdEFXAQkSRotFCrj44ovdQ9TqoGHJ9CXwDl49NFyZgg6pVKmSDRgwwKZNmxachzoDqbOQfPDBB67VQfPyonR9GXTQe60W8VHgoZYNDYWmURLk33//tVtvvdVF22oWFAU5NWrUsJtvvtmKFCly0nzU3Dho0KCUKBoAAABfI1LqgqjqTuecc0689ZZo5qG6UNWqVV1nbmWHvPfee8H3VdfSBVyN+qRRNj2qu6lOpfc0OpTXIvLxxx+zRyMgsEhBanHo1auXCwh08ItSmjRE67Bhw+IMX7Z48eI407Zu3TrOc00f2vRXvnx527ZtW8Rla7SDZs2auaBGHZM8au1QlK9AR9G6R82DSqlq1arVSfNS0BOaZqUWCzUPAgCAjCe1R/XS8K6q4CujQsFBaD+Hb775JtjBWqlKoVQf895TpobmoUwQzSNfvnxxPvvKK6/Y+vXrXYaHp2TJkifNM7Q1AycjsEgh69ats44dO7pmNK8jkAQCAXcQeq0Vov9r1qx5UjpVnB0Te/Ku0bwiUQSvDt3qiKQ+Gt6oUZpGQ66dddZZLt/QoyHYIgULGn5NDwAAgLSgQoUKwf9DL4oqldyj4WZDef1MQwMFPeJz9tlnu0co9YsNnycSRmCRAnbu3OlSodRZWx2zww9qpSHddNNNwVy+EydOuM5BKUkRuVKlNA6zvgSK4JU/qNQpLVfRuQIOj5Zfrly5FF0HAAAAZFwEFilAd2TUGMlqQnvwwQfjjArVrl07lxuoFor27du7VoM5c+ZY9+7dU3wsZLVyjBkzxjX1KaBR813RokXdSAcKOPReqVKlXF8MNSdq+DUAAAAgJRBYpICrrroqTvpTeA7e888/71osNNysUpPUsdq7E6RaE9RZWsOeeerWrWv33HNPnPlphCi1dIiCFN0xMr7PK+1JIxgoJUoBjIasveSSS2zlypU2ffp0109Dr4U3D0Zj7t3vMMwaAAAA4hUTSChxH/i/ztvq5NTqoXEWmz0nZQIAp8GUR9tTzjitvOwLpUrTSTnjORxh/3v1QN0LTQMSJYT7WAAAAADwjcACAAAAgG8EFgAAADhjPPHEE5ZRPZHGt53AAgAAAGdk5XrIkCF27NixU9rvQHfa1kA8P/30k6W2J9J4YMGoUAAAAIho+fLlp6R0atSokaZLfdeuXW4UTY3GqRsRDx482J566inr3bt3aq9amkVgAQAAgDRLrQZjx4519+AKvdlvuIEDB9qdd95p48ePd8Pv655huq+YqFVDr2/atMkaNmxoLVq0cK9//fXXbsSjZs2aBeej2wDcddddljlzZps4caKVL1/evd64cWN75plnEg0sBg4c6O4pNmnSJDvnnHPc3cE13T///GN58uRxy9Y6RLPeCW17pG3y5qn11DpoO6677jr766+/3Od1h/FOnTrZqUAqFAAAANKsiy66yN3sd82aNSdVrkNToQYNGmRXX321rV271j766CN3g2LPxRdfbC+88IJt2bLFVdyHDRvmXj9+/Lg98sgjwc/NmjXLPv30U8udO7flz58/GFTI9u3b3VCsiRk0aJB17tzZrW/4XR3+/vtvt16fffZZnM9HWu+Etj3SNoWuw2+//WajRo1y91zTZ3Q/s4ceeshGjhxppwItFgAAAEiTdLNfVYZXrFhhmTJlsnnz5tl5550X8fOqRFetWtUOHTpkhQsXdhX7uXPn2h9//OEq7rp6r5sW6wr/Aw884Crnt956q23YsMHKli3rKvE9e/Y8ab5Lly51/Sy+++67qNb7hRdesDp16gSf9+jRw7744gsXWOimyuPGjYvTahBpvSNtu8ol0jbps/Lmm29alSpV7Ndff7UGDRq4eZ111lkuvUvrd++991pKo8UCAAAAadKff/5ptWvXDlaWQyvr8VHlXHLmzOnSipRCpHmon4Qq4N5nVHHfuXOnxcbGuhaC999/31XqlfrUtWvXOPP8+eef3dV/pRFVrFgxqvWuVatWnJYOPZ85c6ZbnyxZstju3bujWu9I257QNnkUVEiBAgVcHxEFFVKwYEF307tTgRYLAAAApEnqD6DWghMnTrgK9pIlS5I1j2XLlrm0J1XElVakynuhQoXc+zfccIN17NjRfU5X873XRa0ESiFS6lLdunWjXmam/wsGZOHChS4oGDNmjHs+fPhw27x5s69tT2ybUguBBaI2oX+7RG/lDgAAkFKaNm1qRYsWtVatWln9+vVt/vz5SZ6HOmarr4Q6Nzdp0sT1oVC/Cq/yr9Gp1IF7wIAB9tprrwWnU2fnCy+80Nq2betaMvRQPahPnz5JWn6tWrVcWtMdd9zhOmNPnz49Tt+N5Gx7YtuUWggsAAAAkCaHhdVV+G+//TY4MlL//v3jVP5VmVY6kzz++ONxplUnZe+9b775xqUybdy40bUchI6gJCNGjHD9FtRZ2qNp+/btm+R1fjxsPcqUKePmre0oXbq06wexYMGCiJ/31juxbU9om0LnGR4MlSpVyvXJOBViAuHd1YEwysNTJL9v3z5aLAAASKd0NX39+vVu5KPs2bOn9uogjez/pNQDabEAAAAAoqSK9nPPPXfS6/Xq1bPLLrssQ5cjo0IBAAAA8I0WCwAAACBKSgfSna1xMlosAAAAAPhGYAEAAIAg3TcBGU8gBcZzIhUKAAAAljVrVncfhC1btljhwoXdcw15iowRVOzYscPtb90ZPLkILAAAAOCCCg01unXrVhdcIGOJiYlx97jQnbyTi8ACAAAAjlopdEO3Y8eO2fHjxymVDCRLliy+ggohsAAAAECQlw7jJyUGGROdtwEAAAD4RosFoh4lQHeaBAAAQMax///qf9GMGkVggUTt2rXL/S1dujSlBQAAkAEdOHDA8uXLl+BnCCyQqAIFCri/GzduTPSAyugU1SsA27Rpk7szJygnjim+f2kR5yrKimOK71+01FKhoKJEiRKJfpbAAlENPycKKqgsR0flRFlRTimJY4qyOhU4rigrjqnUk/cMqitEe2GZztsAAAAAfCOwAAAAAOAbgQUSlS1bNnv88cfdX1BWKYFjirI6FTiuKCuOq9TD94+ykphANGNHAQAAAEACaLEAAAAA4BuBBQAAAADfCCwAAAAA+MZ9LOCsXbvW/vnnH6tevXrUnbSTM82Z7vjx47ZixQqLiYlx2+3d4yMxv/76qx05csQaNmxoGcW///5rK1eudGNfV6hQIappduzYYX/99ZeVK1fO8ufPbxnF7t27bd26dVaqVCkrXrx41GWlGzGWKVPGChUqZBnF5s2bbevWrXbOOefYWWedFfV0OlctWbLEihUrFvXxeKb77bff3E2tqlWrZtmzZ0/ws8uWLbN9+/bFeU3HVZUqVSy9O3HihDuvS1LO6yovfW/Lly+fYc5XSTmv66a6esSnSZMmljlzZkvP9uzZ444PndNLliwZ1TTbtm1zv4G6MbF+B89I6ryNjGvr1q2BRo0aBfLnzx8oX758oECBAoEvv/wyxadJDxYvXhwoW7ZsoGTJkoFixYoFzjnnnMCyZcsSnOb1118P1KxZ05WVpssoPv3000C+fPkCFStWDOTNmzfQvHnzwK5duyJ+fv78+YEWLVoEChcuHKhTp04gR44cgV69egX++++/QHo3aNCgQLZs2QLVqlVzf3v27Bk4duxYxM8vXbo00LJly0CJEiUCdevWdWXVqVOnwMGDBwPpmY6Frl27BrJnzx6oWrWq+zts2LCop7/66qsDmTJlCtx4442B9G7btm2Bxo0bu/NOhQoVAmeddVZg4sSJCU5z/vnnB0qXLh1o1qxZ8PHII48E0rslS5YEypUrFyhevLj7Tul/vZaQo0ePBu666y733dN3sEyZMoEnnngikN6NHz/endd1TOlv06ZNAzt27Ij4+bfeeivO8aRHoUKFArlz5w4cOXIkkJ4NGzYszrlK566Efs/2798faN++vSub+vXru3JS3WH16tWBMw2BRQZ36aWXBs4999zAoUOH3PPBgwe7A1s/TCk5zZlOJwQFUT169HDPT5w4EejcuXOgSpUqgePHj0ec7v7773cVwaFDh2aYwGLDhg2ugvziiy8GT5g1atQIXHvttRGnGTNmTGDmzJnB57/99lugYMGCrtKdnikgj42NDW772rVrXWXw2WefjTjNF198EViwYEHw+aZNm1xA9vjjjwfSsyFDhgSKFCkS+PPPP93z7777LhATExP4/vvvE51WAf55550XaNKkSYYILDp27Bho0KBBMNjU+SdnzpzuolBCgcXDDz8cyEgUIOjiR7du3dw5XY9rrrnGvZZQcH/nnXe6IETfV9FnX3311UB6pvOMAqnnnnvOPT9w4ECgdu3a7ncwWvqtVPB68803B9KzadOmuYsY+ivr1693gcKTTz4ZcZrHHnvMnd/+/vtv9/zw4cPugly7du0CZxoCiwxMB7B+mD/77LPgawoWcuXKFXjppZdSbJr0QJUYNfD9/vvvwdd0VUuvzZo1K9HpM1Jg8dRTT7mgIPSHefTo0YEsWbIE9u3bF/V89APftm3bQHp25ZVXBtq0aRPntd69eweqV6+epPnoyuFNN90USM8U2Pfr1y/Oa7oqr0phQpYvX+6uRisg0RXT9B5Y6AqyKjVjx44Nvvbvv/8G8uTJE3j++ecTDCx0FX7hwoWuEpkR/PDDD+4cHnpVWMeLXps+fXq802zevNldDHj77bcDGcnw4cNdy5eCMc+7777rymLPnj1RzeObb75xZatjLD3r2rWrCwpC3XvvvS7LIZLbbrvNnc9C3XPPPYF69eoFzjR03s7Ali5dqsDS6tevH3wtR44cLsf0l19+SbFp0gNtm3JKldftqV27tmXNmjVdb3dyqDzq1KkTJ3+2UaNGdvTo0WAeczR9WTSf9J4Lr20M/S55ZbVq1SrXJyehnPDZs2fbtGnT7KGHHrL169fbPffcY+nV/v377Y8//oi3rBL6/ikfvEuXLvbMM89Y2bJlLSNQfy4dH6Flpf4VNWvWTPRc9eabb9rNN99sNWrUsFq1atnixYstPVN55MqVyypXrhx8Tb9lOXPmjFhWM2bMsGPHjtmll17q+g+o347676R3Kg8dE7GxsXG+fyoL9c+JxltvveV+N9N7X8NfIpzX1d9CfZ7ic/fdd7u+FboZ8ffff2+vvfaaffLJJzZo0CA709B5OwNTh1EpWLBgnNf13HsvJaZJD7Rt4ducEbY7pcrKex5tWenkqpPsfffdZxmxrFQx3Lt3rxUtWjTe6RR0PPjgg65Cow66d9xxh1WqVMnSq+Sed+69914X5Hbt2tUyiuSWlQKKr776ylW0Dx06ZD169LDLL7/cddTNkyePpUfJOa9v2bLFldEjjzxiX3/9teu0rQrjgAED7NFHH7X0yu95fefOnTZp0iR77rnnLL3bnUhZxfd90kW0Xr162QsvvGCTJ092QeuFF15ozZo1szMNLRYZWJYsWdzfw4cPn3SVT1fiU2qa9EDbHb7NGWG7U6qsVE4STVm9/PLLNmLECHe1pmLFipaeJbes1EqoFgtdLV29erV9+umn1rdvX0uvknPe+eGHH+zDDz+0a6+91pWVHmr50Kgr+l+tYulRcs/R3bp1cxVm0RX7559/3gX3Kqv0KjnndU1z8OBB13K/YcMGd7V+woQJ7mLIlClTLL3ye14fM2aMa8XWcZbeZUlGWSkwfe+999z5XC2FGvFPQcgVV1xhZxoCiwzMSw3Q8I2h9FxDWKbUNOmBtltXXP7777/ga/px0XCD6Xm7k1tW8R0fklhZvfrqq66CrIpy+/btLaOWla5oRTuUaunSpe2aa66xb775xtIrDRGrIa2Tct5Rq45aK4YOHepad/RQRXDRokXuf++HPr1JqXN0kSJF3LDa4fNJb2W1a9euOJVAHRcaJjRSWZ199tnBFh5vWNp27dq5oUFnzZpl6ZWf87qXBtW5c+cMMSxv2QhlpXOYvlfx+fLLL+2qq65y5zrv4tGNN97oUu/Ch4FO6wgsMjD96GqccjVPepTbrdSKtm3bxsnZXbNmTZKmSW9at27t+gh8++23wddUBvphadWqVfC1uXPnuqt8GZmOA+WYhpbDxIkT3Y+Pl66jVAtdCQ09Yb7++usudWXcuHF22WWXWUYpKwUEylMOLas2bdoEn2/fvj3OFXYFtOF+//33eFM60gtd6WzZsmWc844CB30fQ8876mvy008/uf8vvvjiYEuF91A/A+XG6//cuXNbeqRtVApdaFnpnkM6T4eWla606+qoqGId3oIzdepUd1Ve/S3S83ld26iUptAKnl4LPa/PmzfPXUGWFi1auD4roRVHlZ8ClMKFC1t6pWNHdQEF56HnKt2foWrVqsGgTN8tpXGGmj9/vutfp2AsI2jbtq1rvQq9EKmy0jHl9T3UhUqVleoVomMnvO6gY04BxhmXipjavceRujQMo4YGHTlypLv3gEajadWqVZzPaGjZLl26JGma9EijNuj+Fe+//37gnXfecSMf9enTJ85nVC4aAcqj+1xo1CiN9KMhQfW/HhqlJb3SaFAa3UJjcX/++eeBp59+2o0c8uGHH8YpF51+pk6dGhxuVqONaXher4z00L1D0jONsqZjSqNDTZo0yR1jGtIxdBx9HWsqK2/klUsuucTdX2Dy5MlumltuucWVr56nZxpJRt8vja6i7daY76VKlYpzfxSNoqJ7zUSSEUaF8u4fkDVrVjc0qEbw03j4GvVJw6mGlsVVV13l/teoSPq+asjUKVOmuOGOdX+ipAwleqbSSFga5vO9995zD52n77777jif0aiHGlbdo2FDNWyqPv/VV1+5Y1Gj/u3cuTOQXmmoWB0zum+HzusjRoxw5x2VgWfVqlXuXKXRn0JpxDoNzZ5R7Nq1y52bOnTo4M5VOi/p3BU6GtbHH3/sysobAnrcuHHuN/Chhx5yo1BquHbdK6Rv376BMw2dtzO4W265xbVAKP9RHUGvvvrqk3K1NYpD6N2Ao5kmPXrppZfcHWw/+ugjlyIwZMgQVxah1NFKqSmhzb9KvRBdrVcKhqj/QLR34jzT6IqMrtaon8Qrr7ziRtNSDrKuFHuUy62y8prFdaW5adOmrsVHD4/uaPv+++9beqUry7qa9/TTT9vIkSPdnbfnzJnjvnOhn1FZeaOxKE1MrTujR492V5l1XOlqYHruvC0aSUapJi+++KIrK10l1cgpukNt6PGS0IgzGtUmI4wOpU6gKhd9dzQKzZVXXmn333+/O2+FloXXyqVRkT744AOXiqjvqtIx9N3ViFrpnY4l3V187Nix7vnAgQOtd+/ecT6jc1Nouo9GYlPqk87jajnT9/Xtt99O162Gap1X66rO6zpO8ubNa59//nmc1mX1zdG5KjSNUwNRqHWnf//+llEUKFDAtXINGzbMHV8lSpRw567Qc5NaKFRWXp8LpYnpXP/uu+/a8OHD3fujRo1yfcTONDGKLlJ7JQAAAACc2ehjAQAAAMA3AgsAAAAAvhFYAAAAAPCNwAIAAACAbwQWAAAAAHwjsAAAAADgG4EFAAAAAN8ILACkW4cPH7b9+/en9moAAJAhEFgASHd0R2rdHVd3jNcdzi+88EJ3l3gAAHDqEFgAiOPQoUP29ddf23vvvWcbNmyIWDp79+61SZMmuc/t2LEj0VLcvHmzvf/++wl+5vfff7fPPvvM9x7Zs2eP5c2b1/7++2/buXOn/ffff/bpp5/6nu/y5cvt448/dtsdLW1TSiz7VNm4caN9+OGHwecrVqxI0vb5tWbNGvvkk0/cflfw9+6779qBAwfce1u3bnXPkbHp+6xjUsfCrl27LC3avn27Wz9d1DgT/Pbbbylyro3PRx995M4rkXjfc+9izx9//OHOAUgfCCyAM9xPP/1kU6dOTZF5/fvvv1a3bl0bMmSITZ8+PWLAoB/RypUr24svvug+F0260bJly6xXr14Jfmb27NnWr1+/RCsZ+lHSQ0HN5MmT3fqEKlSokD344IOWLVs298iRI4eVK1fO/HjttdesRYsW9uWXX7oyj89XX31lv/7660nbdN9999mpoorMokWL3A/zt99+m+APenwWL15st956a/D5N998Y4899ljw+c8//xws7zFjxrj9nVKtPwrSGjVqZF988YXNnz/fBYE33HCDbdu2LRjk6DnOfLqooIsLSaWLA5UqVbKXXnrJfvzxx2DQmZpmzJhhc+fOjfPa2rVr3bF69OhROxNoGxI71ybX7bff7s4rkXjfc/0VleU999xzStYFp19sKiwTQAoaO3asu5Letm1b3/OaM2eOq5iqQhcbG/n0oBYNVdanTZtmp5sqF/pR6tGjhwUCAbeuq1evdlffLrroopM+/+STT1q1atXsggsu8LVcVawfeOABF7BEMnjwYLv00kutVq1adjr88MMPdvPNN9uxY8fs3HPPda1Nq1atspo1a7qKnFpt/FJry6uvvmpXXHGFC2JUYVDAqfJWoOWHAsPbbrvNhg0b5p6roqH9mhLrjbRFFxUUlCs1MSk0Tb58+VLs4klK0Pchd+7c1rRp09RelXThnHPOsS5duqT2aiCFEFgAqWzfvn3u6pFaC3T1NvTKuirN69ats8suuyz42l9//eWuGl933XWuFUCf0ZVAL2WkVatWVqZMmYjL27Rpk82bN89dyT/vvPOsQIEC7nVdhR8/frwLKD744APLlCmTXX/99SdNr3XVlfETJ064ZeoHtlOnTu49XU3U+7qi3aBBA6tQoUKC264Ksbbl4MGDrqUkGqrYli1bNk6KjIKGgQMHxgkstH5qKdD6Pfvss4nOV1caZ82a5a6WV6xY0a2/KI1KTfvr1693lXYtt379+q7yHur77793Fe5ffvkluG7XXnttnG1VGWv/1alTJ96y0bRKDSpRooQLFLSPItG8Lr74Yrv//vtt0KBBljlz5uB7asU5cuRInE7s2jalr1WtWtVq1KhhSaG+Kt42qVzbt29vvXv3tpUrV7p0pSlTpriAQK0zSp9r166dFS5c2AUiCla1zTqumzRpEpyn5qdtzZMnj/tf5alWMO1LBa0JUSC5dOlS1zKlctI+9qjlpmHDhu5/teScffbZ7jPxtS6VLl3aihQp4lpltF1t2rRxy9b66jui78b5559/UpC9ZcsW93727NndsjQPz8KFC125iKbXca3lhFIAqP2h417Hko5nUXmpVeiSSy6JM08FcbVr13bHpb5jn3/+ufvO6XjUlXJVcL3zhsp0yZIlrmx0PlH5hgaJWp+sWbO6Y03rr/NFlixZXMqeykHHns4L4XT8qzxVydd8zzrrrOB7SlNS5VDL1HGp8tI8cubMGdwnugig4EAtEKHnjMQuInz33XeuXHSMKOC88sorbcKECe441vwXLFhgxYoVC66zLoyo9UvfHQW+oeup41ProWNN66lzr7Zfn9m9e7fNnDnTlY32ea5cueJdJy1PZaGy874THTp0iPMZla3O22ppie8iQ0L7KBIdUzrf63ul4zl0/XRxSa/FxMS4+eq9li1buv2g40Pro2MwvkBI5wnvvNS4cePgsRh+ztV8FBRqfcPPS96xo2m982Y4LUPlpjLRMRSqaNGicdZNn1XLdLNmzdwxp32jddN5KJQ+o4srOi70PVT56DxIwJfKAgBSzfTp0wP58+cPNGrUKHDxxRcHcuTIEXjyySeD748YMSJQu3btONNMnjw5kC1bNvf/l19+GahevXqgRIkSgR49erjHzz//HHF5zz//fCB79uyBiy66KNC0adNAnjx5At988417b+zYsYEWLVq4eWs+vXr1incer7zySqBBgwaBs846y32ub9++7vX58+cHChUqFKhXr16gffv2gZw5cwYefvjh4HRaTubMmYPPDxw44La7ZMmSgSuuuCJQunRpt/yyZcsmWGYqp0svvTTOa7feemugUqVKwedHjhwJXHnllYE777wzsH79evfYu3dvxHlu3rw5UK1atUD58uUDHTt2DBQsWDDQoUOHwNGjRwMHDx5026myaty4sftf5R5f2Wr769atG9wX2sZ33nnH7WNN26ZNm8All1wSyJo1a+D9998PTqtlqMzKlCkT6NSpkytDbc9vv/0WcZ21D2vUqBE4fvx4guWl46FUqVJu+Z07dw4UK1Ys0L1798CJEyfc+xMmTAjkypUr4jHXv3//QOXKlePMc+TIkYGYmJjAf//9F5g6dWpAPyXaNh1T119/feD3338P7Nq1y22Htkn7t2jRooFWrVoFDh065Oah8lE56zP6f9y4cW4/aV7ednvz9hw7dizQs2fPQJEiRQJXXXVVoHnz5u74WbRoUfAzWs4FF1zg9uU111wTGDNmTLzlcu6557pl63jTvPS3YsWKbts0rfaDyq1t27ZxpnvmmWcC+fLlc8eg9qX27ccffxx8/8MPPwzufx2rKtuXXnop+P6qVavc+nv7Q8scNmyYe+/ff/912ztr1qw4y9S6vfnmm+5/lY1X3tpP1113nfvu6Ti48cYb3bx17J933nnuvKD3PCorfecqVKjgtk9lpXJ44okn3PGm13QMq4xD6TteoEAB991o3bq1+4z2jUfroX2h+aosNS9tl/edu/vuu93xonUOPWck5uWXX3b7SMeJpnvggQfc6zoetX3lypULXH311YHXX389uG+881uTJk0CefPmDXz33XfB+Wke+p57x6S+P5q3pj/77LPda1WqVHGPf/75J9510vGkz2r7vP2s41b7TPvlwgsvdN8DzUvn80GDBgWnjWYfhdMxr32sfaWy1bx1rgw9z2sbtB+1TtqHhQsXdvN+5JFHXFlpOu2/3r17B6fR8aTXdL5q2bKl2686L+n49agMVJY6/nSs6rMqm3Xr1gU/8+qrr7rp2rVrF2jWrJkrd223ziue22+/PZA7d+7AZZdd5n6vdB5QWancvDLV9nl0fGhbtK90Hta2aPo5c+YEP6Pt1/rXqVPHfRe1T2rWrOnKF6mLwAJIJar8qgKjH93QoCFTpkyBpUuXRhVYeCdhndQTowpJlixZXAUutNKoyoYqtqIKkn6kEhO+Xvrx0w9G6En9hx9+cJWJefPmxRtY6AdXFYPdu3e759u3b3c/sokFFvpRHjBgQPC5KmPnnHOO+/Hy/Pnnn24+oY/Qyl04VbT1w+xVejdu3OgqjKrYeLQM/YgmRPMYPHhwnNcUWOhHNLTyqeBRP4SePn36uMqwjgnPLbfc4n7U46Py1jEQWg7xUcVf2/7iiy8GX9uzZ4+rWL377rvJDiwUyGk/hFb+H3vssTifUVCnY2L//v3u+bZt2wLFixcPDBkyJPiZ+vXrB4YOHRp8nlhg8dxzz8WZp6hSrAqiRxUUVTAiVQxD95X2wb59+9zzHTt2uEqpKsUKCGXTpk3umPUq+jNmzHBBRWjA9/XXX7tKj6aPz8yZM918tf1yzz33uMpSaGXz22+/TXJgoQqtFxyK9rEqfd72yFNPPeVe8+i73rBhw8Dhw4eDQY7mpaDAO/YUpOm1P/74wz3/6KOPXIDlrb+88cYb7ruq40t0vKgi6C1b89c0CtI8KkfvIkZS6PjQcRJKx6POnaEXC1avXh2IjY0NjB8/Ps73SpVwlauozHSse9umCwc6BrRP9Z339oGOIa+849OlS5eTKrBeYBH6/f/kk09cpds7v0azj8INHz48UKtWreAxKfquqULt0Tk7dB/+8ssvbl0ULGgbvfXT+VgXUUTbp888/fTTwfk8++yzrrIeGhAqGPT2s+iCk3dh5++//3YXkN57773g+/fff7+brxdY6PjXb9rixYuD5y4F3IkFFtqX3jRy7bXXxrmgpABL+8H7DsyePdvNk8Ai9ZEKBaQSNS9rNAzl7XuUn1+lShXX1J/SefrqIKum7M6dOwdf69+/vz399NMuraN169bJnrdSMpSSpRQNj5ri1Tyt19SMHU6vq6+El6qgJn6lXqlDbyRqrldHbaUrKQ1BqT1KHVEKjfpSeNQk/+eff0a17rrAonV58803gyk4Shvo2rWrS0G54447zC+lJlxzzTXB52rif+SRR1yalVIv1B9CfRjGjRvn1kcPNe8rNUP/K8UhlLZbKQwJpbyJ0tKUGqKUEaW3efPWdEozUfpSNJQy4o14o+N29OjR9vzzz8f5jFKjQint5tFHHw2meSi1R/tbZfrwww9bcvtk6PsxceLE4LYo9UF9jDRaUMGCBd3nlCYYKZUl1FVXXRXsz6G0FKUTKdXGS60qVaqUSw3SCDrNmzd3+0kpP0q10XfGWwftR6WCKAVMdHx6fVGUYqXPKE1D3zGVh/aJjmXNXymH3nRJoQ73oceFykbpQUpL8tZL81bamNZH6Sai49pLZVFZan26devmjkOpV6+eK1Olt6g8vDJXSlLo9iodTOkx1atXd9NdffXVwbLU/JUSo/dPFX2fQlNqdM5U2pu+Rx71h3ruuedc+pLSm0Spdl7amFKFlBqmcvLS1ZTipHOv9nly3HTTTXG+5yorpQdq30S7j0JpGpWxzt/eNEpdU8qTvpdeGYTuQ6Va6v/u3bsH0/iUwqRplaKlY1q0n++6667gsnSu0zDdSk+9/PLL3blVfR+8VDY9tDxvlDv1tdO5Rcvx9O3b10aMGBF8ru+7ytxLddUy1VFbg0QkRCmCoemxKksNFiL6DVCHbz2874De1zYi9RFYAKlElQud9MM7M+pHL6FhXqOhfH/1pRCvr4SWpx/eUKrU64ci0vJU+QntoK2Tt/K849sWCZ9/QtuiacIrxvHl94ZS5U3UH0W5tQpmFEBoxKb8+fNbcqjyp/nFt+6J/fhFK3zdVPHyKmjqe6FOy8o/1vNQCgL1WnhOsyq++kFNbJhf7xhTPn8oVY6Vsx8t9QlQIKJKgSolml9ofwlRnrtHQY8qSkk5HqKh7VHAED5ogAKk0LILXZek7BdVxuJ7zeuvouWr/1D48tWXxqtUv/LKK+5igSpG+m57lT1vBBxVvLz8ez0UVKii5VX2ohW+jVo3VTjjKxsdY9Fus84XOmZCt1mV7fjmG9qvJ75jPLSfT0qLb/vDjzddrNDxEnrMxbf9oX10vNeSu+6h8/e+t6FlGc0+Ct8uzTO+aULXMXy7tJzQ17zjMHQalU9ofyatr8pVy1RfHvVh0MUvnR9DKfhWnzR9zguOPQqOdLz4Oc8ndjx5v23h803sQgtODwILIJXopK4fEw3VGjoKjq68ep1r9cOtK56hwk/y8dHVUV3R8uahwELLCx8DXpUx/YCEdhQNpc+rQukpX758vIGF5u19PrSCpOdqTYi0/eqUFyr8eThdBdaVZXWmFlXO1TKiDsyh65kU6mCrilR42eh5pHJJSfoR1o+mrp6HX/WPRJ/XVcnwIS/DKWhUBUCtC6GdWJMqtPN2JKFXz7V+WnZKl6nmqf2t4ZCjXZeUpOUrOIpUFvo+K3BQy4bXMqjy131CdKx6FSYdv/oeq9XjmWeecUGaWgi8ino03/nwbdS66aq8N8JWStF8dcVcrVRpSfj263yilqRQGrRAQfHp+B5HIzn7SNNoUAENTpHS1PIZ3iKqc7DKUi0RCk50HIe2wiR2Dld5q9xDP+MNHx26DD/0G+DNJ/TCnJ6HdwzH6cd9LIBUomZeBRRKf/HoSqZGwfCa7XXS1BWf0BN1+JUrpTKEVzzuvffe4L0H3nrrLfea5qmUEW/EGlGTtiqB3ig64XRV25uPHpGGF1XFQ2kooduikap0ZdvblnCal0ah8ipcqkwldsMmtViErqt+ENWUr5SfaFOfwimoUMUudN1VGVR6VKR1jyS+fZEYLxXm9ddfP+mqZULbpGBKo3NpdKNw+iHXlXWlIKiCMGrUqDjva/uSc0+BpND+Db0xoPavyjipZRpKoyUpNST8XgbJ3ffJWb5aypT6F0plqTLVeum7Gjqym47p0P2qlinRlWKNSKQgSd9xtWioIqeKmEYNCr1IEH6flkjrptSV8HvK+C0bzVfboNGc/Mw3vu+GKoI6r4TPOzl0XGmksND0K6Xw6PhX61FKSs73PLn7SNO88847bgSxaKeJlo7V0POHzifaLp0PdV7UEOZqDY50XtJIXGo90G+WJ/Q86p0HlFoVGkyEfyaplLamVg/9foSe8xK70ILTgxYLIJXoyqX6BahirIBCV85VAdQQonqI/qoCoqZn9b/QUJbhgYXyStVPQnmtqpREGm5WJ3jly1544YV29913ux83Xcl+/PHH483tTQr9eOvKq/K+lT6lK9yqKCt1KtKwkupjoHxuDaWrHzD9wGno0oSGWFVgEXozN6+MlO6gyk9yb/ik4WhVMVGusMpT81JrjvqgJIWm1dCPSg/QfgsdbjYhL7zwglu+hoxU7rgq4QqWlJbw9ttvxzuN5q08cLV06KqiKgOqFCh4VN8M/chqv2rMfV1xVB63PqNKsPoo6JhJ6j0FkkJXZbU87X9tm4bA1bL1N7l0nxBtmyqKPXv2dK09uuqvCr0qRaeaWv60/jqudf8NHee6IaL2lYb0VKuQWlR0z4ZbbrnFBQyqOHtpKKIbvak1Ud9DHbcKlFQ+3lCamlZ9UHQ1WcGKKqLesK0J0RVtrYe+U5qHykZX8JXO4uceEGqBUf8K9ZnQNumKsIYD1QUKLzUx2u/GyJEjXauVzn06LpRmo3432ofRpq9FovOezpO6un/nnXe6/gc6v+mY8VpUU4q2ZcCAAS7nXxeHwoebTcl9pN8IDZOrY17pTzqWVF4KCnSPDz90XOk4VkuwLnDoPKjfIy+lTMeqjk31kdN5SX2sFCT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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(8, 4))\n", + "panel = by_group.sort_values(\"openphenom\")\n", + "positions = np.arange(len(panel))\n", + "for offset, name, colour in (\n", + " (-0.26, \"openphenom\", \"steelblue\"),\n", + " (0.0, \"dinov2\", \"seagreen\"),\n", + " (0.26, \"dinov2_random\", \"lightgrey\"),\n", + "):\n", + " ax.barh(positions + offset, panel[name], 0.25, label=name, color=colour)\n", + "ax.set_yticks(positions, panel.index, fontsize=9)\n", + "ax.set_xlabel(\"out-of-fold $R^2$ of the CellProfiler measurement, from the embedding\")\n", + "ax.legend(fontsize=8)\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "1f226df9", + "metadata": {}, + "source": [ + "That is a vocabulary for the embedding, and it is specific enough to act on. Both trained models reconstruct\n", + "the *texture* measurements best, and the untrained model reconstructs little of anything — the gap between the\n", + "grey bars and the coloured ones is what training bought, measured in units a CellProfiler user already\n", + "understands.\n", + "\n", + "Two things worth taking from the shape of it. The trained models do not agree about what they carry: they\n", + "rank the families differently below texture, so \"an embedding\" is not one thing and swapping one for another\n", + "changes which phenotypes you can see. And the floor is not zero — a random projection of an image still\n", + "carries some of a named measurement, which is why the untrained control belongs in this plot as much as in\n", + "the benchmark tables.\n", + "\n", + "The same trick names individual components." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "fc997e90", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:00.589460Z", + "iopub.status.busy": "2026-09-21T12:45:00.589337Z", + "iopub.status.idle": "2026-09-21T12:45:00.618174Z", + "shell.execute_reply": "2026-09-21T12:45:00.617666Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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variancer with cell countbest named matchr
component
PC10.635-0.70nuclei_3/max/radial_zernikesRadialDistribution...0.76
PC20.166-0.26cell_4/max/radial_distributionRadialDistributi...-0.82
PC30.059-0.05nuclei_1/max/intensityIntensity_MADIntensity0.59
PC40.030-0.10nuclei_0/max/zernikeZernike_6_0-0.55
PC50.020-0.07cell_3/max/intensityIntensity_StdIntensity-0.35
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" + ], + "text/plain": [ + " variance r with cell count \\\n", + "component \n", + "PC1 0.635 -0.70 \n", + "PC2 0.166 -0.26 \n", + "PC3 0.059 -0.05 \n", + "PC4 0.030 -0.10 \n", + "PC5 0.020 -0.07 \n", + "\n", + " best named match r \n", + "component \n", + "PC1 nuclei_3/max/radial_zernikesRadialDistribution... 0.76 \n", + "PC2 cell_4/max/radial_distributionRadialDistributi... -0.82 \n", + "PC3 nuclei_1/max/intensityIntensity_MADIntensity 0.59 \n", + "PC4 nuclei_0/max/zernikeZernike_6_0 -0.55 \n", + "PC5 cell_3/max/intensityIntensity_StdIntensity -0.35 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "components = np.asarray(embedding.obsm[\"X_pca\"])[:, :5]\n", + "values = np.asarray(aligned.X, dtype=float)\n", + "usable = np.isfinite(values).all(0) & (values.std(0) > 0)\n", + "\n", + "# standard() is the one defined above, so the two tables are scaled the same way.\n", + "correlation = standard(components).T @ standard(values[:, usable]) / len(components)\n", + "names = aligned.var_names[usable]\n", + "\n", + "rows = []\n", + "for index in range(components.shape[1]):\n", + " best = np.argmax(np.abs(correlation[index]))\n", + " rows.append(\n", + " {\n", + " \"component\": f\"PC{index + 1}\",\n", + " \"variance\": round(float(embedding.uns[\"pca\"][\"variance_ratio\"][index]), 3),\n", + " \"r with cell count\": round(\n", + " float(np.corrcoef(components[:, index], embedding.obs[\"Metadata_CellCount\"])[0, 1]), 2\n", + " ),\n", + " \"best named match\": names[best],\n", + " \"r\": round(float(correlation[index, best]), 2),\n", + " }\n", + " )\n", + "pd.DataFrame(rows).set_index(\"component\")" + ] + }, + { + "cell_type": "markdown", + "id": "8e2a1fa8", + "metadata": {}, + "source": [ + "Now `pl.effect_sizes` and `tl.feature_sets` have something to key on again, if you want them: assign each\n", + "embedding dimension the CellProfiler family it correlates with most and the annotation is no longer empty —\n", + "borrowed rather than parsed, and honest as long as you say so.\n", + "\n", + "## What the leading components actually are\n", + "\n", + "The table above already hints at it. Measure it directly with `pc_regression`, per component." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "7dd1e707", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:00.620055Z", + "iopub.status.busy": "2026-09-21T12:45:00.619930Z", + "iopub.status.idle": "2026-09-21T12:45:00.983383Z", + "shell.execute_reply": "2026-09-21T12:45:00.982965Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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keycell countsource
openphenom0.3230.035
dinov20.3760.030
dinov2_random0.0150.019
subcell0.2160.034
morphem0.3010.044
cp_measure0.0600.021
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" + ], + "text/plain": [ + "key cell count source\n", + "openphenom 0.323 0.035\n", + "dinov2 0.376 0.030\n", + "dinov2_random 0.015 0.019\n", + "subcell 0.216 0.034\n", + "morphem 0.301 0.044\n", + "cp_measure 0.060 0.021" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig, axes = plt.subplots(2, 3, figsize=(14, 6.5), sharey=True)\n", + "for ax, (model, wells) in zip(axes.ravel(), blocks.items(), strict=True):\n", + " mt.pl.batch_variance(wells, keys=[\"Metadata_CellCount\", \"Metadata_Source\"], use_rep=\"X_pca\", n_comps=10, ax=ax)\n", + " ax.set_title(model, fontsize=10)\n", + "fig.tight_layout()\n", + "plt.show()\n", + "\n", + "pd.concat(\n", + " {\n", + " model: mt.metrics.batch_variance_explained(\n", + " wells, keys=[\"Metadata_CellCount\", \"Metadata_Source\"], use_rep=\"X_pca\"\n", + " ).set_index(\"key\")[\"value\"]\n", + " for model, wells in blocks.items()\n", + " },\n", + " axis=1,\n", + ").T.rename(columns={\"Metadata_CellCount\": \"cell count\", \"Metadata_Source\": \"source\"}).round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "b9bedbe8", + "metadata": {}, + "source": [ + "On every trained embedding the cell count lands on the first component, and the laboratory is spread thinly\n", + "over several later ones. Two controls in that table say what the axis is:\n", + "\n", + "- **`dinov2_random`, untrained, does not do it.** So it is not an artefact of the pipeline or of the images —\n", + " the trained models *learned* to encode how full the well is.\n", + "- **`cp_measure` does it far less.** A CellProfiler-style feature is a per-cell measurement averaged over the\n", + " well, and averaging is most of what removes the dependence on how many cells there were. Only most of it,\n", + " though: plenty of named features still track the count, they just do not dominate the leading components.\n", + "\n", + "For a page about swapping the feature block, that is the difference that matters most, and it is a geometry\n", + "problem rather than a hit-ranking one — which the next section measures." + ] + }, + { + "cell_type": "markdown", + "id": "83e56a21", + "metadata": {}, + "source": [ + "## Is the hit a hit, or did the cells die?\n", + "\n", + "This is the question a screener asks first, and on an embedding it is sharper than usual. Call hits, then ask\n", + "`tl.cytotoxicity` whether the compounds furthest from the controls are the ones that lost cells." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "c532dd84", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:00.985055Z", + "iopub.status.busy": "2026-09-21T12:45:00.984872Z", + "iopub.status.idle": "2026-09-21T12:45:03.229193Z", + "shell.execute_reply": "2026-09-21T12:45:03.228760Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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rho(distance, viability)suspectgroups
model
openphenom-0.65464302
dinov2-0.69364302
dinov2_random-0.53564302
subcell-0.71164302
morphem-0.70564302
cp_measure-0.69064302
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" + ], + "text/plain": [ + " rho(distance, viability) suspect groups\n", + "model \n", + "openphenom -0.654 64 302\n", + "dinov2 -0.693 64 302\n", + "dinov2_random -0.535 64 302\n", + "subcell -0.711 64 302\n", + "morphem -0.705 64 302\n", + "cp_measure -0.690 64 302" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "toxicity = []\n", + "for model, wells in blocks.items():\n", + " scratch = wells.copy()\n", + " mt.tl.hit_calling(scratch, use_rep=\"X_pca\", n_permutations=200, seed=0)\n", + " mt.tl.cytotoxicity(scratch, site_key=None) # one field per well, so there is no field count to divide by\n", + " table = scratch.uns[\"mantispy\"][\"cytotoxicity\"]\n", + " toxicity.append(\n", + " {\n", + " \"model\": model,\n", + " \"rho(distance, viability)\": float(table[[\"distance\", \"viability\"]].corr(method=\"spearman\").iloc[0, 1]),\n", + " \"suspect\": int(table[\"suspect\"].sum()),\n", + " \"groups\": len(table),\n", + " }\n", + " )\n", + " if model == \"openphenom\":\n", + " mt.pl.cytotoxicity(scratch)\n", + " plt.show()\n", + "pd.DataFrame(toxicity).set_index(\"model\").round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "8097b70c", + "metadata": {}, + "source": [ + "The rank correlation is strongly negative on **every** block, the CellProfiler one included. That is worth\n", + "stating plainly, because it is easy to assume the embedding's density axis makes it the more confounded\n", + "representation: it does not. Cell loss moves a profile away from the controls whichever way you measure it,\n", + "because a compound that kills cells has genuinely changed the well. The top of this screen's hit list is\n", + "partly a cytotoxicity ranking no matter which feature block you use.\n", + "\n", + "What *is* specific to the embedding is where that lands geometrically: on `cp_measure` the count is one\n", + "signal among many, while on a trained embedding it owns the first component. That hurts distances,\n", + "neighbourhoods and batch correction rather than hit ranking, which is why it shows up in the PCA panels above\n", + "and not in this correlation.\n", + "\n", + "### So should the thin wells go?\n", + "\n", + "The reflex is a floor under the cell count. Before reaching for it, look at which wells it removes." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "9b88c768", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:03.230767Z", + "iopub.status.busy": "2026-09-21T12:45:03.230645Z", + "iopub.status.idle": "2026-09-21T12:45:03.237532Z", + "shell.execute_reply": "2026-09-21T12:45:03.237118Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'wells under 50 cells': 139,\n", + " 'of which controls': 2,\n", + " 'compounds thin at 2+ of the 4 laboratories': 33,\n", + " 'share of thin wells belonging to those': '83%'}" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Normalizing and selecting never touched obs, so these are the counts as they were loaded.\n", + "well_table = embedding.obs\n", + "cell_counts = well_table[\"Metadata_CellCount\"].to_numpy(dtype=float)\n", + "thin = cell_counts < 50\n", + "\n", + "# Distinct laboratories, not thin wells: nineteen compounds sit in two wells of the same plate, so counting\n", + "# wells would call a compound reproducible on the strength of one laboratory twice.\n", + "laboratories = well_table[thin].groupby(\"Metadata_Perturbation\", observed=True)[\"Metadata_Source\"].nunique()\n", + "{\n", + " \"wells under 50 cells\": int(thin.sum()),\n", + " \"of which controls\": int(well_table[\"Metadata_Control\"].to_numpy()[thin].sum()),\n", + " \"compounds thin at 2+ of the 4 laboratories\": int((laboratories >= 2).sum()),\n", + " \"share of thin wells belonging to those\": (\n", + " f\"{well_table['Metadata_Perturbation'][thin].map(laboratories).ge(2).mean():.0%}\"\n", + " ),\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "599c052b", + "metadata": {}, + "source": [ + "Almost none are control wells, and most belong to compounds that come out thin at more than one laboratory\n", + "independently. That is not a plate that failed, it is cytotoxicity: the compound killed the cells,\n", + "reproducibly. A cell-count floor would delete the compounds with the largest effects.\n", + "\n", + "It is also not *only* that — the plate maps at the top of the page showed one laboratory running consistently\n", + "sparser than the others, so some of these wells are the plate and some are the compound. Both are true.\n", + "\n", + "And it does not follow that the thin wells carry usable signal. Compare, within each stratum, how much more\n", + "alike two wells of the *same* compound are than two wells of different ones." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "3969df51", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:03.239173Z", + "iopub.status.busy": "2026-09-21T12:45:03.239054Z", + "iopub.status.idle": "2026-09-21T12:45:03.301547Z", + "shell.execute_reply": "2026-09-21T12:45:03.301077Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " n same compound different gap\n", + "wells \n", + "thin (<50 cells) 137 0.712 0.651 0.062\n", + "normal (50+) 1143 0.751 0.519 0.232" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mt.tl.similarity(embedding, metric=\"cosine\", use_rep=\"X_pca\")\n", + "matrix = np.asarray(embedding.obsp[\"similarity\"], dtype=float)\n", + "np.fill_diagonal(matrix, np.nan)\n", + "\n", + "compound = embedding.obs[\"Metadata_Perturbation\"].astype(str).to_numpy()\n", + "well_counts = embedding.obs[\"Metadata_CellCount\"].to_numpy(dtype=float)\n", + "treated = ~embedding.obs[\"Metadata_Control\"].to_numpy()\n", + "\n", + "gaps = []\n", + "for label, keep in (\n", + " (\"thin (<50 cells)\", treated & (well_counts < 50)),\n", + " (\"normal (50+)\", treated & (well_counts >= 50)),\n", + "):\n", + " rows = np.flatnonzero(keep)\n", + " block = matrix[np.ix_(rows, rows)]\n", + " same = compound[rows][:, None] == compound[rows][None, :]\n", + " gaps.append(\n", + " {\n", + " \"wells\": label,\n", + " \"n\": rows.size,\n", + " \"same compound\": np.nanmedian(block[same]),\n", + " \"different\": np.nanmedian(block[~same]),\n", + " }\n", + " )\n", + "gaps = pd.DataFrame(gaps).set_index(\"wells\")\n", + "gaps[\"gap\"] = gaps[\"same compound\"] - gaps[\"different\"]\n", + "gaps.round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "8e6d7564", + "metadata": {}, + "source": [ + "Among the thin wells that gap nearly closes: two thin wells of *different* compounds look almost as alike as\n", + "two wells of the same one. Whatever they reproduce, it is mostly emptiness, not the compound.\n", + "\n", + "So both readings were half right. The wells are real biology — cytotoxicity — and their profiles are\n", + "nonetheless dominated by density. Measure the two obvious remedies rather than choosing one on principle." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "9caeaf77", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:03.303263Z", + "iopub.status.busy": "2026-09-21T12:45:03.303146Z", + "iopub.status.idle": "2026-09-21T12:45:19.557696Z", + "shell.execute_reply": "2026-09-21T12:45:19.557205Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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wellscell count variancemAPsignificanttarget recallrecall null
treatmentalignment
noneX_pca15360.3230.01600.0570.067
X_tvn15360.3230.01800.1270.092
X_harmony15360.3230.04000.0690.082
floorX_pca13970.2500.01600.0480.072
X_tvn13970.2500.02000.1520.111
X_harmony13970.2500.035180.0480.066
regressX_pca15360.0640.01000.1270.094
X_tvn15360.0640.01800.1610.115
X_harmony15360.0640.02400.1170.083
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" + ], + "text/plain": [ + " wells cell count variance mAP significant \\\n", + "treatment alignment \n", + "none X_pca 1536 0.323 0.016 0 \n", + " X_tvn 1536 0.323 0.018 0 \n", + " X_harmony 1536 0.323 0.040 0 \n", + "floor X_pca 1397 0.250 0.016 0 \n", + " X_tvn 1397 0.250 0.020 0 \n", + " X_harmony 1397 0.250 0.035 18 \n", + "regress X_pca 1536 0.064 0.010 0 \n", + " X_tvn 1536 0.064 0.018 0 \n", + " X_harmony 1536 0.064 0.024 0 \n", + "\n", + " target recall recall null \n", + "treatment alignment \n", + "none X_pca 0.057 0.067 \n", + " X_tvn 0.127 0.092 \n", + " X_harmony 0.069 0.082 \n", + "floor X_pca 0.048 0.072 \n", + " X_tvn 0.152 0.111 \n", + " X_harmony 0.048 0.066 \n", + "regress X_pca 0.127 0.094 \n", + " X_tvn 0.161 0.115 \n", + " X_harmony 0.117 0.083 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def remedy(treatment):\n", + " \"\"\"The recipe `prepared` ran, with a cell-count floor or with the count regressed out.\"\"\"\n", + " if treatment == \"none\":\n", + " return blocks[\"openphenom\"] # already built above; rebuilding it is how the two quietly diverge\n", + " wells = mt.ds.jump_lite(\"openphenom\")\n", + " if treatment == \"floor\":\n", + " wells = wells[wells.obs[\"Metadata_CellCount\"].to_numpy(dtype=float) >= 50].copy()\n", + " mt.pp.normalize(wells, method=\"mad_robustize\", by=\"Metadata_Plate\", reference=\"negcon\")\n", + " wells = wells[:, ~wells.var[\"degenerate_scale\"].to_numpy()].copy()\n", + " # The same step `prepared` runs. It drops nothing from this embedding, and leaving it out is how the\n", + " # floor and regress arms would end up compared against a \"none\" arm built a different way.\n", + " mt.pp.feature_select(wells, operations=(\"drop_na_columns\",), na_cutoff=0.0)\n", + " wells = mt.pp.subset_features(wells)\n", + " if treatment == \"regress\":\n", + " mt.pp.regress_out(wells, keys=(\"Metadata_CellCount\",), by=\"Metadata_Plate\")\n", + " sc.pp.pca(wells, n_comps=50)\n", + " mt.pp.tvn(wells, batch_key=\"Metadata_Source\", use_rep=\"X_pca\", key_added=\"X_tvn\")\n", + " mt.pp.harmony(wells, batch_key=\"Metadata_Source\", use_rep=\"X_pca\", key_added=\"X_harmony\")\n", + " return wells\n", + "\n", + "\n", + "remedies = []\n", + "for treatment in (\"none\", \"floor\", \"regress\"):\n", + " trial = remedy(treatment)\n", + " left = float(mt.metrics.pc_regression(trial, key=\"Metadata_CellCount\", use_rep=\"X_pca\")[\"value\"].iloc[0])\n", + " for rep in (\"X_pca\", \"X_tvn\", \"X_harmony\"):\n", + " result = scored(treatment, trial, rep)\n", + " remedies.append(\n", + " {\n", + " \"treatment\": treatment,\n", + " \"alignment\": rep,\n", + " \"wells\": trial.n_obs,\n", + " \"cell count variance\": left,\n", + " \"mAP\": result[\"mAP\"],\n", + " \"significant\": result[\"significant\"],\n", + " \"target recall\": result[\"target recall\"],\n", + " \"recall null\": result[\"recall null\"],\n", + " }\n", + " )\n", + "pd.DataFrame(remedies).set_index([\"treatment\", \"alignment\"]).round(3)" + ] + }, + { + "cell_type": "markdown", + "id": "456ba4ab", + "metadata": {}, + "source": [ + "Regressing the count out does what it says: it takes the density axis down, and target recall moves up\n", + "against its own null, because the axis it was competing with is gone. What it costs shows up in the mAP\n", + "column, and it is not the same cost under every alignment.\n", + "\n", + "That is the trade, and it is the reason to stop rather than to pick a winner. For a **compound** screen the\n", + "cell count is partly a *treatment effect* — the compound killed the cells — so regressing it out removes part\n", + "of the phenotype, not just a nuisance. The JUMP recipe reflects exactly this: it regresses the cell count out\n", + "of the ORF and CRISPR arms, whose plate layouts were not randomized, and does not do it for compounds\n", + "{cite:p}`Chandrasekaran_2023`.\n", + "\n", + "So this page keeps every well and does not regress, which is now a decision rather than an omission. What to\n", + "do instead is ask the question directly, which is what `tl.cytotoxicity` above is for: report the cell count\n", + "beside the readouts, and know that on an embedding it is the first thing the model sees.\n", + "\n", + "Two things that do not transfer:\n", + "\n", + "- **`pp.well_qc` is for single-cell objects.** It counts the rows of each well, so on profiles that are\n", + " already one row per well every well has one row, fails `min_cells`, and the whole plate is flagged. At well\n", + " resolution the equivalent is a threshold on `obs[\"Metadata_CellCount\"]` — the `floor` branch above.\n", + "- **scanpy's `sc.pp.filter_cells` and `sc.pp.filter_genes` threshold on counts**, and a morphological profile\n", + " has no counts. The scanpy that does apply is the part already used on this page: `sc.pp.pca`,\n", + " `sc.pp.neighbors` and `sc.tl.umap`, which work because the object is an ordinary `AnnData`." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "d4e0657d", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:19.559465Z", + "iopub.status.busy": "2026-09-21T12:45:19.559334Z", + "iopub.status.idle": "2026-09-21T12:45:36.760416Z", + "shell.execute_reply": "2026-09-21T12:45:36.759819Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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SRjz88MO6MckQSM9y+s6Q5hy/OeNei7k2Z01pTDI+a2VrkotIfnvsscfEuWqdGkl2pv3ff/99tbXQPLt16yZkK5qP4btGc2nO+VuC5Eeah6HiVTum4TXVyop0riQDknFfy8cffyzWhpSw5CishZxLSVYjGVQLyb7kYECKTkPjMl1vmsfWrVt1bXQsUnzS+5fh9TJVPmpl/MWLFxud2y+//CLatYpuukYkMzfF5cuXhRKQ3pEMHTNIbtU629I5kXKQ7intvUDvEGRcJwV3ZmamkeGd3j/ISK+FHB5M14beT7QO5KZoxyHnY5L9te8EpLTUOk6vW7dO1//06dNiHob3ABvwGYZhmBsFet7Sc9LQybC4uFjozcgwqn0+a42tJFdp9ZzE999/b/ZMpWcj6V3nzJljpOd8+umnhSNhamqq0ZhkpDbUPZI+i/a3ZOy15vjNGfdazLW5a0oOCVr5j2Qd0smRwZ4MqiQrESQnk/GWdMpamdkavvzyS53umPS8V0pzzt8S9J6idWawdE1Jh0/Q2hQWFgqjOjkfkIxMhniCZD7S8993331Gun4y3JOzhOE7hqFO2FCHS7IdjWGoY9Uei+4BrUGc3rHIubZXr166fqRjpfWndy9DqC/po8noTRw8eFDIwXv27GlyXWk9SI4ke4PhcQyD/EhPTs4EdK9qoWtA+mTDe+zvGPCtmQfZPkhnTA4WWshx1jTQrbkGfHLMfeWVV3Rt9LtA722m15OuBZ0Pw1yPsAGfuSLISEwPIEOFjfZBYvjHVauIoQebKT169BAPLC0U9UwKHtMx6WFKDxNSCBmOaSockOBB7T/88IOurTnHb86412KuzV1Tit42hBRt1D537lyjdop+p3bDh3FTkIGVBBTaz1Ah1Vyac/6GggIZz0lZt3DhQuEhRw9XrVJNO6ZplBFB15m+ozUzhARTaiePR0MoaomcGwwFCBIGKDrHFFpvGkMrTGiPZRqVphVgSRFn6B1LbeTlqoW8KqnNUHFqDeQhaupgYAoJp9SHFIGmkFBOylytAb65BnwSnkngNYSUl3Q8Q4WmKeQ129D91LZtWyE0MgzDMMzNBDkRkmKHFDemUFQDyTdaRY42ajctLc2oH8kZhoZOUlDRs5gUTqZo5Y309HTdmKTgM4wwICiigJRLhlh7/OaMey3m2tw1pTHJYcD0HcBUViNIwUlRP83h008/FWORfPV3aM610r5zkFxLDp0kL9NGimDtO4h2TJqbabYpgt5jevbsadRG66R1vDWEnDCpnc7V1KhOylFDyPhN8qOh0ysdi9bcFIo+omtmCEVP0XUwVaiRs4BhBilroMh4ule0ynFLkMMEzc80qkrrMKt1etUa3k0dm8kZgNrnzZvXLAM+KYcNIWU5KWfJAdcUerejfbRKdjbgMwzDMDcKpM8jHak26EULOfoZypdaYys940wh2cDQ0El6PNKdmo5Jhk6SO9944w2jMUlf1VRQTHOO35xxr8Vcm7um7733nkUZ/K233jJq//HHH0W7YQbUpiA5iM6DZNjm7GdKc87fUO9JGY7IyEty8NixY4XR2XRMQ+OtFnqPsKSfpAA4ajfMZKA1QJPeUgs5Y5DcbcnJlmR3Wg+tE6j2WKY6ebou1G7oZKp9rzB0CqbreSWZcclpmfbT3mOWIAdmS/cCQXp8egfROp5cqQHfmnmQ4wP1seRITe8rhob55hrw6Z4wzCRAUNYG+r02hA34zPWMvjgKwzQDql1INWao7rshVH+RajFSLUVDTOtcavtSbRyqr0J1RqgWCdXi3rBhg7a8g26jmorx8fFG+3fu3Nnos7ZWD9W5McWa4zdn3Gsx1+auKdWkMYTq1Vtq19aLoWNR7XlreOSRR8S6UG0mqmlEtYKo7s+VYs35Uy0mqrdO9TqpdhPVwKTrQjVyampqUFJSYlQr3dI1vZK1oXqadN2oVhLVFaL6R5bqfGrb6DpERERYdW7a495xxx2YO3cuvvvuO/Tq1Uu00c90PpMmTUJzoDpHVAtz+vTpGD9+vKjRRPWYDOss0b1kOGfT86A1pvOmNW4uVPfTsE4TcezYMVEvynR9DaHfGbqeVM+I1tDwd4ZqC5n+zjAMwzDMjQ7VV6Qafw09j1esWCFqj2ufnyRbtmrVyqgfyTsko2jlQHqO1tbWinF//fVX8Rwl6F+qr0hQnXGtPOLv7y/qfhtC31EteqqZaSh3WnN8LdaMey3m2tw1pTG1tcW1kHxG56qV0wzlQm1teWug2uVvvPGGkKdItvrtt99E3corxdprtXHjRlH/nWo30nsCvXvQNaJ1pdrwhpDMRrKbJUzlNloTqvtp2k7yKh3L9L2FML0OJNPFxMSY3S+m8rL23Ezf2+gd5LHHHhP3Du1z8uRJIUO+8sorzX4XIfmUjkF1MhuCzoPueVp7Q+gcqPZmU+dBa2ZnZ2fx/bMxTN9jqC4nves09g5Ccw0LC2vWcRiGYRjm34SeXaSrMq0fbqhfM8SSno/aVq5cqftMcgHJS6tXr/5HdMemx2/OuNdirs1d0yvRHYeHh8Ma7rvvPiGf0bk88MADok67YR365mLN+VNt+mnTpuHgwYPo06ePmDfJr6TPJXmZ3j0M65s3pDumfdq1a2e2NqR/JznQEDrGjh07dJ+TkpJQWVnZoNxG15feKbRrSsciPW5D56bV586ZM0fIvKQv/vrrr0Ub/UzvGqNGjUJz5WDCtFa8IXR/avXx2nc17fsa1YSndxB6Z4uKimrWsZs7j6Z02N988w1KS0vFfdZc2rRpI2R607XfvXt3s8dimH8LNuAzVwQZd0lBY3ZD2diIhzd9b4jhw9OwjR4MSqVSGPboIUs/b9++3azvkCFDxB9dQ9zc3Iw+a43wNI6lYzV1/OaMey3m2tw1bWjMhtrlcjmsgR7apICcN2+eUBJNmTIFH374IV566SVcKdac/7vvviuUn8ePHzcSll588UXRphUiDBVmlqC1ImOypeNZmgddR9ponbVrbOl+0T7wDa9DY8cyPDcSrO+66y788MMPYl2zs7Oxd+9ePPHEExaP1Rh0j5AARNdoy5YteO+994SikwTXP/74QwiIzTkPOgdShJtCThOWsLTuNJapQGQKrQetsaHQq6VDhw7w9vZudH+GYRiGudForlxhqR/JFaRI0vbTyhekTLEkh5K8YfhMNZV9tGMajtWc4zdn3Gsx1+auaUNjNtRurbysUCiEgyYdk+Qy+pnksUGDBl2Rg2RjczU8/+rqanGsAQMGYM2aNeLaaCHlsrXysqXjkcKV5EJL8yAZznBtmroO1t4vpPw0ZPbs2XjhhRfw7bffCrmZ/qV5kUKzuVgjn1IfS+dAx6R2a8/D0vtnY5hel+be1wzDMAxzI9DQc7ahZ1tDuluSu7TQM5c+W5Itx4wZY2YEvhq6Y8PjN2fcazHX5q7ptdIdf//991i3bp2Q10hPeeedd+Krr77C448/jivFmvN/9dVXcfToUWH0jYyM1LX/73//0wULWSMLk57W1DmUjkfnYmgj0LY3Rw427NPYsUzPjZx1Z86ciSVLluCDDz4QDh4nTpzAyy+/3GxHVu3xG5OFtcc+f/68MNhbeldrSpa+GvO4ljrsqyW7M8y/CRvwmSuCvPEOHDggBBFS6GghBR39UaVIckMSExPNxqA28m7T/jEmj668vDwsXLjwb3nsWcKa4zeHazHX5q7ptSAlJQWPPvooRowYgSeffFKcGynS3nzzTYwbN67RCOu/C3n+kUeiqaej1hPvn4AUriQwXLx40ew7iuYirvQ6UEQRCbM///yzLursnnvuuaKxSKC89957xUaQIZ+uz9tvvy28M7XesnQeo0ePNjsPuue1nqAUcVRQUGDV70xDREdHi2wUFPVlGsFk+DuzefNmfPHFF1fkNckwDMMwNxqGz2NT6HlMcpZhRC05+JFB0zCihqK8ydFQO5Y2AmL48OEiQuNqYs3xm8O1mGtz1/RaQbLx4cOHsX79evE+Qe8ElOmKZDuSy64VdI4UqU2RR4bGe5LbKErmn8LwOvTs2dPoO2q7UnnZ1dVVKIAXL14s7pnff/9dOEdfyf1H8umyZcvM7mnT81i7dq1ZtFZubq6I9LmS87iSd0PKAkCR/NfiHYRhGIZh/i3oOUsyijbrZVPPNuprGmlMbYZyAMmX1LZo0aKrPl9rjt8crsVcm7um14KEhAQ888wzmDx5Mu6//37RRo6l5IRJ60cy2LXUHVNUvaHx/p/WHYeGhgpD8rWQ20gnT3pjCq47dOjQFTuyaq8BOQGQ429j72qUDXfWrFlXNN+rMQ/D94r+/fubraeHh4cuI+/V0GFb4mrboRjmaqJ/62eYZkDpISk1DT1UDPnoo4/EQ4z++BtCyhfDCAtKl0nKLcM0kw899JD4I0xGTlNIIUWp1K8Ua47fHK7FXJu7plcbUs5SRA95opFwqX14ffnllyLlEynTrqWHmjaNpqHXHAlmlL7/n4IUZ7feeitWrVolFNZa6N6hlD0keFCq0iuB9qVU9xRJRIIYpQEyLGlAqTNp3enebAxaI1MFLSnGyShOCl2CxiZhloz5hn0vXbokzo2UvnSuBJ0PrTPde1r279/f5DwMIWGSnE7IE9bU25XOS5taixTNpPA2hZxWDNebYRiGYW4GSHFDpXN++ukn3TOaIIc3iqwgJzvD8kD0bCZ5wxDK3EOyGT27CUqHThE71I+MjA0pja4Ea47fHK7FXJu7ptcCcrh9//338fDDD4tyRtpz/fzzz7F161Yh610rtNH9hkoqkr0ok9XfjZBpDiQvk8H7008/NWqnLADkqErvFFcKOb2S7D1x4kTxr9ZhVQs5hFqjCCfZk5ygycHVFK18Su9flNXA9L6n9y96F6IoqOaijfQylK2bgq4dKcEpm1ZqaqquvaKiQtxP5ORsqQwBwzAMw1zP0HOWUpuTTtb0OWtJviRdmaFOkLJxkk7QUHdL8hc9K011p9rnJpWLvFKsOX5zuBZzbe6aXm0oEp3mQDrIBQsWGEXkU7QzBYFZylhwNXXHtKaGEe67du0Sker/FORwSkFUdA0MryGloqdSvV26dDEqc9ocyDmB3nU+++wzURps8ODBRs4ApDslObgpgzWVX6USAZ988onROxOhlTXJWE5BdJR115Ij8N95r2zOPAYOHCiuK5UNMLQ7UBmCTZs2CXlca6MgHTb9ThraeOjdQCvbXykkvzdHdmeYfxKOwGeuCPrjSSmASMFCD0lSKlD6c0qfQxG2pg8qUuKQFx7V+9YqIsh4+frrr+v60PekBCIvPhqb/oCTUZA8++gPNhkjTetyWos1x28O12KuzV3Tq80777wjaghRbSZtdDZBQhlFFVFUPhloSSi8FtBa/vnnn+I4M2bMEA9yOn9KR0pK0n8KEpLIc5Pq85CjBkXsUBQQPcjJ6cMw2ulKPClvueUW8bOpMpKuORnC6fimdZgMIa9Fqi1FCmrqR0IMebqSgPz000+LPjTHpUuXCqU5pdYnT0oSbui+p/IOpIw3XHc6v2HDhon0SPQiQILg1KlTRVSZNZDAR4p08rylfUmQJYcQUmLT7wbVh6X7mRTrdN50rjR/FxcX0Z+i959//vkr9mpmGIZhmOsVkqHI0Y6ilOk5T89HSjVJSgJS8BhCtbrJEE3PSjLWUbkdko3ImdIwqvyXX37BhAkTxLOVxqTnJxnIKSKcMkRdqQLL2uM3h2sx1+as6dWGorJJrqKIFVPjNc2FZLK5c+di5MiRiIiIuOrHp3MkOZDkcZLt6Jpt3LhRyFvX2nHBEFKy0ZrTvULyJm1UD5TegUhxTDL0lUJyJZ0P3X8UcaOVnbVQStE9e/bg7rvvbnQcivIhuZpkXUqpSvcMKeVJ7qT3Lkq1SvcmpXp99tlnhfMqZRsjR1ZyRKDjdO/evdnz9/X1FfuRozfJ6STv0rikzG0Met8jRWXv3r3x4IMPijJdJKPTuyv9HnJkEMMwDHOjQXIC6fXomU3RxBRoQno10hWRHEGRzIaQDEEyFOluSQdHDnb0XCR9kRaSC8g5j+QheqaTgZCekZQGnMYm2dNQp9kcrDl+c7gWc23uml5tKJ37qVOnxDENS2HRz3R8Wjsq9fnaa69dk+M/99xzIjsTyZ5U8pXkT3KuJdnJVDa/ltC9QUFa9D5C15ccocmwTrpZ0n3+HUh3TI4QlnTHpLendw5ynjDNQmAI6YVJfiTdK9k/SN9LMiq9e5HMS4FcFCxINgDS4ZKumI5JMj4FJZKsTe8d9P3fwZp5kOMJlYkluZx+R0hOp98/0mGTQ4OhTYB+F8mxgXTY5EhCtgPSY48dO1aMdaXQ/mSPofub3uFIDifbBMNcD3AEPnPFkMGODM6kWCFlAyn6yPBJBldT6I80CSbkjUZKOzIWk6BBXmuGkAGSUqaQ0oYewvTQIO+qkydPij+m2nQp9AffUn1JarcUIW3N8Zs77rWYqzVr2tCYFCVP7aaOA/TApXZS8DWmjKT5kzKQoj9MoQcjKcAKCwtRVFQEa2nO+ZNSi4zTpFyjf+k8SCil9TWsu9PYmBR5Tt+ZQsex1E6CALUbGuVJkCAv248//licL3k3kjBGnofUv6lj0bypna6HKRRJ5OXlJVLgm2ZUoOtD+zVmvNc6j5ASko5PEU600UsGlT+gNsP50ZxJ2KP7k86FDPdUp9VQyKaIMbpnKYKMXiJIAFy+fLlYd9OoI7qvtfe2KSTo0e8DfU/HI2UjGe5p00LnTOtJzgF0v5HxnhTgJBhq024xDMMwzM0EOWDS85XkRnr2UZp6ejaSfGfJ2ZOe1aTgIKdQUsCRvGoqW5NsR8obMu6RDENKNFLAkBHS0CBOSiVSbJlCsgbJHCSPXMnxmzPutZirtWva0Jik9KMIclOofj3JKI2xY8cO0Y8ibiytHykup0+fjm3btqE5NOf8yUmBIsTIcYGUVuQwQMomOi7Jb02NSdCYhnKjFsq4ZZoSnyCnBVJgm8p+pHgjRVtcXJxQXP71119CqWYoWzd0LJJpSVFnCa1xnpywTTML0P1pSQa3xBNPPCHmSMZ8klMpWosM5WS810KfKZKH3gHo/YuyZpFsTOuqhWRnOqYlpbiltaF1IBmc7sndu3frymc1Ng6949BxKQqKMr3RPuQIQb+LhtH39LPp+wvDMAzDXI/Qs4pkJjJe0/Oc5AV6ZpLOz1JacIo8JsMk6a/oWUgGWdIXmcpcVGaHZEHqT893ioKmcem5SxHLjenmyFhI7ZZKhFpz/OaOe7Xnau2aNjQm6VKp3bT8JTkSUHtjDgVUJ53WhrJOUfCVJZ0nOUBS5tDy8nJYS3POn+ROktfoXzpnMraSfE7R5NRXWyu+Md0sBTpZyqpA62gplTzJxiQjG0KGbtLNkoMGOSWTTE5OoXStyXG5qWORczTNj3TEppBMT/ecJUdWisan/bTp7xuDjPI0H5ojRb+TrpbeD8hZVQutH60n3euUlYre1chWQp8Njfckf5vqgy21Xek8tLI6yf70L90/5BhM75GGZVi1cjrZKWhMcvyl9yL6XTJ9j6P70dJ9aul6kgMI/V7RccmJmI7LMNcLErVpvmOGuYqQwoKUZBSVblqL+79wfIYxhIzXJGxpa3syDMMwDMMQ5EBJhjra/ovHZxhDSAFKEeyxsbFGDrQMwzAMw9x8kOMbOfWRQ51pDez/wvEZxhBy7iCnBSrBcC1LczEMc2PAbtsMwzD/EJQSiCAhjGEYhmEYhmEYYyhKnmrBU3QMG+8ZhmEYhmGY/xKsO2YYxhAbo08MwzBWQPV8KG1nQ1Ctx6ZSkP6X2Lx5s/CgpBIFlLKVUigxDMMwDMMwNy9UyohKEDQGGambKp/0X4HKdK1du1akhKWSZ5TGkmEYhmEYhrnxoITPVMq2MTw9PTFp0qR/bE7XO5QJgtLZf/nllyJNfocOHf7tKTEMcx3ABnzmmtJYvfL/wvFvVqgeDEXHNATVd2QDvh6qIUQ1fqjezwMPPPCPXCOGYRiGYW4cqA4g1Xb/rx7/ZoRqnFI5r8agOqNswNdQUVEh6szSexv9yylsGYZhGOa/QWP1yv8Lx79ZDfhNycFUR54N+HqodFRmZiY+/vhj3H///df8GjEMc2MgUdNfVIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZh/lWk/+7hGYZhGIZhGIZhGIZhGIZhGIZhGIZhGIYh2IDPMAzDMAzDMAzDMAzDMAzDMAzDMAzD/Gd59NFHERMTY7Q99NBDZv2WLVuGESNGoEePHnjssceQn59/RX2uqxT6KpVK1AN0dXWFRCL5Jw/NMAzDMMw1gESJ8vJyUctXKmXfQIa5mrDszDAMwzA3Dyw3M8y1g+VmhmEYhvlvyM01NTWQy+VWj2VnZwcHBwer+o4fPx6enp54/vnndW1kzw4JCdF9XrhwoTDqf/HFF4iKisJbb72FwsJCnDhxAra2tlb3ue4M+BkZGWjVqtU/eUiGYRiGYf4B0tPTERQUxGvNMFcRlp0ZhmEY5uaD5WaGufqw3MwwDMMwN7/cXFNTg7AQF+TkKa0ew9/fH8nJyVYZ8cmAHxERgc8//9zi92RSDw4OxqxZs/D++++Ltry8POFosGjRItFuTR9rsME/DHkqaBfdzc3tnz48wzAMwzBXmbKyMuGcp33GMwxz9WDZmWEYhmFuHlhuZphrB8vNDMMwDHPzy81yuVwY75NjQ+Dm2nQm2LJyFcK6pYr9rI3CX7duHfbv3w9fX1+RAp/S32uj5hMTE4XT4NixY3X9qR+lyd+1a5cwzlvT57o04GvT5pPxng34DMMwDHPzwKVxGOba/V6x7MwwDMMwNw8sNzPMtfu9YrmZYRiGYW5+udnNVWqVAd/QIcAQe3t7sZni5+cnjPa9evXCxYsX8corr2Dbtm3YuHGjLjidCAgIMNqPPmu/s6bPdWnAZxiGYRiGYRiGYRiGYRiGYRiGYRiGYZjmolSroFRb148wLe3++uuv44033jDrP3/+fNjYaEznvXv3RnR0tPh39+7dGDx4MBQKhfjOzs7OaD9yBiguLhY/W9PHGtiAzzAMwzAMwzAMwzAMwzAMwzAMwzAMw1z3qKAWmzX9LJV1txR9T2iN91ooEp9S78fFxQkDfosWLUR7YWGhqHOvhT57e3uLn63pYw3W5xdgGIZhGIZhGIZhGIZhGIZhGIZhGIZhmBsEt/qy7tqtIQO+KQUFBaipqdEZ/9u1aycM+keOHNH1qaurw/Hjx9GtWzer+1gDG/AZhmEYhmEYhmEYhmEYhmEYhmEYhmGY6x5VM/6zloyMDMybNw+1tbXic3l5OR566CF4enpi3Lhxos3JyQl33nmn6Jefny/aPv74Y2HknzVrltV9rIFT6DMMwzAMwzAMwzAMwzAMwzAMwzAMwzDXPUq1WmzW9LMWHx8fEXEfEBAADw8PZGdni4j5nTt36tLiE2SYv+OOOxAUFCT6EStXrhSfm9OnKdiAzzAMwzAMwzAMwzAMwzAMwzAMwzAMw/wnsbe3x3vvvYe3334baWlp8PPzE9H0pri4uGDt2rUiur60tBShoaGwsbFpdp+mYAM+wzAMwzAMwzAMwzAMwzAMwzAMwzAMc92jglps1vRrLjKZDGFhYVZF7NP2d/s0BBvwGYZhGIZhGIZhGIZhGIZhGIZhGIZhmOseFdRQXiMD/vWC9N+eAMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwHIHPMAzDMAzDMAzDMAzDMAzDMAzDMAzD/MdT6F8vcAQ+wzD/CtkV2diTvkf8yzAMwzAMwzCMZXLLarAzIRephZW8RAzDMAzDMAzTACXyChwuOIf0qjxeI4a5yVGq1VZvNyo2//YEGIb57zEvdh5+if8FKrUKUokUd7W7C093f/rfnhbDMAzDMAzDXFd8tSMRX+xIhEKlhkQC3N4zGO9MjoGEPjAMwzAMwzAMI1iVsRc/XFqPOrVSfB7m1xXPt70dMgnHsDLMzYiqfrOm340K//ViGOZvUVOnxF9nsvDr4VRklVQ32f9I9hEsjFsojPcE/bswfqFoZxiGYRiGYZiblTqlCpvjsrHkcCrSCqua7B+XWYpPt10UxnuCAgeWHknDlvicf2C2DMMwDMMwDPPvoFSpsONSEn49eRqXC4ua7J9ZlY9vE9fqjPfEjtwT2Jpz7BrPlGEY5trBEfgMw1wxGcVVuO2Hw8go1hjubaQSfDS1I27pGtTgPvsz9zfY3iugF18NhmEYhmEY5qYjv7wWt/1wCEn5mjT4UgnwxsT2mN0ntMF9dl+wnPpz94V8jI4JuGZzZRiGYRiGYZh/i7KaGsxa9ifO5ell4WcG9sPDvXs2uM+xogtQW6hzfbQwAWNY38wwNyVKqMVmTb8bFY7AZ5jrCFV1NfI+/RRJo8cgedp0lKxZg+uK0kxArq+9+enWizrjPUHRQa+vi0eVXNHgEMHZCty1XYk5W5WIyNT/8fR29L6iKalv4BomDMMwDMMwzJUhV6jw2baLGPbpboz7cp/IBnU9kVNag8pavUz89c5EnfGeoKD6dzacR3GlvMEx6gPvzfB1tb+iObHczDAMwzAM89+MZv/+yFGMWfgLxi1cjJ+Px15XcmFBSQUqqmt1n386dsLIeE98tu8gMkvLGhxDobBs5mph53pFc7qe1odhGMso1dZvNyocgc8w1xFZc+eifNt23efsF14kKQset97yz0ygugTY/CIQvwqwsQe63gUMew3IPAGsewwouAjYOgO9HxLtR5PNUxiV1yhwPrsM3UK8zL4r27IVMS8sQUz9X81RsUp8N06Ksz29MbH1RKunqVKpRS3QxYdSUFGrwMh2/nhzUnt4u1yZMpNhGIZhGIa5sXh59VmsjM3QfX5lTZwo7XTfgPB/5PjksEoG+DUnMyGVSHBr15Z4cWxbJOVX4JkVp5GQUw57Gylu7xWMV8e1w9GUYotOCKfSSzCkja/Zd3sv5uPLnYlm7W4ONpjRM7hZc/1+TxJ+2p+Moko5hkT74q1J7RHo4djMM2YYhmEYhmFuRD7YvRcLY0/oPr+3aw/KamrxZP++/8jx5QoF5m3aj9XH4oUzwdjObfD8hEHIL6rA6ws24VxyLmxtZBjXrx3mzhqKYxmZZmOo1GrEZmahpbub2XexuZl4Ze8h+PjJYGenT6HvILXDxJb9mjXXX4+fwg8HjyGvohL9woLx6qghCPXyvMIzZxiG+XuwAZ9hrhPqsrJQvn2HWXvRkiX/nAF/zSPAhQ2anxU1wMEvyecQOPkrUF2vdKyrBPZ9in3VmfD3HoPMElujIWRSCVp5OlkcPm/ep4BSL0iRb+ScA3bweeUXeDpYLwwt2HdZGPC1bDibLdKSrnioT7NOty43D9WnTsEuJBgObdo0a1+GYRiGYRjm36GkSo7VJ80VewsPpPxjBvxX18TjzxN6B4JfDqWiTqnGrgt5yC6tEW21CpWYU0phJVo4G8vMWkJaWJabP9l6AQqTUAFbmQS/3d8LLZthfP/9aBo+2JSg+7z9fK4og7X5yYFoDgUVtTieUoQAd0d0auXRrH0ZhmEYhmGYf4dahQLLzpwxa19y8iSe6NcHEonkms/h04378euBk7rPfx6LQ7W8DqnxeUjO0gSHyVUKLL94ComrC+DqYlnWDfW0LIN+dmo/apRKZOV4wcOjEo72ciiVtvik970Idvazep6bzl/EW1t26T7vu5yKe39fjS0P3w0bqfWJrEuranAsKQPerk7oHBpo9X4MwzQPVf1mTb8bFTbgM8x1grK0lPLzmLeXlPz9wQ9/Bxz/GZBXAe0nA0NeBuxMlIWVBcCFjeb7xv4C1JqnKJLGr0Gi/yE4eExBTYm+BtGsXsHwdXMw66+Wy1GXmmbW7lRSg0C4N+t0lh9LN2s7mlKE5IJKhHk7WzVG4c8LkTdvHuVYEp9dR4xAy3mfQmJrWbnKMAzDMAzDXB9Qxicq3WTJsP93IYP3ogMpKK2uw8j2fnh2VDTcHIzlw2q5EutOmzsQ/BGbAbnSXD2wKyFf/Ev6UUNxf0qXlgj3cbE4j4u55WZt5CDgajKXplhmQW6m7ACn00usNsTTmry+Nl53bgMivbFgdnc42MqaNReGYRiGYRjmnzfgV9eZlzotr5VDoVLBVnbl8tymYwlYvD0WBWWV6N8+DI9P7g9PE+M7paJfdSzObN8tZy/CLlcFch9Q2alR2kMOlbMaexXJQAUgc7eFulRvuhrSOgwdA/wtzuNicYH4V6mSobBIH6Fvo7bsKNsQK0+ZzzO9pBRHUtLRLzzEqjE2nrqA11ZsRU39mncJDcR3906GiwNnjWWYq40KEijFX5Gm+92oWO86xDCMRZQVlShZtRpFi5egLtNckWct9tHRsG3Z0qzddeiQv7fyB78GNr+gSX9flgEc+hpY+4h5PxUJFuoG2s2RSyRQQw1331WYZrMV46SH8ZnrUrwxwvwcCImdHewtRLnbBgdD5tG8KJ46lWW/qToLClOLc09JQd7HH+uM90T5tm0o+XNVs+bBMAzDMAzDWA8ZvlefzBDp3Mnx8kpp5eWENv7m9SyHt7M+wsYSK46l48VVZ3Ehtxw5ZTVYfCgVjy7Vpxs1TOGptOBAQO2NYfi1k50Mc0dFN9i3Y5C5fEzlopqb+l6h/Htyc15ZDV5bG2fkmLAvsUBkFmAYhmEYhmGuneH9r3MX8POxE0gsKLzicdwcHNAjyFxXOzAs9G8Z73ecTMRLCzchIT0PBaWVWHMwDo9/u8ZiX3IUsFQeVUt1mEIY7w1RutbBtlwF23I1PAqleKnvgAbn0tE7wKzN1dYO4e7m5V2vRG6WG2STbYzy6lq8vnKbznhPnEzJwoKdx5o1D4ZhGC1swGeYK+RS8SVs3v0TLo4cjuyXXkLue+/h0qjRKF3/l1G/5cfSMGLeHnR/Zxvm/nFa1J60hEQqRcvP5sEmIABSWxVsXRRw6tMLPk8++feu0dEfzNvOrQUq8ozbXP2BkP7mfTvOANzN62yudtFEulfJgLudluIbuy8xpW4DJGdXNjgVvxdegMRBH51P0e5+L72I0jVrkXLbTFyePAUF338PdV1do6c0qZO54ElK3Cg/c0WuJSoPHbKY7aDywH6r9mcYhmEYhmGsh4z1P+67jIEf78JTy0/j7b/OYeinu/Hr4VSjfmtPZWLMF/vQ9e1teHLZSeSWaVLRW+Lz2zobpZ/vGuyBV8e3+1uX5ZdD5kZpMlabOhs429tgWFtzZ4GxHfwR5Wc5ot6UKrlSROw3xEtj28LV3saoTNVrE9pha3wupn9/CKM+24t5Wy+gpq5xheKkzuZpO1t5OaJrsHXlqw5dLhSR/6bsvajJKsAwDMMwDMNcPbKqirHs8hGMWroAT67fiPd27sGYnxbjhyPGRuCtly9h4spf0eWnb/DI5vVILyttcMz3R49ERIsWus/tfH3w1ojhf2uey/ecNmuLS8lBfGqOURul6B/TydxptX90KDq11sipCncLhnMJYFungksmIMlXYu1e8+h4LXO7DYSnvd7JlWJtX+wxWKSxn/PTH5j45WJ8snkvKmsbz9Y1vr35PL2dndAvzFwvbolTqVmiNIApBy8av/MwDHN1UKmt325UOIU+w1wB7xx+B8svLMdzfygRUmTwF0ChQO6778J15AhI7e1FhNHzf57Vfb3ieAaS8ivx58N9LY7rGNMeEU93Ak6chkStALzOAKUXALceV36dLKS/h1oFyCsA+Bq337oAWP0QkLwHkNoA7acAo94F+jwGbH4eiqQdyJFJscDDHbucNQpTe5UKQQoDxWF5doNTce7dC623bEbZxk2ASgm30aNRsXcvct58S9cnPyEB8vR0BL77rsUxqPYmpTQlg31SfoVQKHYP8cSn0ztZvSQ2fpajs2z8LKdiYhiGYRiGYa6MDzcn4Ps9SWa+k/T53Q3nMaFTINwdbbHjfC6eWHZK9/2aU1k4n12OTU8MgFRqnvIu2s8Vo9r5Y9HBFBEdnldei4s55fCOsP9bqfktUWGh/cNbO0KlOo2dF/KEknB4Wz+8PakDKuQKvLEuXtSabyIgH7nlDTsodG7lgV3PDcb601moqVNhTIw/TmeU4NHf9fVDKVPAxdwKfH9nN4tjnMkoQVZJDdoHuuFSXgVqFSp0DHLHJ9M6WVxTS/hbKI1FBLhbbmcYhmEYhmGujJ8v7cG3F7dDRRlSfQAnB1tUpboCagnm7T2ISe3aws/VBUeyMvDQ5nW67E8bky7iTF4Odt5xD+wsRNWHenriVs9I/HyyFLVyBZQZVUjqmIfALtYFQlmiorq2gXZzI/lLEwejRl6H7fGXxJz7RYbinWkjIVEBnyzdhXVV56DwMJe3ZZV6ebWghPTYlony9MauW+/D+ssJKJPXYGRIJLJyy/DI0rU6efxSXiHis/Kw8J6pFsdIKMhHYnkR2oX4IimnELW1SkT7euO9cSNgZ2OdCc3XzbIjr5+7dQ6+DMM0D6WVKfSt6XO9wgZ8hmkmB7MOCuM9EZ1huWa9PDkZDm3aYMkhcw+72NRinMsqQ7tAfU0eHUe+hyT2Z/3noiRg2e2oGfMHyrbtgsTeDu4TJ8IuKMj6CbedAJxYbNzm2x7wCjfv6xYI3LUOqCwEZDaAQ31teu8IYNafOJN7Ag9sewC1Sr2QNqe0HO6GqZAiGvfgtPXzQ4s5d+s+Fy5cZNandO06+D77LGw8jSODlhxOxatr9B6XNlLgy5mdMdFCRD6hqqlBxc6dUJaVwWXwYNj6awz0LgMHipIFtRcu6PpKnZzgecftxvur1DiaUgS5QoVe4V6wt+E6nwzDMAzDMNZCdda/253U4PfVdUqczy5D7/AWQs4zhQzUJIvR96asjM3AD/su6z5nFFfjwSWxWHJvT+xIyINUIhHR5w3VmLfE6Bh//LBXPyYR5OkoDOCmeDnb4ae7e6CkSg4JJHB30tSmp3+pPnxcZilmzD+ESnnDEfKDokycaS2kzJ/TL0z3+X8GxnstW87lIKO4CkGexjU+15zMxNMrTumiDUhl8d6UGNzey3L9TpJ3yYmioFKOwVE+okwB0TPMC91CPMU7jBY7Gynu6a+fl7a+KfUpr1WgT3gLONiy3MwwDMMwDGMtqRUF+ObidlGuVIuNax3svGogL3QUaejP5ORihKsLlsadNivdlFFeht2pyRgZHmE29q7jiViw5rBmTAqeqqnEi9/8ha9em4a96SlQqtUYFx2NaB9vq+c7tHMEzqcbZ3f1dHFEl/qoekOo/vu8WeNRVl0jdK0ezvpo+fcfGY/7y/pg6rbFKJFX69rts6SwqdQnj+4TYyx7muJh74g723bRj7tqt5kz7ZHL6biQk49ofx+j9h2Xk/DwhvW6VP8SW+DFIQNxX7fuFo9F/fZcSkZ2WTn6hYUgrIVGfx0d6IMBbUKxL0Gf1ctGKsXdg8ydbc+kZaO4shrdw4PgbG/X6LkxDGMZNuAzzH+gfn3Z+nWiJrpjl65wHTEcEplMKKAWn1uM1YmroVArMC5sHO7reB9spbY4mn1Ut39WC8DNJPOlxN4etgGa2juVtZYVdpVyy9E9iF9toXMe8h6bgsocTTRR4Q8LELzgBzj1sDIqf8TbQGkmkLRD89mnDTDVwEnAEs7mStKCilrsOu2M6NpPobRLRlirdIwpuYwOl7fhA8VtiFVHI8zPEw84dYK5qNgwyqIi80aFAqrycsDAgF+rUOLTrReMu6mA+XsuWzTgyzMykDp7NhRZ9RkBbN5F4PvvwX3CBEhsbBC8aCGKfvoJVcdjYRcSDK977oV9mF4YTC+qwt0Lj4qMCYSPqz1+nN0dnVqZ1yNlGIZhGIa52aFU7ZTi/kJOBTq1csfYDgGwlWmUamR8X3o4VRjkqf2JYZHCgHswqfF6nZQWXpsGv7LWsnzcUPuGM+ZZn8h4POW7gzpl3be7L2H+nd0wtI3l7EumPDk8EikFldhWHz1Pc/t6ZtdGo9U9nMwVbqVVddiVkIcuwZ5iTYI8HFGnUmFzXI7OoB7m7YRAj+ZFsVsqxUXzLK6sQ5CB3yspRj/anGCUKpB+/H7PZczsGSxSmZrWub/th8O4XF8qgE73rUkxmNU7RPRdNKcHFuy9jANJhSLy/oGB4Yhp6a7fv7wGd/98DOeyNZm/PJ1s8d2sbhYdLxiGYRiGYW525AoFNsZfxLncPLTx88G49tGwr4/iPlK4F3vytqBSWYmOHt0wLmAqHGSOOFZ02ch4r0XmUgcUagzeYZ4anWRlneVU8A217zh60aytwl6JGSuXC+M98f2Ro/h03BhMaNPGqnO8a0R3JOcUYfPxC8KZwN/TFe/OGQ0724bjRd0czWXfCrkc2xIuo4OkFSpdqxHg4QrHQhn2JCSi1glQ2gOBnm4IDGqePra4Su8MYEhRpXn7xwf364z3aplKyNfzY4/jrs5dYGuS0aCkugZ3Ll2JC3kF4jNJ1c8M6Y8H+mj09J/NnoBf9sZif0IKvF2dcOeArugaptdbl1bV4JGFa3AqTfMu42Jvh49mjsGgthYC7RiG+c/DEfjMfw5SaFHqdTdlDSruvUtEywt+WQyXYcPQ4rPP8cxfv2HH5ZOIrKxAZHE2tp37BoU1hXil9ysIdNF7Eq7sL8WLK1SwMQhA97pnDmTuGoXWmA7+InLINA1ll4aMwLaOludsoLdU19Qg75NPEbp8mXUn7OgB3LkKKE4B5FWAn3W1QUlB++eJTOHMQCk7v9uThPQirZDjgzOJ/jjo2g+lkukoUWoW4Fg2sOHjrViQvQntb5sM9/HjmjyOc98+KN+6zajNJiwMdsHG9YXyy2tRUmVeR+hcdglqFDVwsDEWAvPnfaY33hMKBXLefgeuw4fjTEEtVp3IhLL1KEyeeg96hHqZjfvWX+d0xnvt8Z9deRrbnh7U5DkxDMMwDMPcDJAcSHIzGeofWXoC8Vn60kwrjqdjwZ3d8dLqsyLdvRaKuM8srsaXM7ugpadl2VbLrF7BCHDX9BkTE4BjKfoob4JS6/dtbTkSyLGBCG/DSBsqtfTexgSrDfhOdjb4YXZ3ZJVU60o2mRq7LUGG+eXH0kQq/9Ht/bH4UCoS8/RpPuOzSuHrYi/Op7henk0uqML4L/cj0s8F9/YPw4weTdfW7BfRQpTkMsTX1R5tA4zTn1Ia/6xS8/T8aUVVQqb1NUmL/8WORJ3xniDD/zsbzmF8xwCRgn9lbLpw4HhqeBT6R5pfjw83XdAZ7wk6x6eXn8K+54cKJw2GYRiGYZj/ApeLikTE9QtrtiA2XS8fL4s9g5/uuAVLk9Ygvmadrn133mbk1WTj4Yi5CCD9rQVUco3MO6l9G0R4a5wjx7SOwo4U46xRDjY2GBJiOUrd3t7cBFQVAJ3xnqCfP9izF2OjoiCT6iPfG8LWRoZ354zBE1MGoLiiGhGBLazab19iCpYdO43K2joMbRuOVZfO42xuru77c9IitFS7wD7cGeVlVaItRVGOGUuXI8TbA3d264I7u3ZqUkbvFRGMhNx8SNT6fi6OdujcShN0Z/i+c7GwEGqpCnBTADaaNSmoK0FyaRGivIyj9X88fFxnvBf7k9F+9wFMbN8GFXVyrDgbh3JFLe4Z0wNDws2N8t9uP6Qz3hMVtXK8uGILdr10P+wbcX5gGMYclVoitqawps/1Cv9VYP5TUP30p1acEoZomVqNoR498LgkFTZUE56UWvuP4vYPtiG9qgWeOFmM0amZun2PHFuGymVPYGzYWPwc9zMyKzJxNkyKF++WYEK8A0b5DESLMePgOmyYbp+HB7dGckGlqF2pqo/i+eK2LrCpj1Yyo9scIHmvUVNNiQ2qC4wje2oSEpp13lWxsZCnpcOpW1eYxgidyjuF+MJ4RHlGoYe/xltw/p4kvL9Jf4x9iQXmY8qVSC0091qslNnjj2oPeD77rKhzTyn/TaFo+iUbYuH39YeISD8nhB3tn9FCJ0+8HjIJss/24I2J7XVKW3J88HOzR26ZcY0liUMa5p+Zjye6PmE8vxMnzI6rKivDmu2n8ezBQl1E0tIjafjglg64raex0nTPxXyz/UkRm1lSjZYejSujGYZhGIZhbnQoBfzjy07icn6lkNNM44EOXCrEsHl7kG3BULzudBZeHNsGo9r7IdLXxciYbW8jxeBoX0zoFIBxHfQKtLv6hiIxrxwrj2dAoVIj0N0Bn07vDEc7y4b623sFY3N8TpPnoan9rrS6FNLJtGKxD0XPmykGs04C6UcB70ggfAggkeD3o2l4cdVZo3UxhWrYpxWby820plTD/vk/z4r69LP7hJr1UShVwpH2x33JwqnAELKN55XXYuRne/HK+LY6RwVXexuEeTuL9xBTvtyZiHcmdzBqO27iOKGd86+HU/H59kRxPYjfj6bj5bFtcf/A8CblZnIguJhbjrYBFsqGMQzDMAzD3EQkFRbh8Q1/ISG/AFJ7BaTuckhaq4FKG6jz7XAqMxtjly1GaNgReJhUdzpXdhppFeno4x2B9u4tEU9ZVOuxhQ16erbDqK5tMLGdPjL+1uh2OF+QjyVnT0GuUsLXyRkfDBkJDwfL+srJgzpgw75zurT79P9KC4mgcsorUFxdDW9nZ6vOOz43D+fz8xHj52tmvM+tSUFKZTw87fwQ4dIFUokMm+Iu4OkVG3V9DqWnQWFyqFqVEqnVpbCpkQBSQGEHqOrnmlxcgre270JFbS0e6dvLbD5kjP/pTCy+iz2CoupqwBeQ1UogrQFULhLky2ow8vdFeL7vQIyPjBb7kLzf0c8Pp2vSdcZ7zeKr8c25g/ii/ySjY8Sm66+PofPDyjNx+C72qHjvIFbExeGx3r3wVL9+Rn33XzAvG0ZR+XEZOegW1oySuQzDgFPoM8xNBD1AH/o1FgUVmnRCSokE20J6olV5HqZd2i3aVkYOQXqVCl3yLmJ0qj5VPtErQYnSLZsROGkafh37K36J/wXnC88jsm0kJj96N/yczSN7SFFIBvuXx7UVqTQjfF0a9xCMuQWoLQcOfgmU50LdeigyvztP/nhG3RysTGekqq1FxsOPoPLgQU2DRALv/z0Gn0ceEULNS/tfwl+X/9L1Hxw0GJ8Mmof5JrU/m0tBvddo0S+LhQG/Yv8BVB46CFv/ALhPmogn1yWi//x3EJGfqJlW/X5H/NrirV53QyWVAbkVuHfRceydOwQtnO2EUvPOAU74ZAN5X9YrYKW1cPDdiB1pMjMDPkXwK3JMlLq2tvg8vsIonSjx6baLmNotyMixgqKZqJaqIaRwpsgphmEYhmGYmz1j1cNLY3XZl8yTeWqwZLzX8mdsBh4bGokVD/bBT/uTcSKtWMjC9w8I19VXN4Qitd+/pSOeGRmNwgq56NtY9PbAKB98cVtnfLPrkoj4J6fPMxklyC03dvakcawx3pOh/NHfTmBLvD4C6P4BYXh5XH32qg3PAMd+1O8QOgC44w+Rpv9qQGtEBvzDlwux60IefFzscUvXIHy4KQHLj6db3Ecr01L0/ENLTmDb0wMR7OUkHG3v6x+Gl9fEme1D52dqwCcnY9OsYfTKQk7IWuO9li93JIrU+oaOFSQ3U7ktQ+jatXDhep4MwzAMw9z8aI33EnslZIHVQo4SOMoBZwUUGU5IryhDpI3lUqurkk/iyQ6t8F3POfgt5SBii1IQ5OSFWWH9EOZiHAFOkG751f6D8Vj3XsitrEBrDy+zVO+GdIgIxIePT8CC1YeQnluCzlEtcda9GMmVxUIpK6mTgP7zd3WBp2PTQUukU35u8xasPndO1zajQwe8S6VpJRLsyF2Cffl/6L5r6RiJ2aFvYcHeY8bjNBDfpm2noFmVpqKsEQuPnxQG/JOZ2diWeAkejg6Y0r4dfjhzDAtOH9d0ojHIAQBqSO0luvIEGWVleHLLBoR7eKKttw+q5HV4qGcPPHwozew4WzLMSw+EeHkgNkOfXUHLzpRknfFeyw/HjuPurl2N1tTHzRkpBebOs96u1jlNMAzz34Ij8Jn/DMeSi3XGe0P2t+yoM+Bf9Gwl/u1QkGRxDOnp88AkwNvRG890f8bqY/u6OojNKrrdpdko8imjFIs2f4l7cn6HVKs6tbeHzzNPWzVU8i/zIdca7wm1GgVffQ230WNwzD7TyHhP7M7YjU3JW1BU+ffSinTJ1wg4yuJi5Lz1Fop/+133Xd6CH3G+/R14vN54b0ingksa4309VDP0rb/iceRykYguivSzh0PL36GSt4BEqoCN22lIbSrgatfRbCzvRx5B2smTQJ0+Usl15u1IKzFWLhKUSrSsRgEvZ72S8cFBrfGqidJzVo8g1K1bjazYE7ALCYbH9OmwaWFdbU+1SoXSVatQvms3ZJ4e8Lr9dji0s66cAcMwDMMwzD9JXFapQemkK0Mbde/pbIdnR2kiXKzB28VebNYwqXNLsRGX8sox/fvDRt/bSCV4aax1jq+LDqYYGe+JBfuSMa5jIDoj0dh4T6TsA04tRXaJcRrOK4Xq23+8JQHf7NK/h5BzANW3twZK3//h5gScTi8VGaPCvS0rAd0czFUAjw6JwN7EfBF1r2Vq1yCsP2OunCyvVSC3rAahBuM/OCgcTyw7ZdRvSudA7LtYgINJhaKUwu09g+Hvbt37ECmF157Kwqa4bLjY2+KO3sHoGuxp1b4MwzAMwzD/JCnFxcJ4T0jd5HrjfT0SRxXgogDUNsgpcUdrf+PMRVVyW5wu0TjFutg64IHIoVYf29PBUWzWMKhrhNiI9PJSTP1rKVSyetlPBdhWyPDCoIFWpcHfnXQMQbbz8fXgfFwo9sFvF7pi+dmzGBMViTb+MiPjPZFZnYijRRuRU2YcoCax7M8AqbaULK2lBRV1aU0Nfjh8DB/t2a9r++7QUVSSw4QpMkCtNI+Y/+LAIaQmFiK9sBRBPm6Q+kugMnFbdrM1fye5r1d3bL1wSaS+1zIiKgInCszlZrlSifTSUiMD/j2DuuN4coZR2a9h7VojPjsPP+w7Bm8XJ0zv3gEtPTXlea1hY8oFrL+cADuZDLdFdUSfgKZLczHMzYASUrE13e/GhQ34zH8GJ3vLnoiOCr1Bt7WDEuQ7mONs2ShrG6Qx8FsDpbj8atc57LiQCm83NZ4f0QPdgwObNefn/jiNBL+uODnYDwOyTkMutUXlwBH4smfPJvelFP9HNvyILqZfqNWoOnoEJ6LyLO4XV3gKXYOH4ERaiVE7RZ6bpu00HFMrofbLOoMRaRpvR8euXY2M96JrXi7GOx0UKU5kJoJRndT8T9L60/q6QIm5tbCxmQ6H8Hchkemv28w2M832c+7dC2HLlyHhj4XYK0uCS1RbTBx3H2J+Oo+4TH2NTiK0hRM8nYwj6+/sHQIPR1ssO5aG2jqVqAE6+Kd3kGPgEFG8fAXCVq6AjY+5N6wh57PLkPX1Nwj4c7FO7ixbuw7BC3+GU/fuje7LMAzDMAzzT0O14JvC28XOonOsFooEt5YquUIYrjeezYabow2eGxmN/pGNy1emvLQqDkVVxvOh+vLatPKNQc6cn2y5YPG7g0kF6Gx7yPKOaYfQP/IB7L5grIh1dbBBeY1W82gd/Vp74/s9xlmwiqw03mvZeFaffYqi8mUSUlAa96FSBaZ0auWBdY/1xw97kxCfVSbKHjw9Iko4ApAB3hAfV3thkDeEnCjonllyOBXlNXUYE+MvMi48s/K0rs/Sw6lY82g/i9kXDEnMLcfXOxOx1uAdYM2pTPw4uzuGtPG1fjEYhmEYhmH+AZxsbXXlpiQyy3mrWjg7IK9CgYQMP7g418DPtVxnvI/NCMakYE0mU2uoVSqw4ORRbM46DSdbGR5sPwjDgq13liXeOLwdOdUGxnQpEBDoiglWZHxVq8oQbvMQurTTyL99AlIxMvgiZm6+A4eofKubZSfgtMpz6Nu6Ozac1cvcUqUELmobVEj0Mi/9KK0X6SUqNSQKCfk+GNE/NBhfHjB23C2T10Jpr3dGbYrd55NgU6rR0mbkl0HmIIXKw9jMNzu6m9l+ET4tsGrO7fjx6HGcLMpCiKcHnuvbHx/u3oetl4wzc7na2yPCJPBrYJswzL/nFiw9cBJFldUY0i4cqSUleGalvrTA78fOYOl90xHpqykr2xAUyf9D3FEsvayXudcmncOXgydgYnhbq9eCYW5U1GqJVfXtqd+NChvwmZubkjRg+5tA6gF09QhBTIsnEFdoLEyNS9Yo5KQuLnj42TuwdcEx7GnZEUNydqBdXiHs6p/dNoEB8LhlitVpR6d8txOX80hxJ0NyLjAt6TC+nB2ECW2aNr4TeeU1SMjRCHSXPVqKTcwzH/hCrW48FT+AZQnLoHZVmBvwATy0LQsl+ZFQ2vtCZm9syA9xC8GtUzrg7oVHdfXmqfb8ojk9UVZdJ4zRW8/n4mB9fU9XVOJF299hX1ELpxPVCM3TKA6deveGU+9eKPvLOMqfCKvMx4HADhiYdcaofUtIT7PUm0qTtJ0KhR26udyDLOlqeNp74o62d2B8+HiLa3DQJQfPhu1AnaoOqErED2t24PGBH+GdP2Uitag2Lf7rE9tbXM8JnQLFRlAZgjTDbAZ0nQuzULrkM7R4/A3AxjxFaF5ZDe5ffBynM0oBdETLYXPx2pFFCK7Ig7quDrkff4KQn3+C1MraUgzDMAzDMNcKkj0/2nwB+xLzEeDuiGg/V7O06lpIfvplTg9Mm39YJ1MZQhH0lGbdWqbPP2TkYDnrp6N4c2J7i8ZmS9TUKXE0pcis/Xx2uTAouzo0XgJp+bE01CgsK/w+3XIBe3zD8aoqFDHSFOMvvVrjjUHtcWf+EV3GAsrotGB2d1Gf/kxGKXZfyMMuEwO/KV2DPTCmgz82x5uUf6rPImCaxp7QKoq10PFMu5Hxvne4l5ibi70NZvUJEU6qDTkx/HUmW0Th07ptPZcr6t3HZZaKTFXaubwxoT1sDcpOaRnRzk9sBJUyeG9jgtH3hfUZBj6a2gkOtuaO1SVVcjy4JBZHks2vI70PvL/pPLqFesKtiWvJMAzDMAxzrSmtrMFX6/Zjf1wyvFyd0MHfD2cKc6GqsoHUyVg2lkGKn8dNx8y/VqJMUYdTGS1hZ6OETKpGaY0D3OwccE/bHlYf+4HNK3EOZyGz1wh+L51Lxj0Vo/Bgu8FWj7E3M8XcwF5RgsyKMrR0cWt0X3n1KrjbGcu2gS5lGBd6Hj8fcERCjhTBFhKOetkH4tmRA5CQk4+kfI285+pgj8+njIO7iyNOZmfh8MU07DxDRnCNYOtQoIYDVKgIkkJlr9HbtvX1wW2dO2JvsnEteYlaAhtIoaB0AoaoyT/BOLqeRpJWGnezybBBt5ZByJSUwk4qw20RnXFvG8vXpUhRjTV58SivkyOuOhdbVyXile5DEJuVhcKqqnrZXIKXBg0UDh6m9IsKERuRUliMsV8uMvq+vKYWn23aj09njIOjBdm3slaOp5ZtwL5LyagKUWjKBehPFx8e3YOB/mHwcLIyGzDDMNctbMBnbl4UcmDReKCk/oFeno2FuID3o3/C7jQF3MsKMOXMZgzIOgOZuzsC532KVw6lQ+lwFvah6/Beh1LYyh0w9rwPHm85Gl6z74TMwzqPyD2J+fXGez1qlT3e3rzPagM+Kaec7PSGZi2Uir8p4702Av9MdykGxSnhYlCeNMGzFY56R0KdKYWN7YNwCH9fpKMnglyCMCliEtzs3LBv7lDsvpiJk0V7YeuQjzyFLQaEDUCv8Ba4u18YUr+fgeysFHSSXIajRA54AOrBQHWnNyHrNB72ERGoNfE81NKqZ2e8Z9cdVSccMDjjJNQ2tvCePg3tht+GwJ1JyCqtEUpjqptpGvVDTGw9Ebd2e6TR81eqlPjg6Aca4309lXWVWHnpa+waNhabjsdDqVRiXLcI+EeObHI9a5OMI6J8OpTBK7oC0rJvoP5oKSSTvgDaTzbq8/q6+HrjvYZMV1980m0mvtzzhfhcc/o0EgcOgu8Lz8Nz2rQm58AwDMMwDHMtIOfT2T8d1TmPap04B0X5CAMuyaNU2ohwtbfBx9M6YfnxDDM5leqi39EzGPf0D4Ofm3UKo9jUYrPsSMRHmxMwu0+IVXKvnUwqsikVV9WZpYt3tGAsNiWjuOFyAWQEP5IrwR3SV7HX9nG4S+q1fa4BQPd7EOrqjF3PDBbyP5V9ktQ7cZIxu0uwp3BCuOPHwzhQ7/xqyEODwkX0etsAN2SVVFt0Xu3TugVOpRWjvFapM9Tf2jUI/SK8MW/bRaQVVSHcx1lkPDDNBECMau+POf3CmlyDN9fHG6XQp5+/25MkIvEXHkhBjUKJiZ0CMbJ90xkNLtWXTzBl3els7EjIE04A07obZzZ7f2OCReO9lou5Fej17g48MzIK9w0Ib3IODMMwDMMw14onvl+D05c12YJySyqgzlBjcP9QxJXkoVZehlo7jWzpJLPFa53HYVPKJcC+GD3Dc+DkIIdSJUFBqTcmh/QTxvsQV+tKBV0qKsSZ2vOwdzYwRkuAJWk7cW+bAbAxKEvaGL5OLsio0OsrCQeZDTzsm5bfVYoMi+2BzmVQy9U4eF4FRx8v+Pjo5TpHmSt6t5gATztXrHt0Ng5eTsGB7HQobFUoQBW6ewehvZ8vZnXujBcz12LHyUTIagBpvWjqUKTCpKldMG5wDGL8/VBSXQN7G5lZzflunoFIrC5EUY1m/SVqYGx4NMZHRuOTQ/txuaQYrdzcEePkgz2Zl80cAAa4hOOR4b2bXIN3j+4SxnstdSoVvjh9EK+1HYhFB0+gorYWIyIiMCm66YwGyflFunT69I+aUv5LgR3JlzH86W/x1ISBmDrGODzvm52HsT8xRZOZwEL28IyKMgx9/wfcN7gnHhnW9PkwzI2KEhKxWdPvRoUN+MzNS+IWvfG+Hh8UY57HH8Cc78TnmnNdoCwpEane5TJbbNi6HA6hv0Ei1QgAdXYKrOmYh+iOPTDawQ3WJvJMLiy22F5YoUJqUQl2nS+GnY0MYzv4w8PJPHKboMgUUvh9t1tfB5N4oo09as6fh32bNhYVmjUXLqLsr/WYWFSGBA/gpbtkGHdUBd8cf5zx6IS14f2hlmie7oo6Z4z0eQZq51hEekZiRvQMuNi6aL5T1+DHpGdwvui8+LwwHhgePBzzBs8Txw1p2x0hOZuNji2xtYPT6FmAsybFDxnxPWbMQMny5bo+Nv7+6PLcY9jt0QKHknpD5WKHbiFe4juq0HNLzxChDHa2txERS6YGfEpJOsIKxWFBdQGyK/WpN7UklZ+H39ktuFvbsI/cR1OBMR82Op5j5076OQRVw7u9XjEpkZdA/ce9kLTqCbjpyyTsOG9epsCrxlhBraqsRM7rb4hU+vZhTStXGYZhGIZhrjaHkwt1xntD7GykiH11hPg5IacMeWW16BbiKeS0p5efNOtfLVcKWY0M0dZChmtLVMqVSMguw/FUjVw9pkOAiOy3hFQqwQMDW4sa8IaQkZjOq12Am+hjSlJ+BVafyEReub40U0OUqhyxsc17mCndDnhHAT0fgNLZl8pqijqa83dfNsoCMCDSGwvv7gEbmRQj2/mbGfBpOnf0CtGllA/0cMT9A8Lx/R697N/C2Q5vTYoR2bAo+xWtbc8wL907wKTOgTq5mRwh9lzMN6qn6WArxbgOAU2eW2WtQhjITckqqcEb66nAmIYF+5JFJP286Z0bHa9zKw+hTDaci/5YSsz984xwbojw1bx3EDsScpucJzmRvLPhvFiDjkHWp5plGIZhGIa5WiSk5+mM94bGX0mOEkeefEh8vlxegKyqEnTyCoKrrQP6HPoaHUIyYGujsUhT9L2fZz5aulXAVkiT1pFVUQ5bB/MyTQpJHeKLM3EuvQR1SiVGRkXC31UvZ5nySMdeeOngVqO2W0LbITWzCFGtfIX8akpmXgk27D8HLydXDO9oPuaJtFaQ1BvJdu1vjwdGOyPArxSedv7o6TUWrjYaXbEaaiy4FIvdGcm6fbv5BuK3sTPgYGODwd0isfdAotHYNOqtvTsiwl+jmfdwdMD/+vXGJ3sOGKWrf33IUIS38MKhzDTYy2zQKzAIMqnmXMZERKFSLhcR8ZdyC7H/ZLKR4yyd87jO1pUiOJlnXu++qLYar6/ZBsd8CaR1wLrzp1GcXYEP5xoHe5nSPtAPNlIpFCqVMMiTAV+sk1SC/JYqvL96J9pHBqBthL9un10JSbq1hMLcwierlgjnhm+2H0KXkAD0ibA+MxrD3Ego1VKxNd0PNyxswGduXkwMpfp2vYehQzuDnD51SkhdzuqM94SivC1qsm/BqwlleFO6AzN7Bot0npYUgIYMjgzEWyBhw7ifs4MCI+Ydgrw+RecHm85jyb29RN1JS8wdFY0gT0esPZUFt7pqPLz7RzitOQkScexCQ9Hyyy/gEBWl61+2eQsyn3kGUCpBJu6PpcBnk6T4abQM1RmjoCiPMTtG/8DBmNj5Nnx54kuMXz0eNYoaDAsZhijPKJ3xXsv+lK2ITdqA7hHjgT6PACn7gOQ94ju1zA7n+9wPO3kJIuoN+IT/G6/DddhQVB48BNsAf7hPmgSlixtyi6rQP9LbrMYqKSRJCSnWMdoXb0+OwZc7EkVaT1K+vj25vVWpM70cvOBs44ZKhfF9EFwfPWZE7CJg6KuAfcPCrWOHDvCYPh0lK1bAtZVBSgPtvNUK4MJGoMd9ujZ3J1sxb0P6ZZ01H1ylQsXOXbC/lw34DMMwDMP88zRUr53KJ2lp4++GNnq9kcW07sRn2xPxxY5ETOkShA9u7WAx3bohvcON60JqsZNJcMt3h3SR/+9vSsDPd/dosP/Dg1uL+uyrTmSgTqlCRa0CP+1PFhvJ09/c3tVI5t57MR/3/XIccqX1tTJrgwdB3fcufL49EYvmnRHHGBLtiz7hLcxS+O9LLMCK4+m4vVeIeIfYf6kA287l6lLRT+naEmU1xhkDXhjTBgMjvbHrQp5wVri1WxA8HG2RUliFXuFeZqUADOVmcqz4ZGonfLr1gshmRXXsX5/QHr5WZEKgrF+0dqZyqyXoveTFMW1F/4YI93HBAwPDMX+PcWSTFjLsb4nPQYRvhK7N3dEWBRX6SKbG2BqfywZ8hmEYhmH+FSqqLctL5VX69nBXb7FpcXIo0xnvDVmfvhsfbE/G6NZRmDdiNBxsGtd3dvEPgPqUDSAzliGlainuXroO5fWy+we79uGbKeMxpLXlrEV3tOksou1/v3AG1Yo6IEuFbUvisU19Dj4eznj7/rHo3kafLelMYhb+9+EfqJHTO4Maitr2GN0jXvf9hovtcDBNfyyVSga7qi6YEdwb3586gpe2rURhdRUGBIViVFikkfGeiM3LwpIzJ3Bflx4Y3q8NDp9MxtZ9Gp20xE6CfqPboNLBWJ/7UO+e6BHUEtsTk+Dm4IApMe3g6+KMlOJidPMLFG2mONtpgugi/b3xycxxmLdpH9KLShHcwgPPjRuIEG/rMiGEuHrgcplJ8J4KqPGSwLFIIgzrkjpg3/EkZOQUI8i/4XF93Vzw2JA++GzHARF5b0qVrwS7Dl80MuB7ODkiUVmIOk+VqekBEgVgV6B3CtkRn8QGfIa5gWEDPnPzQmnRZfaA0kSwaju+wYj3mIAWuFgvD6iVjqjOnAmo7XRKyiWHU9E+0A239aRY8YYJ93HFuB5ybDhGv2Kah6bMOQHS6g464z1B9STf2XAOKx/qa3EcUspRZA5tWa+8gtI4faSTPCUFWc88i/D16zTzVauR98knwnivhVINPXXEGxfnPIGSogi8uSbdaHxnOxmGtfHD96e/x8L4hbr2LSlbcDwnVt9RrcaTxaWYWVYOp1/vAPxigEnfAHetAzJjsf3sL3gnexcKM9cDmevR2qM1fh75M7wcNRFCLgMHio1YeyoTb60/JqJ3qBbn48MiRMRUQ1CdTkrFWlWnFP2txVZmiyG+d+KvrG8MTkOKx4vM05dCUQPUljdqwCcC3noTdiEhUO162XIHO1ejj0NjgOWHjLvYS4xTVGmRuhnvyzAMwzAM809B6dhJziKDtGn69YboEeZlMS08Qbb9P09kINrfpVE5jyBD8IwerbD8mLGc6mZi0KVI8zfWxWPzkxqZ0hJTuwWJ7d0N50S0uGGK/EeWnsDeuUN02QHIIcDUeE9G5BfHtBE1Ml9aFWeWpn9UjL9wCCAHBS3bz+fiRJrl1O8vrY4T/T+4tSMWzO4uyhH8ejgVf8SmY+XxDLGFtHDC0vt6IchTE4nfN8JbbAQZ/F9efVZkCKBSAPcPDBcp7RuCDP5TurREpVxhZuxvDJLXJ3cONFqzhqBIJapX35gBnyAjf7i3M57/04LzKmAm1w9v64ekfMsGf1PcHFmNwTAMwzDMv0On8EBR976oXFPrXMvQTg3LvH0DQ5GmNs6wSqhVZOwFNiVdRLinJ57t3b/RY7va2eP24IFYlrNDZDvS4lzpgzwDx1u5Uok3t+3CoPAwUYvdEuPC2ojtx/WH8f2RgyIITS0B8koq8cJ3f2HDJ/fD3lYjc323cn+98Z6Q4LM/R2JLbA98+UxbpJcH4p09xpm5ZBIJRrePwoqEs/jg6F5d+96MFJzKN8+WSnz6115s+u0s5t41DK8/MQ53TumJZafPYknaaWyUncDWA0fga+eJ+YPvRGi9c0S3oJZiIw6kpmHab78jq7wcdjIZ7qR0/IMHNliOa2SHSIyIiRD15J3t7awq26VlWkRHfBi7x8h4LqmVQm2raSBDPF1X+lRcWtWoAZ94cFBPhPt54dE/15t9p7IFnByNs/cO7xyBg/FpZn1tSiXCeC9R6Sfm6ti4zM4wNzIqSKCyVEfCrN+NG4Lf9NkxzI2Kiw9w6wKk2Ufh9bq7cKf8RXzh9x7Koqdqvr+4FfjzfmDNo0Cqxsr6xYS7YAON8kxREaUz3huyOT7HqsN/c+st+PYeb/TvehFjBpzFVzP6oaTSXBg4kVbS8CDHfwa+7AK8F4SKDWvNvq5NTIQ8NVWXir0uw7wOkTQrD5NajsKc3h3x5PBIYbQnWnk5Yv6d3UWU+OpLq832K6wp0P08rbwC95aWwUmbBzM3DvhtBqCQI8nZA0/l7kKhwV+TpJIkTF0/FbUmzhOphZV4esVpYbwnSEn83sYEHLikP5YlKONBc4z3Wp7sdTdq0x6EvLgX5EV9UZX8KFBhof6QfwfAren0ooTHjOkozfSC2sRxVilxMXMO8W15GvZ+ayC1z4TMNhfj0jehX9olszFl3t5wGzOmmWfHMAzDMAxzdSA56+vbu8DLWS/7tvV3xfiOGvmIZLWnV5wSm1Zu+/K2LnCwafx1cnOcdXLzh7d2xI+zu4lI9kFR3vh+VjeL0diUDp/SvVuCIu+Hz9uD9q9txq+HzRVamSXViM/SO1JeyDHP1lVaXYdB0T64vWcIXh7bVqSsJwLcHcT6BLg7iqh6U4oqjaOgDEnKr8Q9i44JuZfWl4z2Bv68SC2swrgv95tF4+eV1+DR307o0vtTJgLKSrXprGWlp6Hc3BzjvZbHhkbCvolsCUSwl5NR6vvGmNylpcggYAo5Q0zopC87RWjXuinIyYLGZRiGYRiG+TewtZHh4/vGwdvHCTWhclR1qIF/b2eMG9BWfH8iNRMvr9mKuX9swu4LGufEF7vcCpna2Wys7Hy9YXdLknHa+IZ4qvNwfNn1PnR1jUI39yh82HkWUs19A5BRWobccvMSScSOE4mY/tYS9Hv8ayzeFgu5M1AWCpRGSVAeBuShGqcSM3X9L6Xnm41xLsUTeeUj0S5oMF4fN0yktSd8XJzwwZTRCPf2wooL5o6cpbWWMxjYVlKa/lLM/WIdCksr4eXrgiWpZ+DcqhDO3lWwd6lDqV0e5hz6GoUUhGVAeW0tHlm7ThjvtQ4MP8XGYmWcsUOuKSLozMG+WcZ74p4OXeGucISkVgKJXAJppQzSOilsTSqSebo7oU3rhh2iDRkW3RoBFsoeOFZKMXpgO2NDvatlmZ1S8FOdLq0DgaOdLW7p3r45p8YwNxRKSKzeblTYdZ25qckMHIlJdY4oVmoUYvtSga0LjmBd15OQbX9V3/HUUmDqTwiKuRVLxv2Ej45+jNgK8zTpRHMUYmOj+oqNoNoz7o47hGLQEIpMsciZFcBfT+k+SmWOUFr4lVXJNcpNqbOziA7XGvS1UKp9+o54cniUSGdZWCFHSw9HSAsvAovvhbwuz+JfAxepHypUuRhXYexVKqjIAVL24qDcshIxvzof21K3YXz4eCMlrmF9IS0bzmaLyK+rjZ+bA14fOQFvrmuti7D6s6A/BricgaNH/XVwbwVM/k6/U+45IHEL4OgFtJ8COLgZjSlzcYHX8/OQ8fkT8I4ogK2rAnKFH+wfW44jGTXYkZAGDydbTO0ahADnANh5LYKd12FMOKLCnbHm6bIuRTjh55FyBO9/DnPOtIDnuUxR2sHr7rtg6+t71deEYRiGYRjGEh1ausPWoEzU+Zxy3LbgMO7uG4rX1upTZK46kYn3b+kg0sKveawf3lx3DkeTCy3WlWuO3Dy8nb/YCJVKDX83B+SUGcvjge4OIt27KTsTcoWTaFMYGv9jWrrjTIZxZiRfV3v4uGiiVCja/c4+ISKtPNWnzyqpFoZ4S7XiCTcHG5Fdq6ESBbsS8lBTp4TSQmF4ej9YczITs/uE6tp2nM8zytxlKDePsaKufXMhw/hH0zri+T/PoKbOclkBWp/Pb+usU3Jezq8QWQIojf+EjoHCMdgQexsZvpjZBQ8tOY7q+jHJUL/gzu7CsXf+3iS42NmIcgItPR2bnCNdeyqP8PTy0+JdJr24ClF+ruJa0WeGYRiGYZh/gsgQH9R1V0BeqZH9LiIfM/cswZPBg/Hqqu2iXBCx/kwCnhs5APf07473O72MJSm/Ib7sPCprpEjP8kZRiatRdL219PJtLTYtYV7HkVRonBHKw8EBXk7m8tGJxAzM/eEv3RxVNkAVJZqtl+9UdhJUBapRINfrgtuE+uGoScS3q5M9Wvq4i59v694Rt3Ruh7yKSvi5uqC0rBovfrYOp1WZgIWEo6629iiv0xvybSvVcKxP7FUrV2BPbBJcgp0gcaqCjb1x6vxqdS3WZRzHnNZDdG37UlJRUa8fN2TjhYuY3qEDrjZU6uCzEWPx5KaNqKzT6JdtqgDnehW5RAV4uDrgzcfHCocPIqugFDtjE8XnkT2j4emqCSDUQpkSPp0yFg8tX4uyeicHF7UNPr9jLIpsq/Br3DHYSW0wKbgDglyMddVaJArNNVTaq2HnKUONjQpzd29FqIsH0ktKEebpiXu7d0Oop3WlAhjmekeploqt6X43bgQ+G/CZm5olh1JRXGVsML+UVQBV+cf1ie21qIFd7wMxtyLGOwaLx/4ChVIlonio5qQW0mnO6tV4+nxtZHzNuXOwj45GbVgAjuYchae9Jx4fGoG3N+jrylMKz2dGNpAG87g+pT3hFVmJ3JMawciQ6uPH4RAZKRRpvi88j4zHnwDqhQeJrS18n59r1J9qzjt52QCKWmDxZKA8C2092uOQp7GboKIqBCG2z2Jivyx4bHsXqDWP7ofMDj5OPg2uQ2a53luTcLSgcBVzsrXcfjWg8gOU/vVIXBrsly9By8OrkeYQCp9pA+A57RZIQvuSd4Sm8+Hvgc3P63fe/T4wZyPgZVwzym30KDj3O4aqY8cBHx84dYgREVHzth3W9aGanwvvGYpA51+QVZmFqAzLD4o9YTW45C7Fpdz9iLNT4/OjSlQdPozyLVsQtnaNcBhgGIZhGIa51iw7lo5ckxrol/Mr8cmWC2Z9P9t2ETO6t0Ibfzf8/kBvUcpp/Ff7EZ9lHNU+u09Ik8dNLqjEybRitPZxQbiPs0jLT8bwJ0dE4sVVZ3XKRdIpPj0y2mKEzG9HzCPuLUGZr/q09taleJ+z6KjOWE1y+cvj2sLGIAqdSmy18nISDgV3LTwq1qMhWnk64Y7eIfh29yWRst8UW5lUGMkbIr3I2GGWUuZbwpIDw9ViUueWGBTlg10X8kSt+4OXCmEjk2BotA+m92gl1o7Og/gjNgNz/zgtyiUQ87ZdxO/390a0v7GWlsaLfXUEDl8uhLujHbqFeGLhgWS8uf6crs93e5Kw8O4eaO3jLDIWNASVUSD2G2TvOphUKJwaNj0xAN71zhcMwzAMwzDXknWpcUivNM6omlVVhk+O7tHJrlrm7z2KO3p1hp+DH55townUum3VcuQUGOtZZ3fs0uRxMypLEFuYhlbOnujk6Y3C6oOQSRzw1IBeeHztZqgMDv6/fr1hb2Nu+lm9P85ojnWkdjSVryUSxJcUYFz9x0em9Uf85T9QWa0xklP3R2cMgIO9Xra1s7FBkIdGbz330zU4fzkXtq2BOhMDPh3J084Br/cZip/3HUaNwyW4RlQCXdSoTXNC2V4f2NpI4efiDKmdsfFeS1a1sbOCo4XzJJxsm5+VylqGtW6Ng/c/gL3JKdi67zxOxKdCIgX6dA7DxAEx6B4TDHs7zbzIcP/S/A3C1kB8u/oAvnn6VsSEGzvldm/VEgeefACHU9LhZGcrPq9OO4P7d/ymSwD+w4UD+L7PDMS08ENcYa5+ZyVgUyaFSqZGnYcadVCA/nc4Mx2H1emQyIFDaenYcOEC1t95J1q6W3YCYBjm+oIN+MzNS2ESMhKpBo/xA8kT5bCtM0+ZiSLjfEOkvPvt/t74aHOCUAxRVMhjQyLQK7xFo4fNfvNNlPy+TPx8OFqCbybbopaK0VOkT4sYzJ/9LnacK4edjRTTurVCp1YelgdSGCv+vKIrAakaeafcoFbqFYukMNVyNrgDfp75BgJP7BfR5/0evB2uvWIsj39puzDeE48Wl2GPpAds3U5CIlVCURGBmuxpiOnti9vbDsaiU7+hdZGxYFno5IEWIf0wVK2Ej6OPiLg3pVdAL6PPFJlDSmDD6CRKoTmteytcbSrrKpFXlYcg1yChzBvXOxLo/RbUytcpt6hG+VuQCGx5WZNNILgvsP0N40HKs4HdHwATvwYOfgkkbAAc3IGeD0DWZixch2q8PQsravH1zktmkVQzf/0VnTt4oIN3ByD4NHDR3AkiqwWgUjhBUdoNaQp3rOh4ATNPnUddZibK1q+H58yZV31tGIZhGIZhDMkorhKR1JawFFVOad2r6pS6EkckVy2a0xMfb0nAnov58HV1wEODWmNYW79GF/rDzQn4fk+STolIRnRttqZoP1fMn9VNGJNJ1XdL15boEeplcZyGIsYbg2RxMjafyyoTsuKzI6OFAdsSR1OKGjXeE+1buuH2XsH463SWmQHf3kaKwdE+Qu6lmveUNt+UvvWOBVpGtvcTdeYpA4AWWp8ZPZp2Jm4uVXIFsktrEOTpCA8nO0zpEiQ2clwgkZmuLzkYfLzlAjKLq9E91FM4cRgm1iqqlIv3ph9mdxcG+r/OZAsnBFoTSpc/tI2fLgvCp1svmhxfidsXHEGUvwvGdfBHXGYZUk0cGhqD1mj5sXQ8OiTi6i0KwzAMwzCMBfKKK7A13tzBlShUVEIG43KsZTW1KKqqRoC73pI9f+wkfHJ4P7YnJ8HT0RH3duqGydGaFPwN8cOF/fg8fpeo5RzunI9HIg7AXqqROV2cgrH8jg+wOr5IZCua0DYafUMty4wU4W4NaoOa0VJbKcKjfHH2cg48nB1w75hemDKko8X9ElPzhPFezCsNqAqqt9ob0L6FL6ZFxSCx/BiOVOuzWzmEVsHWrgCDu0XA1dkBUc5ByIKx3Eh099JnHyD6h4Yg2N0daaXG2bVu62h5jn+HGmUdsqpKEejkDld7e4xrEy021b1qXTmr/MJyLFp5COnZxegQHYhFu2N1xnuCHCE+X7EXC56fjrV/ncT2neeEnD9mVEeMHtkBgyLCRL86lRIfn91hVL1brlLi3t3LEVoXiHHBbXChMA8p2SWwKZVCqpCgzllltt7iM5kSVEBpTS1+PXUKzw8aeNXXhmH+aVSQiM2afjcqbMBnbkpqTq7E2dWfIloZjb8wXf+FtAZFbudRCDe0qDEx4gf3MRuH0mV+flvTHpBaKg8e1Bnva2yB78ZKdcZ7Iq4wDm9nf4HbI/+H+/qHC8Vhg1D69ixyQNDj2rIGuScMovAdHODUrRsUBQW4/PV8ZOw4hAjXAPwZMQj5Tp74bmMmtkrr4HD+LGxbtYLLwIGQyOqjdpT61EKdJOmYlDcaK3Jep3w7gMpJpKGkdJSltaWYJ09Dtpcn7iktg7dSiYOODviwhQsW1RbD29Eby8Ytw5wtc5BWro9+mtV2Fjr7djaav6eznXCKIGXtybQSRPq54OkRUWaROn+X7059h4XxC1GtqBbOBS/3fhnDgoeJ73Tnn30G+Hk0UFevjI1fbXmwjOPAmoeBuD/0bZd3AVMXAjG3iI+X8ip0KfoNkVf54FzhOVwqvoRHnpwP5ZlnoMgjJbSGsyESnG7piarkR6BWaK7rktD+KFQfxP9Or0JdlsbBgmEYhmEY5lqx+Ww2Hvv9JBQWyhwRZKSn+u2GtA1w0xnvtZCx+aOpnaw+7pmMEny329iB1rDU0oXccpHOndLKkzNAQ5mciHEdA4yisi1B5QH6hLdASZUcn29PxOJDKToDNBmvX1p9Fl7OtkguqBLvAMPa+uqizUkR2hjeLnbCeEz9jqcWm31fq1Ahu7QaYd4uWPtoP9z2w2Ek5OizX03vHiQM/KZZs36/vxfe25iAo8lFCPV2whPDokQE+9Xkx32XxXrQNfZytsOr49sK471WAanNkjD5mwO6UmAU8W6JU+kleH1dHH49rH8nOHS5UIxNJReItKIqs/tJm9bwfHa5KFGw+J4eeHFVnOhrLZkl5lkPGIZhGIZhriaHz6fisZ/WoNpRDliIl3K2c0SFUx1k1RJI1Bo5KsjTTaSVN8TdwQFvDx4uNmtIqSjEZ/E76w25atwRfFhnvCeqFWmIL3oTLk7P4KEePeFm33BWohHdo7D9RKLus20FUEs+sgb2LZlEgn7BIaioleP7A0ewaP8JqGpVsJUC+WWV+OSP3fD2d0F6bRm8nZwwPLy1Ltq/zqAElKxOCpcUNSrC9DK+m509nuzeT/wcJ9dnZHKS1cLFphY1wdXIUOSiLUKwZNwdePjAIlyUJ+v6DfWLwfAAY8O8rUyGxdOm4v09e3AgNQ0t3dzwcO+eGBimL091NViRHIt58dtRWlcDN1sHPNV+GG4L624kN+cVluO+uUtQVKKRY3cdvohad3P9f9zlbPy4cC9+W67P5nomLgMlpVW4bZomIC6/pgKFteZOxCobJRJzinCpsAg/TZqCT//ah0uK+hoEDdkpDdozy4yz8DLMjYoKUiiFd0pT/TiFPsNcN+yMz8QzK1QoVmtq3PugBPnwEMZ759BvIbXPw0tV9vi8VgJHbbiPoycw6r1Gx40riENBdQG6+nWFm53lNDOVh/QP3UuBElQ7mD81i9Rx+GjzBaGg+mpmI84BvR8Fii4DJ5cCqjqgRSRqWt8GmyN/QZGbC6m7G1SVVUieNBkSOzuo5XJQVZ8O+Unon3UGjw55GtPidqF0+R5o/Q8dO3VC8M8/QersDEQM10ST12i+/dBmAUapjuNA+JNoGdlO1HCnOpZlcrmIuvnN3VVshoxYOQJLxi4RZQc23LIBZ/PPIqk0SUScB7sFY0faDuRX5aNPYB+EuIXo6o0uudc4Mv9qQsf89vS3us+UGeDpXU9jZpuZmBo1FRGe9ZE5+z/TG+8bwyMYiPvTvP3gVzoDfqSfq3DGMK1TKnPQGODlKjnWlu7D//78A8XLlkOemoqLwTJ84PwX5AWDdcZ7LRvD+mJy0j606t37SpaAYRiGYRjGKg5eKsAjv50wiqQ2xdTYSob7Nye2b3Tc+KzS+khtL2EUtgSlym8KKoX1xY5EnM4oERH+DXFbj1bCoXLJ4VQhjwV7OWFyl0CsOpEpouEpJT9F6d/y3UERDU8GdVOobc6i47rPbfxdseyB3iIivVdYC1H/nTIPGNKndQsMifbBrV2D0MLFXmPob0BpNvSTPVh6Xy/0jfDG5icHijWi6P92gW6iFAFlGqC59g5vIeq6ExG+rvj57h64VhxKKsQ7BuW9KIqe6suTwwCVoSK5nViw77LOeN8YoS2cRSS8KT/svawz4FMGAld7G5RbMOJrnTg2nM3Bmkf74bcjqUjMqxBy9srjFsp5GdDPJIMBwzAMwzDM1eR0bjZmb/8T8vD68kvlUsBVL1OqaqUoltcC7hIonNSwL5TC0cYWr40fpjPuWuJiYQFSSkvQxS8APqSvtcDhvBSd+amFXSV8HfRR61pauiXhw33HcDQzA3/MaDib54huUbg0rgBLtsWiRq5AgKsLxnWPwZrLCUgpLhEG9roqBe79ZRXsnGWoUSkhkgrYAXXOgFM2UOuixH1b1urk3lAPDyybOh2+zi5oE+aHVv6eSM/ROLW6pkpgVwJE9w1E/5hwTI2KgZ+zxqFBWxorxLEQfg56o/KPSXMxOegVDPDtgMVDHsDlilycK81AmLMv2rkH4VTJBWRW56GtWxhau2iyurbycMe3kybiWhFfko03Tv2luw5ldTV489QGHM/JxB2R3dHFW5PJ68+NJ3XGewHtQC9bJvdAqL8XVq87IX5W2aqhtAdsKoAVfxzVGfB9HFzgbe+MAlMjfp1UN/Sq8+fw2/0zsOL4WSRk58PBxQa/Xjpj3F/MQf+xb8jVz4TLMMy1gSPwmZsKUjA+vvwMKtR6z0Yy3t8h24bqFmewzV6T5v2gkyNGtwrEkMpqzGg3C237PQc4NGCUr6vE/3b+D8dyjonPjjaOeKvfWxgdOtqsr23LQN3PXuWWNaHqOo0i7K8zWXh+dDSCPJ0sn4zMBpjwBTDsdaCmRNRhJ1Weyx1PI/+LL1A4/wf9mHJ9ND1B2QVmXNiOKZf3G7VXnz6N4mXL0OLeewF7V2DmcmD940DBRUjsXTGszygMGzLZaB9yVhgcNBg703eaTVGhVuDNg29i5cSV4nMHnw5iK64pxvT103GpRJNWXgIJnun+DO5qfxeuJrWXk1H0yy+oy8iAU8+e8LpzFrambDXrp4IKSxOWYtmFZfhw4IcYFTrKrGSCRWydgU4zNBH3JijKs3R/QEkx/cSwSJFWVIesEnY+23UfKRuAjY8PfP73mPgcqFZj5lFPzN9sOftA7phb4dJP45HKMAzDMAxztSFD9/9+P9mo8d4UihR/aWxbYdS2RE2dEo8sPYGdCZqMQ2Qsf2tSe4tp36k8lbXsvpCPhJwyYei2BCn/Xh3fDk8Mj0RRhVwY8ElR+tTwKMzfk4QPNutlNEvGe0tQhDwZrp8b1UYYkMmQ/uzK06LdwVYqMgO8OKaNTvFIUMT+xE6Boj68KbTML6w6g71zh4rP7QPdxVZeUyccC06n6+uoPj4sUmSpuppQCnyKtr9cUCmi+Of0C8NGC5H0NM/fj6Zj2bF0fHBLB3HtUgqadnqlNZrdNwRPLDPPQJBTWmOUWeC50dF4bW18g2PVyJVCvn5saKSuzd/NQZSssnS7dgpyx5gY/ybnyDAMwzAMcyVQbfnHtv4FuUwrR0qglNvCLkUNqVqNGopgNyx3aguM7BmJ1wcNQwsXy3pfhUqFp7ZuxF+JGjnVVirFC/0G4p7O3cz6tnTSB/5UKuwhV8lgJzWuD19crTH+n8jOFkb8ni01GZUs8fDEvpg9sjsKSyvR0scdMqkUjw7tjeWxZ/H6+h0au7wUGuO9IVJA7qZGLflNGtijU0pK8PXRI3hriMZZ4aNnJuGt7zaJVPp2tjLc0iMGT90+VJSrNWSIby/szN1sZLwnvOwr8Xvqzxjg+5n4HO7iJza5qg4vnvkKZ0v1ZUwntRyEB1rfiqtJTkk5luw9gcScAsS08sedA7tiW+Y5i3Lo2vQz+PPyObzSdRjubdsTGdnGsjAtk02NGgon/YLJZFLcPaYHPjiyFiXd1SiPVkNtQzXsAfmBSiiVKtHHVirD3A7D8cLxdboIYrUKUJXo38WqFXVwdbDHvf01mQCIoBMe+Hj/PiglamG4p2S72owQke5euLV9487YDHOjoFRLxdZ0P47AZ5jrgsNJhaiQmyvlzqtC0M7D2JhdJJPhTzcXBPq0QtsGjPfET2d/0hnvtYbY1w68hv6B/eFiZ5wCyW38BBT++JMwKAcWAT0TVDjaxrBevRTywkH1PwMFFfKGDfhanLw0Wz0SqRTlW7c1vg+A1qWW069XnTiJFvfWfwjpAzx2DCjLElkIFl9ciV9WDkNRTREGthyIF3u9CH9nf7zd/22cX3ce2ZXmSr7LpZctrpnWeC/OFWp8fuJzjAsfJ1LuNxelSgmZVGZmvE+ZPh2qCo3XaeWBA6jYuxcOj7RueBy1Ep/FfoYRISMgbdUbyD5t3EFmp3GaSD0IOLUAut0FuLdCxabn4FJjLEzusJNgpJrqgmoEIEqb2jvcCytPXsSay0sgcz8BKblO1iOcBkxw/lUJiaOPpg6RATRiv8e1F4lhGIZhGObqQ+nOCyuNnUC1UMR6WY15hLSnk12DxnuC0tJrjfdaY/kra+IwpI0vfF0djPqOau+HKD8XkTLdGvLKatGmCRutm4Ot2LSQnLY5XlOD80o4nqJXwFE0OkXO55bVwNXBBk5nlgBfTNfI0eFDgDEfAi1aC4eFU+nFuJRnbvROKzJP877oQIqR8Z74amcipnRpiTBvy1FYjUER7FRD05CskmpM+uaAiLAn9iUWYGt8rsgg0BD0rvLh5gsinX73EE8cTDLOmECH+OjWjohNKxZZGWb0aIXWPi54Y128yJxgNBbUou6nVmlLzg9dWnnij9h0kW7fVKEytkOA2XwOJhU0mPjwrUkxjUa2MQzDMAzD/B0uFhUgvdy4vjpR5yCBV6U9agzKlGpxdrZv0HhP/HE+Dn8lJugs4XUqFd7ZtxtDQ8MR6mFcMqmfX2t09AzEmeIs1Khssb8gAkN9LxiXxUrUlzHNr2za+dLZwU5shnLz9vOXdHb5enuvGUoS6S3Yy2INyoCGtmyBn9+ZhYLiCjg62GFb7gWM2jwf6ZXF6OETjNe6jES0hy/uCp2IUvkp1CjN9c0S5KFSUQtnG305gC3Zh4yM98TazD0Y4tsDka7mDsNNoVSrIJMYn0xxZTXu+GoZ8ko17yiHLqZh25lEjBxvOR2/un6hPjuzD9MjOqFDm5bYc0RfooCwkQMvPjQC8am5sLeVYUL/GES18sFX/XchrbX+PUDhBhSNAORqJRzrF3lySEe08/DHqpQz+OXkSdSWS4ycRcZGmjv9njmeAUmZGjJb6ksOBIBECUgVwOsThoiSAwxzs6TQV93kKfSbPjuGuYGgGusW26VVaB85weJ3MS0sFC2qZ8PlDVgUv8isnYz4J/I0aW4Mkbk4I/T33+B17z1w6t0bb7jdjiei74eXrA3qyjqgOvV+KKsiILXLg5dXJiL9rI88MkRiq1dMNkSit2VPS7sQTSp7I8qysXr1LHx8/GPkVeVBoVKIiPtHdjwCtVotovBvi77N4ngBLuYKtpN5J83aaMzTeSYG8ya4WHwRd2++G52XdMaIP0Zg5UVNpD9RtGSxznivpTo2FuPkbSCTNCyIZFZkirT+P/oG4r5WIXjF2wsXxHpKgOFvAp1vByZ9DYx4U2Q9gMwW7wQEo0Sq/3N5xt4O7zhLxfwM6RbihQ8m98bHk0ajhbPmGrnYumBuj7no5mfsQXt08wF87NQBdVJzYf6uvqEI9zF2DmEYhmEYhrmaUL33hri1m2U5skOQcdkfQ7bE52DeNmPZiKhTqkWqdlPsbWRY/kAfPDYkAn1bt8Cs3sEio1Ggu7Ghn3C0laFDfTr35mJnEuljsQ8sOzJYMqAXVsjx59Lvgb+eBErSAJUCuLQNWDIFUCpEhPl9/cMtjkdp+E05lmoesU727GMpRWgOVKf+zp+OIOLljejx7nYRba/l18OpOuO9lnPZZWjp4dDo+tA+aUWVIrOAs52xfE1ZAqZ2b4X3b+mIl8e1E+n+SfHraeG+ovIFsSbnSffSm5Ni8M0dXeBTvy5OdjKReWB4Oz+jvlvichCbauzkoOWWri3RqZVHo2vDMAzDMAzzd/Cwd7BYJYkMolO7UEFTczr4GsszhuzPTcLHFzfDvmUVbP2qIHXQOM6SiWlfWqr5cSQS/Nz/TjzedjD6+ITBxvZe+Lg8hyp5O5zJaYVvjozEofQouDpWo1WLUnQP9L2i8zQ07Ar/Sgs2LxuD7PCGUBp9UyrLavD6wrV45sg6pFQUCafNw3mpmL3nNxE5biu1xfjAsRbHk0jc4ESBVgacKzMPIiPiSq3IsmpAdlUpHjywDO1XvYde6z/Fdwn7hP6bWH00Tme815KSXwyXUic4yYzlXNpFVW9Mr1TIkVxahFp3CdDaEZW+EijqX2umj++GSYM64KXZw/HMzCHCeE84dDHXCcttVDiQk2zUFuXuixc6DccPQ6YhoD4bg71Mhge6dceUtu2M+p5KzsLWgmTARiqi7iVSCZROEkiVEgyPjkDvqOY7OjAM8+/BKfSZmwpKB0kKHMMoFgnUuHvyGHTv0hbrShMQVxin+25Y8DBRn90SW5K34IV9LzR4LB+KnLYApUn3e+453ef7SLHU4SHMWXgUp2vz4NjqJ9i4JILiUsav+R2fDPrEzLhriXJ5OUpqShDkGgSPqVOR+957DfaVDh+GZ1qsRF6xM6ry9IpCmYutSDNvxKUdwNJpWOXvDTgYKxUTixNxtuAsOvp0xLToaVgYvxAltYZrK8HLvV42Oz7N8UyBSb0dqkfkZn2NnRpFDR7c9iAKqgvE55zKHLx16C34OflhYNBA1GVmWtwvqsgOXwz5At+c+gYJRQki4seQli4t8eK+F3Es95jmL6CrC7a4eeDXAR8jOmy4xTET3H0xvFUputXUolwqxdn6dXKwMVcwExNaTxAR9xkVGQhwDhBlF0zZEJcDtcS8fZQiC29MHGfFCjEMwzAMw1w5ZHAdEOktorENobTwlF79fHYZDl/WG5H7R3hjdHvLIfBJly5gz+8L4KHoiByYR3VrDbSWnG+fHRVt1HbfgDDc98txHEnWH7u6Tomhn+7GZzM6Y3C0r1VltQrKa9HKy0lEhh9txBjeP9wd3+fOwtPVd2OrSl9v3k1Wi/sHGhviyQg9c8FhfC9ZCZj6i5akAsm7gYjhmNylJT7ffhE5ZbVGXV6fYKxgI0K8nBqsJ9+cqPu7Fx5FaqFGo5pfXitq23u72Iu5ZBSbR/4TVD5h4Zwe+GTrBfH+ZFpOwdvFDh9uSsC28/qsChTo/um0TpjS1bKTh6cTXWtzza6DrWUH29ExARjW1k/M3d/dQUTzm7LmlGW538vJVsyFYRiGYRjmWuLv4oqxraOwIcnYWfWRHr3w1ID+SNpUgu2peiNyV79A3BJlLvcRl8uT8fX5jxHoKkNSuQ/CPIoQE5YJ1EoRl9UKvs6WZUAXW3s80nagUVsbzzux5vx6nM29jKExZxEZkANKFLos436MDnwC0W4Dmjw3uaoGZXVF8LTzw7SuMdh14TJERmqt7Zzkw3rvhS7+/ihJLECmRI5qP4OU8GoJHu7R02jcpKQ8PP7YYqT3q4Xp60FBTSV2ZCVifHA7RLr2hItNECoU+hJUNUobjAu8w6hUFeHvYDmra2Azs70+dHA5zpdqsnQVy6vwWfxuuNo6YFbrHsgqKrO4T2WZAj/2uxPz4nfgRGE6FEo16upkugh8Fxs7LN1xChuOU1YFapBC4QK8PHYwbhvSxeKY7i6OgIXD2Zs4CmgZEBKKvXPuRWpJCbydneFmb/6Otfp0vEZgN8HR2Rbz7h5vtqYMcyOjVEvEZk2/GxU24DM3Hb/M6YHPtydiz8V8EeXy4KBwDGij8XpcPGYxtqVuQ1JpEjr5dEL/lv11D65zheew5tIa1KnqIIUUKy6uaPQ4qWWpaNuirVVzohqOax/rj2d3vI0tGfo0OmScnrtnLrZM3QIbqeVfR5VahY+PfYwVF1ZArpIj2DUYb498C8HVTyHp+5/gWFuJw/7tsSa8P/yqS5Ds5o+l78yC48mWaKX6ACWXnYQR387LHp5v/QjbAJOI+b0fA2ol5A38HZPXp4FytXPFusnrMO/4PMTmxQpD+nPdn0M7b3OB9J6Ye7A7fTeqFHrl3ciQkYjybLyWZ1VdFRafW4yjOUeFgKg13huyOnG1MOA79+qFyr37jL+USODUsycCXWoQ5h4mnB6yKrPEGhI2EhtMjZyKL05+YbRbjVqBxZm7cI9nGA5mHYSPkw+GthoKu3pPz6lRU/HhsQ9x0ElvcO/h3wMhbhayGdRD+4a7W46+Ipx8fSiEy6w90pcj7xmGYRiG+Wf4blY3fLH9InaczxPy6j39w3Tpy3+9txe2ncsVkdpUq31EOz9davaLueVYdjQdlbUKjHGMw8Bjj+E9GyXipKGYIn8TdTBWOiXnV6Jva+sUa64Otlj+YB+8uOqMqMWuhdKyP/77SRx5aTgcTaLBDfl06wX8uC9ZGP1bejji/Vs64LXx7fD+pvMiG4Apr0zsCJfk5/DN5lfxh3Ig9qtiEGhbidm3z0Yrk4xI3+66BLlCBTtb4xTxOhRynbF6y1OD8NHmBOy/VCAM6S+OiUb3UHPnhnv7h2Hd6SyUVuvHJMeKnmH6ElqWqKlTYtHBFOy5kC8UtVrjvSErjqcLAz6lyqdjmELtlDGAUt8XV8qRXlwtnAEIutRz+obi463Gimr6esPZHHQJ9sSuC3mirMLoGH+dgX5mz2CzaPv2gW6NRslThH9EIzIwOWJYIqSFMyshGYZhGIb5R/h02BiEeXhhU9JFuNrbY3ZMZ9wSrakl/sOYydiZehln8rIR6eWN0WGRumh2tSIF6qrlgLoEeSpv7Mpbh5GBmtryVQpbONiQDKiRsaN9c+Dr3pW0g1bNycHGFgsn34INqb8ivnKHrr1WVYkNmZ8g2LkzHGWuDe6/N28Vduf9iVpVNVxtvDCh5X14a8JwvL1jF2pUmjlqTkLzz3PDBiA3uBjvf78VdqVq1HoCdiopPpg6BjEmGQeWLzuMcpkCtR50buYyuFypyToglcjwcMRn2JqzHPGlsZBJPDA+cCY6eZrrm8cHDsC23MMoluut3m1cQ9Hdq/Ga7gqVEqsyDuFAwTmQd8KlCnIONdbD/5lyShjwe0S0wvJD5kFpvSJawcfWHUGKQGTVKJGmLoC6Xt9M3B/VCz/+ftxoHzrrzQmJ6N+tNXakJMHF1g6jW0fC2U6jb54Z0QW7s4yzB4S4eKKvX8P6ZplUinCvht8TWvl4APU+BIYEuLmKfRnmZkIJqdia7nfjptCXqLX5Qf4hysrK4O7ujtLSUri5NVx3nGGsRSWXo+yvDag+cxr24a3hfssUyBztRepzQw5lHcL21O1wsnXClIgpCPfQG1d3pu3E07ufFjXStcSkqBAXIhFGYUu0dm+NNZPXNOtCjVs1DmnlaWbtv479VTgU6KitAM6tAaqLscFGjRfOLzDq72Hvga1Tt2LwRweQaxDZc49sE2bJtiHYWQmbmElA9DggdT/g7At0nA44mT/g5R9Gwq46D7+4ueKTFsY1luzUXtg7cxuc7RuuddoQyaXJWJawTKTk79eyHyZHTG7QSYGgP0WULt9SaQJDBrcajK+GfgVVdTXSH3wIVUePar6QSuHz5JOomTkG09ZPQ0Wd3jhOzgczomeIyPgLRRcwd+9cs3GDXIJExLyWULdQLBq9CC0cW4i5UfaB387/JpwCKHPDcz2eg6eD8Xo1N83pqI93Qm5Qa8lBVYdtT/RDq5aWszswzPUKP9sZhn+/mBsDqkO+4Ww2jiYXIaSFE6Z3byUMuHY2xi+9lL593aksYVid2i0I7QL1720HLxXgroVHjYzhfaVxWGL7PmQSNU6pWuOluntxTq2vE+nv5oDDLw1r1lwnfLUfZzPNa43+ck9PDIryMTJkb4rLFlHnKrUaH2wyrgdKadkPvjAU074/hMQ8c+dJNwcbjIkJwAtd6uCZuglw8AA6zgBczOWx/h/uFNHs02W78JGtsXxeJnWH7Ol4OLs0rCRtiPSiKvxyMAXpxVXC0YGyBjQUsa7lnkXHsDNBHxlvCXICWPFgH+F08NCvsbr+9Hrz0KDWuKdfGEZ9vtcovT6lyr+9V4hITZ9bVoO7Fx4zG5euZ255jSa1KmW48nDEiof6iH+JxYdSsGDfZRSUyzG0ra9woPBzs5y5yhpoHv0+2AmFSYqAlQ/1QY/Qxh0dGOZ6g+VmhuHfL+bGgOTKTSkXcTA7FYHObpgR1QEetg6wsTGW0RLLU7ErT6ObHOzbA1GuehlYLT8NddFsyiela4urdcTxWr28qMlUr9c920tdcXvrtZBJmi6fqmV56otIrTxl1j6h5Qto6z5I91lep8D+Q4nIzS+DX0wFdtR+Y9RfJrHBM9Hf4oFl23Ei07wuvU+pHYZFhmNSr3Y4FZ8BRwdbjOzfFj4tzOXfOU/+jP0+JVC5KQFf41JOUkiwY8zDCHZrvl61oLYE67P2IrMqD+3cwzE2oB8cZJazfWl5K+53bM3Rl3slGbakyhF1Cr2eOtrdF+uHPwiVSo0XftuETaf07xQz+nbCE+P7YdTSRcjWlnOVqOHgLMWM9h1wS+sYqCuAO75eZnZsVx8HFLjUQKHSGPt9nJzx+5TpaO2pkWFXJp3Gd+cOIaeqDAMCwvFK1+Fo5XLl5aHKamrQ78sfzBww5k+eiKFtW1/xuAxzPcnNZfXti052gpNr4+/NRFW5End3OX1D2qQ5Ap+5oVErlUi//wFUHTmiayv+9n2EDs2CLDgGGP0BENofP579EV+c0ERdq+rc8fPB8/hf97twf+/+IpLoq5NfGRnviRQ/CSYeVmNdH0mDtdSbCxneLRnwqV1H0WVg4VigXCMojaF0nS08sdJNLwxRGvsj2UeEspEib4g5sk14zXaJpgPJhcd+RF5GEj5p8SY8a+1wW5U9wiwEr8SiLfogD7PKypFtY4M/XJ1RK5VCVeODktzx+O1Ihln60MagqJ0vdyTi96NpqFV0w4ROARjTt22jxnvieO7xJo33xLhwTXp5qaMjQhb/gsqjR1GXkQmnnj1gFxSEz2M/NzLeE2R0p2h42qgmPUXiK9QaT08tWRXGUUkpZSnivnm+5/MisoeyCtB2taCaqj/f1xvv/xGLi6V1aOsCvDS9NxvvGYZhGIa5Zjz06wlsP69JF0l8tPmCMIpSBqCXxrXFkGhfLDmcilfX6EtOLTqYjIcHR+DJ4RRJJBV17k0j2Q+qYvB23Sy8YbcEnaVJ+NT2O4yRf6j7PqesRhO5buIo0BiUXt8SXk769pzSGkybfxDpRZZTxBNVcqUwXI+J8Ufizktm35fVKLD8eDpOpruia/BEONvbYEalA6IsBIRr3wpWKAcjRJKLu2Vb4CypxQFlO7xbcweGH8zC0yONSwI0BjmJzt97GYsPpqC8RoFRMf6Y3Lllk8b7+KzSJo33BI1F0Lr/fHcPxKYW4XJ+JbqGeIqo++92JxkZ74lKOWUucEDbADe09HSEo61MZDMwpKCiVme8JzJLqvH5tov4uD6d/ew+oWK7WpDxf/mDvfHiqrO4lFeBAHcHvDGxPRvvGYZhGIa5Zjy7byP+vBSv+/zZ0f1wPSVBqLsnHru1P4Z1i8KevGP4/OJiqOqjOzdk78Ewr5F4MHos7GU2UFeSgdxYTm1nV414uROq1ZblvVpVOeTKCjjaWG/cdpRZNkg5GbSXllXj8ed/Q0paofgceWsS/Lob91eqFThXdgSj2kSaGfAlSqCmWI6NRxJwIisbXXoGw04mR25dFXxgbsAvDZFBTeleq2RQVcsgcVAKJ1JbKCCpk+LnuBN4o2/zHHyXHjqFX/bHoriqBoOjwzBwXK8mjfdZ1UXYlmPs3EDzcLaXo8TAgD+xVQfxr1QqwUezxuKuQV2RmFOIdkF+iArwxm9xp/XGe0ItQU2FGl5wQccWAah1U8DdyQGlVTX6LlCjyLlWZ7wn8qsq8fGhffh+7CTxeVrrTmK7Wrg5OGDZ7NvwyoZtOF+QDx8HJ8wdNoCN98xNiUotFVvT/W7cCHw24DM3NBV79hgZ7wl5iVqkjW9hd1bUdq98eD9+OPOD5rviXqjNmUg+hfhgXRk+Wr8RUX4uyPK8bD62owS9E5RY10f/R0Ald0NdaQ/hZdc10npPSC2z2s0yi/6mdPBGqdjXPa4z3hN09GeKSrDRxRmVBqlu7GX2eHZkFLJKqrHtfC5mybabHc8uZw/2pO9DriIMiw+l4vcHeqOzSfrKz3E7WqnjESQpwAtFxbiltAr3eEeh1CkfTiELsW3vLxh8fg4iHnjCqhSVX+xIFAZ8Lb8eTkNxZR2+uYNSQBmny//l3C84mn0U/s7+Daajp/rx1YpqEUVPBvTRoaONvnfu2RMwKLOUX51vcRxqP5N/BvlV+Xisy2P4+uTXOiM+GfYvl5rfA6fzT+Na0j/SBxteND6f5qJUKUV2gLWX1grBkBwc7u9wf5MOEwzDMAzD/Lc4crnQyHhPaCOaKTL9wcWx2PB4f8zbahzBTl2+2XUJ3+2+JBwQs0v1SilDlqsG41X1ryIKP03tZ5ZCvTnGe2JOv1DsS8w3MhR3D/FEhyB33efX1sY1arzXQgbxR4a0RkphJf46k21W611bFoA2YsmhVCya0wN9I4zT/jvZaxWtEnysuA1fKSZDBSnk9UVCz+28hLKaOrw6vr2u3EBj/LQ/GR9s0ue4/CM2Q0SbL7m3l8V0+bsv5MHH1UGspyUcbaWorlOJOvJ39w3FzJ6tjL7vFuIlNi155ZavZV55LeIyS5FRXIUXxkTj3Q0JkCs1ike6ByiTlCmmafOvNjTvrU/pI8iuBHKY+PlACpYJR2MVxncMwOPDIpt0mGAYhmEY5r/FucI8I+M9USdToSpQgvTkErw0fwN+edkdv+at1xnvtWzK3YHPD51HaJ031ow/DxcT9RyJiK5SJaqVluUPJ2mrZhnvia5eE3GhbD/U0BuKfezDEOysNwx/+/MuJGcUkkpcRGQrFZZlc1upPWZ374KkgkKsOnteGJ8ldYBjgVCHo9YduORUhNQLeaipscPSk6fx9eQJGBFpHN1t7+MI1GeqV9fJIFWq0T40Cz5u5cKAfr4yE2/trMILg8bCrr7cQGOsio3Hu+t36T5vOHMBaUUlWP7I7Ub9VGolThStx6Xyw3CQucDNtrvQl5riaCNDCb0nyGxwW1g33BPV2+j79q38xaYlr9Jc/tUa5BMK8pFcUoynJvbHB3/uRk2dRt/c0t8diWo6ijHHs81LW11N2vv7YvW9d/ztcX47fxqLz51EubwWo0Mj8XT3/nC2bX6WXoa5Vij/Ayn02cLD3NDUXjSuyailPNMBzn61cPCsQtWppcIArFI4ozZ3vDDeayHlXUJOBdxtA6F20adPJ1qUqhFQrDeWy8vDUZk6S7f/wSIJdkfnYXC0r9XzHRM2RhjBl55bKqLohwQPwUMdH9J3SDkApJjUdScjtVqNSHkdTjlovApbOUVh+T4H3HV2O+xkUszo3gqBFFBUr7+k6klve3thvYszFJL5cKoJQE3mbcKwTtE3hoS0bouhxz/FMOkJuEqqsMUnESonvTH7fCsVPkhYgI+XtIDX7DubPMffjphnGKC0phTdQ7VVtTyy4xHE5sbqPttL7SGVkNeUXtgkHuz4oEi/72bnBluTsgiWGNByANYlrTNr35qyFZ/FfqZ3fujxLNzt3RHgHAB3O3dMWTfFbB8jp4LSTMDGHnC2rn7rPwVlj/gp7ifd529PfYuy2jKROYBhGIZhGEbLhXrjdEOQgZYi0anWvCVIbk7Kt6y4ImpgL16eJVIZflZqIkq0JOSUY8OZbIzrGGD1BaFsAAvu7I4fRCr2WgyK9sGTw6N035OBeds5Y4cES/i62ota7U+vOAUJJKImPJUQoFT4ja0FZRowNeAPiPDBhRx95E0NzNPCLzqYCk8nezwxvOnapb8dNZeb9yUWiJT6hnXfH/uNMifoI+43naXyBhKzTAh39wvDff3DRBYBa4zS9B6z8EAKvFAGT0k5LqsDoIYUhy4X4tvdmnqcdJynR0Qh0MMRPi72ovTCgI92mTlBkGFfCzkhSCUS+Lg2HhH1T/P9nsv4cLPeYYLOkcqRfTr96kU9MQzDMAxz43OhxHJwUJ2bGnVOaqAKWH/kLPICi8z62NkqARsVkmsLsSvFFRMijOXVOkrfrtSYZCQimbwjlDQgyZZyW/y2Nxx25XGY2iXG6vkGObXHtOB3cKRwBcrq8hHi3An9fO6EpL5sZ3pmEbbsPqfxHtAcGLknfBDQIxcSA5HRUeaKjacUuPfMN6hTqTCyXWtkxhXickaRyERFhvCgXlloFZwHmUyNqip7nEsIxrx9B8wM+P3CgnEsMxNan4LIwDz4uuvfR1ydaxBfuhGf7HTDSyOadtJccdS8Lv3ZjFycy8pDu0C9bn5T1meIL92h+yzBIQQ7RSCtylgundCyK+4ZMBpONrZwsELfPCgkDF8cPQRIVZDK1FDV0dpKhPF+zO+LRR8bqRSPTOiJaEdvuDs6oE0rH/T95QfIlcbZrMI89A4ahUWad4sWXhbSf/2LLD1/Ci/v36b7/FNcLNLKS7FgpLn+nGH+LVQic0jTjvPG1qYbCzbgMzc0DjGa9DamVOfbI3mLL1xbVcNvqIsw1BaWBwJqSw9kJaprWsPZIQPazDk2CjXu2aZCRid/zIgehpnRt+PO+ZdRBn29eVKYvbfxfLMM+ARFkJtGkes4Ot9is4oELs8wONYVo29gXxQm34o1FzXeepSOdNmxdLgHPYkXqzVG2wUe7ljtqn/wyxyy4Ri0BEfSHkGFvC1c7PTfPTMyGsdTirGpoBcgrYWr8xaz4x+PkiD/jxXwvG0G8uZ9hpJVqwCFAm4TJsDv+bmQOukVjLUmKTbF/NWaeWohw72h8V7sp6pFTIsYJBQl6CLje/n3wu1tbxdR+A1RXCkX2QUolWj7QHdM69HHrJ49jRtXqE8FW6usFcb8HdN2iHuDGBs2FhuTN+r6UKp9kTK/OAX48z4g4xhA16HtBGDSt4D9vy9YkbPD8gvLzdr//D97ZwEexbm98Xd9N+7uHizB3d2KFSktFWhpoe7uLaVGeyvQUkNapLQ4xd0SNAHiIe6eTbIu/+f7NuuTkABtL/c/v3vnITuZmZ2d3XTPnPec9+T8iWd7Pwshj62KZGFhYWFhYTHQI+jGsxRJYWiAqxhlbXTZt8dolzIIu90H9HsE9RvrgMpmqxFLH+5Jpzb2xJayo4zp4ksXJn5NKmyzjj7c05Ha9g+I8KC2/1sumOPCrZdKaQd7ewI+IaW43q4A9fGRUTiVW0MLEtpjQ3IhnhgVhS8OZuO35EJqQT+5ewDemtoFrhLz/YhCZR83Eywt6zMrpFbiPYGE1V38namdvLEzvmeIG5aMiISLuO0EZJNCTUckpBY3INrHGff3D8S2wA3oVrMXAo4WhXofLPf+BHuLGqzueT47kI1TL4+Ev6shJr+3fyg9jhGxgEtfb5VUgac2XUZSXh3trCJFGF/MSYSrQ+edy/4O1raOHrNkR0op3pwSDzeL0QwsLCwsLCws/7/p4WXuvDbC5WnBcdGjqSvAq+OBNFkHO/ihWFZhtZ1CxTdYOot1+PZ6IvoHlcFHLDPlR3/J7YJ6kQuGhMQhzm0Gnv/9Euq1l8Dl6JFX5geVRoBPD53E1O5xEPE7Lt2EOfWkCxM7D6TaWUg3lzsj/ddYDH1QhiZUIcQxFiXFXbDuYrppmz2Z2eji6Q1OvuGxZ3wdwsLNBQkODkokJl5HUi5QpZDCR2x2iXqwTy8cyytASlk5OCoOfNykdufl7CrHjjMX8OqYYVh5/hzWpl6GVKnEuMgovDV8JLws8s3GrnZbFGpz8bFUXYW0xiNWvyeuBEO91PijxAlKnWHbSCd/LIocB3chw6zZVuQqNTafv4KLRWUI8XDF/P6J6B/vgnR5EY1zdRoOIhCGC8XmbnriVvDVhSQcuPdBRHt40nUPJ/bByotm92ABl4tn+g2kIw0+/GwPki8Ymuh6JYTgjRen/NcI+WvTLtutO1SYi9JmKQKd7qwZ4iwsdzKsgM9yR+M4eBCcx45F00FzRZglTcUSOJW44aX+L+G1w98wbiNwSofI6zhIGMDVAcOv6jD7lA4hXQcgcMUKTHd3p8m7soYMu32zK5s7Pc+zPXTNNYymH9zocVg/xyDUknPpfcD+9W6uDcersZOBrL+w19E+AOGKaqCQJOH9pAv4eNjHVjMl9z87DMeyqnGxPBUbi3nQwTqZKFQDHJUKlZ99hvp1603rGzZvhk4uQ+Ann5jWkc4qUlBgCbE79XM1dyhVtjB3SzkIHLBv1j4q7gc4BSDRJ5HR+pKMTVAVFUHXoydm7y5FXquN54H0SqxJugZ1QJVVBWl2vb1TAxHxyfOMChlFHy8bsowWR5wuPQ0fBx/MjZ2LYJdg4IdRQGlrsQFxB0jfATh6A5M/x79JdZMSG8/noVlt3wlHHCdUWhUr4LOwsLCwsLCYIGOU7u4dRG3a24JI629N7YonNlykInFH6R3qjmX3jiZDF6HR6pBdudduG1IUUCdTwcvp9nRlVzebC2st6Rvmji2PDTJZz/d454DdNkT4Jvbpf11lttMnkNf//O8p+OUh86wmd0ch9jw1FCdyqnG5sB7fHM1l3F+t1VHnK/J7I39eKkGDTIWfLNywpiQEYPUJ6zFOZLxXjK95jmhbIwtI4vD0K6NotzxxGegf7sE47oq4DZDXS4oWyAz59HJD8nR/WiW2ns3Abv1xKt4TQjlVaKkknffxVscgBRinc2vp54fw3rSu6BvugcMZlXB3EOK+ASGI8nHGgp+SqXhPIDniI5lVeGvnNfxnHnMy+Z+CFPxuuViMGobPDBkjIVNp4dZ2/paFhYWFhYXl/xmRrp5Y1LU3fkoj+UA9RI4q8EWtuVJXFTROfDR7aPFwxN34IO07qFsbkXQ6Dkqr3cHl6uDkLkcVn4eZGRMw1q0Yjgo9Dl2PhFgci2+nTkWwq6Gh6GrpYcjUhhjLSINcgbLGJoR7ds5Kvy3qpTKo3XXgKjjgyc3xorsqBs93f8j0OGGXfe48S1qDOYPisT8pC57h9iOT+FwdvDwb8fz537F+6MOm9U4iIbbcNxenC4pwuaoUl0DGrVrnm0m8qFIDv1y+hM/Pnjat352dhYrmZvw+e65p3YTuMciuqLHaP8DNBQnBZoevJnWtYT6ADVyOHNuGfobztdlwFTqil3skdYG15Wp+ObJLqxET5I3lh07gUpFZnN9SeB7KgAYag9Nj8vUoRhHAcQJsOoBPFRWaBPwXBw5Bgq8v9l7PgZNQiHu69kAXLx+889EOk3hPuJRahE/+sw8fv3s3/k2aZUrsPpWGsvpGu9+RK0vs9FlY/lvQgUuXjmx3p8IK+Cx3NCRJFfifL9Fy8iSufbscrlfsuyoqz13AXfNXoodXDzz260VkFpuFZA7UEHgdMz3WcYG0Pp74tHcEREWHgJ8HAn0XwW3wc4zdSJHejrdNvCfdH7nFkXge5oCFQrqoZ3xnlUCzKZpsXQ/gng2AtAyiw48CUvtrIXRLxoG8Jrzm/xBco+NM60lnktbhMjaWvtwq3lsHHqNT9XCbNBn1a9baHVP61174v/02uI4G28zXJ8fTIoODGZX0PHuFuOHLedZCfB+/PuBz+KZOeyMDAwbC19EXkyImMV4jnUKB4kcWQ3b+PH28J2wg8hJnWW1T3yyESNoTQndzdaNKp2I8nq+DuaOLx+VhWtQ0uphoKDKL95Zc2/qvCvhk7uisVWfodZYExYLvbLYCJfT372/lssDCwsLCwsLCQvhsdgKmJwbig7/SkVlu30WelF+HFyfE4egLI6lte2qJfeLGEjJrfUSsN7V9n/TVScztG4xnx8Qg2scJOVXmDnyCn4uYir23g0PplUjOIwk6a0hz/1cWYjGJRbUMgTPpQFoxJ5F2xD+89gKutPE6j2ZV4+z1GgyMNFvpk9n2JFJedfx6m+L/XYmB2HTe3h7/SFYV7VL3cTHcjxBr+opGBfZcLacxPhHZv7rHWuzuFeIOiYBn1ZVPGBLtRS3q70oIYDwHUkTw6PqLVERvizKFAJv4I7CUv8u0zk9XYSfg0/Wt52y8ByPPa/ncjXI1dSewhRRJkC78zjgv3E7KG+WY8e0Z6sjARPdAVzoegIWFhYWFhYXFkrf6j8aE0Bh8mnIEaYrWFvRW+I4aXGopxjK38fiuz9t499LvOFtZjMYmCdRaPhycFFTgJch0Auyoi4CQy8cIlz44d7kY96VtwNR+XfDUlMGI9fXC5ZJyq+O7ikXwdzEXdN4KZ6vysSMoAw0BauojLSngwvUsHxw9B2++QEbNmtHqdIxx83Nzh+PZmcPwc9HXyFVeY9iGi5T6YhwoycS4oDirmFHsxMV3F07Bx9kZkV7W4m9tpSvGRnXF5jT7Y14oK0VefR0i3D3o40XD+qC0Xoodl9NpwXCkjwc+mTMRPK45L+8rjoSY5wyF1vo+J8yxJ1wEDhjtZ98oRs9fp8dra/Zi/8Usw3UQkHEJ1tvIHZvtJEAttOBL1NDIrO9xfJ2sc7LjIqLpYoSc/4kzpKDBGiLot8iUcHT4d8ZQNTTJsfD9DSipaoQ2XAfY3GaEubgh1v2/a7Qsy/9vtHouXTqy3Z3KnXvmLCytcLhcOA0fjnN9mAObCkeDPU6Yaxh2PTaDdoz0CHJFl8ZiOIV+A56k1Gr7KnU9avJ3Akop0FQOHPkA3LNf4ZVJ8aZRQcZ5kAMiPGmnydLfLuLsdfskYmcSS8//nooDiniU6QyBCUHDcwBm/QRIzBWXJFE3OMpQxWfJtJ6t36ouAbg7/l673+v1HHCFjdDrtCiYPRtNhw5Z/E6PLy9+aZg/z+HAUa6Hs0wPD6keM88Cj3tMh9fixdBb2BKZ0Gqht5jl4ywWYPX9fXD+9TE488oobF06GEHu1i0tpMP9lX6vgKPxhqq+H9RNXdDHpz/utThvmVqGjNoMNKsMyd8aeQ1SN65ES6t4TyhztL8OPEkeOAL7GVSkYMBW5O7q1dX+9VgdjARMDMlGvRbY+zKQsYtEefgn0OjMxQ7fHs2l4j1BUTEDWnmw6XfxHvF4d9C7/8g5sbCwsLCwsNx5EOHXs42kEBGRCWT++ralg7F8ZndajEniXiaalRrsvlJOxduaZhW+PXodnx/MxmuT4q32ITE0EfofWnMei9ddwLGstkXlG0G62J/ceBnNSmtBmzzfp3cnwN9CjJUIeRjHYME/sZs/LcL1cRZj0ZDwdp9v/g/J+NPGteDjfVl28+cJ5BWTzv6XJ8Qx/p7UEqgtVH8yp54I9iRuJhb1pLs/0ts64Ucs9z+a2d3qepJ7maUjokyPidPAtdJGNMoMsXptsxLfHbvernhvZI92ADZpRqBFb/hMPMTbB7FNmX9CkCvj/YclfC6HLrZwORy8uysNu1LLaLLyn8DyeX44kd+meE8KTb6Yy5zIZWFhYWFhYWHp5xeMYDdDw5ItXJEhT+clcsdXAxbj9e73oJdHOEQqAfg8+5hHpdNgf1oa6lvkaGhRYP3RS/hk63E8P3oIxDZW+aO6ReLx3buwePt27M+xF3o7ilyjxlNnt6JB1xoLcQF5hA4tCXo8s3g0IkK9rbafGm8W340MCw+Du0QCDxcHjA8eb/d7hYaPBqUh/l5y8g+sy7pg9fsVV45DodWgqMEd12u8IFfzodLwUFbkiQDFcLw5fqTdjHgjSo15vYDHw/szx+LEq4/iwAsLseuZBxAfYD3Wls8VYmLAs+BzzPc6nsIwDPFZYHqs0alRIc+DTGNwpWpQyPHb2cvYd9HcHKW3cHU1IuRp4CqSw1moBJdjfn8lPOtRUVHuHhgTHon2IPGxUGD9JPQOQcjDyg0nsfdEOtQWr/3vxLJoY8vhFCreExyLOBBapNdDXdzwzei7GB2/WFhY/j7YDnyW/xnUQ3qhZMdVBFno6M1iQDhrqlWn+f0Dw+hSuPAXPN5UgUIH6y8esU6Hpb7eUHK4GNsiw9KGRkgu/IK7nnmWJnl27tkJbsk55Ktc8VuyOQG371oFVi/o0+aczvY4nFEFJ50UG0TL4Mlpsko+8f0T7LYnXSwv/HEFJ3OqweNwaKKQJEqNzIubRy3iv035ltqp63WtwQRHjf5ZeggVWlR+/AlEXbpAmZUFTXgQSpvNhQwtEsM1cW/S44Vlh+DsYXhNLpMmonHHTqtzcRw6BDwX+9k3N7JHVTUMQHOuk6lzqVjlhJahXEicgE2Zm/DlpS/Rom6BmCemxRfEBl/H1SFgMQ9P79CCjFzqWpePrRhhOqbIdyeEHmfsnqufXz882fNJrEtfh2pZNQYFDsIDXR7ADXH2BWIn0rEEVigageTvDEuPucDM1e0ehlRyNik0cJHwOx3okCKGZcnLkFKdAn9HfyxJWILMCnO1o17jClnB4+AKq/DutC5Y0Lt/p47PwsLCwsLC8v+PfuHuOH3dvluajEIyQjqm5/ULocvS3y7RTuqOsCG5iArYe58ehvd3p+F8QT21KLccsUTGHn05NxHTewZ2+txP5NTYdaMTiGDePchgRWoJEb+JTTqxeyeM6+KH96d3M/1+WmIgpAoNPtmbiSal/WxNEqp+tDcDd0XxIKhIBbyikVVhP8OTsPeZoYjzM8TFpDt9jc3MdVIMEcjQ7e3hKKRLW+jJ//TWlvCkeIKI+6S44L3d6bSIQsjjINrXGVkVTfQ1d4Q0fThe0SzGN9rp+EP4LuIDPfDHlCHU2r+kXoZBkV5YPDzihjGso4iPqQkB2HrJujhaqdFh7dlCuoyJ98EP9/dp91iksFgq18BZzO90135uVRPe3J5mGiuwdEQkMtt4r14YF4MnRpk7oVhYWFhYWFhYmOjlHYx9FfYd4mNCYkw/k9hmRmRXury+9yB2NJwFV2gt4vtLGhE5ogBisQqVxR7IPB+OnefS8NLM4di9ZAE+3XUc5zOKIdUpsSUzzbTf4bw8vDNqFBYkdr7o8Fx1IRpUcrv1smAtouLNcb+R10eNgFytxt6sbNp5PzwiHB9PMIv23V0T8WDYo9hQuBFyXRMaFRLkN3pCDw60Wg70ei4+Sz2G0f7RyK6oRYi7K7Iaq41XCUUNHnQhbBqxAH39DA1Jd8XG4utzZidVArGgj/e2LjAguDmI6dIWJfk++PO3ofDwq4JKKYCuORijn9TD0RfIaDyDPWWrINM2gsfhQyvrgQ3JrlDpdOBEAJIKQCDjgKsGHD1kcPOXQq/jQKPjwi3IHFO66jioaHZGgMQHnwyYj58uX0JeQx36+Afi0d59IeQxVABYQGLcSeN64M+dBtdXErVrHLgAD9h2MJUue45ew5dv3A0+r/3+W2mLAk4SUafj5mJpI944fggnigrgIZFgUUJvFBYb3yuAq+XALYMHrUiP+6b2xdOTh9LCAxaW/yZ04NClI9vdqbACPsv/DPN6LMDDC3dh2Ml6xBbroRIARf1D8XyPifbi66F3IWk+jbknuPhsFhc6iy85BZeLPKEhgbbGzQVlfB4+lxsqFeMr9yC+5HFU6d0wUPe11WFJjmzlsdybEvBJguou3hkr8Z4ghgK4/Csw6nWr9T41yVgnfxkNwiLwnf3gFPciILS223yg6wOIlozFY7+dQlOLIxlij3DdGTyybzf9vbq4GNfHjqMd9OByEfKcG4oE1gku18Bwg3ifuomeh3+UApIpwaj4q4S+YMfBgxGwbFmnXy9JOr6/O93KdpTM5vzmSC7mDObgw+QPTesVWgUy68xVkGWeHHw+g4evvtMiJz4TfOdUaJoSwBVVMIr3ce5xWDFiBVxFrkj0uYkOmxnfAwfeANK2A6QL3nbm/JXNwIAlQEDPNkcjfLw3k45fCPN0wJtTumB0/I0/I8q8fCgFejx6+lHUKw0zpspbyvHWmbfQx20FYJ0bBUfji7TGYxiw4Wk6x2l61HQ80+sZCMkIBhYWFhYWFhYWC+b3D8X6pELaNW/E10WE+f1CrK6TTKXB5weycSLbnMy5EaQbnJBX3Yzj2fZFAkbIfPibEfBJ3Nxe8cA7d1k7LOXVtKCsQU7jTk8nIQZHe1Hh25IFA0LRI9AVD/xyDg2tXeyWzJb/Af5/5hliQXDQw/FbpDS7WW1Drl+UtxMtdPgtuRAtSi26BbjQmfPkufuFe9xUtzd5D97akWYlyBfXy/H5gSw8NSoaL/6RaoqpVVo90sqYBesbUaL3wUrX5/He/Dno5uxqZ+XfET6c3h0uYgG2p5RCpdHRwg1LDmVU4cz1WgyOYrbePJBWgQ/2ZKCoTkYLHV6dFIcpPZhHBNiOlyLC//0/nTONPKtqUuKdXem0aIAJ8rno8c5+eu2mJQbQMWAOQjY9wsLCwsLCwmLNtJAErM09i1J5g2mdO98RD8YMsNpOpdFg1f4kHE7JgcpJAp6TGsYx674SKfp4m4tZw+Ir4OrZgtM7e9FxT1XlTTi3P5eOUlf2sH8HViUn35SA7yxoo7lKw8GW46noEWEt4peXN6DpfCNc83VwdRZjRHwQPB2tXVUHeA6BJy8WD55ch0adIe7UarlQKQ1xVLNGhXHf/Qxta92Ae5x9fOUiEKOblx/Onr+OP3dfoiJ0r1gfXFXUQK3TIcHXD5+Pt8nndwC1Votlmw+jRcZFS55f61oZvtxxEh88NAxbSz6DtnWcK/1XcgmB3nHIr/SFXgDIAvRwyQM8ohrg07fKxkXLPGubz9Uj3l2ETxIeRICDGz4bO6HT57pk0QgIhTzsPXgNMp0aGjLfwIJL6cU4eSEXI/ubC0UsSb5aiM/XH0FheT283R3x6N2DMXWYuUi5LUqqGmjc/NDh7citN7TY18rl+CTpFKZ6RRmcACz8aLlKDqrkMgz65DsoNRpM6BqD1yaMgLP437H5Z2H5/2ahz96hsvzPEOgUiB/mbMZewecI//IQxDINEgoKkZ80BSE//QxhUCDUOjWkm++FR/5JeIRzMfCQFz5aw8fRHlyoeUBKNwfUCqwtFg85OqAmdAxomomI6QAq9e7QkrI4G8oamO0Zb8T4rn6o2qUkw3PskMmqIdRpwOe2/rk2VQIb5wFqGdzIt2nzdWD7EsAzEgjuZ5U8feK3NEiJeE/QC5HPGYHjftWYVNha1Wi0KNLpcN/WeuwaJMCoi2o4KIGLsXxMe/Z54Mw3wAFDAQF5OncnwPXTx6Eb+AL4Hma7/86QUtxAk3q2nMuvg2dwyg33r3LnICUC2NeHWBVthEZ2BtAxVzd6SDyoeH/TiF2Au74yLOtnANePgKR1rdK+lWmMAj6xMn12c4opqVpQK8OSXy/h8PPDqTUtE8q8PJQ+8yyU2dn08eIoDr66iwu5yBA68TV6DDn3Pa5IZqJWbH5dceFF2FNs+HwS1qevpyMRyKgCFhYWFhYWFhZLyEim3U8OxSf7MrHrShntXq+UKjF2xXGsW9QPUT7O1AnqqY2XqejKhETAhVxtH88NjzF0ymyxsZ23hYjqN8PQKC94OgpR2zpOyJKaZgWd/U5ctwhShRoP/nyOdtgTaptVeHP7NQS7SzAi1sdqdABxGWAS7+M4RXhZsInODDWgx+uq/+A+3ltQag3xGWlGeXViPO0+f+nPK1b7z+kThBfHx9FrfjNklEupkxNT3HwwvdKqIPZWSRX1MjhQ3SRkZAEpoCDL4xsuYc+VcsbXwyTgExGe7GMcPVDaIMfTm1IQ5eNkcjWwhTgEPP7bJaSWGKw+mSAFDeRdsrxMcX7OVk4BvyUXUVeHFXNYO30WFhYWFhYWa5wFYmwa8TC+unYM2/KuQq7QobQFGLdpDdZMnoVu3r7Q6nV4e+t+7E4iM9Q5gJ4PWa4rBO5KcPg6xHvK7C6ru08TRvZ3hkQowJ4Tho57ojHp+fadopUtLVScJjbynaGnZxCCBG4oUZuLDwjCEj7q/GVQ67QQcA3HVKk1ePaTrahpaKEydVOjAt9sPAFfT2eMHWhtrf/EiZ0obSAFCsLWIgWLc9YBGgXpyTesq8tXQRjOg4qMI23l+R7DkXwuD28tt3B5zQZmD4vBU0tGw8fReqRURymqakC11KbxCsDF3FLkNJ2noj0POsQK6+HLl6NWK0KZjxsV8Ck8QOukg2cP6yJkEuvzuTqodGYR0FnIoeL9zSIQ8PDYwhF0+Xj1Qew4fAUcrg56i+e4XljNKODXNDTjxS93QKky3CNU17fgwx8PIMTPHQkxzAXSNY0teG3VblzOLoXaUY8G+2kJON9UDo0r6WgmjWJ68OVAcLwXtqVlmLbZlkKcvxRYec+0m37tLCwsHefOLT1gYWEg0DEAI9enUfHeiLqwCFUff4zfMn7DqE3DMQKFuCvQHxfcBQgfX40BQQ14oVaID2ashM7Z3tJSx+HgOV0pZu6ciW9QDwWHg1hOETxhnygadIPZkG1B5l9Onr3Ial2eXoB7HQPQv/YwhvzUGys2PEEr5JC+nYr31uiB1I1Wa07n1pjmpFtyIoi5myYxT483flNhcIYePfP0eHivGtE/HQPOfGW3LTd1LfjOzAJ0RwjxZN431NMBToKOBWmqXnHQts4C5TsUgu+Ux7hdpFs7c4c0SiBlA7D3FcO/5HE77HP1xMQgf/QKD8GcAD9cErUmYhnGHBC2Xy61S6qqtDo6K7YtSp99ziTeE3rn6nHvUUPGmIxCmHNSh0HH0/Dd4U/xzKVNePjqTsyVpqJY+J3dsbbmbDV8ZlhYWFhYWFhYbPBzFSOjoslqVjvpXibd3r+fL0b/ZYcZxXsnER/f3dcbvi7M1pWlDTKM/+IEsiusnaVsIdbsNwOxkfx+QW/G3+2+UoGYN/Zi/g9JVJQ/lF5pEu8t+dPG5v1SUT0VjJnozc3Gn9qhOKuNN9nYk3/I8Y2Q9YcyKvHdiet2+2+/XAbhDawv2yPI3QE8BktMGje340YAG8G6I8T4tB2Hk8II4iz13q50bDxXBLlNd70tYj7za+4WyFxYuyvVUEhiCbnGO1LK2nyO535PbVe8J5Q3KqzEezcJnzp/MT0/cTtgYWFhYWFhYbHFU+SEzJJmSGsEUDeLQFrla+QyvHLsAPaWpGH0vi+xXXABmn7N0HurIaoDBNU88Iuc8UnvOYj1ZBZ6pYENmLBnNZJFRdAJ9OBqAZ7MPo/XLzCw0+K90dr/h8HzICoXgKPggCvlQpgpgDJGiYN+aei2bRnmHP2FzqgnHd1EvLfFWFxgJKu+GlkNBncuIjbriW2A5XM28kAmuZIRUHQbDQeqaj50zTzoWnjQ1QlwML0Am7aet3uukyezoZfZFwh3FB83J4hsZssTgr1cIeI5gAM9pjvnYZxTMRLENRjlWIqnQy/AgW/On3eJcAdPZH8OttF4iIP9CAIjWq0Ox85m46ufj2Lr3suQye3z85YExjVh6OJzmPTGcQxfmgTfWMP1jQlnLqw9ci7HJN5b3o/sO20W2m35aO0hKt7TbdtwE69uajHVLJNCEpGXCIXEydiGo1l5qGm2/6ywsPzTaMHt8HKncueeOQsLA+qiImoNb4v01AksP7ccDWpDIrFAKMBTvt5oFHPgES2Db38dnIYPx+iQ0YzX9XJ9JnLqc/A9twmventCyNHiE8FqOBCL+1YivR3x0niG8rUOEhDXD5iwHBA40C/Lx7x8ccXHkJRrEerwi/o41v5ubaXfHsI2kmYTGsx29LZwbGLEhj+2QN/M0HWlajYsbaAjlaGlpW2Kx5HeTtSq0hKxgIslIyIxJWIKRLz2O5R6+/bGrLfWQsK3L7iwxFvijfu73A+FRoEGhXW1KRXr10wxuBckrzL8u3ZqmyL+leoreLn+PEoEht77DJEQS/y8UZs4D/DrzrhPW6OB2hpLpCoshDKLVOta0z+Tg5b8x9Gc9T5+d3sd+0L6wkmtwLiiC5h1/QTGnPsLEaX2CUeNTkO78FlYWFhYWFhYbKltVtJuaFuIxTnpImfqcCfweRxM6OaH8d2MtpTWpJU1IauyCYV19p1GRoI9JHhzSvxNvyl9wjzwyawetJjAFhJ+kteweN2FDh+vLYHdScTDRu1oPK9egnvUb2K26m206EX4TjMVGhsbPlKgWdlq325bvFknaztpR4Tw4joZdG200pNCCdvRBgIeB0+MjMbkHv5wFLWfzI33d8G2pYPg5mA9NsAWdwcBjcWVGq1dETAR0h/65TztiP/5dD5e3XoVs1adQYtS0+YseibhfUSsFwZEMBc8tzWVsK24mZwjcSHoLA1yjdU4AiNkHdN6FhYWFhYWFhbS/Z5UVgQ9nyjs5jxbWkM5XrzwJyoVrYWrIj20sXLAQQu+AuBL9ZgYG4MurtZ2+wSlho9jZXJkN9YgQ1SDhn5qKno7FwIctTkm8XV0xDujmfPVHSHK2wsrBk1HwGV3OJ6XQBOhht6xVVwnLql1JXjwpNnR80ZYz3fnQK/lQKflQMIRAC0CaHk8qN11UHnooOfooRXrDc1Ncj4g4wNaLp27XqSQMsbxdQxFBEaIhXtxQyM0OuZcp7NEhPtGWhf6kkLYRycOQIxzP3STAMEC63x2oLgZ08MMRQqhrm5Yv/ABeArdrbbhc7Rw5ssh5BrcuiQ8MeYGT4RKq0Wt3P6e583PduGNT3fi990XseKHw1j04npIm5iLhaXqapR6/QoXP8PrdvKSo9fdaRg01AWDe0d0Kt9MCjaYIO4Kp1LNjW/kEnAZ0t8CqfX+zUoVZCp7hzJ9a3EvC8u/jU7P6fByp8IK+Cz/M1wsrMekreuhYshhNbrZzwGXc7k44tgqAMffRf95tvezGBQwyLQN0/zww44OKJG4YjTvMs6G/oBvJnlj3cJ+OPDscNrJdEuQWerPZeD8kPdQ7mL/57m7/BDQZToV+a3hAD3mWa0ZGOFJO3MsCZFWYETaMebnZvqS1+qg8+lrv94/EXC075oign3V558je/AQ5I4eg7wJEyG7eJHx6YhF5fKZ3TG+qy/uGxCCnU8MQY8gN3g7eGOg/0DGfcQ8MWZGz8R/Rv4HLkIXOuPdaMnUegL0H65ej6Etcmwe9wvWpq3FsM3DMHTzUCz4awEKGgsM2177Eyg5Z/0ExcmGWfcM7Ly+EzqbeUQyLhcHYkegLchcV9uOKRGfiykJzLM8ORIJ4/sg57hCpwimP9eL3VDpaEh8GrcMaq7FC39ywLPpWhoXNg68VissFhYWFhYWFhYj6WVSTP36FOMFkTB0rVgysVW4f3p0NMZ28bWKcZgwiuwxvs54cXwMfnmwL448PwKhnq1jnm6SOX2DkfzaaLwz1XrmvZETOdUY08UXLgxd6rN6WVtLJgS7UaHbFjLDXWcRa17Qx+Jn7USUwLfD3eVhng50YeLrwzno88FBDP3kKIZ9ehTHsw3dNra8N60rVsxJoNd+Xt9gbFs6GAMjPem8eTKKiwnyfkxPDMDah/pCIuTjzcldGDv5jaxd2I/ayvd67yB6vX+Qfj7I54RwOKMSp3KtrUTTy6X4o40xCdsulzKK4b1D2h6/dVdigF0hBZ/LwfTEwDaLlUkhw+1iZKwPvZ4sLCwsLCwsLJbkNdZh/I6fwHXVgOekBddZA44TETX1cHDU0xn2VnAAnbdB9BzVPRJcLgeDve5Cd9ehphymTifBiaJI6CwKQjVueoiDBRDIgJ417nghcSC+nzYNRxctQqzXzTlXGRnXJxb7li/Ge0+Og15sH6Ndri1B/+6h8HSzj88nD7OOtcNdPNDPN9j6Bes5UMoNQr4RMlNe46gHp414LSTO/jV5uDsiOtw85sqSXy5cwsBvV2Pk6p8x/LsfsT87h3G7J6cOxscPTcLYntG4q38X/PLMXAzvHgk+V4gRHubRs5Z0cW/ApKgYrJ9xN4Q8Ph4Knwsex3BP5CdqQIJLEeKdK9DXtQAhdY140edR7L1egt4bvkGvDd9g3NafcanKULx6Oa0YJ5Ktz624rB5b9zGPjE1rPAGN3rp4lsvTY/wsLnhc5vurUf1iIBFZx60knTxxCHOBNI/HhVhovicin0PXXIDfWsvA0QKiakBo0/tGIDb6tvQKDoC/a8ccvlhYWG4NVsBn+Z+AdK4s+vUwKjz+xIFe9oFB+qRYxv14pPomfiow4lX6mIjC34/9Hn/N+At/TP0DXmIGkZqIqA9sA17Kh+uSfZgyrB+GxXi3mxDrFBI36CTMNjx6rQZfn5PiYfdfsFzwOCr1boBLEDB9FRDS385e9OW7HBEfrAHJp5JOpzcCmav9+P7+cBo1ym49z90dnJlfAx4WFX/OAcC0bxiP07h1K2p/+BF6hcLUUV689HHoZPbViOR6zesXgu8X9MEH07vTpK6RwYGDGY+/YsQKvDvoXdNM+/nx87F96h+Y2tJaNtgqfpOxBycdJfglayN+zfgVco3hdadUp+DJI08anAEqrtF1RXw+Vrm54Gs3V+SQ7voK67mlRtrqZLcV9S3pGuCKb+7paSqkiPF1wg/390GgG7NzgMDHB85j7Ktqd4VbX48hpfbn6NmiQWRukOEygIORwSPxaj/D55qFhYWFhYWFxQiZbb9wzTlql89EQhCzxblxvv0rEw2JIQchn8Y1p14eid1PDkGEF7Mg/9W8RFx+cywOPDsMj4+Mxsg4H9OM+lvFUcRHkAdzXEU62jcmFyHGzxmejoaiXDKH/v3p3TAi1j4x+MK4GHQNcKGisL+rmLpFMTVkn5GMxKAe9skxByEPH0zvhliLmJY87+dzEhm7YfZdK8fnB7PR0mpFX1Ivx2PrLzKOwCL7z+wVhFX39cbyWT2sCgXIe8LEJ3f3wJfzesKnddTBrN5BOPzccOp61Zbo/s3RXNP5XC1txMI152l3TUY58zgEo8BvS1sNOe01uJOCju/v701n3hPCvRzx7b29EG1xPW0LQ9oS9zsLuZf7eFaP23IsFhYWFhYWlv8dSP5w0cGtyFfUWPXbcPh6cMRa9PZrIxbRA30ig/DqTEOulc8VYE7Ic3g+bjUei/oM+dUTUNViXzz6/KNjsO+7Jdjy6UIsGTUQYyIjIeJ3bGTSjSACbngAczEl6fz/7doVuA71gLC7IzQiwM1ZgifuGYaxA+3dZl/qPRADgjzhKNLDW+KIGWHdoFHZB3pOLkLc3c2+2FbA5eKF2aMQF2UuRHVyFOGNZyeBz7cvJj5bWIQPjxyHVGnI/1Y2t+CZnX+htJE5Fh3fKxafLpyC9+4bjx7h5hy7k4Q533x3j7n4ZtJUBLkYYuy+Hon4quf7cEl3Q7Ck3uQIRfT00OgqXJFfwCcXTkCqMpxPVn0NHjrwB1rUKuQWGApyySh7pTMHSlcOtEIgN7+qjc9YG4Ezp+18s6erIz5/fjqigg26hb+XC959bCK6RzE3jJFCgOnDrd1j+QoOPK8CfqcA/9OAa74hn2yFVk/HQfBb9Kamub6hQfhs1sQ2z42F5Z9E10H7fLLdncrt+QZgYfkbUBUXoyUpCQI/PzgOHgwOQ9XZvoJ92Ju3F1U1/mjmqiDhaLFuNBelnnoMytBDKQDKRnfF6HueBmf/QtP8HYIz3xGjH/gD8LYX94NdDJWEw4OHY2Om9Wx5H4kP4n0SAO7t//MhCbvr1c2I6T4Zfpc+RIWL9Ze1T2UkTfQRDmEwtruMxO6Hh8DLRWJnnf7csedwtPgo4ARIYoExMXdjoHI4StbbP6/LuHHweOhBFF2/DlWBoUOdIxbD/4P3wfWLA564ABSeAXQaIGwIwGPuTpHu+ctuna6xEc2nT8Nl7NgOX4dpUdNox/vVmqumdUSQHhI4xG7bCI8Y8H3igJZ8u9/9VbjPbl2BtABptWno5t8DZyRiPOnjDVVrJPaTmwuWifiYxHBOkyMmY0v2Fqt1xOp/bGj7r2tid3+6KNRaiG/Q0UYIWL4cVb5fomn/fnAcJCgePAFbW6KttlHw7Z0hCI11M9Cc7YblMxMwt/fNj3NgYWFhYWFhubMoa5DjZE41PB1FGBHrTQs5bTmYXok/L5agrkWJCinzyKAwLwe8MaULpn172mrGO5lnvmnxACSGWNtJGme0B7kDo+N9kWEz9550vw+M9IJEePsdgRplamRXNSEx2I12mys11nEzmX/50d5MK4v4rY8NQrBNNzxJzJJZ6kTAtrTov7d/CKMNfFBMTzw1KR7JlcmmEQSkc/zDGd2o2LzvmaG4UFhPu/cHRHhAxJCEJOxKLbdbJ1drcSijEnP6WHY1tc+k7v7YdK4YZ/NqTesGRXrS9baEeTkiIcgNyQzW8/uuVditq5AqkJRXSwsbmJCrmS3070oIwOoT160Ee9JNPzWh7Vmhxi54snQ0bv5gRjd4OArp+0RGO/QOcceOVPv3rD1emxSHxcMiO7UPCwsLCwsLy51LdUsLjhXkw0UkwsjwCBtLeAPp0qs4XXMc9coWyLiN4HAMBYaW+Lo64P1+kzD18EqodYYCSAKfw8UPd8/DgKBwu31cBV50GRlYjaQqaycjEY+PoQHhcBMxOzfdCsQKPauqGsFurnDii9BsMz5UrBfh/eOtjq1iwKmPCF/NmYMYhs7/T9N34M/iJPqzsxsw2Nsfi0L6Ylu6/cjWASEheH34CGQ31OJyhSH25XE4eHPoSET5emH1igW4llmK5hYlErsFQ2zTVW5kd4b9uFG1Tof92blY2LdXh68DXzQCfNEYaJSHTOt4gp4QSO6229ZL5IEhXbzB5I+VK08mGVyrdQ1KBY6V5CEm3AdaASDz5ZpmQalcgQYhc9wc7zoUx6t/g05v+XsOurq27fhK6B0fjN+W3Q+FSg2RgN+mfb6RJ2cPg4NYiD2n06HT69ErOhCHDmWYJHvi/KDj6aB25FBTBdKVT7rvybhdSQ1AzCIWTu2LpdPtc/MsLP8WOj3Xysmkve3uVFgBn+W/ktqVK1D11Q+mx+IIP4Rs3gmes7kDY1XqKqxMWUl/1jTHQq9praLjcHC4J1kMD++KjEEfvz74cMiH+DblW5Q2l6KHdw+80vcVuDCI95Y80fMJZNVl4VLVJfrYQ+yB5cOWg/83iPdfHc7BN0dy6ZxMkoR8Ivp5nK74Eml+ajgq9BhdFoQ/dPdY+WZUSFXYdKEET4yyFnj35u81iPcW/JH9ByaNmQCv7t2huGoWxrkuLnC/715aKBGxexdaTp+GVtoExyGDwXdvTdISG/bwoTd8DRwR8+x6bhvr24LMtl87YS0OFB7A9Ybr9P0aFjSszWDEI3wUcO0nu/UCLnPgR22Qus7EZ5c/hopjDpC0HA4+rzqF8TqtnfV8b9/eeHvg2/jm8jeoVdQi1CUUr/R7BT4OrR1c5VeAc6sBWS0QMwHoeZ/hurXSkSQkgevoCL83XqcLwVuuhvPyI2iymDG6J3wQuta1jgJoJcstGLluQRgY6omZiTEdei4WFhYWFhaWOx8ilH70V6apTNXbSYS9zwyFl5M5/vrldD7e3ZV+w2NF+zjT7u5v5/fCJ/sykVfTgm6BLnhjchdG8d6SpSMjade20QbeVSLAl3MT/xbx/qdT+fh0fyYUah3tmJ/UzQ8H0quoAE7wchKiptm6k71epsb65EK8Nsm6e/5IZpWVeE/YlVqGKT38qRB+5nqtVZf9w0MjqGi858kh1Fa+tkWJIVHetLufQOLVvmFtW8XfaORAW+vbgrgZrF/UDwfSK2lHfJcAF4zr4stYxEEg7gNMAr6wDXtT4po1Ks6Hvp+NcusZmMeyqxnFdnIOX8xNxPK9mShvVFD3qTenxCPC25D8zqlswpozBaiUKjA02hv39AuhlvidjZtJccSrk+LpQiDncvp6jd173xZkdML9A8M6tC0LCwsLCwvLnc/mq1fx+uFD0LVGzm5CMXbdey8CXc3uRmdrT2JtwWrT456hQE6NN/LrrMXscFcPhDp5YOWAefj02kFkS6sQ5eyNF7uNxQA/e/Hekgdi+uJyTSn2FRuEaSe+EB/1nwT3v0G835JyDcsOHkOLSg0+l4uxCXE4iUw0qQ0ivofQAdUF1t3zzSoVfkm5hI/GjLNan1JfYBLvjZyuzsJI3+4YHx6N/flm63hSGPFoYl84C0X48+57kFRajPLmZgwMCoa/kzm/3y3uxo5KbbkQtFUo2xYcDhcSjx+pgK9VpYLHjwZfMgkcDnOjVGJcHA5WHLBbr9Mxv088DhcJXYLgHO4MmcLajfZcaRmkMgVcHKzH77oL/TAz6BUcqvgBDepKOPM9MdL3AQRIDLn+0tI6bNt6AeXljUhIDMG0ab0gsih0EAs7NgKK3Bs8On0QXQha4rJ1pQxlVY2mbYTNAF+lp832OnLJLdyGo/w9cf84hjG7LCz/Ilpw6NKR7e5UWAGf5b8OdXkZqr42i/cERV4Faj9+BT4ffEsfE0v0NdfWmH7Pc8yBrmIatAp/8MTmbhaejosZckNCZ2rkVLpoGcRZS6QKNX44kYfkvDpqyfnqsK/BEZZDqpIiwTsBQp75S11dWQXpX39Br1HDZcIECIM73i1jCelsWdHaWU8gHUSfZ3hi22MHEdZSDLGbF37MlENpsY2Rojp7e/qLlcxz55OrLuKRH39E04bfIDt/AYLQEHg++KDpvDl8PpyGD2/3XJW5udQmX1mQD4eeveC5+BHwPQxJSrfZs9F81LpwQBAYCMeBzDPt20PAE9Cu944wK2YWdUqQaczXwtfBF/fE3YMvLn5htW2cRxziPeOpJX6OhXhvpEpehXplPbwk9lWmd8fcjelR09GkaoKTwAmF0kI0KhvhWpkBrJ0KaFuThVl/AUVJwIxVuFVIsvSXh/rije3XkFnRRJPxI59YAL+SONT9sgaa2lrU9+iH62PuwddxoZjQze+22dKysLCwsLCw/HdDutBJl7llyq26WYmnNl7GhkcG0Mekk/7bo7kdOl73QEOnNYknyEL2bW9MFBlj9dOpPJzIqYGfixjPjY3B65PjUdOkRK9QdyshtqZZiZ0pZVRkJ3PbjVbpnSWtrBHv7zYXI6i1euxILaez3l0dBHAVC+j5vL0zzW7folr7uPkcg5hNSL5eg5/u64m150pwOreGitALh4Sbxj6ReabEer09CmtbsOrYdRrDkdEES0ZEwc/VkLSbS2bZp5Qa3ShNhQdju/iis5CEHOm4Z+q6t2VW70B8f+I6GmRqK6v/RUMi8JbNNSNjoPqHe9LXqtHZ23hK5Rpq/c/0Xk5LDMSUHgFU9HcR8ZFf24LaZiUqpUrMWnXGVGxxKKOKFkKQcQy3Cvm8rXmoH17bdhVXShqp68KjwyPpSATyPpBigihvJ8T5OdPP55QE/04nfllYWFhYWFjuTBQaNd48ctgk3hMaVAos3bkLOxbcZ1q3p2y73b5h7rUorPcwd3HqgW4Ohg7sIb5RdNHqdVTAbQuVVotf0i7iSFEePCQSLOzaHy8kjEC5TIpEz0A4Csz55gaZAnuuZkKqUGJUbARi/dqPOduiqL4Bb/51iHZcE0g8t/fydXw5YxpC/F0g5vFxrbQaz+XZO5gWNZqFXSMp9fbup4RLdXlYMXIaNvsH4VhxPrXVf6h7L3Tz9jUVuA4MCmn3XMsbmvDj8fNIL61ErL83Hh7eF0EehsKKWd27YkPKFat41FkkwsTYzjcwERFfIB5HlxsR5zICZ2p+RYvGfL8g5DpgqO90bLjW6ljQCnnNI4IMI2g5Yh5gM61MqdagoKoePcLs4/VYlwGIce4HubYJIq4jChobUS1rgapeiaVL1qK52XCwpKRcuqxYcS9uFR6Pi09fnYGPvzuAK1llcHIQYfaknoiK8MEv25NQWtmAkCBPRIZ6oVukP8b3j2vTIYGFheXvgxXwWf7rkO/baBg0b4Ms+azpZyKaWoq1HI4ODsE/Q1k9DnxJIYSSbATXqvDI0Vo4ln4I6ZdeVGAnEPE+tz6XdtWHuISgv19/U2c3mZW54MdkpJYYgpRzBcDei0X4SZiGnrMnQ+hnDqZk58+jaPGj0MsN89Wrv/oagSs+75RVvKWlKROHsqrx4vhEau3pWljIuA1JqtkS5GyYhe6t0eDhRim6K1TIEwrw3d4cfCM/jdm9h+KN1Ys7nbAiYw0K5t0DXXMzfaxIvYLmEycQsX0bOEIhnEeNhP+HH6Jm9ffQlFfAcdAg+L76CjhktvzfSLBzMNZOXIvvU79HXmMeunt1x5LEJQhwDIBKq8JvGb/RAoyhgUPxxoA36D5cDhfR7tHIqTdXhxJIR727qO0OM+K+cK3mGt458w4V+wUcLrbUKRFpFO+NpG4ERrwMuN96Vw+xcd33zDBaXOIo5Lcm0sPgPnu2aRtDih52oxR2Xd+FM2Vn4O3gjXmx8+hnnoWFhYWFheV/g+02ArCRS0X1pp+JUNrRjuQVB3Pg4yzGvH6GeIHEHPk1LTh7vRYBbmIMi/amYq6Rh9edx+lcc4f67itltFubWJJbivdXSxox/8ckNCkMxZOfH8jCp3cn0LnsneVQOvP8SCIEk/n2hJSSBsZt+kfYd8YHezB30AjOrYQk9Q881n02HrvvY0DUuYKDKqkCM1eeQW3rTPuU4gZ6jvufHUbnt/eP8MTX9/TEl4dyaGEBOTfidOAg/Htv0cn7+8djA/Gfw7l0BACxx39qdDQivZ2oE9h3x/NaXQW88N60bqYCjq7+rjhXUGdXaBrkbj3KyxKyL+m2JyMKShvktImHuBcYxXvLeyFSmNE1wNz9drMQB4mdTwyhcbODgGdyIiAFBe1B7reIFT9xZCDnSEYokJEILCwsLCwsLP8bHLueDw3DvPGM2hqrx7Uqe9N0AU8HgU4PhY5Yi3PAqedjTVEqfLkueLi/oQiRiPct6jJUypMg5nnBz2EQuBxzXPfU0d3YW2BuzNqbn42hfmFYnNDXSry/Xl2LBb9sQV2LId/8nyNn8PrEEVgwoGfnX3Nuvkm8t+Rwdh4+72KYY15YK6Vur3qd3moGev9A+zg9UMLsMrX1cjY27F+FCTHR+HrcFLiKrbvMb4RUrsB9321CRaMh33yluAJH0q9j+9ML4OHkgK6+Plg5fSq+OHUGubV1SPT3w2sjh8HDoe049HYg4jnintAVVMSvkGfDSxSKgV7z4S2OwLLBQnydchblLU3o7xeE9waOhbjVKSA20BsVDdajxcQCPsJ83NstLLhep8BT+/9EQWM9fSeCm8TgyRRWvcOpKUVISSlEYmLoLb++sCBPrPrgHrTIlBAJ+eC36gQj+lo7/TKxtzgT+4uz4CwQYV5kIrp6+N3y+bCwdBYda6HPwvLPI/BhTtwIXXnQNjRAkZ4OD19XfNGgwOCGasg5HGxxccJKNz3Gxmbh0bcvEB8Yq31rVq4yCfhfXvwSP1nYrff164uVo1dCzBfT7g+jeG9EzuHh1+wWuN8zH0Fff01FakLlx5+YxHuKWo2Kd96BtlEKx359IQwxC6WKrCzIL12CMDQUDgMHmgoGSFcO6QRxEjEL6e4OQtS1qPDAz+eoJaktJEF6V6L1zB3CrOhZ2J6xAauyUxGsMSRKu6tUGKHfhInqRKxPInajXLw1tQs6Q/3GTSbx3ogqLw9NR46Yrq/brJl0MVLRqMCPu9ORUSFFtwBXLBoaThOHtxvSWf/FSOtue8JjCY/Rhcl54fnez+PJI09CrVObRH2yrj2HBlI88vzx56kLBEGt14HTwjQRSQ/UF94WAd+Ii7hzhRCvnXwNewv2mh5vzdmK9RPX08IFFhYWFhYWljsfD0fm2IDYYzYp1KYuZA8SU8qsRfxuAS7IqWq2mx3/9ZEck4C/8lguPt2fZSoSIF3kvz7cH85iARWkLcV7Apl5TkTqw5lV+GJOIqb3NIimH+/LNIn3xu3e2XkNCo2WFqNadnDnVjXTee5EGB5uUTBQUi9DcZ0cDkLmzibyOslrXrTmgp3QTCDz6IlVuy0zegbix5N5KLDpzl+nGY3Z3KOISvnVENdNN4zu6ii/Xyg2ifdGiIhN7PmN50E61MlihHSok2t1paSBdvo/MjQCAW63PzEZ5eNMiwdsIeMByMLkvPDShFgs+OmcSXwntzNkXXt298TS/rFfL9LxBcb3va1ikuI62W0R8G82biZuV78lF5kebzpfhI2PDEDPG4yOYGFhYWFhYbkzcBdLDA1jNuZSfD0HMrUKl6vL4SGUQCT3g0Jidncl+Ij84FDpAY3SEMfooYeOp8eq5HNY2K83uBwOcht/x+WaT0nEQ7dxEUZiRMD3EPHckddYZyXeG44BnCgrwMmiQrw/bDQWdDPEZl8dOWsS7418dvgUOEIO+gQFIs7H3I1fVNeA03mF8HF2wvDocHoPQKiUNqOgrr7Nxi03iZg6EizeuwMnigsMLZ7khLQAR8dBD19fPNTTfrb8cN+uiHb2R06T+fpo1Vy01Iih1+mwOzMLSq0Gq2bchc6wOyXTJN4bqW2WYfuldCwcZiiQGBUVQRcjxI5+5Z4zSM0rQ6ivBxaM7IVgbzfcbtyE/pgU8KLd+nvjEulCXAGM193I0okDcel6KZoUhjEFhMcmDLCzz7dEq9Phsb92oKzZIPyTt6PIWQG3WB48Mqx1jvLyhtsi4BtxdOjc6NtPUo7iuwxzo+XveSn4afhcDLnB6AgWltuNtoP2+NZ/QXcWbAc+y38dknH3wTHoU7SUmL/8uHwd+OFdkTN8BPRKJYKG1WFMgME+RqLX49EGKUQCRwyOnw+NNtnumMrsbFSt+AIND022Eu8J5yvO48+cP3Fv/L1UbGaiWuJGiwLKXnkFoWt+gSg+Hopr1+y209bWoeKNN2hGy/vpp+AycSJKnnoayizDTCOCw4AB8P12JZ7fkYE9VwwBj7OYD7GAS+d4GnEVcjGqJgOfbquyE+8dhTysvr8PBkfZ27wT3MXu2BA2Fy7p1lb6rhwZ7uEfweeaOfjjYrFJwD9efBwbMjdAqpRiVMgoPNj1QWphb4umktkpQF1Rwbi+QabCjJWnaZECgSR5/7pWjr1PGzqP/kmYRPnBgYOxfdp27M7bTbvVJ4RPQIx7+/ZLp0pPmcR7IxfEYkSorQNNCByBgM5XxzJBRiIQF4E6RR1GBI2gn1Wm98cS4ixgKd4TWtQt+OXaL1g2dNltOS8WFhYWFhaWf5dJ3QPw0h9X7TqaiRV+/2WHIVNp25yz/vSYaDyyzn7sUmmDAm/tuIZHhobjMwvxnkAKXX8+VUD3LW+wjocsIfu8uu0q7W7vHeqOVIaO+CalFq9vM8TTjw6LwP2DwvD4b5doYYCRxGA3rF3YDx/uSceWiyX0uGQOvZOQh2aL1yYR8ODuKMRHf2XaifdktvrK+T0xOt7XVERriaOITzvQSZe4JXKIsU47Du9x1wBXtwBTvgT4QpzKqaFjA4g4T+bJLxkeCYnQPs6skDLfVxjjYltkKg3u/u4sdTwwxs3kXmHv00Ph6dS5pNqtwjQ2gThCHXxuGLZdKoVMrcWkbv7oHtS+4E6cG4zifXsIeBxqaX87SC1uwI+n8lHZqMDQaC9akMD0/tgWVmw8ZxbvCeS+jIye+PEBdtYnCwsLCwvL/wL9Q4PhwRWjTm8Ri+mBrn7e6L/xO0hVBrHVVeOMPt2qIZQYik85WgFm+N+Hjcoj9LGOr4dOqKeFAHV6OZ4/uBcfjuyP1FrSVGTO60pV15FR/wsSvZ4zibJ2kJCLp8f7Z48i3M0DQ4JCcbXMnHslYbhOBLTwNXjnkGFk6byE7nhqyAA8u/cvnC0uBpkOylNwEOvtjbULZmHViWRsOJ8KrV5PBXwXsYha8RshDV0Bjs747Mwpg3hvcS5cAfDFqImYEhNHixJsEXL5WOowES/u2wCdvxYtDnzIax2g15hz+Idz89CoUNAu/Is1xfgx+wwqZFIM8gnHY/FD4CywF7GrpDY51VYqG5mvm1qrxcNf/YHsUkNDVXJ2MfZfzMKml++Fv4dhJNg/ha14T4gL8sHWV+/HrvPpkMqUGNk9Eonh9g14lqRUljN+TloCOfDIMD8mb0uPHjc3wteWrLJqrD12EaW1jegTFYwHR/SGs6T9+456pQw/Z52zWqfW6fD1tVOsgM/C8jfACvgs/30IxAj6/hc0fLQELXlS8J0A51GjUPz9WZoN5Iu1cPK3T3w9oOAAvUch18cHmip7a83a1auRHM+caLxQcYGKogMjPcElVZQ2lTs9qw1VkjqpFAXz70XYpo0QRkZCdf26IZwi39U68z4FTr747EQFln4zDQ4ac5BEkCUl4eBnq7FHHmVaRzqSSCJ1RKw3rlc1I7KmAPP2roPy90ocHfsq4Ghtk9+i0rbb7UJwUTIHPz4wJEWNydiDhQfx3LHnTL+/VnuNir+fDP/Ebl/HwYMh3bPHbr3T4MGMz/XHxRK7JCXpnNp+uRT3Dbh9lYK3ArGUX5q4tMPbO/DtbVZXurlihEwGH21roM7lA5M+AcS3HjSeLTuLJYeWQKvXmsT8KzVXsGLEinb3K5JaJyGNFEqZRzGwsLCwsLCw3HkQofX3RwdSK3syW5zoriNivHEyt4bOhm8LPo+DMfG+iPB2RF61QTC2ZN3ZQvA4ho5pW5LzSdd9NPqFe9DnY9qGIFdpMW/1WdrFHO3jhEtFJAbVQwAt1Da3od+fyKOLLUTMf3FLKg5YjJsiRQnkdY+O90F2RRM0Oj2NN9/dlc54HiqNjs54ZBLvLWNrJqr0rV08NHDW42RONXXGMr5m4nBABGNSZGDL0Ghv/JpkH48Nj2EuwN2dWm4S703P36TE5gvFWDrCfN/wbxLk7oAnR3fcyYkUW9wI8hl6bVL8bXHoulxUj7nfJ9FRAARSzJGcX0ddI9qDuKIxfY7zbN4PFhYWFhYWljubzfPn4eHNW1Esk4Kr52BQUDCSlSWQacwFh43EoTU5HoHcJhqnNFe4I/69rujhn47UinKTeE/hANuzMjAwpBYcgb3LULXcUCzb08cfQi4PKh1DzMkBVHot7t+7BT+Nn4kobw+UNUjpr/Q8QG+j3mxMvYIN2anQk3MQAHoB6DllVVfj9V0HcTTLHFMrNVoom7UYFR+B7Ooa6DV6VFY1YcXuk5D7aAGb8IuI/nouic/ajptlDWrwzxscoqqH8qHnc+zGEhHb/pTaEtx/fB11LiWkNVTgQk0xNo96yO6Yg6JD8cOx83brB0czu5qeuJpnEu+NNMoU+P1kKp6eNhT/Dfi4OmHRGPt7hLZwsBijYAnXohaWvC0PPDgUgYHMoww6Q25FDRZ8tQlylaFQ5VJ+Gc5mFeLXp+ZZjUyzpaxFyvg5zm+yd0BjYfm70f0/sNC/c8+c5X8abuQgePyYCrcNh+Cw7iJUHsPNijNXT7+wbOFoVeDw+Qj4eDkgZP7S88xk7iD3lnjj96zfca5yNx7O+As8iy+iPhUZmJx/xvRYr1Cgbu06+Dz/HDy7tSB6RiXiZpcjeEQtBE4ayHlCvDr4UYRLK+zEeyOKi/bdTsS+dG6fYOyKqsfLuz5FaJPhXD0UUvvXygF8XW7QiRM1hnH1CV0P+u+MXgZL0zXX1thts69gH8qbre2iCK7T7oLL5MnmFTwevJ99FqJo5kReSb28zS6XO5UhQUMQKPGxWlfH46KQzDkKHw7c9TXw9BWg53235fnWpK0xifdGSNHFjYT47t7dwbeYtWUk0SfRFFBfb7iOKhnzHFkWFhYWFhaWOwPSBZ382hgcfHYYjr04ApN6BLQr3hOMvydz6En3OhNFdczxmr+rGJvPF2FfWkWbtpyWz7P6RB5eGB+LhwX7cF60FDni+7FZ+B6iOSUden0XC+vt1hGL93FdfPH65Pg2O9ot8XNpXxweFu3FeH8xjHvF8EPXGQBfhB9Okjmi1tscz65GVoV9tww5P0vLfpIHWzIiEr1DmRNuJW3Ex6VtxNN3AqTII9LbkfF3PYPd8NHM7jj+4kg8NPj22G2SznujeG+EjkizcHVgglj3M/0d9LFwBSCjHe7kexgWFhYWFhYWINLbA0efeBgHFj6I/Y88iPlDEqzEeyNKZw6KtG6oLnCHSsml9uYfThwDJwehnQU/IbmEeUSQmB+AbUWXsbMkBe4qoaGl3oihPtQEEb2/Tz2HJ0cOhJDHMwn4thBBn4r3lvCIiA9cLi5jPI9+QUFYNn4sqsqbwGlNMXK0zCKtn6N5tBUTPRNCIWi9B3CotI67CCMiwuEukWBNTrJJvDdyua4EF2rsC1z7RQTjwaG9TfE4+XfegAQMi2OOEcvqmDvzy9tYfycQ7+WNRG/7OfJu6UpEBXjg2ecm4Jc1i7FgwZDb8ny/nrhsEu+NXC2qQFIOc0OYkUgXT7gJ7Ud89fYKMv2c31iPoqb2428WltuBVs/t8HKnwnbgs/xXIlWo8cqfV7DvWgWNZR7XNsAoG2tkfMhqBHDwsgmwus2i/zgOHAjvJx5H9Qr7eegDXLojwbsWqdVmi0wxT4xtudug0CrA0+qxPkeLYYUXkeYRDj9ZLWIa7JOLmsoKOLsWwbmb2dreyU+J4GF1+PFKXzSIneEra7vyTO5l/4VMINafLWfMM2QIs3OO4j2PUOg55v/QTO0RQDtg2sU/ARj5OnBsOdAqAG/WjsBBzkDM7h1IO10INfIau13JLKdaRS38nfyt1nN4PAR+/hk8H10MVUEBJD16QODH/FoIxOJ/zZkC+/WRzJ1HdwICrgA/TlyLFTvm45yqBgEaLRY3NKIvJMCkTwHv2E4dT1Nbi8Zdu6CTNsF5zGiIuxjGGhipaGEeT0DWh7qEUiH+h5N5tMOLWK9O7OaPlyfGwcfBB0/2ehJfXDT/HUS4RmBR90XIrMvEi8dfRIG0ABxwMCZ0DJYNWQYx/9Y7n1hYWFhYWFj+WUin++vbrmJnahntRu/if2MHoCk9/GlHOrG3f2NyPF7fbj8aKs7fGWqdHieyzd0tIh6Hxud/Xirt8PkRK/lBipMYxFtnWtefm4l1wuUYpvzSrhvfFjcHgd0seYK7gxAncqw7b5ggDlfxN7gmoZ6OeHNyF3y0N8NU3DCZl4Q5glNA11nA5M/puuom5uLcqiYFYv2crdaR60sE6oeHhiOnsomKxGSkQFsMivTEV4dz7Na3NTLrToBcgw2PDMDc1WdRUCMzrSdi+bvTuqJHUOfmlJLxXMTJi3weRsb5oJfNfPq2xjqUN8qREGx4rvVnC/DL6QI0yNUYE++DVyfG03uwN6bE483t10wFGsEeEjwzJgbXq5vpaIfM1iKNkbHe+M89PeEibn+cFQsLCwsLC8t/HyqtFu+cOoI/Mq/RLmIimjKiB3RiQO0MjAwNh6NYiDixNz4YPxZP7t9tt7kDPxRBjmNR0nLQtI4DPv6TwUFG0w7DCj9AXCSBRs2HRqKjqoythF7R0oSWOgVE+RpwnAGVM6B2tdmKw1yoq+fq4e4gQb1MTnN9lng4SpCUay3MCqQcaB0s3ASICOsXgP4B7duze7g74rknx+GLbw/CNVcDPZcDuR8XHC4HoyIjsGzCWLpdjYLZyahawewY++KkYZg3oAcyy6oR4+eFUK+2xyv1i2E+x36xt8da/t/i57tm4qGfNuKaohY8hR5u6Wp4Femx9OtxSOjTuYLX5mYFjh5OR3W1FL37hCMh0doJt7KhrbEF5vU7ktKw7vBF1DS2YHDXMDw7fSi8XZ3wTu9xeCFpFzStBRo+Eie8mDACJU2NWHpkJ1KrDbnsgf4h+HbUVHhKbqBhsLCwtAkr4LP8V/L2jjT8ddUsXH6vD8FUJz10zYaoovSMO/wHNsLJWwmNnotC//GIHPMO/Z0iJwctp88AZAaNzlzpx3N3h/v0GVjtMh/r0tdhfdp6SNVSKtwb0fI4SIrjYEi6FMPKrOdgWuI4aBBw+Te79SIXDTzdDMmdFK8oDCm7ardNckQffBs2GpCZq9yi64uxuOg4vJ9YCYVNJ9OAinR8cOYH7L/rMbQ4udFung53qQx/CUi8F8qSc1hflYyNVVcQI/gBCXGzIBYkmObAb8neYrWbl8QLsR5tC9HimBi63AiSFJvVKwh/XjIXQczvH4Ih0XduIpIQ5ByEFfOPAld+B64fAcL9gT4LAXdma6e2UGRlofD+B6BrNBSC1KxcCd/XX4fHAnP3/sCAgchrtLaUdRI4obtXd/ozEe+X/ZVp+t36pELaifbjA32wsNtCjAgegdyVK+C/5wIE0gK0HH0Xbyemo4BbYSrWIB391bJq+Dv6I8EnAbOiZ7FiPgsLCwsLyx3C8r0Z2HrZLKinl0tp14rl7HpLSEf0O3d1NVmHE3t6PhfQWDTIOIv4mNc3BE+OEmHd2QJ8dzwPdS0qKLV6KLXMdvNtMYQI0Je/tFvvz6nDEO5VHNX1bHNfIY9DR01ZEsMpxmuOOzH8SDVCeZE4xRmDAr110WnXABc6nmpkrA8eGRbRofNcOCQcUxMCcL6gjhYGXMjmYDJ3MKZ5ReExoTO1rhse442Mcmt3LGcxnxZCtEWktxNdbsSACE88OCjMqvh1WmIAJnRtu1j2TsDXRYyjz4/A7ivlOJJZBU9HIb0fiOjANbGkoKYFd393FjXNhiKKr4/k4vmxMVaW/kOivVtHNZgR8rnoF24YR7bpXBHe3JFm+t3vF0pQUCujYyju7R9KP6uf7MvE2bw6VDQq8NaOa7TwILfanMg8mlWN+35MRoiHAxKC3HBP/xA4idi0CgsLCwsLy53A1xfPYkO6Od+bUVMNLo8DHdcicNabu9P9/Jzx9ryxJnF9Z0E6+I6ASq0DR80BR8+BmM/Hgu6JiPIYAS9pL1ytXQMPznV48FrwauRmHK+Lxs9Fg2hjFi9AAWQ4gyvnQu2ls/NGHhIUhj0n08DVAOJ6QCgFGiV66IRmlZ2cm15gH+gLODxIRWqoXWlbKvgKgKMDhM58fJ2aBCeOEDq+HlyN4Vg8NQfiSi4iYzwhlPAxJCgUi3v27dB1nDiuOwYNiMKVtGIcaSzCkYoC6iAQG+AJZ5HBFXeoXyTO1Vi7h5IxAv29286dBnu40eVGxAZ545Hx/fHjgWTTPc/wbhGY2t+6KepOgzgXbH9iIc4cy8Dpo5lw7CnCpPd6IyzKt1PHqaluwlOPr0VVpeG+ZcP6M5g9tz8eXTratM3A2FCcyrRuuiOjE/pHGYogDl7Oxtu/HjD97q/zmcgtq8XmV+7FXWFd0ds7CF+dPIlzqYWQ56nwxfVjKAqXIbXOrOecr8zHW5e+Qa8ABwRKQjDMazQcyB8QC8ttQg+O3Sjstra7Wa5fv47z58+jZ8+eiI211svUajXOnDmDhoYG9O7dG0FBZieKzmzTHuydJsu/hkLNPMddo9VhzxVr+3Y1T4Czw7ohOKMSmhouSpx8sEkzGg0KZyjBRy/fHMwsPoRhWXyUP/+CdcaSy4XzuLHwfvpp8D096Ye+Vl5LxXsmfhzPhUCjQ/9cwx+2KCoKyrw8QKMxzYEXdekC1YEiMBn19/EVQcTRY39Yf/SvzEDfSoO4Ss5I2qMv3o2YC72FeM+DHm+fXwdPWT1MvUU2WdeBbnrMf3oMOG2MBmgX10C8nnIa+4v2Gx4rgI/PfwydXof7u96PJ3s+STuyr9YYig1chC74aOhHtNP8dnTdfD4nAYuGhNNkZ7dAV7vupPYg53ig8ACSypLg5+hHhWVvB2+oy8tRsPFncAvL4d67P9zmzAZX/A93j3N5QOI9huUmqf7yPybx3rTuiy/gOmM6eE6GpOaShCVIqUpBWq0h2SjhS/DuoHfhIDBULzLNVj2cWUmTjn6uYrjvu4DgtYfpevKJat5/AAtSgVcfsv7Pf0p1Cl32FuzFgYID+GXCL+BauD6wsLCwsLCw/IuoFYCAOdbZnmJvldmWeG/sXCextq+zCIvWXbAOm0mHcbwPXhwfa+oWb5KrqXjfHmQmPbG1j/F1onPcjV3sxIKcFG7mpjWCaYp7Fz9HnK7i0jn1TIUGRLQlc+CNcKDHKvG3iNQUAbVALLLxh+gsRik+gRROps5pIsg63oSo6u0swsmcGmw6V9y6RotP9mVBodbhubExeHxkJFKK65GUZ3DaIsLt57MT4CC8PbfVpLDi3v4huFLSSGNmEjt3hgNpFVRg9nYSYm6/EAS6Sag7ABljQIo1+oZ5YH7/0H9ccCb3BKQ4giw3C3EnMIr3pnVHcjCvXwh93wiPDotAUl4tzuXXmcT7D6d3g4ej4R7q12T7EVRkW+KQEO3rjKuljdhjUUR+KIN51BR5f8hCihK2p5Ri69JBNxwnwcLCwsLCwvLPoNRoICJjLhnYnp1ht06n1YPXAmgdzeK9iKeBf0A9+odocbE5Ca7SSMzbuwVaoogTSMpUAAzxDMULA4YixtPQqFSpEsOdkwdPvqH7XMjRYqxXJupVDtha0QscgR58CQcaOQdxQk8U6ush1xpyxF09fTA1OA7vnTkEmQ8gaAIEcsD1OnFy1SM0yhPFsia0qFXgaAxW+kbCHN1QqpOivLnVQp4HaBz1EPJ5aNGpkd9gGEnF9eZAWKkHR9daoCBywq8z5sDd0d4S/Ua4ukhwWleBtdnmgoivzyWhSanEW8NH4YHofrhYU4xjFQaHKQlPgPd6TYKH6PZ0Yz8+ZRAV7FPzyhDm647uYdYFvTfieH4+DuZeh5tYjNnduyHUzQ2NUjk27j6PgqJadInww4xJPeHs9M+7lQ4aEU+Xm2XThrMm8d7IH78nY+q0XggINBQezxvcg868N4r4fC4XL9w1DAEeBueyLSdbR4lZkF1ajdT8ciRGBKAovx5Hfs82/e5MVgFqXM33dFyODgNjc6GXKHCxHrhYn4Tk2pN4Oe49iHmd/7yxsDDRUXv8m7XQb25uxpQpU5Cbm4uPPvrISsAvKSnB2LFjoVKpEBoaiqSkJLrN008/3altbgQr4LP84+xPq8DyvZk0uUeSfK9P7kK7WSwTPKR5HjbNPZ9J7sPxe3diXlp/5OjNlSouwiuoy96Et+o2Yt3XXAgsspD5viT20mFAQiJE4eau9f0FrWI2AzIxBxvvD8aCcVto9pPn6gpNdTVkFy+B5+kB1fU8FC9cBPdoOfx6W++rdwtF1FubsSq7Bm9su4a3Bj6MntJizA/iYNp9E/HW+QbozxsTgga04CDZOwaTCpMtDqSHpG9fQK+DQ8+e8Fi48ObE+1aLfNJhbcvGzI1UwHcXu2PD5A24Un0FUpUUfXz73Pbu6y4BLnS5EZUtlUgqT6Ii/QD/AXjj1BvYlbfL6pzf7/Iivtz7BnJ8tRA56zEm+SgWHzyA8HXr6Gfn30CvUkF2OQU8F2eI4zseYCnSzB1ARnQyGVT5+ZB0N3TYu4pcsXHyRlysvIh6ZT36+fWj64wQ23y789EDcrXhD6hhi7W7AiGyAgit1KPQlwO9VgQOzzoZeqnqEk6VnsKwoGEdfi0sLCwsLCwsfwPE6Wffa0B1BuARCYx9F4ifarWJgMcc/4zv6ov9aZV26y8U1tOFdLfbCv0k5dLFzxlxfua4bWeqdWGtLUQcPfTcMGrVSazI61tUVER1lfCp+E66le/i9MGXwnNW++kdvfHikiUYUtSCl/+8gqI6GT0nYhlPRj1tuVhChWerfcDBQXUPRPLNBYxeaMCHkRlYrx2P7kGuVMS9GfGe0KLU4M+L9uOziAsBEfCdxQJsWjwQ10obUd2sRL8wj5t+rrYgQjJZbgSx8yfjDcj1Hxbjjfd2pWHtWbNATTr5l03vjue2pEDVWlBxML2KjlrYtnQwBLx/p1CTFGtfLKyHRMjrlIX+lVLrolcCKRTJqmgyCfjkvSDFG+T4pJh1QIQHPJ0MvyPIlMzuETKVYb25cKPjpJVJsfdqBab3DOz0viwsLCwsLCy3j/OlpXj/2FFcq6pCkIsLnhs0CNPjrTuyBTThbA2JYe/yjcWeshxoxHqIhGokdMmHUKBFqboW6wqzoWhxgZZDuqANcTeXp6W9V+E+bkjwNbsl5UsPIlFob00+0iubCvhExN679BHw9Fx4ODqgUanA2bIiSPgCaGVaLPx1KzTETdaNA5UbIKrT0U5670YhNt03F3nSBry4Zx/y6urB03HRLyQALw8bhuMFBfj8zGm75yVjAizRcfToGhcAiYyHGH8vLBzW56bEe4JWp8OGK/butZvSruLlwcMg5guwesg8ZDZUolwuRW/PYLgIb2++OcTbjS43oqFZjjNX8+EoFmFw9zB8lZSEb5PMefi1ly7j07Hj8drv+yAVk+oIQJKch30n0vHTZwsgEd9cTv5W0en0SMssBZfLRZdYwwi0jpCdZX//Ru77cnMqTAK+kM/HqsUzcK2oAiV1jegdEQhvF7NDlkxpM7q4FXnr+u3Hr9rfSJKl9U8swKMeLhKz6zGhUlmO5LpTGO5tcLVgYflvZ+nSpZg2bRp+/PFHu9898cQTcHd3x7FjxyAUCrFp0ybce++9VLDv0joiuSPb3AhWwGf52yBdw8SavUXdQmdsT4mYQhMsZIYgmc9JyK5sxiPrLuDwc8NNXT6kg+fu3kF2ncVjOefheX0bdsQ0Yqf/U1iXmYJhx05gamYGuNCjwg0QKAyVXlWuwCd381DkY/hiC1P/iFVNY6j1OYF0LxMxlAkSuD3R8wnwXMyJS/nVa6j+8ks6991QXQDU5ziAL9HCNUYGAV+Hi7povN+wFK8VNmBUnC9OvuyDknoZTSgZu3J055ifU8fQ6ew8ehQ8H3wQt4pMLaOd7Ebcm/SIK9ZD7m19Lj28e+DfhHxWPkz6EFq91jSv3dY6vk5RhxcvvAWZr2EbpZCDPf048Dh8EY+fPWsYbfAPI7twASXPPAttTQ19LOndG8HffgOtkwukCjW8LJKGtohiY6Gpsu7s4YjFEIZazyUiAVofvz6Mx5jU3R/rWpO1XGEVRD5/QeBUgFeSIrA0YSmCVcwdc0ISj+qE0MgiIHDOQN9sHaaf0cFLClwL46AkPBVgBXwWFhYWFpZ/BCIIE5G4XqbG2HhfGgtzpcXAhnmAtrXQru468PsDwGMnAV+DBT5hTp9grDx23ep4XA4pmq1E31B39A5zx8H0Slyvtp5DaRR1bfnlTCGm9QxElI9BRHYQtd9Z/PToaHg4iqws/L84lE3jfBLXk7B/u34IAtU1WMzfDVeODFd1YXi/+VE8dr2Rxs3HXxyB4jo5PJyEpu5w0tHPBJNF3tQoIaaOHIhbRanRQaW1dwMgLgR6vd6UNOtsZ/ztZkdKKV7ccsV0rmGeDiisNc+YJ0gVGjz/R6rd+3ytVEo/DySG/Ke5WtKIxesv0HFPhO6BrvjpwT7UFaJRrqb2+m0lJuP8nJFbZZ0QJ5+vKB97K/62RhqQ1/zN0VyrdeTpSAHJE6OiGJ0gOsKlwnpWwGdhYWFhYfmHkKqu43rjRsg11fB1GIxwlxmol6uxcNtWtKgN4mKJVIrn9+1DkIsr+gSai+zmxHfH8qQTVscTt3BxJikHg6P80LVnEArFyWjkWwvfYkcp3Bxd0CiTwNFNDoHQ8Pt9dWcxr7ELurgankPEa0ugNsRjD0cPgbeDOXbJb6nGz0VHkNFYDp6WB52bEKgT0XGXanctFEE6OvO+havHkYp8TIuMx4GHH0RxQyNcxSK4tLqRHiHOsba0ofV2D/WlHfK3ilavh0yjZnRAUGm1JheEODdfuvxbnEzJw6vf7YaytQHK18cZuT7W90UytRov7tsHuYS8rxz6f7kPB2nlDTh8IhNTxv3zOfOC4lq8+v5WlFYYxkOFh3hh+Zsz4ePljMZGOdzcHMAlN30MRET6ID3NPGLNSFi4uYHSSLcQP7rYMrZnNK4Vto5fFemgjSaVJBp8WLYLixwGQ6Wx/hvh6jgQV3Og8DV81p1E1s1iRnJq8jHc/jRYWG4KnZ7kG25c2NKRbWxZv3490tLS8NNPP9kJ+MQOf/fu3Vi3bh0V5glz587FCy+8gI0bN+L999/v0DYdgfVHZvlbOF58HA/uexA7r+/E4aLDePXkq/j8wufYdrnUJN4bIYkS0gliyRuTu+D+gaFwEPIg5moxj3cEH/B+MHSkFx7CvIpPsfjYekzLTKfiPcGvwRgOAd9P5JrEe0KBoBHvnH3H9HhB7CIoa0ZAUTYLqrpBVMgkaFrC8FbvbzA10tzZpMzPR8nTTxvEewKphKRwkFQYhwTlD+ih+AGzVO8iReGL+346B61WRxNKoZ6OVpaa0xPsE2ViLjCkzKZqjcOB07DhuB2EuIQg2t0wG3LyOR2+XanFszt0eO3HRhQtXgxdGwJvZyB2lmT2+m/JhTe0WGWCCPPLk5ebxHuCrXhvRMa1Dw5PdeVCaXx/GMhvzMd/Lv0Hn57/FNdqruF2oddoUPrCiybxniC/eBFHX3offT44iD4fHMK4L47jQoHBxtMW76eeBNfB2jrKa8kSq+KRG/HShDiM6+ILDlcFSegP4DtnQs9RIL02HU8ffRqlk21sIkiyMygQicNnQyQfCG1LFLoW6PD8nzpElwPuLcDQND0SP9wOfSdn3LKwsLCwsLB0HtKtPmPlaTqPmwirL/15Ba9tuwpc/cMs3hshsdKVzVarnh0bQ7vOydx6Xqv4aQy3zxfW40R2DRpkzB0UTDQrNXh2s7mbhhy7LV6dEIcHBpnnWJKu50Vrz1Px3laE/1Y7Hb2V3yFBsRpTVctwThmKR9ZdhEypoaJtiKeDlbX7XQkBtBDBEgEXmMK1cK0yEjMetwPSzU666m0hGvjc1Um0Q/9WaZCpsCG5COvPFlB7+85CzoE4fVkWGpA57vo2ChKYIE5obVFcJ8OKA1l4b1e6yYr+dvHM5ssm8Z5ALOsXrbmA/ssO07h51IR0xJQAAQAASURBVOfHcTKnmnHfp0ZHw1ViPeLr4aHhdGRURyEiPflccWy6kTIrmvDkxsvo4m/vfODpJKT3pcRRoi12Xy2n4+FYWFhYWFhY/l7qlek4WnIf8qV/okJ2Aqk1H+F85WvYl5NjEu+NkNhoW0a61brFiX3xVO+BcBOJwQUHolrAKdMQRaXnVuDsvhyouK029DZIBCpInJQm8Z6gghovX/qdFnoSenjMR63G3iL+aFkcFgYPx2Ox5lyvVC3H0qRfqXhP0PK04AfLwXFSQ+Osg85ZCw5PD9LzpYQGz5zeiRq5IYYLdnM1ifeEydGx1ALdtkGNiZHhbcf2nUHI42FkmNnt1oQaeGjtn2iQdT7OtaVJrsS25Gv47eRlVNQzvy/todFo8cGaAybxnlDa1AS1KbdvRtY6ysBqnRcHxWVtx8OV9U34/q8kfPL7USRl2o9quhU+/mqvSbwn5BfV4LX3t+Keud9i9qyvsODeVTh9ymxhb8nc+QPh7mE9a37y1ESEhBpGPXSEe0f2woxB3ai+oenZAr2/Gnq+HvnNNXgjZQf8E+w/537lIizq0hueQgka6pln3e/fXoGmllv/bLCwELTgdnghSKVSq0WpbKPQJCeHCu2//fYbBAL7MdMZGRnQarXo1q2baR3JaZDHV69e7fA2HYEV8Fn+Fr6/8r2VGEvYkLEBCo2iTUsYS8QCHt6b1g3p701AhvsLWC74EY4c8x+U/vpJxGTZJ55IaKLkGzqIbUkuT6bd6CS5svGoH1TVE6Bu7Atl5V2QFSyBomocXBqexvT4IVb7SXfvAWyCQCM7IoZCxpNACkerggRi+WlL/abN8HpoFp68vAUeasO5k46Rnxb2g+fkidC1JlyVPAGy5iyGKIIhCLpJhgQMgXeDHguO6MC3iFFaTpxEw6ZNaFQ24vVTr2PAhgEY/fto/HDlB1PweSNO59Zg6MdH8eb2a3h92zUM++QozrchWLfn1qDS3XwhAVcHOPRm7lA/U3YGs3bOwo9Xf8S69HWYv2c+/sj+A7cDRWYWNBXmOZlGBOfP0K4nAklgL1xznibDbSE2+RG7dsLr8cfhfv8ChK5fB69HF3fqHEiie/X9ffDhvQCXbx3Mkr/Bg13VcJs3F5zWLxtRl3iErFyJtwa/jYXxz0Dd0Bfjzkvsvgw4hWVoOZvUqXNhYWFhYWFh6TzfHs01zYw38vuFYjTK24iNbKwwiRX6q5PicfXd8Qj1tLfAJB3xpLu5MxBhtVKqoHbnG5KZbcWdRTzcbyHeE/ZQIbPtLmYN+GhsnVVvFPh/OpVvt932y6V4dP1FWohAkkaEUE8HrLqvD9z7zYGGDPakSVM+TgYvgc6/F24XI+OYW0KImP3DyTwa07269Sq6v7Ofis6fH8hq0y3AlstF9Rj6yVFaoPHmjjQaQx/LYp6z3t5703SLhQR9GYoUCMR6ftwXJ/DVkVz8fDofc74/i9UnrN0dbpbC2hY7Fwjj6zEWAJPCAuLORsYD2BLj64wDzw7DC+Ni8OCgMKxb2A+vTuzcbFByj/nVPT2xYk6i3e/IrU+FVIlHhoZDTCpFyDgDHyf8/EBfel/6wjjzvENbyPkfyrAfV8HCwsLCwsJye8muXwut3jq3XNpyCHqufR7W2CVuCZfDwXP9BiNl4RMYXu0P1xwuuGpzDrmkqhEFzLWEkDY6QCCyj8GKZXXIazbs9PHpPHyeOh5FcoMbkFrHxd687tiWMhyLugyw2u9IeSaaGPLkXHcVdI4Gi35LSFf+16ln7LY/nJaLpT9tA5fY7bd2mfo7O+PLCZOwpHc/s5CvBxI8/TAgMBi3i5GhkeZuutbn4MqBa2WVWHUiCUqtBu9fOoDe21agz7YVWJZyiK7rCNllNZi87Be8tfkglm87honLfsaBVGbBui3yyupQJ7V2qSJTRDkdNF3i6IEeXcxjfC3JKqnG3R+sx3e7z2LjsRQs+Worvt1l//7cDI1SOdIYbPCvF1ajptZQKF1R0Yj33t2GsjJ7t19/fzes/vlhPPzoSEyb0RvvL5uNZ56f2Klz4PO4eHv+WHz+4iTA2f6CZQnK8fBdA+AgMuSbQ3zdsOLJ6Xhr0Ch8FDUa2OeO+mzr8QaN111QdtkBR8507n1kYblRB35HFkJwcDBcXV1NC5lHbwuZV0865d955x3ExcUxPm9jo2G8m4eH9X21p6cn7bzv6DYdgbXQZ/lbKGmyD5yIQNsviot1Z8xdQfRDyAWmJgS0eSxGG0UuwHV0hL7ZOgmkFQkQ+MorkLR8DJnA+stFxBPhQMEBNNV2o9aRluiU/nTm5or5ifQLyop2hOxaMXOndIvNXPKWpCRUvGNwAJhUU4Pxhecgd3FHz707wXX3wGjPUWgeG4PAlhrkugaiWekAxbkizOsXgluFiPNkdvzAQj24Fi8lzSMMa7pMRME1FwjLt0Hhegk8SQsdefDV5a8g5AnxQNcHbnj8t3ZcM81bJ5Ck5js707DnqaEdPsdAJ+aZkWEuYSiQmjvrQ5xDwAMX+U3W3fZTnQZCHBvDeIwvL34JtU5tFfB+dekrTIucBgHPvoKqM/A93A2+mzafkQaRtZUnEfOPZFbRjh9bBIGB8H7yiVs6D3ocAXMArNAq4f/OJ/B54QXompsh8DPbIo2I9can+4UQNZLzyrHbV9fc+epWFhYWFhYWls5BOp7tvoP1QL7vOCRyPwNa4xiFXgAhRwdujzltHovMR2TCzUGAmmbrggCii38wvRve3plmV0BARPMDaRV0pvg5hsJMHgf4fE4inWNuSUcLQC2xjCONNuvP/p5iCq+IOC7gcrB+YT+EeDpiyuEJqFLEI4pbiixdMGpzXPHaqTwsHhaJW4UU+n53nNkFivD14VysPWMYdUBoggZfHzFYsj/fjsBr5L3d6WhqLfI0dsiT63/sBe8Oz7QMdJMwhZ/URp904hvxdxVTRwEyo92ShCBX9AtnFvBJMYLt+/HloRzc0y8EzuJbi5tJ97yAx7H7rNlCCkD2p1XgvgHWI6UIvi5iPDHK4Cx2Kwj4zNeavPbXJ3fBM2NiaNFLgJu5IGZ4jA+4nDSr+1hLLN9XFhYWFhYWlr+HFg1zYWmfAD7EfD4UGuvv4xnxbRf7ETGfCXVTIKROdXBxNIvrJZUeeKPvXfhPwU4oYS405HJ08BTJkdN8CQUNIThafB3gB+Px0wvgwFNCreNBqxRixZgJcBNbF9q2GRGRcL6NsFChtS7KLaiux3Mb9kCj04EHDrhVegi5HPw4ZxriA3yw5cI1cJsBPZdDReu05ip8czIJz44YjFtFq9Phm+QkMhfW4tVwoCPGAEpgTUoKttZeQZ1Fs9FPWcnUXv+d3jd2z1qx+yTqW+Smx6SweNnWoxjZLRICXvsjvoz4uDvRPD/Z1wi5DhEaZ+QJm0xn7SGRIMrdA+eLrR2C44TuGNiH+R5j9V9JaJZbF52uOXAe84YnwNOFufu8o4jFAkjEAsgVNkXYeuuPhkajw/Fjmbhnvv0oMXd3R8xjWN9ZBCLm+0u5Vo1Hpw/CAxP7oqFZDl8PZ9P9TN+uoRDw+cjbEwGn1CY4+Mggr5Gg5boTuHoOmmXMXc8sLH83xcXFcLFwPhaJ7Ecff/XVV6ipqaGz68nMeqOon5KSgh07dmDatGmm/ZqbrUe8kcfiVneUjmzTEdgOfJa/hd6+9rbdnmJPjI2Jx5fzesLbyWBZT3AQ8XE8u43yRkLiPXarOBHD4Hn//RZr9HAOliNilju8A0oxv+tcu32UWiXePPMmPj69lvFpBI4l6BdhP8/SZcpkoI3AILC1wtLq3ABM6WEt1Dbu3GX6mcQ1+/vr8em8Ojy8dQw2/P4AmmtKUe3gjhTvaDQLDRY0fzB08d8MxIpeoVWgzsIRstzBA68PWoxrXpFo5gpQV+8NWdHD0KnNG3WkS51YgDJ10pBEYWdsJGM9YjEieIRdwcXyocuxfuJ6PJ74ON4f/D7+uOsPfD9uNYYFDqVWV25wwNKg+Vj05A92yWNl6yyenHp7YbpeWY9qeTufuQ4iCAiA83j7oHNb5DC7dfzW7jFybjKVhs4u3XA6D3lbdqD662/QcvbsLZ3LiKAREHDtE6vjwsbRf3lOTlbiPaFrgCtemhCL5ED7WU56iQNq4nre0jmxsLCwsLCw3BgmMZXY4UfH9QDmrEOuc1/MU72OOOVa9NGvw8qsthNCs3rZd4h0C3TBY8PtE09hno6opB3H9jaaRDQnHeJkNjgTJDkzJNregnFyD38ISXVuJ5jV2/qct6eU2onTap0e4788gVmrztBC3Cq444yuG2rhelvj5qI6WbtuBaSLyyjeW7LxXNENj00cxy4X2Vfak9n11c0dT2IFezhgRs9Auzhz2czu2PXEEDw/NgYfzeyOg88Nx5qH+mFCNz86WoF0lc/uE4RtS+0Ttsa4mVjJ2yJTaVFcZ06e3ixuDkLcbfNet4Vl3EzuKXZfKcO6swV0+eJgNo5mVd1UsYiRYTHecLQpPiFM7m4Yd0YKVyzFewIZ8fDuXV1N52Z7vhFe9jaiLCwsLCwsLLcXL7F9vpnLESLcrS9+mDYdIa6teV0d4KjhIymnuM2YYfKQrnbrgn3d8GivgUjNCUVaXiCul/jgUlYYtA3RqKhuwiKLfJ+Ep0KiVyki3aqxvew3/Fn1CbzdpCaFVaYVQa3nA0I9hoVbu1YRRvnFwYFnzo8bUbcIwJUxx9PzYhKsHv91JYuK90Z0IkDhpMfsXzdi/soNOFtQBI6eA66WQ/8lbL1iPVbgZqmWtaDCJEyRY7fGb+TUeYCWo0MdwziCP/JTrc65LVLyrcV0Qm2TDMU1hq7WjuDmLMGskQl2hRuvTxyFPQ/cj+eHDMZ7Y0bj0KKH8N3MabirSxwdRSDi8jA1IgZ/vnC/3Zx5ldpQJJJTah6naoQUCuRX2HfEdxaRkI/pE+0do7gMTme81kZE8jlXq7U4cSoL23ZexM7tF7Huh2M4cyKLjvq9Wfp6hsGjVauwZFxAF/qvWCSAn6eLVTGyh6sDXls0FkIBD80lzqi65IvmfGfyoaCFyGFBzMXELCydRQduhxcCEe8tFyYBPzAwEIMGDcL27dtNC7HaT0tLw969e+k2kZGG/EpRkXUeoLCwEBERER3epiOwHfgsfwvP9X4OabVpKG8pN4mxbw18i3Y8k3nd7+5MM20rlWto5wnpEhnX1VpgpIx8HVDLgUvrAI0SiJ0ITPkSXg6e4Lq4oHHbdniHpMHZsx7Q1QNHU/CkozfcRj6BHWUnUNhYaGXPrhESG0hr2yKCWpCNvIY8KiZbIoqIgPPo0Wg6cMBun4fTduGaVwTyXQNM3UpvTelCu0OssPiyXzOGg319jAkjDS4qL+MJ77NYXf0uTUIKHLIQyt8PSUUjtr0QhDETHoPzmDG4WUJdQqmweyVchVx/IKocOBzSB0q+TZCoE0Mt7QmR5wn6kIj+N4J04ng7i+xsLklnELGo7Awrhq/A5qzNOFV2Cj4SH9wbf6/pvUj0MQctEicJvh2zElqdFjyu/XOQrihiRVvVpESfUHeEeg7CdbnhNRnxknjB24HZHrWzBHy8HLWRkWg6dAg8Z2eUjpqKY9nWiXUvJyFyq5rR54OD1GKTVH+SUQsEgVaP184fxYBvv4XrrJkI+PDDmzoPT74rvlHOQsqprcj0UOBiggPmJzyIMaHtf3aWjohCVeJrKH5bDYdDewCtFg0SF6xImI3z313A6DgffD2/JxyE7NcFCwsLCwvL38FzY2NxvqDeNJecdCm/N70rFRE10RPwoEaMEp1BQK1TcvDJviz4OIsZxVAyr16qUOPXs4VoVmkwLNqbirkBrbEZEZpL6olIrUFeTQv+czgHLmI+nQ1+NLMK16ubrSzw2+qW1uj0tFO+f4Sn1Xp/VwlmJAZi8wXm7ijb8PjZMTGI9LZ2LmLQRylytY5avDNB4qwJX57AkhGRmJbI7OzUEYLcJXQ8EdPoo/Zob2yAEZL8s+2SJ5AueXcH++Rte3wyqwd6hbjjcEYl3B3JjPYwJAYbLCq7B5kLkslr+e6+3rR4wDb5aBzV8OXBbJQ1KtAjyBWhHg4mO3vLYpKw2yROEyt6UoCwO7WcujcMivTEN0dzrQo2nMV81MtUGLDsMKqaFHREBHEqsGVSdz98O79Xh50LLJEIeHhgUBi9b2hRaenf3AMDw2iBQ3ssGBhGRX4yAuFwZhX9+yCXlfw9zF2dTF/Pqvt6U7cBFhYWFhYWlttPrPsiVMuT0agyNutw0d3zeYh4Hhgc4gFnlRDGhm8VtFh5MhluDmI80N9+3NLMkT1QL5Vh4/6LkLYo0Ts+GK8+OAYhfu60w3vdtcsoamyAvEGJclkTvis+BweBAIsmjMJZaRZEgqsQ8szNSzpo0SW4DMczSXOUOT7RQY+LVaUYG2LtIuQqlOBu74FYU3gSXJEOeg0H6joRdDIBOBo9OEI99A6GGIgc7eH4fujpHdimi4BGrIemNR0phxbJsgpweACn9RQ5Eg143krUCZoxadtqPBg7EHO6dL/p98JT4gBPBwfUymzcxCxvHxjCNJVOA10HCjHDfNyRVmw9okgiFMDX1fre4UY8f88IxAR74+jFHDhKhJg5IgG9Yg0xX6y3dUHyiqkT8dmUCYZyBJsY8/DpTHz/60mUVTYiKswbfkFOKK62Ls4V8nmIDLC+P7pZHn1gODw9nHDweDp4XC76JYZh05rT0FpcYJGID72Ag7kLv0dlVSOEAj6UcrXhsuv14Cm04Kl06NM/Eu9/Ng+8ThZaE4gT7iL0w2rVWTQKleBzuJgZ2hMLIu21FUsmDemCYb0i8dnPh3H0TDYtLuAIOLQg+oXPtqNbtD8+fm4aPNxuza2A5f83Wj35TN34frAj2xi555576GKJl5cX7r33Xrzwwgv0cUhICLp27YotW7Zg3DhD82RmZiZSU1PxYau205FtOgJHfyul6zeBVCql8wXIDABLuwKW/z1UWhWOFR+jluzDg4fDQ2yortp7tRxLfrtktz0R9sks7zYhM3J0GkBgI45XpgGrBtEfa7lcNPK4CFdrwOmzCPVj3sSwzdbd0Ho9F/LiB6BtMQv1PMdsuIT+hqNzDsFNbD2fhVCzahWq//OV3Xp+YAD8Xn8dJfF9UFIvp4IxSaLZIrtwAYUL7odMoMfDz/CgIb6jpONKrsBjDY0IU6tRpw7AEvEYVAcesdp30X4tHpyzDG7Tp+NmWZmyEqtSV0Gi0GPqOR3ydFNx1Ne+S1zodRgi74P05we7Pojn+zx/w2OTRDCZA2qExDcr5iRgRs+OddjcTojdJpmXaombAxeC8Peg0BmqQnkcHj4c8iEmR0y22k7b2Ij6zb9DmZMDSfducLv7bnAdbi5ZuelcEb46nEOTof3CPNA33IMWFbSFp7wRaw98CJ5eh7Atv0PSnTmAJv+5Jol10sHk5WSuENOrVCh84EHIL182rRN274bwX38Fl6GSrC1kFVVY8MlupPC9oLUojlg6IhIvTWCe+cLCQmC/21lY/j7Yv6//H6i1OiqgE+FyRKyPqRj0dG4N7v0x2W77AREe2LS4bUtE0kFPjmlbUEns+od/etTOBpyM+fl8TgKiXzdUlN8IEsmefHkkgtztYyUiipLiXFt8XUR4Y3IXxPs7I79GhoRgV1qIYEt6mRRTvznV4bnytrw9tQseGhyOm+WnU/l4f3fnOpPm9Q3G8ln2jka27Eotw9ObLltd//emdaUC/D/Nmes1mP+D9WfLUUTMV8lILK0prn9/Wjc7O3tS4EDi3WuljYj3d8E9/UPgcpMW+8SV6vMD2dT9ICHYjRaPrjjYsbmYvy7qz+gEYYTEzaQAwceiuJoUMzzwyzmczDF3TZFZ99seH0wLHjpKTZMSk78+SV0sLLlvQAg+mH7zyXCW/33Y73UWFvbvi+XW0Ou1qJCdgUJbDV/JADgIDE1VZO76rB832G0f7+eN7Yvva9cKXq3RQiy0jmXqZHIM/eoHqLVa6MlMUr4eUHEwPDIcP86bgacuL7JqGDNyIjMGMpV1Lm7ftIcQ52HfSLQtPR3Pk45Orh4cakVvyBd7CiV4eegw9I4IQE5jDbp5+MLf0V5HKa5rwF1frINKo4XCUweOpwqQaGmns75JADTxwVUBPGcNBGHNNLYzomwU4vGY0Xiq383brG9Ju4ZXDhyw0uy5amJTb3gina8CaC1CMDIxKA7fDJ51w2OfzMjHUz/ttOrWf3LiICwe2x//NJnXK7D45d9oHGlEIOEBAWI0tJgb4J6aPgQPjetrta9Socb+7ZeQcaUYIeHemDy7L1zcbi7ffPpUNn784RiKimoRFeWL4WO64Lt1J6Bx4EDH40Ag14Gr1lMHCqOIL2hSg6MH3vhwFoaNMnTNM1FSVg+hkA8fLwsLXwAfPLcRpw5eo++xxgsIcHfHNz8tgat7x4V3abMCD7+5AcU27gRjB8XhvSet8/MsLB3RkqWt65ecnAmR043vQ5XNaqwauvWmNWki4L/yyismAZ9w8OBBTJ48GYsXL0ZsbCy13o+KisJff/1lKgDqyDY3gm2pZPnbIDPUjfbdlrSVirthjo7HNyy2VGWAGFm+4+WBPU6O0HI4CFKr8V7Fecirr8JN5IYGpbkijsPRISBqO2rr/KCR+4MnLgfPKRP3xN9HxfvmkydRuewjqMvKwPfzg8dDD6ElyT5xyhGLEbp2LYRBQSATlUjyqi0c+vRBwPKPkPrTCmh4hjmisUoVvquogvE/Md7cEvym/RVTdX5QWswv/WMwF5N/+vGWBPyliUvRy7cXjhYdhWt/V/QXj8XRNbaJMT34zteowD0hfAK1re8IZCYmsWDddrmEOhDM7BWEvmH/jhXOlgv29qkNMh0+7vILWkRn6BiF8aHjEeFmbVOibWpCwZy5UBUW0sfSXbvQuGM7wjZuAkfYgY6ohiIgZQOgkALxUzCv3yDM6xdCE8/kmoz/8nC7u9dKXFHm6Ing5mrIr15lFPAvF9Xjmc0p1GaVHHNaYgCWz+xBbWql+/ZZifcE1dVrkO75C24zZ6CjXJXxcFHoa7f+UEYlK+CzsLCwsLD8jZAuYyYnqrZKrW8UN5NYgcmpiAiaTPueL6ijxQLEEau80dqFyUnEo7PBLZ0XSfc/Ee/P59fi9e1pKKxtoa5MDw8Jx8lceztJ0uG8dmE/xPkZ4uUoH+vEkCVdAlzw7fyeWLYnA0X1nbdu/+7Y9VsS8BcNCafd6HuvVsBByKMFugvXnme8bqT7elwXP7w+ue35qpZMTQigbgjE8p9YbE7vGYjBUW0L0H8nTGMHWpRavDUlnr5WMtN9fFc/+n5YQiztZ393FhnlUvp4e0oZ7eTf+cQQ6hpxIyqlCmy5UIzaFhVGx/lSxwSyGOPmu7870+HXkFrSwCjgZ1ZI8cSGy9SZgeRFJnbzw+ezE2nXP7HftxTvCTlVzdh8vpi+9x2FjD2wFe8Jh9Kr8MHN37axsLCwsLCw3AAOhwd/x6F26/VtZJxv1O1Nupt5QvvO5KL6BoN476UC3NSGQcQaDq60FOFMdTbcBd6oVJZa7cPnCKEjPvYWjA+JpuJ9Wlkl3tx5EHk1dXAVSfDAoJ5IkVdA59g62Jw4+ygMHc+rZk5D70BDYUKYi3ub5x7s4Yav7rsLn+w5hgzvMnDErQE7T0/FfBLT8Yv54EXKrcR7gtBFhR9Tz2NJ734dnilvy+yu3RDj6YXdWVn0fmZIcCge3rwNaqIgk/eqWgS9jxKQ6OhLHOYfiff7TOzQsYfGh+O3Z+Zha9I1yNUajE+IxrAuHbedvp3sO5ZuJd4T1HItHh7QE0IPEZ0BP7x7BLqGWd/PaTVavProGqSnmt3J9m69gG82LumQiN9Q14yDf15AbaUUvQZHY/DIeAweEkMt8Yl1/kvv/4nmQD50QsObq9BzIa7VQdRgtF3gQM/jUEeHrPQyRgGfCPfvfLwTOXlV9PGAPhF484UpcHIU4dqlAire00ORe7oaoLqmHrs2JeG+JaM7fP1kCpWdeE84dZG4JLOw3Dw6PYcuHdnuVpg5cybi4qybG8eOHYvk5GSsXbsWFy9exHPPPYeHH37YSpjvyDY3ghXwWf5xRsR6w91BYDc/UqZS46FfzmF4jDfuHRBKv/hRmQ5cI7PYOUD32YAPQxdwQE+sdXXBTmezhU6JQIAndXVw/GMphuUCzUI9zsZxIBcb/jie7/scQpxD8Hv272hR+2Js6H2YGjEVDbt2ofzFl0zHURcWovKdd+yekufmhsCv/kPF+47iOm0adL1cgSNP0sdzmppN4r0Rf60Go2Ry7HUyV7E1OnHQXH/r89oH+A9A9yIuFJfTIY6vxTtTu9BulyalhlqnvjIxHqO6rYOYJ2Z0IWiPgZGedPk3oDPlz56FMi8fPuXkitpXALoIXTG328I2j9Hw558m8d6IIi0D0t9/hOt9S9s/gdKLwNq7AFXr3Kekb4Ex7wJDnqFJSDr/qIGMkmAKuElAxYNIo4InEf/J7KBoa0stAumgI84CZCwA3Uunx9ZLpYjwcsQTo6KhyMxiPDVlViY6A5N7BIF0/LOwsLCwsLD88/SP8ECAq5i6+lhCItoHfzlHLbtJ9zbttK+9DqRuAnRqoOtMwN++I5yIsUR0thWjiWj/4C/nmVwuqcV/71B3rE8qRD0RXeN9MbdvMI5kVmLRmgumVClxo3pnl33nOulqJuN4jOJ9R5jQzR8ejiLM+f4sOguJl0h8eDPW6kZIMSq5TnRmPQd0DMFHezPRIFPT1/PMmGhM6RFACxM8LVyROgK5lmT5t0jOq6Wz7mua7cVnAhHh5/YNaXP/nallJvHeyPXqFnxxKJs6LLRHTmUT7v7uLBrlhvvAX04XmJyeSNxMEqOkq7+jxPjaF4KQ937Jr5dMIylIzv6vqxUIcs/Ga5Pi7c7dSFvr24LY5JOPmK0m4ObA2uezsLCwsLD8G3Tz90Wklweu1xgapwh6jh5iZwEe2rYVfQIC8UDPnnASClFa24jd5zIgU6owJjEG3W2EV0KkpweEbnooPcz5a7GDEjrXFjx9YQ3chUpEkMlFFiHnBL/JeDxsCNZmXEKlrBnDA8MxPzYR5wtL8MDaP0zFBApZMz5MOg6tU6t4T+ABIicevhw52STed4ShsWHw8ZuEKQdW2/2O66iBSzEf8l7244hIHNOiVUCu0dy0gE9I8PMDX8vBhfxSKGRqfDplAt4/dIxa6zvwBHgkahDm9u5K7f69xJ2zv+8S5Isud9s3Gv1TXMsqQ9b1ClTWMMeJYgEf80b2bHP/pBNZVuI9oaq8ET9+thfPfdC+C0FFcR2em/st6msM+eYd605j8vwBeOKdGaa59xdLy0ziPYXDgcKDC0GTFnS6A7knar3xC4tgHiX73qe7TOI9PecLeVj58zG89OR45GVVMO6Tl2kYmdxRHMRCOk6W5MgtcWVwY2Nh6Qx6PRc6PbdD290Kq1fb//eV0LNnT7q0R0e2aQ9WwGf52yEdEH9dKYdIwKNdw6RbZ81D/ejswLQyKZ1zKFNpcea6IcA6mlWN5Pw6rOpZDPyxENC3Vo2d/hKYvZZ2OFvhGYkDPqGAptHqj7JJ64xn9jUiodDw5fDASQEOvDQMI4beR8VsAulKN+2j06Fy+fIOvSZtSwscbuIPj4wTMOJsYQFkie36sAo9XPv0w61AXlvpM8+i6cAB07rRo0Zh9ucrUCZV0VmUnZ1Z/9+ATqVCyWNL0HLG0KmzgIjQ4QPxbcIsq7mixIq2PVR5+czrj6wDbiTgH/nQLN4bOf4x0OchQOyK70/kAU7nAYW1GwWHlC2SSVhqH8zMPQ4HjRJOI0fCoa+11RKBzHs1iveW7LlaQQV8cTxz15eojfXtJUEHR3nidG6t1Xo/FxFN2Lcl8LOwsLCwsLDcHkiH/M6UMprgInFzmJcjfnmoH17ZeoWKycTiXKXR0ViZcCyrGieya/DriCZg4z2AttXG8/R/gGkrgUTr2W3Esp7E4sSunAmjFsnncmhxAOlkHxlniKOIvbkl7+xMa9NZy5IWlQY9bfbtCC2dnENvpH+4xy2J94QXt6Rii0WHOrkWJ14cQTuuSQd9RzrN/9sgBaBLf7uI/WnWs0QtcRTyaNf9jT6jTPxxoeSGAv5/DueYxHsjq0/k0Xn0ZGzEr8mFUKiZ75GYxkiMav1sWpJR3mQS7y3Zc6WcCvhdA0im3Z6uNk4DN4J8DiZ09cPea9aJzSB3CaqaFIzjIVhYWFhYWFhuH0UNDdiZlUmbXqbExiLa0xOr5k3DG7sO4lxhCcRCPlQOOlyoLKPbHy8owOG863i97zA8vnIbFCpDrLn20EW8Mnsk5g1PtDq+s1iE8DAXZLbOeOfziM2+OT6tV0mQ2eADd44a/f2CMC5gJHq5G3J6ywdPsDrW8v3H7ZwAtBL7SFqu16CLX/s5TCZa1MyFmVyt4Tm41XzogqxjMJ2Wgzh3X7h0YvQmEx/vOY61p82jcnsE+2Hfw/ejWiaDn7MTnG/x+P8GpCB02Tf7sPeo/VgwI0IBDyMHxbR7nOJ8e2cywon9V/HMezPAtXDgtWXLD8dM4r2RvzYmY/oDQxAU7o3D+66igbzvfJt8PpcDrYgDnkwPrloHjg6IiffH8DFd7Z6joqoRWbn29wbHT2dRAT8q3p/x3CLjO15gQnBxEmPisC7YddRgxU+KVkhDdKC/Oyprm+Dr2bY7GwvL/3fuvMwDy38tSo0WXx/OxV9Xy6kYfO+AEIj4PLz0R6qpy+frIzlY+1A/9I/wxJ6nhtIEDkmQHUi3/rLYe60c6so3IDCK9wSdBjj4lr2Ar2yCg8Y8c0jd0AvKqgnQa13wcZd6LFHvwtCyK5A0q3HvCSB4jkG8t0XX1ARdrblKs13IF+xNJAaHBA6BhC+BXCPHYQcJJrZYJ0/1XB4uOhH7eUNQ5aDQY0qyFs9MuISvGgsQ5hrW6YCjYdMmKHd9DhdJMZwHctCQ5wBZpQjNR47A9fhRRE+wDirvJBq3bTeJ90am5J/Fuaj+OO8YRBNxy2Z0p3aZ7SGJj0QD03pBHoloAQYLWhOVBishK9QyoC6PukOQuZ48x2wItI5QN/QF9EJwxcVw8N+OwaKXMLqhDEOFrnBY9AlcJjLbSDkKmf9T7STNBVS94TJhPBp+/x2y8+fN5967N1wnTUJn+e6+3tSZYcO5IioQEHamliO1pBE7Hx8CV7ariIWFhYWF5ZYh3Qerjl3HjtQyKpbP7hNMO+2f3HgZmtbA+dujufh+QW8qoG9bOhhShRrv7kzDn5esrTpP5dZA1vIeHIziPUGvAw69bXCwshhBRezPyXLD89PpodLqTOI9U4xZVNcxe3sSMZPu6s5C3J1INzPpem/ruERIJ/PYLbla2oi0ssY2hdob2cqvOJBl53hw5not7eImI5LuVMj9FZN4T5y4pAoNnQP//vRuN3Re6hHIXIzRIFffsOCTqcudfNaI1T0R8EnxSlsMi/airgxiARe9QtwxrWcA4+eKFLkwUS9T0b8h4vY2Os4HhzPNnUbknmFOn2B0li/mJiLUMxtrzhSYCg8OZVTh2tensfPJwayIz8LCwsLCchsgwvfP2UnYWnCF2uRPC+mOLpIALN65EyqtIa5deS4ZX0ycRIX89Q/MRrNSic/PnMHaFOtxkykVFXh/12GTeG/km91nMG1gV0iEAqt4Xd6kpp3xBAFtabamRS1CldQVygZfvNLVviHHSH6tvX14WwjaEXXboodHIPwkzqiQN1mtF5YaTl5wRQxxqACNWkMemtQSKOQC5Oqqcb6yGH19Ox8H7cnKwpfHTiO/sQFcCcCTk/icgyvFFdh6MQ0Lh/bBncr51EJG8d7ZUYSmFiWC/N3x9KKR8PVqvwA0vgfzdVU0KWiHfUBo26O0mLrcyT1YQXYFFfCPHbwGvkIHrcQ+9u3bNQS+EgdIOFxEx/pjzKQedL69LWKRANxWFyxLlEo16utb0CUxFCMnJeDoX6mm3wWHe+Oue5i1lfZ4ceEY+Ho449e9F6kLM+F8RjHuf/NX/PLOfAT4dP7ejYVFCw5dbkRHtvlvhRXwWToECVp+TSqkiQ53ByHtkrC1fnx6Ywr2pZk7EF7fdo3+aVh+BZDExvJ9mTQJabQeLG2wT/65QAZBk7XFDKXuOqCSAUIHoOA0kLYNKLmAudJiXPTxglYeCEX53URhp5vXi9zxcZ97EX64DEEtNZCnmL9wbOG6uIAfFARNif08SFuEAf7g8PlIKW7AT6fy6SxHkgwicxNJ8QIRPsksyLN5tbQLg1ibBrpJ4CpyxWfDP8O7Z97FflQhQaXBfGkTeCTJKnYDZ9Jn+Cy4J2Zvm4GAGh3EKg6+uYsHcKT44eoP+HDIh+gMNatWAYeXwa+7OYBzCZGjLMkN0kIHyC5dgssdLODLL11kXP95vBI5E13R1ScKfo5udl370l27Ib92FaLIKLhOnw7X6bPQuPoDyMrNQY9zsByOpHO/PfGe4J8I5Oy3Xid0AjyjDD/yuVDVjoIkaD1EPvug1wnB5bdgRvgDeG/YqA69zu5BrkgIckFqiXXS8z7V78CJInDGvI2Qn3+C9MABKDMyIIqNg8v4ceAIO98x7ywWoGeIG01EWlJYK6Of6UeG/TvzplhYWFhYWO4USAJk84Vi2pnrLOLTotZBkdbJmde2XsXvFh3e7+9Ot7O2JwL6B3vSTSK6i1iAsgZrYdmAHg71DGNzmiuBlmrAxR+Xi+qxI6UMV0oaGF19mLhE7OPbgHS4dw1wRlqZdZKQCdKJTOKL9DIpfjyZR632iThPYgpiR28YDVSC49nVVMRdMCCUOg+QmJoUFj7/eyq9XyD3FZzWa0T2e3VSHEbEeGPYJ0fJyFATLSotvjiYgx8f6FzScM3pfMYRAEbOF9Tf0QL+hQLmxPGsXkH0/Yj3d6GuXLb3gLuvlONCYR3CPB0xu3cwJnTzg4jPhbK10NMIGZHmJG4/vdA90JXa7VtCxhAYrfBJ3MzEuC6+WH1/x97PUE9HDInyooUtlhDHt0/2ZeKD6d3psQ6mV+BycQOifZwxpYf/TbmRkX1IYfp3x/Os1ldIFVh/thDPj4vt9DFZWFhYWFj+v7H9ajr2pGdDyONhTs9uGB4ZbvX75SmH8Etusunx59eOgtMsgEZrFtu1pGP6xHFMjI6mM+2dRCKUNzPHqYUN9uN6muVKlNVKEenviaziKuw5m4G00kpU1LUA3Q2Vo23NUNZrOUhvrIJCo4GYzxwL9QjwQ1KBdZ6bJ+NA62wtnLpzxPBzdMb1ujqsvngeBQ0N6O0fgMV9+sBNLKEC7q6sLBzOvw4PiQTzuydQ5wE+l4uVg2bj2eRtKGyup3GzuIwPcY6AOhE8MmUYJo/ugqE7v4JSq4FGzYNez4EGGnyacgK/j78XnWFbejpe2LfP8IAPaPmAng8IWi/5pYIyLByKO5bUdGZtYOiAKAweFI0wfw+E+pEGPOt7wFMnMnH5UiF8/VwxYVIPJPQNh6NEgBZLByotcXLgwd2r/a7z6K6ByEwpsrsHi2jtfhcIeHAoV0Hpwgd45s9m35AA/OeluR16nW6uDhg2MAbHTluPZtXINfh21WG88dpdeGn5bIyY3APXLhQgIMSTCvrimxi1KuDz0LdHGFbvSLJa39Akx4Z9F/HC/R3LkbOwWEJyAx2Zb287QvBOghXwWTrEi39cwbbL5m4f0mW/dmE/DI4yJCN/OplnJd4bYfrbSCu1FiEHRHhSK31LlHwnaN3CwGuwFhHhGW0Q75NWAfteMa0mfcuK6lp8pB4PWat4b0TL5eFEUCLmZx2CKKJt8ZF8Cfq99hpKnnySfpka4To5QddsbVmjKizCuct5uO+PLJpcJZzLr8OhrHwk9DiNg0nRKK0yC8ebzxfT7uUQTwcMCxqG/XfvR15jHnwkPuBp1EBjEeDTBRBIUFZyAhoeUORr/Tqy6pjnnLdnm9+wfg0iRlmfO0l8enVtpgK+MKxzHf3/bQhCmJOoy8p+xukTP4DH4WFe3Dy80s/wWdFrNChe9LBVp3rD5k0I3bgJIe89jub1H0LVKIDYQwVHXxUw8gO7Y+vkctRv3gz5xUsQhATDY9xjEBQnAQqLG4DRbwEiQyBGZoi+uV0KWeFjELqdA7gq+An6471hT5u3L0sBzq0GmiqA6LFAn0UA3zoY+nksH8vWHscRXS94chrxCO8vTOOdATJrgDFvgyMQwHXyZIAstwBJoufZJFaN5NlYN7GwsLCwsLDY8+6uNKw9W2h6/Ne1cipEG63J/7xUYiXet3dTScRO0jFvFBdJ3EwKRC0hSUqVd3cIq69a7+zsDzh6Y8uFYrz05xW7Wd03Isq7/RmVb0zuigd+TobKQj03dnPbipkH0irw9KYUyFu7/88V1NF7h14hbjiVU4PierlV3PzHkoGI83Ohr/fESyOpbTsZi0TcCkhRYaSPExXxLxbWWYn3NzvPnPDDSWsR1pYIb0fcyYR6WovzRn5LLsQvZwroPcLdvYKwfFYPU2f7o+svWnWqrztbiO2PD8Y7U7vg1W3WLlRkrJOgdR6nEVLUvPl8EXUwIJbzd/cJpsJ6TbPZLeKpUdHwdjZYq87tG0y3tcTbSYhV95rHnmVXNuHnU/m0qIPciz44KMxOfH9ubIydgE84kFZJBXzy+iZ086fL3xY3t7GehYWFhYWFxcyXx89g5WmzOH8wO/f/2DsL8Kbu742/8TR1d29pC21xd3e3DQaDMTbm7sbct98M2GDKgI3hDHdvCy2UUnd3l3jyf77fNHKTtBQmf2D38zz3aXNzk9wkN8m55z3nPfhw+kTMjtGN5SGW9z9mxev7tAxoJEqggcgaRuGmoqUFdVIp3G11MdsgPz8czsmxeLkjXdyRXsvMYdvbiODr6ojjSdl48bt99DdeLQJ4PB6EGSIoghSQa/kQCZTUlNWwH2oOZG1C+Ns7dijeE54ZNwz3/rLN0HlMEuauSjHqmmVQ2Wrp0+BJOZA2KHAoPRvPnziMZoWu6PZiaSkOFmZgRHcfnC8pQm5ZM7RS3WP9lpKCzfPmo7e3D2JcfHBk0sPIaa6Bo0AMiVaIoop6+Hs6wd5WjOyGGrTQkJu5n+l1xlivq/yQaNlQpRESZ1kyc52DYHdm09/tBumwN0ctBPamZmN7sq5welzfcLyzYjIVpgkfvrcHx44Yu/Z3br+Ir9YuwxOvzsD7T2+Glhw4ZGyuWoN5j42HjS1ztIBarcGhgym4eDEPLi62GD6tJ+KOp6G63Jhvnr1sGBXRCZNm9MbZkxlwSW+D1EMAjYADF40AX34y27B9aUkdtm+Jp39jegVg9oIBsDV73PuXDMOpU+nQkiIAciiqtXQ5dz7LoJcMHBFJl78CeX6FFdadj8lxysLCYh1WwGe5LsV1bdh1pdTC6pDYfpKkSWObEh8d6rq4HGU2X/DR0WE0UaNPtJHE3JszosFzeA/YulRnnU/gCoCJZN54G3DifYv7nd3SiixlE9ZaO9A1atqN7PboI53um/2Y0Qg9sB81e3ahsaoYnrMXoPbJ5ywEfPKDu/58oUG813O5QIF0eT5kVUzbJGL9+f3ZPLw5M5pebpJqcCCRg8zKXMT6OWHxwFjYC3SVo92cu1HhWW06PgBAd9fOZ0qaQ8RqKBrAE1hmNYW2KgiDg+E4YyZuZ5wXLkTD1j+gqjTageZ4ARdCyTHDoa/hpvRN6OvZF+MDx6P5xAmGeE+QZ+egccd2uCx9AvbuYcDVrQCXD23s3UDoaIbBCimKKFq5EtJLxkC1cdduBP+0D4LqkzoRP3Ia4GOcm0W6yMgM1x/OilBfFYRxUZ5YPaMHdT+o/f4HcBvS4RN+mRq+UHKPAYXngIW/MvbT1dkZnwq/tXwRxE50FMXprGqayB4e7ga+WfK0q11na07m0q687t7Wq0D7BjKrS1lYWFhYWFiY1LbI6RgaU4hwTuzwiYBPxHhig99VQto70fWsGB6MU1lVhu54orO+OCkSQr93gM0LAVV7hz6HB0x4B2oODx8fyrxh8Z7E489M6HymI+naPvHcaOy+VICqmkpM7xOMl/YVoElmWfC3Kb7IIN7ryaxopos5xBL/21N51J6c0KpQ4Wh6Ja6VNlJRf+ngQBrzEMLc7amluvncdNLpfaPUmojK5ng7inH3bdx9T5jb1486LJECCFP0BRjkGPkjsQT9gpxpAer53BqGeE8oqmvDLxcK8OS4bvBxltCRA6TbaEZPH4zr7mnxmKt+TcRxk/sgbk4b7xtAj9+6VgV1lzB1dZvZy5eeN317SheTEoczEjenlTdj7akcOt+enJvqx0ycya6hMfDmlUwbT28nMS1IMD/uHWwE9Pg6lVlNXQRGdHPvsOu/M7ZeLMYXx7JpEUGUV0dx8+2duGZhYWFhYfmnIWL2TwnG2el61p6LpwK+WqPBa8ePQutgKtPr4JCfbzPbV09bW9qVrufumFgcy8vDuSJdbE42f3TgIIzzCcaDX21Hm1wnppOY4YmZw2in+lc7zlLxntL+h1/Hh1rNhcxLi4YmISSOUvCFatrF3tooBjRcPNt/WKfPNcbXCwcfXYbdV9OQ21SG8eFR+OHkFSQVlUFgVne6PT3VIN7T/ROrUCIux5Z8naU63x1QNwqgaRRBrlbjm4QEbJg5i14nVSlxKq8QSZVlCHN2wZLo3rCXiOl1/naOcBSK0ahgOnrFuOqKjG+E2jZmPKl/gUkjrKvEBosHG/OityNjhnTDlt0XkVekKwglz0vpwINWZTyfOZqYjehgbyyZ0BfZWRUM8Z5QW9OCbVvj8fCj4+HkZodDWxMglykxfFIshk0mtg5MPvzgTxw7aryPgweu4v0vFqPwWilqK5vQZ1g4YgeGGq4fMCQcz7w6A5t/PIPK0gb07heMh56ciMqiOvy+7gRyM8tR0iyDst01K+liPuLOZuOL75aBZ5I3dnaUQAgOVHLm+ZSdrRgyqQKXzmVTEb/f0HCIxEbXi65y6mAKfvr6KMqL6+Dfw9swksKU2DCdqwALy42i0XLp0pXtbldYAZ/lupDEhLWkX1m79X1ySYOFhWJHkETJCxOZVoJkTuK+x4bhdHY1qpvlGB7uDi9HElwEAA/HA9e26aKAmHmAayhQmwvILe2OCHN4Z7FBPRVKk0NbBDVmDQpF8OdPQxSmszXvjF3SOHzusgUt9i2wSTuFxdOCMeF75rxInrsbqjTWPz5qmfUfnbwaXRcGEVtnfXOOJsAIZJ4msTTd+fAQmqD1svXCfdH3Uct8PW42blgZuxI3AlcohKjnMChadkFox0yYKm3CEfTbFvDsbu9OIr6bG4L+2Ir6TZuhyMvFNS8l3nI/C43ZPMxTxaeogC/P0lUPmiPTr4+cCrXPcFS88w6a33wa4PPhNHsWPF54AVyRCK3nzjPEe4K6thb1uw/B49lnO9zPVSND6aJHmpKCgnuXAUolfIfWGcV7Pel7gap0wCPKuM4jEggeAeSfZmya6n8X5r9/jNqCEoLdbPHr/QPpyIausu9qOcMyliRJbQQ8RqKdFAaQ5CwLCwsLCwtLx1Q2yaG00hKuj5szKpotOtQ7gliLvzQliplIEfGx/aEhtPiVxOiDQ1zbbc9DgEfigat/ABol0GMOjR0aWuRdtswnkBCK/N4Te/uuzJD3LdyDhxNfAKT1QI4Yr7rfjaUYz9iGjBEgVuw3Ql61rghAqlBj/toLyKxsNsTNxBVsz6NDqS2/o0RAu63f228cIeAkEeCp8Z0XH1hjbJQn9qVYzpr0dBBh72PDqAPA7QwZwUDGmBEBnhROk/O7w2nMcxzCsfQqKuBbK64g6NcTcb1/kDPe2puGx3+7THPcM3v6UMHdVsSnYxtMxXtCs0yF3y+V4P05lklLPWRUG1n05FQ1Y8G3FywKQPSQzwJxYjAtNPV2tMHE7l4WDnEju7lhyPvHDJ9BEi9vXDEAIddxmzCFFAwQRws96RXNFiMFiHh/uxd8sLCwsLCw/NPUS6VoU5pYi7dT2qiLNQobG1HR0gquiAuImbGkVka6mTkGZZ/L4eCF4cOpM5UeEZ+PjXPnIaGkhFrR9/P1RYizrsBu56v3Yt/FdCrij+sdjkg/DyhVahRVGUdIcVWAmoiNHGINz4HMXQs1eGiuIXGDlroCTAruhgd79Udvj+vny7Jl+TiMvWiwaUFy6VkEhoYCRSSCMuYwhaSbm0fs6DUAachSccBzVNAiA1O49kpomkjLOwf5DbruZZVGg7t3b0VylTH+2ZaRir3zl8DVRgIxX4AX+ozCK3EHDXUPdgIhnus9EjfKqJAQ/J7CdP/iKLXwbhJhy5uL4eXYuT38rY5IJMA3796FXQeTkZ5TAa2Yg8OpuRbbnU3JpwJ+fl611fvRryfCe2SvQHz/4T7879Vt+OSF3zFsYgweXj0L9o4SFBXVMsR7gkymxO7dl/HaG7riDGtMnNaLLnqqyurx8Lyv0dosg9pWBK0N8/wlM70Ml+LzMHCIUR+xsxNj/LhoHDhojG8JwweH4d7Jn6GxXqdnOLva4Z01SxEa2XUHq4yrxfjgpT90TnNcDorSKmDnJ0GLs3G/ugW6Y+HE3l2+TxYWUzTg0OV6dGWbWxVWwGe5LrF+jrAX82nCxbzrhmA+K9ESLZbxDuF+u3PwsBNAc6oXij/WQgsOHGfMoLbfXC4HoyI8UN4oxbv703E2WzcD86FRoZg56kWDCPvluedR1JCLY3whHFRmXTJCO4TbifCtazY+rOyHzKpW9PBxwCtTotAzbEaX3mliU/9O3Dsge0eQqqTY4JGGkCEBCDtfZLDUd3vvbdSnJBDFl3F7gUYBJ2ESqjGEbMm4LujQNhSeXYf9k+83iPd6SBLtwLVyzO7tRy8/3udxDPUdirOlZ6l4Py1kGhxFN95J5PXmm6h5LhOeoamGTnytjTuEyzcCjjd+f7ciAg8PeDz1JP0/IXsXWg5XQSt1AM82G9z2MlYXsS6hZxOtc0Awx3R9+SuvovnIEd0FpRL1m7cAXB68Xn0FiiKjHa4pikLr6zui7peN9L4JQlvryUg0kLEKzKQ97co//g6QeRCQuEA14EEs2++BNpPK3PyaVnx4IANf3t314GdzvOX+kyTpS5Mj6UlQNy97jAh3oxWXLCwsLCwsLB0T7mlH7cBJUaopg0N1Y6d8nMS0u13fQdwRxIreSSLE3uRSbEkoottPj/XG/H7+9PeYuGDVtMjx/v4MnMisouLyyuHBWDjyOXr7czk1+HDrWaSWNkLI4zBs7gmkUI/sZ6SXPY1LSWFBN087vDg5EmMiLTuprVJfAOx6iAz+1F1WyTCi/Ees9AjA+qoIw+N8PK8HCo59j3Mwn2HOTFia0q96O/DDu9jr8zwyK5lxM4l1diSVGkTeB0aEYkCwK46mVcLRRoDZfXzhZse0huwKr0/vjrTyRuTXtDHeh++W9Lup+7sVIccJ6Z4nHLxWblXAd7UTGs4BrRFjsn71nlRsvWQcB0E6+EnX2mcLe1l0+uspaC9q7irEtr8j8V5PcZ0UfQOZ64iDQ8DRLHqOZScS4J5BAVh/Oo9RQEOKYN76Mw0/LR/Q5f357SJzfi2BiPekkIQc76SYljgL6McQsLCwsLCwsFjHx8EeQS5OKKgziuaEwUH+9K+7hIjOfMgahOC6yMERtuc1FRxoa4l4rdveSSuEu0yMM5fzcTAtG1KVChO7heGuXrE0pzXAzw8R7m748MIZHM7Phr1QhKUxvXHfBN3v/7WGQqxKWIP0phLYTxGgNckGmgoROBqAKwcEEh7cnGwR4uyKQmEzUmoqEezogmcHDsPUUGaTWkfUK5rxbtovUGp1cYhKq0YuJwsxMeFISZEbxPvV08bgx9JEaB2N8QpHYFkISx0I+Bpo1VwUtzRg9tbNGBYYyBDvCWUtzdicmozH+g2mlxd164Webt44VJQJG74Qs0N6wEty42L7c8OGIaW0Aml1OoGaK9fCL5OLz5+eAS+n21u810PGDiyZO5D+fzGj2KqA72yva56KiLTuYtAtwih2//zZAezZeM5w+eSfVyBtk2P1t8tRVmrdQr6k1LrlfEcc+D2BiveUDmLRinLm543w5OMT4epqhxMn0iEQ8jBlck+c+P2iQbwn1Ne24Ov39uLzXx7o8v4c2pWka7IzKazhl0tx//T+kPg7wsfdEcN7h4DfPoaAheVGUWuJA/P1z7u6ss2tCivgs1wXiZBPuySe3ppM5xgSSLJPn/whSYqZvXxoF7keMjaFJBdJsvFJ/k48yd8GkHiELLUZsG2yReVlR7SeOg1VeTlc77+f2i8u+T4BOVW6jpv6NiWdlUmKB3w9GvDkiSehag903nO2xzvVtcYDWOQALN0F+PbFGGJ1Q13utbQw4EY4XnTcIN6bkrpqNMasGgNNczNsBw3CrrJDqMveAj/pcpTY6JKHfLUKj13ZAbusYnww9CQUtWQvdIQ2lGBm2lG0qWS4pggE/JkW+4R8szmJxPadLH8Fob8/vLecheziWXDLz0MYGg5OxGRA0PXu7NsFMsphwwFnSMtWtK9RQ+S1G47uKZjXbR5dYzt8OOzGjEHL8eOG24l7xsJxlq6aUd3UhOZjxyzve+dOKuBL+lp/P2w6WN8R6lrjTM7WKiHELmYVx3wx4Gd5jEDsCEz5WLeQGaBlTahuPmOxGbE8vRFK2rsCrXX+3Tcs5Ibui4WFhYWF5b8MmQH+0dxYPLI5yeCOE+QqocI4wcNeZ8W+Mc5YPEfCVSL2kc59vRMoERnJYlr0STp/iXj9/CTdfa34+RKSi3UJGGJH/sL2FOrm1MvfCff9dNHQEay2It7/sKy/oRgXNxk3I/OAUbw34ZXgbEycs4zOOSeP4Zi/H7L6r/ATPkMFjI/ZkXgfyinFQ9gGFDUhP/8PAFMttiGvgynkOZPlr0CKh088OxoXcmtwIbeWzrwf392LdpPfabQpVNhwJt9iPbGTXzJId25DOtpn9/aljgd6yDngPYN0SrlSrcEuk/M/PXuvluG9OTG0C50cUua1Kv2Db2wkEylU6Qzy2RkYYnmfNkIeXp4SRRdCSX0bXtl5zWK78zm1N7Q/hbXWCxDIeIzHx4bf0H2xsLCwsLD8lyF543enjMeqP/agWa77vfd2sMfL43Qd4fYiEe7r3QdrLiZAU21DBWvSVyJSCah1PJEEeU2AukaBUhslcouaDeHluYIiZFTX4K0JY+nlRw//iTPFBfT/Gmkb3jx7nBbVTgkPw5NJGyBVtzeJ2aohGCqD4ogrtE0CiLg8fHTvVIzoaXTV1Gi1tDDgRrhYl24Q702JihTh1cFzUNHUjP6BfkhrqsTVVKYjlEbDAY/LDKhICK5V6xwIlBoNrlSW42p1udXwWt+hr6eHiydd/grONjbYu2wJLheXIS45H4FiB4x4vBvszOar3wkoFCrs/PIEeK0qqG35jBh04Whd93tgkDtmzu6L3TuNrq2+vs6Yt8BYJHpkB9PRlZBwIgMNtS2IjPKBQMCD0qxoNSZGV8zSVRpqjA5aHKUaWpGl5X2vPoGW57ACHu5bNoIuBFIEsOHNPRbbpScX0zEAXbXSLy2pY4j3FC4XrZUtWPmg7rPJwsLSOXdeNoLlH2FarA+GhLrhTHY17dwYGurGSPJ9Or8nBgS74ERGFe1QWTo4CJ52PGQe+RGDru1izCQiOIW2oeqqAw02ajd8D5dlyxBX0GAQ703ZFFeEbt2PQ6GQQFEzBmppALaJqpDsfgAfeIeip88gIHouYOfBuN31kpCnS05jzZU1KGoqQi+PXnim3zOQCIxuAr1yNZgRr4VzsxbqAZchfvMh8Nq71q9WX4VAK8PaI18jwykI9WIHxNTkwknRChI/2U07BLlDClStIfBrqsNjmamwbU+idq/Mxj4rAn7fIJd/LCC2GTCcmN/gTmbNyRyklZkePzwoq2bii7lPIsBBZ2HJ4XLh9/VXaDl5CtKUqxCFhsFhwnhwhO3WPRqN5bBMEhiT9UQ/j4yEy333oe6HHxjivfPChTe0r7bDR6D1/AX6f02aPRQ+KmwIluCCjRieag2WRyzCCMn1jwdi6Wqti+9G7PPp/git/xSwHfcsLCwsLCw3Dum+vfDSWJzKqqb28WQMDd9kzuCbM3rQ7uZDqbqO8SWDA+HvbINPDmfij0slnXbn/3iuAI+OCUNuVatBvDfl17hC5FW3Wh1vRdx0yMxvEtfrxlV1PW4mgjbZv6zKZvT0c8ILkyIRIzTajl9QR2GNeiZKtW4YXAQ8Oc4W/fSxbclFiDlKNOP6rl2BqMSb/B/hxtG5KPVDmlUBn8xp/6cgbgl6x4Q7FXIcXSq07PT5YmFPdPdxMFz+bEFPKuJfLKhDkKstpsZ60yIRAgmZtVbiZnL4ktXEpe2pcd3w6RHjCKtoXwesGBZ8Q/s6qpsHHZ3QEbN6+VDL/OtBzmHNR0QRfJ1vLG4mxeXW4JMKdhYWFhYWFpYbon+AH049ej/O5BVAxOdhWEgQhDxjN+6zQ4ehm6sb9mdnwUbAx93RsYh0c8OXh89j1+lrUMl0v+sKEr6Y/RRvTb6GJ4YNRotSYRDvTfn1WjKE9i1G8d6ku33ABDcM1MRgfL9u8HFjuhJdT7y/XFuCT66eQGpDBaIcPfBs7BjY8Jixt570uhq4hUgQ66fr4L6cZ1kcqVbwweUowTFtUuYAfHcZ1M1CaOW6K4gLkrX54v28ffFP0dvfhy53MqSLPPFCLhx5HLT5iqF04IOr0OCllRPRO9z42j725ESMGBWJy4kF8PRyxKgx3WFjYmGvsTJSjMTSZHF2kuDBVWPwzddHDGnpgABXLL6HOPx2nX4jInHwj4v0f45MSapzdUs7Q0d0Q2Cw+3XvR2wjgIOTBE0NTEctYqNPOvS7ip2j9fM//h1YIM3y/4NGy+3SfPuubHOrwn5aWLoMSXrM7GX9R58kJRcPDKSLgd2PYkjKRqvbc/lacHhaKuCrGxqgkcnQ2t6lZE6LXEVnErUVPgitRgyh00VwhVXIaRmBo17hiBl4L7jUO6jrpNak4vHjj0Pd3jV0pvQMUmtTsXHyRnx79VsEZTbixT80MBQ4HryK4vIHEfT7b/RisGMwGTNExy1F1zGDQA5J0HI44IrLIRSXo8oVeN+bg6/WAfZSYETpFZwfOgvn5BJG4okkVVlunrg8y+4ZjYaH5iZmYEJEfPsxo+liDs/JCXYjRqDl1CnGesdp0wz/ez7/HBxnTEfbpUQIAwNgO3Qovc8bwWXxIkiTEtF85CjUCi4e9PZEfnuutFgAJBXtxPryKRjgbWnnScZMkA48V1sRRkW4Y9HAAGotanh+HODh0cZZRl2BJPPTynWJclMivYwJXBYWFhYWFpauQ4R5MkveGkQsJ1b4ZNHz7r40bEmwtOY2h4iPxKWqVWHZwUNokatpJ7A1vBxEuG9o8A132pMC23t/TDA4cZ3NqUHyhjiceHQy3GzdcbnZAUuUL0HVfmqZVw5c3BCHA0+M0NmIu+msRXmwYv/ZHrvoahY4KIQX7lc+h2PcZ+HLqcVo7hVMc6/Cn9XGQt1xUZ6YHN312YssXYubCa0KjUUxJ4kTyWKtW39qjLdFF/6kHl60+53w2NhwTI7xonPqfRxtbspafm5fP7q/O9qdAPQuFXq2J5ViQg8vTOxhaV1a1SzDycxqOIgFGBPpQYsHvj6Rw9jmkZuIm+PyLO1Me/jcGePJWFhYWFhY/m3sREJMjtK5vFpjRmQkXfSsPxCP7QeTaV5WL9prrWiKZCZ8dUsrNGbd63qIsK/Q6GNqLfhcDbgcLTRaDuwcBVjSt+8N55vL25qw7NRmtLaPfb1YU0wv75mwAp4iZ1TKjQWURKi9WiHHwkObcGTmSoh5fIQ5mrpV6bfjQFNMxnBpwAtQ0Y578sQ5Ai14znKoasSAikvWINDBCQVNxscY4huAuZE9bug5sDBJvqTL+3PVWtgVGR1MNVWW46J69gqkizXGzOyDvb+eZ6zrPTQczm66kQOz5/TDwIGhuHgxDy4udhg8JOyGreWHTOiBaYsGY9+WOHqAUTcsk+vPnc7C4f3JmDClp8VtiVgffzIDYrEAA0dHYv7y4fj+80OMbRauGAHuDeTA+wwKxbmTGRbru3X/54pKWP5baMCh39ld2e52hRXwWf4ZpPVAsk7stkZbtRAahe4LXxwdDZ6dHYaGiemcSdO5hIQpMd6olo0ANOWwDfoaXKEuEBEgCT+lueGn7M/Qz7MfXhr4EkI5HmjYuQvK4iJI+veH/YQJ4JhUburZcvQzg3ivp05Wh8tVl/HDxB+Qt/1+cLXMxJY0ORnSK1dg06sX5oTPwR9Zf+BMdB7GJjMDwaKBgVDymQnYNjEHFyI5mHBZCz602HB3DJL4bsisaKYdWIYOJVPkzYC8BXBgE5Rdwc9ZguSSRov1pPvnRvD+4H2Uv/IqWk6eBHg8OE6ZDM+XXmRsQzrxyXKzkI5/v6++gjwnB/G5p5Bf8T/G9RqtBpszNlsI+L9fLKLWn/rOvHAPO/y6YiAV2g+mVtAuv8UDAzAk7MaKQZYPDcLOyyWobJIzkpOm1rosLCwsLCws/wxylRqb4ou6tG2Imy18HMXwsBdRJx7T327ClGgvSDroitiWVIqtiaXoHeCEN6b3QKi7LbYnliC3upXanZPuajICwJyPD2UYxHs9zTIV9mQ0475l+/DLD0egUjBPK7MqW6hz16gIDyBmHhD/LRaWnMB6tbEokhDgKrGYlS6DCHvUQ/AQfy9Non49LwJLNZG4VtqISG976gpmzRK+UarsUic2C4mbrb9OxAniRnhrVjSUGi0OXtN1yE/s4Unt800J87Cny81CBP/PFvaizhNnsmvwxp5Ui21+OldgIeDvu1qOp36/AkV7t1OAiwRbHhhEx78Rm38Rn4u7+gfQooIbYdGAAPyWUMwYb9Ev0JkWlrCwsLCwsLD882w+cdliHU8GqGyZ6zzsbBHm5goeh4MQJ2fkmVnJTwnpBleNO+2AthGoaNxJ4ECLa62XMP3MRYTa+WFlyGyE2QZhZ1o6MqurEe3piRlRkRDxLWWVz6+cNoj3eqRqJfYWpeHjXo/gqUsbUKmoglLFQ12jLWQKIYoVjThclIUZwd0xzi8cfd19kVhtHGEEFQeQ8+HtY4NSDRmZaRSiSCEs10YFTbOu0/vVoaPgKpHgckUZQp1dMMI/yMJdUy5XorFZBndXO9Z5swt4+Vgf0+Xlc2OOYPc9PwWyNgVO7L1Mu/H7jYzEU+/PZ2zj4+uMmb43P06XvNePrJ6FuStGIPlSPj75+IDFNju3XrQQ8C+ezsS7T22GXKob8erq6YAPflgBTx8nHNt7BRwuB+Om98KwcTdWDDJ2ciz2/nERBblVhnWh3bwwcjxbVMLC0lVYAZ/ln4GIzxql9ataRShP0HUo8Fxd4fXmavq/RMjHuiV98dwfV1HaIKXztxf296dzFtefIfPM1xrEewMC3azvS5WX8NyO+/Hxrzyoy3UJpPrNW2A/aRL8/vc54yY169ejNisOiLZMUEpVUkS6RELM84MUlp0pqnrd49sL7fGdw0PYzH8W1wKAyBKAp9GFUGcHWk9QqXgA18EBHs8+A5vISAwl1jXWhFa1Cjj4IpD0C6CWA16xwOxvAc/u+K+jVSrRdPAgpMnE/j4EjjNmgGuri9AfHBmCo+mVDMvY4aiFw+fvoGX6dNgN79oIAb6zM/zXfAN1SysNULiSGysAuBFEYWFQCgoBK66gDfIGWlRyuOAwlBolBnqMoglLU1vd7KoWOjrgzZnRtBP/r8x8/fOx4diSUISC2lYMCnbFrN5sNSQLCwsLC8u/AYld2jpwoiLiJbXDbO/q/3BeLE3MkDj52yX98MRvl6kATrab2csHD44MxbbEEqv3pQ8hLhc1YMmGOLjaiVDQLp5vjCukHc4/L+/PSORtii+kVv/WoFbk7hGoc28E6qstrq9va09eCmyQOG4LZD9+jBHcZFzQ9ICS+nty6HOyhoKcpgrtgVEvAoFDQEoaybguc0jC9YODGfjlfCHdn26edvhoXk/08reeaPsvQY6bA9fKcamgnorXpJNd/3qTTvS9yeXU6UwPKQrZnFCEBqnSaje7NUhn+zeL+qC1/X5s/0E7zBB3O1Q0yaxeR461xjYl9qWU030Z2c0Nr+xKMYj3BCK4f3IoE58v7EVfi5vFSSLEnkeH0teKuFP0DnDG/L5+N+wswMLCwsLCwnLjaDRaNLW2xwP69BgHEJJ+HjEHKp5upa1QgPcnTwC/vVt4zcQZePTwXuTU11EL/Ekh4Xh6wFAcz82DpoUProvSIN7zORoqjBNyW0rwxrVvoSiMQnq5sWnoj2vXsGnBfAhMmsb2ZmRge+o1cKyY8khVSnjbuMJdG4m4UktHgHq5rrOb7O/qXuMxc+uv0Ao14Kg44LbyaHzu5ChGqXUTLtjw+VjVdwDGBYfSy709rTeD/bz5PH7bnoA2qQJ+Ps549vGJ6B178/nEOwVyThF3Ih2X4/Lg4e2I8bP6wNFZl2+evmAADu2+zLCTd3S0wYmdl6BolWPkVMtudmuIbYR4+sMFeHj1LKhVGtjaWx+r8Hfg5e+CFv25mBlNjW1oa5XjzNFU+n+/IeH4cvUug3hPqK1swvqPD+DNNUsxYkL0Te+HjUSIzzbch4O7k5CXXUnF+8mz+kAktn4OyMJyo2hJB34XuuvJdrcrrIDPckM/Zi0nTqD17DnwPT3hNHcO+G4ddPo6BQAePYAqsw6JgMEQ8Ozg0XgeEDvDduE94PYwVl2RjprTz49GXnULTSoS235CDf9PCByudbp/A8/WQF3ODIKaidh75V7aNU+fg0qFug3fY7CHFmfNfn8EXAFG+49GcXMxFIN7AsnJjOuJUCzpb+yIFmaXYGqi5X4MrXDAnkDL+57/4nfwC+sNrvg6P9AXvgYurjderrgKbLkLePwywL0x65w7CTKHvvjBVWg9b7Qbqt+8GYFbtlAHh1g/J+x6ZCh+PJePspwiRJ/Zgyl5F9CkVaNpz154vvwyXJYu6fLj8ezMSnf/IUiXvQ3fhhaPmBLhHIGpO6aiRdmiW9G2BzLlMovbW7PwvBnc7UV4fGz4dbfTKBRo2rcfspQUiLqF64oo/sEiBxYWFhYWltuVU1nVOJ5eCRdbERb09+uwO5yIoAOCXJBQwPxNJ/PCSbf98Yxq2Ip4WDk8GP1NXJuISH3y2VHIrW6hoqKbnchgG349muVqNMuZne9kRA/ZZ9o13843x5l243qIVklE3pL6Nrqf5HamCHlcDA832q6n1aixUTPR4n7ITHKSIDUdpU6E0Kn3PAUEfw2I7Dp9HmTswLen8hid//f/fBFnXxhjmNX+X+WRTUnUoUnPT+cLsPPhIfQci3TEk7j5h3P5SC5uoKOUqprl2H2ljC5kdv0T464fF+r5J4V7U/oEONPzw7pWZkKSuEqM+uQEHS9BeP+AsWClK6MDbhTyeXt41PWt91VqDS0qSCysp+4ZpHDAnk1YsrCwsLCwWBBfUoxDudmwF4kwLyoa/o7WR9OQUVDDooNxOiVPJ8dodXFkqIczwr3dcTgrByIhH4t69MTwIGNyNtLVHUfvvg+59XWwFwrhYauLMRWSGti7GPNxpAvffMS9XKNAlZa4ZRn3KbG0DAezszHdxJ1zbXwCIOVD66CyuI9JfpGoaG1GpJMH9iKd+Zw4HIz21QnvhPzaBvDaeABZTLdrE4Iv4kKlNRYokof538gZGOUbBnuh7lygI46fSscPv541XC4pq8crb+3A1p8fgp1t57e90/n89Z04vMOY5N/5yzn8b/MquHs70S70LzeuxI5fLyAjpQS5V4vRVFaPM2Q5kILM5CI88PL0Lj8WEfL/DYLDPODp5YjKCqZbbWyvQNw/9yvUVjfTy99/eQSQqy3kzZQE4znWX8HWToS5iwd3qTiH2O1fTSqAp7cTJkzrBQfWXY3lOhD7/C5Z6Hdhm1uVGxvkwnJHUtEooxaX1c3yzrdb/SZKHn6EiqbVn3+OvJmzoCjuZFbn3PWAcxDatCJsUE3Bw7w38GlZD9TmxcPepxX2LiXgHnkBuLadcTOStAv3tDeI93K1HPsKO7bj1xNodGNhIMvKMvyvkcmgbmxE/2wt5pOufkV7R1OLFq/1fQmvnHsFU3ZMwUL7TUjtYUwY8hwd4fPJxwxRl1j/W2OAzyC8OOBFOIp0gZ2PrQ8+7/s27K7koWbtOrQlWlH9Tbm2zXJdQyFQcgn/ZVpOnmKI9wR5dg4athlfryhvB9p1tfrIF5iZexYCkzEJNWvX0g7+Ww3i5vDRiI/gJNJ1ipGZVZODJyO1JtUo3pNjl2/Z2XYzIwL+CqQApvi+FSh/6SX6PUC+EwoWLYamzXLuEwsLCwsLyx1JSxWQexxoNLG1tMIHBzJw7w8J+PlCIT4/moWJn5+mo5M64qN5sQjzMMae9mI+yuplOJxWRd13GqUqfHI4C5vNrPZJNw4RY/XiPSm47aodvzVM95HcV0cdz89PjMQHB9Ix7MMT+OZELuxEfEPSh4z0+Xh+rGGfCDF+1jviifX4h3PItrq4n4wFeH9ODOIbnfDRiRKczda5bXXEnmTL96GmRYELuX+PUHu7kpBfxxDv9R3o5HjUQ46392bH0KS3aQEF4dvTuYau+lsJUpTx9d29GccWsa4vrZcaxHuCNfH+X4+btVqs/OUSnvjtCn65UIjVe9Mw4+tzaOigG4qFhYWFheVOo14qxdmCQpQ0Wo67NGXtpXjcvWMrfkq+jK8S4jB588+4UlHe4fYv3zUGkf4etAFfaQvwfAWoEctx4GoWtK0ayOoV+OHwRfx83DKPSmzl9eI9YU/5qa49mXZ7fVMyq5lxakVLM6DkAvVC6DV28vfB8KFYn5yIQb+txUcXT8OWKwSZWE+Q8AV4d+BEBNgbY+VoL+vjfWLdvPHJgFnwtNE5v7qIJHi912TIm7T49txFnMzJp/FHRxw7bTmLvLVNgQsJufgvk59VwRDvCbVVzdj2k7HYwdvPBY+8OBUSLqCVKxli995NF9BQa8zf3irweFy8/NZsuJuMsurTPxjKNplBvCfQcwEBz2BoYdrF/2/y4eqdePvlP7B720V899URPLT0W8Z+srD8V2E78P9DpJU1Ye2pXBTU6OZcPjI6DN+fzcf6M3nUYpFYcT46Otxqt4U8Lx8Nv//OWKeurUXtd+vh/fZb1h/QswdUDydi0dfHcaVSCdAcUAS2oSf2il6BG6dJt13SRiB6bof73axopkImV6uFWKtFW7v9kTkJPQRokigRm6+Fi8nvptikw590aotjYyG7ehXzz2oxNUGNOnsgOKg3fux5BfHl8XQ7FZ+DN2fIMGxaBD6NfgXimBiLznnboUNw/q4eOMzVBUAjrmkw5hoH1Z98gqFHe2Hmm9+hxc8FzvVKFC26B5VVugqD2m+/heuDD8LjqSetP2FeB5V4/H+nQu//k+K6NjqTklSfTu/pA18HIdBUCth5Qp6VafU28kxjgQZBq1ZDWWqZzFXX10Pd1AS+6603132U/ygcnX8UabVp8JB4wNfOFz1/YVowcYW14Dtchqqpt2GdkM/FQ6OMVbo3Cwnwf03/FduytkGhVtACglU9V0Fodiw2Hz2GtkvMEyB5RgYadu2Cy6JFf3k/WFhYWFhYbhVy2sfUZFe2INbPkc7f9k7+Bjj5gW5MFIcHDHoImPiuxW0rm2Q0vjalSabCl8ey8c3iPlYfL8jNFoefHI7Za84juaSRzpi3xu8Xizodm0Ps+K9XlKvvoLcmcsb4OjKKA8i4JzJ33JRwDztUNstwNN1YPUus2Mlc9Y/nxVJXJPOObOIW8HZoJoKLtkHIUdEZ91s04/DNyVzawf/tkr7UoYAkwxZ8dwHFdbpOqDUnc7FkUCDenmW9cFbAs35eQGKkO53yRin2JpdBqdZiaow3tckva5RScTujov08y4yMcsv1hbWtFuvISAdyHBPb+luNIWFuOP/iGKSUNsDVVkQ/O73eOnzd2/G5HDw25vpd812BjJbYeKGQHveTo73w1PhudBycKedyanEik1mAm1/TSgtsyHk4CwsLCwvLnUJxYyO+uRSP1OpKdHf3wMP9BuJkbj4+PH0acpWa5vgWxETjnfHjLGauN8llVLQ3pU2pxGcXzuGX2fOsPp6nsz22vLQYSzdtw4XiYsihRBOJz90BcQ3AbQ+jd1y4huXj+ne675WyeosuTS4xWzbZTXdBKyQ2asCWh7pWoxga4+nJuO3QgEDsJ01krXzaPa/laeFt4wCeRoC9+XrxnEPjB1cbCb4cNY2K8g5CZr45xNUF0/p74HLLVXB5GjTX2qK53BGb4pJxKc8VH0+ag0APRwi1fCzZtA05NToXr+8uXMT0HpH4dOZkq89V0EF8LPwPuFbV1bbgxOFrkMmUGD46Ev6Bbqgub4SDk4QK+NbIz7RcX1pgWVysUqpRWVIPJ9dbL27uHu2HjdseQ2ZGGezsxAgIcsO9M/5nuSGHeYJIPqeLHhrzt+zDmeoLOFhxFM2qFvRx7on5frNgy2cW1Wall9H3x5Tqyibs+C0OKx8b/7fsB8udiUbLpUtXtrtdYQX8/wjEkn7+uvNobZ+vmVLaSLsySPe9HpL8IR1Cw8LdaEcGuS7YzZYmwOTZ2VbvV27S3W6No5k1OvHehHK44i3uRCwU78UgqQw8dQczWRRN1FrczcYNU/hueCovGW5qNU5KbHDSxgbZEjtMa23DD7YiNAltcLyHAsd78MBTa7HikAajUrQoXDwcjS7N6KdRgc/VHe7eb65G0QMPQF1dA4kCcOB5wO/11TiWuNRiH85yc/Gl9hiyT62Dv70/7u1xL4Idg+l1G1I24MtgIirrorq0QB4a7NSYcx6QXrmC8lWPIuzIYVR8+xZU7eK9ntoNG+B810IIvK3MJOqzFCg169L37AH4GIXbG6WytRIni09CzBdjXOA42Ar+HXv4G+F4RiVWbUwyzKpMPboRn9hthkhaCdg4w95/Aaz1oIu7d8euy6XYnqSb9zqnjy969YyFLPkqYzthcDB4Lv9u9eCNIOKJ0NvD+B4HOwQjt5FZBesRdBCrghfhdFYtTc4uGRyIHj7WbcVuBHosX/7ScHl9ynpUS6vx9tC3Gdt1tYiChYWFhYXldhdG5649j8b2OYAkbq5IP4/vFSa/i8Tlh4w9ChmFloDRtAM40FVCO4SJ+K+fW29KR6Kqnrj8OiredwYR6K3RJFNCzOfRx4/0skeGWbc/ydeR5KlCrYWIxPZW7mdgsDPt9leoNAYBfPWMHlj6fQJKG3SCOnHIIm4BxJ7dnJJ6KQ5eq8BXx3Pg42RD56wTdyRKwnosKX0TaM8PDuBmwk9VjQ9Ui3CttAkrf0nEuRfG4H9HswzivZ6NcYVYOjiQOnSZc1f/AIsCA39nGwwKufmCzZoWOQ6lVkDA5WJitJdhbvytBLGCX/7jRUiVunO7z45kwslGiNpWBXVAmNnbx+rton0dcfBaOX67WAylWoPpsT60sPu02Wvo5SCmBQG3KuT47BtojOtD3WyRWNTA2EbE4+DVad3pcyNjKu4ZFEDn1f9VNl4owGu7jWPi1p/Jp+4G3y7p16XPe7qVIgoWFhYWFpbbuct+7rYtqG7TFQReq67C4bwcNNF8sy5fqtFq8dvVFAz098e4sFAUNTYgwNEJEoEAhY2NkKksC1czazt3YUqtqKLivSlarhYyZ0DQBvDbAKXK6MppSrNSDiGXBxGPjwjbIFxryWHMSdYq+RBxeVDxpRjjWggXYS3gBmijgTNZUTiZ0R19Qtxg46iGTK2EmKeLFV8aOQLp1dXIr68HtBzY88T4aNIkvHnpmMU+1ErbcLIqFb8Wn4CryB6Lggajh5Mfve5E5UVkCeJh2x622DjIIRIpUZ3lhqyqWjz02x4cf3wFfrty1SDe69mbmoHFfXuij59lLDh1YixOnDHm9cjZiouLBIP6h+BmaZBJcSgnhzYGTQgLh4uN9ZFh/58Qcfj5x36lc98Jv6w/BWcbARrLG6md/ejp1mfYh3X3QcKZLOz7IwHSVgWGjeuO7n0CqW2+KXYONgiK8MKtCo/PpUK+HiLil5c16AR78hHVaMHjcPDIazNw+Vw2fU0mze+PmH46/eOvcK4mHuvyfjBcPlJ5AqXSMrwS9Sxju7ycSqu3z8/twG6ZheU/ZKHPCvj/EUjiSy/e6zEV7015f386TVSSxB6xs3xrZjTGdY8i5VcW/oqm3e3WKLDS0UHYLwjECS8PBCmUWB8xHqY/cxl1GXjz/Ju4VnuN2ovfG3UP3i4vgVCt2/9xbVK6NNQ3wEmjwcw2e0z1ABQ8XUZQzePgh8kC7JzugGr1BeDwBdrRvGbsGoQ4hUAcFYWwY8fQeu4cfU52Q4aAIxTC7qodWpWW+7spfRP9m1CRgMMFh/H7tN/hY+eDn9N+tth27wAuZl1Qg6sFVOXlaEtIQFPKZcsXQK2GLD3DuoDfdxkgb9YlhYlNK6EyFfh1LjDja8DBym064WjhUTx/+nkoSTUqSfAlfobvJ3yPMOdbp/ODBHpv7U0ziPd+nGp8xv0SAmn7MSuthyjrW7hOHI/aQ6mM4+93r7748PcrhnUkifvulGXol78amiZdgowjkcDrjdctKn1vZfzs/SwE/N6ePbF0cAhd/k62ZGyxWPdn3p94rv9zcBA6XPfzLo7u/HuAhYWFhYXlduK3hGKDeK8npi3O6plTyomtWFiiph3LThIBXpkShdGRHnQGvD6usdbdbo2CmuuPpCEd8abkVrfghW1XcamwHrZCHpYMDqL7Yo5Or9dCLOBCprQU70nMH59fj/j8BHjYi/DDsv5U7A11t8PJ50bhXE4NLfYdHu5GiwToHG8r5xKmFu37rpZjx8NDdCL+uS8stl3KO4IvVHMghZjOND+RWYVLhcwkpB5ybmJNwJ8a6426tmisO5lLu89JpFdcL8U9G+Lx4dxYBLjemAhNxoo98EuiQRh/Z18aNq4YiJ7+1kcA/H9B9ku/jwRyqBHxntAsV+HXuCIMCnFBXJ7x9SQF2hIhD6t+TWJ0id/V35++/2T0gF4cJ44H/A7cDW5FAq0I+GRsA/k8kOXvxPQY13M4rZIW/hAXCT3k82MN4ujBwsLCwsJyp7AzM80g3utpkMmoWRXHLCT94XIiXj15FC0KBeyEQjw7ZCjmRvWArUCAVrORl9EezO52cwqJSG4m3qtFWsAWUDkBHBXQ19+fsU1payNeiN+H85UFEPP4WBjaC+XxNlAH88CT6HZWo+Cg9pQbBFkC9B5TAJdxxrFMJKU4IiIdrfY+yGqtx5OJ2XASSvBpn0Xo7RIEHwcHHFp2Ly4UFaNVqcCwwEDYCoWwv2o5X97eWYodZUbngaMV1/DdwBXo6RyA7SWWgr+DVzNq852hUfLQplDiaEYO0qrzILGRoU0qtihusCbg9+8TjJeemYKft5xDQWsLVI48FGmVePB/2/H6kvEI8bmxAtjEsjIs37WDvp+Ed06fwoYZszDI7HX//2bDN8cM4r0+B13XIqfnDVKpAvu3XkTvwWG4HGfMwXr6OsMnyA2vP7rRsO7qpXyMnhwLd29H2r2vF8cfen0mROTc6DbBN8QdMJ1vz+MgIMQd0xYOpMvfCRHszUlrykRJWyn8JL6GdeGR1rWOjtazsPyXuH3Oyln+ElVdsNLUQxKA+q4cksh54rfL2F/DReKgqYzt+D7ecH1gZaf3RTo6rBElSsaY1ja0cLn4TFlmWE/sux8++jAV7/X2+ccTvoBQL2SbQMR7goOsGXOamcGiiqNBtdqYxCltKcVbcW9BmpyMksceQ8Fdd6EtLh42PXtS8Z5wV+Rd131tmpXN2JyxGXK1HI1yyw6pVhsOFO3J3QonYFnRezgmsDJLiMuFqJvlqAIDQx4DYhfqhiXpByflHAW23YcbgYj278S9YxDvCXWyOiri30qQJHlBrTFpPR3nITCJ9FOFQrzj6oyve1ej4tPH4bpyJbw/eB9+v/6K7y4wK24JnxTyEHz4MLzfew9eb7+FsGNHYTtoEG4XZCqZYZyDKVerma4Cfxfkc2aOSqNCaxNzfqzdqFGwHTGcsc6mVy84zpjxj+wXCwsLCwvLrRI312iti25HCjUGwbyhTYkXtl/F6axqhLoz3Y6Ic84T47rdVNxsSnal8Tdbo9FixU8XaexOIMW6607l0m7gjrAm3hP04q3++T/7RzJSyxrx6OYkzPz6HI5nVKGnnyMV7wnEBcga9mhDT04OHNBKBWYyrovSbDnHVMKRwwHGff30cCYSC5kirJ5IL2NBoTnEYp+MFSB1xnrjgwt5tXhgo+Xc084gybxXd11jCONk9MFbf6bhVoK878S14HoQJ4gnx4XTcUsfzo3B3keH4afzBRbb7Ukuw4EnhuOzBT3x7uxonH1hNMZ37zxpfitB3rdjJuMc9KSVN1Hb3r+bJrPiHt0+gLpwmEJcIEiBiSnEHePuAR2PwGBhYWFhYbndqGq13rhl7kVFmh+vVlcaxF7yd/XJE9ifnYVQV1e6vX5xFInx7OChnT5uLx9v6i6lRy3UMlQOLR9I1TC7+B86s52K9wSZWoWfsy7hSmsNag/5oOGCGxrjXVF70BfyJjG0Wg5cPa13/9rwiwz/Nyja8FryNmTV1uCpI/sx/Y9fsS8/Ez08Pal4T1gaxXRU5fFVEIpV4HPUcBM1Q8RVQqlR45e8M/T6WoVlvpnDBfgCXVwjFCpQwP8RrmG/Ydb4OIwbmgQbsbGwNsKdWfBryqSx0ZizZBDkDlyo25v0ruaV4/Gvd0HdnmfvKqtPHDe8n/rRB2+cOI5bsQPfAtJ9zuNCy+VCI+YjK68Kix8fh4UrR+Kx12dgzY5HcWDbRYubnTmSik9/fwQvfHY3Hlk9Cz8eewFjZty8Y+7/B+dO6sc5GCkuqkVzEzOW/TtoVVk/Ly2vZeabQ8O9MHkmc9Scr78LZv/NBQUsdx4acLq83K6wHfj/EUZ2c6ddMObYi3holqsZswGJdaYppNvmSdLh7DkKPYYHok9lJvr07YYZzyynM+U7o3+QC01SbEnQBTc8qPGl+ANMbU4FmgGS/lgn/xMY+TG9noiWxLrblMYOZt6b4q+yTKSYk1iZiKyXl0DYpttWnpaO1vh4BO/YDg6XixXRKyDkCvFH1h9UoNdoNahss7RwqWitgEQgoXbnl6uY3fWRxVqI23fly/li5MgL0TCEi745ajiY/A4637MYQj+jfY1Vrm61XFd0HqgvBJytJ03NKW4uRq2M+aNIMN/v/2+IraW3oxjl7Z1cvo3VgIfuumMSGzzj4QY1DczrsLNmDV6c8iIWR81Cm0KF+vb30xSyTmljC6c5s3E7QgR8mVpmdayEWqMGj/sX5lM1VwLH3wbyTwGO/sCwpzDKbRAOVp5kbBZapoVg22Fg1YOGdRweD/5r16L5+HHIUq5B1K0bHCaMNxTBsLCwsLCw3Clxsz521bNHPRgvOBzG2qZhOKjpD3tIcZfgNH5Xj2RsR8Lop7cmM9YNDXXFN4v7wEnS+e9lhJc9HhwRgm9Pm3REmHE2x5iIvFxczyiA/DshFvzz1p6HtF3wJ2IoKUw49NQIiPg83DNIF4v+cqEATVIVhHwOxjduwzP8bVSYl2qFtLv+asNy3R2GjgWyDzEfQ+OPSuhs0AU8DnKrrSeA5/bxQ3efjgV8AhmnZO05kCKEro4bqm6Ro9DK65lYWE9Fcy5J9N0CkP0I97BDdlVLp9uRooz/Hc3G0+O7YWH/gA4d2EgBCjn/m9PnOucmtyhk38kICWvPixSskOP1ZmloU+CzI1nUHcLdToQHRoRgRDd3bEvUje4y5XBqBfoFMcd1fXVXb8zt44tLBfUIcbfDtFhvQxEMCwsLCwvLncDIwCB8m2QpdLrbSFDbIoWWmtJzSB8TSFSp5WhhGEWsBV44fkgn9reHWb09vfHdtFlwk3TuouTj6IAnhw/BZ6fP0cfQj2kyJbmygorKxKo/u7Ea1+otZ5qr3NUQlQigKDd5PA3ZZ6C53vo+NKmYNvFl0gbM37sJja26UQBpNdU4UZiPI4uWwV4owozQKCrQb7h2CbWyNrjYceBkn48BrgUQctVQazlIafBFuVRX+NfHOQonq5iFqEoZH4o2XZf34D65aOUa89Uerk0Y1CsTJ+J6Yly3UAwI7Dym2x+fbrGurLYJl7NL0S+ia93zcpUKqdWWBQ7ZdbVolMngKGa6Avx/EhTqgbQUs9hNS48awFZArRWapQps/PEM5t49CFPbRWMyg90clUqN1hYZRk3rhduVxkbL8x2VSoPWFjnsHW5+BAJxOdj4/WlcOJ1J72fWwgHoFR6DMhlTj1I38nDmVCH6Px/LWP/US9Mwcmx3JCcWwMvHCaPGR8PmOufPLCya/4CFPtuB/x+BJL5m9TLa55Ak2atTo+BlYvNHMBfvzUl1DcbG7pPwurYblCIbKqCeyKhCorndJZnhnnUIkDXh/Tkx2PnwEDw3KQhL3N/HVBgt0Eno8UhVGYpzdB33xOLcQ6XCsoYmrKpvRKhCgVIBHwkOnc+SuSxhFhLwOZa1KQ5qIapFSqyZwsULy3hYN5mL4vIMtJ47b3jspT2WYu/svTg877DVrmTyA99vTzaKH1yFJ+v6wcfW2FXhqbXHqnO6bquWYbHIcdMFbhUuHDyzkodNo7g4OkAE//Xfwevll3F9OvhiIWWXXcRT4gkbvuWPb4DDrdX5QRKRL0yKpAWQhKTGUKgVugtfOTu2i/dG1iavpW4NEiEffQIsLU3JOlvR7Vuf5CR2Qqw7M5AhDPcd/tfEe1JNu3EWcHkj0FAEFJ4DNi/AIyWeiCoyfvb9qrV4bK8abQmWLgBExHcYPx4eTz8Fx2lTWfGehYWFheWOY2IPTyweGEBtMgk8Lgf3jeuNVfZfYY16JvK0PkjWhuIlxXJU4vpWkxcL62niUqZU42RmFeLzaqkgrIeIzEfTKtHYpsRLU6Kw7/FheGlyJH1cc8jN9l0tM8SubmjECt4+PMXfhh4cXUeRs7Dz7hkhj9PpZX1Rr6OyCu/xN2Cv8GV8IlgHbl0ODqcak4VExD/81EjEvTwWEeosvCbYRMV7gg1HgRcFv8Gj4TKW/5iA39wfg8bFOL6pTeiGdwWPGkYLqNSW5yBkr9Yu7oNP5lvGRBbbdhA2m3ZmXQ8yQ56MQTAn0FVyy4j3ekjcTN6jrrD2ZK5B4B4WbtmRRYoBTK3fbzcEPC5GhLtbrO8f5AxHm79mZ7ri50v45UIhiuukSCpqoOMHXKwcI4S4fMvxD+S4GRPpiecnRWJeXz9WvGdhYWFhueMY7BeAB/r0M8Rc5O+KXn3Rw90TapEGGlst1DYaqIlwTxaS0uK0L0TUNwtnkqsqoNKooVSrcaa4AOdLixid4TkVNTiRmou6ljY8NGQA9t+/FK+MHQUbnpUcoAbYlZzaaUwotJI7FLbq4tLUCyGAiiniNyicUdDKjP9JnN8kkwNCNWCjAkRqVEibsSfL2Ok8NzwaB2YvQ8LdD8NRIMNQt1wq3hN4HC16OZdAoCzD8p07wG8MQKDEmG8WcURQFpE8Lgfdvdzg68NsfCN4u9fj01lj8NWcaVafp/n+Wl1/A3GzkMeDt73leCtSeEHGI9xKLHtwNARCZi6VIyfvE5nzwHzOu7YmoLZGpwf0GRxqcV/uXo7wD7aMO28nBg2zdIULDvWgovlf4d3XdmD7ljiUldYjM70MH67eBekxJ8iuGs8z1PU8NP7kjuREZrG8nj4DQrD8oTG0G58V71luRMDXdGG5Xbl9FS6WG4IkAP93V288OiYcBTWtdI5jVmXzdTs3rDGRexEz1edQ+9OPeLu0Lw7KuhuSbz8vioTLnqU6YVCPox96T3gHvUfNRka6inbem0Lk6O9+3IDY2c9gtjsXe0oqYNtuG7+qoRGvubngEeVynBukgDD7ACBrBFpNgpXIaVgy7iVwM3+n3fvDfIZRe/t1V9cxHmdSmRveWFKKJlvdBzbfm4PLoRy8kn4QPzR+haq2KgzxGYKn+j4FNxs3asdoAYeD/MY89DmfC5tTp7B+6mSUPvMmvaq/V3/wlnKhVShQr20F948xtIuf0GjLwe7BHHhIXPHYcKYFuTnptem4UH4BHt2GYnzSHyAjnAwEDQecuj5LyFZgi+U9lmNN8hrDOh6Hh0d6PdLp7UhS+Ydz+dh9pYwmnhb088PigV3r+r8RyPu0K2cXdQro49EHry/QYl9WHFpiPJD1oxcCI2qRHySwejsyCsDL1gvvzYnBsh8uoqJJ11Hk6SDCu7NjcLvzztB38Pjxx1HQpEvGRzhH4NVBr/61OyVd91VmNrBaDTzqkvDmJjXKXAAlDwhs/3gJfG/PTiwWFhYWFpa/AklekVhi5fAQakPew9eB2maTbuabQaHSYOkP8ciraUWzTFfg2c3TDt8u6Ys396bhZKYxriXz55+bGIEHR4Zi15VSpJdbFpQ+svkytblfFtqC4+JnqV094Qn+DryuvBfB2irUD3sB+zIb6ZgiU3v8oWGueGVKFDbGFaG0QYohoa60gPK9/UwrxVAXAX5sXg0fjk6UjEEBxnCTsDY9lMaIRNAcHOqKFyZFwM9ZgtFa63b13RvP4L3aAJzIBA51+wY/TlcCpAgzaDh+5goMY7t6vnkYCjLI3QRSjDkp2qvTZCI5nyHFxN087ZFVyTyvifZ1QJR35537ppDZ74+PCWdY5pOHJh3s12NjXCHtyiYx9Kzevlg+JOhvF/2bZUpsTyxBTnULevs7443p3bE9qRRCHhfJxfWQWymCIJCRAGUNUjh4CbB6eg8sqY6n7x/BxVaID+ddv0DiVodY/9//8yXqukAIcbfFR/N6/qX7vFrSQN0XzNGPrDDH37nzTkEWFhYWFpY7lZeGjsSSmN7IqK1GpKsbBFwuBv78rVF14AJaktykerVZfMTRjaLRr9VotXhk027k8hvQoNTl+QIdnLBh0iys/TMOR64a43EXkRgPTxyC5SP64HB2NuJqmV3WHA3w2snjqFVIMTMkEnwpFyobZrxJ3Kbum9QH55ML0dQkRVNZC/jtAn6gRxgm+y1FnnQHmpXF8LDpicLWCGixn3EfvnxP1IpajW2SPC3AV+NUeR52l1xDXlM9+nr44oU+IxHi4AIf+3KrxadiTTGOFLjiVEEB+ngH4cNJ8yHTKBDjGAbhMAFkKhXEfD7eT98HhYZpd87j8jExMgK8Tlxsy6RVuFh3FZFDOEgu0kCrNG7r7+GE3mHGmeTXg8TnTw0aguePMB22nhg0uNN9IOw9m4qdJ69CoVRj3IBuuGdSP/B5f2+PqUyuxP7z6cgurkZEoAceeXUa/tyfTMa9o+RiEaQKNbS2loUGarUGZSV1cHWzx4qnJiIvswJFebpzNVt7MZ5+azZ4f/O+/ts89ORElBORPU1XFO7p7YQXVv81B9vS4jpcvJBjsf7S6Tw053ugxUkFrkQNVZmQztPw6v/XigVYWP5LsAL+f4wwDzu6EL44lnXDt3+QtxcvCbboLpQC63AAz/IexDb1SKSUNiLlt9cwstpEvCc0lgB/LAMkrogIHAVUWj5uhdYZu/9MwzS/rwziPYHUxz1T04Y/ZD1xPngwRk16R3dFeTJQmgR4RAEBgxAJ4G23aMZ9+tj5YE/uHhoJTtL2QFn1JTTZMufe1Ntz8JpsF6S1usiJbJ9Rl4Ft07ch0jXSqtW8rclY1NZ9B9Dn0ccgCg42rOOIxXCFGGMDxuJI4RHGbRdGLOz09V17ZS1DbP82NAo/lpTATd4GREwGpv0PN8pDvR5ChEsEDhcept34c8PnItrstTLng4MZ+M7EvjW5uIEmgB8eZeyc+qvUSGtwz/57UNqiszz9PfN3xvXl9/njrZ+9EO5dg0yzmgVvW2+427gbZqKefn40zrVbyg4Nc6MJ2NudYMdg7Jm1B9dqrtGu++6uukIZ09fvQtkFOIudMdh7cNc686XWE44STxUkAwfCJ97Ycc+1tYXLsnv/+hNhYWFhYWG5TQlys6UL4feE4r90X8klzFmWRGxetTEJmSYz7QlEmH9u21XaOTw+ytOqgE/48GAGZodvhlO7eK/nVf4mCKACJ3Aenp42r/2xmnGxoA4hbnZUdCcQhyxTPB3E+P1iMZQqDWb6t6J7xZ/waWF2FLtwWiBK2YzLal2CZ29yGY0Rjz0zEqEBvoBlzgZNWqOoeSKrFsnjh6JnsC5hQ6I1m/ZumDl9fPHbReZrTObadybef382H2+biO32Ij400NKEHLE5f+8mCjrvGxaMUA877L5cCj6Pg/n9/OlIsM746lg2Pj1iPL8h50TVzXK8OJmcofw9kA762d+cM4wZ+DWO2bVCCj8EfK7FHHaCs0SAIFfdcUyO5xPPjML53FpaWEI68u8ES3dSRHLwyRFIKWmkif9YP0fGsVPfqsCprGrYifgYGeFOu/avR4OVMV368XLEpeOQiRuFiM/FgyND/qZnw8LCwsLCcvvh5+BAF8Kv15Kte/52pbZRDVxuq4DGxByosKkBD+/fg4qrzHi6TibDe1uPw0bIxwT/MCTmlkJpp6sGIOI9p729/6sLcSi8Wg1tCxdaT2K3rxPoiYCtVXLgFeyIHVOW0nXF5fVIulYEL3dH9I8NpAWZHvbPGB6zpwtgJ3DCtqIESFUKhEl8kVsuBbi5Fs/1SHmWzqYdwKGiLFyuLsOJWSvRyy0UzVaKX2Vyo6CcVF6O+kYBhgca87A2Al2DUz+XiThfs4tx255OoyHkdmxbf7TyPNbmbKaxMtm38IVi1BzxR12lFv0j/PHK4rE3XHw6r0cP+Ds6YHtaGm2CmxkVhWEBnTd/bT16GR9vOmG4nFlUhfKaJrx07zj8XcgUSjzw3u/IKDRa/HNUWghadaMRHIMd4ekkQXlZA2CWSxXbCBAS5kn/d/d0xLrtjyL5Yj6krXL0HhQKG4kItzvOrnb46of7kZtdAYVchYjuvoz3vqVFhoT4XAiFfAwYGEr/Xo/mJstzEIJMqsSEKT1xaF8yNPW6++Hzubh7ydC/8Rmx/JfR/Acs9FkB/w5CrlLjaFoVFVrHRHrAy7HzeTNeHcw1IUke87nixHIfaiUe5u9Gq1aEDG0A/DlV8OA04kn+dirgE3xqzMR7UxJ/BmfUi2hN+AW2kDHmXx7X9IZapkJeaSV6mN3MFTL4cGrgYW/yfLx76pZ22hIT0XbxEoSBAbAfO5baes8On41ptgNRdN8KKArikTSOC7hbRpBSMfMDnFWfhcTKRLw55E3M2T0HKq2uU4rAVwhxSjIH0tBCTM0/DyGxdSopZQj4ph3UpJP/YP5BiDRczHYaiRXd2+eAWqGspYy6BthKtYgq1qLejoNcn1b8OOZxPNfnSYB/8xZEYwLG0KUrEHvXjRcKLdZ/fyb/bxXwN6dvNoj31ihQViDhw0fwsiAMjya/hmalrqtKwBXg5YEvMwRrItiPjvTAnQZJPMa4Wyaf9+Xtw2vnXoNSo/uchjmFYf2E9fR465TQ0YBAAijN5h1FToX/gqWo37wFrfFxEPj4wGXpUohC2EQkCwsLC8udiVKtwfGMKiq0kpn3/i6dd8+62luPwxxs+HQGvHncTES+65FdZV2cJ2xOKKIC9Ncncqhtvjlktnd6SS0Gm60Xctr3xd44fop0p5NFDxHdz+bUwNfJhna4EwF3Zi9fzAwT6kbtXLpGO6GsJVk9OcxiwKK6NuogMG7GKsi+/B5ilfE5NWltsE09grF9cX0bdQIzZ/WMHnCwEWDn5VKoNVqM6OaGp8eFd/j61LUqaBGDKc1yFeb39aPuCX+lmJMcD2TpCiRZ+f25fIv1Gy8U4Knx4X9p/ropW+KLDOK9NUjhx8rhwRge7o4nf79CXx+9Cxt5bU1FetLhRAoc7kRi/Bwt1h1Jq8RjW5LoZ0Y/EmHT/QOp6N8ZA4Jd6EgFcyF/fHdPrBoZik3xhTidVU3PUe8dEoTuPl13e2BhYWFhYbmdIBb2JwvzUd7SjKH+gQh2cu50e0exdZHTTiBEi9Is38zlQqm3yNcCgiYNFB4mcSiNgznIbqmDHbhM+3fSvc8Dtp1LwRerZuLTk2ehVqhpN5hWqIGa2NmTu5DxcLWignZOK+Tk9vrgWndfHhJdoSPB39uZLnoyKqtxKicf7na2mBTVDRKhAGO8uqOfcwju3bMDGyozoBVoACspePMQvkragoNFWbgrbDHWZ+0DOEb3KJWGi+wGIhwbg/CSRmbBgp6xnkvB5whxuf4YFGolvPj9MNb9PnSETC3Hj/nbdeJ9O3KuDOPvtsVTYcshFNy8PDTQz58uXWXT4SSLdXvOXMMj84bBwbZzHaOrHDyfzhDvCVo+BxqBFjwl0Ngsw/BJMXhmUATef2MHamt07wOp/XzgsfGwtTPuB5fLRe+Bllb6dwKh4Zbjii8nFeD1V7ehrU13LuHubo+PP10E/4DOx8aFR3rDzcMBNVVN+o8sZdDwblj56DhEdvdB3LlsODhKMHNuP0REGcc8s7D8FTSsgM9yu1BS34a7votDSXvXBZmJ+OmCnjQZ1xEze/ngf0ezLObef7agJ7YlluLAtXKaMBwW5ob35kQjKzcPh3b3x1uqJWiBBHyocC/vMF4T/AoODQO4aOa7AUpL8ZeibIPGwR/zFW9gJe9PBHEqkaCJwDrVdKhpr70C9s5CwGx8YIPWFqGh3SySIurGRlR/8w0ad+6CptmYLBRFRSFw4y/g2dmh8uOPoSjQWZD3ytNif/+uvZ6tylb08+qHnyf/jE8ufYLkihQoW8LRWj0JV1w9ccW1F666hWL11d9h09O67aREIMEzbgux4JUTUJYQG6etyA+MQ8C330IYFGSxfUpNCgZfU2HVfg1E7bnXlEAODq66Agz49+YHtSnU1GrTnPo2BU2oWpvHejNk11/fhja9PgMPjl6F/aH9qIMAEayJswGxzv+v0qZsw9txbxvEe0JOQw7WnX8Xrzr1Ajx7AH79rN/YxhmYsx6qXY+CL6+HWsvBTs1wbLkUhW97cOG24j64rug46GdhYWFhYbkTIKL9Xd9dMAiiJLR5a2Y0neneEZOjvfHO3nSEafLQh5uFXK0Pzmt64N2ZMTiRVYU9V8poTN0v0BkfzI2hnfOPbbF0cjKFdJ+3yi1jLn085t7eVS1vFx7NkdhKSPhsiXcvIJDZ1dAqV+HL49m0y95UkAw5Zos/Vg2Gq50IOPEOUHmNru+o8f2UxtKWvEWuBMfBD+L7DwCHX4U87zzOqaPwmWo+KmBM9pDzk4662YnAvGRQIC2qIGMLdl0uQ0JeHTbc29+qMJpa1kg7yM0hluf/phMTec9J8bQ5rQo1ZArN3ybgZ7Zbw3fGtdImvDK1O04+Nwr7r5ajRa7CxB5e1y1OuZMhx8hLO64axHtCYW0bXtt1jb42xG2hs2Py67v7UPHftLh9X0o5nWe/fGgwXVhYWFhYWO5kmuQyLNr5B1KrdYIoCRGfHzIcq/oO6PA2owNCYC8QolkpZwjxLw8dgdTqGvyRfg0KjRqxHp74aMxElDQ14fFNeyCzaxfvzUM5rRY2HAE4FpI4wNHqOq4dbESwFQkh00ihtlFD62CMsTViFbhiLmwucyD1IB34xkA3xMEZY/yZAq1cpcLauHhsuZKC2tY2cNS6bv4vT13AlnsXwtvRHmsSE3Clslx3A3XX86QtSjlEPDssDvkap6u+Q3ZTIhqUIlxr8gbXQwlnYSPqi53oyzbQ37owTkajxtjOwhf7gbRK8r5o8J3tRqyZMx29fS2F0eK2CrSpjY10ejKa8v6SeH8z1De1WcbTag1apPK/TcDPKdE5tJqjpfls3TGUlVeFFx6ZiB+2Poozx9PQ1CjFwGHh8A+8TmPUHQwpTP70k/0G8Z5QXd2Mzz49gPETY+Dl7YjevQKtOqSR4phX35mLN1/6A7WNbboTbAAXEvIwrbwB02b1pQsLC8uNw3bg3yF8cijTIN7rk0kkMTGhu5fBmrKmRY6kwnoEuEqo7bifsw1NWFzIqzXcjsyxH9HNA6MjPdHYpqRVkG4koUfQhmKUaiU07ZGUCnx8r54CB04rFe/puoEPA+dW0rnaFoSMBnfdYHhgHp5SWs5gF7qdwnpnPt5uFAFqo099Yuij+OauIRbbFz/0MKRJlpV78vR01G/aDLcHH0DbhTjDeiLgB1ZoUejVeWBlL7Sn8+wJ0XbhuPuXEmh583DGrxdjuzjvaDSO6wZeu0WUNcpfe71dvNehLCxC+RurEfjzTxbbBnM8GOI9IaZQC5yXA39tFM0NQWZh9vJ3wpXiBsb6UREef5t4T+ju1h0nS052ug2Z+05wEjthQcSCv+2xb2dSa1NpgYk58XkHgNIfdBd6zAbmfm9hBUWJmoZp+4SQNKWiXOuKcpJYL27Gu/vS8flC5jH+d9OkaMKxwmNQa9XUEcJF3LklLQsLCwsLyz/BV8ezGd3MpGD1nX1pmBbrDSeJ0GC5TWZdezuKEe3rSOPhE9H74JO50XC7ctdB8I7eg+m9fPDG9B7UDUvvGEXux7S/xxrLBgfhuzN5Vrv1x0S6Y/pXZzsU7wlfNI/DD8ILgMJk9jsR7u/eYqHAP7o5CScydfMbTcmraaX78NLkKCDvFOO6OHUk+nGzwOdoaGX7RvU4HNUwEy/EOnxkN50LksKtB16omYGdspVW2/eJJT6x6u+IN/akUvFeT1mjDM9tS8a+x4dbbEvcA6xBik3/TYgVOyl2PpPNTBSSQg5Hic7m9O/qLN9xuWPnKkKUt+6cxEEswF0DAv62x76dIS4XNS2WVS7ks6D/PIyKcMd3S/pZLfwgIwZIx359WyOjmIKcZ3+/rIuV4TcJKcA4dK2CFlaTrv/OPjssLCwsLCz/FN8lXTKI9wQSaX1y4SxmRkTB207n8NSkkCOhvBhuNrbo5eENO6EQE8LCsD071XA7X1sHzOzWHYt6CPHikOFoUyrhaasb8epn7wiFoxYaosab/xy3h5RLu/fGjgJSlGeSNCVhsgYYGROKpV/9jqZGGYiLvMrWskC21K4Z7jwRtClytPlqoRZr0dPVG+unzwHfbGb7SwcPY096u9MTlwi/JKGrRVlTM9acjcfbU8fhfLFxnBER97UKDiDQ2dMb9s0sJcfncDHWT+ds6ij0x9Y0XxTymHGKjZMMLbUKTPaPRYhzx04HH5w43S7e66hpbcOzew/i6IPLLQRWN6ELtBoOOFxmnKxo+/eaxfQMjQ3G0YvM0bohvq7wcbN0UbpZooKtN31xTM65QoN0Qr2NRIgJ0/7ZXOjtQmVFo26sgAnEdTz5WgldCDExfvjwg4UQiy3Pc7rH+CE40hu1F40jeUtL6vDJB3/if1/rRlT8U5AinpOJOWiWyjG8Zwi8XFlnrP8KWvp1e3296t/NEvy9sAL+HcLFAsvZ1k0yFdIrmtAnwBk/ny+gAp1CrUsCTo72wtw+fgzxXj+zkXTeT4v1sUg6HcuoNIj3pvygmmywGRwwbjAQ4g4ce0s3p550CfPEwOCHgZosoC4Pb/N/xL3KF5Cn1VUFcjhyCD32Q+gSj4McMd5++AJwZTOgklEhcqyVbmJpSopV8d5wfXIy/cv38Ya6wfjjM+2iBt9MtxQ1ueBCAw08bDzw7vB3afc8ofrrbxB0uRxVI6wLjY19zI1LjahbWq3uY1t8PBoOHgRXq4VWrYHdqJHULcA7pw4lTAdWSmye9c6sf5KP58Vixc+XqC0qoZunHd6aaT7c4K+xKHIRHS+Q12j8YTclwD4Ad0Xe9bc+5p2At603tQzTmv30+KpMDp7UnUD3mToh34yCmlZk1JAuom6M9cfSjXM8UV8AZOwHRPa6+xE7IK02DVszt1IRfrT/aEwLmdbpXFpzrtVcwwNHHkCzQtdB9tHFj/DF6C8w2KfjzxALCwsLC8s/QUJ+nVVLejKnnlinb0sswSs7UyBv7/Am674brWaI9wTv2jhdzNpvOZ1ZDxhj51OZ1Z2eJPbwccBzkyIxJsoDHx3MxOWiBhqnC7gcLB4UiGapChnX6bo+3uIPxbPnIEzZAsgagajpQJDlPMG86har4r0e8tgURz+g3mgH3wwJhsu/QHduAbK1fijS6uZB0slaWsDNToj358TS4k/C+jO52FnVsUtSrJ+ldb5pxweZUW5OalkTfksooq+vTKXGmAhPeo5CLONvBQGfQEYd3PfTRWS3Fx8EuUrwwVzrDl03y8L+/tiRVErP1axBCk1WjmC7wc3xchBfd6QFGQGxPakEd1speiCjCK4UW77mJzKroNFo6bzQ8kYpFdqFfB6mxnjT4zOrshm/XChATbOCFgjM7+d/Q4XQ5PaL1scZig/e2puGrxb1pq4BLCwsLCws/yYJZcamJD1qrRaJZaWY1i0SB/Kz8PSp/WhT6dxqBnj54dUBoxjiPaG0tQkb0y5jVc+BsBeK6KLnQkkR1O2z2a0R5OiEl4aPxIzgSHyx7yyS8kqhkKsh0HAwY3APiCUCXC2qoDGqhqR8rfSyNKvk2PbKYpxNyEN9cxuG9QzBoGhLd9Tqllb8mZFpsZ5Y9XM0wJVSXde9j709UqpN8mgKki/X6J6D3kNcqwFPwIVaq4GTUIw3B4yHn51OqP4t6SqymsogsqLRC8Qq9PTq/Df/dK7ObdaUooZG/BiXiEBnZzTL5RgRFgQXWwkq62WoKXKCe5BRO9CoOSjNcQRG41/lmUWjUFLVYLC493Sxx1srdbrC38WEgRHYczoFlzONxa8cpRbc9rSpk4MNlswd9Lc+5p2Ao5OECvMyme6zrDuMmR/KlJQS7NqdhLsWDrS4vVKpRuIlyxz/tZQStLTIYGcnRn1tC84eT6P3O3xsdzg526Kwqh6/nbmCioYWDOzmj7mDYyC4ARczcjyt+vAPVNbpzp0/3XQCr6+YiClDut/4i8By26FhLfRZbhcCXCQobTB24OttKkmXfXFdG97cm8qYn3ngWoVVu0d9UpMI+OboEpOWNEJXMUlmTlJCRhI/ThINAHX5gJ0HFQCxTtc948+txlHhc7ik7QaVlodfvGtxzlYXuNHOd9dQYOxrnT5fdb1lwYIpolDd7G63Bx5A6VNPU7slBQ8YlK7F6fHuSBEbE4SDvAfRefX18no6S5zP5eN88Vl8c3A1SsUViJrORXhZCjJdmEkdIY+Dfh1YLhK4IiG4dnbQtJh0RbVT/uRTxu0cHOC/bh34HtZnuNv5/PsdNOGe9jj57CgkFdXTZBPpyLcm1pY0lyCrPgsRLhHwtet4XIM1HEWO+H3a7zhYcBBFTUXo49mHdpZfrrpMxfsZoTNgJ9QdWyxG/Oz9MDVkKv7M+9Owjq/VYkVjE/Nlyj9jVcAn82XJe2qe4NYn35H8O7DrIUDbXjhy7E1cnfoB7k18FyqNLto9UniEjnx4eeDLXX5r3k943yDeE6QqKd6Lfw97Zu25oUIAFhYWFhaWvwrpqLUmjpN4urZFjpd3pBiKXglEWI7DeYy0dmeF56mA39W4Wc+cPrq4uW+gC35/cDAVsAtq2+AiEVIB8O7vjC5SHUG6vIVuQcDolzrdztT+2xrhHu3x1rCndM9Hq4Zcy8dITjIiHZU41mjsuu8T4ISv7u5N77Obpz3tWo7Pq8WzfySj2MQNzByiXQ4K6ThuJrGAq63QqjD/4o4Uw/8SIQ/fLunb4fxy4jT2b0Ms6g8/NQKXixvo+9jb35kKu+YQoZfY3Id52CHYzThrtStIhHxse2gwDqRUUJeCXv6O5PQG5/NqqRsBsXTXu0ewGCGjIRYNCMDPFzoY8dbOhdxaqwK+jYAHsYDLsOAnkNeavMeHUyvw6ObLhu+LDw9mYPX07nhpZ4rhNgdTKxCfX3dDTlek8N7UOYDcP+n6HxvpAT7v3xsRwcLCwsLCQsTzi2WWLkABjk5oVSrw7OkDBvGekFBRgvcSmK5OhuvKS6iAb46jqN1lRsMYAW9gZphOiOvh54nvHpxL/y+uboC9jQhOdjZ48qe9dB1p4Be2cqBs5UBjy8x5RTi5I8LLAxEzrOde9TTKZdCQIMuc9n0Kc9ONh3qgd3+cKMinowDITpPH9hDbo1JmzAFHOXpi/YTZaFDIEOboAjFfgLTGErx8aTsK22rAE1tv2FJKBRgc0PlceVdbCRpkZrb4WuDDQ2cMmquQx8Mncyejt78P6vLdIG0Uw969BRoVF/Vljgh30BXn/pu4Odlh4+p7kJZfAblShZhQH6uxTV1tCzLSy+Dr54zAIPcbegwi/n7z3DycSMpBTnENIgM9IObwcDG5EK5OEkweEw0XpxuLxf8L2NgIMW/+APy68ZxuBTmOrORrr1wptCrgExt9ItI3NzOPS7GNAEIhH5cT8vDG01sgby8Q+P7LI1j15nS8ffA0WmS6uPf41RycSy/AVw/M6vJ+r91xziDeE0i+++NfT2BM33CIRX+fIxoLy/8XbAf+HcJjY8JwqbCO0V2weGAAtfHcHF/EEO/1nM9ldt/r8e/AnW9StBc+3puEcqllFZS3WEmFfyL8ErGXQuy73XTWQBTXMKDiqu4qjhYDOJk0NntX6E3XeUo88Vz/57r0fCX9+oFrbw9Ns2XylQjhzvcsof87TJqEKrES71z9GEkO9ZBwRJjffSqWuHWnM9ijXKNoNzER7T1tdYFLSnUKHj72MNRCEvlxcDaaA3e/MwhL74EcpyDD/q+eEWMUPa3AEQjgsnQJatas7fS5aJqaULF6NUL27IZk0CC0xZkkbPl8uCxfhv8PSFKqswKFjy9+jF/Tf4VGqwGXw8WSqCV4tv+zN/QYYr4Ys8KYP8oTgybe9D7/V3h76Nvo6d6TjiBwaW3A3anHEKMwswd1tj7Hlxyzs3v70u5CU1YMCyZnCcCB52niXqXlYr9mIJIbQiHcvRdKL2K3ZdyedOOvjFkJd8n1A2m1Ro2r1brPvikFTQWoldXCobKFFrLwXVhLfRYWFhaWf56HR4VRUd5UlCO/jURU/fNqGUO817M5h4+RVsK+FrvA9lJWJiMj3OFhL7IqSBMROqWkgcbOxMFKL2CbirrB7rYWTlmmELH7zS66I8X6OXa4L84SAR4YoSt8RdhYVC/Yg5d3peFYozdEPGBBVBDWhLrRmfNEsJ8c7U1Fe9/2bqFs0im8Ib7TzncutHhhUlSHorsesh/v7EvvdJs2hRovbk/BmedHY1IPLyqOGh6HA6zUP5d/GfL+Edezjvjf0Sx8dTyHvk4kD3ZXf3/auX8jRYwiPg+zejMLZsezHdnXhYy36O7jgIPXKqgtvTXnOn8X6yMZyCi6RQMC8cM5ozOFPm4m7yUZ+2D6fUEK5F/Zec1C8N95uZSer4e4d604ObHQch/J57ewro0W6ZP90o/rYGFhYWFh+SdZ2ac/DuRko0VpzDmNCQpBrKcXTpfkM9briSsvttpM725jXTTt7+OLIAcnFDQ1QEv6RvjGbnwb8JFbWYczhYUYHmjMc/m7G52dAt2cqEul1kYLjooDcTEf0lAltO3anYNQhHcHdi3XGOrigiBnJxTUM63ESQLbTiTEqmED6MU+3j74YeZsvHZ5NypVdeBxuRjvF4bhrt1xtaoSIY7OmBoSCTGfDz/ouu7LpfW478J6KLUqcPnt1s8akn81PkxbvRgPxg5DpFvnubYVA/ri5QNHGOs4aqbeqlCr8cafx3Dqqfsxq2d3bL+SipZa43tw/yRLx9t/i+4d2NwTtm2Nx4Z1x6Fqd0MbPa4HXnx5BnhWxh11BJ/Pw/gBEXTRM7jv/895wu3E8hUj4R/gipMn0tHaJkdyiqUDh7eXU4c6wux5/fHLj2cY62fM7EsF/DUf76fiPTnutXwuWrQavPfrUbSYhcenU/NxrbAC0YFdc55Kzi6zWNcilSOnpAZuAiEEQj5cvf6+EQ0stxYatgOf5XZhSJgbdj48FJviC9HQpsSEHp6Y1UuX4PF0MNoSXQ+v1hr0ev4NlB4dA+933wFXKGR0fvz+wGB88t0GJEq94cupoTMmLmkjUS4T4I/EEpqc2HBvPzov3ZyEsOGITt8FCYlO2lHFzMfDvWdDzBNjuN9wCHld6xzhSiTw/fQTlD3/gsEin+/tDac5s+G8aBH4rrqKSMLLzRuR7qhLgrRCjp/SfsJTfZ/C430eZ9ynVq1G0/79+DF/LdSOzCRktRPwdNk3EKWGoToyCgs/eRNejtdPmrg99hg4EltUf/JJp9vJs7Kgqq+H/5pvUPv9D2g5ewYCD08q3kv69ME/haK4GKrqaoijoxnvtTU0cjnqN2+hBQa1Tlwc8TwNjasuMiQi/s9pP9P3cKC3ZRUey98LKTgh4wXoiAFFK1A0EqjNNr5XDj5QxMyHxRFKPnvnPsfHpb/gDUcpDmiH4Q+HJZg/KAwL+vnrxl7IGuiP333K53Ba01N3u0aAKxsGSdA6cLi6kzMyx760pbRLAj6Py6MODWR7U2Lq7NAwdymq8/JJqSYcp02D19tvXfdYZGFhYWFh+Sv09HfCnkeHGSyuR0e6Y15fXZdLR3Omyez3ZE0IenKNtoCVWidMOxmMPlWX8NmCXrAV8Rmz0bc/NATTvjpr4XpFROhdV8qwO7kMX9/dB1NjdcWspvQNcMaWhCLaZa1ndKQHLTTgcTgYE+lBRbyuQPaFdM0/uuUyqttFfHJ+MLu3H5YNCWLEtI+f4eNCo+4cQqoGfo4rgq1YgOcnRTLvlOxY+h5sPlwMtaZj63Y/ew62PDSadqlfj/uHh8BOxGd03FuDuI6RMU9f3N0LG87k0zFApEBx+dBgDA3TzbP8JyCPW9YgRbSP43Vfe6VaQ63/SaEIl8PB4bRKxku3JaGYjmaYFG353rP8vZBk4sL+AXQh78usb87R0Qx6yLEzv/3zb873Z/OpXT45LsnniIwquHuAP5YMDqIud+WNZp1v5POttN5NR8T3rgr4xCXEdB8JxAng4U1JyKxopsUqpLj+k/k96Tk6CwsLCwvLP0W4iyv23HUPfrl6GWXNzRjmH4iFPWLodZ6SDn7X9PGrqYqvBbZeSUVlXSv+N3kKnMTG4jlS0PjH/Lsw7YdfUKVoA2S6m2oEHMg1WuzPzqbL++PGY2G07rFNiY3xgqJeDrVQQx+HV8vDcHkQFo7pSe3+x/iFwk7Qtdw42ZfPp03Bw7v2ory9aczNRoLp3SJw74A+8HMyCoFbSy+gUl1Hd5bY5O8svgIhj4/X+0+zuN9j+blYl32Mivcmjwa5mg9VkwAcKQc2Kkdsnb4EYW7Xj2fn94yGrVCAp3YegIY4ABDxnoQgZpUT9W1SZFbV4K2p49DN3Q2HMrJpIcLifj0xKvyfE7Sra5pRXtmI0GB32Eo6f+3JWKI/T6TgbFIe+BwO4g6kgqsyngSdOJqKPn2DMHkqO6v+32Dc+Gi6EGexJ5/aRG3z9djaijB1anuu2Ix9u5Nw6kgqJDYCCAR8uLjZYcKkWMydPwDNTVIU5dfQ7dQSPrTt582tZC6FlXHNxTUNXRbw/T2cGB34BOLqsObpLchP0rlw9R/THc9/uQR2jv++WxvLP4vmPyDgc7Tk0/gv0tTUBEdHRzQ2NsLBweHffOj/LKQ7YOqXZzqcoxniJoF31lUEVuVhet45OBFBkHT2PLQKHk88YXmD1hrgwjeoK07HoKzFUGiZX7R9A51pwtKU+tosfPvbFDgo5XBVqWGv1eKMjQ0GT/oMM8w6sG8EIirLUlLAd3ODMMhydhGxd5+7R2evZEqoYyh2zdrFWFf67HNo+vNPfDSXi0vdLH88HvpTjZnB0+H12qvg2dtfd9/IR0t27RoVTUtffAnKfGbnhik8R0eEnz1Du/b/DTQKBS1+aD54UPf4Tk7w+fAD2I3UmcPKVWo6Z/NKUQO1+VzQ3x+Nj6xC6/nzhvtoEwKv3MtDqZvxC3B5j+V4ut/T/8pzYDGhrQ6IWwt5STxOyqvwIbcJDQIxxgWOwzvD3jEWxhx/Fzj9EfOl630PMPMb3f/SeuDTSByTR2KF8nmLl1jkuQdCF90xYC+wx7EFx2DDt96xZA6x/H/5zMu0KprA0Wjxyw92EFUz54q6PfII3B97lH17bzPY33YWFvbzdScxd+15qx2wtpDiRffzCJGlIlnqgZ9UE1EFXdc1EcJXz7DsiCfi/Q9n83GxoI523KvMOtWJff2Rp5nm/KX1bRjz6SnI27tO9Lw6NYqK3DcLES+vFDfQrvswD3urAvXQD45brCdif/zL45gr9z0DXNyAZxQPYrvG6nABTOjuiffnxFAb865wrbSRxqBk3ndyifVZ73pb84uvjqOi6r91LvXC9qt0Tjo5c7YX8+nz0o8cI6/rnitl9P0lFv7Eip3Yne9L0c1I7QgiBL8/J/ZfeQ4sRppkSvx8rgBx+bUorpNSIZ44t46J9KQ29/pCnA1n8iwcIYjrw7olupESMqUa/d89imaZaSLeOiI+F3EvjYVzJ+5tphxNq8SDvyYynC2I60ZtK7PLcfnQIOowwHJ7wcbNLCzs5+tOYtmh7ThRbDL3mraV6+zsPWxtoVRpUC+VgaPkgNMuoMyOisKnEy3nnrfKFdh8/gric4txvq0UsvYxjnq87OxwbsVKhoNRnbQNY/avoTPuTXk0ahieirUeo3YFtUaD5PIKKpJHuFs2rjQppRi6/yMqnptiwxPg0rRXGOs+vnAWaxLjIXFthdjJ0hFLWidGf34UPpw8EV4O1883EzJqqtGskGPt0Xiczyui62i+jaSzqYGB7jXic7k4+dT9cLP7dyzjSS78i3XHsGffZRrH2NgI8NiDYzF1QqxBrD9xOgNJyYXwcLPHtMk9sX7beew5ZlLAq9VCVKcET2E8FxoxOgqvvznnX3kOLEZkMiWdeZ+YmI+qknpUFNRCy9Giz6AwvPLGLNg76HLCB/+8gk8/2Md46Xr1DcLHXyym/6vVGtwz9TPU1rVC5Wg8N2xz50HqzjynI2Nf9712H7xduqYbJmYU47FPd0CpMhbR+soB+RnmCK1x8wbgmc91+8Ny+8fNTe3rR+x9GPz20dydoWqV4/T0NbelJs2Wa/8HIF98W1YOookn0+4PPT1sgYdPr6P/X3YLwzXXENSK7SFNByL3p2PJoEBm14ytGzDuDZSVNkKRedbi/gpr25grCs7B/tfZeLE9mJJyOHjc0x1xNmK0FB3rsoCvrKiALC0dovAwCP11XRJckYja6XdER/UpehFRjywzk4r3hAFZWlzqxtyer9JisG00fD/6sEv7qigpRclDD0GereuKdoy2gcOoBnCgQnWqPaTVzC8W1wce+NfEe0Ldjz8ZxHsCcTEofeZZhJ86Ca2NBEu+T6BJSD1xe0/gWRPxniBRANMSNPh2irEDyc3mn+t6YukEiQsw5hWsOrgclypJoQgP0CpxoOAAEisTsWnqJnjZetFEuwVk5v2kDwCRPVByCRDZYazqCv7kvIx3VYtxQWNMCqplukQ1n8PHy4Ne7rJ4T5gWMg3ett7YlbOLWurPkEVCVP2+xXZNhw6yAj4LCwsLy/8rPy3vTwVY0iVvSits8Kf9fMRXj6WX+3MysJB7AiVad+xIUFHLynsGBSLUpMvW0UaAp8Z3oyLh8I9OWO3KNSWlpBELv7tgId4TSBzfVQGfdNonFzdQK379/pAO4v6djEfqCItwur4QuPQD/XcCL9GqgB/saovvlnbNlrOqSYb7f7mEq+2iPXnNiE24ebGDqX35vyXeEzYnFDFGDxHB9umtyRgc4kqLEx7cmIjjGVWG6386l49qk/nlHcFaoP//4CAW4LGx4bj6SyN1ciCQjxv5fA378Dh1tQtys8XGOGbSj3AorYIerx4OYloMYyvkX1fAJ93yr07r3mXxnjCuuyctiP/9YhF17CDjGYhdvzn7U8pZAZ+FhYWF5f+VdWNn4O24k/g1/YpOvCficbtQ7y1xQEpxFbjtqjLNxXKAXVnpkIgFWNyjJ8Mq3lYkxMrRA7BgcCx6r1tj8VgVLS3UFl7E18WBubV1mL9tE5qtiOJHy7K6LODXy6RIqiqDn50DIlx0+0Ms8fv46nJgHcXH5rlla9RK27Dh8iX6v6JVaFXAd4Yzfpg/hz7m9WiQSfHgn7txsUzncOkoEIHP50ABDVQkRUdStMSFQK4FT87Bgr4x/5p4Tzh2Kh079yYZLkulSnzy5SH0iQ2g1uvvffwnjp40Fkhu35uEOjDdyshJldKOB16d8XzIzbVrLkYsfy9isYDOuy9KL8eVnGrI3YRQ2fJxurgMSQ+vx9r37kZogDv27Ey0uO2VxAIUFdYgINANOamlEPO40PKZXdDiWjUUdlyobXTHPjmffmTKkC6L94S+kf746bVF2HHyKprbZOgb6oP19/1ksd2ZfVdYAf8ORPMf6MBnBfz/CCRh8PWiPhj72UnaaWCaULgrWmc3/0mfu3AsgJloO306j9o/7nxkKCMZSQj3tKOWg3VmnQAD22d5Gjj4AvgmlZA2Wi1eqq3DTD8f2Am69gNc/dXXqFm3jpRsQcvhoGLkZMR+/C7crjP7L7BSg3sy3JEoqUJ6gPGDOj10OmM7RW6u4f+RKVrkemtwtBcHah4HdlItHs0LR/SHX3X6WKraWjTu2g1VXS3aEi4axfvgNvhEGxPAtl61KIt3RGO+LoByf+45uK64D/8mLcctu6s0LS1oTUjABY8ohnhPr2sPDM3xMBkJRcT7GaEz/v6dZekSFa0VuFSpOykwpUpahVfPvooNEzcAihbLG2qUgFIGNJUDW+7WXQYQzS3Aj4KPMFb+CUqhO4GZFzMAfbt1xwjfEfC09bzhd6avZ1+66ItmrHlScG2MxUJ1sjpcKLsAZ7EzBnkPApfT9XlXLCwsLCwsN4u9WEA7cYl7lbmD1YK+fojPq8Mb/J+xnH/IsD5Lswfzz72B3y8WY+uDgxHty5yz5+tkQxfS5d5Z3Pzu/jQq2Fndry6K1qRz+MODGVCqdUnFHj4OWL+0H3ycOi+8a5OrEOQqQYFZMe6cPn7MDcnYHq0Gci0fYZxS3Mfdj580k6Bptz8MdrOlRRCd0dCmwPakUlQ2yWihgV68J5iPHDDl0dGheHaicZblvwHphjZHodLgdHY1vB1tGOI9oSviPSlSuGuAddt2ln+nC5+MXjCnvk2Jx7YkYe9jw9FiRZgnyfpWhZqOUlj2Y4LFrHtTZvT0wYBgFzoqoSsjJMzp5e9EFwL53rAm4Jva5ze2KXEqu5o6RAwPc6PWoSwsLCwsLP80Yr4A7w4bj8yaGlyqYOYO74qKQXrpCai0xN+93d6dQxr0tfg1JRlb065h48x5GODDjDUdxWJEuLnR+yTohfKenl4G8Z7wyekzaJTKASsjubtqmb8lIxlvXDgOuVr3ux/u4Ir142cj2FnnstURda0yhEm8kd3GdFya7s90VypqbIRCo4vtVTIB2mptYOMsBUlvaTWAs8ITayfd1al4Tzrtd+amorilAVlVdUgoKzF02Dcq5eCKAA2vPclPIJb+YmBx3554bdxo/Juci8+xWEe67i9czENsDz+GeE9oaJFCY2s5mkrLM+bwxTYCzJityyWy/PuoVRpqja9wEkBlZ2w+bFEo8eLHu7H1yxVoM9OG9EjbFGhuaMMrK39Ea7MMHDKGzKSolasBHPOVGDgxEn0GBWNAtwAEeXT+2bNGtwB3vLhUV2RPHu97HhcaNTNOF0uEDLePM9kFEPF5GBoWBCG/a6PpWG49tFoOXbqy3e0KK+D/hxDyudh8/yCa0LuQWws/FwkeGx2God09sXfIRBzzsN4l0yRT0USgucUj+ZJ7Z1Y0nthyGcr2DhnyUbAV8aiVJOnygVIKVFjOsQxRquCo0WJBxILr7rc0ORk133xjOvcB3if344VnfPDC2w+gm6d1e6GKt96iM9uJpEyWpBAOvrnLDnO7L6RW71erryKtNg3dnLshOiZGV+al1dLnsOKwBnPPAfK7pqD//S/C1plpl6RVq8lARYNtkzwvD4WL74G63tJu1TXKcnSBV98mNBfbQKPiQlPPFMtvFIVagWNFx1DSXIJ+Xv3Q26P3dW9DLPM7Wp9dZSnyproGQ8PhgGvegtW7B3q48hDpEon7Y+6Hk9j6/bL88+iDd2vEV8SjQdYAp6jpwLXtzCvtPIE/nwTUCoN4r0fMUWIm7zzWqGfS5P9r4wcz5vv+FcQREbDp3RvSy5cZ653vWkj/7svbh9fOvgalVrdPEc4R+G7Cd3ARu1h8P1R+8CGkV69CFBIC96eehP2YMX/LPrKwsLCw/HchMd4v9w3ABwczcDqrGp4OYqwaGYrpPX2QnHgBy8uM4j2hG7cU9/EP4HPFfKw9mYtvFvexmMP97uxorNqYCJlJdz3pBiZW3GKBLmmQVGhSHWnGPYMDr7vfOVUtFrbfZJb26E9O0sKCnu2CoDkfHczAmpPGglaCiM/Bgn4BeHp8N6SWNSKpsJ4W9A72jMUu7Ui8Lb8bdXCAPdrwFO8PDIwMhP/0l+FtVihA7DNJPlEfNxMxcs6ac6hssuxAuh61rR2L+12BnKMQQT63ugV9Ap0xJPT67lFk5IA1nCRCZFdaH1FGnq+5gUCUtz09Pwr3sMdDo0Kp+M/y/wPVD9rP/cxJKW1CYW0rnTG/KV5nSavHSSLAe/vTaalKZ+J9iLst3prZgx4jfwek+Gd0hDtOZFYz1i8eGED/Hk2rwGNbLkPavk8hbrbYtHKgxTGWXt5ER1QkFNQh0EWCJ8d3o4UGLCwsLCwsf5X1k2bhw7jTOFaUB1exDe6L7YsFkTE4lVuAw3k5VnvVSTf9VxfjqIhvzlujx+K+3TvQrJUDfN2tXZzEVMy2F+rE+aSycnCUXGjlHEDEfITFYdcXfCtam/HquaNQESW9neymWozf+iM2Tp2HwX6631lz1l1KwMfnzkLL1ULoygdPooKAy8M0/xg832MismprEF9aggBHJ/T28oaYx4esvUBA1mADeZMIQ4J88P6IKfC3d7aw7udyOIa4uUbaijn7f0VRs8k5gpgDjswoOGrIy2ElLKlVtDHGDdwoZF9O5uYjs6oG0V6eGB4SeN37c7S3Ht862ItRUKgryDCFowZ4HA7UZjFZiK8r7F0BXz8X3L14MPz8dc2HLP8/cIg7mq1lPri0shGZ+VUYPioSv/1q5twrEWLT96eoftRCxHuiOyjU0LQqoDER8b08HfDc8nFw/ZtcFuydJBgxrRdO7jY6QRCmLhlK/8blFuGxLXvRItcVHfg4OeD7ZXMQ5Mr8LJYU1eKbzw/h8qUCuHs6YNG9QzF5+vU1F5Z/Fw04dOnKdrcrrID/H4NU/5NOfHPK71oJHC/o8HZ51a1W10+J8aYd+qez9VWRwNZLJbTj/6XJUQBfDDgGAI3M5Ee9QIR3xnxhEJsPpJTjp/MFqG1tQ58QPl6Z2A+ONroO9ZYzljb9hKiiVHx+JAtr77EMyloTLlLx3pQ+eVrslTwPl75z8eq5V7End4/hurs1/THbLFhwagUCRixgiPfKsjJUvPkWWs6cAc/BAS73LoXrqlWoWbPWqnhPEEgsu6i4fC14Ig0V8DnCm0/sNMobsfzQcmTXZxufS+TdeHngy53ermVKP2hPnWJ8dYndtZBEBKJnqWXUVyVxQdn8++D3xw+GRJe4Zyzmvvo9FtixNka3AqQjfrD3YFwov2BxHZ/DQ5uqDfvCBqGmNQtDy7PQT0aS5hygpRLI0I2PsMagIHsE9Y6lyT29uNBV6n/7HfWbNkHT2gr78ePh/sTj4EqMHUh+a75B1QcfovnkSfCdnOB871I4zpmDL5O+xPqU9Yz7yqzPxLrkdYxjW1VXh6IV91P3CAJxvSh57HEE/7EV4u7db2hfWVhYWFhYzCE22Z8t6GWx/qVeUoDprk/pxdEJ4Hk11uPmUREe1Br7z6vGTh0yJ93BRkBnquuFP/OufyIGfzyvJ0ZHeNDLJzKqsOFsHioaZbTT/5UpUXRfCaTYwBrEkv+jQxnYdP8gi+vSy5osxHvC0xMi8OCIUKzek0rjdD19A51wWf6A4SS4GRJ8ql6Irb1CGeI9sfEnowiOpFdCIuTRsVzPTIjAupO5NyXe62eJ3yxtChUWrY+n1ud6Zvf2pW4LnTE41NVinAJ5T8I97OhccmuMjfKknfn6GeaRXvb0tSfuZSy3hssGmWdPPn/mkKNaqVZTJwkicuvHXJB8dUObEkesODLoifZ1wKIBgZjZy+eGi153JJXg+7P5qG9V0OOHOE0QpwY9X9zdG+/vz8DBa+X0vpcODqTjJNaezMFHBzMZwgj5DiLrTI/tVrkK92yIR217hxTZ5onfLsPTXoSBIWxSnIWFhYXlr+EstsEHoyZarJ8WEYHD+e1d2Vb0k/wG67nU/r6+mB4dgc0ZyYZ1x4vz8OLpQ/hmnM79M8TFGbVtbQAZU+qkBGzU4Gi4eL3/eMwI1I2DvFBQhA3xibR7PcLHBS8MHQU/B51T1tnSQoZ4r0cJNd4/dxp7Ft5jcV1pU5NOvCcXNBwoqiWk0wzL+w/As72H49O4c/j6Ypxh+xgPT6jbNIDQ+Py1Ki6m+PRgiPeNMhleP3MM+3MzIeTxsDAqFi8OHoEf0xOZ4j1BqIVWoQVHo79Dqy/hX+oqJsUV9/++ExcKiw3rxoWH4pu502mBQUf0HhiELeeSwdFoIWwm+6hrxAvxc4XQRqDvnTNA7mlIdBAupBVC1d4x7e/tjM9enw93F+sNeyz/Ljw+F2MnxWD7xXSrh5pGo4FDhDNc+3mhIrMK/GYNiIFCW5MUcWfb9QqJALw2XSE2v0EGrVQJ/2hfTJ3bH+PH94CdbecOy+acPZCMP9YdR21lI/qNjMSy56bCyc14vDzx8d1wdLXDqT1JEAj5mHj3YNz12ARsPX0Fbx0+CTXH+EzKGprw4YFTWHuPccSzUqnGC09sQlVlE71cUdaAz97fBydnWwweZjZ3mYXlH4YV8O9A8mtasT2xhHbzTI31Ru+A61uPRASRhGDHAn5H8zJrW+Q4k2NZQbf1YrFOwCe/zGNeBXY+yIgoPpHfi4IjtvCY0oTsqmY88dsVw3U5VcDejLX4ZlEfjAkYA767u/XHFjsgpdRot2lK5TvvWF0vT0zCucFeDPGewD1pDK5MaY2Lg+3AgYbLxaseQlt2DraGj8b+oEGQZYsQ/vYerMqvgvW6TKC1UgR7X2aSUt7Eg7KVR8V7xxk3bzu/OWMzQ7wnbMnYgrnhcxHhYt1edM2VNVjbsBZ95nExI14Dj2Yt/D3a4N+jCUjegqGDHqbHzT6T5HKfACcMX/kUuPcvQGt8PAQ+PrAdMuQvVXKy/P18MOID3HvgXhQ0MT/LI1uacc/OGajW6I7DDd6e2N3MQ0iNNRN7Ezg8jJj1IOB+4xav9Vu20GIXPXU//wxFaQn8v/7asI7v7AyfDz9g3G5r5lYL8V5PfHk843LTgQMG8d6AWo2GnbvgxQr4LCwsLCxdgMymJ/PNyRzriT08uyRk2fjoEoLmZGl19p/9g6zH3iQ2P5RaYVW4e3tmD2p5TQTuVb8mGoRfAom3iDU/EfeJgHjfzxcNia/c6lb8mVyOTxbEYnZvP3g4dGwXmmJiU2/K63uuWV2fWFCPpKB6hnhP11OXAMsYcF+eCgN0dQiURzYl0U5fAnl9SZHAzsulsBfdXDKRx+VgXl8zO/8bgLyGpuI9gezP3QMCqNW5NYgLmbmjAYG8PaRombgT3D3AH1sSjMlNItZ/uqAnfc5ns6vprPsR3dzp/rPcOrw/N4aeN6eV6xJzeshHa+bX56lVvh5fZxuU1jPHX5hDTovenRXToctFZ+y+UoqntxoFio1xhfQc+bcHBjPcOkihj77Yh7AnuQwfHsy0ep/nzM7RSeGBXrzXQ75Hfr9UzAr4LCwsLCxdoqKtGX/kXEWtrA1j/cIw3Cf4ureJMplxT39kzcKhft6+Hd52d26axbqD+VloUsjhIBTh8aGDcd+2nbTwTtsogFrKB0/AwY7UTITbeUCg4WH5bzugdJYDjirkNpXh4P5UrO47EYvD+8JD0sFseC1wrcp6wd7qE8ctRUwth7oB5NbVMsR7QkpVJbgaDvitHGj4VOsHRwkkFZVjUS9jod0zxw/gaIGuoFap0eCHlETsyUmHb0ddyTwtLSAgiOoBhS0HWhPTKHLNgh7RuFn2pWUyxHvC0excnMjJw9jwUKu32RF3Dau3HoHWUxfrt7lp4ZSjgLBJiUN7r+ChpyZi4dwB+G1bguE2fr7OePHRibQDP+5KPhzsbDCkdzD4rKX5LcVDz0xC7ssNSCphjg7jSlV4+JNtaNa0j57yF8NfLEFrQiXzo87nQctTg6PWlYBz5Go88tA49B4SdsP7knAiDe8+ZJxxf+j3eORcK8FXfz5j0CnENkKsenMuXfScSy3Au3+cgNpKqB6XxzzWkxLyDOK9KQf2XGEF/FsMjZbTpfn2XdnmVoUV8O8wzufUYNlPF+lcRsKGs/nU5v6eQZ1bbo4Id8PwcDecae+kN4UkoVYOD7F6O/IDa8V5EEra3dtOz4WAcxBqzv+Mo6nl2K4ahovaSCCnFos3xFmdxyltiMBzx97HicX94DB1CqrWrIWmUpfwFLsoIAlTYIhXGqLrhGi9YAPJgAHg8HgGO3t5VpbV/RUG+COxMtFivcK6MyZjHrc05Rq933Wxs/FniM52hXC5DXgobD7eqmpA32qTx+VyIQoPR32THJLALPBUutdWreZBq+Gi27waaL37gi+R4WZJqU6xvr4mxaqAX9pSim+vfkv/Twrn0oWwvIGDp+u1QFMZ/bH7+u7eWNjPnyY5wzzsML67p24kQkAAhAEdlSqw/H9D7OV3ztyJNb9NxS5pEVQcDqa0tKGFyzGI93q0jSXW78TGGZDWo1nogcN+jyFY6g5Lz47rU7dpk8W6lmPHoSwvh8Dbu8Pb7c7d3eF13rbM22lamTN69WgV1589y8LCwsLCQuKcRevjDDPnfziXjxcmRVJ7807x6wdEzQDSjQWhlVonfK+aTLt2Hx1tPRGh0Wqhap9Lb27rrtfrScy1+5Gh+O50Hv68WkbXEzGfCOFLvk9Ad28Hi9ibxOPP/ZFM7eDJ7a3NsedDhSmSbCCHDwSPAHi64JfMoE8stN75FOgqQUJ+10c92ZjM4y6oaTWI96aUN8pg2fNsPOcgr0WjVIma9jny5DSbPF0ifkd5/bUuHHPxXs/lonqrAj4pVCZdzB1R2aiL4cmYsZm9fOlrRV4zYr1OrCKJ4LqwPxs336qQ92ff48Mwe815i2PDVLwndCTek/EK9W1K6jDRO8AJUqWl81pX+NmsSIYQl1eHrMrmDsfFEUjRfkeYn2NLzZ6THvlN7jMLCwsLy3+LrIZqzD+4CY0KXfzzU0YiHooehBf6jOr0dqEurpjfPRp/pF0zxrDtOoqPnT2eGWTMr5ojJ+NLYRn3ko5fwuCAAOxeshjfJyZiW+E1GjSS669UlWPZ/h0Y6hQAlUQJOLWLi7RpXos3kg5iiFcQhvkGobuLB9LqTERJIrCrOHAVSXAyJw9DggIg5Oti3CaZDGcKTH6ziRrPJQ/KoXb58WWlVp+Hlq+lVv88k1SVRGBMRNdK23CsXbynr0274VSNvA01lS1W1ZsoZw8oFRooS+WQ5rbSmfctgYDSFuCpOYgUuECkuPkO/OSyig7XWxPw2+QKfLT7FKO4QSvgQOrOhbgBqKnWOYytWjEKw4eEI/FKITzcHDBqeATEYt1rMW20SSUwyy0FeY++/mwJnn5hM+IzS6DlcSFoUULN0xrF+3aKZW1wkHAhIM4TJji42aGpqglCBxuEx/hBTdr0b4K9P1s6NeemliItMR89+oV0fLv4NOoIYa2QyNuRGW8rFMznZFgv/2vj3Fj+frRaTpfm23dlm1sVVsC/TSHzLb89lUvnN/YNdMaDI0PhZifCh4cyDeK9nk8OZ9Julc7sr4lo+/29/bHrSinttnHW1CGMVwmHsIEYEx1AO4Ks4cpRoVdNDq64MROVo8uvAphuXBEwEJ9ekmCL0sxKv03ZgdMPF1I5j3bcjg8cj5Atm3Di9Y/hWHkaEX3KIa/jI+JwAdSyYhTt3gtBYAACNmyg3bcVb7xB78H8+7jBFlCPi0UAqjChtQ3zm5oh0Wpx2FaCw9F2mJPAA8/kC5ojkcBxhslz0Kgh5QlxMHCAxd6S+fCboyej7wmjgO+26kG4P/647gKZdZR/CqjJBu/Ia+A5tUdt1XHAz9OAWeuAjL26dT3vBgIs7U2tEeoUijOlZyzWhzmFdSj4a6zYQyWL2+08w8bpnjuHQzuFyMJye8Hn8vF4YwserzRavS7w8bLYLlEsQqjSLPAQSBA/9TCe+e0iymQO0KRxgbTzeHtWNLW9vRE0TVZmwmq1UDc3dyrgd2T9xQMPK2JWMFe2zxAzRxjaccBGH0KtRu369WjYvgNatQqO06bD/dFH/tI4CxYWFhaWW5ei2jasPZWLzIomxPg64qFRYfByFOPTw5kG8V7PF8eysGhgAMO62irzfwKu7QAKTiNf5Ybf1aPxXEgwpvX0oeKtNfhcLrhcDqO7Hu3itGl3NrHF93YSW8xQb5GrUFBr3Z6fhP+nMquxoL8/tq4ajEc3XzaI7904xfhR+BF822qBX0n2xA+4ZxtKhUF4ZQeJDa0/xVg/Jwg6SKwIeVwo2m0u6WU+l9Edbz7H0hye2euwbEgQVs/QORtoNFrE5dVSi+9396dT4ZFse62sCXevj8NXd/XG0YxKKFVazOjlg6Fh159jTyCW99boSCAlj2f6HM0ZGWGMkweFuNKF5faCnPOQY/dm4HM5dLTFo1uS6PfIuZxaujw/KQIPj7qxbiLi1mCNJmnnScKOPmXkU/uIWSGRtoOtA1076D7U306rpdb+m+OLaIECGaH37IQI2AhvXhRgYWFhYbl1KW9pxrrkeKTUVCLSxR0P9RwAfwcnfJF8ziDe61mfmoBlkX3hKem8yPKDsRMwKigYZwoLoFKpaed4H38fzIqMgpjfcczNAxcqs+HuXHCoxbyebu5uCPBwgrqA+TsnV6uQ1VQDrZWxpmTL42U5WBExEFumLMATJ/bhZHG+TrxXcqg1fX29FA9s3Q03WwnWzZ8Jbwd7rCZNKSQ25AIcBwU4tipwuCTHxEFsgBuCbKy78Nhw+VCaPA8y831+r2hmc5z+gnnoreaAxwfUJr/jc0J74LPh03TPhRQsZJaiqLIeH/95Gi2VunxzEeqw6pvt+HjpVCRcKYBUrsDo/t0wtHfn+TI9YW7W3anC3KzHuzkVtWhtnyluisJe9171G2QU/XtE+dKF5fbDQaaFfb4x39sYbv38SmXDYwj4pDH+6bfn4MPVu9DaKkdKSglSntyMhUuGYMXDY29oH9qarRfWtjZ17pZFPmXk48WTAWqzXtIHRzK1Hi79niIFOswPpKfb9ccI7z5wBdv/TEJzqwzDB4bjgaUjYGfbsUseC8v1YAX829Tqc86ac2hqP9FPKmqgMxb3PzEcGWYWgARitUm6azo6OSfdJXZiPk02LohxxoK0x4C8E7ors50AyQYgfLzV22qam/HcxU34rM9CJHl0A1erxcjSK1iSuh2zd1/CSL+ReCD2AUgEkg6r+31duGgwa6Tl8BvBFZfDSaQLfohl+/hvP0HZ0j7I2ekBtYIkWoxfosrCIlSsfhOyrEyoq2uM8wu5QIY/kOvNwYF+XAguv449wXdhdpXRaSBWrkB3ZyE8v92A1q/XQ56eTudnuz/9NAReRuFTHBMDdVAIVO0dS+aUewXD47lnoaqtg92okbAdYPLlT6KtsLFA9hFAbRbQtFYDm4yWLkj8GZi1Bui1CNdjcdRi7Mvbh2qpcd7pKP9R6OVhfZZnsKN1e6tgpQoY9DAQOvq6j8lyG+DdE6g02uF2UyiQLmKK0+ucnTBb4A5BXbuNPocHTP4Q75+qRomKedKx+9Bh3KVsg8DJF4iaDvCvH3jYjxuH+s2bGeuEQUHUlaIzZoTOwNUaUgBkRMKXYO24tejjyfQCkOdbHwGglRvdBmRZWWj47Teo6uthP3o0HKZPR/UXX6L2u+8M25D/1Y2N8H5z9XWfFwsLCwvL7UVNixxz1p4zdHSTuPloehUOPjncYtY8QabUUME/xk83G9OculYF7bYlhbHy7nPw2JVgHKYzsZthfy0NYgGfjiKyBhGDzcV7glKtxfjPT9EZ94+PDafFA3KldeE42F6NKis1cgQniS5GJZbtWx8YhJ8+ehxT23bDFU3gmsz5Q1MJZLufwcK6Z1HSiS34KztT8MaM7lbn0H+7pC91CUgubkA3L3sq6BHXJj2h7nbo4eOA1DLLcxOKFnhtWndUNEoxPJxZNEqKHIaEuSEuv86ia5gInct/umhIYRL77zemd8fyode3cF08MJBuX1xnfM6DQlwwsoOC1RA3W4s5nXoW9PPD5GjLAkmW249oH8cuOU2QERZ51boCGnJcvDg5Er/EFdLvDFP+dzSLfs59nWwwOdq7S0L3xB5eyK5qnw/cjqeDCL2uY8c/t48vTmcZzwP1n8/1S/tZFGJnWvm+I5ge3nnVLdS+v6pJjhHd3DC3jx919PvgQIZhGyLmk9zC14tuxqOLhYWFheVWplkhx7w9m1HaoovfkirLcLggGwfnLUNGA/P3hkDmx+c01nYo4DdIpRDx+bARCDA+OAynz+fiUKLuN+WUMBuiuVzMHmTd5p0I08Qa3xSBSAk7RxmWXvgSA93CsSJ0LFxEdpCrdQVvXIEaYgcZeEI11EoenHhOKK+yXozqJNQpeE5iG/w8eR7G/+975CkaaDKZq+KA096tWdPahhf3HqLd5Fk1NaSqAByRClx7kwYwnhbvXzuM/wXMhKheC7mz8TEFGi7WTp+BnxOuIKmkFMEuznhs+GDEeBvjSGLlP9QvAOdKiqxMqeJALQdeGToKldIWDPIKwFi/UEYxYu9IP1wrq0KLjJlvlilUePrr3eC1C6l/nkrFyrlDsGKOcURPR8yK7o5NScnIqTHGSLHenpgYYb1I0c/VEQIez+I940s1GDm2OyZM6Xndx2S59QmL8kbcSWNcyG9TQeFi2QwV5uOK0lqji8Pi+0bg2KEUKt6bsm1zHEQaLTy8HDF0Ygxs7cXX3YfBE2ORlsh0r7JzsEHs4M7zzdMHdsfhxCzwpQBXDaiFxNmfi48XTcGE6HCLjn5ekxRqOxG1/ycnhBypAnyTptnyykbs+jMJ5ZVN6B0bgKkTY3DwWCo+XXvEsM2uA1dQVtGAT96cf93nxXJzaFgLfZZbkV/jCw3ivR4y//JwaiVi/RxxsYBpg+lqK4S3o43VOZgvbL9K5/7Zi/i4b1gwnuJsNor3BFkDsP1+4JkMQGB5H6ST1jvIB+9c2IBmgQ14Wg0kKjkuhwA5DTl0ab6UgBX5gbinqgEVqkCc9zGxxOGoUGW7Dt6uS1Feq7Or5/CaIfb9Dd1dI9DPs59h05pvv0VTIglGrCdBWi9cIC07zP3TADk+HGwZ1X4baRXSEr9Ff7PbTm6sAyc2Gu6bSFuSdThcLmK/+gzdvjqNLJFlp0/fIBe43jsRnSLvIOPKQAscf1fXiX+dGfNetl7YOn0rtmdtR8n/sXcW4E2dbxu/43V3d4HS0lKKFncfDgMGG4yNKYP5mLvCjMEYsuHu7tJCcQrU3d3TeL7rfdN4Usr++6bnd13nojk5OTkJycl73vt57ru5GN09umNk4Eiz2xNb/ZEBI3Ek/4hmnT3HEvPGrQT8+nbg2Bj+EfR7Gcg+CTSrMrsW1Dfigr0zanVs9Ed0eQy8uMVA5jFVEQlxX3DwRfoe7WeDsIizF68otwOn2lY4hwDzjgA2bu0egutLiyEpLkLLeZVDBHHJ8F7+jSaPyBxTw6eiWlSNTfc3oUnahG7u3fBur3cRYB9gtK0gyHTlsHq98OZNFM6dpxH0m44cRcv16/RfQxr27IH7a6+CbWl8nmNgYGBg+OdCcs/V4r2akvpWmh0d7W2PU+n6OX7WfA4CXY2LXrMqmrB05x0qWFvyOJjdyx8Olrw28V5Fk1iGJTtuoW+IC+zbxHRdbARcatVuSiwkwmBuVR7NrY7xcUBBrXGnPQdyLKt/H+87vYyUWtXvFRtyKMCh1v0DI3R+m1NWY27rr6ai6iknC2UolrbfpUCuN344rS8qEojbFxHoNy9o3zGKiPyjVlwwum4hdAtwxBN92xfdW8Smu5IN9fQVp7Koa4I55wM1jtZ8HHi2L82rV7uYTYzzpgUDpvB1ssLMBD9sulKoJ45+OyOWCq4M/w4W9g/CsXvl9LyghhTp6LpzTOnmg08nReNcZiWNgSDfcVIcT4pYDJHIlPjquMqVjfy7bWFP+DhqY9lM8eygEPqZPHqvnBaMEPGffM7MueCpIdEN5HiIMx9xtiOC/8ePdEEnLzujbYPNOFCQ7zIhrawRk1cmaeIDDqWW4WJ2DW6YiNg4nFpGi6OIAyADAwMDw7+Hvdn3NeK9mupWIXZk3EW0swdyGmr07uOzOQh3MC6ELKyvx6tHjuFqcQkdn02OikKkhTMOt4n3anH5w22n0DsiAO4Oxr9RZO5okH9wWy68Ejy+DE4eTXSatLi1BsVFNbhSlY0waTQKGuvBZitg7dJCO+IJXIEcpaxihDp7IlteRcfEqqJMFjwsbTHSN0L7uu/cR2FTI7hgQ6nfL0bJqq2Fkgj3YEGpUIJloqtfJJdh9cUkuNxQosVHJeJzWgHbQhm8xlnjl+mPtPvefzNkNMZs+RWV0haj549wcsOCKGM3WEMLe1MooNSbRf/tYAqmjYiDjVX7v+E2Aj62z5mOnbfvIb2yCl083TEpujMtyDCFk40V5vSPwy+nr2rW8dhsvD9vJEYnmi7SYPjnMX5GT5w7moqiPFVjpGWFGGx/OzTrOKQOig3BZwvH4MbVXJSX1CE61h9+ga6YP2Ol0f7kcgU2/ngKLKkc6786gs82PgXf4PbnmyfM64f89FKc2XudOrc5utri5W8epbn37dG3cyBemzoQPx+5gpomITq5ueL1aYMQE+RltK1PkBtYMjm49UIoybUi+d6T68Mg1fmupKwOTy3+DY1NKleSc5cykJSSjep642v4lJv5dHtvT8d2j4/h96H8D1jos5SkpO1PpLGxEfb29mhoaICdnfGFJcODeXHrTey9pbXHVvPmqEjE+TvQfEz1hAM5x/w03BbDfCSAdzzQZucjksrR97PTRhOat1zfgUNTlvGTztkPBPVHUk41vj6eSfP4YnwdaOdBcFM5ihY8CVmldgKUyOirR7LRYgEs3qugkUBq9gf1wMroKbTL3sJ7I7hWRXS9XOQJpdwSXMtCDAkYgGW9ltFMb9WdMmQNGQZZmbnUTIBta0sdAQw52ZWF1SO1wxXiEtBdJMarNXUI1bUQf+Yq4BqGjsQXzFiVhKoW7WOdrPn4eXY3cDhs2n1EJmhNknEU2DINHeL1EkDwYGuWh0WukONw3mEklybTAoApYVPgadOOpTnDPxNhLXBnO9BSCYQMRY1bGM2XrxJWIdE7Eb29e2u3Td0JnP8CqC/EdXYUljZOQ57SEx6owUXBC+DSkCAdej4DjPi4Q4chKSqCoqUFgvDwB4r3usgUMkjkEureYXabujrkT54CaYk2Z8wyLg7+v/0KFoeDwoUL0XLuvP6DyDGw2TRuw5Cwy8ngOLTf6cRgGua3nYHh/w/m+/W/8fa+u/g1ucBo/XODQmh37PTVyXoC8wuDQ2mWNbGPJ+M7AummHfDlGb3ObYKfkxUKaw1spIjLzaw4jIjyxI3COnxxNAP3ShuooPby8Ai6z8fWpph8nClIdr0MXLigAdM4p3FREY00pR+CUIrJ3POYxjmLLYEfY9wjM2ksAEEmV4Czui9YFffM7vc39jgsE043e/9w9lUs4W5HELsMNxSh+EA6G6lKbeHcnkW9Eevn2CHnsGmrk1Far7VctbXgYvXseFjw2AhytTEbV3A1vxZTfkpGR0h+fZDJguX/FXKpTIRM4nbmaiOghQIPshxn+OfRJJLS6+uy+lYqzpPv687rxVTU7xPsgsGRbtpxbPoh4MwnQE027nEjsaRhKtKVfmb3TcT/L6Z0rOuMPF9diwSRnnZ6sRoPgnznRTKF+WvQtgiOCT9coteyajp52mH3ot7UUeSFrTexz8QcAyn0J8VJhlx4ZSAtcmF4eJjfdQaG/z+Y79f/xpdXL+D7m5eN1j/WORZzu8RhytGNqBZpx7BPhicg0SEIEV6ucLXVjo/GrP8V6W3uqGpCBI4oy6k32ve7M4bSLvx71ZX47Mp5ml8f6uiMJd37IsDeAY8d2oWsuhrYuzbB0sZYpK4vtIekhQ+ugwgWztrxphVXAi+bRljyJBBK+Siqd0SDyBLdnf3wacJY+NmoxrFyhQJzftuJa4WqeSVTAj6Py4ZY18rfVQSWjXZOyUYghrtdIyy4MsjK+BCecYKsWNtJ/OW7k5EQ92C3qKrmFszYsQ3Z4lrNMVhyuVg5ZDwcuZbwdbSHk5Xp8W5WaTWmfvqbkXMUv1EBtsHP+KZPH0Owb8ciqB6WM3dzcCo1G3ZWFpjcMwpB7kzE1L8NkVCCM0fvoKyoFl26BSAizg+HL6ejsLIOsaHeGBgbAg6ZdyUmw0nZWP/9SRTmVMLC0Qp1DQYF5Eol2LUtRKCkN3sPjcKyH+d06Diqy+tRX92EgHAvcNuJjTaEfOdbxVLYWJovYpFIZFg6/Udk3dXON3sHumDFzmdhbWuJb348gb2Hbho9zsnVBjUmCvHXfDMHYcHuHT5Ghgf/rje2re+2azG4HYgokLWIcX3SN/9ITZqx0P8HQmwmTQn4iWEuiPCww+klA2iWvUQsxryKj2B79iC9X8axRFb8uwgbvpB29xiK94RiiQ1MylfWrvRif+66q7TrhnAhqxp3iq/gzNIBsIiLRfPRY5rNyWl6zikFqu2IYK6/q7G5V3A3Jh03Q4Rg6dh5cizK9MQ7Kt7XFwIHX6LdxMp60ulifiLDcdajqFn5k9H6q6Eso7z6K5YWeNLDDUeKS2FBfiQcAwGX9q1W1BCBPuWtoXQij0wskq4F0jU1Y80V+t6Qzq3XRkWazgwPHwH0fxW4tAKQiQALB5o7jiaD/0+3ThrxnlSTncmopB1fIe62GNHZ43dnNRI4bA7GBo+lC8O/GCsnoOdTmptkyPx41OPG2+WcBnZps+W7IQWb+TnoJ/4GMewcY/GeUHSl3acm3wMyx8njsMH39f1dh89lc+nS7jaOjgjYuQP127ZBnJMLy64xcJg0iYr36mgNI5RKWMbGovXaNb3VVj16MOI9AwMDw7903GxKwCfriUh3askA7LtVggahBGnlTfj2dBad+CL51lPiffH++M64VVRvJN4TGlpNd7o42whQWt+KWWuuaIpqL+fWYvYvV3Dipf7oHezUYQFfBg7e4GzEQM5NjJZ8AglURQXp8MdXsikYyUnBk4odgP3jqGwS4a09d6mrwAlePYLa0f8G9ogH55x+Dr2aGFY2fuQtB6dtnJ7AzsBG/sfoJ16OBtjQrtsob9MRA4YQgS/ptcE4l1FJ34MAFytUNIrx+PqrNE+biPiLh4RhYX+tFaia7gFOeGNUBJafzKLvIxESSRe94XtHupXd2+wWieBOrlGu5ZPnsqZ53USc/L0Q0XZMtBddGP692FrwjK7d5ieacHoqvgZsmwUoVePjzrIb2CzIQj/RN2iGaTH7eqFxB7suNEuXiAMcNv0sk+VhIZ36Ng/o1ifi/q6ne2NrSiHttiff4ekJfprvR36N6XNStK89LmXrd1ySeAxGvGdgYGD495HoE2BSwCfrA+2ccGLcAuzNu4dakRBFeQ3YsucONrJuAVYsjOoSjo/GDENBXb2ReE+okBuLWurO7TpRK2Ye3I4GsUqAv15RirlHduHwpDkY4haM3MI6cFxM9x+yOKrfUd1hL5ctR5BDDThtE9I2fAnCXStwp8wLjTIRFe8bWkT4dMtpnLqZhRZnJaCuJyUPMRhDT+8aja13UyEmudiERh6U1nI67yXgSuHnVKuJyuZ5SWA3pQL1a7yhaOLCypKPqA7mvbvaWOPkvMdxpbgY54py4W1nh9ZmGRZvP4wWiQR8Dgfze8bjxQE6DTlthHq54M2pg7F8/0U0t4phyefB28oGxbX6v+EOtpbw9dDO/F/PLEZKeiE8ne0wPD4clgLThbUdZWBUMF0Y/r1YWPExcqLWMZkwbZBxlG9BTiXefX4jpG2RyqLyBrAs+XpuaiyhRCPeE9Ju6lvjGyKXyalOwuNz4eLhQJeHhRQXtCfeE/h8Lj77bSGO7byKzNRiBIR5YOS0BCreE0hHvSmC/V2NBHxvDweEBLbvKsDw+1F20EL/n9yBzwj4/0AmxHrjXGYVtf4kkOr8FweHUvGeQLpvniKTYJd/ApJU4j2BK29F8OU3MCfdCzMG6Z9o1Ry3m4Soqlv65pRBAwH3TthxOE0j3qtpaJXi4J1S9Lqtn1lNsJIAHibOZ+TrMi25AbcizH/8Mitr8PO5HEy6Og1OzSpHAHu/FtRm6Heks62sqBjnMHkS7EaOBNfJGZVffw1layvA46FqXA/UxZWD21QMmVK/5LCay8E5SwsMZ9mgYdRPsFYoweWwOjyZNzjSnS7k/+LlndrXT2wHSbdXj0AnhLmbyIEa+AbQ82mgvkhVNFB8Fdg8DZC2TZoQQX/kZ/RP8qO0cON1nNCxZyVdYVsW9PyfJiMZ/oPknAEu/wg0VwKhQ4G+i4HbW4BT7xtt6smqwXeex1Bl1wkw1jwAF9NOFeR8QD77xFaTzWJRW9p3xnb+wz+rRGw4n1WF8jYLU9+ntIUKupBufEm+/uCPZWUFz48+RPlbyyC8qrL2soiKgtfHH/2hx8jAwMDA8PdgSKQbZiT4YUuKqqiLTLQtSAyiVvYEV1sBFep2XS/Gd2eIRacKmUJJH3Mpuwpvj+1sct8ka75Z3KInghOHKiI8f39aJTrrQm7vuVGMm4UND/EKWNgoH4JmWGrEezWtsMBeeR88U3URSP4Rz1x0x9UalZC9V9YLL/F26m2v4FqC7RMPdJ0Jn64z8alzEd47cJ925pLriV5BTvS3dWbjBY14r8aeJaTFAkf4w/HRhIe3wewf7kaXm4V1eHVXqmY9yQ//5Eg64gMc0c2/zXlLhyf7BdP/PyLaBzhbI6uymRZCNLW5JpCi1vfGddbY4C/Zfhu7b2o7JYjF+fanesHO4n+bjGT4b0GKtFedy0V5o6oDf9HAEBy/Vw67E59jeJt4r8YJTXjK/T4u2w5HUk4Ncdg0aVFviFAiw7v779HCfFJ4QopESMEQKSb4IyH7vphdjeK6Vnp9aqpYhhDv70gLxnXhcVj0mN4/kEaveQnh7rbU3p+BgYGB4d9HD09fPBndHT/fuaqZFZ4ZGYPBfqrfDkcLS8yLjMfp+zlYe+U65BZKSJyUxN8XuwvTcGl9IT4fOsLkvu2tLNDMUehlpAd5OKFPZAA2p93WiPdqJHI5tqenIrWkAmw5C9J6Afi2Uv3fOAVo9z1B1sID30lEx/oOglaNeK+GDBXdbJqR21iDX6/fxI4Ld1CUVUuzsNlEb2vTAckQmOyXdN139fbE2M4RmBbbBd39ffDmsRNoEInBlnDR3SIYjRZNaEaeRrxXw+IrwY9sATvVFYufGwou/+HmxHr4+NAlu7oGo/f+qvm/IO/Jj5euoKuPJwaEGHf0T+4bjdHdI1FQVQdvZ3tUVjfh2Y+3o65RVYhMxvuLZw8En6eaj/982xlsPUM0ABXrjl7FupenwcmOcdhh6DiZd4uxfc05lBfVIaqbP6Y/NRB3Ludg1RdHNOK95rsllMDLzwmePk64cykTcpFUr2aGWNebQiKWYc3H+3F851VIJXL0HhaFZz+YBHunP94Z7U5KLorzqtA5LgATHjMdN0yKcq7eMJhvZgFPze0PgYCHi1dUTQE+Xo5475WxZiPbGP53lKpevQ5t90+FEfD/ppCJtIO3S1HTIqGWfWpxXv2DSy6aFw0Mpp3fZKLQZKV+1nGjVXyWHG5VSbhdHEofo5v1RwhPnAxYhAHJPwAt1UDYMCBxKb2vRWI6h1LeVAlBgL+Rvb2UAxR7cBFUYvw493YaEaSNUcgsnYH9dw5jgUBr5+/apRFyMRsNhVbUo18QEQ6WwAKiu3dRr1SC5+MLp9mzYD9+HMRZWeD7+yPSxQVdT5zA0pz3kexqbNWUGf0Clqf3RtovNXCyPoVnBoY8MI/TEDKZYwg5cRDR3aSAT7B0VC2EwH7AC7eB+/tUtzuN1+SLk4kSXfGecLOwnlo6zjLV4c/AYE683zhR0y2EslvA3V1ArXFup5oRdZsAU99TgT3Q90W9VfLmZlR/9x2W5FvhomNI21oifBTR89WHE7rQNTXNYvx8IY9aChMniycTg2h33MPQIJRixs+Xcb9MlctGxkDLxnTCvD7G31vX556FMCUF0uJi1Qo2G+6vvwaBvz+12ZcUFkIpl0MQ+HDfeQYGBgaGvxetEjm1Oa9oFKFfqCu6+NjrFV1+MrELHd+RCCjSOWrKAp24HZmisLYVp9MqEOpmQ8VjXR7vGwh/JyusOp+rKioLdcHzg1SOTuocaUMULdUIcbFARoVx7BOpI5WbuLIsghvEBuK9GhJ3A1E98o8sx1XJN5r1P8rHwZ1Vhyncc+BDBqFrDN7hPI8ThXYIF9tiqUMtdRggHerkN9XX0YoWAZ/NqARrPxsw0SQ1sYsr7lVZ0eJSOwsuLYR4bnDHHKzUHDcY12rW36swKeATiKDZ2Uv1f0oyvs+/PBCH75ZBKlPQqAJ1dMD1glo98Z6QXt6EjZcLsGiAenzCwNA+pMhk5s+XIW37Mt4taaTnFyKAf8Nrhl6QbBu11RVYWLsEQex4/CofpllvyePQuA7D89WKU1n0c0mu+dXsuVlCi4HU4jgpjP3lQi4u59XS88yT/YIQau7a0gwtYhmN7LjWlmNPJhZfGhJm8nu7aEAwzmdWac5zZNtXhkcg2NUWGx5PQHGdkMbwhbg93DEwMDAwMPy9EMtlOJqThaLGBvTy9kU3T/3u8Dd6DsCjnWKopX2YkwtCHIwt0C+k50EJJSQORLzXrq8QtmBH2l109fTELYM54kdjY9B9mDfWnryK4uoGxIf6YOGwHtRFpkVm2tWqrrUVfg4OuFZcClG1JbjWUvAdxapkRCUHdWVWUMpVDjRKKQfiCisIXFrBNihEVUNcYOVCFt4/dVa1wo9keAPcFlLoCsitAdKkGeDqAEcPC9yrr4CoSApvNzuMCA/FgKBA3KuogKedLbzs7HC5qAjLMzZDDNX8lC59+gfjvo8lnjt/DNaXz2BWfAwW9+9Dm106yunMXJOi08mMbJMCPoF00Ef4qOaUbX0F2PHVEzidkglhqwT94kPg5aoaU+eW1uiJ94SiqnpsPHUdzz+S2OFjZPhvU5BVgVfm/AyxSFVck5NWiosn7qGqspEIWHRAqfuJJ3+XZ5ajPJt88TgAcXxQKKGUysDjcjDr+aF6+5dKZdj68zns35SEpjohyY0CS67AxSN3qJX/B+vm0+1ErRLs3piMm1dy4ephh4mzeiMk4uHigolt/ntPb8CNi1otauLjiVjw6mijbSePj0fSlWxkkNfRxuxpvWin/UdvTKDFMy1CMQJ8nR8qTpaBwRSMgP83hGRFkrzH8kZV9eEXxzLw1uhIIxs/IurrCvtGtInAhlTDHvkFtfRCnHTLkk4BN1sBvWgfHU1Obp5A2HCjx42K8sTGy1pL6ghWIb7grUKXpDwI7Wwh5NlDKdV2JCinjUHiI4+iZOpMo1IYl/je+KD3WCxLWqa3XqlkQ1o5gf7LMbDuJm7aXj3r4T7SG+KBP6HwsbmqTnsyOZGUhNY7dxB85DC4rq6w6taNrm84dAilS5aiZwQLyY/oz7ZYca2xOiUSTULVJEVtiwQfHLxP80yHdup4Lom53E4ysdlhyP9VwgKj1XeKTXdopZpZz8BgkuTvteK9mnbEe7PY+QDzDgOO+sUjxc89h6qrt5A02ribf9f1EnwwPgpimQJTVyUjp0qlCKTk1eJIahkOv5D4UJm1K8/laMR7Auly+vhwGj13kU5IXXiengg6dBDNp09DVlsLm/4DwPfRXpzy/cznlRqiUCrAZv3+6AoGBgYGhv8fKhtFmPxTssZWnYybSY794qH6bjGkcIws5iC28Oa4kleL9fMSsGzfXSpwOVrx8URiIO0MJ/QOcTE5bl55VtvRH8Aqw5e8VYi/non7rFCc5SxDi5yr5xTw8vBwjFpxEXKDcTMRrcf0fxqrNxXrDanZUGAM7xr9jZfTACstMnDxpuwJrLd5Alsf64IBq9Lautal9PWQLvZjL/ajxQzEMUBdxECs7fuw4tCfr43GIig5ArybHYT7zaoxaKNIhq9OZMLLwRKTuvngfx43m1lvCmKj/2gP40JWZtzM8Eew9lK+RrxXQ8R7wkF5TzzCuaR3n1jJw2F5TyjAwTucDejBTsMpeRycbASYueBlBBl04L+0/RaO3DUuACcQF6tPJ3WBgExgrrmC1JIG7bj5bjn2PdvHbEe/KdYn5WvEewI5f3x9MhPjunoZFTKR6A8yLj+VVkFjLhJDXfSO3cex4914xEWO6TRiYGBg+PtRL2rF1D3bkKljqz4vOg7vJA7U287fzpEu5iC290oydDNR1Ebs3w9Mn4V3TpzC6Zxc2Aj4mB3bFU90j6fi9bcLxhs9ZkRgGL5IuQiFwRj48Mk08KRs8F05kCjkaC6wB7tMht6h3nin33CMWL+RtJSoNlYC8jo+vJQe+CAxAT/kLIdCN7eevP4WW8hrdOZqWYDIGbARAoIGwFrKx/q3ZmDaoS3IrKjW2Pk/fnQX9j0yG52c3dCtbU7pakkJ5uzZBZ6lHKGRqsI3NWywcSlLhPxyVSMZsb9flXQVrtbWmNO94y42dhaCh1pvChsrAcYNUDXV6HK/0HRR7f0C0+sZGEyxf3OyRrwnKDlsVLRKieWGaoVCAbZISrvvVRuQrDqOqhtLDZsFa2cbfLFuPoIi9GPLvv9wP47tvq66QQoCOGwoIQNLJsf18xmoq2qCo6stlj2/CXeuaTviL5y8j6/XPYHQyI7HoB3feU1PvCfsXnsBA8d0RUhn/UInG2sBVn49G5ev5aK8ogFxMf4I9NfOCbi5kIJX2w67ZTEi/+9HAVIkwurQdv9UGAH/b8KaC7n45WIeapolcLHha8R7NWQyclKcDx3MJOfWwNVGQK0/2/2C91gIReousBXaSsb7Cn9cVERhnJMVncTcvKAnrfQnXbIPgkxOvjYyAt+dyoJIIsE6wRfwJF0/RAx3bELgkFbUK0dAbhUA28GDYDt4ML1P/sH7KF/2NrI8lTjYnY1aJy76dfPH/IBhaJI2YeXtlWiSNMGGZ4OBnpOxOV01UXBbGYQchSeC2fpVm3WdxuDEmu/RtU28V6Nobkbjnq1wGtoVcA4B7DxRu249va9XuhKl5+TY35ONVgELvlZeGOLxPL7VOnhq2H2j+KEE/Knxvlh3KZ/meKpxtuZjOKsaxc9/A2lZGax79oTzkwvAsX24joVwD9Pbh5lZz8BgkuY/aADeWAxY6GfeErcLYfJlgKsvnqshVdmEY/fKNeK9mjqhFJuvFGLJsPAOH0JStnGWGplkvVFQR7vwDGELBDRe4/eS35CPpeeWIqMuA1wWF909umPFoBWw5D58PikDAwMDwx8D+e1YeS6bdr2T7PNiA0ep789kY2p3X9jwudQ62tGKh55Bzu0KSsTZaOvVQmrpbggRukjeMxHxOzpuJi4AH0yIwudH09EkkuIXwdcIhqo7vJMyC4c5S7HZ7y1UO3bFwAhXjO7iScf1387oiue33kRbLDad2/B3sYFfUCd88ogjPj+WQYtOXQRyvN2lHoK7YrodGS9Hs3JwR6lvj90r0h+P7yrSWM6rIa+TdAAPinCHn7MVdeb65UIenVO5qOyC96Wz8Tx3NxxYLZDaeCMt9m3cP2HsXLD7ZvFDCfgTY73xw5lsveMh2fZdvO3x3JabKKxpoQUFxLLcydq068BDj5sfsmuZ4b9NVZP+dbgupxTd8Ll0Kp7mHoAtqxVlSicsk85DOZyxXj4C1xVh4EOKvuy7eFJ8ENa8J8gUn+bxZQ2tOGrCvc3QApIUCqnFezWkW//XpHy8N77jERZJOcbjZrL/K7m1Jp1IeBy2yfF0RyHufs9suoFbRfXgsFiI83fAL3O7MxEWDAwMDH8he3PvYcXtSyhqaoCnpS2K6kkTk3Ysu+7ODczo1AWetra4WFQAaz4ffbz9aE60OSZ1j8JvSTchVoqM8uL97O3hZmODlY+Mp3PYHek4D7R3xJcDRuCD5LOoE7WCo2SBV0k641l0ToldJkdcJw/4ezqid4AfxnaKoMe3eux4LNy9DxKOFGwHCTgCJcJ8bRBs44+nQuZjU8E2NEgbwGMJEGHdA8mZ1aoWex1IIYKSA7DkwMDuwXj3+iHUyRv1JBOpQoGNd29iomcneDjawsfVAetv3YBMoYCsxQLF+a7w8KkBj6eADccGwxyH4oNzxhPOe1PvP5SAP6pTGFacT0ZNS1vkKomA5HKR4O+LV/YdRU5NLWK8PLGwT3e423a8wI8Q4mVcgEwINrOegcEUddX6DnVyK76BOM+GQsBT5dwrlGARMZ8FKNksKEmUA9lWrkBzs1i/CoaMfRtbcWq/vksEhcS0yuRU+CbLvVuFeuK92nJ/z6ZkvPLhpA7/x91OyYFCoPres8QyzamNWOobCvgEDoeNPj1+v8tbbX0L3vt0H25mlIKtUCLC3QEffzQdTq7MtevDoFSyOpRv35Ft/q4wAv7fgO1Xi/DhoTTN7dIG40kD0r3607lsrL2YD2lbsB7JQidd9GYzHb1iwZ57ELe2vgtBczGSFJ3xnWwCLHg8asGnpiOTkGqe6h+M2T39UXfvJDz3ays2CQJ7Gdx9KoD5m/TWWyckoGrxNLzL3w0p7apXIKNkB26eysO6EeswJWwKqlur4WHtAZmchUPnT1HLQCXYmC9dis95q9CdnQnwrHHLtyfmFG/D7Dopuhocm1NYMxxL3wU2yFTt+j2egqxaO2kxKUmJuCw5auyACZ9+gTMKMii5afQaH7ZbgFiAb1rQA8tPZiGrognRPvZY4idH7YLHoZSqqtBEqanUyjtg29aH2jfpxiJZhaRTSk2Yuw2mxnd8opSBASFDgHIT1SoPC+lA5+pX+sobVJOL1jIRepTfR7Kn/qTiI7HeVJAorTc9GWoY49EepCPoXqmxNRmBCCt/NDKFDI8dfQy1ItX3T6aUIbksGY8deQzbx27/w5+PgYGBgeHBHL1bhjf2aH/TDMV7AhHZN1zKw4bkAjqGJkR42GLj/B5mO+1JYeuOhb3x1Mbrer9NfA6bulT9nnEzGTNPjvNBZWYK/HfqW7v7syvxuvR7YOpVvfVd/Rwxr1cg1iXn09dBhv17b5Yiq6IZB57ti0fivFHZKIa7nQX4ZF614BOgqZQ+diV/OV6RLsQlRRQEXDYtIvg1ucDs8ZECVBJtQ17S9AQ/6magZq18JDbKh8AZjfh8+jDIqQuN/rESHsYGlOBmZ4GtT/bENycy6W96pKcdpnTzwcLfrmuKYW8XN+BCVjUOPd+X2qp2lN7BLhgU4YbT6do4BF8nS8zpxcROMXSc/mFuuJyrvfYy5Ef5BKyTj4Abqx5FSjcodNwvUpWqa+zr8nBcUUZiK09fJKfXuO0EMI7o7AFrARelDabHxyVmxtPmxPsUM6/j/2PcTCZQp69KRlGbWwFxErmaX4ex317EuVf0OzsZGBgYGP4cLpXl48ULBzW3i4QNAOm9EJLWee0YbntaKjan3YFQpprDDLJ3xMZxU+BlY9r11cvRDpufmoZFB/Yju1Xr9EKKt57t3vN3jRMnhnXG6OBwXCkowrPf7QFLoX0sWwFUFzZi24IZeo8Jd3PBgsQ4rC05DynktBDueNV9ZJ6vwIHBC9HdMQ61kjo48B3AZ/NwKnkDcmr1fxuJcM8DC136OeOg3SVAqoS9GyAVc9Bcba0RffZduYejefepxjiiewQqrbQNKrXVdqirsQWXJ8cXg8bAz4a4F6TqNbWQDlF2O0URprCzsMDGWVOw/Nwl3C4pR4irM6bHdsHSvUfQKFIV8aaWVuBcdh4OLpwNS17HHa0i/NwwMiECR1LSNetc7a0xe4jK0ZaBoSPE9w1F8qn79G8l+XKYunbjkq55FUoeByyhGLDkawV70lXPYcOCrNOhVSiGTGYilq7tYbF9w+DkZoc7N7Vu0bpUlnXcvTg9rRRJ90ogVztOyRXg1gnBking4Ws65u1/Zek7O5BVqNKt5GwW7lU1YOHcldh2YOlDnyv+yyiULLA6IM6T7f6pMAL+3wDS7fMgyEds1fk8oyx0Ys356ogI8w/064FOLx3ClpRCJGdVYbSdBeb2DuhYfh6ZXci/ANQVAP69AWfV5CWZVLB2NmPdz+ZpRL3G48fRfOYsms+cwaZxLEg76Z98rlVcw+2q24hxjYGPrUqQ5rKBxUNC8e4B1ck/T+mJGbL3sHZ6CKLYt3Hh1FIM43JwLdwSY65qZz8E9lK4x+kIewoZtQ137jcOFdvL0WwBfPUIG/cCVMewMeNlfNznK9qRRbqAdZkQpKpaJBl/JKezsVWKwZFu7dp8x/k54tfHEzS3S15+BY1t4r2a1tu3Ibx6FVbdu6OjkEnLX59IwL5bpbhdVE/zVyfH+8KmrSKMgaFDJC4Biq+pvs//C8SGv6EYcNHmZlpGR4Pj4gJ5dTUW39gGdlcFkj0708HGuDgfmk9PDyHUBZ8dNd5lb2cOlBIJWPz2u+wkMgVe3XXHyFaYQBwz1Nm4fyQp5Ska8V6XtNo05DXkIdDedOYYAwMDA8P/H1uvFnVoOyJMKw2y0Ilo/NEjxhaSaojgff6Vgdh+rQin0iqpo9LsXv6I8u7gb0xBMlCTBfj2AFxV7jKWfA78XdsfN0PUCKTtx2/pLLx7xwEG7t0UInafz6rCgHA3ffFt8NvA3qfp9KA3qwabBJ+iYczPSLHoiyc3ttkNmkHWVhRM/iGuBsQJILMt/5ogAQ9lcMaSXXexYnpXeNlbGBUaTw5vK4iQiYGMI0BLFRA6FHAMMPu85Dd7zWPa8TCJ9NJ1siJkVDThTEbVQ7liEVbP7oaDd8pwNb8WgS7WmNLNF/ZWHZ/MZGCY1ycA1wtqcTJNWwhiSCssUKD0aPfNuqzohJs1bMTqaPhhbrbwd7ZCQY22k059rT+qiyc+nqg6P/UJdlF1JxmcC7p420Esk1OL/QdZ2L+2K1VT+K9LzyAn9Ao2zjP+XyERFmrxXpeCWiFuFtYh1s+8FTMDAwMDw/8P27LuGK8k06JcJSBTixlKrLt7Q2+uJbehDp8kn8d3Q8eY3XeIhwuOzZ+HvelpOJaTBVuBADOjohHr2THL6tSCcmSVVaOzrzvCvV3pOgGHizBHFz3xXg2XrfrtE0qlOJaVhQuF+TiQkwGljQgcW/1xZH5zDU6UpmO0bxTcLFT7Jizp1wfP7Tuo91rfHNIfEc7OeDZtLbQ+3wBPIIelnQjCBtVcMKuG3Ec6PUFF74T++vNBROiXirn48PA5fDluBIKdnZDVWAMFT6l6z+VK9AlWxW+Rzv3TubmoaG5GX39/BDqa/40MdnHCd5PGam5/c+aSRrxXU1TfgKNpWXgkWjX/1lE+mDsCA2OCcTWjCJ7OdhjfuzMcbf/4Ij+Gfy/DJ8Uj9Voezh66oxq4kkW3cMfwq0w67y14xo7SHDZKS+vh5acdo7p6OCA40hM5afrOzCy5Aj0Gd8KLn0yht6O7+YPL5RiJ/WGdvCBulUBgUBhgim++PAyxRMexjsOG3M4CkZ6O6DGgHd3td1JUWqcR73WpUMhx83wGug2I/MOfk+GfC6MC/g2QqD0y24F0+6gn2XS5mFWNV0e0/1g+l43HegfQpV2IMJd/CXDwBTy7ApsmAwXqjD8WMOgtoN9S1U3fnoBzqGqSUpe42TSLvnD+AigatYJ6ra3pyqGKlgpAO5aizO0TiHAPO2xISUW5sBgOLmmwuvw+nErT8FzbNvf4fGwZ4oLx5wErCWAdYPo9dIi2RmNmV6z2uKMR7wmlLaV4O/lVrLCfiI+Kxchw8odzawNmZJxEaJ4QhT+uxfTVyZpJynd2y7GMm4NZS+aA6/zgCQ9ZpekJH6mZ9e1BJmiITT9ZGBh+FwJbYO5BoPSWamI9ZTWQdfz37auxVE/AJ8K7zzdfo+SlJbCtqsJbV38FZ+AQ+Hz2CazstBZeRPx4dmAIfjybTYUCQv+q+4h45mVkOTnCbclLcJhk3toos6IJ1c3aOBA1pJjlh5lx+KORVlSgdu8ewNhdlEKEfUbAZ2BgYPjzIQVdD4LHYRllWBOInX5Hxtwk216db2+OyiYRkrJr4GYrQK8AW7C2zdL/be3zAjD0fdXf7p0Brzig9Ib+TuJmAxX3gQ1jUdUiwQfi79QpniYhkQFGdJ1Bo6Nqkn9DYa0QRzgDcPqsK7KrzIv3XDPXFXwOB72DnZGUo++yVdkkxvNbb+G3hEK8fboWKcpIOKMBC7kHMf5WNhC9F1g/GqjNpdvLwcYuj8XoO/1leDk8OHKmwiA67EHrH1T8OiHWmy4MDL8HCx6HFpiklzeirF6EXTeKaVHI78HwM0yc3r6fEafn9EEE9eXTY+FhZ6Hn8PbaiAgamUGcOAjEVeObk1lYeykfLw4Jxbw+5gtJi+ta6fnA1Hd/3Vxt0fkfRXWzGFtTzDclkJhABgYGBoY/H4m8vZElQQkBlwsxaYIy4GKxeRcnNUSEeySyE13ao1bYiosFBXC0tEBPX1+8vukojt3K1Nw/pVcXvD1lCP2bWNT3DPfD5Qz935VHenZGQX09Zm7bjrLmJmp9T6aqORzT1wblrcbujcPCQrBr9gysvX0N+eJKODgqcajmMr5KrQbPw/i94lnIwG5ggV8G8Bv157WVFTIMDgrCqVzV+JdUDrPFQL1MhMV7juDJ/vH47LJOEw0H2Jl1D4/GxWDurt3I0HGMjXRyxQ/jx8Lf0QEPorK5xfT6Jn0r845AxiVDuoXRhYHh98DhcvDqF9Mx8+lBKCuqxaXkbBw2ZXuv98Ez3QldXdVktO6VT6bi/Rc2oqRAdX0aEe2D1z6bBg8fbVe8k4stFr06Ej9+dkQj4hOnut1fH8Kxn09hyqIhmP78cLOH09jYipxsY71Gyefi/V/m0df4R9JU14LDv5lpsGOxUF/z8N/l/zLKtrqRjmz3T4UR8P8GjI32wt0S/YEFuYCfEOuFeqEUdpY8rD7fNiAwwMvBdO70w5J38mdcOncMXqhCf/ZtcBz9gXrd/BAlcPpDIGoi4BREM0wwaydwaCmQcwqwdgV6Pwd58FiUTpuuJ94TovMUSPfVP+Hx2XyaJ22IQqnAnpLPcElyhH5CY8rFiC/Tz/DuLJHANkyIhTG2cC7qjG0D+wHn3jDaF9vRCwFbf8KNTX0Bmb51SmFTIVwPbMLy4jJI2FzwFKp8EzKV8u2u63odRnI2B1+KfNBjwVOI2LXduFLMAOu+fSC8ckVvHYvHg3VPrZUUA8Ofjldb8ERAX+DSt0BmW0u8oaBgDoE94BNvtJq4SoScPgXRvXvgODmB7+dH3SZKd+6CUiqB3ahRsB0yBEuHh9NClOQjF2H97acIblRNhspra1H21jIIIiJg2bmzyae+b8Y6P9TdhhYp/RFI5VLsztqNy3lnYXX8ChJTWsF+ggMFR//7bs21RhcX0x2cIpkIOzN34nrFdeosMjNiJjxtfn+WKAMDAwODPmNjvIwEZgdLHmYm+KK6RQJXWwF+OJNj8m3zasdN6WH46WwOPj+WrilIe9klCc80GxTGXVoBdJ6o/e2dvhk4vFTVpW7pQKOehLHzcWPdS3BvFiBHGUA73tub5+gTYjqT8o1rFth8Q3dSov2L/peGhuLzY9pJUzWkGGHV7G7o+9lpKgDqUtUkhm/6OmwX3IFYyQUfMlVzBZl7JK+rTbwncKDA2LLvMGV1LPYsGU1ztdujX5grjt3TH+uTffcLNajyZWD4E4nwsKNL31AX6hpxjGbXK3GrqGN2nGR8mhDobNbpg2Tc21pwEexqQzvUvz6egRaxHCOiPOh5bmH/YPovEca/PZ2tiQMhNvzvHbhPj81cJz0pPjAF6f4nriB/BKSwgBQ3HL9XTs/JQolpkYjEkPQIMm09KpUrsO1qES5lV8PD3gKP9QqgxQsMDAwMDH8MYwMjcbRQf8xnxeVhbkw8qlqE8Lazw/KrSao7DKY5vWz+mBzmzXdu491zpyEjzWtywNvaDnXZTdRSXs2O5FQM7xqGHqGqAtpP54zCp7vO4OTtLFjyeZjSJxpzBnfD/P17UdbSpDrWtocrRRzAyvg3qK+7NgJLl4Pl93Cg4QZsrMVgtemFPDOmOgo5C693TsTKm6r3SMFRQmajBEfEgoutNT4aNxJj1vyK9KpqasWvfk1NYjEOZGmt6dWQwoP3z5zRE+8JaTVVmL5xK04tfAJW/Pado/oG+WPX7XtG6xODH9C0x8Dw/4hvkBtd4hPD4R/ohnOn7kOhUFBreiNIob3BPCspJomNN/4M+we7Yc2Bxci+XwqegIuAEHdkZ5Zj+WeH0NDQil59QzFkRDRGT+6OXgMicPLgbfzywwm0Eqt+Lyc01zVjw2cH4Rfmgd4jYkwee2FmucqSzqCwwNnZBvYO1n9Y1NTJc2k4fzEDt8/cgyi7EqxOntSNQBd+fSvi+qmc/AyRyxU4cTQVKcnZcHSyxrhHusE/kLleViqJM8qD7fE7ss3fFUbA/xswPzEIpfWt2HK1iHYVkSzIr6bEoJOXym7zTEalSQGffOx0s+x/Lz8dvY7PznpAiXn0dhQrD5vqPoK90edaCdzbByQuVt0k1pizdkIpl6N23TrULPkF8rofTT7HmBQl0nwVSA1ka8T7Zb2WwdHC2CZox/1jOJJ3RHM7SqxvDaQmWizBeisbxMTPhUOvPsD1b4FmMrGiollpgU1NfbGQTOxaO6Oy1AWS2r5QymzBtc6EwOUc2GCDTIXwDapNr5cbdyw0862QWVoP/2vXHmiD7zRnDoTXrqHl3Hl6myUQwOPtt1Xd+8TK/NR7QNkdwDMaGPyOSVGUgeH/DZ4lMOBV1UJK0HbMA+7vMd7O2g1o0alCtPdW2ejroFQo0HrzJp1pt+zaFSw2G42HD6NkyVJNeVvj4SNwfekluDy5AF5sMaI/fxmQGHTiKJVoOnLEpIBPBjrfnTFw+2jjmQEh+KN48eyLOF+s+s6iK3Cks7F4T84Z3wz8BnwO3+RxLjq1CFfLtRnB+7L3YeuYrfCy6ZiNHAMDAwND+0zv7kvtpzck5VPbdZJd//nkaBpnRCDW1+YE/Kd0sux/L6vP5+DTo/oTcnb1aSavqmrunoSzWsC38wSmb6K/dxuSC/DDmWxUHiGiP7HSGoHurLR2HQXeGBVpMrf60J1San/fUYZ0csMTiUHYerXYqEO3vlVCf8uIkG8o4BPUOryAZdClVX7XaFtLlgT29fdwNiPhgTb40+J9qQB4qK3LmQh+r4+KgJ+zFS3g++xoOm4Xq6KkXhoa/v9i/83AYA5SgPL0gGC6EN7YfQebU4yjPPzt2ChoVI2T+ZDgY6czcGL1IFeGmm3I9+tmUT2kMgXiA5yo48eZ9ErM//WaptP+UGoZjcx4bWQE7C15WHtRP0ZPzf7bpWa/C6RT3xSL/sBx80vbb9GYt/Ygo+gVM7rC1mByUnM8m27gxH1t8c7Oa8XY80xvhLj9MaIRAwMDw3+d0QERyGmowep7KWiWShBg64iPew1Hb09/en9WbbVWwDdgURz5Dfvf2JGeijcunSAh86pFAZQIG8GzY4FXDyj4gJILsBTAkTuZGgHf0cYSnz02iv5u7rx3D8uvJGH5z5dB9RfSx0b0eurUzYKilQu5UA5Om4jPYbHwbGR/hNsbjz8vleZjddplWFu1FaLqYOj8TW7H2IbgiV4JOHEmE3elFRD6y1V2+EqgzKMFcoUCHta2yKitgsJZBiVPAZaIDXYdDxwzGdaZNfqFyBQWUCUU4lhGFh7p0r6bwchOYbiUW4CdbSI+l83Gs4k90cnDDQVltfhu2wXcyiyBr7sD5k/oiT4x/7tuwMDQUYgQP3FaAl0Iv6w8ja0bdc4xcgVYQgncAl1QWd1WdK5UwlnAo9e8hmTcKYKoRYzO8YHg8jhIvVWIV1/YBGlb/NrFs+m4f7cEL74yCnYOVti+6yrkVqqINyWPCzmxzy+pxbm9180K+L9+cwzsZhEUdvrF/lOn93hgA2dHWb7yJPYeuqm6YcEHOnmDJ5RBxpZDQYprlUpwhTK8/MJIOJqJ3/vq00M4cUQbi3Ls0G189cNshEcw883/dhgB/28AuXB/b3wU7U4lE2nh7rbU/lFNYogL/JysjCbZ3h7bCd38TVezP4id14ux7lIetburbBRBSUcgKu4qA/GLbBRe4u00fuDFr4Euk1U2+23Url+Pyi+/avf5LKTAsq0K5AZZgPPuEvSIHmlSvC+qFeKj0wcBnXNVLs/4gv+2Ighv1z+FlhofnCjl4HvbEvQZugV5O5chhpWDbKU3vpVNxL3LrejSpRo97Gfj9mVyAle9TonIB/boCqcJjaj+/nv9Y+3cGQHudqjM08++5ipkcBPWQW7gLmAKtkAAv1WrILp/H9LycljGxoJLMo1ITMGv4wFJ249U3nlgwzjgmSt67ykDw58GGYxMXQ9cGwCc+xRoIt5gtkDCfOD6ev1tK+8D57/QWAI3HD6Mivc/gLy+nt7m+/vDd9VPqPrueyNvmpqff4bTnNloPHDAWLxvQ6lQUkvi9LIm2lnv2dYp2dgqQ1GtsZBAIF1R5rhRcQNni8/CSeCEscFj4WxpfsL/VuUtrXjfhpRnPFBTQIFgB9MC0JXyK3riPaFOXIdNaZvwcveXzT43AwMDA0PHIRfRRNh6fnAIcqtaEOZuq+fEQoR8UgybVqY/XiOW0/3Dfl+FOhGWiXBf0ShGRZOxrftueSJmc08Zrf/gkhDPdm2mRQZqSMHuO/uNu2auKiMRzCpBjlJr/c7nsrB0aDgmxHnDzdbYdYv8Zr6y00S2aTuk5NZixcksfDg+CnPWpejdd+B2GUZ38cKgCDfcKFT9tutG1gjiZgLHDJ7PKRhwCQPq9W1WFUoWCpTutFv4QZDrHhKH8/ygJhTUtNCsbOKkUNciwcw1l6kjGeFqfh0eW5eCw8/3ZQQ+hr+MjydGo0eQMz47kk4d2yx5HDzawxevZ0xDKp+PcqUTerDT4NjYDJxiAWNX0MedTq/EKztvayKhvB0sseaxeKw4laUR79WsvZSHp/sH40RaBZrNdLaTTsbaFgnuljQg0MVaU+BDxA7D85+axHbGzbeL6nH0Xjl1BZgU5wN3HUt/Q7Iqmh4o3tNjIRnJrtrzny6pxQ164j2hSSyjjQufTzY9wcrAwMDA8PA8H9MHCzonIKe+FiEOTrDgaudYQ51ckODpg5SyYtVJu40+AN3lAAEAAElEQVR50XEYHWy6C/RBnCrOxo+pyShpaUBVU2ub4N02t8ImopoScgELbEtiUa1aTZ561/17mNyrC6K8tML7kawsvHr8GBQCoq7rPAkxk9H8PLIgr7MAu0WJ53v3xOTgaHhYGQtgjSIRnjtxgFTZgc1WmJwak8lZYLOUUIIFSRMXtytq8RH3DN58fAgmHP9VZ2PgdEUOdufcw+CoQJyWp6mnm6EUyMGzZePRmBi8dlLfocvN2hpRbm7IqdGfb9Yco5kGNl3YLBY+HjsM83vHI7e6DlGe7vCws4FILMXTn+5Adb3KYv9ebjmWLt+HNW9NR+dgxhWS4a/hiacHoVOUN3764gjKCmvBZ7EwfGoC7py7D3ZVA6lAIRl5qFUoser9fXj9+zn0cakpufhs8SbUVKjGtE5udlj242PYvOGiRrxXc2T/TTw6ty8yM8tR32gwd0yKfOytIBbL0NzYSgsCPH2d4OWvHRPn3C8Fp1kMlkwBhRWpKgLYrRJ0jzPvapFZWIVTKZng8zgY2TsSXq72ZretrG7C/iMGsQJsFhR8NgS1Es3pkaUEfDv5mNxHSXEtTh7Vvw4nr2nrb0l456PJ+C+jZDrwGf4sSJf9O/vuUZHe0YqHoZ08MCXeB90DnOik1qb5PfDx4TSa3Uku9hcNDMG4mIessBHWAqc/wO7bVVjaNEPnDmOR6rIiEmBzAcMcJHGjKj972AeaVXVbtz3wqfnBwbDukYChc+aAH9B2AmypAe7uUonZkWNprva6S/loFTrAQmeslWxpgSQLC/QWqSZMhUoB5kheRQNUlfl1Qim+PJaLDS6lqJIuMnpu0tWQW0WqS/XzTKpqnFCxaDRcGhpQv3MnlK2tsO7dC54ffogXhHw8tuYyMQfVbD8u9xKc+KyHssG36NSJLhpub9WK92qkLcCdrUA/RuBj+AuJn6taWqoBgS1QdAW4+I3xdpnHqYBf8cknqN2gcwFDCmMKClD2zruQFBp3AiqamiCvq4O83rzt6HGZI97/9DTNLSaFTfP7BuL1UZGws+TCx9HSqBvQksfGjYI69DZhKbzy1kr8eFvrCLL27lqsH7keQfamq49JpEZH0bV6I9yvuY+ipiK6mNx3Y8f3zcDAwMDwYC7n1uDNPanIqWpBoKUQyzpVYlB8FyAgkQr8G+Z1x0eH0+gY0M3OAk8mBmFq94crlGwRy/Dl8QwqUhGRrD1SlUFoYNvDXqH9jburCMABSVdYXszFJxOjNes3XTGfJ2qtFOJd7nqcc5wEj8BOmNs7EOEebZ2orfWqcXNrHRA+EnDvTDvvW8yIe+ZoFMnw49kcbDaTV03eMwmxODWgWSxDsstk9O5bAaSsASRNgF9vYNx3gKgBsuzT4Cq0k4475P1RyfHAwPCOF02Q16p5vcTi9E6pRrxXQ9zKtl8rpo4EDAx/FeO7etOFFJkQS3qL6rvAtSJ0pZP3OfrjZtJ1czITyw264kvqW7F0x23qxGcI+ZyXNbaiXmj+3EMK8Xt+copuS0SHGQl++GhCFD0HRnjYIr1cP0eUdDURkX5oZ2OfYNLl//7B+5rbK8/kYMuTPRHlbXoyMr/G2K3OHIaNSxnlTciubEaViWIouu/qju+bgYGBgeHB3K4ox6tnjiO9pgo2fB76B/themQM+ngEUDF41cjx+DjpHE7kZcPRwhJzo2PxWJe4h3prxVIZVh5Lxu60uyh0a9BOMxOhnfRSEZv7tpVKDtHQ2VDw9YvXpAoF1ly6iuVTxmjWbb59W88uXw8WwJICvo72SPDxwZzoWHRxU4n/LSIJjt/IRHVjC/p0CkAnP3fsSruP+hYRFfBlcjY4HP0xNOlBIevVT6aQciDzrcOWhvM4ePUaQER/hX5X/ZniHLjaWGrEezUithT2tny81LMP1ty8RoX5GHcPfDxoKDgsNo5lZUMk05lvV5AOSzYGhXS8Wz7I2Ykuas7eyNaI92pIgeDec6mMgM/wl9IrMZwuTfVCaoNfX92Ew2vPqr5pbZn1hJTTqiL3PesuYPVH+/X2UVvZSAV9hYtxcY5CoUR5aT2aDMV7NWw2JDIlZiV+BHFbcfnAcbFY8ukUmm8fFOmJu1fzwBZJ6aJ6CAvZqUXwCzF28jhw/i4+XHtc07e2/mAKViyZiLgI0+J7WXk9PUZDlG2OA0S4N0dxbhVy08sglMlNZriXFNfhv45CyQKrA/b4ZLt/KkwH/t+AsoZWLPztOr34VgvS268V0aVHoBPWzu1OK+pXzupmdh/3ShtwKq0SjtZ8KuwTuz0jts4ECpOxQazqnm2PAG4NEDsbuL7O+M66fL2bCpGZEySZKPD1hce778CmTx+DF30H2DCGTvhRTn8AjP8BhbVhkDbEge90CWx+m60Qi4VnPFwxrlmIBIkChyRd0SA2ttWraTRtT+RiI8DlXNPVjVVCGaLefANuLy+FUiIBx0bVIUCOds/TvbDmxz2oK61Er9JUDBYXw+ubb8C2fkD+SdHVNov824B7FDDkHcCvTfSX6A+mNIjbzyplYPjTsG4Tw63NTLhbu0CclWUk3qsRXrkCq+7xEJILHINzAdfDAzaDB6H6R9NRGz+VcCC1VWouNFadz6V5vyQb981RkXhm8w1N3jChVarAnLUp2PFUL9qtp6a6tRqrU1cbdcL/dPsnfN7vc5PP3dW1KwIqAOtWBTJ8WJBxTf+w9/LsBVcr1XsjlUvxwpkXcKHkgklhX02c+8Nd/DIwMDAwmIcIWvM3XKOC8kT2eXyiWAPBPRlArve9YoHZe+Bm54gV02PN76QyDUg/CAjsgKjJgLWxQ8vzW27iVLp+8ac55OBiR+yvYF9ZiSBWGa4pwrBBPhxycIwctFrbEdzdHGww95HHMZcI9LpUZwPrRmpjbci4eeTnKKxt39qUz2FBQjIGTWAojKtxseXjVpF+972aKlLIMORdYMAbgKwVsNCKe+wnz+Lyjs9RW1WKU7JYnBEMxIqJMXC2UVkYmqU8FTjxNlB8HXANAwa+CQQPpHc1i02/V+T/noHh7wC59qZYkXMIGQcafN+sXahA/93pbJOPJ1b5A8JccTazSm+9iw0fQS42sOBy8OEh0/EaZzK0jyETeqSgp3ewM8ZEe9ECF3Ke1C3GIQWyT268jt8e76HnYNUkktJiJcNOeLJu/TyV/akhMT72tGGqbfrCLDG+Dhq3DDK2f3HrTRxoi8owN4XWPdDYpY+BgYGB4fchkkkx7+Bu1JJ5W54cLdZiHKm4T5cwexf8NnAmXC1t8MUgEulkmry6OhzNzgKfw8G48Ai4mpgTfW/7CRy8ng6hv9T4BE+matlKQKEVqx6Lj8O6i9eN9lNUp9/woSdyG+BiaYX3hw7BqPAwvfVltY2Y9812lNepCtl+OJiEZ8b0RpmFEJCQbl8WRCweeFwF2OS41IcpI2NWOZRyFhQtHHDstM/dpBRCYAOIGok7jfYFulhao0pk2vWmStSMZxN6YmG37miVSWEn0DrbHJw9Gy8ePIT7FZU0pdKWK8Cy4QPg62C+i5eQX16LFTsv4EZmCXxc7fHk2J7o31XlEClsEx4NMbeegeHPxtZB5RZlbWdJ7fBlBp30Di62aKxrwfovD5t8fHlRLXokBKO0RF+0trLiIyTMA96+TrQoSWGgdLOFIty+mqcnop/ZfxNR8YEYNb0H5i0diTfm/qwR9wkKsQRfPP8bBBY89BmpdYaSyuT4bvsFPTFdLJHhhx0X8Msy3WZZLcGBbhDwuXQ7XVgy/eP09XdGZJTWjW/Fst04dPAmlHwuWDI5WNYW1LlWl6hoxs35vwAj4P/FENH+40NpGvHekCt5tdTq/tlBoWb3QSw9Pz6szeL89lQWti/sRa309ATzwmT6ZxOM8zN1seFIsWDGNMCJa1rAD+hL/xFnZ9Nsd7thw1G3aZPxdjwebEeNQvn7H0BWWUkrnnje3nCaORMOkq1gqcV7AhmxHHsDPXocw8k0CwjznwbPKQkcC2LjxMHsbgMwN2YynCyc0HQzBzXf7kP3ivtI8eiMPDtP1JCWfW4jWHIbKOVamz4naz4mdfOhE32pJfoDQWs+B90DVdWKbD4fIAtArTtJDqenvQW++eQJyCsrIKuqgkV4OFht25iloQT4bYK2y74wCfjtEWDRZcDRX+U0QGIIDOk0rv39MjD82bhFAsGDgRxdS2AW0OtZtN5JNfswtp0d3F5/HUXzF0BeqyqcYVlawuOdd2hHEMm4d3xsDuoMCgBKuyWixNbNaH/EbpQI+CO7eOK9cZ2xbJ++7bBMocRvyQV6An52fTZkhu4hANJrtefJ4qZirL+3HnkNeehsG4ohP9/G58mqxzRYAd9MYEMa6I1wiRNO8rMhVcow0HcglvVaptnH5rTNGvGeQIzWDIlxjcG08Glm3y8GBgYGho5DBCCSh07GdXZowUe8tfp57KU3gQtfAcM+NL8TEg9z4EWt0Hb2E+Cxg4BHlF6kU0fFe5Kz+fnkaCQEOqF/UoteoRmhR6CqOCCnqplOKIzq4mlSzCNTgeFdEzHkYDmqNh2ED6saS52TMDAhFii8ohXv1Zx8Fz0GnMXuG8bHNCPBF88MDIGXvSUO3y3Ds5vb8vYegK2Ai+nd/eBgycelbP18TpJL3zu4TfTj8lVLWxfxhcwquNg4Y8CitdStwKtBhI88bGHBI91WD3AH2zBW5SpAKL4KbJoCLDwPuHfC8M7u+OJYutF7OiqKsQFl+Jth7wN0fgS4t1t/fe/ncKe43sgiX40Fj41XRoYjo6IJZQ0izXftwwlRNBokwMUai4eEGmXaB7taUwcSQ06nVVIBn4ydv5waQwuRdCGTjeuT8vQEfNLxLjRRWESKC9SUN4iotf39sgYa90eO13D6ws2WDy8HK9phL5bJaWTJxxO7aO7ffaNYI97TYzHxfpD4kycTTUdVMTAwMDA8HCRS5esrSSrxnpjCW+vnvmc2VOPr1PP4JGGU2X0czMzA4qOHIW9Tq1ZcScb6CRMR56l1hK1vacWRm6pCMCXHTCup2iIawDt9B2NcSDg2Jd+CRK7/+9PdX9XBmt9QB5lCgRGhobhZVgaQglSDYeXUrp3wXc55vHJrP5QyNlx5tpgeHo2Ke40a8V7NqsOXsfRxUiDKAur5UFrK0SjigMeTY0JIJJ6JGgBfKydcLMrD3B27wfU2blQjkfZsrgIKmepALDhczI6IxY3qYhwt0i+EI6+zn6eqm57H4dCFUNnSjLP5+bAXCLBj5gw0icUorm9EqIszrPgmGvF0aBVLsfDLnahuUP3+pxdWYumPB/DLq1MRHeyFxK5B+IrLoQKjLoO6m9cTGBj+CmztrTBsSgIOb1bpVGomLRhAu80lZoq12Rw2Zj+eiLzcKo2Iz+awsGjxcFha8emyaNEg/PDdSSjZLDrwZTe1Unv78jJjN9iUs2lUwO8UF4C3f5iDN2evUn15SQFs2zlv7y/n9AT8ipom1JNoEAMyC7TX6vU1zdi1/iKy7hbDO8AFFeklUGaUAQEuGmsqR1sL+LsJkF9Qh9ZWKWLjA/HCq6PovDnh8pk07D97D0pdbU8qB4d0kbcdm4+vE2bNVWl0/2WUSqMUX7Pb/VNhBPy/mCd/u4azOtXzpiATaOYEfGLb9+XxTL11VU1irCA2fbqdR8T6vo2h7GtYJdcXjO0suHTi0cfRCnN6+SNInVXXd7G+jXZgP4idBqBk3HiIM1XPa5WQAJuBA9F89iz9NhBR3zI6mnbb1q5apfc8ksxMlL/7LqTRUrjpOMtTWuswy78RJy1LcKXVG5KqYXT189EKvNRrrGazIWU5cLh/GC/2fx4irrarhyVzgKX/SvSz/hh5lTJ08rLDc4NCaAf+U/2DcaOwTjMZacXn4KupMTTPU5efz+fi4yNpmi91tI89Ns7vATsPY6tBk9zZZsIiXwjc3gIMeA3wjgNGfQmcel/1f0I6vwYtA7zNuyswMPxlTPtNJYRkHlN1FvV6BggbDkGrNrvH2lME+4BWOgvXkGcJy8nPwLJTJ4ScOI6m06eps4XNoEHgOmoFdo/XX4fdsGGoWbsOSqkEtoMG44pXN+Cw/kWPugNJjRXf9E9WnYG9aIhDCLhsrpGIH+6oynCrFFbi0cOPolakKjBIKU/BsS5KfJ4C8OWAvRBYdtQW4Wf3g8e3wAcKGRRKBfgc/QKevdl7TR7PyMCRtKPf19YXfbz7gM0y7Q7CwMDAwPBwLN52C/tvq3KX49hZsGSZsJfOPWd+B8QJ6TgpxNK1c6lTjcse3a5Z1SRqv8ObjCNJpyvJiJ7TK0Bj+750eDi+OJahGUd29XXAyCgPjP/+Im4XqyYNYv1U647fq6CToUSk6+xlhzA3G/xwVi3ss9AAV8wrHYufDi3HCEvj30cyvhzlVoXPrPl6Fv99Q1z0LPvJsbbHsE7uKKgRItTdhor+xPVrTm9/WkR8Mk2VT23BZePDR7rQXHpdtqQU4q29dzXiZJi7DTYv6Elfd4e4t0cr3qtRSIGbvwEjPqHXIyQL+8ND96ljAHktzw4K0RMfGRj+NjzyE+AaAaQdULlTJCwAOk9ASKW+iKALsb3v5GmPM0sH0Dx4Et0xKNINbrbaLr0XhoRhUKQ7fjiTBaFYjoERbrQQ/ZVdxgW1LjrfUUszBTTE7U+XABcr+t0yFPE7eaosShuEUjzy4yVNgYEpZzvyXMcX94eDFZ+eD6RyhVEBz9arpqOmSMzGgHA3eDlY0r9JfCADAwMDw//O22dOY+PdWyrhm6uEqWmJpHJ9h1VdiID+wbmzGvGe0CyR4JML57Fj6nTNOqFYqhkL8ho4kOt0rhP4bA4SfYLhammNRzvHoIuran719eH98cGRM5pu2XB3F0yOj8LUPVuRUlZM13V2ccPYyHAcyciERCkHj8dBuLMLuvq5YVVWkvZJOEC+SIJPUs7BVWxl8rW4sizhZW2L0pYmQMilSyc3D3yaMFEjmllyBZBbsGDGkBFDfUOQX9eEADsnLIruiVAHFwTZOSG5ogD7C+5pXu8bsYPhZ6PvKHMgIx0vnzimKVrws7fHpolTEOPVsfnm87dzNeK9GvLe7T6fSgV8V0cbfPDUSHz+62nUNgoh4HEwY0Q3DO6u71DAwPB3YNH7k+Dh54zzB2+Bb8HDqJm9MHhid1SV1VOhXmEi0m3whDgEh3tizeancPliJhobWpHQOwSublpb/QlTeyA21h8bfzyJ5upmdOsTBnd/Z3z8wmaj/Tk6axtAybkFBgVFBOIIoIubkw3sbSzQ0KwfBRXqp2pIE7VKsHTWKpQUqPSn21dyicc/uLXNYDe0Qu5gBR4LWHPyDbh4OEAuV1AnAtLpr8vBfdehNFgHHgdREe4YOKwLHJ1s0LNPqOq4/+MoqYD/YHt8RsBn+N35nQ8S7wnkYtYcJNvOVPf+nbZJQg0+CYC1G+3eeZG7G3lKTxxXdKd3eTtY4vuZsXodrBqITWb0dFX3vnMwFfBLJ0/RiPcEYUoK7MePR+j5c1C0toLv5wd5cwuyevc2e9x16Xy4hJNKKdXtplIBatLsIT3yJL52qEVBlCfyLT2RwE5HcH4jkGsLXP0FaCwF91Yt9oWM1hPvCUqJG0JsuuOnmcbPay3gIsrLHpdzamjhpkyuMMrTJvaGnx5N1/tCk/dxzflcvDRMJfw9EHMW+brryWRO15lAXYGqK5//AEt+Boa/CvLZHPy2aiFFiM3NaD13DhxnF9gMGQxewX54dNOea4iQr+ytEjFI1IT9WG3hjSFW3brRRU3vikZYnczWmzwkUSBT4rV2QP3DXWlXkmE275BO+plELpYueCLqCay6oy0gshfY4+mYp+nfOzN3asR7NaXOLFyJYCHxnuoEwKltgCw9EzxSjMQ2XTggU5oWePhsPmZGzjT72hkYGBgYHp77pY0a8Z5QojQj4tq3YyNXk6NX1KqhVL+NneRH+ztbUWHbEHc7Ab6Z2hW9Q4yff9GAENodnpxbQ8fXREwnUS9q8Z5ws7AeQyLdkfLmYJpHTxyziNgV98EJEwfMxs+y0RghNbYYJSI/e8ccvC8JxeesaShUqn4LU/JqUJd7DY43fqSxV6LGQAgwBmIS+GmAt4MFVs+JN1ov4HKwJuAMMvI3oVRmjzhuHuwbyW/o63pRBu8duKfXWZxZ0YzvT2fj3XGd8UeNmyd388GYaE/6f+HlYAFbw4kMBoa/C+TadMCrqqUtLuNyRiUcLHn0c7zzukqM0IUUARGI2D02RtvNaEgXb3v8NEv7XS2pa4WdJReNrdqxKBHhZyb4aW73CnamxeqGkRPk/KML+U69NDRMz6qfPG7JMNWE/84bxRrx3hytUjm9biad/xw2Cxz1Rb4O5DxnCpIx+ljvgHb3z8DAwMDwcBQ1NGBz6m3VDTJUU7DoXKduBz7By9o4T1pNeXMTqoTGY7XUygr9fTjZIcLbDeklleDVsCG3ZEPqrKCdrM4WVvi010gM9TVuSpvRPQb9QgORlFsAVxtrJIYE4LkTBzXiPeFedSWs+XxcXvgU6kUiBDg4ULG9195vjfbH5ikgl7BQI2iFLY8DtlT1YmUWSkhclFicdBTNIjG4NhJwreRQStm4X1GGS7kFOHgrHblVtagSqOaJZS08cAT6Yp4j1xo/9ptMM+x14bDZiHb0xuG8TEgUcpCy2oJG/Tn5VqkUy86c0nMcKGxowNfJl/DVcIPoLDMIxRKznflqBnUPQ2JsMArL6+DmaANba21BIAPD3wmSPT/lqcF0IUjEUly/kAELKwHGzuqNfRsuGrVYOzqp9BMiWicOjDS7b/9QD7z5zSy9jngHZxv6rxoen0ufR014bAAcXGxQX63flNlrqNalj8DncfHs1ER8vO6ERj8i9vjPTlV1wl84mqoR7/XsOywF1MqfXamai7h/ORv9JsSDw2HTxRDT33ZAwWFj3ETj63eGfzdMB/5fSHblg3PPia3eE30Dzd5P7PO4bBa1kdaFdNHoQWwup/4K7HoClo0lWM1fjqLgGWjo9x46+brSC2ezuEWoFnLhXVYG0d27Rps0HT0Er+hcwDMacH4a8toW2nlrDoVEieYyG9RlCCBu5EIuJicrcgwiNDZYwb22Br1GpkHIYeE9W0ccP/cM+AolJrc042nXBjRZmha9Hwl83OT60+kVNE9bDckDJZMUZGIjnC9FS1ISLrbamrQ3vJxn3GVgFmKFTzqWDU0BO00wFkbdDS0IGBj+vjSeOIGyV1+DQqgSMywTusM7QUEiwvRgnf0UiJtjfGXYDrlVzZi26rKeeB/gbIWf58RrJjYJxE2D2IG+uSeVdkeS09akOB9q92vIs7HPoodnD5wvPg9HC0eMCx5HhX1CWYvWvlOXKoNrV46TKmLDHIP9BuOXu78YrR8eMPzBL5qBgYGB4aHIrtIfN2cpfXBc3g3DODriNpsH9Hne/E5I4STPSuWOZBgbowMZF/8wMw6LNt3QZNiTjvsXhoSim59jux2ixPKaLOps6YvZ1UbbnEqrwNIdCoR52OLxPoG0OM1c13+50pFOWFxjdcFy8RjkKLyo+8AS7nYEScoxhlODOHYmBom/gggCWMqbMHB1E1gYhimcc1jK3YYe7GCcV2it/9SQ31CTFF4GznwIUr4azmkb1p77FAhMRJ1rAs5nVaGgWgiRVGGyQLnDRI6hUQBQGgwmOuuPm4m4qXY5YGD4J3AhqwrPbLpBi3TUmfFOBm4ZhJVnc1TnABIo30FI0fnElZf0xHsS/UbGzepzj1qEXzG9K5buuE277snQnER4mJpbmJ8YhDh/Rxy7Vw47Cx4mxnnD095S83wdwVnHNcsUpBDHqMkAwNho84ULDAwMDAy/j9y6Wjp8Y5F5VrlS1Z1I8t8FCr0YqKcie5ndh6uVNRwsLKhwrkuYsyoeSpdPZ43AS+sPIreiFpbFPPSw9MTTY3uiu6cv+G328abwdrDDlLgumm7y43nGMVMppcV48eBhhDm7YG63WLjb2qBSZDyfrp6CIq+b68BFo4UEcguaygqWApBJJbDwEoJnrZNz7SjGnEuboVCwwZGyoWhlA3wW5K08SBqU4NlIwOIoIW/lYLh3rJF4T8ioq8L7V9XRkyyQd/iX+9fQw90Pvdz9cC4nH6XNjWgUi40ee6XEuLjPHP1igsDnciAxsMgfEq/fYc/jchDsw7hVMfxzuH8jH+8v+hUNtaqCocBwT7h62qNKnXXfppTvW38BUxcNgbWOU9WDIPtcPOk71Fc0gE4is1hUzH975WMIitSOQfkCLl7/cS4+fWYD6qpU7lkJgzth+vMqd2hdxvfvgnB/N5xKyaTi/cjekfB2UznQVZbVmz4Qrr4E6+Da/rXt4BFdcO2e8fmh3yBGSzKE/L51rAO/4zrF3w1GwP8LiTPV8Q4gMdQFMrmSdt7PTwykWXBqKloqcCTvCO38HOo/FP52/ngiMRCrzmnFaQGXjXGmKvj9ewEvpgLlqYC1C3ztfdBOj5JJ2JaWAMfYVoTNFgNZx1TL3d3gLTgLrpcXZKXaTild+IGBKEkuNNpPsTOwcRAbGd4C+Mk8IeDJccui7cTMBlY52qveI9ldXJRp7UHp3SxgWKTp6v1TaaZzTA/vOQf2T28BUin4Dr7AgBeMtiETty9tv0UtUh9oCeoZA4z5Bjj5DiBqAAT2wOBlgE9bp7FMDNzapMoyJY4G8Y/T/wsGhr8zxFGj7LXXNeI9QXzzCthBJixBm0pVn3NexwdUP57NMbLzLKgVmpzMJOe2IZFuNJeTnCNJh6M5unt0p4shnZw7mbS/j87XFt7YDh0Kvo8ZYaONBdELcKrwFPIbtbZzfb370oWBgYGB4Y8l1teBjvV0ay2flT6PlQHXMJh7G7DxAHo8pR1zAahuFmPfrVIIxTKMiPJAqLs90G+pyjKfdPUo/HGPFYbIzi9Cm9SsIsrbHmeXDkBaeSMVtIi1/MPC47BpMa6h0E1ewpmMKrrsv1WKQ88nUoGaZEcbMoBzB9m2PfBo3YsQt734QwpnpEjC8Rv/EyyXTUaSojP4kFEBvwHaIt7V8jGQgIuR7BSTAv5oc8JZ5lGTq/OTdmFEWpNJ4V5NTbMYL2y9STuBewQZT/Dq4RQEPLIKOPoqIKwB+DZA4hIgeJCmY3fPzRLqoOXjaIlHe/rrFfYxMPwdIe54JO5DLd4TdF04dGlolaK+VaJnmf8g1lzIQ0WjvghgrkN+cKQ7kl8fjLslDfS70955jMxNmJqfiPNzgHG5qj6kwKmzl+o63RzkWpqcj8kYXk18gCMV9hkYGBgY/lg6u7lT4Zx0fBMRnwjYygYu4oI8YGnNhoPAErNDuyHBTdsM0SRtwfmqa2iSCZHg1AVBNj5Y3LM33jl7WrUBRwGSKjghytihNMjdGXtemYOsshpY8Ljwc+1gnJIObBYL1jw+GsQGv2lK4GJeAS7lFWLf/TTse+xRxLv64lqVfjSLkg5PWbTrX+gphUynNpboNmyuVE+8p8/JUYJvJYWoVQC5gwIsMuXVlnEva+ZD1syjz88WszAq0XTH7+niHJPrN6fdwsu7jqNFIoGS7MTET32rRIrnDhzE1C5RSAxo343G2c4any4cjY83nqJW+kQ4nDUkDkPbBHyFQokTVzJw+U4+XBytMXFQDDxdzDssMDD8HVAoFPji5W0a8Z6Ql1FGHZ0MPc/FIilqKxseSsA/+NsllBe2FZjTa2kl6isbIW41bjqN7hWKX6+8h8zbhbB3toZ3oMoW3xQRAe50MSSqm5nvMenCbyM0xg9dercfbTFkaBccPpqKVB0RPyTIDWPGdG33cf9FlMZttGa3+6fCCPh/ISSj/bFe/tiQXKBd52mHHx6NoxOFhlyvuI6nTz6NVpmqCv6Hmz/gs36f4fWRw5Dg74T3Dt6nYrNYpsAzm2/SfLoPJuhbfVDPeq/f/2XnODjAbvQoNO4/oLfeMVTHVqk2B6x7O+H10YcoevppKEX6EwwcV1cq4Evy8vTWi3jA+zM5qLdRVcSkgQyUjD+iO21tcLTuGE7UxuKanWoAxVEq8MaYKLNiXlVdM6ykrRDy9O9nHztExXtCeH0Rupen4aqH/qCsvEGE3TdK6ATrr08koHfwAwT3+HlAzHSgvlBl48pvmyhRKICNk4D8C9ptr28AnjwD2Jj/UWBg+KtpvXkTihaDrC0pG+JWGwgsDSqfPbsClfcAB/8OF6eYEizIOI1Y8fo7G7ttWPG56B6g3x1PLlYuZFdTS1HirEEsic0RABf0TFPgcqRqAMVSKjH2shJuzRwIIkJhO2gQnJ9c8MDjtuZZY8fYHbSoKq8hDzGuMRjgO0CTn6bmVMEp7MzaCYlcghGBIzA5dLLRNgwMDAwM7UOEJ5LR/t1pbWeOj6sDuk5bRlpNjbYngtWMny9rOtu/OZmJTydFY2riEii9uuH1A1nYWt4mYO9swITsm/h6alc9Vyry94NEqfYgnePT4n31xvqGEOFt29UifDKxC+b8cgXNYm1xaxiKsNT2JL73Wg5xlf5kZhUcMVPyFmrR/sTcdvkA3OA/iR8wHsXQjjcXDwkz39XeYLobaH+WqF3xnh5Xs4SKdAdul2LV7HgMNYi5MSJ6isrBqi4fsPMGBNoCBOKAQHLB1WxOKcSeRX1+VzEFA8Ofxb3SBlQ3G08KksJUw+g7Ml4tIx3uSsCtg8UpGRWNZsfTpPDI1Hko3mDcrFQqkZxTg/waIRXRw9zNdwG52RqfXwnkTEnOISTi6rlBxtbIpo6DfH8Pp5YhrayRHisprDJ0NDmbUYmNlwvouZvcT4R/OonLwMDAwNBhXKyssLR3H3x84bxmnY+tA74dMB5etsbn/GJhOd5IXY4GqWp+Z0vhITwROAmzYwYi0tUV7149jvstZdSA8cPUE7hcm48fEieCpxOZQuY4wrz+twalOVFd8d31y3rrWDJagkD/rhW2YuON23iv23A8enoT6iWtmvkjuYgDW64A/b0DsTv9vv6OWUqw7aQ6Eo72d4XD0f42Ky0VQB0b4Krb+VlgSYH53eIR7+Nt8pjLmk3/Lt8oKoVQoto3OX6lTKmvwiiBuhYRDmdk0uXLkSPwSOf2u2v7dw1G76gAFFfVw8XeBrZW2t/oD9ccw6GL2te95/Qd/LxsOgK9H1BQy8DwF1KaX4PyIhPOxybGfk5uthA2iVBVVg9Xz44VCZFiAFMUZJaja2/j8SuXx0GneGO3qru3C1GQV43wSC+EhHuYfT4XNztVoQA5fPW8L7nNZiMg0gtd+0Vg5pLRD5wTJrb6X381ExcuZiIjswyBAa4Y0D8CfL6+TnbnUib2/XIGjbUt6DG0C8YvGEjjAf5LKJkOfIb/L0i1/fWCWkzr7odxXb1xJa8G/k7WGNbZnXbrmOKra19pxHsC6cL//Orn1MZZKJVrLD7V/Ha5gNrkETHrj8Tzgw/AdXVF45EjYMua4OBVAqdwg1ykMx/BmmuFsPeGoEEcD2lJJTiubhAEBsA6IQElL72k2dTCSQKetRwXXSw04r0GEyc0MZsFvkKKjy+txl2rQFRYOSGqoRB93jGVHQocfOUjzD+yC4ulrUh39MWKrlOQb+8FFwEL/XNT9LZ9K2U9TnQfh5uJ43ApW98ClMQU/Hgm58ECflUmUJcHeHfTiveEnNP64j2hsRi4ugYY+Eb7+2Rg+Avhupr+zNe3JMDd4Zo2T5jYEtdkAz8PUtkYJzwJDP9I/3ssrAXu7gJkIiByLOAYgGgfe6SW6HcmkYm6zl4dqxYm2Z6zf7lCc4UJ5OmW9PPHjPJrkBYVwSqhO+2oZ7VZt/mXyfHSXgVykxUocWEhpFQJzzqgztMGQXv3mH0eaXk56jZtgiS/AJbd4uA4bRosLC3xSOgjZh+zO2s33kl6R3M7pTwFhY2FWBK/pEOvjYGBgYEBaBHLkJJfS8XgYZ08qC09yUMf3tmDikKm+Oxoup4tPblu/uhQGnVyuSLvjK3l+mPXvbdKMbKLJ93nH8lbYzrB3oqPPTeLqeU1uQYw5OfzufgtOZ+O24moVdEoQl/bcvRyDQECrqJxbwaZWjV63IPEewLpwCewWCQ7ULt+Zg/j+BnKtjlA2j6j1TK+PX5rNHaYsbPgItbPkVqG67ojkL+/O531QAG/oKYFOVXNiPLyh5tAK2DeKKzTE+8JRBT95WIe3h3Xud19MjD8lZDIJ5Zx0xCCXKxo57zadYq45hHHivE/JNFx79R4X3w4IUpPrCbni0N3ymgcB/kuBbnaINrHweg6lUDG0x1BJJXj8fVXkZSj3ce8PgHwd7JCTlULuvk7YnS0p2ZOwlTEHIHcf/TFfmafp6pJTM9rpCA3xtcBs3r6wdaChwmx3nQxBRH3SeGOmit5tbQwgRRfMTAwMDB0DJFMiislJejm5YUjj87B2fw8KuiPDA2DFc+4WYywufCQRrxX81vBfgxy70ETWYl4r8vJkizsy7+HyUF/7Pl5cUIfWHB52JGeivpWERqaxWBL9OeFdyWn4uyB+xgZGY5OvdxRIm6GE88KAbaO6O3tjy+v6GRnq+EADtatcLVtBoethEjGQV2rFaQKDmRtHfeaTUnEq4Ro90oQP3yWkoUZ0aZf56tnj2Jb5h2ApMjoHKYlh4eWKpX7gRqWDBCwOegT7I9zeXnUeZc8hZrvki8/UMAvq2pETlEVQvxc9cT7vJIaPfGe0CQU49eDV/HOwhHt7pOB4a/E1sEKHC4bcoMiVzdPB4ibW1HblhlPhHWJRIEXJ35Hi+z7j43F4s+m6onVwlYJzlzMQEODED27ByHI3xVh0b64dDTV6HlDu3TMk5oc13tv7ETyxUzNuhFjYhAZ4Iy8tDKERvtiwLg4asFPt5fKVQ2c5GJA5/qbNI6tPP+22edpqmvBwfXnkXO3CEGdfTBmbj/YOdlQ0Z4sprh+9j7envkDbWgj3L2cjYyb+XhzzYMb0hj+Wfy3SjL+YsjF75oLudiQlI+yRpHmon5AuCt+mtVNbwKSCFI8DgsCrnbd3Wrj7PkKYQWqWquQbCZvkqz/owV8tkAA95dfpgvSDgDbZhlv1KLK+2TfXAvHkCJg8U56W1qYg8rPP4akqIieyLx61sHeX9VRdNeVHKfpwaQuw5uEKL/mALmYg0hxITq35MOtaxNY33UGLB1V9qk9nqTb1u7eg+D9GzWPjagrwgfJa7BgxJvYNCEcim363Ux8hRzTLGrRb3AYLmUnGz13UZ1BZqouCjmw5ykgdbvqNvGWGvYh0GOh6na19mSvRxWZlGVg+PtiEREB6z590HLpknYlmw2bR18BukYCGYeB1gbg+JvaHFuFFLj8g8rKOGqSal3pTeDX8ap4CQLJvZ20Bs8MHIEz6ZUo1bH/XDQgmFrkd4R1F/M04j2BnFu/PpuHzid+hoewFnWbN8N25Aj4fPMNvd81PBr1LBaCKpR0UeMcZmigrC/e502eAnm16tzWdOIEmo6fgP/G38DSsUIy5JdUY9PRrelb8XTM07AiBQ8MDAwMDCYhHaK/JhfQsXNJfatGHE4IdMIvj8VTIUhX4Ceil+5Y2lTWMhHDCmqEtPPUFGT9Hy3gE5HrpaFhdEnKqcbMn68YbVMrVHXrbr9WjOzKZuxe1IeMWlFUK8QvR7Kpjb8xqmTTBzGUfR2fymeiSKkvpA9ffo462szq6Y+F/YJUXQDph4zEe6FSgGRlFLpO+RS166r1MwyIS4C7LV4fFYFzy6uMnpscf3v/v2/uvYstKYX0d5vLZuHFIaF4tq2TN6fSONuUrq8yvZ6B4e8CcYggxThEeNflxSHh6BvqghP3y+m56JPDaRqbfTJPQL4LUd52eLSHP12XXdmE6asva7r5SVESceqY3zcQR++WI69aW4REXP1C2+mi14U4fuiK94R1l/L1mgBIdMX6ed3peSHcw46eXw2F/HAPrVuGIXUtEkz44RI9dxOO3iunrhx7numtN79hyMqzxjbEO64XY8mwcLiacQJgYGBgYGg7v99NxeobV5HfWA9Fm2oU7eaBdWMfgZOldu5BKJVQu3oilKvJaio0ehslCimKhGVIrtAvqFRzuaLgDxfwyXE9060HXe5VVGL8hk1G24jEDahiAUeTmpCZX4Wt782hgl5lYzNWnEjCncpyo8fY27XAw1Hr/GjBlcPVuhlF9faQiLXvA0vMooI9eft0xff5H26FFbgY1y8Kj4/rAQ6bjcslRdiWkUqFOr5SBmenJnC5cjS1WOKL7rPw4q4jEFPPgrZ9gwV/O0e8N2AwEjN/NhrFFzeYjttR893mc9hy+DoUSiV9nx4dE49npqsK6QrKTHQwt7OegeHvgj1pZp0UjyPb9Bsspy8ahH6jYnD55D0017dg/VdH0dygGlcSwfrMvhsICPfA1KdU0WtlFQ147rUtqKpWfc9XbTiPZ54YiNEze+Hs/pvIS9eOywdNiEMnc1b3Bpw+cVdPvCccPXgbJ2oawZKoxvHHtl/BZ5sX0SIDN18n8EkNEB03q508lPDQicc2pLVFhJfGfonibNW59tKhWzi9KwXfHnsNVjbmHbp2/nBCI96ruXjwJkrzKuHVjv3/vw7lv99D37zqwPCH8zm56D6STkUq3Yr8sxlVtJtEPdE18+fLiHrnGGLfP4EPD97XXCyHOIYY7dPJwgnOls7wdTQtBPk6dkwA+92EjwaiJmtumkzfyz4BVGVBtuVZ5I8fhdrftkKcnkGtiGrSbDV6XxaflCwa422jqtBng4WhjlGYXT4GDXna1+vTpxaOQS1gtdZS+34ceRm4tpbeV7/PuIPIRdSIqIpMHK1hUVFPDx4Pzgvm08kT27bqKV16tZflSbLt1eI9QS4BjrwK1OaqbvsmmH6cufUMDH8jfL77Fi6LFsEiKgo2AwbAb+0vsO7VC7B0ALrOBC3LVn+ZdUk7qP37+DKteE9QyOh3xMuWi2OL++HjR7rghcGh2L2oN52o6yikO8cQBYuNu85a26OmI0fRevs2/Zvn5QWnGdP1H2BhAb9ntc4ghtRt2qwR79W03riBlosXIZKJsDltM5aeW4pvb3yLSmGlZpvyFuOLR5FchHqxtuCAgYGBgcGYH8/m4J3991BUpxXvCSl5tfi+zUa/slGEeetSEPXuMcS8dxxv7kmFWKb6LQo3IWZZ8zk0S93XyfT4+P/bmp24OOl2vgugHzNFuFFYjzvF9Xj3wF30+/wM1icV4G6JKQHftHjv42ChuXegtxJeMYOxXm7ceVPbIkVxXSs+PZKOn861jVVvbzXazoolxj5ZL6y+z6EdwrqQRmESaxDsamNSXGuviJgIkJuvqMR7tdPVl8czafQBgXT1m8LcegaGvxNfT43By8PDaed5vzBXrJvbndrB2wi4eCTWB07WAoiJla4Bx+5pRZIvjmXoWfGT8+CHh9Jgyefg8POJ+HxyNJ4fHIqtT/bEe+MNYvPagTj/PYhzmVU4n6Ua9zpa8/FU/yC9+0mjwRujzHcJbr1apBHv1dwva6Tfe6lcQb/7z26+gU+OpKFYp0CeRIoYQuZCSDc/AwMDA4N5fr19C6+dPI7chjqNeE8gYvYXyaqO9DpxK546txtdtn1DlyWXDlIxn+Bv5Wm0Ty6LC08LN/jamLaq9rH+/TFTHaGzuxsWJHTT3ObwZPAIr4BjYhWsR1bBakwl8prKcS29CN8dvYQBX67B+ss3kJpbDm6TSoSnKAAnqxbj18dWwovnQOemCRG2rpjpF2u0HadViabaVlTUNuHnvcn4aZeqsWVPhqrj3UIgQVhQGdycmuBkJ4S/Zw2utVzEY93090We5ZlePeBpawN/B+P3tKef+Y7gq3cLsOnQNSre05ekVOK3A1dx/Z6q8CIyyMNk3EznEOP/VwaGvxvPvDMBC14bjYiufujaKwRvfjcLwyZ1h4UlHwPGxsLDzwUtjcZjxKTj2kbXDVuTNOK9mp9/PQ+pUonle57Hy1/PwIznhuCjDU9i6VczOnxsqbeMi5sISp3O//vX8nDp2B36Nznm2S8OI5VGqshmiRQsiQQLl403+xxndl3ViPdqSnIqcXpnCuRyBU4cuo2P39qFn745hpJC7Ti+usz0vLK59f9alCyNjX57i/pc/0+E6cD/kyB5dyTLzRwk641MgD3523WaCUcQSuRYczGPXjST+16MexEvnHkBMiJ6tVXvPRf7HHhsHqZ198X6pDxqy6cmyNUaY6Lbsj0fBmJxfeJtIPMoYOkE9FoEdJtrelvSeTr5F6Dn00B5KuqPvQoPqYkL7CsrUbdrD2St+hVH4noemkosYOcnIo5GJvl20Lew59uDx+HRggX5oBaUy95D45Gj4FtLYO2undhQKoDcXDdsW34DZW5izK5qgKleBAXYWH0+F49/8DGs4rqh+exZcF2c4ThrFiy7qLpwP3wkCi/vuAOJXGXjEuxqTbunzJJlysJfCWSfAhKCAJ94IG4OcONX7d3EZt/ce8vA8DeCbWUF1+efo4tJLOwfvL74mvH9zRVAfSFsnYPN2/k+AHOCi0eL/gSlKCMDljEx9G/3Zctg1b07Kk4cRh6rBnkDQ6HwZMGcKa+k0PSgTZyXj+eE63CtQvva9mTvwdbRW+Fu7Y7eXr1xtvis3mMC7ALgac1cSDEwMDC0x9q24lZTkOLX10dF4rktNzVFXGKZApuuFFKBjNy3ZFgY5qxNoevVvDgkDNYCLsZ39cbqczkoqNUKTN4Olpgc5/PQ/ynE2vrzoxm0w5Q89+ye/ni8r3FunhpSrDYzwY86BPx26CTSJMYW87tuFGNDkvnrhvb4ampXmqtNOmeJqE7ssoW8e9h1owRSme6UrpYvj2fg1+R8rLFsMvk7qAALa1MqcOnVQejibY9j98phZ8nDnF7+6N6Wrf3pxC54ZvMNiKSq95sUSrw+MrLd/0NzwiGJEQhxs8GT/YLoeF1NhIctnuhj/r1lYPi7QLrMyfU7WUxha2F6GoZEUqjRdZdSQ2JBiEsHsdE3LKjpKB0tVEova0T/MFf698vDIxDj40A780nEBynaISJ+e9EYpsivFuLpjddxMk1b7Lo1pQh7n+lDz1v9Ql2w+2aJ3mPc7QQIczff7c/AwMDAAKy/2RY/YuLUfK5QNaZ+JekwThRn0b/lSiV25d4Fn83BJ71GYob/aKQ2ZkEk187nTvQZAge+LYb5hCPM3hWZDdqxm4uFNWaGxj30Wy+SyvDdkUs4ejMDPC4Hk3t2weMDu9MOelO8OqAfHonqhBvFpViXuwcSW20UFcdeBste9TiTloMN125BodMTxhWyqfBO3g+2BGB7md7/ewlDEWodDLlSAXcrW0jlclhweNh+5y49Vl4LYFmqc/wOwLfZV7Hp5zRYkN9sJeDu0gAOR3+EfaXuBlb2GINQF2ccSsuEJY+L6V27oE+AymXn42FDsXDvPjRLVPPZbtbWeGvgALPvW/Jt09dFSbfz0K2zH9ydbLFgYm/8tFPrmunj7oC5Y5iGMYa/PxwuBxMf70cXU1jbmu5Ct7HTFuXfN5F1L5HKkZ1XifiuARg0QVsM9DB4epspHjew/Cd2+v3HqIp2Jj81GIERXji+IwWVpXXwCnCFhbV5J6nSPNPXxaST/qv39+PkEVVxAOHIvpv4evVcBId5IK5/pJHwb2NvibCuHXMXYGifiooKfP311zhz5gxkMhliY2Px2muvITRU5RioZs2aNfjll19QX1+PHj164KOPPoK3t/dDb9MejID/J0FE4BaJie7UNtxsLZBe3qgR73XZfaOYXvz38+mHHWN2YH/OfkgVUowMHIlo12hNAQCxDyWQYUmsnwN+eaw7rdB/aLbOBArb7ONbqoADLwAcAdC1nQoln3iUOHji5PlleMxAwC/l8uCVfwnSZtMfN0nb+jEtLfier1+FGOEUgTBHfdGcY2MN788/h+f77wNlt4ENwzT3pd7yw+MBr6HaSrWfZsc4vIJ0vcdXWjrgtmsI5BI5KoQyhMyeBafZxjEAZHKXdEqRiUQnax76hbqC25YFaBJbjwevH/cdEDMTKLoMOIcAYSPJL5X5fTIw/FOwdgGIJbxUxy6XzQPi52lvu4apvrO6COwBu44VGpFzZItYjq6+DrS6mIgmuVUtmN7dFwdvl6Kp7RxIiK3MRFSt1g6UYNFZK0sQYSMrzg1P1VymHfGoScUPh/ZgWa9lmBI2hW4jq6uj9vvi7GwoZcaZxYTUMB6uZeoXJlS3VmNL+ha82O1FvJLwCnIaclDUVETvcxA44IM+H6isihkY/kKIffX9+/dRUFAAX19fdGkrXmNg+Lt8PuvbbOVN4WYnoN2dphxYiPhDBPweQc40n3nHtSI6RiaW1mQdwSb3CHYp3sRaTk/cVQYi0tMeT8yeC3urB0c5GfLi1ls4la4So0iX6PsH79PIu3ntCM1EoI5yUqL6wHmkQfWbo8YJjbhf9OAOWVP4O1tRQV13EpTECnwyMRrvjO2M/JoWjFh+wWSHK+l8/bIpHuv4Z/Tuq1Xa4LQiFlIoqRsCKbYzVXA3ONIdya8NxpmMSlokMTDcDXwuu93/Q1PodvK/MSoSo7t4Urtv4powrJNHu/tkYPin4GDJoyI+EeTVkK8tKQBSQ4pYKg06z8nn36+DAjyx4K8XSqkLAInyEEpkyKpoxoQYb+y4VozaFvPnWAIp1tGFRFtdzKqm423iFEKs7V8bGYGn+gfT+0kswKYrBbhX2mhk56nG0ZqnJ96rH0eiUj56pAteHRmBu6UNyKxQRWUQR7yvpnRt/xqcgYGBgQH1IpHZhCVXKxs0SEQ4VaJysNJlT949fNxzBIJtfPFt7Bs4WZGMJlkLejhFI9ZRVYh5paQINWVkPoQDcJUIsXPGz0Mmw83y4Yur3ttxAgeva+doVxy+RJ1Znh7W0+xjwlxcEOzshNU1Os1QbXBcJcjKrzTZWEmt8GWqGOqmUhtYueo7wzjy7BDvFEmb4tTwOBwsGzIQrwxIRHVjCx55SRuJ2OIGtJI+DBZxWmyGUkgyoFgQCIznipRQorS1Eo9EdaYFCKa67S8uXIAzubngczgYGBQEAdf83LCzg+n32sVRu37euB7o0zUIV1Lz4epogwHxIbDgP/y1DQPD3w3S1U6s9htq9QtEx84msXMq/H2cUGBwDU2uif28VcXmD6Ikrwp11U0I6+ILvgUPYpEU+dkV6N03FAd2X0NVpU53v1QGlkh/HB3aRb8RwN3XGbcuZ6OxtgXptwpxeu91TFs0BHNfHkXvb20W4civ55F+LRcsM/FS7sEe2Pn9ab11rUIJtv16CW98OAmPLhmFtGu5yLqtajgTWPKxePlsWFiZdrj+t6JUqpaObPcwPP744xg+fDhWrVoFqVSKzz//HH369EFaWhqcnVXzSj/++COWLl2K1atXIywsDG+//TYGDRqEO3fuQCAQdHibB8Eoh38SAi4b1gIOFZ+M/hPYLDzeN0AvX0cXXaGH2Oi/FK9v80xs99/aeg0z7h9F39I7aOUKcCigF670C8KIKBNdngXJQNK3QGMJENgfSFxCbbAVra2oXfkVhPszwOY5wsZTRDvj2VwlcHVN+wI+mQzl2WCVkzP8ZDIMFKoGRsVcDj71D8f3LSxYuYnRkG884UDWE56ob0S9tTN2WfLQKhehh0cPvNfnPbPPx7awAPy7A46BQF0eZCI2fuUN14j3hDO+cXASNWB67nnYtDYh1TkQ38dMgpzNoV1SZFJDFyIIrr2Yj2sFtXRyZH5iECZ362A3Vvf5wM2N+gKmSxgQZmBb6t9LtTAw/Fu4uwvY+YR+oAz5Xo5dAXiqOt4pg5YBW2YACp3vXf9XAF77UR8kR3PBr9dwraBO0yVJbEhJVihxKrHkcTC7lz/EUjkVdHp4WqHv8p/09mE/eRIsdQR8woobK1Tivc5F1vLryzEueBy4Ta3InzIV0uJizf0sKysohdrvt9Njj+Gmg+kRQEGjqnPS19YX+yfsR0p5CiRyCXp69oQF13yGEQPDn8H169fx5JNPQi6Xw8vLi9729/fHgQMH4O5u3A3MwPBXYG/J12TD60JELjI+M1cGpdvAQzo6XxkRob9BSzX9zXKRi/EKr63LnVzr59gA3eYY7Y/Y2ZNc5sJaIRXHnxsUAmcbYn8txw9ncqh4bwMhglklyFF6oxlWNEO6PQGfwrXAQotTyBT64JCiB5RgwwM1WGGzAd9wP+jAOwR6bUFfkliOeH9HfDop2mwHExHyIzzs0NnLjgpspjijiMVb0nl4SbAPTopa3FSEYJl0LoSwoNcyrW05fxokQiBlFZB3HrD3gWPPRZgYZ77rXpfpCX5Yn5SvJ2CS3/cx0frXLkR8JAsDw7+FM+mVmP/rNb1MeQ87C3w8MUpTZKR2DLlecEXPReSpfkFweMCkXLNYRrvcL7RZ4JOimImx3tS2nojvpAhgRndfKornV7cg2sceR1LLkV6hnZgcGeWB3iEuevv9+kSmXrEsYfnJTMxI8KPd+JNXJiGrUiW8E6z4HDpOVzM13ses80BetWpC1t3OAkdf6IfLeTVoFsnQJ8SFFgQxMDAwMLSPFZeHepC4VlXXuS4LYuPNjpvJPLR6ztndwhmP+o/Ru79FIsEzhw+gUSmCkssCpCxkVtTjWFYWnuxm3N2dWV6Nn8+mILeyFjF+nlg4sAfc7W0gVyiw9tZ17Ci9D6WHElwxwGtgg6VgYVvS7XYFfAKHxYYtzxKNMp35ViK4gwsLLh8shel4YyLeE5pLbWFrx4JLSBOE8laE2Pjh2dDpeuK9LkRM93ayR7dIX1xPK6L7FhFTGpZxgYCs1Rqw0HfNYYONOiGbVOZqkMjl2HjnNs4X5MHVyhqPdY3FuMiOjZtHJXbCxoNXUdeoMx9lb4WRffUfH+bnShcGhn8Ld1Ny8PqslZCRMSU9V7Hg4GKLRe89gh6DtcUxs6f1wtVb+Wht1c43TxgVCzdX89nzBIlIik+f/w3Jx1PpbTtHa4yY3QeH99xAU0MrOFw2hoyPg62rLQryqhES5o4bR+8gs1p7PR2XGI6eQ/XjrDZ/d5yK97rsXH0aY2b3hoOzDV4d/yUyb2ibzizsrCDWGWf3HRMLtwDT3+XiQlUTg52TDVYcfRX3ruSgobYZMX3CYGP//xsJ+HdEqbbI78B2D8P+/fvB4WiLK1asWAEfHx86fzps2DAoFAp88MEHVJyfNUvVGLx582Z4eHhgy5YtmDt3boe26QjM1dCfxMn7FSbFe9Ip88XkGHTzd9JUuqe2ZT+qmRzcfonIqbQKvHhtCxJLtZYaz97Zg+bHz6Eotguc5s2Ddc8eqjuKrgIbxmoFNNINS7rtnziBooVPQZiSQk4b9K6mIkuU31DAu1cdbF21F+PmsBfYY0joeDzP2gNvqQy2CgUy+Dz09uiC0VV3wU50wEB7OYaf4EBdQ+8Y2gwrF6nmw/hqz2VY3GksFbps+B2o5iQW/tM2AjsfhywrBwUmuuB3hQ6Ez5NPYEtSLirF+pMbk39Kpp09385Q2ZzMWnMFt4u17/+B26U4+Fwi/Jw7cAJ0DQcePwpc/AaoyQH8ewOJS0lQ04Mfy8DwT+bMx/rivdq9w8sgPyx0KPDkWeDWJlWhS/ho1eNyzwIBiQDbdNXhx4fTNOI9gYj0v+hYK7dK5dRid+dTvRDfZuWr6LsNjYcPQ1JUTK3yrfv0Ntpveq2+OwehUdKIsuYy2O46rSfeE4h47zR/Pnju7rCK7waLyEjE1qSZPOaubl01f3PZXGqlz/C/QSa6SfZ1ZZOIutYkBDqZzHn7I2ltbcW1a9cgFoupXZK6ylJNYWEhrZq0t7enNkh8vnZSvaSkhA7sxo0bp1nX2NiI48ePY+zYsbTSsqqqCufOncOkSZNw69Yt2g2fmJioeZ6cnBxa3RkYGIjOBgUohKysLGRkZFARPjo6Gtx2qvZ1aWlpoYNFUv2pvh0TE0MHlt9///3vfr8YGP4oSMe1KfHe096C5j4nhqouZnsHO9NtdZkUpG9nZ0T2SUDHHlSk5OEn+Vic2iuCw60r1P6edI8TMsqbMHVVssYWngjfSTnVNH/62c03ceK+yrKOiPbpSn+s532KLfLBuCIe9OAXybOAoPscfJ/8HV5Xbkat0g7hKMRar8+RW6Y/OWmO10ZEYFp3P4hkcthZdGy8+f3MODyz6QbNozbFRvlQ2MQ/iUM38lCkM/wnIuKsX1KopfbqOd2oRTi2TFOJ92pSdwHzTwLu5rOxdcX63U/3xg9nsqnoR9x1nh0UAiudPEEGhn8jy09l6Yn3hFqhmDpz6ELGOYeeT8T2a0VobJVicIQbuFw2dYcj5z7SVW+Kb05kasR7tTPIKp0oChLttyG5AGvnxmPZGNV3dWH/YBy6U4bc6mbE+TlqzoG63DdR+EPOjUR8J3b7uuI9gYj38/oEIMDZmhYJxPo5Umt9Mvdq2AFDCpDUkCIk4oLHwMDAwNAxUssrUFrfRBvkSd67ugvf2coKnwweiqGBqjiXYb6hOFqYqffYns7txxheLi5Sifd87Ymb/P359Qs4l1+A2TFdMSJEZSdcXNuA2T9tQ7NYNYZPL6vCpcx87H1xDt66cBK7Mu4CpAGCo4ScBYi95BCUcSBsbt8RRs1E30Sszzumty7cLhCZ7rngWjZCUcuHrMxSk3PMFgOsNuMAthyY7j4M83rGQ6QQw4bbMZHr3fkj8PqPB3EnrwxKE9NVRMTv79AXRYIkVIm1zmDFNbaYn7sfCW43sH7wFFjx+Hj+yCEcz9G6IBzIzMCWSVMQ6/lgR0pHOyusfmc6Nuy/gsyCKoT7u2HuhB5wsP3viXUM/y22fHdCJd4T6ABSicaaRgR30v/ehAW7Y+23c3Hw2B3UNQjRIy4AdgoWUk7fR9c+YeCbKQjdseq0RrwnNNQLsW3dxbZiAUAuU+DYrmt45ZPJmL9oMF336NxEXDx6B/npZbTzvueQzuAYjMtz03SyN9og+yrIrEBaXbaeeE8QNQox6vEB8I/0RnCUL6J6hqCuphk8HgdSqb6eGBWjjdEiBVhkW4Y/Hl3xnhTH7dixg879krlTApmLLS8vp136apycnNC9e3ecPXuWivMd2aYjMDMkfxK5bVXlhsT7O9GLc3JBTPIny2qb4IhG1MEGthBhNucEnrx7BBhyU2VRbQInUSOCS7UnGzU2jbVoPncOzRcvwm/tWlj3SKBZ9Hrdr4TiqxAeXN8m3uujlLFRmuyI0ImjNKJ7eyzruYxmOx/LPwY2V4B4rjUulbZl8PB5WBdP/PdaMK/AFpYWxbBw0KniJ4J96FDwOXy6dBiPKODZFAjKMxC5eB2umthkeBdvPJ4Ygh/OZutlaRIOpZZhWGd32hGgK94TGkUybEjO10xuPBDSbTxlfcePnYHh30Ct/neKImkGVkQDwz/Rd+8g39cRnwBFKcCW6YCwTXhxCgJm7wEcjbN61NbED4Jk8qoFfLaVFRwmT253+0inSNyobMuK0ylE8rTxRG2+/mBK1/lDN3Ij0jkSsyJnYWPaRs26GNcYasOvlEohKSqigj/b2rpDr4HBNEfvluG9A/epxbOukPfO2E6mnWb+AFJTUzF06FAqjru5uSE9PR3vvPMO5s1TxUK89dZb+Oabb6hwX1RURDORDh8+jMi2Kvrk5GTMnz+fZhzpCv5TpkxBWVkZrbi8d+8evT1+/Hjk5ubSLKWIiAhYW1vTgdyhQ4eQkJCAyspKhIeHY+fOnXQ/pKDgscceo1lMcXFxyM/PpwUB+/bto530D6JfP/1sMfJ85HENDfq/gQwMf7dxMxG4qHhflQmcfh+/1SYji2+Jd6SPIVUZhGmcM1ictRuoSwYczXwXDAorn5c+i+OK7qobWdW4mF2N1bPjMbSTO82FV4v3aoi1M+mwV4v3asTgY6N8GL7m/Yhvw0d27IUOfZ+O773vbIc3i4MvBd/j+0wi4unbZrva8FFlMLlJOl7J+Y900z6MrTxxJTj8QiLyqprxyMokIzcqwoAIdzw7OAxrL+bRrltdiHi4/VoxZnuV6Yv3BGkLkPwDMOGHDh1LqLstlk83KPZjYPiXQ7reDZHIlBj05Tm8MiIcc3oF6NnokygJMlcwb30KKhpV5wYvewtseDyBfodMFfd3hGN3KzAowl3j0DHpAa5zxL2jvFE7DiMQFyxyTjmSapw7qu7sfKy39vX4O1vj+UGhWHFKlcFMiPS0wxN9g2hRA4n5II4BHS1IYmBgYGAA8urqVI3hVOPRFriHuTlT8b6oqQGfp5xHSmkpWBIWlDziNwxwGtm4mlOCrK7VCHU3Pd9sxeOptjdAypYjqbgQycVF+Hr4CEyI6IQdKaka8V5NcV0jtly7jd0Z96hwTyz4NbBVIn4vQftFBGrmBAyFDdcSR8tSaGa9I88JJ0vJXBQbLEuA4y0Ci6eAU7kb6iqE4OgMcYkWNyIuHFzixsruuOjt7myLtctmoKSyHlP3bkeZ0Li5rbdXCPoFDMLBkiR8duskGlsEEElVc9oplcVYl34dQ71C9cR7dUf+quvX8NMYbcF/e/h6OOKtJw0cXhkY/uWU5hvnw5OopqeHfoZHXxyOqc8M1az38nDAk4/1o3b4b836CeVtlvqOrrZ4d+0ChMUYn2uunLqnv4IUqZuIPE06lYZBo1WNWlweBwPGxgJkMUNwJ28UZJbrrSPd/AHhHjj+m3YcrItUJMH4+QM1tx2dbfD4M4OxesVxTfGrj58zZsztSzu7SwtqaLSA7X+w614PUrTVke76tm1IY5UuZC7VnJX9tm3b8Oqrr6Kurg42NjY4efKkxrW0uK3pj8zt6kJuk4aujm7TEZgwsT+JbjpV5brEBzjSqvjpq5NxOr0S1a0K1MEOVhDjEP91vMLbhuOicDz+8zk8tjYFe27qd4QS+vtYgW3SLKgNuRy1Gzao/m42LYRJbhw1+3CFjA2hQJsrokapUEBaVgaFWDvJyOPw8HTXp7Fp9CaE2IfgaoWxnL4zwAMOK5Jg0a0/tb1vKhFALLQHJqwkniH4PUjLy1H5637MluTg6Tt7YC3RZhvNiHZFJy87mmtKbPNNkZRdg+I6/TwkNcV1HeuCYmD4z+Jrxu6stQ7YtwioNOh0JyOPvYu04r26CODo6yZ349DBTOKHnewjGfWWXEu9ScbFcYsh4AhgGWt6IGYVZ7z+1YRXsXXMVrwc/zK+H/Q9NozYANmpC8gaOAi5o0YjK7EfqletfqhjY9AX75/eeENPvCeUN4joenL//wdEnB84cCBu3LiBo0ePUgHfxUU1sXHhwgV88sknOHbsGE6fPk275EmGPLGl/z2QDnvSyb9r1y4q4JPigEuXLuHu3bs4deoULSaYMUNbCPPuu+/SooG8vDwcOXKEZtmTKtDnnnvuoZ6XFARs2rQJTz/9NO3+f/PNN3/X8TMw/NF08zMzbibjaVEjsH40kHYAnNZqRLCLsJX/Ie4InsA7vN9wURKKBeuTMfuXK9iaUqiyEjXzm5Wn8NCK922QzX++oCpMI2N0cwVjpihSukLAkuG5QOOLMXIcpfWtaNWxlKbOM30XQ7TgIt7yWNkm3utDrOtPLRmAEZ099NZ9OjFaLy/+YSCva+eNYvg7WRlZqg6OdEPPIGc6ZrYzY3edlF0N1Kuy9oyob4slYGBgMEn3ANPnN+IO9/a+e7hZqHWdUvP6nlSNeE8obRDhzb13Te7nQRb7auwsH66X46VhYUYW+C8NDYO9JQ9x7cx1GLJ4aBiOvphIC+R/mtUNB57tgxtFdej72WkM/uocEj46ic+PGrtkMTAwMDCYJtbTE+w2wYmls8R5e0Esl2HGwW04kJOO2tZWKOVsoJUNfiEP/EoeJDw5Fp7ai5lHtmH9/RvU6l6XrkR0eIAusvr6NfpvdbPpAtwz6TmqGWtThossoHOUsZMqoby5iVr4azZlsTDJNxEr41/AKC9fNMgvort7MYLsa8AhHvpkTtpdhl0vzcT4uEgo2EpI7BRg2bLwypSB8HX9fZFM9a0i7E5Pg7fAjpQK6N2X4OWNQYFBEHD4YEldUFlvqxHv1SSXF6DYQDBSU2JmPQMDg4rO3YOM3wqlEhKhGOs+3o/rZ41dUX9ctlMj3hPqqpqw/JWtJt9SOwfrDgWlW9s+XBTqjOeGwt5Z31l66lOD4exuj05mOuY791S5megyaWZPrNm+CE+/NBxvfTwZq7Y8heLcSjwx9EssGPEVZvb5CD99uJ8K+v9VlMqOLwRfX1/aSa9eyNyuOUaPHk075cmccM+ePal7akWFqlha/Z4bOqHyeDwaV9rRbToC04H/J0EmwkjuG+lYUUOs7ybGeePXpALa6a2LEJbYo+gLR0Uz3pbNA8g8YXkV7Xoprm3Fc4O1X2r78FCUBQRCma+1lDZEVt1moxcyGMi/YHS/dfMJgOVmtmKF7aKfidt84SLK33uPWkyzbW3hsvBJOM+fr7n/naR3aBe+KYSSZsiLktConICKg5mATPWBtZOfh9dno8DqoAWw7msjWdWyKlVVFqldHNqUi9OzliLOiYcEt1YoJRKw+Hz4OJrO2ibre+lkDurCWPgxMDwA0lH/2wSVYG+IUgHc3wdU3AXS9gMCWyB8FFBjouIw+5TJ3T/RNxBv7rlr1HkolWsHVkRoeFDnkCGxbrHYN34fDuYeRKusFcMChiHCSZWVbD9mNBoPHULLpUtak5DgIIjzC2ARHQOOjTVE9++jbtt2KJqa4Dt0CDqPVGUnS0tLUfLyy4BUVfKtEApR9c03EISFwnagtppSrpCjSdJEu/7VuXMM+pBuLNJ5b2oI3eYMSO8f2snjD7fTJxWYpCuedNA7ODjAwsKCWt8TiP18//790bdvX81g7I033kCvXr2osE4GhA/Diy++qHd7w4YNtMpTt5ueDBTVrF27lnbuEzt+IgqShTzn7t276d8d/Txt3boVQqGQxgSMHDlSU0nKwPBXQwovyblfNy6FWKzP6ukP3NsMtOgXpJKPPBdK7JH3wWLpMwC5pqqopjbSOVXNeHO0jpOSvTfg2RUou4VqGAvmhOo24b5/uCuOG3TaEy7nai0ydZGBjYPyHhhpq28/fTW/Fq/uvEOdBaz5HPraXhoWrrmfnMe2pJgWxIl1PcnMHhThRot9JXIFXXfkbhnGxHiqrOwfgkaRFBNXXkJRrbZwlQj1fUNdEO5ui06edhBJ5bQj18fRdDU/HU+TqCgWB1AaXHgG9n+o42Fg+K/x2shI6vpmrkCIWNkTsf7AnVJarDMu2gu3i/SzdQkkVkj9XdWFnF+e23Kz3XEz2S+J33gYOnvZ49RL/bH7ZgkaWqUY1smd2uIThka6Y2SUB47cLdeLCiTFlw1CKS2kz6xowsbLBahpkdA4gHm9A6hdfl2LBIs23qCRWATievLj2RzqPjAxzkev24o8LykYII9jYGBgYFDh62CP53r1xIqkZM1bEu7igvnx3XC6IAfFTQYuaywW5NZKKDkKSNzlyBHVIqesFpfKCnC/tgKf99U6SVny+Ojt6YekMoNxqpy0P6jOxVUtqqanvmEB2Hv9vtF/y+2bJWCFmdXF4GGr7yZzt7ICS08dRUZNNSy4XDwaFYM3+vTXFCnsK92F4xVHoP4pcLVsoQJ+Vr0r7cw/eT8LCX0DsEORhla5HM1QYJ8wA2OlnWDNewi3VzoOl2Hmr9uQXa0e+ythY81HnyBfhLm6oJOrG0QyGaz5fHjbmL6u8LG2R5ynJ30tZFtdej3kvAEDw3+N2S+NROqVHFSWtM03kxOJXCtWnz9wAwq5Aqd3XqHntsFTeuDWRX0HOUJeWikV8kk3vi7j5/XDjQsZ2qJ/mRw8LhtSmUKvc3701ISHOm6fIDf8dOwVnN5zDXXVTegxqDOiElTFCDF9IzB0Zm+c2Jyk2d7NxwmNNU1oqGmCvbMtSnIrcXDdOdSU1yOufyTGTe8FDpcDkVCC95/5Dc0Nqmt5mVSOfb8lwdPfGeNna5tvyetpqhfC2s7SyN7/v05RURHs7LQNxOa67wmk654sAQEBdP7U09MT69atw2uvvaZp8KqpqdGbu62uroarqyrysSPbdARGwP8T+XxyDL1QJlX15IKUZEiSSfYmkbF1JaFRaY3NclW+hi6rL+TS7piCGiG6+NjTybWAFctR8sILkJixfbZJTFT90eNpoPAKkHlE736etRxuMY2ovG1vFGVNaNixA1bRXejfspoaFD/3HJQiVTckEa8qv/wK/OBgKk4RQepkwUmz70O/lhYoVk5DxWF3veciYpl1r57mba+byokdAGCvL9LVbd+uEe/VWFaVYcyad6FsakIR+aC7u8Nt6RL051ugsz0b9xq0J2LSvTQ9wY/+u3hIGJafytQMLPuFuWJ6AjOgYmBoF6+uwAt3gN0LgEwTbh53dwPVOp00t7YAJCZDbpB1Zmc6++vRHv7gc9jYeKUQLWIZRnXxxKAIV3x3Kht3Sxuo2PDS0HB4OZgu0GmP+n0XkbjzGLgtTbAdKIT8ueeoOE8KfnzX/IyWpCRUffU1FeslObmoeP991G3YANclS1CyZIlGpG88fBitqXfh/srLaDp5SrNel+LnX4DLwoVwffYZ7M/ZjxU3VqBSWAlfW1+82v1V9PdlRA9Tk9OGnfe6kFM1uZ9s1yvYdBHW74V0wRO7fGKhT2zsR4wYQTvVSYUmsawPCtKvBA4JUVXRkvseVsAnz6GG5NGTwRyxzDcFEdyJpf7t27dplpIuJFeJ2OuTYoOOoLbkb25upgUJxEGA5DoxMPwdIN2ZE7p640peDc1QHhjhpirUIR34ZvhBNt5o3a/JBXghlg2bunTAowvgHAxMXgtsm43oigw4oRG10HeAIsI9YVq8L67k1mL/beMMOwILSih1OnHuKwPxrPSF/2PvPMCjqL42/m7fbHrvHVLpoYbeO9KrSBFFBVRQUVRU7L0hikoR6b13CD0QaiAhvffe69bvuXeyfQMB8f8JzO955iE7O7sz2bB3zr3vOe/ByKvWWNWUa0vuW8//dU2TrFsrVeDniBT4OppjXEcPyBRK7Llp7LCly2vbo+kipW7b7FPxRTQJ+IU+JqoSaBVUIxX3DEX4PTdy9MR7Arm2S8klOBLDjCn25kIsGx4EczEfwS6WiC+o1hxLxDNq8U2s+oZ8Cpx4Xyvie/UAur98z9+FheVph6wDnHurH97ZHWNybDmbWIw1OslLe27mUqt6tcCthnxPSXxsyOj2bjSpaf2lDJTXSWk7kNHtXPFLRCpuZZejtZMlXh/Uml7Hg3IkJh8Hb+ehukGOmgY5HZttzYVUUP/t2TBcSSvFN8cScCOrgq5VfHIoDmsvpOHjsW2wcMtNTUsSkqRAYrcvJ7SjiUmGvxvhrZ23kVhYjbeHBlHXk8+OxFPHPHcbM7wzPIj+niwsLCwsDK+G98DQ1q0QmZUNV0sLDPT3h4DHQ5XUdLKYigvIbZRG1fW7kmMxLbAdCupq0NraHq1sHPB935GYf2ovbpc0zT0VpL+89v7Tz8eX/jusbQCupGRh9/VYdatq8BoAnoIDSR4HtZ4cqPgk2VznOlTAjoRYjPYJpuvjxFb++UN7UVTHVPMTwXtt9A14WlljVjvGDfFiiUELJ2I1LaoHn6OArFqIT3acRUMrFeTQrvtG5mXht9tX8WZnJgHfkPKaetQ2NMLDQb9K/2h8ko54T836UV8nxdXcXBxPS6X7rEQivBPeG3YiCcIc3HGjROvEZc4X4vmQLrARm+GjfgOwPOIUZE0VmW2cnPBKlwcTBVlYnjacPezw5+ll+O3D3ThGBG/1hJgMJFwO7l5Px4nN2sKrs3uuwcLBGjVV+vNdM3ORySr6Lv2D8cGfc7H7j7MoL6lC577BGDy5O3b+dQGxNzLg6mmHafP7ISDU/YGvPerUXZw9dBtVFbWormyAm48D7JyYdYc3Vs3F8Fl9seGzvbh9PgFFOWVYt2IP9vx6Ekt+mYMvX16P+hpmLfTCgZu4eS4e7/75AqIvp2jEe11+X7EPuXez8cLHE3H7cjJWf7QPuRnF9HzPvTEcQyd3wxOLqmlryXFkzLay0hPwWwqpmidiP1mTJYSGhkIikSAyMpK2NiVIpVJaIEXWk1t6TEtgBfz/Byt9Qzv9IaEudCHPkEHcG1irGGG0n0yYR/x8kf5MFvMW9m9Fq3j8jh5BY2Ii6m7coIITqfokmPfsCft5zzMvFoiB6duA2N3Arrl672sfVAvLQEtk3wqCNEk/W6li507YzZkNkZ8fqiMiNOK9LlWHj1ABX6lS0s0U7Roasby0DDUFYr0vl5V3HWx868C79R7gVwd0YipZKaSqd8+LQPJJ5tvmFQ5MWMNUUJFq1xzTPSOIeK9GXliIvLeW0p+/MzPDtemv4YRdEF3AeL63r8aC9LVBrTG2oxuuZZTDx16i6afdIjIvA6kRjAjZdiIjUMbsAgruAM5tgLaTmM+fheVJhLS/GPIZkHoGUBhMEnXFewJZ6Jc4Mkk5uvRa3OzbT+rsSTdd1s7Wtz1WQ6rpUytS4WruCnsz06JuWnEN/vhoNWadXkuHIiK3k1YjjSkp8Fq7hh5DJpA8c6bSXhdpZiYKv/zSSKQv37gR9i/MA8esme+5TIaSX35BsoMM7zeuo7IPIbs6G4vPLsbBcQfhbvHgQeGTTFF1wyM97kFwd3enFe4kU5JYJn3zzTc04zI6Ohr29vZ6ve0JZWXMxJ48R+ByuUY2Vg0m7p0E3Yp5Ir4LhUJ6XlOQgJEEjjNnznxoy35DSEbpxIkTadsAFpb/EiRRlWx6kP7yJ5czDi8G5MO4f+c7WA/zP05ofTu6zQeGfwW8EglRYRx+yJJh0eECjcBO7K1fHxRAf+bzuPh5WkdM6OSOWeuN20KR3vPhbjycydKvpjkcU4B5WeW0OpW4Zxk6bREOROdRAZ8pIrj/jNPUISsjkiEScPFsN29NRSpJGHhz520qeJHXtPewpr8D6T1NyG6mZVSlzjWSCtk3d93RVOoODXVBnZQR60h1r6ddU1JAj1eA4NFAxkUmwdanl8megaYgFcVEuLO3EOKZ9u6wJqE4cezJuQY4BADtpwJCA0tDFpYnBImQT3vbk371JKlHl5Ri4/66EqGxgD+/r1+zleij2rnRTZfVM8NMHtsoVyAhvxqu1mI4WZmOYXMr6jH9zytUlFez8UomYnIrsW+BttrHwUJIxXtdiN3/ioN3NeK9mu3Xs7GgfyuYCU27iBDDgN/PpUGlVGHdpQzImwZBci2vb49GgLMlAl30q6hYWFhYnmYCHR3ppkt/Lz8IuTxIlfr3EF49U4VviIKjxISjm6FsWquY5N8WX4UPx4FnnkNyRSliCgvxxblzKFXVa0Tot3v11sxpV4wfjImd2+LZb7eCowA4TacQVnLBr+EgeKgHLhdlMYkD5DklBxdyM3E+NwN9PXxxNS9HI97rcjApQSPgKwzdn5q0PDRwoEywgMJMX7xX89f1G3AuN8PUAR1ocgNBKpfj422ncORGAo3HW7s64IvnhqO1GzOnyC43cC8glywEyhu18/qqxka8e/oUeHWAgM/D0A4BqONJ4WFhjbnBndHahnmvyaFt0M/HB5eysuAgMUdPLy+Nq8D9SM4uxtlbKbAwE2FYtyBYWYgRcTsFN1Nz4eVgg1HdQmBp9nCttVhY/usIxQLMXTYGlw7dolXlIN/fpiTW3KwyQCQEGrUFYkoDpwvCM3P70PcxRfdBbeimyztfTTZ5LKl4T0vIp5X8ji6mXTcqSqqxbPoqZKSWaObGx3deRfytTPx6eImmIt7R3RYxlwz0t+Jq/PbeDo14r4aI+Omv50BkZvp3UCmUOLj2LBUKj+2+AZmU+QzKiqrw0zs74OnvhJAwJtnqSUOl4tCtJce1FNKulDivLliwgBZxEdH9q6++okVUY8eO1azdzp07F9999x2eeeYZWpj18ccfU2v8Z599tsXHtARWwP9/gNi/6U6227hb48PRIfj2eCKdwJMM+1f7+6JHl33otiUdUellzb+XClT8HxTijHYeNhAHBdHN+pmxqL91E3xHR/rYCN9+JitghT6twEvUr9QptAH2d+ci7/JCtC0Kx1Seabu9uuvXkTZuPMx79EC/oK44Ux6l9/yg2lr8UFSKMi4XKjNtoGgXWAPnjupqqgLgwCKgMhfo39QP+8hSIJksvDaRFQnsewmYdZA+lHTpgso9e9BSVPX16LpjFWacPweumXHFLlngVC9ytpgTy4HIn7WPL3wHmDsAeTr2hTf+AmYfZkV8licXh1bAs7uAg68xPe3vRW0p0GUeUJwI8EVAp1lACGmA8c8gdvifR31OnUD4XD5mBM3Am13eNDpu8Y7bmHXT2CmEWOY3pqXRZCVCQ7xxPyWCQt2WRAeVTAZZbh6shg6lSVQKA4FXzeGk/VB560+WZUoZbTsyt41+YtXTjlML+0y19LgHIT8/n9ojEUGe2Nfb2dlhwIABtEKeWOcTy6SqqipN5iaxrycW9OpKfJIAUE0caoqK4OTE2GmfO3fuvufl8Xj0PKQ3/ezZszX7iaBProU8P2jQIKxduxbz5s2jiQKG13w/dK9Jza1bt+Dh8WBtKFhY/hcYxs20gn7MSuDYu0BjJcATAT0WUGE+fE82TsZr7fV7c+9gDl+3pZMKiFoNBAwD/PsDziHo6wxEtW+DqxllsJMIjRMGiKjva0dbtZAe1br4O1pCRRfL9J2gCMTCumcrB2r9b4q7eVUY/tMFdPO1o/b4pqz67wdJDCA9s9NLavHh6FC676tjCXo21sSqe8GWmzi0iFlcJefTbU1wP4hd/9nEIlxZNpBW2hph4wl0mPZA173qTAq+OZ6oebwyIgW7XP6Gd/Z+7UHX1gJzjzEJgiwsTyAu1mJsnNcNy3bH0Erze1FWJ8XM7t5IK6mhi/0TOnlgbMd/nvR54m4B3tkTg7JaKXU4mdLFE58+08YoMeCd3Xf0xHs10dkVuJlVjk5NVvpkXDOFqXYBJHkpq6yOjn8keaA5x6XdN3M14r0aIrLsj87F0mEm1jlYWFhYnmKUKpWeKOwkscAPA0bi/QsnUd5YDwGXixnBHfBy26748tZ57Em9q/NqFThcaMR7ws7UGPT38MMI7yC0trGn20j/AFqBbiEUoKOrsRtKsLsTHMwkKKuuM7L6dzS3BJTa+SuXq4S5VT2+SdqBs+U+6Giu0/ZKDV+JHE4hxpz6Ax3s3NHWOgzXypmiNjUVJeZojLKnzgIQmk6MbaiW4Yfd55GSW4IVs4fSfX8cj8LBa9o1n+T8EixZdxAH3ptNExK6eXti5YUreu+jMpV3Rs7LAeRyJc7fyMTphXPhZm0cwzqZW2BcsInf8R7sOB2NbzZHaB6vPXAFrQKccSVR29Zgy7lo/P3GVNhaPLgrJQvL44CljQRfbF+En97ZjuS7BoWcZE2MtJUj8SKXi7qaRgx/thcKc0qhkCvR75lOGDq1+z++hluRyfh26Q6UFVfTWLnvyPZY8sUk8A3aWf32/k5kJBUx16RDVkohbl1MQue+TPyaEZdL7f8NKS8yHU/nphehx/AOcPdxQG6GwZp0IxNrR+y5DplBcjCx04/Yd+OJFfApLanAfwDIei753AICmMKOyspKWk1/6NAhTSU94euvv6bFXP7+/rTYiljm79+/Hy4uLg90zP1gBfz/ISRL/dczKSioakC4vz1WjGmjsa6b09MXE8M86AIcEY+JPSXh07HmmLn2Kn2NugqGLKQZcj6pGFZiAZ38k4QAdxtzrW2+AXdL7lLb5rCu82B1+VftE0TQ7/c2xLkXUB8dTXdVSID3n+Oh0pxEItmIS9yOQ3xz/OZoBXGx/oAiLyigW2N8PBa1DYH0xXBE5l0Gl8PFII4lnqsowFQ3Z9wViWDhpsDPd5WwKAfsg42rDHDlV6D3Euaa4vYZP59+HihNBSycaK/q6hMnUHPmjPZ5oZB4UjT7tyC2//W3b8O8u+kBnPQqJZarFXVS2t9vejfv5vsrE6EycqX+vspsZtMl9zpw4VtgQMstMlhYHjt8+wABw4Erq+59nFIGXFsD9H8P6Mu4Y/xT8mvysfzicshVjMAiV8qxIW4D2ji0wTDfYZrjCqsaaOWfpcx4IZKgqNBmWYtMJUARMxNPT0hTGcs0NTxra4ha+YMrFsNrw1/If385GmJijF7LbSbr70LOBcwJndPi/uVPA1197eiibkFlg8l4jNO0AE6Oe9S89dZb1I6eiOmkIn716tXURt/c3JxmUJLH5Ln58+fT7EySUblmzRp6LCEsLAxBQUGYMmUKFeITExOxcePGFp37+++/R+/even5SGV8YWEhrf6Pafr/9OOPP1LL+z59+mDGjBm00p8kB5Bzb9q06b7v//rrr9PAsUePHjQBgDgNHDx4kAaRLCz/FXbfyMEPp5KoZTKpiv9oTCjtwUzp+CwQOo5JArP1ASTMGLB8lBUSC2uoKEQYJIw1/eapp5Ft2w1x+VUIcrGksTdpbWWKuLwq5JTXYXZPb2pBrYbEhYsHByAmp4JaXhtCrnv7tWwqMjlaCFFcox+XFlU30i0+vwp+juYYHOKE003JBy5WYlq12lI2R2XRayFzAWJNbUhsbhVicyvhZS/BoGBnjO3ghn3RWutusYBrVB2rC5l7kFYGw9qYThC6k1NB7bqJbT/5HInFPnEnaE7I+/FUktG+n2pd8b1ufkDRXSDiU2DE1y34BFhYHk+I8E1aQ91PwCdiN1lLIA4YpL3Io4D0nn912y3Nd5+I4luistDGzRrTu2kT9omrx8UU48RVNaTHvZpQN9MJN152EiQV6s/5SdECWbcQC3jYTBIZ9sTcs3DB1PrHG0MCm5+js7CwsDxFHElLxLfXLyCtshztHV3xQY/+CHNmEr1G+gVioJc/kspL4GZhCQczpmDpnS59EVNaQCvrCaR6XE788Q04n5uOTo7uuFOaB38re/hbO6C3Ti9fXZIrS5BeVYbpwzril51aW2uyxPHyqHDkSWpwIFUtmKvg4FwJC3EjGjgVuFBSgIvFN+Fr74v00qYqfJ4SfPsGlKEBZZXVSKgshKfEEpMDuuFWxXUoVQpIGt0QFWWDeicVFES/VgEcKaDSjStVgFkhE5sejorHwrE94WhjgeO3jHtlZxVX4HpaDgLcHNHV2wPTO7XDlpuMMxXBQiBEjVzarIWzQqVCZHoWJnbQr+hVk1BUjL9u3EJeVRV6eHthdlhHmAlMV9XW1kuxatcFvX3l9Q164j0hu7gC3+86h49nDWXXk1ieWPzbeGDghC7GAj6BVOXrTD+PbonEkMldsfjb6Y/k3KT3/OevbUZNkz5HigzOHIyGb6ArJr2g3w418tgd0GwoE1Tr2N/7hLiDy+MaifjOnvbIStZ3rOXxuQju7Eer9z9fPw8rP9iD6+cSyYUQq09AZuw6oMvti0mQNsogFJkea1j0IWur7733Ht2Ki4tpFb56rVcXMzMzWnz1+++/09akpKjLcE2/JcfcD1bA/zchX6LU01RoviRrjeWHtQtxl1JK8dzaKJxb2h+CJusMS7GAVtHr0trZEueX9seF5GKaeU5Ep1/P6otG9P1SS/DdSaZ3O5nDvtzPH28N1Ree6mR1eDXiVUQVMJXxZnwzfDzwLQwrygTE1kDYbMClDexfCERNxGnI8vIR0Z7DiPc61Mpr8ddb3bBkl4xW3dNB0sBKWh4Th+9t/oasz9dUwDcrz8bIw5OQ1/S71gh4eH0mF5+nd0Sw+IDxZ9dYhYbaKmTWixHAF4Nj2CubyDYrOwFcPjhtJsDzpx9RF5tA7a/N2ndAzZkIFP/40z3/PHyD6kM1xOp07l/XNHamF5JLcCenEt9Mam/6jfJvtzzV5/w3TOLBhLVMhhgLy5OI8wMsLJ75DEg7C9SV0fEHfZYCjkyG24NyLuecRrzXJSIrQiPgEyGFCB2Eyy6hmJRy1mhcMGurnWhJOnaE1YgRtMe9GoG3F1y/+AK5ixbR9hzMC/lwfv99Kt4TxIGB8Nm2FanDhkOWrZ/M09G9Cw5yjhtZv10vvI59KfswrvW4h/r9n0TIoixxqHl5002Ny54a9Z2JPP9vLN4SsZ1U1Z8+fZraJZFq9+eeY9q7EAv7Cxcu0ACM2OuTYI6I4ERUV8Pn86mo/vPPP+PMmTNo06YNPWb58uWaHvWOjo60ul+3ip4QHBxMxfo///yTvj/J1Dx1SusYQbJAY2NjsW7dOtpLycbGBlOnTsW4cS37v0OCx927d9PrIkkKJIP0p59+alH1PgvLvwXJcCbxcXJRNa0c+vCAtiKItDYiCa0XlvaHuahp+kLs1d212c8EIlBHvNGXik31UgUGVKQBpw8ZnetkLh/zz5yhSfpk7vRcd2+seKaNka30gs03aa95ejo+F7PDfVDVIKOC05TOnmjvaYPO3rY4dCcfaSXGdp8EIo4FuUgQ5GqF4tTbsOQ24ppcv299WnEtlg0PxreTOtCBjpyj/7dnjapOSSLDjcxyIzt9qVyJoqpG5Fc00GRfU4xaeZGOlSQx9auJ7WjyMElgIGId6YtNKvnvhXMz1to3Mssw7Y8oSJsWHkjcTBJhf5/Z2eTxCQVVkBFvbANiVPqfCeXq70B5BjB1M8BjFxtYnkwexAaeuGfE5FSiol5KCwEW9m+NkGZE8/txPrnYZOIOab+hFvDJzxsvZxrFYGqsxHx089MmUbZyssSMbl6aWJtAEjHJPPrVrbc0VfwkbHt/VLCmaMHP0QLb5/egriQkqUkX4hpyMr7QaNyIzavC+kvpmNfbxNjBwsLC8hRwPTUHibnF4Fly8e6Nk7T6nnC7OB+zju7CuSkvwN6McVgV8/lo56hf7ecsscCJcXNxKS8TVdIGlDbW4YOrpHWpPtl15eizfxXkTe2rJvi2xVfdR+lV+suVSrwReRAHMpn2g6TSf+qUDuBmcahQMaZ7CDq2ckeNVIo9KXGIKy2CWCKFhVkj+FydexFHCm/fGvhZ+uNcVjr4ViooDELb7LpqOPOfwQ8d5tA1lYZ6Do5f/xMKftP6CoexSu5o74r43EKo5DJYWDSA11kBVSUPyiRzFFZWo5JbB4FY/83JJyiXALM27qYtD/u08sUX44ZgSqd2iMkrQGtHe2RWV2DJ8WN6r+PIyGm1n4ezJVOsZ0q8n7R5G+qbxLbIzGxEZmRh49SJJo/PKChDXaP+ejt1GTDB4cg4lORU4oe3xkPMinQsTyg+Qc2sWZkIVE9sj0JOSiFqq0n/eUdMWTgYgR1NJx/djzvX0jTivS6Rp+5qBPwbZ+Oxf/154mVCMmMZvUwHoYiPsN7a9W5HdztMXDgEO37SjifWDpZY/NNM/Lh4EzITtYn5s5Y9A3sXRjN0crPBJ2vm4q0x3yH2cjJzAKn2F/ARGh6A21dS0Vivo6OpVMhJzMP2n49j5luj8KSh+hcs9HUh67YtaUtKtn96THNwVGS17H8IsZslC93EekBtO/tEIq0DNo0Hsi5rdq2RD8en8pl6h62f3QV9Haqw63gEThZZwdrREzP7htIFQVPkV9ZjxE8XUK6T6U76t5uypdv9cjjCvG2Zha+6MnyXdxp/xf2tdwwR8U9NOgUrof7fQnF1M6p+fhOftLbCSR/jDBN7sT32ixcjb9m7TKKCCdx/+B5Ww4fTn68VXMPc48bW0H2sAvBdWizEBr2wE8TmmCJdg8o6Fd4XbcM8jgmRX5euLwIjvtHbVXngACr3H4CishINd+8ypQtNWAwcCM9Vv5h8qym/XzbK/ieLDJfeGQBXaxN2RKT6a1VXPBCTNz4Su3AWlv8ksgZg/TD9FhJ2/kCZcfKREWZ2wIIo6q7xoBxOO4x3LrxjtH9ywGQs77Ecf11Kx0cHtf3sRfJGLLu2Cd0KmQzwRms7BPy2EhIdOxyCSqmkDh91165D4OUJ6zFjwLOwgLK+HtWnTkNRXQXL/v0hMCF+NqalI/+D5ai/fgPVYuBwVy729OTC09IT2dUGLh0Aerr1xOrBq/G48W/f24/F5mPFwTg9e1WyIEzE++YqQllYnhSehtiZCNAv/H2dJlHei5+mdsAzPgrg5IdMhTa5t4QvArzDTb+AJIf9Fg5Uaye/UjNndCn/BJXQnzytn9MF/QOdgMocoLoQvyZa4OuTKXrH8LkcGg8aitnH7+Zj/sabzV63uZCHu9PkwM5ZeLFhEU4ouxgd8/m4thrRjFT9j/hZv9qG0MFeAReU4Fips95+b24RVGI7ZNXxqUivTkJtjnEd3fHDlA56+47G5NOe1KQql1Tsk+ohXQGNiGumIH+3kybs/08u7kMTkU3NZXp9dcboGkdyL2OVcCWSle44pewEK9RiFO8KrDl1wJhfgE76cygWlicFuUKJGWui9OafnrZmyC7XVug0B2ntcfS13vC002+B1xLOJBRhzl/XjPaPbu+GldM6Ys/NHCzZQRLVTUOcO/6Y2Rl9TLiXkLYbl1JK6NyZ2P1bSwQ0KYqMFcSuv1+AE024MoS4nZBKfJIIZFjBr3ZW0YW0KNm3oCceN56G+zoLy/8XT8P3i1R+vrnxME7eZoSbBmcFZHbGsd8nPQdhqEdrfHvuAm6XF8DN1gpzO4Sht6ePyfetk0kx7OB6ZNVoWwFaCYWoURrfj34MfwZjfEJRVFmDgspq3KnLwdr0bXC0qIFMwUNWuR3K68xxavSL8LOy13vt1YwcTN++HRK3Gjh7Grcd5HF4WO6/CHOO7YHCrB48sbErwFttBuKFQCb+z66qRO+Na4yOIckL3pVmyPJNAVess24t40IisEZxYy144EKZzQc3WUwFeJmE6XGvS78AX6yewfQ8VhORnoatMXdQWluH+JwiyBuVGgE/1MUJu5+fbrK//dIjx7EnVrsmpWbHjCno5G7cjqCqtgEjlvyORpn2MyAdCBRi5r2JHqUW9AW1SgjqgVdn9MX0EaYTaVlYngQ+fH4NrkZov0cOrjYoyTHh4mQgeZLq858OLYFPkPF37X7E3czEG9N+M9rfuXcAFdMvH4/BJy+spUUJGoiATwpZORwIhDy8/cMM9Bza1ug9os/H49rJWNg6WWHQtHDYOFhCLlMg6mQMSvLKEdYvGB6tjO3Wywor8fMbmxF1KQUQk7Z+DC4etihIymMKR8mcWy6n2p1nK2f8ceEDPCn39aqm/Z6rPwTX7P5tVZX1Dch+acVjGR+wFfj/FjfW64n3hHn8o9ij6I04lTZYkmVG4YNNZ7BJPpDZUViBfXcvYcPz3WjfTEPIJHjPKz2xeu9JJOcUoQM/A2GW1Vha3Re10BeXL8VnI+zyQiDhEE1E2u7tySjROtTL63Gz8Cb6efbT289DHWxb1aG9JQ8nYSzgW/LMUfTtd82K9xyhEBIde3rSi9oQM6USHyZEYrOYh6F8HjzkTEBSyOPhPTtL1BYTG//2+KJxEur5XMy3uAQhZECDib7Sd3YYCfhEZCMbofZKFMo2boSirAwWffvCbo62r7AhuRXGwSkZ7/IqGkwL+I6BQKfngJs6yRHmjoCNN2Obb4qMC6yAz/LkIhADs48Ad7YDBXcAl3ZAm/HATx2A+vtYY5Lno7cAvV5/4NMO8BoAZ4kzCusK9caeSYGT6M+rz6XpHd/IF2FFj+fRVViLcf4WmDx9MLgmrMs4XC4sBw6kmy5cMzNYj7539qLIzxfxn8zA+6ejIeORyRUzBpsS79VJVSzGEJF+cIgLrqaXoai6gfa8J7b5rG2qafbu3QuFwnihgxAeHg43twefsLCw/Jvsi869r3hPkOXHAfunAGoHE5JEmXSUSYwMHm38AmKt//wJ4ODrQHYUnTwnmXcCyo0PvZCQj/6x7wExO2kK/x+Nf5KATu8YUhEfmVqCcR099PbXS5u3nyeYCXnASZL0Kkc/7m0jAZ/cGvoEaON+Ps94wY8POX6sfx98RR2SOW8jVcXYotqhCt/zV2F3Yx9swUCNMG4rEVARvqre2JmG2Ox/M7Ed+E3OWIThbV3pRiBV/msvptGkqd6tHTG/T/MVrrnNiIw5FfUmBXwSSxMb8D/Op+lV8b7qVYxNaQPxmXw6XDgVyFE54gf5JGwXfgz/jIusgM/yxEK+h38/3xUHovNwO6cCAc6WNMlm6I/n6fzzXtQ0yrH1atZD9YLv3doBfg7meu4hZCx6rgdTmbT6nOnEWzdrMfoHOeH9kSHM2GaCfoFOdNNFxOdhVLt7xx8ethI6PhgK+KbEe4KkmfOzsLCwPMmciU3ViPeUZooKM0rK0f/gGtRaMrFgYk0pzmSn49sBwzAxyNjeXSIQYtewGVh+8QQu52UBjYCnyArxMI71zuWl4taNfOy5Gktjz4DBaWjtqHVQcTCvRXSuBy7kpxsJ+HVSKfh1XKiKhFB5MG5Yugg4PHx99QKkCgW4Ui5gQsDv69JK8zO/GXfT6voGpArKIdIV7+kJlKiQk2vlQQEl4CmFtcocylw+ykUyqFRKqASMOM6VAueS01FV3wArHYFogK8f3Qh38wux9soNZFdUUsv9F3t0MSneE3Irm+ltXVllUsC3Mhdj7qju+G2vth2BuUCANkHuuJiUSa9T/feXWnHAlalwMz6bFfBZnmg++H0Ozh+ORuy1dHj4OmLwpK5YOmkl0uO1LeJMQSzkD/19EQs/n/zA5wzu6IVWoe5IMbDvHz2TSSTa9ftpffGeoFDA1l6Czv2C8eKH42FhZXq9t0OfYLrpwhfw0HOEfsK9IXbO1pjy5ihE3dBPLCjIIYsdHKBBv9hXZGas77E8HrAC/r9F1hWTu7twExGnYAR8O4kAgTGf4mX5m3rHyFXALxEpJgV8gm/eEXyVO4+5SZM4pozcwG9jtuxtveMGFG8AUhnb0KtiEeqbsRh2lJiwgmg9BODwMLOqGn/YWKHKwPZjpusYyIt/NPl+HIkZXFesAN/WFo2KRgi4ArR3bA9fa1+kV6ZrjrNUKvGKvRVkHOBnWxt0bWgEV6XCVTMx5BwOOAImsFGAh+/kk1EQ+CY+G+wM1bcB4Bh4oyilcigKCyFw1q9IUmPevRvdWkK4vz12XM/R22cjETTb048y+meg9VAg7Qxg5QZ0nAkoZMAPoaZ9XEi/VhaWJxmhBOg8R3/f+D+AzURMv4/xS+39RZzmxO/1Q9fj51s/42bRTXhbeeOldi8hyC6IBlJE+DWEXMnKt8ZQQfjfIrooGlKB8fgr5AohVeq3B/GzZm1Am4OI9T389Sf/LKbZuXMntf03hbe3Nyvgs/znuJ5R1qJK08Epn2nFezVkonzua9MCPqEonmlp1USbxqNYL0zGeOnHeocNrtwNpO2gP8cqfVCh0hfv1Zi6XxAhjFjsEycBU8zp4gxcZsSwybyziFIGY7+SqRollvekpzURrkiFKrEcJQIeqSyNztYmrdqiBi/Vv4Jwbix2ClYgUeWJBojQg3sXYo4MF5X62fy9Wjviqwlt0e6jE0ZW/MRiNae8Hj4Opn9H4uAV5h2GlsbNxIrfsLc16e3dHO+OCKavi0gogr25CJO7eMBS2A/7Pn8dUaKFsOLUo0RlhY9lM/G9fBJW2T54dTELy+MEEbcndfakm5qfp3bE5N8vG7XMMKSkxtiJr6WJA5tf6IZvjiXiclop3G3MsKB/K3TxYSzxC6tMv+/fz3ej9v3/FjczTWRYNY0r9ToViITmxjAWFhaWJ5mb6foCEr+KC5mt/vgo5PFw524+as2NEzl/vBZpUsAnZBVVIPJCliYhNKWyFNDPW6VUVDTg+BUmthVbNMLBTj8WJPq1t10pnMyM7xddvD1gIRKipgqQ1gogstC3iB/p1gPfJzJrx0opD4p6JbhiBX1PPoeLxaH9EWDtBJlSTlu2ulpYorenNy5kZzLnFijAI+/JUQIc00nthmvKIZ3tsXrhDHT84hdUmSmgalJLiI2+QMpBdk0lQpup8Ax1dcb340agJfTw9kRUtv56M0lA6Opp4kNuYu7obmjXyhVnb6bAQiLC6F5t4Ghjju7vrYJMt6iOy4HUCnB3Mu3oy8LypMDj89D/mTC6qXnzhxl4bdR3kKvn480YjleUVD/UOUkrkE/WzMGG74/jxsUk2DlaYcLzfdC1L5NEW1ZoOjln+Z/zENzp39OA4qOZcc8QMxtz1Bfprwm6eD+p66mc5jPZjI57PGEF/H8LO9MiTAHfnYruQS6W+HKEF0o31VKB2pDEwiqsOpOCdh7W6NXKgQ4U1AY0djdw8Qej4/vxbsNXno90lasmMz648iJIi6LKDDMkSSwAEy7DxDo/1J6IzAbYegOjfwL32DvYmVeAZQ4OuGkmgoXAAs+FPoeJoc8j1WUb5AX61vd8T0/47dmNLGUJFh+fS63zbUW29DW/DvwVn0V9hku5l2gQVMTno0jnf+AVg2BIURNotHBLbLXrqx0gsdQX+MpigRvPTMP+8a8hXWSH9h7WWDigFV0MfVDeHBKIW1kVSC6q0Sysfjm+Le13agS5IUhrAZEFEDyK2dREfG5aqOTwgQ7TH/i6WFgee1oPBib/DeyeByjusdhIEogeEk8rT3zTV9+Ng0DGUGLxeTZRf+wgY/G/Kd4TSPKSKei4bsDJrJNY1GnRv3o9LE8+W7Zs+f++BBaWB6I5EcZMwEW9TAk/R3N8NiYY1pt1WrPoUpIMnP8WcGkLtBpM7eJIH/lDt/NRcSkSg5XuaM3VLnZ24qagPScFt1VM9Y69uRCdG7XOWYUq22YFJCI8G2JvIcL3k9tT6+fqBu1CqUTAw3PhPnhpcCCQHAiUJILPUeIn4Sq8qtyDLPO26LBgE2plCjy37iouJBfDUsTHrHAf/P5sJyzffxen4gupgFcMGxSrbJCg8MI1ZRAOCN/Xq1g6p2ind00WIh4kQj7szIUoMmi1RQT9/t+epfMMqUKFYFdLLOzfivahflBIvE2sv2NyK+ljAY+DT8a20fS2bi5uNqzQTYo6grd52rHLgVOF7wW/YbpsOdCZjZtZnj46+9hhw9yuePHvG0bCtS4Dgh687ZSuI8b3Bu001PQNcMSB2/qVTB62ZrRq/9/Ev5nkAFO1CBHxRVA+owK3mUIFFhYWlicRb0d9gZZfx4Eonwu+Bx+1Cim8LK3xUfhAvLn2MGCiximnugq/3LiCVrb2GOTjTwXkukYpjkcnYcOVm3ptjrhVPHAa5VCJtPssBSIoChhxW0EKSp1MJ45bCFUY5NHaaL+5SIjvJ43A0j3HUHLLCbZBZZA4NEDI42OEa3c87zcKx2O241YRaYHFgaJWSEV8a4kQx8bOgYDHxatXt+JcQSLEPAEm+XTG94OG4+OLZ3AsIwFc+waNTiPjAlpjaS0Kg0by5nwhXZ+xc5GgslZKfzeVUEWK9CE1U2Hk/r/Rxs4ZCoWKfm4LOnZDkP39+yIbMqdzJ1zMyMT1HOb+yuNw8G7/PnC2NH3vq2uQwkwkQOdgL7qpOR2drC/eN6EScjBpSMcHvi4WlscdvxB3fL1jId6f8RvqquuZeSffWPbsOtCEBtZCbOws8NqnE0w+16lPEI5s0jplEKztLdCqTfPJOY8C4kBgChOGfoi+mERdCEgrgScK1f3rBDXHPS0Cfn19PbKzs+Hv7w+eQVU22U8qvshzTw2kdzvpw5lyCrB0AXq+BrSbzPRkJzbQtUXaY7164Kdnl+B4XBE2RGbghW0J2M+vhZW0FlUGFp1ltTJ8czyR/jyirQtWDeCDs2GMafv4JiYES3CyyhphtlzMEpegIUaM0gt2qM0Xw98c4HVVQWHwDZ4TalAhqwvpNRnyDNwKYrDBzheVAltU1Cppjz0ySXZe+hZy31pKLUEIHJEIbh+vQEN2Fl68MBsFYqbatbyxHD/d/AkOZg74bdBveOnkS7iUpz+o6cLn8KAoHQ6lVLsYQaqaSEWCoqYG2Sd4cAkzg6VnPVQKDipSJYhPdscb/V9GTRn5L12F+PwqnI3Px4n252FVkwZYugJ+/RgBUXBvi2onKzGOvd6HLqJW1svQp7UjbM1N2IxEbwVOvA/UlQAiKyB8IdBXxwWhMKaZEwQBZs1XJbGwPNGEjAF8EoDkk0ziS84NIPInaisM0moj/FXAr++/cuoVY0Ixa91VZJQyNpxOliJ8O6n9PV/TmJYGaVYWzNq1A9+OqUh6UEb7j8bWhK1Iq9TaBRs6kqjJqsp6qHOwsLD8N2lsbERmZiZ8fX0hMGjRkZ+fT/t2BQbqJyw+yZD+6l8dS6CitK1EiLm9fDGtqxemdfHC5itZem2MiPPRthe7oz7tMpyivgL2JgB8CSA3YaUsrwciPmF+9h+ItCHrMfnPa02VqV3xDTrjY/5fmMk/pXnJ2CAJUG2NDo5cLPTJgeCOdhGsCzcBZmhAPfQTvGb28DaZfEUg1tADg5ypkO1mI4a1WICS2kZ42kqYdh9DPgW2zwAUzCKnP78E/mNmIaVOinG/RmqE/6oGOVZGpMBGIsQfz3XGwi03cegOWcDUEqPyw2VlCMJ5cVBxuFjLGY+bqgDN83wuh36uhGID8V53/no7hxHdSdxMhLDR7V1RUNUIRwsRdTwhwqA5SaC9B+Q6DyzsicjUUnou4iDmaGliqTRuP64fXoMt5aGoFdpjRPe2eGbYMM3TXvknjF5Ckh0m2qczcywWlqcQ0sLi6nsDqVsFSSpPK67Bj6dTqNsHGVZmdvfG0NB/5/vx3shgJBZUI7GwWtOW4/vJHe4plmeW1iK1uAZt3KzpnPphGNbGBW3crRCbq61k8raTINOEjX5BVQNNbrjfOMXCwvJ4QNaTMzIy4OPjA6FQfw2uuLgYRUVFCA19ePHlcaO2UYofTlzEibvJsBCLMK1rO8wM74RRYcHYeP4WMoq0jiUBQntsmjYFtwrzsebGDSw9egJKOy44MjA267pwgG+vXqQ/dnZxx7e9huHF33cjv7waCnKszlI/R8WBMEOEHuHuKFPVwdvSFh3sPHDmRhoabZVQWHIgU5hBKuNBKNBPNuvr1B0CrulWJ31a++LckhcQm1cIR0tz2FuaoaiuFu4W1vQ1y7r3xawju1BPejeTRAIVDx92GQyZTIXJEb+jQsXcm+oUUmxIjYSEJ8TKIaPwwS0Otqff0JxHoeSiQcaDiM9U8JM7mJAjQS1Zf9J+HJjsw/SMLyNzCgK5bJ5+3BxTVgjIgfjSYkRkpmGaQyiKi2tgZyFBmJ87+rb1h6WZqXQBLeZCIbZNn4KorBzkV1ejm5cHXC2NW05FRqfji80nkSmrgdhMgDGdQvDuhAGae3BMch4jUBrMS+wkZvBwZivwWZ5Ogjv7YfOtT3H1VCx9XF5Sg/VfHERjg4zO4QdO6IKBE7v+K+eetXQkUmKykXSbWdOVWIrx5g/PQiBsPkYtzClDRkIefIPd4OT+cOvNnXsHoE1nX8Re164vO7hYozRZ36mFUFNRh8rSGji6sZrU4wZHZdSgoXk2bNiA+fPn08VIOzs7/Pjjj5g5c6bm+W+//RYFBQX03+YgC5XW1taorKyEldU9LMkfB8hHt7oXUMgMDBqmbgGCRgJVecDVP4HSFMC7J+2TfrtQigm/RWqsLJ/hXkR/XjSWyuZDCiaqMrVgeNPnV9gVMAGWSSzdgNdjUHX8BPKWvQtVo/5iXZUZ8MFMHvLstTd3MU+MYPtgzA6dTXtH34vvTyZhzYU01EkVCBQr8BkvCa7l+eC7udFBsFTJwxpRayQW12ParU/w5STjKoHOzp2xfth6TD44GfFl8UbPf1hcCgefPmgzYiUKK4T4+lgitQ4NcLbAksGBdCFRJZcjuWcvKCrJgiP5DJnfZ3PgYGwKHmr0np/x12AGP0K7Q2IPTN0KeLXMTv+eLRLWGZ8Pvd8ABn7A/HxgEXDzb+NjBiwH+ui3TWBheaohiVCFdwGnEIBM8G5tBKryAf8BQOBw46ZoTdTL6xFXGkf73ntYeuhZMZMFPSL+OFuJaQWiGpJNHpVeCplChR5+9jQ5yBQqhQJ57yxD1cGD9DFHKITT0qWwe3bGQ/2KVdIq7ErahcSyRITYh2Bcq3GYfGgycmtyTY6TjxtP1L2dheURsXv3bsyaNQu1tbX0e/Hll1/i5Zdf1jy/Zs0aXLlyhf77tHy/Jq++jKsGdvnfTWqPCWEeVGz/+3ImkgurqX389G5esKxOZ2Lte7m2mGCB0984nKU/WZagAVGiBbDk1ANia2BJApBxAdg1F5AyrktqqlVmmCJdjjiV1u6uvSAHW7wOwLz7HKDtxHue/4/zqVh5OgXVjXI4WgrRq5Ujjf1DbGSYLrgAa2khUJaK8sIc9C19G1VK48W+YFcrHH2tN6b/eYWK44b8LFiJMT5KYNyfSJHb48ujCbiWUQZfB3O8Nqg1+jdVt/f8MkIvMeJBIFX8vz0bRkXEf0ThXZxc9SrmS1+HEtr77vyu9lg2vjvzgCTFRq40eml294/gOWzxPzs/C8sTRGlNI+7mVVFnEnMhHztvZCO7rB7d/OwwvI0rkzBkAtKi405OJRwsRHScUEPm29lldQhxtYKztZhxvWuCLBVdTS9DnUxB42aTjnRNx723LxZbr2YxBU9cDhYPDqCW/A9DbaMc265l405OBQJdLDG9qxem/nEFCQX6tqfkmo+81huPG0/SfZ2F5VFx7NgxTJs2DRUVFZBIJFixYgXefFO7brZr1y5s27aN/vu0fL8WbNqPMwnaIgDCspH9MLNHR1TWNmB75G0k5BYhyN0JU8Lbo1Ypw9C//0KtTKY3PqsEKmjCLxO3iB7mHoi9zSSLKnnGgr9YwEfE0heQUFWEF8/sQZW0KS4ny751PHBUgJNHGULd88HnMgmxUoUESnkIxnuFY6znvdsybYqPxjfXL6CisQH2YjP0dvWBUgE4m1vQ+06NTIqs2grElxWjtK4GIgdjC2w3MxscH7wYi67swIm8BKPnuTmktasLvhg5CkI+H9/dPYkrxelwk1jjxYA+GOIWQo8btmUDEktLoBQq9QR8DQomqYEgKuVAXNz0waoAMx4fn88ajgHtH+7epyavqBLj3l+HKid9gX5oUCv8OINpGbb2UBRWHr0EhZnOH1Slwrj2Ifj4OW2CLAvL0051RR0V1V29HWBtZ46TO6KQk1qIkC5+6DO6E+01bwq5TIHE2BxYWpvBy09bYJpyNxc56cXwCXCGo6sNzC31i0TjrqejuqIW7Xq0hpl58wk9az7Zh71/noFSqQKXx8WE+QMw990xD/U7kgSFk3uu4+6tTHj4OGLk1G747Pk/EBvFtDlR4+LtgHWXP2q2IOG/SlUz93X1fs9fPwK3mRYnuijrG5D9ykePZXzQ4lTl3Nxcuuj40UcfoU+fPtizZw/mzJlDq+7fffddPJUQEddQvCdcW8MI+KQX+qAPtfuLE1G171t8zi3ECXTGKWUY9it7IUXlgY2BkcjkeuJ8nTcOZRr/p5MUR99bvJ/0FxT1jchf/oGReE9YP5irJ94TGhQNuFV0i24/9/8Z/b36m3z7Q3fy8PPpZPqzhbQOb5/4EeZ1ZVDnxPOCQzC9zVyUy1SYnnAeAhmpLOLBvF6FUVeVCMgF8uyBtBHM4mFvj95GAr4IIuQFbUHbzmFwkFjCQQJqGWgIh8+H1ahRKN+8WS/yLBcZZywSigwtUOtKgX0vA4tuNCsKtojbW03vv7wK6LMUEIiBTrOBW5v1e7Wa2QHdXnr487KwPImQyjqylaUDawcDtU0299f+BMJm03YehpzKPIUPIj9AtbQaHHAwzHcY3u2yAi9uiNYTh4gl2bhO7ng/iA9ubjbM2rdHuL+r3oT2QnIJUopq0MHLRtOzt2LPHo14T4+TSlH42Wew6NMbQi+tdVlLIe1K5raZS6v58378DunXV2NYFxHW6jseI8BWW0HJwsLy+FJeXo65c+diyZIlGDZsGI4cOYLXXnuNVhV99dVXeBohlZyG4j3h7yuZVMAnotKSwQF6lZy/7DyLkvrZGMCLxghulDZ08+kJ8M0AWT2QaezqFF0oN5rm1EGMJJUHwiwqgPF/MK4v+xcYifeEr+RT9cR7+no5YJ57Edh9kXGNaT/V5O95PqkYnx/RLhwWV0ux9xaTrEXuKnscO2KfYhHM63KwTz7UpHhPaJAxlUFEiDcU8PkcFZI7vofYbu3Qxs4aZJlwzSymcsiQ8Z3caUX/w1DTqMAbO24j8p0BtF/2Q3NnO1bKntET7wnrrxfjlWEyWEsEQIdngajfNQ4FBIXQCp69tcniLCwsTMsO0haqqKoBI3++gLxKxvVu45VMjGxXgFXTOxl9TOeSirF4ezTKapnv16BgZ3w7qR1e2xZNn1NDxtiRbV3xfC9f5FU0oK27Nbr56bcNiUwtQXx+Ndq4WWmeOxpbgC1RWhcpkrBE3ASJDX8bd+sH/rORinpyDfmV9TQ5ibT8EPK4dPavW33S2vnB236wsLD896irq8Ps2bNp7DxhwgRERERg+fLlSElJwW+//fbYiQ2PgvyKaiPxnrA16jYV8K3NxXhxsLYwKb+yGm8dPqon3hPIZ9fNxh0SgQBSkRIX8437JSdVlmiPJ8uXHEBFNC0OYG0mxifjBsPKTISlR49qxXsCOUasBJevQLnCDJezfeBgUU1vJrVyEt8WIjZmLxoUUkz16WHy97xVlIf3Lp3UPC5tqMe+tHhAxqFCuYelFeRCOfJrGdGew1WatMRvVDBxcx+X1kYCPvnfM7JdW0wL7ghfKyYp9fsuk01ez8SgUHx26VyLrJZJsoPuSYhbwAebT6BHsDfMhA9vUX3ycgLqLI2r608kpKCgshou1pYY2SMY649Eoa5GTl0TSBKFmYqHl0aY/pxZWJ5WLG0kCOsbhOryWrw28lvkpjFO2Yf/vogze67h440vG91jYm9m4PO3tqOsmBl3Onb3x7tfT8bPy/fg4rEmt2WVChy5HN36B2PKosEoyiqFXxsPhHTWb6Eady0NSdGZ8A50RYfegfRcty4kYvfv2mJTpUKJnb+eQud+wWgXbtx25H6IxAKMmt4DvQaHYv0nezG/93HwiU0+SeptKiAma98evk0tup80VOSm1YLfqyXHPO4C/rlz5zBo0CC888479HF4eDgGDBiAiRMnQqlU4v3338cTjbQOSD0NcHhAq4EAX2RywY/SaGJ/5mVg41j0ljfQT30yzmGVfAy+kU/FXZUPUkJGYUY3b1RfTMehzDijl9dZt4K4zEDEF0iA6TuoNT94fDRERkJZW2vykq4G3vs/6ab4Tc0L+E2ZmIShmVFwrdNffFXEx6GteTTOe3SApbQOIVkqOJcp8dYeJbya1gPaZgLylGTIBhXg+TbP427JXa2NvtIM5bmT8H18Lb6/eB7vjwzGvN5+Jq+l+tQplG81Fs+7FMbjsF+40X7ibmBEWSpQngHYme5L3SKaM64gf9/6MkDgBniEAVM2AWe/AMrSAK/uwOBPGNtwFhYWYy7+oBXv1dz4C+ixEHDQBjGVjZVYdmEZTUKiX0eocDT9KEpLnXE1I0jv5QqVCrtu5EC24zxeijkA8HhwfO01OLz4Aq1Eev6v67iYop2wTunsia8mtkPtBROOJyoVai9deigBn0DG5+TpU8EtKQcxBMwmDdkMxIwdiTswr+08OEr+YbUjCwvL/yuXL19G+/bt8fHHH2vi5sGDB2PMmDFQKBT3dKt6EiDj6/mkEup6QgQcMyEPNY1aq0rDSktD7uZV0mr9Wqk7AHfsVvbFs7yT+FTQ5FBC+tz3WswkSpoQ8FvbcpBboL9PyOPA59lVgF9HgC8Ecm8a33OaOKboAgHkGMONRDtuKpJVHtij6I1UpSv8uflMwmYzAj5JfL0XycX12McPwAx+DspVzceERDxLL6nFrHAf3Mgsx7G7zC9E5txyFQcrr1Zh5dWLeHVAKywZYroNw6WUEvx+znjx90Eoqm6kVa8PI8JpUKmQqTJuwipVclFY3cAI+KTFFJnXRHwKFCcAbh3BG/wxYO7wj66fheVJZe3FdI14r+bwnXzM61WOjk0JqYR6qQKvbr1FW8OpIW1MFm29RZNYDae4pGWHum0HGW9e6uuPt4cF0fH85U03cCKuUHM8EftXTuuIc4mmx1KSHPCwY4dMocT4XyORb/A76nLgdh5eG9gafo7s/JqF5XEmOjoazs7O+O677zRx89ChQzFixAi63vz777/jSUamUCAyJQsNMhl6tfahPeLrpNJmbfUNSS8px7Q/t6EU9cTS1YhOPu5Y2qs3jqcnmxTw3SRWyEApVEQFJsX6cg6tNP9u1ij0DfKFSMBHRlU5smpMtHTlq8AVE9VfBR5PgQalsEn71jqmbsmIbFbAP5TGtI7Vg9O0TKIAsmsrAJl2/VWl5EIu44Iv0O//XlwiR1xxEcZ7t8f1kkzsz7rTdAUcSGt52Fkeh52pcZgd0gkregwyeS3RBfn44XIkoAQ4Mg5UPCKiN99nmW9i+b2mvhEx6fnoGvhwa0bq09BWBib251VUUQHfxd4KvyyegFV7LiIxqwitPR2xcHwvuDn8g3idheUJ5vDGixrxXs31M/G4eS4BYf2CNfsUcgW+XLpDI94Tbl1Jxedvbkf0OZ3kIA4HKoEAV07G4sqx24CcKd4cNacvFnw9jQrm3722Ead3Rmle0rl/CD7c8BKunzV2pSZcOxP3UAI+gZzvrTHfIruwlha/Qi6HSiwmGXLMtalUuHYyBkm3MhDQUb9QgeUJEvBramrg6qqtWiSQYIpUFI0cOZL+RzEzu3dv8ceW3BvA5klM9TaB9FN/dg/g04upqCaCrS4hzxi9RdmpH5DY6ItW3Fw4cpja9Xm8I1gjH4EanjXNgidM6uyBzVGZSCvWRgLERjSu9SJ0jZwPIWm4o4b0W/fVWsbxXfT/PrqIGwHZPf7apE99bG4lVp1JoX3rwrxt8erA1nC1NoNYoBWYPGpMT849aphBMMo1FGPTLuLDLUoYuhrxq+pQvm0bnF5/HasHr0ZSeRK+PHENEdESQKXtb/X18USM6+hOqwsMKfrhR0CpH6gRuhXGY1zRLex37kiTi3gqBV4V7EEHrr5dCIUnAiQP11tEQ/tpwM0NxvttfZj/H2qCRjAbCwvL/SmKa36/joB/Of+yRrzXJab8MvnSmXyLMx5hjICvUKD4++9hOWgg9pTw9cR7wvbr2bRa0drc9MSH5/DwQgJpcULEezXJ7saJVXKVnLYF6Cvp+9DnYWFh+f/HVNzct29fnDx5EkOGDKGPg4JMj1ePO0mF1Zi5NgqFVUyFjp25EOtmd6HxrJu12EhwGtHGuH/zupO30FYeg3S4oBBMzLZFMRDzeQfhySsDghj7SLQZD0T9BhQ0ZcITnELwWggXUcelqNeJL0lyqH2AzmdO4jWSmKvrlNSENacWK/m/oAdPe196lncKlpymHswkmbUoATj/NVAYB7h1APouBez8mrWY1iVdxfzfGMy7iZ8VE0we0yhX4q9L6VjxTBusnhmGlKJqfHciEUdjteIZ4ZczKZjU2ROedhKj9yDHSxXGcTNBIuDRRAsFXZskqXCmk31J4r7JnvYPQrvJ6HZ2D04o9V0CnMz5elbe8O/PbCwsLPfF0E5edwzWFfBJaw1d8V7NrSwTQowBRND/7WwqhoQ406QiXfGecDgmH2M7ukPANz1+/JOxIyKh6J7ivfr6budUsAI+C8sTEDe7uOjHg126dMGZM2cwcOBAut6sjp+fNLLLKvD8ut3IKWfWiS3FIvw8YzS6+XnC38kOqUX6681DQo3FndXno2jvdhLPmfLIH9aaec1Ab3/a8/56gbaNn7eVDSYEhOLzynOQ80lFKSCoAJ5t3x5D2mrPZSeWQMTjayrdNSiJqM6BpZkUQr42piZ/M5mSrCVzUC6tQ2ZFBVZeuYLYokIEOjhgYbfuaG1vDzERmu6FidtLfZUIZuZS8ERElAJkNQJIywX489Z1/DBkBL7qPBavBPXBytuXsDMxTq/q8q+4m5ga2A7BdlpLbDU/XblMq+iJ6M9RcqCqV0HFV0HFVUHE5UMBJRRNCj5HSkR+gzdoEvedbP5ZUtmg7oH48WwkGg1EfHOhAEGu2uvu0Nodf7495R+di4XlaYH0mm9uv66AnxKfj5Iitee0lviYbNNvzOPp6VSH1p9D92HtwOFx9cR7wvUzcTi79zoEpF0VeZ06mG16vZ3Tw9u637mUhOyCGtr+VQ0R8lUSCVCp/X0SbqQ9cQK+iuSetcA1peVN5P97tNgLMSwsDDdv3jTa369fPyriEzvQtWvX4onkwGta8Z5QnQ8ceQsQmAFTNgLWnsx+sgjYcaaRRfqvZ1PQPXk6psmWI7zxF3wnm0T3izhytJWU48cpHWmfZoKVWIC9r/TEuyOCMKGTBz55JpRWpD93xgwjGj/Hn/IR2CwfiNmK95AT+qLeeUR+vrAcPFj/2nk8OH+wHO3E/vf8FQPMwzH598vU/i6psAZbr2Zj0urLaJApMKWLl8a5J87O9Jc8zp6pZo92bI1NgYNhW2N6El/290akjRuPit27qVV0Tp6HnnhPkMqVtK+fKaRpzVcRLco+ivXnvseKy2uw8dQneKHikOkDuzzP9D79J3j3APq9S/ybtPuIlevon/+ZNT8Ly9OMW0cTOzlAQyWQp3XTsBUZtMZowoLf/PeaJPXokvvGm0i4zbQGMWTPrVy8UuuHBp7+jKnW1RP1YU29eh+C6lKtmwnBvdQ4eiCTRR/rJyuYYmF5GunUqRNu3bpltL9r1644deoUjZnVVUZPGu/vi9WI9wRi2bxsTwzty0yEaB97iUYYHt3eDa8Y9ki++ic+S5+EbcJPcUn0Kj7kMwmTxH49XdAKGPML4ND0GhKLzzkGDPsKaD8dGPoFMHY1Op6fh6OCtzGfdwDTeBFYJ/wWSzsaCNlWrkCHaQZXz6Hv8a53vJ54TwjiZsMatbil9Eee22Bg3VAgdjdQHM+0Vlo3DKgvx+TOns32oFYTxmXuP2256XiPvwl8GItrhB3XczD0h/PYEJmBVk6W1I7fEGWTgGUK0h6mOZx51bho9R7WC77GaeES9OTGNmPB76GZpzw0Lm3x7ui2cONqr1PEAz6f0AGCf2LNz8LyFNPOw3Tc2yBT4laWNmGUJFGZQrfX/f14c+dtKqib4mhMPnW7MsRKzEeYTiLBg1JcbdwW0BT+bPX9E4FMJqM26ixPJx06dEBsbCytttelTZs2VMQ/cOAAPvjgAzyJfHn4nEa8J1Q3NOKDvSdpX+Tvp4ykIj6BLDP2D/LD64N76r1+d/xd7MqLg8xWBZkNExgS8Zwg5vHxYb/+aOfMJEfwuVxsGj0Rn/YZhAmBoXinex+sGT4WX1+7SMV7gooPyBxUGN5DP9HYSijCzEDj9ZqlYX3Ry8VDT7xXXy+Xo4SYL0NnO3dM3r4de+LjkFRaioOJiZi8fRsKa2owoXUoRGohS68EvelnBQdMAxWdp5Vc1JeYoTbbkm7ScjG18j9WHIfBB//A73evwNPcFqW1jSYtk4ltvylSyvSTJYiFP1fGBa+BB34DFzakVaqyKWmBD9R5qKAQNq3pkKp94gLbzh8+zv+sYMzD2QafTBwCIU2A0LaG/GjMIEj+gTU/C8vTTOt2pl0xiH393aupmnHTytY4KZ4gkTSTlKpqum+R+T/5foqEWPnuTkSSqnwTRJ2KxaHNVxgBn2wCPiAWQWxrgdDuD1d9T6gqqwEExuMDh5yDq1OY29q4eOKxR/UA22MK/0EEfKFQSC1Be/ToYVRRdPToUVqR/8RBKmwKmaqey4pgbFIMQg3MMCz1GqbIpOCSKvzXbtP+9jB3BCz0bY/J5PnrY8QSiPkSycDHSsU4dOfGobs4C38ungGRRH/ybW0mwIt9tIL7p4fi6OJcCjzwOWcYBFYxUKlKsHr5x1joJIH9Cy9A0FTl5f7dtyjbtBk1Z8+CZ28Hu5kzIenUCb5Xs3Epvnnx+0jORijsugAFxD2A+WLnlNfjWGwBzaon1ng/nUpGJLczxpXdhW/mXe31PjMGQ4aPQvypZFottKvtcIQO64OOPy2nz8d5AtcCuDBvUKFfTB0c4uOR/977UCmV6Fdbh6DUBCTZeiLBzpseT4IevWocHcRt26Lhzh2Tz/HNOHDKzoMTmGAs85QDzF0a4TQ6CGJbUl7EA0LHAp2f10nRUQLc+1dKmaTf20CPBcDdvUwf1cBhgNnDL1KwsDz1EDvkxKNApU5mI/luHVjE/OzTG5i2FV1cuiDQNhCJ5Vq7NR6Hh/kdn8PypDqaBGTIkMxreo8b4+MxuuwLbOz+GpS6iTjEtT+zHGkSR7zZewEmJ0XArbYUsfa+2BY4EMqfI7Htxe4IdXvwJCBOzy5Qfg9wm4KGcZFK3PDnoF6snVSOaz0O3lbMWMjC8r9CvWAqIdm5LI+EVq1a0Y3Ex8OHD9d7rnPnzlTEfxIriYjl8dV04z738flVKKpuQDsPG5x5sx8Vlkm862QoDBcn0SRZcdPsis9RYg7/OK4og3GG0xWhi3YANgbjL2lN1F0nefbc14iTu+KwojucOBV4iXsQttxaHFn3Cc4HLMPL/fzhbd8UZ5LES5f2QMJBJrmzywuAX18MbPwKMLDgj1B0wJuyl1AGK3CiVRjHFeNrwe/0Gik1hUDMLrTp+gL+mBmG704k0ap5CzEfZbVagX5wiDOGBE4GTt0FZLV4QXQK3Tt1xJiroUZzynqZAomF1fjwwF16bxtknoo2vKuIU3rjqkpbKeDfTNzc3tPGyCJbzRTxZbg2pMO1KQzeJPgckcpQHHOdj0RuAK3JHxrqgtnhTFIZWdQgFtr8hxTcfXqMR0SYHBExmahRCjAw2Nmk2xYLC0vLmNPTl1bA6zr3CXgcOl4QiOvJ+tldqIV9Vx87XM0o0xNWFvb3x+dHE1AnNXYhMSS1uLZZQZ2M7yRpwJCqBjlG/3IRf8/tis4+Dy5m9PC3v+8xw9u40PsKy3+nitoQHo/XIqdOYpH+yy+/ICFBv3c1y9OBk5MTXVfevn07pk3TT64MCQnB2bNnaQvXJ5Eraczah1KkhMxWSSu+02rLkFpShtbODjj46iykFZdR4ZZYp+tSUFONd86cgFIdQZI2wELifgrw5Rzsf2k6WjvpOwiK+QI8G9qBboQNt2+iXiGjPe/FQik87cvA46qwOGIburqEYn6nLmhtx4zH73XuD39rOxzOSKDvMz2gAwZ4+MM+U2H03RXzpXCW1IDPVaJIcRm2npYoSXKDSsXEkZWNjdh19y4WdOuGdUMm4JvrFxBfVgwLvhCl1cRNgFkj6eXhjdFBgfg0KgLVMin4HC5G+wXhYGwSlCoVRGIprBxrqN19Va0ZUipl+PLWGdTIGmHFM52A6mtl+p7UwcUFudUGxWRNH62Ey0dJfb3+c1zAP9QRDpUiKBQq9A71xcz+nTRPyxXKh46bR/cMxdBugTgZm0xdAfoE+sLJkm0Xw8LysAx/tici9lxH2l1t0qlAwMO6T/bSn31D3PHJlgVw9bBDt75BiNK1ywcweW5vbP7pBGoqdcYBknRG3O6IaEfE86aCzsLcckTsNS6CJhTkVaK2ukEr+hMBn8NBgwJ4c+Yf+PCXZxHWK+CBf7/2vQNN+unpri906heMjn20awhPDCpy82tBMW1LjvmPwn+gQvQDBzQZKYb07t2bZkxynrTqY6EFXdA7UdsK82WLoWoSt88pOyD+SBI+fqYNIwA7h5h8eXOZ6qeUYeg5/CXwDMR7U6ir0fmWMRC7bwWnaaHwkD0XHbdJ0S7iDPwOHgDP0pJaZdjPnUM3XUIdQu95DhWUENpGQVHvCXml1t6ypIaZqI9q50Y3eqxqFGovXkJjSgrM2rXFRbE7Tp1LhY1EgFA3K7w7IphWCRXVZWFN7Fps7acNWA52U+HDzQr4FQJFX36FcbXaBYcTXl3wQ6cpdHA5GVeIub2aetQ3VgPnvwVSTsG5gwWykwRQSaWwC6qBpUcDlDIOGqv5kDr3Qm2Stm91upUrfvd/BrHFreANC7w+KABj2ruRhibAiQ+A638B8no0th6B38xfwaU8Fc3gf7GPX8tt+MiicaeZLTuWhYXl3li5AS9HArG7gLIM4Oof9DuqIeMCcPEHcAd+gD+G/IFfo3/FlfwrcJG4YG7buQh3C0ewbQW1+oxKL0NFnRRmfC6GplzEswnHjU5nXpiLAfXZOCXx1qtmIslLhFQbD3zR9Tn9FzXIqShD7KAfFI+QLlg31gGjDpfATAq4lgHDbihxcZALvfZe7r0w1Gco+7+E5X/K4cOHMXr0aAQEBLCLpo+YzZs304qy5hJjb9++DWkz/S0fV0g1tbOVSK8CX82nh+Lx87SOdK7Q2ll/AVJD0jGTqdHEar7LkFmwNxTvTbA71xpvST+nFeVr+N9B1ORvObThGHbeCMX4uG449nofxtqZxPDdXmQ2XYglvg5VKjMski1CbVNjUWI3v0fZGyGKDMzjH9Ue2NRSiojTZFMTmVJC43kSJytUKkyLkCELG9DNk4O3hgWjrbs73rJLwTfHEk0mhnOghN/ZBRiojFTnBOOIoisWyF7FGO5lBCfFAm5vM0/I6um9EglH8A7HH7eFk1Fl4r9ZH08BoGNEk6FywZ+KkbiUbQdX2wYs6O9PXbjI3O/7k0nUBaC6QYberR3h52iOu7lV8LAzo3FzkEvL7P7EQj5GhN3bFYyFhaVlkMr6Q4t64eDtPGSU1NE2fEQ0VxOdXYEfTjHrFX/O6oyfTyfjTEIRHCxEmNfbF0NCXdDZ14620LucWoryOhkEXMaAmSTlG0Le28lKhCKd8b21kwVq75EAQJIDvjqWgJ0vhT/wn5XMyz1szJBToS+Y2EoEGBDkjHB/ezzTgVmfYPn/p6SkBI6OjhCLxVS013UeioiI+H+9NpbHg9WrV6NWZ31Ql+DgYOpsVV1tunXI44yrtSWSq0vQ6CnXeOQqzRX45PZp/D14Mn3s52hacD6bmQ65iRajShHwSvduRuK9KYhorhIA9pbV6B2cBD6PeT+lKgdRiaU4sSsZh6c+B08raxrDTwvoQDddgqzcDd5VBRdJNU0EUGNvX406j1LkZGuL3krqmL93L3dvuqm5np+LWwX5NHGAuAj8cu0KLGRitLV3xZKuPdHFzQNhdtH4PuYgnD1KNCao9la1yCm2RW2DCH/cjYI8hwfaiUtXQ1cCp9JT0cONqcaVKRRYd+kGjsclg8MHLARC1MiaAuemik3S6z4syA3Hi4xbtMbUFMHV0hLzOnXGnPaMeL/2zDVsOH8D5XX16NrKE37+DogtLoSzhQXmhoWhnUG7iOYQ8vkY2eEJFNtYWP4fkFiI8cOBJbhw6BayUwpxYssllOtY5afH5WLtJ3uxdNUcLPtqMrb8cQaXzyTAwkqMsTPC0XdYW3TuFYAdv5/BjXMJqCyuAkepAE/ER2M96amhr4fW1zbC0cMexTlaR28XL3v9uX6TeK9GJpVjzTdHH0rAt7K1gG+AM9KT9XVIc3MhegzuhtDurTBwcvcnT7d9SnggAZ/L5VK7T5JZ5+PjgyVLlsDNTTtp8vZ+AqsG+UIgfBFWHRVqxHs1W6Ky8NrA1vesHrGRmLass+vxLNCp231PXyeVN9liKiFyPqQR7wkKvhJ/D+Thy78KUHnwIOymT2/2fYa49sdOUWvcbDRtGa2GbxmnEfDJd7pfoHFfIPJlt+jdi24Xk0swf10UzTrqWhAPn8h0bIr0wPvfvw7RwuexZ8dmQKldNawXcbCjDxfv7FRCaRCcD8m6htOeYbjj2ArrLqVrBfyt0xjhjgy4ZDI/jA8F3w4ivjZ4N3eWoqGdH8oPMwJ+A0+Id8Pno0LMLBCTyoTXtt2Ck6UI3TNWA5ErNa8VJR5AmCINP8rexbWMctpG4PCrveDRjG0KCwvLv0DiMSD+YFNSzHOAtRcQ+ZPxcSmngIEfwE5sh/e7v2/0NKnC+e3ZMPozqRQkCY3S1NbInH0eihLjKsRl/bwRYtkaqUU1tFJpejcvvLr1Fk43k3xFiGnGqtgURPjYnbwbh9MOg8floe/MF/F5++1AagYKbABvn/bYP3g1LIXNiFksWpQKIDOSqXK1cAa8wx/eQeUBUSgUeouRuhCBVmDCqoq8pqGhAebm2spYYgtJqt3JPnIvJcfU19fDwoJJGiPHE7cjEm+pkcvl4N+jN2Bz528JeXl5eOmllzBy5EgkJ987PmB5cMjf7aeffqIJrp6ennj11Vfh6+urTerx8HgiP9YF/Vvhg/1apyY1B+/k4c0hgfBqstA3icR0xeWATsGw6+3XIgeAL1K8aYfK5fyNGvGewOMo6b4BtR2w43o2vc7mkPsNRKVbf9jnnaGPI5VtNOK9LicVYfoCfoDpJKzwVg50I4LaxN8iISdZ+gD2VwPncu/i9BIHzO3pi1/PpKKmUW6cwMC9wYj3OozgXcU2fIrO3EQgygbo8xZjj7d7HpDAtJEKRQzOc05ijMUfyDJob3XDfjRCklczn5uKh5myd5CjYuL+rLI6vL07BnbmImSW1lLhT825pGK6Ea5mgLp1HVjYkybvsrCw/G8gc3Ai3IsEXEwK86Tfv9/OGQsLZxOZ7ypxPFk+KoRuupDkm5XTGMGB2DUTssvrMGNNlCahVZfne/pAplAhPr8aIW5WeLa7Nz46cJeOGc1x5wHiZsKemznUkp9UVs4K98Hum9lIKGAqu4NdLbHp+W6se0cLIXMh4opDHHCcLMXo6mt33xYv/5SdO3di1KhR+tfRFO8SRCLRA8WtJHYmMXNzC873i5NZHh/I/4v169dTod7FxQULFixAUJDWxp3sI9uTxvx+XfH6xUNGDW7P56fjblkhQu20CaGG2DXjbjE4sBUWDQhv0VrFxbxMWrnfzjtbI94TyFDRzi8LR6/aYnPsbbwT3qfZ92lr442OVq1wqyqFPjbjy/TEe8312lXrCfj9fU3H9p1d3emWXFqK0ds2QqpgOs8X1NViTsFeHJ8+C9PbtsOR2l2o0MmVJsOEk0010gtEkBJhTckHpBxG+eAQB1YOFfA3x93GW916UReBDw6cwt5obdssFUcFT0sLFFXUgNcIcKWg/7YKtcVJDofem3Qh9868mmp8fP4MbTPAqVHhh6PawrLzxVk4W5WleXw8OQXbp05psYjPwsLyz4m9nIyIXVfpGEFE7NbtPLH9R505fBPXI5ixQCwRYu7rQ+mmi4evI5Z8ySRWqVu+lOZX4L3pvyI7jYm5dRk4uRsV0JOiM+Ed6IqRs/pgyy+nkBrX1MbDRGyTkVxIhXyBsGWxzfmz8Th8MBrSRhn6Tu0O4b6bSIxhXAY8fB3wxYYX4OD8D9tI/8fhENPtFtjjt+SY/yot9nIhQXevXr2orRVZ8P3rr7/QpUuXZjMknyj6vIVckXG1CFl8K6hqsr3QJfMyELsHqC3BuI7usDfoO0f6wU3q3b5FpyaTYZK5zuHXgCuoNHo+zZXJkpcXNi82NaalI3PkaLy1Ih6L9yow/oYAzzo20+5AwQSAQj4Xy0eGoJXTvSvR/76cQZ3o376+GR9FrcfgvLPItduCzju6Y9i2QWjUEe/VZDo1P2lccnM7LKR1tF8qJe+WRrxXwxfLIeIb/77i4qNwWLSQuhBcdg3ViPdqyHXuuJYN3Npk9NrevFi4gsmKqqyXYXOUNsAySX05kH4BqDLdO4mFheUBOPMFsHUKEL0JiFoN/NEPqDTupUmxaPlEhyxQkcUeUatWcFzwitHzNXwxplxXoIOnNVbN6IQX+vjBXMTH0mFBzfYLJdTLlCYFFlOsvLUSKy6vwPXC64jKj8LX177G2HZT8eOrx7B3zhlsHrmZFe9bQtwB4Mc2wIZRwO7nmX/JY7L/X6KqqgpTpkyh4rqVlRW1dSQV02pOnjyJtm3bUltQIsjPnTtXzzp07969cHfXr0aIi4uDpaUlCgsL6eMLFy7Qx7/99hucnZ1hb2+PqKgo+hyJs0hVPKlkIuLvmjVr9N6LPO/v709t74nt5BtvvEETAFoKmXDMmDEDS5cuRWjovV16WB6OwYMH08RXEjdv3bqVWueXlmozsJ9UnuvhQ6vwDSFxWK5BJaW63RQRogpJTB3yDGBYxSOQwK7P/Badu6i6ESV1CojRiABurtHzftwCWKGOOVczkGsc/ONFdEl7Hi9Il+AP1ThUtZ1l8lhrTpNoxRUA/d8DPLQuVqbYdCVTI96rqaiTIezTU2i/4kSz95YwbpLJ/fkqO5TCCqivAJRyoCxNI96rITOFglrjCtk1MTJg6Of0872obKsR73XZfi2LJjvcCzJPWX8p457HUDetjItAxX3iaxYWlvuy5kIanl0bhe3Xs/H35UyM/fUSkgqqTa0BmhyLm4PL5dCNtBh5a2igyWN+OJkML3tzGjeTJCiSGLB4UMB9zsNBuXpufx9+P5eKJTtuIzK1FFfSyvDZkXgMa+OKi2/3x+VlA3D0tT6seN9CjsXmo9dXEZj25xW8ti2a/ksek/3/aw4ePKgRX0ncS0TZ3bt33/M18fHx6NOnD41z7ezsMHXqVE38TNi3bx+NX0kcTuLnF198kcbuLI8vY8eOxWeffYacnBzs2bOHxs3k5yed0R2C4e1quhVIbo3x/+m7+YU4cjcReZVV6O/tB18b/TaeQi4Pi7p1b9G5SaV5TtM5bM2NE7HMhDK6FZhoj6GmuK4WI7b+jWPXy1GeY4XGcnP0tWUKKgxRyHmafu4vhnVGHx+mTVNzbLt7h4r3SuKOTF7KU0JpW45R579Gr2MfoUJm7MggEpJYWgXIOZC7yMCRKMHhqcBRcMBREmN+DhrkctTJZCitqcOBO/FGfe9LymohyQeEFYCgFuDJgBPn4/FZn0G0Qp+iUve91958t8fFYO81bRKzkq+ibgi6kN9n7fUb9/y966Uy3EjOQXbxgyXAsbCwGHN88yW8NeY7HP37Ao5suIA3R32LO5eSwOMbS6L2DyB0k6Ibsjm622Heh+OMD1CpsGvlcVhYS/DuH/Mw442RsHGwxJSXB8DFs8lVxYTLOVnHriT97FvA4YO38PEHe3DjWhpi7mTjzz/OIKBvIP4+twx/RbyNP4+9+cSL9xTVA2xPuoBPenWShenU1FRERkYiPT2dBsq7du3C00B4oKElEKj1ZoCuBWhDFbB2KLB+GLBrDvB9COySd2HHSz0wur0b7etO+rSRxy7WpnvxEBRKBc7nnMeOxB2AoBiWIj5UcnMo5cZiumcxMfEErYZvjsJPP4U8Lx88FdAjQYWpJ+oxdvVdeFp66h3H5/Dxy6gFtE/dlWUDaQU86QX916V0aqtHkGZkIO/tt5E2ejRy33wLFeXVCC1JQ99cRtT4bjwPV4K5UPCAGpheHPUtUFGR3RTO9eWYFX8UA4KaFhFrTfftNElNMRwXLECrc2dh/coCk4c0kt4kKtM2f6QyS41L1mFgdW/ga39gz4tAlc5E9+qfwHfBjID0Qxvg2LKWXyMLC4s+RHS49KP+PoUUuLMNcDSwC+PwgPCFD/UJ2kyZAtvp06HgMVmMhWY2+LTbLJQoeXShsEGmHRcCXSxx5o1++GxcG3T0NJ5ME4Fla1OST2JBNa0+LDIhBjUqGrE5frPR/vWx6+Fh6QFHiTb7nOUeEJF+x3PGCVNkXCb7/yUR/5NPPkFGRgbS0tJQWVmJL774gi4WErKzszFmzBgq8JPY6ObNmzQ2ev311x/qXDt27KDvQZIie/TogQ0bNuDll1/Ghx9+SN//ypUrGmFfbc2+bNkyelxjYyN9jvSGXL58eYvP+emnn9LkgIULH+47xXJvyN+ExMyJiYmauDkwMBCbNhknET6JkD7vhpB4tr2ndgJJxt2Za6Mw7tdILNp6Cz2/jMCGGyXAnKNA+2mAnT8QOAKYfQiwv4ftOpn4pkYA19bAqT6N2kM3QIQMpfE15KrsUQ0z9Gnd/Pj7+eF4pJfUQgkuTio74/PGSfgx1Y1WfupCxLJZUyYDz+4BFt8F+i5FTE4ljZsvJBczbccqsoH9C4FV3el4VVXRfAKHKctqNUV843kI4boqEJ/KngVaDWRcw0zEzZUqC0hVxhn8JaSfdY8FwJJ4NA76rNlrIhWc94P83s+suoSwT05iweabyNatxo3eCnwXBPw1EvipPfN5mLB7ZWFhuT9k3NR1xCCQ7+hfkenoYNALnoxRL7TAucQUz3Rwx0t9/Y2qtRvkSry96w5NeFdDXFVOv9EPX01oS23tTY0jxF2PkFpcQ+NmU8lcZMz843ya0f61F9PhbCWGq/X9+6izMBCR/uVNN5FfqT8/KahsoPv/TRGfJJOS2FW9kQp5Iszq7luxYgVmzpx5z9ZNRJBv3bo1ysrKkJubi4kTJ+LYsWOatcnZs2fTJElyPuJ0RGIuUrHN8nhC4uXLly8jJiaG/kvi5p49e2Lt2rV4Ghjma2yXTIT4zk7a+I9YvS/ccRDj12zB4j1HMGjlOqy9fANbx07G1JC2VMjv6+WDjWMnItSx+ap9Qmn9VWRWbYNCmQpvK+beUVlnPMY2yvhokArQx6t5of37K5eQWEriTw6kdUJUFJvhwI1yBFgYO1291mYKNowfj/PPz8M7ffogpboQ2zKu4EIR6WevRFFdLZafP4Uh29Zj3pG9SK8oZ/QWciviKGHuVAuxpRQcLtCoUkBBlH0DGqR8SHgiqIjaod4EpD+1Np7t6OwKOzMJKurrTca5Cg6zzs4lAn3T0xU19ZgU2AZXZr2Ej3sNZMR7g37KNNlA5/1o0oEJkopL8Owf29Hz89VYuPkAUou084PTt5IxdNmfmPfDTjzz0Xq8s+4I/duzsLA8OKRoZeOXB4zizR0/H0O7PiEA0aZ0XHwmvDLooT7mrgNC8dybI8AXNH3pyTqAQgG5VI5f3t6K0oIKvSSB3469iSXfTEG3voH6Ir5KBUV9I3b8dpo+zM8qxaUTscjLMr2GsH3LZaN9h/bfhMRSDGd3/eQulsebFntNkYB4xIgRVLQnkMzZCRMm0P1PA28PD6L2bxmlzIKUmYBHJ6mk16cG0m8y+4r2saIROLQE/kuGYeW0ji06T7W0GvNOzENcKWPbQbL5+nR9DocvBKOxaCjErnvAaYogeAoVPEqA+UstoEh+DcPlw7EkbAkkAn1r0torV2jUYeHWALGNHPVlAtQmpeD3TruwOmcrrhVco2LS877TEXT2DmSFJyEID8fiQhvsvaWtXhrlLcGrm5ZD0VQ91picgrDQRuRymfPl2gGJnve2ZLPimePVPguh2m16oZDQszgRs9T2fl49AJEV0GiQeSq0AKQGGUkBQ+g/fFtbjBjaBZ9FR9CqIF1Gt3MDHCbrWegTrikDkKNiFnP7cW9hVt432ifvbAcKYoCXLgGlycCRt7RpOyQZ4MqvzHWGjLnn787CwmICUo0nN5Hsk3ONqSZUI3EAJqwBfJu3brsXHC4XLh8sxwvcjqjMK0SOpROUZObXVP14J6eS2kqqsZYIMKObN+qlCtzKNs583n0zh7Y3OXSHWQDjczlYOiwQL/bRikw10hrUyY0z2Yvri+kEldt0fpb72OYfI32dTQlIZB8HOPYOEDTykdvpk6ppUtlDqtsJ4eHhdCP8+uuvtPr9/feZNg5EmP3qq68wfvx4fP3117RS6EH4/vvv9ar1P//8c7zyyiu0Qp5Anvvzzz/1nn/rrbdoZQoR8En1PqmkJxbt33yjc/9qBlL5T6r+iUUl2wPr34HEx4MGDdK0miIVYiTh42mJm18fFIDrGeVIKKjWODt9Pr4tJDpWcH9FZuBCslZwJpXpHx+Kw+CQ/nAbx1i73xdpHbB5IpB5iT4kprybW83D8LsD8JV8KlYKVoLflKCpUHHwlWwaxAIBFm+PxvC2LnhvZAitINXlYgq5JhX6cW+jLScNCSovnK7shB+nhtO4+HxSCVytxXg53AU9644BxHpUVocPEn3w9xVthXl/X3Osq10ATlVT9VhxPIagDicwp8WfI5lvvD0sEF8fbMA04SG04moTmVKVrtir6AUOuZeMbHIocO0AmDsBtVqnKi9uEfwldUit058f9FMny5rZoE+P7rA5F0Hvh7qQBGSSoPbtCdMOAGpicis1o/ThmHx6f4x4ox+EtfnAgYXa+7lKCdzaCHh2AzrNbPHnwMLCwlBc3ajX515NUmGNXqRkZcbHt5PaY0jIw1v0vjM8CBdTihGbqz8Pr5cpcC29DIN0ErUsRHxM6eJFYwpSPW/Ivlu59Nq3ETe8puqiBf38sWSIttJfqlCi1ESlfnWDnM7prc3YuLklEDFqxcG4e0XO9PnBIS7/ip0+EeZ1206RZFOybqiGCPqkdRNx8zx8+LCeRbphHE7ei1TgE4iAr4Yk1c6fPx/9+vWDVCqFtbU1TWIlzkfr1q176NZSLP9/kPiYCPZ+fkzSEWkpNn36dJw+zYgYTzovtemOSwWZuF3StLbA4WJF10GwE2tjtz237+JkImNRT1CoVPjhzCUMCvTHFwOYtdD7oVTJcKPwVRTXa11O3+k+DItOuSE22wPhgcl61veZJfZo16YIW0vXIS2hLeb5jYeNQeu/S9nG7krlDQ0YZDMBPuZXcaviDqz4Vhjo2B9ZhWZILU9DRWMD0nOzsS71vOY1bazdkZfFR1oFs/aSVFYKPpcLFVTgSBTgSGQQmune/ziobhTBWtygcaARcPiY7T8Oy/JI2ymD8Y2vAkiYqwK+6Mt8Xr72dvCys0ZWmb7brYPADA3QTzTrFuINPp8HC/AwLbQdVt+4inwDZ4LRrYMg8eDhdhbzdyT2+5qBV4f0vDJkNr19RHwqbmfn49jiOZDLlXj/r2NokDG/J9H1jl9PRKi3M2YONO1qwMLC0jx11Q0oLTB2sy4ub0DxtQxi2UEfm5kJsOijZ9B/fNeH/jinvTYUty8k4PbFRL39CrkS0RcSMXCSto222EyIwRO6QGIuQtTxO8x1qAcyoQAXTtwFXyTEvg2XaMIBia/HzAzHS+/r606lJcYuJFKpHNVV9TA3b7kL12OPiti0tCCmbckxj7uAr+7Zqgt5XFBQgKcBdxsznFrSly40VjfK0be1IxV49Eg/Z/xCeT0279qObsNm6tnRx+dXYfW5VFrh09nbDq/096cVQ3/H/a0R7wkkWLlYuhFrn9+O66n+qEVXwOIWLBulKCvNwaHgqyTHEJA2YHvidlRJq/B1n6/1LoHv6gi3gLu0T7ya6nwzmDv64HX7D1AZIINnYwUyp09DUTGzkHry2FXsDX9B7314Ecc14r2akXGnsa8HM5kiVfemsK/hYnyP52Etskb/Mhfw9p/CvczNXL1c4GTV5FBA+mGP+x3Y+xLQ2DTothoMdH8Z2PMCUNd0Pe6dgYEfat7D1lyI32eG4b29sbQNAan6eqmfP4a1cQEC3wcaKoHb22mlb6ZNV7xaqF1EfMP2AmDYGaIojlkcJpb+pqbDScdYAZ+F5WFwaA2IbYAGA5FcV7wn1JUAkT8B5RlA+6mA4OGqcMyd7BFj0AeY0Jz1p57Lig6k8l4tTKmFp8+PJGBgsDP8HZmx3t7MHkF2QUgo068u6eHWgxXvWwrpeX/PViUqoCqXOc63Nx4lZGFw9OjRdEFp+PDhGDZsGDp06ECfIxVDYWH6k2iyEEkyfEkv+W7dtMF5S9BdvCSCfFJSkiZZwBCyUEms+N977z188MEHes+RwJ70GCVicXOQyieSGECqlkh7APJYJpPRiQH5mbxWd+GV5eFoLm4m+58GSEx75NXeVAwvr5OiVysHI9vjS1QoNxYeluyIxgejQml/ZTWkapP0h08uqkZ7DxsaN9NqzBvrNeK9msCUNTg1cwr2ZM/AjoauGIWL4ECJP8rDcCDBgkkMIs4X13Oo5f5fc/Qn6m5WQnwr/xKDeVp7y0hlCPxsj+OLoe5ALyEgtgbWDdFYwt+8fAp/Sz/Wex/7rCPgCPStXyeoTmKnzQREVWh/N0PMIMULA0JgJuTD10GCM4nFqIMY46Qr8BzvJEK5GYhXeuFvxRDUwgxethLA1pt5ManCJ8luxAlMHSN798QPfbrjhe2JKKxqpLuCXCxpqyw1JLFizXOdsXT3HaQV19LEgTk9fTC5syfkCiVKaqTYdi0LDTIlvOwkyC2vg6IpHHayFNHPURfSO/tMYhGGNpwyvp+r42ZWwGdheWDcbMxoApFhZbXh7LSqXo61F9JpxfWETh60RdTD4GZtZiTgE0hF/IPEzdnl9RrxXj3W/xyRggHBzujQ5HYl4vPQ3c+OWufr0t7TxijRiqV5SM97w/8fhv9XyPPkuB4mHBP+KTt37sSoUaP09pEq+sWLF1MrfWJzTxygSOV8x47NF7ksWbIEr732Go4fP46BAwdS0d/bm7nXkQTUS5cuYdWqVXqvEYlEtFrf5z623Cz/PZ72uJn0Tt83fCYuF2ahsK4GPV284STRd2C9nJ6tt06sFDLb0jPH8EHfAejg7Kp5PruyEr/eiEJccRGCHZzwSueu8LK2QW7NIT3xnnmvY9g7bhVOpvMhk3eFh0MROBwlMipVUJnHQI4GEJOoc8XXUdhQim86LNF7vauFJbKrDAQyFWDHt8JYx3HoYTsYDkJzTN69HanlzPi+Mf46LD31hafYylzUU7957f1FrlTC08ESeTzTzqyNCgFKanlYFNwTIp4ALhwvnEvJM+pTr4YjB2yFYgTaOdDHpG3M1+OHY9H2gyiuZhaB27o7450BvbFizXHklTD3Py9nW7wzY6DmfQQ8Hv4cNRZvnDxG3QdEPD6mtWmL2e07gsvhoKCyBlsvRaNOKoMv3wo5qmrImtynnM3MUV5OzqVdkyJW/ifuJsMCAo14r8v5O2msgM/C8hAQ+3rPABdkJ+lol3weYJDoV18vw8HNV1BRWovBk7vR1z0MTs1Uvdu5mLax927tQgYirXjfREVFPfb+dVHzmKzV7f/7Err0C0JYL61jS+eufrh0QT/R3tPLHi7NtGV5YlG10B7/MbbQf6CZHLEA/eijj/Qek8Ve3X1kwXnIkJZl//2nyb8N5N8BXNoCbsyCPZ/HRX91tYoprNyAXONeNlvilfgs5SJ2vxyOYFcrpBXXYOJvkahtqg4nlZ/nkopoT7cbhcavJ5WaDbxUvD1sJFlyA8D0r++1zdg2/0TGCbzX7T0qlqtxm9wB5vlEeNYicpHizd+2YH+ZB51Ae3Ia8IbMDOoc+Lv2vkbvbdloqGoDPJUS0/KvoZrLh1exHF5FKmQZ9LjvFy3HK5OnoXTtOpT99aVmf60IqBEBzgZrAnazntPfETQCeCMeyL4KWDgDzk0LjovjgKzLzCKqeyeja+vd2hHn3uqHvMoG2JsLISZWJoV3gajfGYvRwSuAtpPgbe6AHWV1iM6ugJ+jOUKP/WIs4BNIxb+kmarK5vazsLDcGyLED/8K2PeKtr0FX2y6Kj/1DLNd/R1oMwlwCgIChj1Q5fWLffwQlV6m51JEWpuQfp+m6N3agS4a6lqFNnffd6otQ/qbbwMFqRD6+cHhlZexInwFFp5eSKvuCR4WHnSMZmkhNYWP9rgHgPTdzMzMxNGjRxEREYG+ffti2rRpWL16Ne11pTCwslM/VovfpirbicBvCt1KIfXrDN/fEFJhRK7nQSkqKqILqcSalGzqpABSEUV6k5LWSCRZgeWfQ9oi6MbI5DHp5am7r1OnTrQdw2NPUTwTAzsEAp5dNItifQKat6onIpQpiHhDejpvfaEbwrztkF9Zjwm/RWqqw0ncHJFQhBOL+8CcJO+YwK/mNt4cShJRSWTLCAn7vz5Dloj1jjubWEytnEmirpoVwTnoekU/Hg/nxiFr/TigOpoRpA3coa4rjftFW6uMe9eRr3eAqAxRpG99MwzjRmFJx1D8fEeJlzbd1OyvhjlWKcYCBkPD3J4GQoVfXyZGJq5gZnaAazu0I84Cb7vTqlmxkEfbwxiOUZ197GjVfF5FPWwkAirqk8SJvy5l0L/BksEBGNfBA45WIioKXssoo2L+yohknIrXVvyrqW2Us3EzC8sjhlRMfzQmFIu23KIV6wQhjwOpOqNGBxLvkm39xQyM7+QOfycL2t5Ez0HwPszr7UfHW5KoqqZnK3u09TC9EEnEeJIUq04Wuh9Ld92GXKGCp50EC/q3wqdj22LWuqsai30XKzF1PWRpOUXVDY/0uEcBcYgi7aeuXbtGK6zJ/YesGZLYszmIHT5JpCVx+MmTJ/HGG2/g559/xgsvvKCpwidJASxPDiRBWTdGJo8N94WEhGDy5Ml43MkoLsetzDx42VsjzNeD7iPfi3CXpoRME7hYaQV9hUQFhRkzLt8sycfEvVuxdsQ49PXyRXl9PSbs2kp70xPuFBXidEYqjk2fhbIG073XzfiJWNKFmReqef2WfmEYIaE6HRm1efAxZxzGCAM9/HA1N0evypzboML8YztRLKmGVKmABU+Eqlpyz2LmyTyx6e8+X6SA4d1DSEJ0WovGgVzBhYCvP5+urxGhrVlH3MkrwPMRR+hKjdhNCoGZHAoFFw31QiiVXEDGoZb3czqG6cXAHTxdEbH4edzIyoO5UIC27oxzzd7P5yI6ORc8Lhft/N3ovEYX0qaAfKb5NdWwFIpgIRQip7QSm8/fQnZpBeb164JRYcFws7VCSV0dorKz4WJhiZ2X7+BAXrzR717bKIWHnen5gY0F20KGheVhefmLqVjx7Co0Nq3p8sUimBqB4m9mIj4qBfvWnMWQqT3g7uuI8OHtIBS1PIl0zLz+OLvvOmRkHtxEQAdvdOhlvFZA8PB3gpu/E/Kyy42fJEXl4EAlFkDF54KjUOG3j/cBldVwcLPFpEVD8cqiIcjMKEFONpMcZWMjwdJ3R7f4elmeQAGf2FIRG6u//vrL6DndfcTq6LEW8ImqQ3ozRuv0KCV9OMf+ZpQRY0T4q0DScaZ/cxNnFe1xV+VDPOHw+7lU/Di1IzZeydSI92pSi2txOr6Q9qUnlvaGqPvVk346v59Pw47r2civegE865sQ2p+lGZIEhUoBmVKml6VjZlMOGLQ5+00xBntKiF0vE/Rlq8T4tOss/HXycyrKu5noobklaDBEShkmppyFXUAtrHzq6cvrhR6QpjOD05t7FFg1iodEDw74chWGZksxNV4EeUUFyjZs0Hs/80bgShAH0TxgaIoFzFq1gt2zz8JqBJOgoIfQHPDvr79PIDbeZwAJzDSLsmRhef0IrTCYeIRJCpi0ni4akI1CrPCzDBaESZIAse4m/z/OfM5UfGquQwJ0mn3P62BhYbkHpKKe2OmS76TIEmioAk68d2+hKKKp0pG8buY+QNiyDMkBQc74e25XKkiU1UkxKNgZ83obJyzpjiGDgp2w+6bOd94EInkjvrn4K5zqK+j8UpqZSduX+O/ejeMTjiOqIAp8Lh9dnLuA94it3p9oSNLWozzuAbGxsaEiOdlI/05SUUTs7tu0aYMtW7Zo7KzUSY0kBgoIYDJibW1taZIjEcfJfkJ8vPFk3RBybLt27XDmzBmTC1Tq54nt6MMI+GThlFyXLu+88w727dt3z16kLA8GaTVFEiXuFzeTCrTHXsA/+g4Q9Zv2cdAoYNIGgHfvacbcXr44eDuf2jEbIpUrsepMKtbNtsO2q9lG1u5E3Dl0Jw9TbJupsrNjxnXyHSVW/duiMmnVuCkadc5Pjg+Q6dveqfGqvK7zIv3sU2+OcRLReuVwWMrr8Tp/DzbJB2Knoh8U4MKW62X6mpkrwGzBSZSoXscvEfrJt7oQu2p/R3M8290bkzozcwSjGNmvn/4uHhfhrZiKo/tV+BKSC6sx7tdI1DQtQBCR/lJKKTbM7QoXazG11ycMa+NqJOCLBVz0C3QCxMMAO3+gTKd1BE8IdJl33+tgYWExzdBQF5xb2g9HYwogEnBBNIVle2Kb/bjSS2vx3UmmOifE1QpbX+ze4op20l5qywvdseZCGnXaIElZL/VlLK6bY2RbV6y7lNGi9yfW/4S0klpcTi3FnlfCaQI+SeQi9tDh/vYPlHDAQlxRTCfHPexxj4Lr16/j9ddfp+2nCMQtKjo6WhMzN4eXlxd1xCIbscj/5ZdfqICvtt9nBfwnB3W1/f3iZtLW9XEX8H85GYnVZ6I0BQXhrbzwy3PPQCS4d9w8o3N77Lp1F1XSBijE+klbpFJ95fUrVMDfmxinEe/VEAF5T3wc+vt6mv78+drYdFvCHayPvQGeXRF4Jm4VUqV+q5PGGhmEFRzISUIBF+A2csARKZArrqB94gk1ikZwrAFVCZdaGCtlpsd1Je1pr+85L5JrP5f6BuKCJQWfx7yxrJ6PuhJzmAuE+P4C48hl6VUNoZX2Gs3MpJCV28PLwgFTurXDs23bG52XVNR3N/hsiHAfFmj68zJ0ICDkllVi2o9bUFHLrDefi0vHhbh0bFg4BQ4SCUYGMgJeRWg9DkTrrwmQVgH9g/zhZmOJIE8nJGQX6SXuTe3HFBWysLA8OB37BGHdtU9x8eBNmohj4WCFr97YZnwgafVGlptzy7HpuyMagf2b3a/BxsG0w5Qhrdp64pt9S7D711MoyilDu54BmLxoyD3bVg4YG4ZNK08ZXw4ZE0msRir0yWMeqMM0J6sYOckFuHMhAV/ufwPrNr6EO9GZ1Dq/Q0cfCB/SdeuxRsVW4GsggbI62/WJJvmEvnhPuL0VCBkLBN6nIs2zKzDnGPKPf4vMzHScU7THOoX2NZllzMKhoc2kmsKqBswKnUWr6Gtk2sX1Xu690M6R1M4Anx+Nx5oL6U3POEBRPAQqhQRi50N0T7saO9S/+RGKhgzFL/DFrhs5kMsnYgzHGR/xN8CCwwQTRxXG9r4lEhvE23qhTVkG+uREY2erfsi20vbNU3J5WNtmNEKdszHeU2vlYYarULS1QUmMBC7lwCcbFaiyUsKnczmcnRpRM6IvpBkZjPhtAKnYf282H47LX8OUwCk4l30OmbHr0NGpI90eKRd/MK7qvbsH6LcMcNSZPHZ9kREIozczVVZW7sDYX5kkAsKcI8CZL5ge3Q4BQN+3AIdWj/ZaWVieNojY0mMB87O0FrizHSi4c//XZUcx/XS7NfX/bQHEnYNs94O4k5TVSmnV/vG7hRoRg9DVxw43s8qonRyhV14MFe91UdXXo2LHDji/8zYdx1keAu9wxt2mKr8Z3wMO8zw57hEze/Zs9O7dGwMGDKCiObH9JJacpBfnwoUL8eOPP9KFQ1IRlJ6eTnvQk2ohKysrTWU1sagnVSPEAjQxMRHvvvtui8794YcfUnE+MDCQ9vwsLCzExx9/jP3799PnP/nkE4wfPx6tW7fGc889Ryv7z507h/Pnz5tc+GL530P63ZPtiSfrChXvy1UWyFY5ojUnF2YJh4DY3UD7e//+QS5W1J3q8yPxTX3n9cksrb1P3NzIjP0kTlfbxRM8uwN+A+iPq88k4asT2n6hhhARi5x/QJATbWtFkgXqpd0wnLMQnwjWw4ZjypLJmIHcm2iLVMSAEScISnDxo3wiElQ+OKborD04HxBwOZDpVLRq4eCA/VwMrOZrqmtNQe5LC/u3ojb1pCVXOw9rhPvfX5x/EP68kKZ33yOcSyrGzaxydPLS2gNO6OROW4NtvJxJr5m0T/hifFvYmTOJS5h9CDj7BZBxCSAJF33eBFyNF09ZWFhaDmkhQpKg1AlPe27m4lqGieodA+Lyq7AhMgOvDmzd4nMREZ9s94MUGpAe9jN7eGPvrVyU6yRekTEqIb/KpFOAGjJ+/H05A19PbI9erR/tePY0Qf5WxOGGOKU0EznTJKyW/E0fFW3btsXmzZtpj3oSs5J4uLiYcSdrDtLfntjoE7G+urqaxrjBwcGaOJk8T5ICSOxN4vTLly9jx44d2LNnz//ot2J5lJB2ZRlkzfAJJ6WwBL9FROnti0zJwq5rsZgRfm+R1tPWBtvnTsU3587jWKFxbJtZxaxFFNWajl0La2vgaTURWdU70KDQJp5aCYPgbM7Yw2+Mu4XllxghyYkrhrOjfgwugARfXL2Gfu5lKC6vxeY7d1Dd2AiYqSCo4YBDBXhA5mgcwxL9SiVUAo08KBoEkNXxIJBok2iJUV1jowBcflP3JRXAr+UgPbcCwnY8SKGASsVBXb2Iri0rK4VQybnwktjQ3vG1Mhn4ZjI98Z7A46kws3MQXgscjpjKOBzMOw4fc0+0tQ65p6j2oGy5EK0R79VEZ+TjclImegZpE44HBvvj5X7dsO7idTTKFbCRiPHuyP5wt2XWEFYtHIffD19BVEIWnG0tMHtwF4S1ZlwaWFhYHg47Z2taHU8gccjp/bdw/bxO0j4ZgOTGRQU5qUXY+espvPDBuBafK7CjD9798/7J6qRwoKKkGkPGd8bR7VdRWqQtEPBu7YyCgkrU6VqbELhcqKzMwSmronH3/t8j0K5nIDp0espbB6lYAf+BqayspNX6jy3p55vfbyDg382rxC8RKUguqqF2ca8NbA1PjzDwJq3HzK8iIDOYoKonSX0DHHH4Tj44KiU6FSXBqa4cMY6taEa7n40Fto3ahi3xW5Bfm4/urt0xMaCpx7xSRSfchsjKu0LkeBTBuXK8vL8INdWn8XWxFQ76qbMaudiFvmhUCbBS+AvdI4FpyzSJnAnQREo5pjnJ8bWJw067dsZ4aAV8gkNHFerlrpBmZUPiKIV/m2oILZjBz7xze8hItiGN2PQ/kwxnZjBKKk/Cc0efgyDnGtzkCmwRi9AnZBo+6KHf37dZyPuSaihhU29T0gPUENI72xRkv66AT6pjx/wMDFgO1BYBjkH6Ft1k8XH87y27LhYWlgeHJMvMPQ7E7ADu7gXSzt77eOKk8QACfkvYeysHXx5NoAIRcfF4c0gArQ7Kq2iAp50ZjsXka8R7grnUdGWnovz+i6ks94CMvcO+AnaQ1irqjHw1TcHssC8fqI1CSyGCORHKP/vsM1pFTxYQjxxhMnEdHR2prT6pXO/QoQONe0hf+RUrVuhV75M+oMuWLaN296Rqnyw4vvLKK9SCX223TypODBcPiDhPrOyJPeinn35KK5ZI5ZEaUrF97Ngx+jypRiLn6t+/P73mh4H0DDXsO8nyv+Gxj5szLuBr2RSsUYyAFAJYoRYfCTZgPImbDQT8lKJq/Hw6hQpIoW5WVEAife5/fbYTun9+GnUG7lRdfe01cfPWq0yveV3IftjYAC+eZdojlaUxyTydn9dkqm84F0duKgav1Fb2kPYopHpcv4Kcg4OqcFTJJNggZOxDa1RiTRKsKfgcJV5sVYlFJnIFTqlISwH9+JfH48DLXkIduAypc++F1k6WEPA4RnMJNYkF1ZixJgqX07SJC6Qi/uepHVq8GFnVIIOEzyPLobT3tCEkw98U2WV1egI+Od/yUSE0oaCgqgGtnCz0K2ZJktWYlS26JhYWlgdHyOdi07xu1NGErDGQxJ57QZJwHjXHYgvwyaE46o7iZCnCK/2Y8YAkYpFWGyfjC+8p3qspq9V3W2F5cEi15oejQ/DyppvNRc70eXLco4TcC0gsyecbV3799NNPNP7t0aMHTYQlrlZkI/GnGiLC68ai33zzDY3BX3rpJZiZmVHxn8S96radFy5coHFvr1696OvIPvXzLE8uj3vcfDUtp5n92UYCflZlBX66fhm3i/IRYOeARWE9EOzgiB+fGYUef/+O8gam1Yiarq6MyNvX2we/3zR2dSX7RTx7hLttRUbVZtTI0mAjagdvq6ngcphS+59uaJ1Ii0utIBDIYWtdS5dyG6UCJBVZolGWhjO5aYCUA25jU/woAmRcFa3EJ3AUzbQa1tkZIgjA7epU8IUKKBVcNNYLoFJyIeJwwCnk0n71XHnT+yUIEdzJCvGVRdQKX1nLBxRc8OQctHd1gbetDcwFAsjFpmP19OpCfJu0CjfLtQUiHW3a4o3AV8DjtGwdobqhEWYCPpQqFYQmxjlin2+KbBP7Fw0Kx6yenZBXUQ1fB1s99wU7SwmWTWUSkVlYWB49ZC3uw9WzcfHYHVw4egeRh6NJ/8pmj4+/oS6ifXTcOBuPX9/djrz0YljbW2Ds/IGobVQgO60YLm42uH74OupJsYKViTW6ppadhKoy45Z9LE8mj8RXoaKigmbUrlmzBgMHDsS3336L/zwKuWlrz9pmMoElzCKimqzSOkxefVljhZ9SVIOLySU49UZfOFmJ8c7wYHx6OE6jVwe5WOKlPkxVzoROHrh6Nxs9V3+EoPJsuk/F4cCqTQPw0kvwtvLGsm7LjC9ZqTK9kKcS4qfjfnBrsuEhR5zwYvqP6nJE2Q3LszagPkWMIc53cdNf37Ksg7s5Yhb64xt5DZlBIdiuADhPKvC1nxNHUAolTPT0lFXD65fvgD9JRpP+NXJCx0Lo7gXbmc+i/O+Nmv3l5sC+HswCn6yhEotjTqFLA5NAQBIuv69di9jW49HGoQ3uScIR4NgyoIII9E0T0dZDgFE/ANakTUAT3r2Aghj915Je2x46VVG6WDgyGwsLy/8eYokfNptpYbJxHJDJWKKZxKHlVUQtITa3Em/suA11cSRZjPz0cDztt+xua4aeX0agpEY/s/uMZyfMjz0IrsH4Z9Ff38KY5SEgbU0m/w0cexuoytMXhYh4T57/FyC2nX/++Wezz4eFhdGenPeCLDaSTRdSMa+GVPgb2tmrIX0/ydYcgwYNotujgCQe6CYfsPy7kEqybdu20biZtEO41/+z/wokBjW12H+82g+/KkI0j6tgjrdk89FFlApPg167E1df1ljhk7j5QnIJTi7uA3sLET4aHYple2PoeQh+DuZ4fRAztg8NdcaULp7Yfo2JmdUciclHe08bwMYLGPqZyeuukpquPwx1EuJukf44bsg5ZQdaOR/EzYGtQGHk4qSwD8Iv1ouxLVUIKUeEDnwn8psavY9u72g1DTIlfprSEc/8eknzO6sZ2c4djk0C2E+nk01fnEqlJ94TDt7Ow+TOHvd1mCHzlY8O3qV/A6r1q0hPawd8Nq4NvO21iwTdfO2pjbUu5P9AZx/TVZu25kK6sbCw/O8hSTgTwzwwrqM7nt9wDWcTm69u9nPQ9lF+FGSU1GLhlpuasY64phDXwAMLetFkrX7fnkV2mb7Q1BykbRXLP4e0Nvnt2U5YcTAO+ZXaexepvCfiPXn+UWNvb99sTOvm5kZbNd2LF198kW5qSOLsvV7TrVs3aqPP8uRDrPVJUjSJm11cXOjP/3UUSiW4RIg2SKqsbTAde5oJ9L3qqxobaV/7oiYr/JTyMlzIzsDRKbPgYWmNT/sMwuJTR2h/eYK7hSXe7t6b/tzDwwvPdwjD2uimfvfE2b4ROHknBb29fCDmOyHIbrHJ66ho1I4XpPdyboE9CopsEOJii6RSfbdBCFVQNag0VfcqAcC1kkLg2gBbay6qFHI0SAW0ap7gJrFCWyd3XCpKh5KjgrUNH9IMAaTEFl8NR0U/O1GDvqiuquPg846jMGPLDlq1rvvsyOAA2n9+ca+e+OPWXsxwi0QrSRFKpBY4XhqKxFpXOJpx9MR7wq2KGFwru4Xu9s2sB6uPy8rDxwcjkFBQTDoEQCUDuni5Y/n4AWjlonWLCfP3QESsTsuoJrr4m66etzIT042FheV/D1/AQ7/RHen2xSsqnD9ws9ljPfwfbbvOssJKfDznd0gbmHWRytIabPh8P77Y+Sqef3M4Xun3MXIyS8GxtTbtpFSnHae7DWXcup96VKRguAWJqS055kkT8InVw9mzZ7F27Vrs3r0bHh4eeOaZZzB37lz8pylNBQ6/wVR0iq2Y/uXE9pjY3w/5VN+CUxcz/SzPrdeyjPrYkyzzI3fyMbmLJ57v5UsnoGRxUqZQ0sWykT9fQIibNd4YEoB36m6juEm8J3BUKhT/vBIWAwdCmpJCq9Ut+vYF18xML7u+uWoc99QczRebBFrKpkCRCO4cXh2UDW7omX8DpVFM346+RZdQVyXH/nbDUW1lh/6BTjBz3YfNaVdAoyFFPS4W78Io6T70jnLDX2GdkNkmEjxRESJVwHs1dviwpExb09RqEODekRHNT30ENFQwfeNJFbt7GD2Ev/hFfK/Yi9bJtSiz5OB8Gw6qJRx0dOyI8Ow7GvGeHgtgSVkFDmaeubeAT/6epDJTqc7Wb/oUko8D22cwVVlqiGUn+bsXN/UbIpmWw74AJP87+zgWFpYHhC8CnjsAEEvmwrtA3AGgRKdPt7UnU235CCEiiKHeQhYlD93JR2dvWyPxnlAtMsOv7cbipYQj4EsbaVak7fTpsBw69JFe21MLEemDRgKZkUBNIdPznlTa/guV908CtbW1NE4zBaliIpX/LP97IiMj6eIjsXh1cHCgcTNp1fBfJr+yHu/vjaUVnRIhn/ZeL69rRHsPW7wzIgjHq4hdW4Hea8iy2knRQOjOCHbfyDXqY09alBCb5Xm9/Wjs3LO1A84lFlM76MtpJRj/aySt5l48OID2bTbk9/NpGNbGhdoEEzv6/oGOsBTrL4AOEcVjX4N+RVNbThrKGpg+lIa4oxhOnArEqnzRg3sXQ3k3wCGxpdpJnswbyH3JfyC+F76MVZFaC9LTCfeuetUlzNsWbTys8f3k9vj4YBy1nTYX8rBoYGuNdfS83r74KzKDugToEuxqidxK02LYybuF9xTwSbuueX9fowkEBPUwQVoYzFl/DaeW9KW9AdXnP5tYhNs5TOUQmVq8NTSQutKwsLD8NyFJNutmdaHjUUxuJSLiCxGbp7XkdLAQYm6vR2uzeZi6UunHHGRs2R+dS8eN5tw8CHwuh76WHDexkwcmdb5/v2GWlkFE+sEhLriaXkaT6EjPe+II+agr71lY/i2uX79O4+atW7fC0tKSOpDNmjXrP/2Bl9bU4ePDETidkAohnwcrkQiV1fUIdHXE4iG9UFhRY9jinT62NRByD6YkaMR7NdVSKXbEx2BJ114Y2SoQXVzdEZGZhkaFAlcLcjDt0Hb4WNtiUaceaGPtBEElh/ZMJtXwRGTffjMGw0Jao4YjQ51Miv5efrAW65/XSiBGmYGzoELBQ43U9LghETfAnC9DeY05eGI5XILLUSXno0HFg5AHGtvKGiXo7uQDH4kdVsdf0bw2Ii8FXB4HSgWHCvcCMxm4fBVgASj4MnBTzcAhzwHwd7JDOw8X/Dh2JD48dhpFNbUQ8/l4vlsYhgUzhWmzOoUixGERACbh31ZQDz/JOewsmgpZjen70KWcO/cU8KvqGzB/4z5afU+g0bMAuJ6Zi/lr9uLYO3MhaHKxmtyjHc7GpuJaqtZl4YVBXeHvol8MyMLC8t/inVWzMGRyN8RdT0f0xUT6rxoLazNMeuXRFM2oiTx6WyPe63JmzzU4e9ghLTYHsLUBh8THjTKohHyNozW/sRGKWmYdoM/YznhmPtP+5GmHo2K2lhz31Aj4eXl52LBhAxXui4qKaIUaEe1XrVqF/zwkO3HzRMZik9BQyWyE9HPA32MAv2aqJS31s5TLTAg4hJJarQhNqljEAh4GfX8O1Q3Myl9eZQOuppdiT1qUietTImPKVKjqmOCCZ2cHzz//gFloqOYQUoG06Yq+jWivVg4wr+6KmtOn6WNSAdo77zou90gC37KpKl8hxMSr+ot9wzOj6OZ/4jg4Hq7ovElbFajmcogM846nQeqXCZ6ICZ5IguUBSwtqdb+gohJwDAZGfse8oPMcoP1UqErTURuXB3luDcwLiyBwdsLhtMO44tWAK176wkF3t+5ol7bG5H/ONtUGWZ6GxOzSEe8NyLvF9LJ3YnqlwdwBeOkikHKKEYD8BwA27CIBC8t/HuKWEjqW2Uibj/I0QCEFJA7M2POAThl5FfVUMDmbVER79c7v64+Z3b01z6vFC6PL4HKMxCHNa0SFOOzXE6988jK8KvIh9PaCwIU4mLA8MohY78tUFrDcG29vbzQ0mLYQJJXfo0aNYj/C/xGkx+vff/9N4+bMzEy0atWKCvfEuepxYN6G67jbJP6QfujqnuhXM8owc00URrQ1XcVnZa2fHFmmEx/ropsQRYThkW1dMeC7s1TQVjugEPGhuV69M9de1VyTpZiPtbO66B37QW9z5J2Kx1UVEwv6c3Lxg/cV/GbXB7tvahfYBJDjO8FvGMW9Ai5Hhe9kE9GFl8iI97rI6oA5RwG3Dljz/lE8DD72Enw1gcmWf6aDO4a3cUVmaQ0yS+tRXidFTnkdPGwlOBpTYCTeE7r72eNyqumE4zpZ8/Z/atcCtXhvCGkTQ6y11RX25H6395WeOJ9cTCs4w/3t9Sr0WVhY/puQOHZwiDPdBFwOUopr6Pfe2kxA3U7I+PIglNQ0Unv8E3cLYSMRYE5PH7zY5CxIz9dM2w7SKoSMy/fij5mdYSbkwcPWDJ52D3ZdLPeHzF16+LPiEcvjQ3l5OTZt2kSF+8TERISEhFDHsoMHDz7SfuX/Fot3HsbVDCa+lEuVqJPKqIB+J7sA8zfsxYQObUimKyPgq38dJeDW1P9cTVm9acG5pE67putkboGxAcEYuH0dcmuq6T7y77X8XAy296eiPUcn5FNxVXjp9AFUyZiYXMIX4NdhY9DPy1dzzMvtu+GzqDNkUbnpRYCvuR36eXgjPb6pop9eugrdPNPgb18MsnSiUgACngJ8rhIyJRd3K1yRWu0IGaRY3XsGujr4o8POpjVjXXgqQAoILJvEe+bNobJVQOnTAF6qGVysLfHV1OH0qYEB/ujbyheZZRXIqitHcWMdMqrK4WNli4r6MxrxXvP2HBUW+Emx6jIPMLFkVF2i0/LJBBEJaRrxXheSGFFYWYPI5Ez0Dfaj+8RCPta+MhFXU7KRVVKBMD93+Dmz4y8Ly38dcm8J6xdMN0sbCVJjs9FYJ4XE0gzPvzsGnq0erAK/pqoef3y6HxeP3IZYIsTIZ8MxbeFgTRvNZtebeVyYmYvAkZiRAI45ViqHSkb6iXBBqsze/mYybG3M4OBqCzc/1rVKA7l9tEScfxoE/OjoaHzwwQe0/yvp97p06VJMnz4dq1evRkGBfuXNfxZiwawW701RXw7YeDOV2SQC0e153krfAndAsBO2X9e38iQMDGr6YitkwOVV2BVZiOqGXnrHVDXIkSm2hZuJS1CL9/QtyspQsOJj1P7wB62+D3C2xIejQ2Em4GHzlSxIlUqMae/G7BvkjIa4OMjz8+lrneyOgG+pXfTj8KRwKVM126M5z1IGpcp4QU/GA1LdgCJbE7ap5hIssAoF5hxhsoGakFfXI+vFZWhMSmJ28Plw/fhjVPsyQaUh1dJqOLmFASXGdkOtfIglvz4N8fEo+eMPSNPSYeYMONhwIZAom0/aMBQCA4eZPpaFheW/Bfn+XlsDxO0HeEKgIhso02kwXFcC7H0JWHyXsdwHqKVaVFoZzEU82qPXcKJPqpJnr7+KpELG4jGnvB7L98XCSsynQgphfEd3rLmQpud2IuJz6XhLFhh5ZllQ1Hvpva/Q/gycpNMhtLHBlkIZbHJkGGErh7nokXSqYWF5IEpKSthP7P+ZhIQEvP/++zhw4ACCg4Np79eZM2dS288rV7TVJ/9lSDsRtXhvCuJEZW3Gh5DHhVShjcOI/fvwNvoJTAOCnPHnBeP+cQOb7JKJjfyGyAxaca4W79XUyxSoMiFkE9TiPYEkyy7bcwcrp3WiYWmwqxXs+r+KHZwvkHplBRqlMgSHtAdnxI94U2GBG5llyChl4u4X+UcxhneZ/nxZEYyVivGI5C0w/YvXlVBBq1HeTOx5D0JcLXFoUW+9iTu5b721KwbR2UzSKnmK9JQ3tNbX/T27+tghoaC6RfbTxCp/1ZkUxOdX0cTie2F4TnKd/QLZxQEWlscBEuNuu5ZNK9+JqE7GKXW8SyAJQUt336EtM9TtLohTIEmSIpXwXXzsTC4qzt94Azcyy+nP9ZUKfH4kga5HzOzBVPKP6eCGn04n6SUHkfcb39GDJv2oq+wNsTMX0oSmiMQiZJbWYkQ7V1g1kyjLwsLyZJORkYF3330Xe/bsga+vL1544QVabX/mzBmafPw4iPc55ZUa8V4XFZepgpfKFdTtVCIUoF4q0wgJ1hIxRnYM0ntNf28/fHfVuIXgQB8/zXi//XYMtcnPbdSPB4mtfp7cOEaUmys14j2hTi7DsjMnsHb4OOqaEuLkiBc6dIZUocCa6OuobGygVfqf9hv0f+ydBXgU59qG7/WNuxtJCMHd3Yu1pdBSqFMv1F3/9tTdW+pKC4VCS4FS3N3dJe7uq//1zSYr2Q2Enp5zoJ37Yi6ys7Ozu7PJ7Dff877PI8W0bM5J50ipLZ6lVWgBKaEFdjFfpzbZp4Q1Sgudg7MoqfOm2OBDiaFa6vgvFy6FjT5GX69aAoJqUWnN1Bo1lNXosYgDJt5jsIn48kAWPnAj6noxS3ofFjNPb1/G5lxbY5vY5QNd+jO5pedrFoulglRNe86UHEAf5Hj/tSU6OgV1cds+vaKUD/ZuYn9RLr5osWisKI2ef/8sjb7bxO9pr5R4aZGRkbnwWfXzNlbM3YrZbKaq2sTJQ1m2O9Qqqsur+ejJOXQd1IbwWFuBu9ls4eCWE9I5uH3vlqjqHTicef3+mWxfbWumramqY+Y7SyUHzMnTbZ38/cd14csXf6W6ota1+Pbq3gSG+aMP9KO2zmjX2aSucbMFL28tiamR7FpzhIyTBfgG+uAfLBfX/1NotrKwYsUKSbx/7bXXePDBBy+KAdQ5xdymOu2v+QnWvQEladCiv80Gfu1rsPNrEHZCbS/nktGvStXn321Okya7hMD+6CWppEbaLOr5dRrsn0OZ8RqPT3O4/zhid2/EUuFZ1G6gdt8+Jr6zijq1VrLb/PT6bjw1tq20iBOG/XNo0YLkpX9QuWYNlupqDpm/gMo0+376HbTg56EZTxUair5tWypKDnp8/i4nrfg2EVnnJQT/3H0u4r2g8OMZDvFeYDKR+8ILDPn1Ez7lU7f9DIsfhr7FZVgPL0IhOpvqscT3QSmOvxOGtDTSrr1Oeo+CuqNQ5RtG0qg8lI1/myM6QORZ7PdlZGQubH5/GHZ8dfZtaorh5Epoc6kkxohJxoaOTiHefDu1B+H+Dms4MQHpPJnZwI9b0+0CfkqEH59c141XlhyRhI/WkX48PbatvTMoNHEuxdn9MVW2RqGqJFy3nnY5++nQTsvId9fZLYnfXn6MOXf0kTuKZGT+gWzYsEGahBTFr2JpqLi+mLA0EcPgjJ9ey7c39+TdFcc4XVgljVUfHtlKEuK/3nhGEt5HtIuQuj7vGdqSGWtOSkKOiIQSGe9CMBL8a+FBaUzdFAkh3pINc2NxvzEnC6oY8/566WeRvfzZDd2JGfoUyUOfsnk6149ZhW/A8gcHSTnRpdUGxu98G2w1sPxh6clg5W6ilTbBygWtH8T3obT07K+jKQ7lVEjHVek0g/n5ulN28V4g5gJfWnyY2bf3lsT8xrrXJe0ipe+lX/dkSUXBztb6wi65sWX+lZ9scosv8ERcsFeT+fYyMjIXPq8vPSqdY89GtcHM8sN5TOoex8HsMm75ZocUAyhICvWRzufOnfDH8irs4r0zP27LsAv4wj1F2Pa/sPiwVCiUHObD46Pb2OdFQny15JW7dzAOax3GiHfX2QuH3lh6VDrviXG4jIzMP88uX1jli7lmMeesVl98RfBNFV46I2z1v7h9Ih8u3cSJvCLaxoRz76h+LDhyhC+376SoqpqBSS14dvgQHu8zkLe3bZQEdZVCwdSOXRnWwuZ+8s76TczYtA2zzgIezEvCA3wp9q8mt9xp3kNyVHV9jTlVFYz7/nsUVgUtg4P5ZPzlTO/WS1pc5ptFXMq4m1iXfZqCmirKFD+TXj9PrFJYGk8JS8R4l1JpCqBXaDKVRgNWqwKFk3+xj76OsEDH6/PRGaQu/vyK+u8As4L0olIqa+sI9HHEN808sscu3gvEHt/ZvYExCeNRoMUqWvqdCPIeyZV9O/PzG3spi8xGH1RLbYke/7IWjH7Y4XYrEEULV/7+A/k1jteliAVdusZu5y+tM4vvNm/6tnK4OMrIyFxczPlwGV+/tMB2Q3znCDG+4WRWHzlpMpjYuHgPV9wxlMwTeTxz7UfkptmaZYSo//wP00lIdTgSFuSU2sV7Z5bM2mwX8P2DfXnxx+l8+n8/c3R3GlEtQrnhsUtp091WoBUeG0T6iXzbJIDk1mKzz+81sBXTR7wmvSbB16/8xsuz76ZVJ7lg6J9As0dFl156KQcPHuTZZ5+Vuu5vvfVWpk6dykWFEIP9Y6C8vqKmMUoNtBkHAbGQ4tRxv+ZVWP+m4/a+2VBdxLPX/cxtA5I4VVBF22h/qYpcoiwLDvws/ThStYPPzO5WtX0HdyVx0FyKZ/6AMSsL7549KPr0M6kb3pkyrQ8G0TVeLzz9a+EhPphiqxJsXERhVis41MEfrTIU/x2BLgL+gIOeB5NBU6ag0GhoF9KOIF0QJXWO52+XZuHOJRYCqyA1w8rRONfnu6qiEgLcTxTV27a5rbPW1JCQYeSxHo/x/u73qTHVoFfpuaPTHXSPtGUOKW5bJbkWUJpOYVR7nrfms/3HPiT4JzCt8zQGxg6k5Kc5dvG+AWOliorSFgSEnqmvv7RCiwFw+Yce37OMjMxFQFUR7PqueduufAHLti94IOM2Cisd5ykxifjS74d5b7KjsrqpjsnG64e1iZAWcSHeOCvyqjZj+Nb6rTSIum2phRG7bedX8y/3U9JqCN+2HSPdFpbD7yw/xttXu+Yvy8jI/P0ZPny41D30zjvv8M0333DLLbdIkVMXEx1iAkgK85HGuZ4Qp8YxHSIlsaVPch/7+q82nJaEmAYW78shp7SG+dP6SXElooiqVaSvlMcrKKs2Mnubu6uVM+O7xPDIqNZ8s/G0VCgghH8h+AuLfZfXhAVLve+ncA94cv5+SZCSaDRuFh2qvjq1ZPGs9HFYXPpRxf3qeZ5fSJdrQetDUqiV2EAvMhs9/7mI9Ne7dBEJtpwqdttOFDkIUe3VCR0l6+qKOpPkdCBy6YUttmDB3f0ltxjpeETAzeUfo3rtWgiMh4GPSLEzc3dkeBTvw/205FcYGkbNUuHFaxM7yNnIMjIXKTUGM99sFNfC5+aTtSeZvytTKopqEO8bYjT+b8EBvp7a0zE+biJyQziHONO3ZShL7hvgcdx8Xa8E3lruVNxfz9ydrnMyokDrtT+O8MWNPZr1PmRkZP4+9O3bl7vvvpuvv/5a6rgXY2Yxdr6YSAgJpGNMJPuyGjnUOk3Fjmrfik7xUXx++0T7uvkHDvLSqrX22ytPnCK9tIzfp17PVa3bc6SogKTAYKJ8bcJ2ncnEdzv2SD+LznCp4LaRgD42OZUX+g5j5rY9HC8ookN0JL9lH+ZIcSOXNmt9fatwbCou5pElf/DztVM8zjeLm8E+Cvy9vTlZGQD1Q2Cp3teDgG+0qBgU1JlA4ZSohVT/cI6W50nbin35eTceQ1vx0hjx1tRRbdShKNDg76XDR18/z17PFifx3vkQb8uv5pLYtzhT/AwmSykK1IT7XUOozwTpvXz3wHV8v2onp3KKSEn0RdPyOA8euJcgTRBjosbQL7Qfv5466CLeS/tWQnCMFyXptba3aRRFwuE8N3E4Os3FV2giIyNj66Sf9/EKx6FodH0uUd+Asfj7DWxauo+SvDK7eC/Izyzm/Yd/4K2FD9vXGevF9cYYnVwDBUKsf/f3R6XXIazznRk7pQ8zXlhgO7lK3x9WMJpY89Nml/mMqvIaPv/XfN6Yf/8//iNVNDPf/iJsRbfT7G+b1NRUaTD1/vvvS5WRIpPomWeeITY2loEDB2IymS7MKsmyTDizwSbcCwFfdNcvuBty9tgsmcUHbDGAbySMecMm3jfGk4h0YjmU5xAdGEV0oKMaUKIqH+rt6Lsrj/GoehbvmSZShxa9RskDw1tJ1s4QRORTT7o8NP/V1xxPm6xgV3INl1e+zHr9jRRp4li8P50snxcYFDuI2zrchrfGVm55qOgQ96y8h/yafOl2hLdTRofVirmJxq+fS71Y9vFGqUvpsS6v8uruxyitK6Xr/mCmL63Az1iDUaGi/eEIlGEZZGo0BFjMXFdewcSKaor63UvjVB9NTIxrB759fTTXJfZjfMvxnC47TXFtMYtPL2b6yukMjx8urVdc/iGVhkom/jJWul9wsOgg9626j5ljZxJYaLNpaoyp6/1w3SSkNnyRka13zZCSkZG5yKgqAIvnwY8bhUc5lV9BusH961h0VzojspEj/HVunUDjOnrOcW48CSm4r9t9aFQaTi6cxYjdZY5tsTL52Cq2RbTlcIitK2m3U1eljIzMP4cWLVrw6aefSgL+nDlzpHHz888/T0JCAh07dsRgMKDVuk5IXQjkV9Sy8UQhob46+iWH8sUN3Xn0533sSCuRuubFGdFgthLio+WpsW08dkr+tN1djN+VXsqJ/Apahvu5uKIIRO67swW/M0K0vnNQkt3GXThQNRDkrZXsoJ3pqDhJW0Uaay0dySKctccKGPH2WganhnH30BQpA1ogXsvUb7aTUWybPEzwu5GvLftIUuYwXb0AL4XnjvVfcsP4/uONpIT78cTY1jz32yEKKhq+TxrPYLrPaF7Ty73wVUSzbPOgu8UFedMpLpBxnaKkoofE2sME7H8HZhZB6mgSu93ES1d0sI17P+gGZfXHPe8AzL0JvBdSUCGuN9y5ukc8dw1Oljq6ak22bGwZGZmLF2GPL+JGmoMoymqqMGvd8UKXrsv2Mf5SZ74Q950Z1zG62ePm6UNaSmfDrzeepuQcbiC70+Vxs4zMP5Ho6Gg++OAD3njjDcnBSoybX3nlFclOX4yda2tr0etdx48XAiXVNWw4mYa/XoybE3h30lie/HUZW05noFYqUaOQCp6EEH3/iH6SeN+YOfsOuK07XljE7uwcusZE0y/Wtcu7ymCkymDrMhc596pqBWYvq5Rbr1Youb5dZy5NTpXO4w8OcziaJp4MYtrS3+z1BEF+lUQGlWIxqsjKDqHWqmY/Jxm7/EP6hCcyrfVggnU2e+acmmIe2fMl6dW2+eZ4bxVJvkqsWDCjRG117cI3WpScLA0BSx1XzplFi8Ag7u8wgBd2rSSrqkx6Dc5T1GqFWbLeF/uIDSynvFxPdnUYl/Vpi6a+E7aBWN8Aj59FnG8gIT6dCfIeQbXhCBUmA4fKV7Mv8wkSfHrQPugyHrtyiBQd+8yBZ8iuyJYeV2Ou4YvTX+Cl8qKwxvN348iOKTx24yDpO67GYJJiD2RkZC5ejHVGyks8/727oFaRdbpAWiTqu+EbOLT9FFUVNfj42XTB6IRQUjrGcXyf63zIwHGem7oai/eCy67vKxUCzPtyHSUF5SAiV2pqwUPB0JFdzSvelbn4OW/F3c/Pj9tvv11a9u/fLw2sZs6cSXh4OGPHjpWqJnv16sUFwdbP4I/HHXn2cb1gyk/QexqcXAHBydBpik0kCkyw5aPnH4FTa8A/WpocQ6UBcxM2mU2tj2hvKwiotFVeTlMv5FrVKtbGT2e512h+358jdWZOG5Js7z4ShNx0kyR+5z73L77sUsLvPRr+kCvR181AmXk/VouO4yXHpeVI8RFmDJ8hbfHUhqfs4r0grzqPdoGtabnuDAs61rK6o4Iex13LUYp99LxdGoyxolS6WF5xSM9v9y7hVMUBXqmq4rpRFbQoz6EgpBxT6kywahlb5MPIUi01xHG9eRi7Fvoxu/IHOgYZIXkYBMYRctttVG3YgNXouED3HzMaXWKi9LOv1peCnU/aCAABAABJREFUmgIeWPOANHgSrMtcx7GSYzzW8zGWpy23i/cNmKwm5h+bz70DB1H+20K3Q+47aKDUESWh1jXxC1FfHnp0CZxeZyvW6HwNeMt2oTIyFxyhKRAQ5xAkzkGwogI1JkyNvtbC/VzPBxqVks9v6M6Dc/ZK9vgi/mRKjzim9rOdn5qDRqnhvq73kbOwlFJmu93fLf+oXcAXNqIyMjL/XLy9vbnpppuk5ejRo9K4+bvvviMsLIzRo0dz1113MWjQIC4E5u3M5PH5+zCabePFtlH+fH9LT27unyjZqwub5Ku6x0lDKVG8Ks6fZwqrWHM0n1A/ndQZLjIyRaayJ5pyQBH2+ImhPlInuTNd4gNICPaRRHjRmTltSEvpNTQwqUccYf465v76C4dLlJwmmj3WFGnR4yjSOp5fKS3CyUq4AAgen7ffLt4L0irgyYg3mF07Ha+6Ms+vHw3PHE2gklKpIEHYUC+Y3o+MkmreX3ncQye9u5D13opjVBtMkkV1/5ahUj70bQOTWHIg10V8G9gqTBLvBd5aNZ2Ne2HWBEdhmygkztwBV8yA48s8fFdapeivwR1e5VsP0QSiIELsV6DTuGf3OSOO/9qjBYT56biyW6z0v4yMzIVFZICeVhG+HmOizodQX61L16X4WUT43Td7D4dyyqVCriu6xHD3kJbN3qfI9bx3WAq1RjMfn8PiPznM9996/TIyMhc3QqS/5pprpOXUqVN8+eWXkpNVaGgol1xyiTQPLf6/EFh++ASPzF9Crck2NksMCeKbG67khj5diAz0kyzWr+zcDqVCSaS/r9StnVVazprjp/DT6xjRuiVeGk2T42Zhne+JYG8v2keGcyDXNv+rNChRGKy0jgylvX84h/bm8kzecm4b1FNyBWhgdHIrfrh8Ek+sWobC+xhtE20CtqBFbD77CqIpM3hxuqqQ06cL2V6Uxvwhd6JSKHn36K928V6QXm3GT92WQGUBBmUxeQZfvNVG/DW1lBq8OFASTVm1D5tzMyV7/l05OSw7eYL5V0+hyFjNZzu3sbN0H7qIChRY7eJ9A/7+tZQnVfJpxjZM6yyk6ELokRhLcngIN7XtxryTB6kwOMb6XcOi6R9tK3RQKnRUWXT8mvkoZqttTjq9ahuZ1XsYG/sCRyuOkl3reO8NrClYw+DYSXywb7PbfYNiEvHS2opdtedoXNx2MoM1B09JIv/l3dtKvwsyMjIXFnpvHW17JEkCvIQ4D3vIs7dZ6VvAYvEo4Pv4e6Fr5BLyxAc38Pr9MzmyOw2lSsmAMZ246dGx5/X6Jt4yEEt1DV89/4tjpVMcYAOxLZ2ad//JWMXn0oz++uZsc4Hyb7XMd+jQgffee4/XX3+dX375RZqUnDdv3oUh4JfnwNInHOK9IGMrfDUSCp26w3d+A7eutIn3696EVS847gtvCzcthvZXwlabUG4ntgcENZF3I0T/Kz6BuTdCrW0SsDysG0+ld6OizhawuTezjDU79vFH1y3o+9wOEbbsHd8BA8gxF7Okm2sVTq3Ogj54BWaLYwC2IWsDp0pPSV34J0pPuL2MQyVHyE2wdf/saKXk80vgik0WQivgcIKGd1vegbHenl8gLPQW7y1gar/eFFeuwqDScCwoHm3IEqSpOoWCOeW3MdtoqxoNpYwF2sdI2VBvf6dQwbi38e52EwmzZ1Ey8wdMRYXoB/RjS2o58+ZPorNXJAN6PcBn+z6zi/cN/HT0J+7oeAe1ZoeVnzPCdl8UAlRv3ULpz/Okk5ew/w978EF0ybYsqHPy292we6bjtrDsv3UFBNiyr2VkZC4QlCoYPwN+ug5q67txRJGOoapJAf8q1TpmmYe6rL99oC1HyJmOsYGseHAQmSXV+Htp8Nf/uc5DTYTnwVKRl60q3Euj4p6hKX9q3zIyMn8/hJuV6Cx6+eWXWbhwoTRu/vHHHy8IAV90bz796wG7eC8QYs3kz7ZI4ncDP2xNl0RwId5/t/kMz/520H4N2yLEm5/u6MOlnaJ5b+Vxl/23DPeVCgI8IQSiN6/qxO3f7bBn3CeGenOmsJrd6WX2cfPPOzMZ2TZSOq93iLWdZ4ekhtPJ8Dq9ectln7Xo0GLAIDw76xGiuxDxhcglHAUasyVPyQTFAwxS7eV21WK8FI5CXYtCxY21j1LpFDRaXGVg/q4s7hueImXWNwdxeD9Za5soENffT4xuze0Dk1lwdz+pOzW7tJY+ySFYLRaunLGJiAA99w1LodWGt91dafbOgiFPgLEJG39DtXR8bumfKO1bxOiplQqpG1ZY5jeHFxcd4osNp+23P19/inl39ZUKLmRkZC4s3riyE7d8u53CStu5y1ujorqZXfkNiPNRY4TTyu/3DSC7tAYfrZoAb82fLjI4G8Jx5f7h8rhZRkbGRlJSEi+99JLkYLVkyRJp3CzE/AtBwBc29k8vXG4X7wWni0q4eeY8ThQ6Cjpn79zHDzdOksT7X/cd4skFyzDXD5yFqD/zxqsY1yaVvTmutvtRfn50j216jvLl0SO57edfyROxpqJXLSCAsrxafjt+WOpu35ubx6+HDjM4NYmpvbvSLc62r74x8RhqDXRIdX0+lcpKUmARu/MdjrTHy/PZmH+SAeEt2VrsiMZq4GB5LeWVYSjUofVd/U7CiFWBocBLEu8bqDQYmH1gP08PHMx7dZspK/RDqzURGFzZWJOS8POppbjcly+O7sD7jFra151DenHviL78Nu56vjq0k7SKUnpFxBAXWMPT295DbQ7m6pYjSTPOtov39s+nciOFtacwCAdeD9SZ6+gWHst9nfrx0b7NmKwWKW7r5rbdGRLbvPnmGcu38NEyRwHAN2t38vVdV9E6OqxZj5eRkfnvcc/rU6RM+8LsUjCZ0HprMRjMLgK9hHCXapCvGp2sxt82BHWjYvio+BDemX8fBTml6PQa/IP+3HVzSJRD//NUZCCKA2545PwKA/62WF3jas663UXKX+J5r9PpmDx5srQIS9ALgvRNnu2XncV7QUWOTZzveTusfsn1vvxDsOl9GPZ/UFMMB+bZ9pnQD6749OzPnzwEHjxis+/XB/DDwQAqMl0rzvOrtGz7YRuJHy5CN+BKgu58CHVIMJlRGqxK9ypMpd8JVGrX/Pei2iIWnVrk8SWIsVJRgOPksryrUloUFivd/e4ifUec22MacvD6JoXyU7Gtm8dqslUMWi1qLHUOy6d71PNJUTpl14liiSWPQ9vL8WrXDq9XXpbs8G/65XKOHq6v1qw4zOjZS8gODHV7bqPFKDkHDIkbwuvbX8fU6PMb2WIkCqWSqBdekLr8DWfOoG/XDnVIYxP/Jsg76CreS68nGzZ9AKNfbd4+ZGRk/nskDoAHD8PptaD1hZCW8HbrJjd/Qf0VSf4WFvtcIWWlXdsrgTEdXG3qymuNvP7HEZYezJNyj2/q24Ib+ti65c+XwIkTKf72O8wlDiHIFBpOwJgx3BYSwJSe8STJnUQyMjKN0Gg0TJgwQVoulHHznoxSj/bLzuK9QNgff7r2JI+Nas2Liw+7XN+eKbJ1oj93WTvyK+qkjn5hjS86yd+Z1MktS9MZIShvfHwoW04VScVPQmB/Y+lRtw7+hfuyWbQvWzq3Pz66tdTJfkKZiAF3Qcno4TKnqLKOH88U27PfG7PL2opdplZst7RmpvYV+/p1Le5ny2Fbsa2ncXOfpBAOZpdzPohj99ofR7msUwytIvx4ZUJHqUN1zHvrXeyqf9+Xw4HQ07hf+luhNANaDgeNDxgbFbi1Gy/998y4tkzt10L6LEURRUSjCIOmyCiu5o+N24lVWMi0htuLFj5cdYK3JnU6r/cqIyPzn0ecazc8NpTNJ4skx6ku8YG0e3bpWR8T7KMhPsgHnUbJ1T3imNDVNU6wxmCWzsWL92ej16i4pme8VER1tvN5U1zeOYYZa05KToQN+OvVDGoVJrm4TO4RT2qk3KkoIyPjikqlYty4cdJyoYybj+QWUCYsjZ0Q40pn8V7crqgz8NG6Lbw2fhQvLlljF+8FueWVvLNqE29OGE1WWTmz9u6T7PbbhIfx+phLJAv+pmgTEcbqO29ma3qmtJ3IdX9x4WrpPosGrGrhHGVmyenjLMk4xpCWSTw5YBBJQcH4+9ehVrvPN/to3Y9tcV0VC7K2SdEqjRGrlBqxH9H5KP45oqN6+6eyzJTn9pi8Stt1Re+YODZnZlCQFYyhWkNcQpHbtkZTvVClsr0nlQE+Wb2VcZ1akxQezAt9RmC2mnl+30vsLTgpbSeW5/ZtYVhMtcew4wpjDm38e+Cj8qHK7Dpu7hHcQ/r/gS79uSa1E4eK80kJDG3Ssr8xJVU1fLJqK1aliDaof77aOj5etpn3b7qsWfuQkZH579GidTRfb3mevRuOSue4zgNac0XbxzA1nhNxGvP6+OmJSw5HpVYy7KpejLrW5u7XgLC+/+G9paz6dSdKpZIRV/Vg8vQRHq3yz0X/cV354fVFZDfY91ss6LVael7SkYAQX0ZO7kPLDu66nszfk2YL+Nu2bWPVqlXn3E503w8ZMoT/OQHuGZNNIrrwfSLsufUupG8BrTdM+AxGv26zzfe1TWKdFWGvcWY9FJ2E+F7k10/wNaCymHl1wwzCykqpREvlrN8oW7mFqDk/kBahQmU2Y1a5jjgUjcT7QF0gJ0tP8vn+z5v/XsVnFNWbyS0uZ9WO3W73DUyxVQY+NLIVO9NLJItpY3kXdKFrUagrUGgKsRpt4ntP5RH3nZtqIGunbTIR+PnIbI7WOqyWBEt89PSoq2N7o/NXqFcoSYFJkj316wNf5+WtL1NYU4iX2otb2t/C4LjB9m218fHSIlGebTvOwsWgKTv8skxbJ68nRFaojIzMhYk4/4o4kwb0QVDr3jkpUCss3FbzFbf5bYHrl4HOfRLwnh93S3bAApFb/H8LDkqV1df1bsJR5Syow8JoMXsWhZ9/Tt3x43i1a0/I7bfxamTkee9LRkbm78W+ffv4/fffz7ldp06dJCv9/zXO1vTn4tc9WbSO8sPgwRJ/x5kSSTh6ZUIHnhzTWhJ/Gmfee0JcNG8/U8zJgio6xQY45cp72BZYvD+HTScL+XV6P7ZY2uBFLTW4Po/VJV1TWNGrpCKuV5Z4GL82YoOlA/stiXRQnoborgQOuBUOexo328bEdw9tyZbTRRzIOj8R32yxsiOt2J4n/cvuLLesafF+l1elMJ5GVvg6f4jubHOnmfQdLLwPyjNBrYded0CnyfZNY4O8pUUgju3x/AqpaCDUtwk7/MoCfGZfxwbdFunmDksr7jbcQy4hHMk9v/coIyPz30OI7ENaO+YqIv319kIjTxRXGfHVGaQ4kCAfVwtQwaPz9rFwr8NqWJw/hQA1bXDzLfQbCPDS8PNdfZmx5oR0rmwT5cddg1oSH+JwNpGRkflnImKmhKvruWjdujXjx9sKFP+XRAb4SXMIFg/CtsAihqBiUcDK06dYsP8QFXXuY9udGVnSfp4eNpgHBvSlss5AhF/zokT2pOdwMruI1lFhFFVWO5oQ63Vvs7cVa31968q0U2zNzmT+pGswBxikjHphW+9MhcF1TKhWKPHWKHh2/y9SA2pj/cloFk+kcHOVbuEdxl2tB7Nsz2y0vgaUKguGSi0Wk4r+8bY5l1s6d2N9eho7crIoK/ElLLwcvZejY95sUVBUWn8cLKB06u3acSZTEvAFu0t2kmN0bZQLDKziSKGIZHF9vSqFlkjv9miVWu5NuVfKvS+oK0CtUDMwbCBDwx1OjhHeftIiKK2q4VhuIS1CgwgP8PzZCKH+zrkLqPGzHVOFCdRVNiH/WE69+CYjI3PBIbrnuw1pa78dGRtMZoNg3kD9yU3MV1QWlJGvgveWP0lotLuj3SfP/8rvP2yy3575zlLqaozc/Ni4835tWr2GNxY+zJz3l3Jk52niWkZw1b2XEN/KtUlNBrkD35l169bx9NNPE3kOYcJkMl0YAn5cD0gaAqdsVYgSYkLL5OECtq7C3SK/gWAnqxyvRvYVTWGohpkTIN1hnXN34jXMx/EH2yfnACllWa7HLj+fw1+9x+xeBlIzrRyJdxXwQ/QhUse9IEAXwPRO0/lk7yfNe03A8F1mBoT0ZPwNn3Gk+Ag+oTuoKuxaP7K0cEknPf1a2iYixWTr0vsHsu54AaXVBlKiu/Pzye/YaD3IiaMDsVoVZFjDaYOHfOogR5b0wbxdHl9L54pismNak1VpOwZCpP9X339J4r1gRMIISbDPqMggwjsCn7zDsPUzCGsFiYMcFVBLn4ItM2zd/+LzHf4c9L7L/QkXTIfi+myTenZYUlhg7seN/mGc/xSEjIzMf520TU2K927uKXtmQa/bXVanF1XbxXtnvt+c9qcEfIE2IYHoF1/8U4+VkflfsX79ep544gm39WLiTGSzy/z7iMLXJ598kuhomzDbFCLj80IQ8IXF/ZgOkfy+32GpKbKOTWZbP40ztUYL7690j24SOFur++k10nIuRPbnLd/uYJ3T+blPUhMFmY3cAF4XnaFVl9BLcZitVsfFtwozLwUu4tXSoZTih59OzQMjUnhneSMnrrOQaw2iQ3Qg3LKczsWnmO61nBk1w7DUFwZc3dLMqPa266JAby2/Te/PxpOFkkAubPrn7Mhk/fECyZmgifldiYRgxzETFv+eeKlmApfFpqNscBJTaWHcOzbxXpAyHO7fZyto9YvgYDHs2HSGhBBvqThXZFAL3l5+TBLPRFSCsKsWhQcim9qN3x8iON8m3gu6K4+xSPcky8w9yAu+vtnHUEZG5n+HKLY5m3jfQHpxNTO3pHFPo3OBcCxZvC/b47j5zwj4DcViL47v8KceK3Ph8tVXX0nL2fjpp5+IiZFjC2U8s3//funaRIybz+bwMXbs2AtCwBci+8TO7Zi729EMJPqvhGOoUTSGOTkqGy0WXl+zQYoxMok8IydaBDsEIB+tVlrOhcVi5cGfFrPsgCOuqmtC/fWGOHTC7VnlEO8bqDQaeHvHGgpMlSjKgmkZWGifVjVZFNQZ41BgxooCL5WGe9sO4Ie0JXipDZitSowWhSTkS9ublRgkAd/pfVZoiddGMnf0zRTWVZCQWk2lxRbz5B1WRTLJTGxrc7MS73POxKvZmpVJVkU57SKD2VCyme2FhzlSVEFukS91Rtsb0JQIF1nH70RcsGNe/kyVI+bJmRMlgXSP1lJSL+4rUTEw4m68VLZu+lZ+rXi1w6vk1ebhp/Ejr7COnzbsIyrIjwFtE1HVux8IC/z3/9iIwWSWnA6uH9CFh8YNdHu+V1etY3e2LS5XXDmJ4gmjvxWlQUFkmOwsIyNzMZCXUUTW0SxQq6HBAUVcxBtNtgjnehG/KKeUX2as4LYXrnJ5fG2NgeVzt7ntd/EPm5j66Ng/5V4VHBHAnS9N+vNv6h+CwmpbmrPd374DPyUlBT8/P0JCQrjlllu47rrrCA4+9+Ta/5Qps2Drp3BqjS3jvPc02PE1bPfQsV6eBS362yzvG9AFQPsJsOQxKEmT7i9scz3LjpWhVimkSTuP2cm7vnUR7wVJp3/k3jaDeP+w7cs7uqrQ40vW5BRhjVG4ifcCId53i+jGXZ3ukqyCpq+cLtnMCzHdUheJQlmLUut54s+nBu7RjSbhwX+hVCgli3pl2E58AlZjro1Cpc8hTavHYh0m3S9QKRVSdmYD7SOeg75wIKuMWTsP8kdFHzTZxxhQVeH4Rep4NYQ4ih5SwjrwR/Z6t9fTXRvGXX7d2aBNoCquOwPaTJKKElyOhVJDUkASLBC59d877hDd/VNmw/FlsPlDx3pRnPHH45A0GMLbONbXlNp+BxrRSXGKSeZnmb9HzZzeZZRUGamsM9I/JQxf3V+SLiEjI/NXkrm9+dsKEb8RlXUeYlXOsl5G5u9KUVERu3btYtmyZS7rAwKaZxEo07zcztDQUGnsLMbNN9xwA+HhzXBw+h/y3uQudE9IY/XRfMJ8ddzYtwXLD+Xx4Wp3sV5YqYvu83XHHeNZYX0/qUcsLy0+xKmCKrq1COLyTtFsOFEoXfte0i7SY4fngj3ZLuK9YPOpYoa3CWfl4fyzRpXZHK4ULuK9oC1nmFz7E5cnnmbn0FnoNAqu/3KbVHwgSFWkU4OOdGuEx/3qqaNn6xZwxVugUsOKZ3nE+juTtQs5YE0kRZFFy2IDmEeB2vaehEg+oN7JStA+xjbBeCyvgh+2pLEvs5QD2eWSeN7AsNbhdIh1/N11iPHn553ur0fhE4IydQyEtYbIDtBtKvg2KrZRqqRC18a59T1aBPHdzb3Ym1kqRRw0IOINhKDfNzmE7i2crunMJjiy2O01hCoquEa9CuvpjVjTY9liTKak2iAV/4rOWhkZmQuL3emlzd72aF6F2zoRq9JIa5KQx80yjRk+fDitWrWy377qqqsYOXIkt912m32dmEeUkWmKuLg4oqKi8PLy4uabb+bGG2+84As+nhs3jHbR4aw8egp/vY5renRid2YOr612n/8U+e9DUxJZc9QxPtOoVFzboxPvLNvA8dxC2sVEcHn3tmwtOYPBbGJETCqheveO79VHTrmI94JdadkMb5vMysMnkYaZTbg15wgLey3k1/hRadQS5l2FxaqgqNYHk6WWNsFhPJB6KSF6LU/s/5hqcy0i3lmDBZ1VjB1V1JnVmCyO7nuBGOd38UrlrWFj0SjVfHp8hV28FwjdKleVQZ3FiFpp6/QXYlbvWIf9c+ugCdyaBKfLiplzfDtlxgMcPFHIqfIQGgytu7WIoXey4zGx3q6xLw2Y6oIpOnolJu0JOiT60Cd+CL4a13GzmPeO8ori06Vb+HiJY/6+TWw4n0+/kqziMt5ctM6xT4uFr9fupHtyLIPaJLns64/Djs9DiPcWve3LU/y/3pDB+owzeOlV5NdW0js8gWCd7DwjI3OhcWx3GlYx8DUYbSctZ2uRevG+gTOHXRtyBcJ6X1joN6a22oDFbEHllF8vI3O+NFulvPzyy8nJyWHevHl88cUXPPbYY9I6MSk5bNgwKdvhgkPjBf3vty0NjH3T1pVf5KFzaORLkLPXdr9/DKSMhDnXQ22ZdPfaw1ncsTCW2vpSxpcWH2bmLb1cJt7stvseuNt7L+PuepCS9R+RVDmHwkPulXhxAy4hVpVDZmWmx33szNtJgn8Cz256VhLvzTXR1GRdY7e1V/kexitmFlpzHZdus9L1hIVKXzXRN97K4ZEtWZ82jwExA9iTv0faXqktkhZBViXkV+cT6RNJXlUePx75kfTydDqHd2ZS6iT0VjXlf/zBvqMLWBK2AyNmlocH0UIZw5fqBMJbjYEurl05V7e5ht8OzyLN4Cgs6F9TS5/cDBS5x5C8GnbPA+94aHWJ+xs+vd5VvBecWAH75rgVSdg5usRVwBddSiodmF0tq2pRY0FBlcHC5E+3UFEv4okurY+v6+oyCSsjI3MBEJra/G1jhLuIK8KqU3SHnm5kTzy6voPyfCisrEOnVtq7Sw0ZGRizsliniWTW3nxqDCYpo/mGPi2kYiiZfx+zxcyu/F0UVBcQ5h1G1/CuqIRg9R/k66+/ZtGiRdTV1dGvXz/uv/9+aWJJkJeXx5tvvsnu3bsl4fvqq69m0iRHdeyaNWt47bXXWLJkiX3d6dOnuf766/ntt9+kIkjx2HvuuYdPP/2U119/nbS0ND744AM6dOjAiRMneP/99zl06BCJiYk88sgjLpOjx48f591335UsJ0W3itjviBEjmv3exLitf//+f9mxknFl6NChZGZmsmDBAmncLFysxowZI01Kio57ked5oSGs72/unygtzpnKwrlkf5ZtLOyM6MAc3yWGVUfyJSt2Udh694+7pfOjYOWRfN5cetQuAL2w6BBfT+1Jz0TXAuCdaY68UGdEV/uie/qzaf0yju/fxhyzI0qpgZFtI6msM3M4x9XW/Tr1Sul/r5xt9PfPZ/rKWkm8T1ZkMUPzLq2UtovuDeZ2TDfeRxmOCVJxyr6xTyIByZfBnh9shaH1Y844ZSFx1BctCLfSouNShJN4z99tOsOxvEo6xgVIri4+WjV/HMjl550ZrD9eaO+68tWp6BgbKB0vkfnszJXd4vhs3WmySh2TnoLnDW/BxvqK/iOLIDgJOlzpdjwOZpe5iPeC7WdK+HFbOrllrvtsYMXhfFcBXxTyqr0w11Xyq6U/68wdiVCUcK1qBQnKfIpNWm746ggHawvshRvvXN3Z7kYgIyNzYSCcVZpL5zh3p0ERu9EhJsDt/P9nxs2i6EuMhxuKfcQ5Lq2witJqIz/vyqSsxsjIthHS94/4LpL5i7CYbQ5mlXngGwEJfW3FXn8x8fHx0tKATqeTBNmGcaborhYi/4wZM3jrrbc4c+YM77zzDpWVlbzwwgsuBaXp6emSO5GzK1R1dTUffvghq1evlvY9aNAg7r77bjQauXjs74KIYhWf/eLFi6Vx87/+9S/pd0bMN1966aUX5GcturQnd+8kLQ10i49h3ekzbE53dyqd1LUDl7dvw8qjJ/HT6xjTNpUn5y4lu9Q2hl2dfoIPClZjVtmKTV/as5yP+l7JoChXx5Pd6e7CkVVpBb2Cn+++lpmb9zDv8EEp7qRxDvyA6JYEW0zsLD6DwaImp8p1LjutqgAfjZqleZsl8d4ZoWXp1KJDX7hxqe3d+wqrgtGh3RgSl8rinL10D01gT3Gj2Cfxd2w2cKw8my7BiVSZKtlQuIzM6jPEeCUwIGwk3ipfVpw5ycbcdfgG/Eqwoo4B3aF/Z1+yjoyjc1RHru7Z0aWLtXtQLxZmLKHAlG5fV17hRc4hP74o21G/ppRnrszhqr7u87uZhaXM+MN1XvlwZj4z1+xCqfH8XbTm0Ck3Ad9bq5EiEqwKKxZR6eCE2Wph+uZ5VFltx1OrVPFS9zFMSOzocf8yMjL/G+JSnMa3nuzzRFR2PaldHfMlDfj6e9G5Xwp7NroWWPUZ0e68xfvykirpHOsXaHPbK8wpIeN4HjXVBlbM3UZJQTk9hrZl4h1D0Xmd27nlb4+1fmnOdhcp59VmrNfrufbaa6VFTCx/+eWXUmWkGEyJAfiECRO4KBCd+IsfdF0X082WIymWbjfa1i1+2C7ei7/dZ0xT7eK9QFxovjB7NXMebmThFOLZUi7349mEL5lJq/hyCAVzipKS4w7bTJ/+/QkefwWf1fbl1e2vsi7TUe3nTLWxWrKWF533NVnXYjU6qpnNlW2oKxjJcxuX0u5ow0SdCfMzn/DS1UoOtFDy5o43CdYHU1zrOmHqp/UjSB8kifdXL7rabte/In0FK9JW8MIvOizpK/AeauDWEhXz/XzJU6s5Y6nm44S2PNftJrfXKrrq20b3Ju2MQ8DYptcxPSKUu0tKaSsqmyxGWP5/tq4iYTcVnHjOYgjSN4FPEwK7qQZ+vgVK0yChn62AQ+SACmcEJ9RYiVPkk2GNsIv3AvHzI3P3seGxIajlCQQZmQsHUVQl/qbTNjrWKVS2Ih3xd99AfB/o4G4zJC72Pr62K3f/uEvKWRYDokvaRvLgSIcoei4yiqt5cM4eSRAR9tLjO0UzbccsahcuZEVsV97qNsW+rdjmZEGlbBX6FyC+g17d9ip51Xn2dSJe5fGejzM8YTj/CT766CNeeuklXn31ValzetOmTdx77718/vnn1NTU0LdvX6nLWqwTwvzUqVPJzc2VbgsKCwvZvNl1QqCqqoqNGzdiMBik22VlZdJtURApbCOFQJ+QkMCOHTukOCJhEXnfffeRn5/P5MmTpa55gRD+RfHktGnTJGH/1KlTTJkyRRL0hUNScxBFCeJ5RfSRKBh44IEHiIjw3I0s8+fQarVSF5pYRHGGKAiZPn26dMzF75UourgYuG1gEvfOcs1/Tw7zkYR40XU+oaut+0WI9Q3ifQPO3ZtVBjP3zNrF5sdF4a/Co+2+Mz/vzKTdgde5TbFItP4QTgkfmq+w3989IYhre8dzaadonvvtIKsOZhJMGbeql3C12sl5yVBJepHtb+59zYd28V7QX3WQp60zeUYxzd6dL17zZ5uy6LL9Q0ap6if//IQ1aSOXK7WXVPBbUmXg8g832kX3Pw7msnBvjmRfLwT8xoiCg0BvjVTg1RgfnZrBqWH8sNUxEanBxEzTMMIUJXRTHreNlZc/S3bMaOosrsdvxxnPTlzbTxdLxRhNWbE+NGev9H3VLSGIuwYnE9p9Ko+sMTLfMsC+3SzzUH7WPsf35hEcNIe4dOk+Nm+f9LpF/raMjMyFQY8WwZLLhyimakCceoVAXmdyTEK2j/Fnck/XYqIG3p/ShWk/7LIXSQ1qFcZTY10dT85GXnmtdH4RTixCwB/TPhIvrUo6vzfu7hcRIgezy6XnlPkLOPQb/PEYlDvFIPhHw6jXoO1l/9VD7DzeFfFCQpQVY2ghyIvxtTNCrBfbinGqQPwviiJFB/+dd94pdcCJAlkR8dmczHSZiwe1Wi39joglOzubb775hkcffVT63IWgf9ddHqIyL0Bu6d3NTcCP9PNlQFILtCoVY9rZmhK+Wr/DLt4LzNEGrPXivaDOYuKhTQvYePl96ISlcz0tQlxzl42+Fky+sDDnGEvmnUBZZEVdqUBtVWDyc4j47cLCua1LN0x05vWDi1mZu9ejmlFlriO7xjYX7AmtyowGHWU5alE5gKlWxbzKffySY2sSEyT5u4/tVQolsd4h1Jlree/Ys+TV2c5N+8q2s6NkA5UFw5l96BDX9dwECsf1hEJdSb9eR7kqfqrbPtVKNd1DO7A0z1Ew4ONTR3TnDIoOhVJTYOt0f//3jfRJjZfcp5LCHUWre87keNTpdp3KYkRXz3NE4n08O3e5zTUhNoJbhvTgmq6deGftRnE43IomFHozVVbbdYjAYDHzzM4lDItJIUBrawyQkZH539OiTTRDJvZg9bx651dhm69UotGpqausBbPZLvSPv3OYx308+PpkXpr+LUf32K7lO/RKZvrz7kX3TVFWXMnbj8xi+6rD0nx1r2HtCAvzZdFXa6VrdjRqe6T0kV1nOLzzDC98f+e//+YvdqyygN8kLVu2lKpeRSfayy+/zNatWy8eAb/HLdJkHls+gZpiSB1tu5BpTMkZ6b9sazAHLC082mxuL1TB6pdhyJOOlT1vs3XsVNgycATVBVpJpw4U4n09kd3KCEyqoiZyCtoh1+PTu5e0Pk4bx0fDPuKVra9IXfDOJPglsCxtGUazUbLNdxbvG1CWdaDd0V9d1olx4KVbLJKALyirK0OBQsrnaeCOjnegU+mYfXS2XbxvYE/BHoyaQlL6VJMk5idr4JrySq6PiuCMVsO2XPecD8xGdqSvZomTeC8wKBSs9/Zil17HL5k5RImTYMEReK++AjG2J1z1jS32wFnMdyY4GdqNh22f2z7LBrxDYdMHYKxxWG4LR4URL7kJ+F4KA7eqfudZk/tAUOQFniiopHWkv+fnl5GR+e8jnF6umw97f4SMbRCaYrMR1gfCieWQtcvWYSI6Jd/rBKmjYPhz4OW4yG0T5c/KhwZzIr8CX52GyAD9eb2EO2fulCYXBcIGee6uLDhh4marlbkpkqeICz9tz+DhkalSJ6nMnxfvH1zzoMv3lUA4xoj1bw9++z8i4ouceCG8CutzwahRo6RJRcEnn3xCRUWF1Enf0JEvCkSeffZZyS60YV1zee+996RMxwYefvhhqevk++8dDjRCoG9AiPa33347L774on2d6Oh+/vnnmyXgi9cqigOEa0DD+2nTpo1UGCAKCGT+esRxFROP3t7e0ue0YcOGi0bAv6xTNGXVBj5dd4r88joGtgrjucvauojwDTnK5yKvvI6nfz3AyxMcGchXd4/n+y1pZBS7doi3JIOpQryv52HNXC5TbWJryoMk9LqcASmh0u+yt1bNJ9d3g1V/wLrXXZ/QNwpOryO5zp8ShZZ2SveOoFHqHTwqlHAnRMrdJ6ZLHQJ+Za6tYMzaYOIJ9L0bvAL5ae1Jt455IXY1dgVwZvNJ94lRs8UqrXcW7wVG1GywdmC7IZXF2icJU5RyX+E1rHndVqTQLtqfj67pSotQH6lowBPivondYvhk7UmpALkBf71a6s5vsMTek1EqRSh8OPkB5q9yLUCqwJsZpsvYa3VEZTUg9rkvs8zNXUFGRuZ/izg3/ro7iy2niokP9mZKrzgpIkUI6qLgZ0Dtarpmfo/y/TxIGWEbN/s64l5EgdCS+wZIBT6iQEdk2J8P98/ew+ZTRfZz3MJ9jvkRTyzcl81jo1uf9/PIeBDv54jxayNlqjzHtn7Sd/91EV8gmn6EOHs+iOLH0tJSadwkBF6B6OwXRaf79u2jY0e5i/XviHAXu+OOO/Dx8eG5556TnM0uFgF/UHIir40dycebtpFdVk6fFvE8NXyQJN47k1lc3yymsmLRWLH6uo5FBWWWGh7/aTHvXOv4uxnTqTXfbtrFyfxizForJidjV5PUEAXKOtCVKtBUQs8O8dzQpyuDEoQzoG0++NWuk/jhdDTvHvnd5fkCNHoya9IpMZQ5nT8aKdJWBWWn/TCaxNW5FXWAAaXO9bWfqajAX6fC6DRunhjfkzC9P5sKV9rF+wYK6nLZW7QWH50/gd7u1xPpVaLYwBUhZp0sS2dZnmvsk0ZlJiSyHH1IHRmr46gt0VNsqGXUm19L7yg5PJi3powlJTKU+FDPxa3xYYGM7pzKx8s3U1hR7dJpv2TPEcpqbAUG+9JzpY78T6aO59OfN1ITUP95ODXvKzTun2ut2cSOggyGxTS/kURGRuY/z8Mf3EiPYe3ZvfYwodFBjL6uH2ExwezfdIw9645QWVHL4d3p3DHsFTr1bcUtT11GWLRjvln8/O4v95N9pgClSklk3PnFB73/xBy2rbTFwYrios3LD4DJJAbRosrNLt43sGP1Ic4cyaZFa9Fs8M9FIWrVmtFd35xtLlTOO+jbaDSycOFCqft+5cqVUrbV7NmzGTduHBcV/e6zLWfBFNeXRw+15BdLP6wo6+Vu1z+WREUubJkBAx4CtS3LB79IuH0NbP+C6mU/UX6wlNJT3gSluA9E9EEm9K1qoV68d+a+rveRW5XL6ozV0jML8b60rpSP9nwk3a9Qep4kCxYVOR5onw4RJVbyghSYrWYe6vYQZ8pFvpKB0YmjaeXfg/t/3MnejI1oQq0Y1Y73mmA0khLu+voDLRZ+zcqhUqlkY5S3LTNT5IQKNn8E696ke00x8zUaXggNYrfeVSirUir5xc+XaaWNbFkzt8Fvd8P1v0CbyyCyI+Tuc9wfEAddbwSfELhpMax7w1YAENPd1s1/YJ7r/kQswjHXIgLnz0+vVlLr1IUgUCsV0uSGjIzMBYZGD91vti3OiAiO6iJY+6pj3c5voOgkXD0T9AEug52W4e4RJudCTF42iPfOrIntws2HfqfIyz0/XIj8RVUGWcD/N2zzRed9Y/FeYPtGVvDattcYEjfkL7fTF/acoksoMjJSsjzv1KmTJL4Ktm/fLnXIOwv1QoAX3fLCoUh0tJ8Pzlb2ZrNZmqQUXSfONDy3uF90HYlYoy1btkidSGIRk5snT56UuvtF5/fZuOSSS1wmUMXP4v2JCTIxUSrz1yE+LxGjIMbN4n/xe/XVV19JBRQXE9f3aSEtZ6N7iyB+2+s6IeeJuTszeHxMa/zrI0gCvDUsmN6f7zenMWdHhl0M765ytZ8TiO75Vsql0OpW9x0PfBhKTtvGgWICMzABjNWUrHyHVXXvoMKMyapErXAd8xnVftS7Wrqw35rEUUssqcpM2/6GPg1lWbbC0baXUxJ/Ca/8vJcte/ajx5tamj9uFJ2odSYzuno7vVnb0nlr2TE3BwNn6tDyg3kYlXixxtLZvl58L9330x4WTO/HwJQwKfNeOMA0EOqr5ca+CYT76Zl7Zx/eW3mcw9nltI32x0er4qcdrrFdpwqqmL/H3TlAcNoaRaSmhtOORiIJ8fUadZ4FcTIyMv95RLf9Vd3jpMUZERU3wLQVfnrUsXLPD1jzDlB+w0opUs65SCs5rPl2/A3kV9TaxfvmIiYr88trZQH/37XNF533Hn1CxToF/PE4tB77H7HTPxt/JrpJdOkXFxdLha0NY16xiMJVETMlC/h/LywWCytWrJDGzaJQunfv3lK82MSJE7mYmNCxnbScje6JsXx3chemIIv0Z6kW/zX+kzTB6l2nyBtbSUSgr11E/uH2q/lp2z5mH9/PqdpSt32bvayoDAqUJgWmYhNDE10t3wVXJ/ThdGU+i7J2STbvkV7+BOhr+OaMrXhWfAWIc7LtOtzxfVBT6YtBzJ8qwOJlQeHtnvlssSqZktCfGks1ZcZqBoa3oU9IKk+vW86hmqXEOerE7Pjq68gwajCYVGjVZtf3U+dPdZ0Rb53t2mHx7iO8vXg91qA0WvV2P9dplGYpESowuZSc3ZEganDr7xOFDw/8uIiFD9xIxxZRDGibyPpDjvgpPy8d1w/uJv3/3bSr+WjZZg5m5pEcEUJEgA8/bnQtJsgprWD+1gPoiqzoihSSiW9ZitUu4uuVGupoNHAGorzlZjEZmQsNETM5ZEIPaXGmQ99WmK3w5JSPpTGIYO1vuzhxIJO35t+Lb6APKicH5+gW5x/JXFtdx5YVB93vkIq/jG61VA0U5Zb94wX8fwLNFvCF9afIYhXdYIGBgVKGp8gmioqK4oKn8DicXGWrJk8dC+rmdUJ+rxjLfMsJ++3G4r0CC/er50FdORiqHAK+wC+SrK4PceTbHKKPr5JWGcqbONyhnqvuvDXevDf0PcnSvtpUzcxDM5lzbI79fqW2GJXPEcxVrV0eN21oJ5QLfbBUueY8a8xw8zILr1ytkkSPofFDife32eWJE9D9D3/K5atnckd1EVU6+KWvkt96205AycLq3gPiNBJgsTAm64hNSO91h62gwakDKsVo5KPcAkbGx0hivzMVjaqH7JxcDbXloPe3ifQ7voKsHTab/Z6328R7gYg8mPyD43E/uNtm2w6mKHYQz+U6uIvrOIg3W3Xintm7XayTru4RR4gs4MvIXFxs+8x93Zn18FoCBLWAkS9Cm0v/9O41jc5fDajFRJnIvMs7yrpYh6giEN1OiSGe7aFlzo3IvHe2zW+MmFDIrc6VtusR6TrI/ncRXR6ia/qnn36SMjuF7bnoHBJd6+Xl5W52835+fnab0PNFdJc0IKxChejr7+/5ol7cL4opRZzRwIED3e5v6E46VySSMyIKSRQkNLYxlfnzCOtPMeH47bffSnmtImJBjKNFJuyFTnpRtdSFLWzeL2kX2WxbdJ26ebnForBJ2M43CPiCYB8tU3rGse5YgV3AP2mJPq9xszQOn/gFjHwJxGTmnlmw8R0WmYdTju1vbJGlN+NVrr/n3v3vJHSDzk08N6PiceNt/KJ71rai5XCIdlg7v/X+59xR+Bavq3OoVOn50jyad0xXNesYFFYaeHXJER4Y0Yoft6Tx6h9Hm/W4Mqsvyy3d3NbvzSglu7SG6EAvvru5l9RVL2zzRee9EO+jAmzFRq0i/KRu/Qbun+0ajWA/JhqVVMxqauRx3bV1EkN6dWPrt7tc7K/HdYwmLthz97+MjMwFyvbP3VYpcvYy9fkPyfXvyKOjWjO+S8yf3r1aqZQEoMZW+WdDFBy1i3YviJU5D0TmvbNtvhtWKM+ybZfoiEn5b+A83m0uwvGqc+fO/N///Z/bfSJ6SubvQUFBAR9++KFUwCyug0RU64EDB0hOdnf9udDILa9g5dFT+Og0jGjdEp9zFFI3oApQYAp2FJWajSpUQnh2miLVZGok86eiiiq7gC/w99IzoVd71lWe4WRWMZgVKMyOByosTlFVTpbxzqiVKp7uMIFprUZSYqhiR8k+u3hv348CTGYFQpcS86WVlXrGhQ9meeEZTtUVSyK1xSzG/66Cu6BHaBK9wxyFA5N+nc223EwiA/UeBfyicl/MFhW7MlrQO/Gky32bNsZRcXAVT1w5hAXbDvLywrXSHLavynPxqFnyshdz5hasHi5jTheUcDyviFaRobxz86X8suUAW4+nExXkz+T+nYit78wXHfqvXTPa/riXfrHN7TdGoVai16qpNZjQFynQlENdEHRPieWOob24ad0sjE752YOikmkb5JS3LSMjc8Gz+PuNdvG+gaxT+Uxu9xhBYX5c98g4xtzw58dVCqUCpUoh1WF6RAyoG023ePnqaNO9CefqfxJWUXGmaN52f3cBf+7cuVK2qujaapgwFpOSjenVq5c0CXzBIDrBlz7lEG5DUmDq7y7WcE2xfNN2RM3Mg+qf6as8SKY1jBdN1+JLDYnKXCap1tJdeQyiOtcLxK4Tadd8voUYfXveUqxBbbVQmaOTrPS9wwyu3eSNOknrTp2i4IMPqD1wEF2rVoRNn0ZE27acKHUUEzTgFfMjdQWXYKpoR5C3joeH9eSaXvGUPvkEOU897bZ9p9OihNLK+JQr7OK9YMfe09z0x8fozTah3qcOrlttISsEdqYoSW03GWveRyjO5jchhPuN74LJvY3Jz2plcFUNi/xcL9oGp06EXbNtBRCNJ2FV9RO7QsQXOfZNUVkA++dAXSWEt4HjS13vF6WXHSfZnmPD2471ER1IHPcIiV6B+HlpmLkljao6E6PbR3JtL9lCWEbmokOcA5pCRKLMvQmmbbFZ7/8J4kO86ZMU4tZNNCrTZrF864GFnPGPJN3fdjEW5K3hrUmd3GymZZpPQXXBX7rd+TJmzBhpEbzxxhvcdNNNUlyQyO1syKNv4MiRI9L/DRNNomO+trZWGuQLm29BXl7TxQgNiMeJ4sj9+/dz2WWXebxfuAJUVVX9qU6mphCvraHLX+bf5/fff5cyWkVu67Bhw6TfgR9+cCo4rEc4HwiHhwuFn7an88T8/XbBRdgY/3RHb2KDzv27sXr9euHPdM7thCWzKG5y5nheBVd+stnF3n27tTWrzZ0YonLqdPEJg16uOW8ZxdW8s/wYO9JKSA7z4e6hKXRLSLW5M9V3rjfwmPF2cq0hjFNtRq3zIXLoXeh73clrEfnc8m29Xb4Tu60plFu98G/rKt4fzcjh4aJnCVTaxq++ilruU//CGUskv1gGcHmnaBbty8HsKVizHiHci5iVakNTV+nujOyUwMbj/lRUmtw6+r3qCy1EvvQt/ROlxROl1QbJUruk2igJ/J4Y2zEab51aKjJoICnUh2kT+hDmp2PWbb35dvMZiqsMDG8TwY19z+7OICMjc/GMm30VNWSX1fLAnD0khfnQMfbc53VPiMKsEW0jWHrQdewjhCDhBNoY0fX/1qTOaJtZDCbTBCJO7K/c7j+IGHeKwlTRdS263jyNlcW4evny5fTr188+npb5+7F27VopYmrAgAHSnLNwWBBz0I1p3br1BeViteTQMR6Zv8Quzr7pu55vb7iK5NBzRwp9vGeLy22rWYm5FjQGmwW+ulCNqkRNqL83KdGhLttmVJQyYfEPFNRUgZg2FRb8RgUKgzjBgrp+etXfS8fNg7u7PDavspK3t25ka1Ymsf7+TO/eiz6x8fyS5fmcUGvSSIva6M0N8SO4s1NPRsZlM3GxLe7VVKtGrTehVDrGvL3DEukV6hiHppeVSuK9ILc0gMyiIGJDHG5R7f17sDJdAX5mdqQlUVrtTauwXBSVKk4eiiUnK5R05WFW7T2BWldEl/gC0opCKbJ4UVzrRbDeEWUlrmGqTbaxf4+gjihCjGTUxxU4I5wMBBq1ikn9O0mLJypq61h84Aj5oogi2LMbzdD2yST5BPD6tyulQgeVUUGS2Y+XJ44mKtSf2UNv4Otj28ivqWRgZBJTW/X0uB8ZGZkLl5pKD5Z9AoWCkvxyPnjkR6JahNFloGuTbXPR6bUMubwby+e6RlRLRfXiBxE/LeaW68dLem8tD751Ld6+sgse4uunOQXD/wQL/YCAAKlrSNhUiaUpxOD7ghHwK/Jg+bOun1DRcVj/Foz2kHnvzJkNBJUf4UftfFKUWdKqBPJZqHyag/rOdKqrn7j3i4LLPnB7+FvLj1FlMHMsKJ6n+t7O1cdWEl1djI//ZcQMiERVeshWTNDjFqgqhOX/J1k9m0K6kPbaWswlNhskY0YG1Vu3kvTbAtqHtpe6DJ1RqAzoIxdC5EK+GzuL9qE2Ud5/7FhyXnwJalwzOWv9ddzZ+iW0xtasOJTHkNbh0qSfecNafOvFe2eG7o/jsQfeoU1IG6xmb/dsUSesdWVNOXpIhJRZUXlbMasUiBigW7vcRa/O00Dpbcutd6bzNaBpRvZdzj74dhyST1EDEe0gr952RKmBS16GwHgY/iy0Gy9loUq3U8fYiwQGtQqTFhkZmYsY0V3vXKTTGIsJ9v8MQ57400/x0bVdefbX/fyxPwdvYw2X5e/jlta+mEP7EZOdw+yILE5fNoQ6Lx/6Joc2u3NVxjNh3mF/6Xbnw0cffSQJ6A0d0yEhIfbJRdFNLe5ftGiRFCFUU1Mj2c+PGjXK7kzUrl07qVP+jz/+kARasc2bb77ZrOcWmY/vvfeeZG3fvn17ad3HH3/MtGnTpJ+nT58uicPiufv06SOty8zMZMGCBdJ950Jk3otChPBwWzGjsHYXj33rrbf+1LGScUc4MsTHx0uRCmJpismTJ18wAn5FrZHnFx5y6ZYU3fBvLz/G25Nc3UXcyN1PYJEYow51u0tY5JdVG+2CzptXdXSbhBe27s7ifQPzWr1Op4T9BBdstTmpdL+FNKM/n8zfL4n+wgZ+6cFc8spt3fPpxdVsOlnE4nv70zKmqxShdIlyO68yGRNqScx/1TRFWmZe14vIFNuE6JDUcKnoSojazvipDJwZ+A7bND2IPZDDsDYRkiW1+tRqAhWNik+BK3VbuGHqY3SJD6JDbAAvLj7c5CGrEz584kK8mdzaP5FR48ZyYtVx3lx2zOW+MR2iCPI5d8fXqYJKJn26WXIAaKBdtL89HkZcEzw4ohWpkX7SMqx1OGuPFRDur+eSdhF2y/9eSSHSIiMjc5GPm4XDnRPFVl+2WtpIPwsR4pfdWX9awBe8cVUnfHUHWbAnG4vVKhUaDW8bQUWtibSiKrrFBzG0TbjUrd8nOQQf3XknPMo0xtfVIerf3u4/SNu2baVC18WLF3PppZdKha+iYNaZ2267jU8//ZQXXniBZ555Rho/iLgoMQ6/5ZZbmnSskrm4EO4MwvksPT2dzz93dwdpQBRWXygCvsFk4l+/r3LprC6orObNFeuZMdkRVeaJjLIy9uXm0Th9yWpRElzuS026bZzmp9fx4rWj0EgWyg5m7N9qE++d0VgZGJVAv8B4ToYVERnoy6TeHaXr1xcXrOJIToHUcb6y7DTp5bb50zQhrGdlMvfKKaT4xbMyf7vbazVaVJIl/os9xjM8ynZd2j06hlg/fzIry6XXLHLm1V4m1Cort7Xrjb/am98zDjE8JhWdSs2WLOe4JgU7TyRxOreSYJ8aPh0xlWTf1oQMPMAzC5dh9LKSmRdFXkW05CrQcMVgtlgZ130lV/TeikppxWxR8NvJzvxY0oUwr0pCvKpQKy3UWTRSB/7IyP7cnjSZ2d77eOm31S7vqX+rFsQGn9vtJaesgmu++omc8gr7urYtwjieViB9RyoVCqYO7kbXxBhp6d42no17ThPop2dI9xT09Zb/nUNieK/PFed8PhkZmQuXvqM7sXOto7hdQpwInL4DVv289U8L+IJpz09Eq9OwbM4WTEYzWgX0HJgqueJlnsijVZcEeo/uglqrokPvlvj4N0M3k/lb0OwrJDFwFstFRfYuWyZ6Y9JdKx09cnod96h/sYv3DYjczI4pydDlGdsfaeJAj5b8h3McOcn7wlpKi2Dh9P7ExzoNFEQ+85cjbDb8QPnK/ZhLXAcSlspKSufPZ+otU1mdsZqMigyX+/21/tzX9T5J4G/orPlmUzrbL32M6APbGH9yPcF1tgHHnAlP89Ov4ifbSadrfCAzb+1FcnQghR4OQ3xIChqlhluX3cr23O0MSmjLzUVa2tdkoDa7dqGeTbw31SkZ97OWQWqz1NXfdUAC8VNtQgTDngONj5S7J2WMim75AQ/BvjlQfBrie0PSIM87Xvm8q3gvHYAMuGWZrYBDPNbZbSGqk22RkZH5+zHoUSg+BYcWNF1a9292bgjx6emMFUz71ZFPXrEdvK+7gdrn3yIk0It+3s2zzZM5N13DuxLhHUF+dX59/p4r4pJe3C+2+6sRFvkir1zYy4tMeWGJ/tlnn0m3u3TpItnpC/FVTDbl5uZK///6q/QFKyFui4lGMckkJijFNkJwbw5PPfWUZCXZvXt3WrZsKf181VUOa+4nnnhCsvEXnd2iwEAUTwq7yddfb7rIzpnQ0FApU1JY6Ysig5ycHMma9J577vkTR0rGEyJqQSwXE4dzKqTi08bsTHN0yDTJ6XV0UxxjtgcBv0tsILcPSqLWaG6ysMl53OzMlD4tCW7ZW1yJSLfzymu54uP1Uue3QHTdN6bOZOGHrek8O/x2OPgLcfmHeFfzEc8Zb6SQQKnL855hLelfL95TV4Fy22f8EriKFQY/vjaNIkvy4II2cZFctrxY9Nzbbkf5M/v23rQI9yxoRQT509K3BH64nVtPrKRXYBe+1l7D2up4ipxE8/MlIcSLp8e1lX6eNril5Owye1uGdEyFff39w1NYvC+HE/mVdIoLkIpSPXUqvrviuIt4LzieX8ncO/pQVFVHp7hAu92+ICXCT1pkZGT+hvSZDgVHYd9PovWTLGsIDximubiWOKSTP4eISkkI8bHHcYjvGCHmj+8czftTuhDpr5dj6/5qEvqCfzSU5zRxPaSw3S+2+x8TGxsrFcBeeeWVTY6VRcb9zz//LBWximJW4UIlRF4R6enlJU9c/10QxaxnzpzhYuJ0USkl1a4NU4JdGWeLsLCxJTMDRLe81pYlb8cMSbpgHr5nAOU1dfRMibfnvjtzuNiz+9zkDh0Y3SLVfru0upYJ731PXrnNcWV7bhaGENfzgihA+G7fbl4aOozV+Ts4WpFmv6/WqEaFF1Nb9reL97VmI7NO7SAoGHItBsy1aknEN1Zr6RoXyYxDjvn2RL9gZg25gRYBgSA0LieDleJKX7TmSMJ1ISzM/BcZAVu56zof0rLasHVfDMWVVS5u0W2iM7myr2PfQsS/ImU3+05EsL8yhvwaPxRY0alN+BeGcWe/a6TtrunTGYvFyqwte6Vu+uHtWnLvyL6sPHySIzn5tIkKZ1BqIioPcYmfbdjmIt4LjhQV8vWdV1JeVUubmHCXQoD4yCDiRwV5/GxkZGQubkZN6c2Zw9ks+XGTJK5L4r3J1RXv33UK0ntpiYsNxJBr09tEz/+6+VvpNaoTj39+K4FhfgSHy1FTjRFm4WczDHfe7mLl713iHNxEXlJIM3KUAmJprXSuEnSgELmaye4TlM50iAlg1ZF8l3U+WhUtQl0tQ6s2foJPvXgvMNd5tozbvPsUl3mF8vOlP7MsbRm5Vbl0C+9GuE84kT6R6FS20k0xkSc6a47liQGaL7QaypqkXnxRsAxjZAzJS+cyTefL4sQ+pPlHsSuthNnrj3PjyJHkv/o6ynJb53+udzDbItoQM3Qszy2dRlGduACE1cpKVofBS/PVDI/zwju0xtblntAPTq/x+NprijXkbg/AalLia4KOVUbixl3n2ECltnXENnTFCkH+q9GQt9+xTZfr4fIP3Xee7SG7s66csj9WoR86CV0zohI2nSxkyf5cqeJ/UvdYksI82yLJyMhc4AjXjknf2nIfs/fAT9dJE5J2xLmqQ6N8YmMNqPXNFvatJhOlc+a4rFsT05kZxcmUv79Bsv28bUAij1zy56suZRyolCoe7/k4D655UJpEdhbxGyaVH+v5mLTdX42YTJw4cSLHjx+XOn2EkO6cHX/vvfdKnfjCOl+4FHnK4RSTkmLCUYj/DfeLTEfRzS8QhQDr1693y60Xt0UOpLCSPHXqlGTZHxzssGIUtpJCrBei+9GjRwkMDJS2ae4Fg3hvogNfdIYL8T8xMVHKaZf5ZyNs7SVXpkaBxS1CmpFZGxBLsMJ1gquB8lqjJNyfjfYxAZwscO0k0qqUUma7M19vOG0X78/GysP5PHtpO7httVTUNa7kDJfExZMZ0FUSjITNvIQImfv2MqnoV5jA36qGq7SbeCzkQ9SBMSzan+tWaPDJ2pM8Nnw4Bp9otFW2SdocazArzF3RxU4m6tvJ+JTZBP8OtTt4u3YHt9Q9yGpFd1u3jlJBr8RgySnAM+L4u/4tX9PTEe0kHi9EfLE0jP1FbNeudNsYXjCmQ6SUdd/4nLA/y91C1GCysHBvNpN7xruI902SvhUOzLO5WAnHLOF8JSMjc/Eh/oavmAHDnyM/N5Ph3+ZS43T6Fy6dE7rGuDxEnG90auV5TVB+t9khBjXw655sadGoFFJ03bOXtpXt0f8qxJh41Gsw54b67xLn7/T6z23Uq7bt/kMIwb3B5alBhBfjXU9jzaeffprbb79dGiunpKRI3cJirOz8eOGIJYR9MeYWhaepqakuY3IZmf8FUQG+kjNRncm1+LVF8LkF3Gg/f1tOfZUKq84CKiEEKdAUq6hUGeiaHHvWx7cPiWB3gWuhgPjrbhvsOv85d8c+0rRlmBNElCqoqsVW7ufv9Wln0Ku0vNnpPjYV7SOjOo9WfvGEa8MI1fvjIyJO67lj0yy2FNiKLcQ0ik5vJVEVQ0vfMH4v2uta5FBRzAcH1/Ns11HEeweSXl1qE/Hr7Y67R8YwP/0Zig2npO0tlBEds4WA0nZkKePwygd1DXRPjiUlcp3HY9HVO0sS8AVWFNRU6pgc3sNlm+v6dZEWgdFs5s7vfmXzyXT7/f1TEvj4uvGoRcaLEweyXWMFxFyESWnll6OHuKZLp2Z18e8vyuWXUwektzwhqT0dQmxxizIyMhcXYnwy7cUrueaBUWQcz+XZaz+kxug6bzJ8kmg8cGCoNUrd8g1Ons1h4ecrGz8x29YcYdval1CqlNJz3PvmNajqnfFkkC30nfnxxx95//33Pf4Ci8pZkVV01113uU1C/08JawUdr7ZVlTeg9YX+D7hvazLAji/hxArwi4SuN0JAPJQ5vtTtpDZtdSoswLafKZEm5radLqKyzjGYe/iSVPz0Gpdtd+0/yABRGXnai9KT3k0K+N8r4uhTUUeYnzfjWzZtGfX7/px68V6My+rQhq6lyucYu7Mr6bVgo/RcgpFp25jdahiXpG8jckEJaSkpRD/0AGWLF/NrHrzf+UosIjv+gBkf8w3Q6jOUWkeX06LWGlIWBOHbaxBxn34uHde8d1sTUe4Y4NQp4IbICJ5qN5aIrN9Qe9XiFWoi6KrLUXS7tsn3wPYvXMV7we7voftUiOnmuj6irc0S3wmLSUHu+99gees7wh56kNCzOEeISVjnfM+vN57m25t70lu2BZWRuXgRXSViuXomLH8Gik7YIktGvugo4BJOLEsehZy94B8LQ5+yCRHnwGo2Y6l1ZB/lewXyZrcpmOsnwYQQ8tHqk3SICWRUe/ni7K9geMJw3h78Nq9ue5W8asd3jOi8F+K9uP8/hZig9iTMO9uk9+jhOkHQGDEB6TwJ6ZxbL4T/s+XYC9HeWbhvjK+vL926NfpebCZi/Ha29ybz7/Hbb7/x8ssve/ydiomJkaIP7r777guqcCIyQM91veL51klsEULNvcNsQrEzQuSftS2dlYfzCPLWckOvfvSKeAe/zGoqcC1WFXbJZ2NXegmdYgNZd6zAxcL+7qEtpbx1Z37e5bm4tjHCSl/YM4vOTzrZnBDECNwtFf74MptjlxCmrBo+M49jpbkrRfkGMjNcxfsGZqw5Kdn2PzXgB4Yef5HFx6ukrlWjqIveBq9zH7O1L6LFxHZrKvGKfG5UL2elsTutInyZe2dfArw0THptDttKHMURakx8p3mFzI738szeIMlJQDC2Q2STefaCuTszXcR7we/7c9lwopABKa7xIqkRfpwudLf+/25LmrRMG5zMo6POUoC242tYdL/j9tZP4OofIHVU04+RkZG5sPGLINwvgs9uLODFRYc5mlchFXQ9OipVKq4SHMgq4+lfD7Ano5RwP510fr6hjyh7OjdVda7dSc4YzVa+2XRGikOZ1N0WWSTzF9D2Mpj0HfzxmK2wuQFxfSTEe3H/fxDhIOWMsLk/23j3bGNl53Gr6NKX+XuyevVqyWHM07hZuC6I6637778fb2/XMeb/En+9npv7dGfG+q32dSIO5O5BrgJOw9zvL/sOsezwcXy0WiZ360CXyCh25+agqK6fA7aApgyGDEg66/PuK84mNSSYcG8f8qsdY7pb2nUnwd+1eGBm2l5MAQ6BSfrZbEVhEKXwDiG/sKKaA3l5tI+IYGCYTej2xPbCNEm8VygsUqe7sKy3KqBEkcHS9GysPu7tjT8c2M3G9dnc1q8b63LSWJl2EotaVLTCtoJtJMfbxHtn2sZkcjAzjuBkP367+loCfb34Yul6MfB027ZfSB9m7/GhVleDtUpFP7/WTLu8aYeRZQeOu4j3gg3H01hx+ASj2rteG7cKD2V/vYgvxHuzF1hVMPfQQWm5tlMnnh8+rMnn+u30Ie7fuFCKkBF8e3Qn7/S7lMsT5XOZjMzFSmCIL4EhLXlh1j188tRPnNiXQVhMENc9Mo6O/WznkPSjOXzw8Ez2bzxGQIgvV95zCVfd27zr5ZpKx3yzhFZjbzizmC0sm7WJFq2jueLOps89Mn8/FFYxkmgGy5YtY06jrkOB6NwSVlfr1q2TJiOXL19+1v0Iy1cxYV1WVvbfyasSnTV7ZzuE+R63eu7An3UNHF3suC1KCSf/CNs/h+PLbdnJQtDuNMWWee+hYllkd9741TbpwlbgrbZyU3I1vqExDOjSXsrCdGbb6WJ++eJFHjk9m7xdtvvOhIN/NQRUKVFZLRgVKr7u3IvfeynpkmRiQHx3rm97vWSb74mP52zi+/XHyfEJxSv+c9Q+JwkrtfLBDLOL/ZCn/h6FXk/Qx58yeH4GNeL9OxEY/jXmkKOO2xVWZnxkRuPtQ+pOW3ZeWu5uNsy+gi7VlWSp1Xwd4E9pWEt+vfxXtKJAInc/BCXYLhzPxuxr4cgi9/VaP2h/BQz/F3jXCxoZ2+C7y8FYbd8sb48fxUfqO7bUalquXIEmwn3yuLLORM+XVlDdyC62Z4tg5txpyxSWkZH5G2CoBq035B6AtE3gHQK/3QvG+mInCQXctBha9Dvn7jLuvIvKNTbHkYWJffm40wS3bYQ16LuTm774/bvx3/huN1vM7MrfRUF1gZR5L2zz/xOd938HhLV+XZ0tE7wxr7zyilR0KfOfZcOGDXzzjSNqw3ncnJ+fL3WitWnThk2bNp2zIvu/OXYWlwUL9+Ww/FAewd4aru2d4NYFL3hozl7mOYnpaqWC765tQ92BhTy4L5oSs5c0xhTZ7G9f3cmene5MtcHErd/usHei61RWbkyuJjA0kl6d2tMtwbV45UhuOaPeFZN3ZyeaQm5TL2Z8bCVBLXvZbKJ9PDsA5K/+lKrVb5OozOVOw/38YelJcxGdowuntuLaL7ZThOvnkqzI5JQ1Gmv96Lu94hQHrLYJ2VMvj5G66Cvy05nx0RusM6QSqSjmVvViegeUw/St1Kp8JMFMFFXEBp19svrhuXv5eafjs7hMuZE71YtooSvHu81IGPG87Rqo3kFAOHWJ/OmmWPHgIFqGe3CjEmP5t1tDdSPngPB2MG1TM46YjIzMxYDoshdRJyKSQzjVBXtr+b8FByh2KrASfHFD93MWaAke+GkPv+x2jSVszNDW4Xx109kLIv9O/Ne+18VcmLj2qcyzZd4L23x57CxzAbJz505mzJjhcVwqxs1ivBwVFcWuXbukaLMLac55+ZET/HHoOD46DVd37UC7KPfz4ktL1/DdNod7qMhOf/OKUazPSGfBwUOY6ixoKmBQyyTeun4s3kKwaYTBbObuTfNYmX1cuq1WKOkRmECidxijk1vRN8rh1iTIqiyn7+xPPfsMGxUoDSppUlijNhEZUUKXeD+6haUyLno4wVrPUVHfHt/KK/v/wEdfJ7m0NFDfUE91jRajybWpT1GmQpWll97zFzdcwbV/zJVEf0GUfymTumxze55Ko47v1g7EbFax6867CNR7UVVbwOmcQeg0jqJVlTKY+IjVWK3BHMjMI8TPm/gQz6+9gVd/X8N3m9ydXL1QMyQlkQcuHUBMfWd9WnEpk7+cLUUlmDVWLB7qruddM4XOUVEef3f7/zKDrCrXmLAYH382XHGX7DojI/M3obbagM5LQ25GMTvXHsEv0JsvnpxFQZZr1N/DM25m+NXn1po+fngmv31W34WvVKLQuX/nte2ZzFsLH+afQnkT3+sN65OeeRlVM5yZzLW1nHrhyf+eJv0X0ux2+ZEjR0pLU+Tl5UldYELAHzFiBBcM4gKly7W2pSmEqOMs3gtMtbDrO5gy2yb+iC7NgFgIbLoy/KPVJ+zifX/lft5UfUJkWgnWdBUKyxSIes9mF19PlcHEXPMgrjmyjOIAM29MVJEWYRvJpGZYsZ6ZxPHgaCypX6FVV3OwBA6W7GBtxlp+HPsjaqVjX+ayMrIefoQh69czRFSwtoxkRhtbqn1EacP0oSuNjZOstbVs//FXanxdBSylPsNFvBeU+ilY317BaI0jX8nbpy0tr1zElye+5kz5GbqEd+H2jrejVWlBLAnNFMXDWnsW8A0Vts+k8ATcvMSxXuTc5x2irqCa3K0qqnOd7D9NJmr27KW6tobi72dirijHr3dHwq4cRFZAdzfxXnA0r5zVR/IlS/0eLYLsA6uiyjrWHS+QsvwGtgpD08heSUZG5gJFiPcrnoMN75xlIyvs/bFZAn7kv/5F1v33U7N7N14mzyKpr/4CcqP5myDE+h6R/5zJ3X+HF154QRKKPSF3L/13EN1jZ+s2KykpoVevXsybN4+rrmoU7fE/RIx5LusULS1NkVFczfzdrp3wIt94xpZ8vr/lXjZPMEvic7ifnviQpsXnrzactov3XRXHeF/9IbHphVjTFSjqroCYT8DJsrPKydWqKUIo41fd/xGuKAXRQJ+7EQ4vhDvX22JW7PsySUUISw/GYuVtksjiFK5W0edCdI7OXLXbTbwXnLTGuIy0G8R70YEvxHvp8T6R3DL1Th7d+Q7kH4aYnjDgYdD7Iy4/u7do2n3DGbHPBoYrd/K+9qP6FyjatH6SxsjS+1fY4hFEoaqw0hfXIZ6O6c60Yo7lVfD5+lMUVRroEh/IyDYRDIg04t9YvBfkH4LjK0Atxvr9pYmGhsLmNUfzJSFwcGqYxyIOGRmZCw/xN/vxmhO8/ofr9X9jROFQcwT8/xvXloKKOskVpCn85HHzf24uLFEu2pS58BFzyV988UWT91dWVkoFyN9++y23ncVh83/BiNYtpaUpiqtrmLXD1VpedGR/s2U3c2+ZwgsjhnEwI48gHy8Swpq23599apddvBeYrBY2F59m5/ocipOr6TQlCh8noafa6Fx0ZUWpN6MUne/ilgWsJaA2Qds2Gej0JnJNpSzOyWBr0S5e6/QUvmqHS1Sd2cTjm/9gwZkDePuZUdqDhG1j2oawDp3a7Crgm0FZqLW/54+3brWL94Kc8gDKa/X46107TissOmKjCzGWtsRfZxNljPgSGvozGD+jzngAnaYdwX73olbZ3Ka6tDhHo1g9LcNtUXaNqaszsWzvcQ5n5vPr4zeiUakwGkz0iohhT3YOZToD5Rb3GK8dWVmUWKqYcXALudUVdAqI4pKgVnRpEeMm3gvEuhUnT+Kt0dArLk5ybRBU1hlYe+q0dJ0wJCkJvUaeT5KRuRjQe2tZNHMjM56dj6U+itBqFtEookjKKjo4pHUrZm1qloB/07MTycsoYuuSPU1u4+PfjNi7fxLWRolRZ9vuIuUv+0aIiIjg6quvZu/evReWgN8cStObWJ/mEH+aIT6vP267KPWmlo817+GvsHWFK0QG8+6Ztg6VPtPs2/dJCsHfxxtTnZLPLrPaxXvB0TgFyoCd1BkLJfHemcPFh1mXuY6h8UMxV1ZSuXo1JbN/ombnTuG6RFYoqHTC5sc2UXY6QkGdGnRNN9vYiVWZUFrMWJwqs9XerpZGoSYzw6urCUxRED52KnnltVJlvZiEFXOSI9tewzdXdXSJC2gO1cZqcqpyiO0+FZ2YcCzL8Lxh+ibbZKTouv96DFhsA1OdF4S115DmLOCLgdipUxS+9579dnFaOoYNc0kYCoG6DykVXv9OiMnMqd9sl35uHenHd7f0ZFdaKffN3m23M00M9eGHW3sRHSifNGVkLniEMHJW8b6e5hnSoIkIp8WsH6lYsYJ+9z3EV+3GUqJ3CDhqq4UpPeP/nVcsI/Nv0bdv07aBMhcGQUFBXH/99dK4+UIS8JtDdmmNx9NlZkmNXfxpjvjcMG7WYOIT7bs20V2aBLTCwfkQ2gqGOOxUO8cFEhPoRVap7Xk8cY1qpX0/doqOw8FfpJgU0fW/4nA+c7dnsN5JTDpf8b4BH70GHQbqaFwZ7zkf+q7ByZRUGXho7l5WH82X1g1qdTtv39CZYJ+zd5Q1psZgJqOkmks7RTN7ewanCqq4XuXBCU3EUqVv4Zi+PVd+solao+fingYKKgw8Nm+/SxzBgj3Z+GgUbPeJxLu2UbSAuGb4YaLtZxFXc9081hd6c+f3O6mqL5SNDtDzw229pfGzjIzMhY04x7617Ng5t2uwBD4XQT5aZt7aiy0ni5j8+RaP21zby7VzVEZGRqZxbNjNN98sjZsvNvIrKjF6KKzOLC2T/hdCcedmiM8b82y58y4owOJvZs3hU7y/dBNPXDbYfldKUAitgkI5VlKIUmdGrTET41sqOTFnVwRgDFAQoqiSxHtnCg3FrCvYwpioYdSaTKzMOMkvpw+wIvMECoWVYO9qvLW2Odg6s4qqOp2UPS9GvuJ+a5EW9GYURgWqAg0Ko6PxyUs0tLlYwSrYkJbC4JZH8FYZEdpXsdGHAqMvgQFVTEjqIRUiPLxuCUvTjkvfO72jevPe4BeI9HF3CDsbBouJrOpChrRNpM3WcA7n2MbhEmZQ1Ne0ZhSVselIGi2jQrjhwzlU1NoaNgy+VvDwlLVKA7eu+dn+nZhRWcrvx48QNNOL8O4+5Btdo6vUFhV3LvhN+jnG35+vJlxBeW0dt/78K+X1DnqhPt58c9UEWoe7RmHJyMhceJSXVPH5iwvs4r1AIRo+hZOKwYhVFOlYLC73nw1vPy/+9dN9nNiTxj3DX8JqsaJwtjwBxt008C9/HzIXNn9pC7HII6qpaXpS7YIlrqdQvN3XJ57fH0RUgK0ysJ/ygF28d6FRV7mY4Pzkum7sSWjD/hbuE31mvwx8fdwr9gRC6K7evZsTQ4eR/cijknhvVsDbVyh56DY1H41TojTbTg5VXgq+Ga7E4vQUqsgIe4ZGAwqdjtbTb+PS+ixQ+/o6xyilb3UNSzKzeaqohCnaYrzW3sSHn31l76AS56M/Duby/MJDnA/fHvyWIXOGMH7BeIYtmcyvlzwBw58DvWvsgB1DJWz52C7eN+AdasQr1NER6zd6FBXLl7k9vDLLC2VJOU8pv3OxflLUd5E1cCS3gpcWH+aJ+fvs4r1A5Ie+ufTsXQkyMjIXCOmbm7ddp8nntVuFRoOX2cDrG2bQN3s/gbUVtCs8xavZy2kX3cS5S0ZGRuYiHzeLTGQ/nXsNcO8kzx0t5xo3d1UcdxfdPYybVUoFn17fzeNzN3Cb70bPd5RmSPbxA15bzb2zdruI980hzFcrPb8zIjbgquH9ud17nct6pZgFbIIn5u3n2i+2sOpIvlQEIZY1Rwukceb58MPWNHq9vIKR76xj5NvruLp7HE+PbUOCXxPivKGSbzedOad4LxymNjZxbKqMVh6tmoLVyQFMihcTMWMNFB3HuuQxHp+33y7eC7LLanlp8fldG8jIyPxv2JVWIrl1nIsJXWPPa78atefCpnA/LT0Tm+c4IiMj88/lYh03J4cGS4JsY3q1aNrd1RNRXp4Fa4XBNq2/8uAJt/s+HnoZwXovgnyquKLVHgYnHGdQ/HGuSN1DqF8F0dGeJYHCumJOlxUzeN7nTFu9gOUZJ1CpzCREFeGjM0pTyWLRq8346mzzr+Jbw1SpgSo1QVUB6PO9XMR78Q0wvXdvQjS2Y6FQWlB7Gyk0+HCiJpxDVZEcqooi2yAs8BUYKjW8tnAt1y2aw5Izx+wC+ZacDO5f8/t5HbvluTuZtPF5bt72Btdtf4lLR4Xx9LghRPn6ojSAqs619LaqzsDcLfupUFZDVC0EGtFUW+0ifwNdoqLYX57jVtBm8bZSozdRfciA1qk5TjyHpdzxTFnl5TyzYgVPLV1hF++l419Vzb9WrD6v9ygjI/O/4fi+DAx1HjpmRQd+vcOhOGE2p/veGY1eY+vkN5mk/0UshxDzvfRqeo7o8Fe9/L9XB761Gcs/XcAXVq1Lly6lVatWXHSIXMzRr4kSGce6qE7Q/4Hz2s0dA5OkybwKmrAL1bkOuPKq8liW9zHrJ9ehc9WhJaxVqZSXtPC4K2EjnPuv57GUOwR+lRXGb7ZNzFmVCiwqhb2jdGUXJV/+XzeCn36cmHffJWXZMqJeeRl1pC0TU5uYSOyHH6JvlcJr/3cN95eupk/ubvoWbCTZshqVODZWK08WlaB3GpwoDBVMKP/S7fUt3JdNc9meu503d7xJtclW9FBWV8azO17nVPvLoecd7g/wj8US1ZXjJ90HqILA0QMk4T76+SeIGWzCku55wtBsUHKVdSnLJmh45JJU7hqU5PFvWUysljTK/BM0FC3IyMhcwEjnK88Thi6kjDzvoi2vbt1QensTW1nAM9u+ZdYf/+LNDR8zsHvyn3+9MjIy/xh+//33i3LcLCKGXryiPVqnKCGRmf7AiJTz2s+tA5LQqZVU4NWscXNhZR3zdmUSG+Q530zY8PvX5XjeV+JAnvvtIEVV7taXTdE+2p+nxrTh/SldWP/YUD6c0oXYINtrjQv24sNrutIyOpSH7r6HVyJXc4lyG8OVO2jPKTexv4Fak4VDORVu64UrgOiobw4Hs8t4+tcDlNfn2FfUmXhlyRG6JQTRov8U9wd4BUGL/qw9VuBxfwNSQhnbIYpXxiXxdfgcStOaLiZYZOzBqmGLbUW2Ax+1ebA25sRKjy4J8rhZRubioBmjZilmblR72zzC+RR/hXhwGhnd3j07WEZGRqYxixcvvijHzaLD/sVxI9CrHQWQsYH+PDys6agtT9yQ0gMfEVfkhKJagbLcNh731bveV2msYVXRZrq3MtA/Xli2O+Y09WoTvaNPk1Ht2aa1XUAqL29fQ06VY8waEFCF3mkfDWhVZqxYSfaJ5L7Wo3hrzCjW3n4rH199GS1CbJEAUf5+vHbFKDrHRbPo6uvpEBGMV3g1uoA6DDollQZvTFYVlnqJwmxSkJkZQmWokd1F7mP7zTnpFFS7drY3hei6f/XwbMrqO+FrzQa+TVtKSooXdw/pg9Lk+r2n16rp37oF62oPouxZhjK1GmXnCpQdKtEXWekXGceYVq14fMAAugZFsvaUq2NtA1a1FVW5kkdiB/Jk1yE81GkgikKNveCigW2ZWRwrdC+e3Z6ZhamJSDwZGZkLB6vF0rg/tuEO+49J7eMYee2541qdiWsVSUR8qO2G2QxGkyTm9x7V6d99yX87FNbmL397C/3Dhw+zc+dOj8J9bm4u8+fPp7CwkMsvv5yLku5TbQLO6bXgGwFVBfDVKCjPhqRBMPIlCDq7tVuvpBB+uqM3X68PJ+3MTBJMjSyOetzqYhd/w5IbyK6qF7o9uM1bDGEYS7uj9j2C2u+ItM5qVZCguowYAkk/YlvnTMtc0BqtGDT1Zw+FAl+1Lw90f4AaUw1nglvTK6qXdFfg+PEEXHYZlspKDldYeWr9KTJnbKJ7C38W9NtJlcVpEGGFTpYgEkzutvZdlCdQYrEPtgTOk7rub8xsszI9s0E6pssodt/EamFl+kqSBjwExadsVqri5BeUCFd+ycqtu9hV3obHNK4WWmallsD73yJQFGV8Mw4Orcc32p+SY458UOlwe5vQB9oGny3jomgZ2VLK5vts/Wm3joMIfx2VdSa39WLyVkZG5gImdz/MuRGKT55728EOm2ZPrDtWwIw1J6nKyeX67K10tRTj37kjEc88Q57IG6+2FSD59O1D6AWWyycjI/Pf5+TJk2ze7O7+ISqn8/LyWLhwIUePHmXKFA+C60XA5Z1j6JscKp0bhfV7jcHEjV9tJ6O4WuqkfGpsG5LDXMdensScn+/syxcbIjlysi2tjYeaHDcbzRYmf7aFE/mVTe4vWdlE8WhALLXRPdh2emmz3ptGCc9d1p4ao1kqTBiYEiblUY7uECUJVkI4zyurkcaMn607Sdf4IH6tuIRC51xMi5UQbw1FHgpAPSEE//oITI+/M0sP5rH+eAGR/nqKqwweIwz+OJBLl0vuhIIjsOdHEb4HAXFwxSdsPXDMHnHgjJhsePmKDsQFe8PsayXXgxFM5DD1lvge8I1KgaTeUFcJmz4Ak+t+rX6R6I1Kt27/uKAmCpxlZGQuCE4VVHLXzF0czXMvMmrM/cPPLqJtPVXEh6tPSK51/no1QT46usQF8txl7Xjql/32AqSu8YE8OCL1L3sPMjIyFyfp6emsW+fqaNQwBiooKJCaxbZu3conn3zCxciQVkmsue9W1p04g6/IqdfC9KWLOFlSRJfIaJ7oN5C2YeFn3UeSfwhzh93IF0e3surkCSoKDKjzNPXm9TClTyeX4/bInk85UpEhRVMNDHd3iA32qqbOqKKo2psQb8f9VlMIHfzbsrV4Cd5+dZhNSowGJVqN50JTpULBE+3GYsFEjLcvvUJao1IoGZiSyICWLSQL+qLaGj7ftYPv5uyhQ3gEBt8KnE1rDxeGkBoYiKW6nLoaDVlnQinz0jZZUSaeU9PUwFnEdB04zfoDpwj280aVXCbNLzdmbcE+Hup5JUezC5izaR8ms4Uwfx+emzSC3UUZnNRmumyvCDKhiDTw1JDBpEaH8eQvS/ll9yHMwjCg8UdnBnWF7fWlhIQyuF2yJMZ/vX43ZfWW/A0E6vVYTVbK61yLjCP9fFGf5T3KyMj8b8nPLObFWz7j+J40m12+U5GWdLFucBRIXfPw2LPu6+jO0/z45iLOHMnGJ8Ab/xBfUjolcMfLk3jv/u8pK7SNzZM7xHHr8xdX/KLMf1nAF9WOjzzyiMf7QkNDGThwILNmzUKv99wVc1EQECPlY3JsKfzi1Pl9eKEtc/3u7bacx7PQLSFYWmqKf+fEz48TnreBWu9IfIY+hE/KCPt2S88sdYj3Ag/lOjEhBk7kqanJvAmlVxpKbSHm6gQuHd6bm9bexYPeENhoHFbsC4ZGn2qQVxAvbHnBfntY/DDeGvQWKqUKhVLJ8WpcMjF3ppWg1F+Nd4uPpQyjBrKqijHVKlHrXQc/uYZAF/FecHWPs9hB/TwVDi2w3/SOjAUv94GJl9pLeIZIgj2XvAQ1JRDWGnZ+w9bfd/C9eRQ9lEcYqtojbW+0KqlR+eM/5wZoNx7OrJfWh3WowFCupirX9rup9jYR069Ecv0kaQhE2qxHwvx0TOwaw5wdrgO16UNasu10MT9sTXeZaJ02pGXT71FGRuZ/ixgwzZ3qLt4HxNssf0vF37MFxHlm6FMQ09VtF8bsbOpOn2a/XyxTZx/Eu7aSD1a/Q0RNKeLyqnD9OnQpLUlatoy6QwdRh4aib9v2v/ceZWRkLlhWr17NbU0U8wQHB9OnTx/WrFmDv78/FyvSuKlbLNvPFHPLt9ulGCWBsIcXXeJrHxkixUWdjQ6xAbw3uQt15b9xYu7jhOWswaALRj/wHvw6XGnfbuXhvLOK94J0r3bgoZHI1PEarv1iW7Md02KCvHnq1wP22/1bhvLVTT3QqpWSBV5ZtZGJMzZLne+CXeke7P+Fm3wzxXvBhM7R6NSej5Wwo/9ph6OA1ruJY+qlVYHIFr38Qxj2f1BVCGGpUtHs1nnCLctxPAUqzDygW0zcL+9Bh6vgyGJp/TT1bxy1xrHU0tPtOTrHBTqsrnW+0OMW2PyhyzbK/vcztShRKnpzvsy5e6g8bpaRuZB54Kc9buJ9pL9OOo+nF1dL53hRpH/X4GT6tazvCHIir7yWY/WPv+WbHRiE7aedCimeQxTAr3hwEIdyygny1tIpTigfMjIy/3S2bdvG9ddf7/G+wMBAevTowdq1awkPP7vIfSET5O3F5R3bcKggn/FzfsBY3129ISONa3+dy5rrbyHgHPPpqYHhvNHrUso71vDoinnsD01Db9FzTXJfru7tEPB3l5yQxHuByKcXWfU6lasAr1V6Y7GqySwLpLDKBy+NkRqjhqvi+3H/zu9R+1bYBQOTUSE1kxnEftSu+4nQh/Dxyfn22239W/B65zvwUumkcXOdxcykubMpqo8/2JWXhVe865jeipIjpUoMhxMlHxiz1uJolfRgqHhJQgqBes8NVW/PX8f3Kx3Nh36ptajau2/npdJKr+/xK4Zwx4jeFJRXkRgRxIZTadyzZD6qaPfH6EKt/GvuCi7t3oZF+2wNdapSFRa9BYuIsRJO2UbQn9GgMCtIigymf5vE+ugtJVO7duPdTZtc9nlb9+5SEcYbaze4rL+7j63xTkZG5sLk3Qdn2sR7gcEIZgtBUYH4+HuTcyIHs9WKUq1k/G1D6X+p+3xzaUE5pw5koNFqePrq96irNoBahSLbNrewd8MxgiMC+GDV02Qcz8XLV0+bHkk2S36ZfxzNFvAfeOAB7r77brf1SqUSrdbdCu2iZsfX7uuECHRqDbQcds6Hiy6ha2afYXe6yFOeDFWQsMKb31KNBHjbWu0LajzbWDrzQP/xrPeJY/b2DCw1CdIiJs50QTs4cuYY8/spuXm5q5g+r5/SpRggvkhJOq5d86KzfU3GGoYl2N7L1xvcMzEttXGYq5NR+zhs6iOKofCAH5Hdy1w0sppdakYHbGZNbBfUVgujMzdz/cmtVPs9jffA0a5vKmO7i3gvGF+Uy8zYWAxCTKvHT+vH6ESnx/pF2hZDNSx/lgRFD+rQcrPxUdqY0nhD/QntVWlojIWQJhZHBqpKYyV+cDF15cKSyRd9+w4ojJUgCioaxSSILqRWEX4sOZCLr07Ndb0TGNE2gks7RtMhJoClB3Px99Jwfe8EureQs/pkZC5YRAdi0XH39eWZrpa/PW+Dvve4bZb74kuU/PijsJnho143Yo7qwCVp2yTx3pm64yeoWr+ewCvG/0fehoyMzMXJ1KlTue6669zWiwsunU7H34lZW9Pt4n0DeeV1rDicx7iOHma/GiG6hG6Zc4oNJyYIKRsqIXKlnt/a1BLub5vIzK9w7VbxxLjhQ6D8HltXeAPh7fjdezw70xq5YjWBSJ86U+RaHbvhRCG/7sliUndbcer3W87Yxft/Fx1GrlCt45LjaWTvvoPoLiNd7j+RX+Ei3guqjWYpssvkdNC9NComOudR+4bbFrMJlj1NgsI2edjAHarfuF29mBAqkC4TMrba79MrjHyqfZd0SzgZymg+iH6ViloT/VNCmTa4peukwYgXIKgFHJgPwta1643QfgKPAa0ifFm0Nwe9VsW1PePp60Hwk5GRuTDILatlb6bjGt/5XO58ep/QNYYHRrh337+x9Aifrj0lnZfEGaKpgqmM4hoW789haj/Xc5KMjMw/mwkTJnjMt/87jpvnHDpgF+8bKK2tZfGJY1zTvmOz9vHK0fns0R6EUDHdXMnc2pWMqk4lxts2R1lkcEStCtKrg0nxc52DHhA2kSBlOO8dWkOdSY3RoiTGK5QOIRHM2+8Qk7UqE8F6m/uTKASwrbOJ+EajlnSzcFR1jA0PlZ9hcfYWrowbJN3+6eB+u3gvYVFgNStQiAxYJ6wGhX0/LvJUw6FqMJk1Kdh6IpPvQ/ZwfZfOLvvIK6ngx9W7XNZVntIS3EaNWeUYu2sUKsZEOQpVg3y9pEXw6vJ1mIyi0NUdQ4WV/Rm57MvIxVxvLCXEd22uFmuhFTRW+gfGU+FnoFunGG4Z0RO1kzvtPX16E+nryy+HDknvZ2K7dtIiiA8MYMHBI1Kz2JUd2jEkOcnDK5CRkbkQqKmqZc+6Rq7YZjMlOaWU5NaPpzVq+o3rzG3PuxbRC+a8u4TvX1mAUXTpN1xbKxRu4nxxXhnL52zh2ofO3sH/j8fazHz7f4KFvkqlkpZ/BEZ3eyGJrB3NEvCXH8qjOmMf01S7KcGXReY+BBWfIHPmTAIifaDj1fSL6ccHu50mGOtpHdyaWN9Yrmp1FX1j+jIiwUCxZgnrT2Rh1eZhCgngh00dqS27jEVt95MfcJKBB0XiEKztoGB3khrMOhRGX54qO87wmko+1AQyz9/VxnRPwR67gJ9bXuvxfViNAdL/HU5bGL/ZQqssKDH5UFeuJiChRqqSLDulp7ZIy73M49698whpW0FYuwoUKrCumIyl6h6Uo1907DTfPY8+0WjiE2UMH4aGcbz0OO1D2nN/t/sJ8Qpxf1Elp6GujPGqjXxhHkOaNRITKkm8d0OtA5NjwlfnLwaZZZC9E677WcoDdXuISillsorFGWGdOrlnvLTIyMhcBEjZyR6mEBvbp23+CHrdaXNgqad8+XJKZs60364QXfqiC6mqyONTGTPco0VkZGT+2fyTxs3Cat4TwtGpOQL+xhNFkkjujBibiq7+NlH+0j4GpIRJ17aNreNbR/pJ9u9CXBcFl2bLC3xW2ImKw6s4Yw7lWOVAFJvdcyWbwtzERd2utBK7gJ9bfu5iAk80fv166rhdtZBPzZcxu2wYyp/quOHUdp6d0N1+8X4sz7PrQHKYD8E+OsnpQByjRy5JtdngN6YyFypyGKUsoLUinSPWeKIo4jH1Tygbh8Cp9WByXBPEK/NZa+oofY6fXt+Noa0j3PcvrD1FIZxYGnFFl1hpkZGRufARDh6NC4MEjU+JorHg1gGJtAwX42wbm04W8tHqk82eG0trVCQlIyMjIxrDLmo31/OgRqjDHthzJqtZAv7hskxW5zmcogSlxioeWj+bxLpkhqe2pFuLFNQKFSYRpwRk1wRI4nufUB8ivYLoFDiY9gED6B9qpdySzeqCHZitZsJ0amaddDRD+WjqCPOusutLYhwruvXLa/TU1mhRKS2EBrmPVQ+WnbEL+LmVje9XYCzRoQ11jDml4oAaDRY/E6oqFQqjAqVVaP2iKExhE/HFl4sBlFYlZdTx7JpVbD+ewTtXjkVVbzV/Oq/YLfrUalTivS+RNsNUHCpPI8E7nKlJo0j0jXJ73ZV1Bk4Xl0gZt5YqFUofs0uBgTXLVkwiDodOoaKu/vhK60wKFDUKdhZl8dI1oxjTtbXHz++qDu2lpTGjU1tJi4yMzIWPWqNGq9dQV+MUfSFOlI0E+PWL9nB452nadHMUrh7fm8ZX/5qHywlQeqzn58o5c+4G4H86imbm2zdnm4tewP9HIezXT691X7/xfeh5B3id3erNd/dnLNW9bb/9uHoWvlSjEo75Ytn1Le3Gvcv0ztP5dO+nmKwmaVAysdVE/q/3/7lU3Hy671M2l8xEHQKmypYc2DsWrOJjS8RY1pmdrV5kV4pDkFKI5KGaOJ7MgclqW9Xlc0XF1CkULPLzsW+X4J9g/3lASihrj7meEETV3wvDryN7i5bhP62XBk8NVOfrpCX03nswFy2GolPSeq8QA+EdHbZ7wqVasfUDSB0OSYNtKz3YVAt6xPbn2yFPck4CE0Dri5+hkvnaZ/nGNApzU2c532jbxGJjC22R1bniObh1xbmfT0ZG5uIkIBZaj5XyfM+KuOgSF8BOAn7lmjUum/TKPcjesJYcCEli7Jktbrvw7tnjr3vdMjL/RfLz8/n999+pqKhgxIgRtG7teaJBRuZsjOkQJTkXNeaHLencOSiZiPou+qaY26jDvIH9WeXSIqKNnhjdmmfGtuXVJUfstsyXdYrmnas7S2PWBr7acJrX9gkhe5xtRbG4qHbNlPwzJIb6uIybF+51isGq56Ur2kvxAWLxlFE/bVAyq47mczjHNlauRcf7ZkdFvoij+mZ7Pr1a5TK6g21SUbg/ibfX2OGgT3KolCV9TnwjwCcMXVUBP2mf51vzJRRb/dzFe4HWD2twEor8Q1isClZauvCaaTJGrLy0+LBnAV9GRuZvQYCXhvFdYvh5p2uUnCcOZJW7CPirDuef13P1TpJd7GRkZP65jGmZKnXhu2CFZWuPMq1nb1qEB5318b8d2+dx/fGyXHYfrWP+3kPc2a8nD7SeyHvH5mOw2DrPU/17ck+rG9EqHTLAH7lbWZHvcGHKryvGbBYCtq2BIdir2kWPEj/7aetIz7W5KnnpPRe1xnqH2X8eEJ/Aj/tdX7O5UssT/Yazo+wUf6Qdp65WicWkAi8rFq0JTZGaW1t3Y3tJFrvzcmzivXCoVwgr/3pRXwFLThxn4O5DXNnNJoi3iglDo1ZhNLkWF3cKa8ELnUdxLny0GmID/cksLafupD/q0FqUPiastUoUp/Qo6hzF2WqjgpT4CA5k59mOjQlUdWDGytsL13NJ51b2wgIZGZm/FxqtmlHX9WPB56sdK5uwtj+xP8NFwN+2zPM53OMEgpgP6CMX9sjQKLhcxkbXmyDIg12NoRKO/XHWo1S56g8SZ35Lxrpgys7YBj0BimrJktOF1S9zZ/tb+WPiH3ww9AMWXrGQm1MfkYT0/IpazBYzPxz+gW8Pfmt/SF3ByHrx3oZSW4RC0aibFAjVH+N6tas4fXWFQ1hvGdiSMYlj7Lev75PAkFTHAEujUvDspW25qt1wJu7Ru4j3DehSUwkcPx6DU+epb7TnTn6OLXX8LPLmu9/c6AWn2jpgm4PI26wX+kMUFTykmcujXgtBb3MLcCF5MFwzx/N+cpo4YcrIyPx9mPAZ9J5uE/OFLYgnRKWRyAh2Qh3s6v5x6amNDM7YxfqYjmyMcq2WDrzqSnx69/7rX7uMzH+YefPmkZyczPz580lPT5fs3n8UsREyMufJpZ2iaRvl77ZeCO1L9uec9bF1JzYw8shTfKV5natVq6VCVE98uOoEU3rGs+mJoXxxQ3dWPDiQJ8e0Yd3xAnLKaqTJvB+2pvHuimN/+ecXH+zN1T1s3feCCV1iGNvR0bUjCghEB/y1vRII8dF6vPZOCPbmxr4tmtV5uvKIQwwTXfV3DEp2uT82yEvKoG4WKg0M+z+pxFdcj9yr/oXndLPAx9XOvtqq40ziJIpuWM3QujfpV/c+txkfphJbV//Jgipqm3BakJGR+XsgipCmDU6WcupFN35TpEY6xHtBiG/z7a3FuXNk28h/63XKyMjIXMwMSmhBHzE/UT/kFcKvV54Cq8HKst1nH8fuys3m+52HPY41TVW2uFbBV1t20iewI3P7PcvLHW/hi54PcX/KZDZlp5NRYbN3/i1jDx8fW+y2H5XKisKMVOyp9jAZrNeKggDb+ppaLTW1jucVhGj9GR/jcDsdmdySSe0ccyhKhYI7uvXgutbdCSGUmkqNTby3vwAIC/Xmth7dSSsqtXW2C8t9a32HqvPXkxXWHLM1lAmC/by5a2wfl9cTGuDD7aObN18jCgQeGToAlRDiLApM+V6Yz/gTURjhIt4LeiXFMfPmSairsC21jpeWX1ZJSaV7JISMjMzfh9uem8j1j11KdGKYJOg3RYvWro6EgaHu8ybipC4VKNU3KjTQY3h7hl3V66970f8EG33rWZaLGLkD3xOiSi6mC5Q4BgIuE2FNULZoMdkPPywlWgoqs/WS3bxzV7qdqnyoLSXCJ0JanvvtIN9tPiB12AgBvWOrTI7harFvqXPtfLEYwrGatShUrp1FnevcJwe9DD6YyjrSO7YT74++C2+Nw2ZTp1bx9dSeHMgqI6O4Wsp2D/OzvQdTicgzcif0jtup2bdPhB7Z15nqmqgH8W5khT/uHWg3Ac6st3XUt58AGluxQ7PoMx1iusGh32yCfqcpUHIG5t0C1UUOUW7n13BihfDOhzrXDCipkEBGRubvjdYHRr0Mgx+HVx3iiwvdptryexsoPk1gz2hKfvTGUmU7l6qtFp7KWoXu9bvINQwgquAk1lOnKItvyWJzELotaYzrEEWQj/a/9Mb+mVjNZqp37MRUUIA6LAzv7t1Q/IctytPS0li2bBl1dXX07duXrl1dXWRWrlzJ7t27CQgIYNy4cURFOUS9I0eOsGjRIh6WxgU2CgoK+PTTT3nggQfw8fGR9v/999/z0EMP8euvv0q3r732WuLi4jCbzSxdupRDhw6RmJjIZZddhkbjGIOI+0X3/NGjR4mOjmbUqFEEBzevq+3kyZOSYP/qq69y33332fd3+PDhv+CoyfwT6RIfyKGcRmMtKfrtLLXCx5ainTWZsaIYVQVDVXtopzjD/5mmum0qMufzymtpEerD8LYRUt7yJ2tPSTaZQkDvGBPA7ozSv/pt0TU+kC9v7EGgt9Ylbumja7pyz9ByThVUSe89KsA2ji2u8tztf/vAJI7mVVBtOLcILooAnHlsVGuGt4lg3bECogL0UsGEj+48LuG63gAR7eHgfFBpbePm6mKYc4Nksf+x6VI+tkykcqeWiOMbMHq1oLja4GbZr9f8MyIhZGT+qYg5gUdHtZaWpCfcRR3B2A5RUmxHA1mlNUQH6qUO/rIao8t57Lube1JlMGOxWjlZUEm4r56Mkmq+23yGMR2jCPf7Z9hly8jIyDSmV1AMB3ZlYVGD0mjLURc456U3Zmt2Btf+NtcWdVKqxzfI0UBlrlZRl+uY4zWYzWSWltEhOpI+oW2ZsX8Lb+9ej9FikQT0HnEhHK5KI9CrBk9DyppyHSarEoNPBVq169i1pkYDDWI6CnIKgvDzrUGvNtLKL5r3ul1PiJiDrUeIUq8OH8ltXbtztKiQDuERxAXYGrCKaz2L3Nd370x2VSUltR6axBpSEq0gpsKDvV3nkqeO7EGv1vGsP3BayrUf3T0VP+/mf9+MbtuKxJAgFh6w5Vtf1qENmKzc+/VvZJfYrnVUKNiw9zSjn/uSKH9fcstcYwLCA3yl55aRkfn7olKruObBMdJyVepDGEur3Wz0O/VrRYfeLe23i3JKCAj2ISjcn5J8x9yJj78Xr/zyIHW1RhRKJenHcggKD6Agv4KFMzfRf1QHwqLO7gb+j8baTIH+IhbxZQG/KbpcDwfmuQrm3mEoW41u8iGFM2a4rSs+6kNIm0pUmka/JcHJdmF72cFcvtl0xn6X0Wxl5+EYvFtEo/JyWHSqvDIxVzt13Fh0aMrHYgr6xb7KX+PH3TVVbq/jd8NQarInsjob0npZaB9lsRUqONE+JkBanPEbPJiaHTtd1im8vPDp3x9DmmvufPkZL0LbVqLWO1UM6QOh87XuBytxgG35s8T3ti0NBCfCg4dh7Ruw/g1HznWZB1tWkWc94l9//rllZGQuLvT+EN0Fsne7rg9pCePq404sFlh4L+yeiRYrCQO9KSzoTl2pFa9OnQibNg1NTCjxYtvEYH73iuXeWbsxWWy20a//cYQfbu1Fx1h5UPWfoHzZMvJefgVTrsOmWx0ZScSTT+A/cuR/5DlXrVolifLjx48nPDxcEtovvfRSnn76aen+q666inXr1jFx4kROnz4tifKLFy9m0CBb3t+BAwd48cUXXQT8vLw8nnnmGW699VZJwBePE7dFN3zLli1p1aqV1ElcVFTEJZdcQnFxMaNHj2br1q288cYbbNlii3AQ60eOHClNiPTv35/169dLz//HH3/QpUuXc763Tz75RBL777nnHvs6kdfevr17Hp+MTHO4qnscs7alu1i9++rUjGnvni9pZ92bKBrGa/VMUa3ifdMECnEdj4b76YgJsk2EbTlV5JK3LET85or3OrUSo9lif53eWpUkTDclvO9KL+VwTjl9heVzo3Fz60h/aXFG2MyvaGQnLTpZRdFBc8R78XqE00BjuiUEScufRkRYNY6xeuAAqzZu4vXfHZOOeeXuVqiisFi4HcjIyPxz6JMcwsYT9YXx9UQG6PlgimOM8fzCQ3yz6bR0PhVug60j/aTzsZhPuGdoS5LCfO3b1pks3P7dDul/wetLj/LVTT3ondSo0F9GRkbmH8ClPdrw3eqdmIy2c6IVKzoxbu7WdJzZjF3bMIk5C9EsVuxDbZUOnd6IokyFsVhvE9Xr8dPpSA61nV8PFuXx2k5HRKzFauFgRZo0rK02aNGpXUV0o1FFdbUQvBXk5ISRFF+AuT7rXaNQY8hKRl1owBQi2vRF46iC8mIfyg1K8qlle3weIxP9UTZyckkODpYWZ4bFJTP/5EGXdeJRlySm4KfWSZ3wZg92AwojiJetU6m5pldnt/vbxkdIy5+ldUSYtDjz+xNTmbd5Py/9tMrWLSuK8+uqMYlj4IvkWiC68IW4/+ClA2T7fBmZfxCd+qeycdFu0RVjF/H9Ar15/nuH2/R3L/3CT2//jtlklkT6hPrO/IQ20Ux5aByJ7WLt2yo0Kp65+UtqqmzX5l+/8TtPf3QDPYfI1+T/VGQB34mqOpNUzSgqyEkeAuM/wbr2VShJY5u1Dc+W/D97ZwEexdm14Xs97kaEBAvu7m7F2kIpLRXq7u7u7u6lpVDBKe7uDiFIjLjb+v7XO5OsZDdAv7+fFOa+rmmzs7Ozs7NhcuY85zznGoK+2sObl3WWOoAaYsnJ8VrnsKmxWQPQ+Nvl2etinUqN1WZCM+8O1IMeYvVRz2q9eqzVbSQBv3utkbtLy2nteIYD+pa8apnObkcrqePo2SG3EBtzEWuz1xJvs3OROpTIVAMseQxsJumGeoW9G5/YJkr7TFLlE/LbNCjdIs3EpN/d0O/ORn9BIq65htoDB6n8Ux4doA4JoclLL6IJCcG/Y0cCBw6kev166TmbWUPG+nhSbmyPpvqk3O0z+GEIOUPy9u9Ea4ACz+DPi+B4uH6JZ8etgoLC+Y9w/vhxCtQUyY/F9W/K18I6BPb/Cvtnw4k1zs39QmuIZjOlza7HbrFjPHwYXUKC9JzVZpdcU6Tq9zoqjVZeXnyYWTd7WrYp/D3ifc4993rNhLLm58vr33v33yLif/3111x99dVSx3w9u3btkv4vbOfnz58vdccLG3rBrbfeym233SYJ9+q/OO/ummuukQT4eq699lqMRiP79u0jKEhOgItO/3oefvhhqUv/jz9cBXyPPfYYd999tyTmnw1RCDBw4EBOnDghuQSI9xCFB61atfpLx61wgWOuAasRAiLokhTGh1d2481lR6WudJGzqzJZufabbbw+pZOX0C1Rlum1SqeykaQpxaiNoMpkI4FC7tLPY6RfDuo/OsPgB1l9xLfNvjdyck3+r3wv/dT4drSODWLJgTzi1GVMCj1OeUASvy1YQg/rHvIc4XxrG81xh3y9j6WEqEXXQdlGeVxTn9tg0EONzrgTVvu7Mkv5bVe2dMkK1Gt4flIHYkPkzh/RPb9gr6s4V6dWMaBVFJklNbSMCeKuYa183mP8W9DoWJgnCiV834cIwgN0zL61L63c5l0rKCic/zw3sT1XfbmNvAq5+1HkRz68oqvUTb9gz2nm7clh1ZFC5/Y2BxzJq+TiLvHSFffg6QqaRQU65xU/N/+gU7wXiIImUQCw+J7/R0G/goKCwj8Io9VCrdVKuJ8/zeMiefeGiby3YAMHjIVYI6BSZWHGkt95ddgousR551Cz66zv67GatNJiqFQTYvCjwigLPSqVA79AFY8u+JPb+vdmTYG3s2z9rarZpqW81o8ggxGd2o7NrqaywtU5fkPr0QxrFs/6ou1gU6GpjCW8cxgvLllNSVEt9iBH3SgAV1z82tp1PDRzCf56HZf36MS9w/o1KmaPa9aabfnd+PHIbkmo99NoebznEFqEysUH09p3YuaBvc7thaA/JKYZeQUVJDUJ5eZBvWgT5ym0/7sQn+FkbgmqupSETQsWV52aNO3WEKHnu2um0D7pXy8eUFBQ+Odx0zOTOb4/i7yMIilv6R+g55GPr0Or07B+7nZWz9nCJiHw1+Gw28k4lM3gyb3R6DQc359J0zbxaOpcWD5/aYFTvBdYzFY+eX4uPQa3/su5xgsBlUNezmW7fyqKgC8CKYuNJ+cekG5EhSAzoGWUJNLHdrmCj0t78sbSo64zllHKTd/vYNl9g6QbUncCeveieu06j3W6yEB0Dy0E/1DY/QPm1S+jt5nRlWfDnpmYji4mqYPvOe0qTSWJFguf5BfiXydc9Fan8aPhBR5v9hw3j5rK54dfYvXe1VLFZrdKEwO2VBEUbcIQaq2bLyRec4Q4VQlZjmi+1b1O05K6eaRV+bDsCWr0/iwKCcFkNTG86XCaBLmCRZVeT+K772A+dQ+W/AL8O3VE7e8K6BI//IDSmT9RvWkT2rhYIq6+Bk3rVOliVL1pM7bNaQT0jUQXE8N/BO1ZrJEqT4PR2+JVQUHhPEd04N+7Xx6rIa7dLUeAWgffT4SMjV6b1xToyVwTicO+QHpcPncukTffTMz990l2oQWV3l2KuzP/fvvmCx1hmy86730O+hPrVCrp+eDhw/92O31hSy862oVwXt/VXm+hL6zrR4wY4RTvBbfffrsk9ouuevf158IVV1zh/FkkukWBwOuvv+4U7wXunfW//vqr1KEvLPDF9mIR3f3bt2+XrPBFN/2ZKC0tpaqqinHjxkn7Ea+98847+eCDD7jpppv+0rErXIDYLLDkESmOlQT85AFw8Udc1DGF4mozT82VR0IJ9mWXc/0321n38FBvW1DhxLR/jseqam04b956BVEhwSzblcbw1XcTYSsCMY3qwFHMR5eS3Mt33OyNSnJJ02Ll2oQ8Lr7kcr7ccJJn5h+UukTbcIoazQ6Ga3bxmPqUZOMvuFSznsnm5zjiaMoX+rdILT0pP1FbAqtfwqgJZL5hIhVGCyPbxZIc6RLcRXGtuIe4Z3grySpauLIIJ4J63p7amR7J4aw6UkBkkJ4Z/VJk5xZxPROjpQoXQeBACGtk7MvfzNls8UtrLBRVmmn1HwrjFRQU/jdoGRPM2oeHsC6tSHItGZwaLTmEXP/tdlYfdQn3DZm7Ry5Q+n13DltPFvPixR0pq7FwosjbIVCMXTFZbZJ1v4KCgsL5iih8enXHGn44uptaq4UuUU14c8BFDGzfjFKdkXuWLnZuKyzmr1/wOxtn3Iy/2+g0Qd+EpqQ3GHGqU6n5efo0UqOjWHjgCK/vWo4xoopSbQUrrAWs+eMot/bp3+CIVFgtarQ6uajK7lCh19ilFIlabScmuoI20SE81OYqZmfsZNKylViFY5ZJBQXHpSY1IYKoTSrsLtd+J1lF5WjtaixGE19s2I64xLdMDaDUXM2A6NakBLmCSpFTf77vCG7t2ItTlaW0j4gl1ODK6T4/ZDjto2NYfiKdEIOBqzp2oUe8XGS7PS+b4xUlRFT4kxzy/3Cp+gv46VwxvU2eOutBldlMblUl7VEEfAWFC4nYppF8sfFZdq09TG2VkR7D2su2+Nd9wpo5W6S8pei690ClYu0f26UfV83ewo4VB3j0y5ux2eyk7fN2k87LKqG8pJrwKKWw3gvFQv8CQARTc9by6z6XbdD6Y0XcM2u31EkpRP2GHCuokqrKG9rNxz76KJlpx7DmygK5OjCQJm9+gCqqBXsK9nDw8E9Mt3ladBpqS7lEv4pP/LpKHZx1B0VI2J8Qup2J5dVO8b6eQKw0K3+TJ7au4Hi5bCGqsTm49HcNaqsfhpbyDfJWexu+t46knCDaq04S6yihhbpOvHfj6MoneT4uSvr5rZ1v8cagNxiRPMJjG31KirQ0ZE9+DemdRtBt/BSaio6hojSsOcfJvOshTIfqZulqtTR57jnCJl/a+PdgLIc/H5fHFohO+u4zYNhTYqgI54IQL3ZklGKKvYpeB+ajV9WfSx+IZLOCgsKFhz4A2sluJBIH5/oU7wWFB4Jx2D2LtEq++YaI62YQGxJCsJ/W7ZotI7onFf5epJn3brb5Xjgc0vNiu8Devf7W9xbW9qILXljYC8SMeWGfL6zuc3JySEx0WVwJEuocGsRzf1XAj4qS/wYLampqJHFddNj7orq6mvLycinhIbZzLzgQdv3nIuAL+37hFJCenk6TJnLR3muvvSZ18AvXAT8/ZS6tQuPkL3yB2N1fuVZkbIBfroJbNzB3t3fcfLrcyLaTJfRr6fo9lxj+DOTshJK6ziCtP4FTPqJFXAQHcsop3fazLN67obeUM6z2T6KC+lNU5Yqpb9PM4xrtMuZZ+/GqzXN0kxUt206b2fbbHvbnukSkI6SgscO9ut+lx3vsLfjGOoZCQklVZUlFCJ3UdeK9G5krPuNhoxwTC+eV16d0Zkp3z+tBUkSAtDTkaF4l/nqNNNe+bZNgaS50YXER0XOvhKyt8kYqDYx+Se72b4Ras0167993ZUvXAvH+j45t85fm1AunAOFGIIp93UcfNMRoPbv1v4KCwvmHENZFkVI9G44VnVG8b8hPWzO5ZVAL4sP8pTEoDYtfm0YEKOK9goLCec8rW9fwxZFtzsd7inK5YeVvrL70ZuYeqcuZuiHmvq/NOMWYlp7OaPf06Mu209kcLZFjY71aw2tDR9MtMZ70igJ+Kd6EKabS2Quv0jqwNqni2OlCEgJDyKl2m7esshAfViZ13VuE2O7QOB2rBCWObF478hu7CkqwOepEJ4MDRxMTjgI/aVu7aCMTgbR4WuRNhHO0XYXG6NqPSm9jZuUyHPvkvMn7R/7k/rbjmJbSz+OzxQeFSEtD0oqL0KrV3Nu7H51i4zhZUEJmSRlPbF7G+hx5pKt4t3u79+ee7p77dMditfHukg38vv0gVpuNcV3b8PCEwQQY9JwrxyqzaNHBgG69CotJNBL43s5oPUMuWkFB4bxFdNv3GuEaSZm266Qs3uu0qLRaWWS2WOQn62z23Vnz2zam3juW5h2SSGgWTc5Jz5g7LDKI4FAfVVMKFwQXbgd+1nYoPQUb3mZe5j3CW93j6S0nSsgrN6JuxCJTdNg0xNCsGS2W/kn1unXYjSaCBg9CExzMkWOLuGHzE9xb6ZmErKe8dB+/3noHH61O5/CRTPyNv3CyyX7pOf9GMmoGu80p3gt6pTlIPQ265nKwsMbWiestD2OXoimZruFG8BxvJGN3BRhWu5VXtr7CkKQhaNWN/3qISvzbZ+5i+aF857qbAtbxhP1TineHYTrqdlGxWsl74QWCR46QrPd9Mvd2OLJQ+vGkysLig9/gqDzERcNeo3lY80aPg2MrOL3+W2acHEGaRbZOivH/ji9DvqJT5Xqw110c6wlrCgndG9+fgoLChUOefJ31hbnS+/rnsFiwZGdL40NEd+WLiw57zDh+YFTqv+1QL1SshYV/63Z/heDgYN5//31pOXjwIM8++yzDhg0jIyNDEsvzGhQW5NYV74nnBFqtFmuDG3h3wb0xAgICJIFdFAI09rxY+vbtyz33iPjlr9OmTRtqa2ud4r1AWOqLgoVTp05JzysouLMvu4yM4ho+X3eCDwpnycm6htfTgsOSteW5xs1Sl/kd2yB9pVzI2WqkZMe/5mgBN/+wk9scIrD1fllxfjZzbu3Hh6vSOXgig6urvmG6dpX0nEXl4wXAfkdzcBPv62mqkuPYnfZWTDM/hcXt1qhViA0862694mYRpj+/4CDjOjaRhPnGsNsdPDBnL3+4FTgEG7RUmqzco/2d+7R14r1AzBld9iS0mwQh8vWkIU/PO8CcndnOx99uOsX2UyXSuIL28Z4Fxh6cXE/Rui+47vgg9pvlf//CISAyUM/pslosDe47xPq+yoxqBQUF4HCup33z2RCXk1PF1VIx04OjWvPI7/uchkriT8KDo1sr51VBQeG85EheIadKSvl+5x42156CBjpxRmUZuwpyvObEnylujgoIZPHUa1ifnUFJbQ0Dk1KIDghkV342N2/7nlq7d9AqwvJ0cx6zx07nw32bWJ9zikpHLimxrk5+0X2vddipsYkYuu59VXCiNpsAfy1GkxaLVessCnDo7TisahyBdpeIrXEQFRhA5QmzJOI7951Qg0PnipuFc+yHR/9kbHwXQkVzxRl4as0Kftzvss8Psxsw55ixhjkwRblGsog/K+/s3Mi4Fq1pGSZb7zfk7cXr+WGDbF8dEViJxf4V83b+wqTudxBgcLncNWRfZi6frdvMyYidOILk+/iESQb0R1JIT7dQI88PcBJo0DO4VbMzfi4FBYULg5MHslD5+6PSu/ITDuHiUdt4U2l2er4k4F97/xhevedHKYdQz9X3jpKKBBS8USz0z0eqCuG78VB4xLmqp+oIyxw9PTaT7YPgsh5JvLDwkMdzHRJCaNvEtxCt1usJHlHXvW63S8L0z9lLMAcHsd7fj6srhAeoJ6VJPegbF8z7V3Sl9qCeyxbtcwZOywIDmNHgNSJEWBHoGezEF8v/ry00SDfGn1gneoj3gr2lBjIsMQRk1EiPQ5Nr0QfbWBTksv7sajTSq/QY1cueJDSqNTUlwZhK7agMetRCVOjdG01oqNRh5S7eC76oGcQ4/XJC8r0t6h1GI7V79hA0aJD3SasuhqOybdQaf3/ui43CKr6AyiN8NX8ybwz2dgSQOLYcZl7G8+Z7SLO75h4V1Kq4P/heVjwxGxbdD3t+loX8mPZw6WegVi54CgoKdTbQvjCE4N8qnsp9ntc4dXAwhrrO6hsHNpf+Dizcd1rqHpraI4l28Y0UKCn8y2ijo//W7f4Kwo6+R48eUndr+/btJWt5YW0vRG7RjS/m1mdlZTk75b/44gtphnyzZvJNe0pKitQtL+bMN28uF6LNnTv3rO8r3m/ixIl8+umnXHvttc5ueFFEII5DPH/JJZfw4Ycfcv3110uFBk4nmh076NnTM57xxWWXXcZvv/1GQUEBMXUjbjZv3oy/v7903AoK9ZTXWrjqy63sz3EJN5u07UhRe14fJdRaLuuRyLZTnvaeYg5yz5QI3ydVo4PWY5wPn51/UBKjBWtUnbmP37xekh87iGFRgbw1tTMUB8EHsngvGKvexjtM8YqBG2OnPVXqOvrUOsFDvBccq9AwWzuEAkKxOLRM0Gympfo0c22eVqQVRivPLThI+4QQAnRaac6zXqsiUK+lV7MIIoMMLD+c7yHeC4R4L+ij8rzPcBYJZGyCjlN8jv6aV2dT7Y5wBxv/wQZen9xJun/xImMz/HAxr5uuY7/NVbxTZbIS4qfl0PNjeHnJYWZuzcRstdM8KpA3p3b+S139CgoK5zO+hSZhrR8b4sfJBjb5Bq2aDnUFRVN7JtE8OlC6Dgph6tJuiXRJCvuPHLWCgoLCf4pai4WbfvyDHZk52EUoKkKoBgZU7jPVp7btwMqTnjPqYwODGJSc0uhrhjR1CcTvrNvEZ2lr0UT7qjiVaRkZSUJQCK/0G0NhTTXT1z/ttY2oF9CoHNgc8nVeaEZWm0bKixv0VixWjetvgEMlifgN/yQUmWvw02uwqh1iEzQmFZpg73yLSTSNbVpBJ31T/MM0mAwWtA4tASoDPeISiAkMYkt2lod4LyhTmzD4q7D6+W5y23w6s1EBX3TeC5rH5PHEJXMI0Mvn63jBnzQJe46o4Bu8XnMkt5Brv5hDQMtCQurEe+n4HSb07bPYcsPzfLRqG99v2UWtxUpieAgvTBxJsJ8Pb30FBYULDl2gn4d4LxA2+vqQAGKbhJGZ5umQrdaoadNdvr4PHNuJ2MS7WPH7TmxWG0MndqVDzzM0t17oOOqWc9nuLyJGpO7cuVNqsurduzcREd55LdEctWrVKsrKyqR8bGpq6r+0zZm48DrwhcWnm3gveFP/GV1M3T2SfUNSo4kJ9uP6/ilUGi1SMrGi1sKwNrG8cHF7r93WWGrIqsyiSbWOoKgm8px40VG+ZybFsbKwsDnAn29DgiURX4Q/Im03KyqOyT1dFpn+7dtj3yJudGURfL+fgRcjw7m7tIwQu4NStZq3I8JI03uWcKYluLpGiw4EczrVO0q0o2Lnlua0Lc6UHhcfCiZrvI5fUuTf4IeLS50FBo5Nn5C1IYKq0942usEXjWVz72t8nt5N9nZcpNns8zldnb2w94FZQMxUEhb+EWGyeF+H1WHlzR1vMrzpcEm08GDzh9K/vjX2zl67TC+oIrvCQuLED2Dk8/Lc+/Bk3++voKBwYaJtxDKt3USipz1I7TXXujq71WpiH3tMKmSqp3/LKGlR+PcR0KM72rg4rPn58ozohqhUaGNjpe3+bubMmSOJ9oMHD0av1zNr1ixJMBcitxDAf/jhB6kL/vLLL5eCuiVLlrBgwQKnfX2XLl0YMmSIJPZPnjyZo0ePkpaWdk7v/fbbb0vd/mIf48ePl2bUHz58WBLoBe+88w6jRo2iQ4cOXHzxxdjtdtavXy+tOxcBX+xTFAH06dNH+ixi/7Nnz+aDDz5Q7PMVPLhv1h4P8V7wnPVaLtVswE/llpRL6g1RrbgsSsxNN/P5upMUV5sY0DKKFy/u4N1hZKmF4uOS6E9oIhiC2JRe5BTvBXsdLXnbMoW7tH+gU9mkpOIvqjGMHT7NtZ/IFhAcD5WyoC0E9jd0n/GSZTolnL2oqoBwXrFeyWmH74Tfw9abnAnLD20XMyNoK98ae3ttN2t7Fsgj7LwY1jqGpAj/Ro8hp7HMrnCNamSWqlUUCftAXCZf+/MIk7okoNc2KGLY+olUGLDG1sXnmAMxIuyZCe25b2Qq5TUWnyMAFBQULlwaMVhhQKsonp3QnqmfbSa7tNa5rRgVEh7oirV7pERIi4KCgsL5yjMLVkjivURdGKauUWPTe44jSg2LoktUE1TRKl4YMpyPtm8lr7qKPglJPDt4GIYGo0TNdiuZ1YVg0xAbEEqw3sDBvHw+3rQVTWzjioQGNQ/1GO58LDr2W4RFUGSTm7oaiyUrTbJNvnT8ajkSlvQRsxosahw63+OVjGF2VHVFALZAB8GaQGrqctvu+//1wFHmBBxCFeTWnW8XJlQqekWl0CPEdwxs83Og8h0Ckxjk24FKFLkL23zB5X03OMX7evLL3yA88HI0as9xiD9t3oPZaiMy2tvGttJaw5GKDO4b0Z+bB/akpLqGhLDQRh0VFBQULjysVt8Xqza9WvLYp9fz0LjXyEpzuXpOf3gCMUmunERqxyRpUTgH/g0CfmVlJVdddZXUSNW1a1ep+WnPnj18/vnnUg64HpELFrlbIfCLxq2bb76ZJ554gscff/wvbXM2LiwBXyQL6+dLuhGiquFRzU+8b7sUE3rGttDz/Fh53psQje8dkSotNrvDp5XRzMMzeX/Hu9TYjfgbHVy5Wcv07jcS3Vyemzmoppa1AXLi7q3IcH4KCaalxUJAQk9uH/QS/lp/CmoK+OXoL+RU5dAipRtZ2Wuc+/8lJJhtpgCmbormrXHlWLWewZJOrSMz1Y/MTlaa7quk6GAwHQKOk5Ugd9XVE2yupkWpq2NHzHeO2xmKtkM1yaYaD3eA8lP+PsV7QeXiJURECbHEu2o+iULM1d5dT+qwMGfnqhfBcZAykNqMDZxqUJ0kEOek0lJJiD7E201BBKGqcrIcnp9VJC1D/ev25R8uL/8iOzNKWLI/j0CDVpoxqiQ0FRTOExJ6+F6f2FMaidJ8yRIqly7FVllB8PDh6BuZSa7w70Ol0RD7+GPk3HOvnA12F/HrMsniebHd383rr78uddmLKkmz2cyPP/4oifn1zJs3j8WLF7Nr1y5JqBeienKyZ6HY0qVLJWE8OztbEv9FR7/onA8KkhMEYnsRuKlFZsSNuLg4KTgUHftC9O/evTtffvml8/no6GhJzBfvv2/fPsLCwrjlllskQf9cEQUIy5Ytk5wG6o9DOAgoKNRjtdlZe8x7PIWIlZ+yzuAJ7U8EUUtx4nCso96gvkzz5kEtpKWxuJldP8DSx8BUF3cKEb/3rWx0XOW1qYjNZ9mG0l59CkOTttx56QhJECquMkmd4mKGfPcmjzO14j5nQcFkzXrGqzeTZY9mmuVJivCMAXUaFX5aNdHaGk5UG/jaNpZgvO31ZVzHb0PDHOsg1BobNtu53/2tOlpAz5TG49AvrBdxkXorASrXfOhdms50S+rlc/sAvZYRbWNZ1sAJq56iKjP5FUbveLUubg5XVVLg8Dwe8TVFBslCW4ifTlr+VfZnl0vuNDqNmku6JdAi2jMhqqCg8M+kcyMd892bhktz7pffN5g/D+ZSVGlmaJsYWsYo//YVFBQuLJYePuZ6IEJF0Yleo5HEfFugTfp/+9BYnu7ualC6qmMXaRHFmWLee0NW5e/j9UN/SKKxELlrywIZF9uPJD9ZsLZXadFEeHfgNw+I5vnuE4gPCKPCUsvcrK2kV+WRHJxEUZlrDJPAalOTkRNJSHg1WmGpr7ZJ8bLFpkWNhkCtHr3Fj6ISWXBXWVU4tI4zCygqKC7VEhGvp9bmOj5TmZ/kTqB2E++lzdXyy7eVZGCuE9wbIt7XLlQMkRNwu8XQoWFAgu+GLXGex3Zpzdwdh0iOKvB63u6owmzNwF/v2ahXXCUXOdhMGnRB3k4CEfpgp22+WP5VjhYWMv+I3GQ4sW1bWkcpDSIKCucDrTr5LkRq26M5YVHBfLTuGTYt3E3R6VK6DW0nWecr/O9gsVi44YYbJHfUel588UVmzJjBuHHjnDndO+64Q8qnrlixQhqjKnK4l156qbRN586dz3mbs6FyiHK0/yAVFRWEhoZSXl5OSGPz0P9d5B2ATz1tL90RZ8KhMaC2m+TooevVMP5dueSwEfYV7mP64ule61/9xsqACcMIrfxR6rR/IjqSxXVW9f4qLY/1fZpLWl0iPc6tymXaommUGF2WozGaMEpMpVi1KlrkOrhzvo1N7VTMGegpUvhp/PhmzDd0iJKT9tVbt2Hcv4+SwHBu3mPjpMoPffRy9GHbMNiNDDlg5apVdvzc4g/Hyp84vvk1JhxY4lx3eksY5aca77wpS2jGXUPvk5KE9bRWZfK7/Sky5/m2Mm5z+JB3F309Fafhj1uYYD7mJeInBCWw5NIl3q9d/gxsfJcfrCN4ynq9x1Mz+qXw7ERvp4S/ylcbTnqMUPDXafjxxl50T1a6BxQU/vGIDsZZV0LaEs8u0mvmg853AZPCf+dve8WyZeS//ApWt7nzojNfiPcho0YpX4vCec1/K3bOKaul/6sue3pvHPhpVBhtcj3NhE7xkq29EG4bpTANPu7tdF5yZ1u7J5i6yzt2E0UAT1zUlusHyJZyRVUmJn24UTq+enoFFjDLeh9qMQCtjq+tY3je6ukYJZKR31/fm74tIp1FmttPlUpWz++vPEZZjYm7NHO5SruCAIwstvXmRetVVOAaN/XzTb35Yv0JVh3xLm5ojACdmvBAg8cxu9NKlc31miUkqIrYYO/Ad7bRbHtmvKsYtQEl1WYemL2H1Ue9jyEqSM+mR4d7d+Cvf5tvl27mBevVUjGCO5d2TeDty7078/8qs3dk8chvrjnXeo2aL6/twaDUv3/MiYKCwn+ee2bt9hjhIcZJzb6lD8H/j6KfC5H/ak5MQeE857/176vKZKLHqx87H4tGdIeb87xAjwpHpRwkDW3bnDemXYS/jyamegqMZVy24XWsDk9BuyQnhJGxXViyV3Z308TUoo4wy6NgUXF7myHc1louPK+2Grl+y8dkiA7+OpIC1dgoRaN2UGvScSo/CpXGTly0p+uW0WLgpU4zGBTbRnq8Pz+fzVmZGHRaPjqyifzaKvz8zfgFmKUY3Fyro6bEH4c0P0Dm+0mTWJyzi0XHj2Cp0mOu0qMKtqAK9hTwnV34DjValZoESzSnysqcz6ms4J+vojYWHMKmXxQQqB2obCqwqlh/3Y0khvruwq8ymnhqzjJ6Nn+Vjk0zPJ5Tq4JoE7/DqwP/l617eX7uKvyia4juXuDhQtM7ogPPdhAuXf8//kxL4+5Fi7DVBc4alYr3x41jzF+0VlZQUPjf5MPHfmHR9xucjxOax/DWvPsIjVCKXP+Ov+sVdetb3/cyGsPZc/g2k5Gj7zz+L8cHonlLNFft3buXTp06UVJSIjVX/fTTTx5d+UKsnz59Oi+//PI5bXMuXFgd+MKKUmMQ35jnerUOolujKjiMSoj39ZHDru8goTt0v7bRXa7IXOFz/ZbWajqlmQltFYe2Ko/XCou5o6SM7IhEOlyzmJBg1+zJHw7/4CHeCwpsZTz+q42mhRBRBUYdzO/tnRBtEtjEKd4LAnv3wr9TR0ouGseHuXm8PS6CbVFyECak9mXd1NQY4O75cuJUl9yUlgldadfnIXAT8HUNqiEbEllbztw7+ksCt7Cr7xqr44bqRVSfDGHBADWVGuiVZqdl3UgPfXJy4+K9ICQerl3AA8fmc9+WZ7CK2Z/iF1Sl5cEeD/p+bdvxkoB/tXYFIapqfrYNw+TQM75zAjPGt+P/S7XJyjvLPe2Oay023lyaxs839/l/719BQeG/jCjOmvYTHFsKObsgpg20nSjPZD4HLDb7mYUqhb8NIdILF4SaHTulsQZi5r2wzf93dN6fD7z66qtYrb7/jk+dOvUvz1tSuDCJDjIQZNBKM9Ld0aggNS6Y4wXVGG1yPCnyTvP3nqZDQojUfd8oRxb4FO8F3StXkxTRg6wSl8gdFqDjt9v6eXRxz9yS6SWEb6uOYbWuC8M1u6XHVoeaD60Xe71HeIDeKd5L75kcQefEMEa9u47SGgt3aOZzv+5X5/NTtWuJUpVzveVh+ZwEG+iZEkFMiB+rjqzlXBEOen/c3o8vN5zkcG4FLaODpBED69IKqTBaOeZI5DHJrl8mJlg+940REajnm+t6sexgHnf9vBtTnUVfvW21l3gvCjLaXM8Li1phcxsZJhjaOprXpnTi/4v4m/j6n0c8jFLMNrtk6a8I+AoK5wfvXt5Fml+/81QJzaIDGduhCX66c4vFlLhZQUHhfCZQrycqMICiarlzW6opFUWuGkiNjSIrvwxTldWp568+fILP12zjnlGNN5ltLDzsJd4L/IJNpJUV0TIqgvSiEmwF/thKDAQHa/jh0mm0j45zbrswZ6dTvFfhQKexUmhyYDSGUFYeiNEkz2xPSfTuTo/0V9M3uqXzccfYWDrExDBx0fcUGGXxPjDYlV83BFpQa+xU5svd6UE6PT2ik2kd0oTfNp/GSt09gFWUGXhTb9svxkX9dMllzNy/j30FeTQLDcdcaGFD9UmKgiuw6WzYa7XYjXKsLEYKiHPfGEF+Bt65egIFFbEUlF+Nw815Kzb0QS/xXjC8XUte+m01xsIACnfEEpxcgUZno0NAKx5r27hGcK6IXsrX1q93ivcCW9260a1anTl/rqCg8I/gzlcuZ9CEbuzZmEZc00gGTeyGn/+5OXbYrDY0WiXf+e+w0K+o8BztYjAYpOVsCAfUgIAAp3OpGHMqxpm2a+epQYrHBw4cOOdtzoULS8D3C4Ghj1Ow7G3M6PBTmQlUW/G/+hcoy4J5t3u/5ujiMwr4gVpXR447/mYHqtAgGPcWS+Z8wUJjRwwqK9OCNIQEynbvFruFX9N+ZdGJRT73URyiostJ+ber2gAmvfcf8NzqOoXcjcrly7Hm5krpuQOpomLR83Wb26i4cSkEWDXEPPggnN6D6fs70FlVqOtskMJb1FCaHojN6PtiETphArHhAdKszHqOlNzN9X/uobKJbIk6t5+aa1bYGL9TRfQ9d3u8vspcxf6i/cQHxZMc4rI6GtJqIr/HdGTxycXYrBaGlSfQvDAMR1OHdwCT5Ro2OkmzWVoktJNBfRn/X7JKa7yS1oLDeZ7/0BUUFP7hIn7rsfJyjuzJKuOZ+QfZn1HMjdkbGFuwn9Bgf8IuvZTwq6YrN1v/JoRYL4rUFM6OyWSSLJ98YWvEklBBoSFCBH7sojY88ccBD6v1j6d3l0LLW37Y6fWa5Yfyzyzg19lN+kKjM/DqpR2ZNfMrRlrXYEdNZtwkksJHyBvYbbD7R47vEHGm3I3vzmZ7O/qrD0j/FwnAEryrqgsqTZitdg+Be21aIScK5UTeFVpvx4Fhmj3EWkooIIJHx7ThZFG1JJr/FSZ1iZdE/8cvautcd6Kwio3pxdh93GyKOfTu4wdqzFZ2Z5YRG2KgZYzrHI5qH8eK+wfz+64cai1WksIDSAj39zm+YFNGpZd4LxDv/3cUoxVWmjycueoRBQsKCgrnB+J+fHBqtLScK+Ia8My8g2w7VUKwQUuAQUt4gI6LuyZw08DmvketKCgoKPwDr4+Pjh7MA/MWS7PaBZpaFS+PG01iSAjXffGrl2i9+tDxMwr4AVrfgoIYh2rQaHlh7DCu++M3SjS10r6bBsbQLDTSKRAvztnLTyc3yceHA3+d3KUvCAwwo9fZyDodicOhQudjrn21tZYqay3hbvH7joIc9hfLrngGf+/7TZ2fDbUQ2C0aHuw9gOKyGh5YuBBrsBmHCDfFqalV4bCoUOlcQbCkY9c9HJ7QiiZBITzYd4Dz+dyacraGHEJVWysLGaFmrBV6rCV+3NGrF35aVxOGxW7mRHU6QdpgEvxdttQxIb0ID1hNac1vWG0VZNZ240hVW3oH2tCpPXPf+07mojI6pMJlc7Y/JRn+0jkuSQnBMPJft8x3nluLhcxyT8cDgVgnngvS///fQ0FB4b9Pp36tpOVcyT6ez8eP/MyedUfxC9Tj76cjIFDH4Mm9mfbgeLS6C0vK/XeQ1GA87jPPPMOzzz57xtds3rxZstB/5ZVX8Pf39ygECA/3HE8YERFBTk7OOW9zLlxw3/ofgVN40NKK+tGVYX5qfvbrQtus33y/wN9llW602PhlexY7M0qlTqDpfZoyscVEvj7wNTXWGtdLTA4G73cQ9vYk3pv9K+/U3ux6/8N2Pvrjey6afB2PrHuE5RnLGz3WDnXivSCyCl75xsaL09RU+7vCvk6WOGr37sXfbWaCrbTU+bPFh/5u06gImXENTcdPwRBtwPFBLwy2Wudvg8iPmms0JF+VQNmpcKqzrJhPZeIwidECKoJHjyb63nu89vvh7g+lWfXu/DJMz7X3fERID1dQuvDEQl7Y/ILznI1NGctLA19CJ5wQREo2tBnX05+se+/CVlSEMDgytGpJ0hdfoIuL8+za94XbevGd/bE7h33ZZaTGBnNZj6QzdjS5kxwRSLCflkqjp4jfMcG3LZOCgsJ5Snk2pK+AgCjKk4ZxzVdbpY7JWw8sYNIJ2Q5J1J3nv/QS9uoqom699b99xAoXOCIAVVD4u7rwtWoV1jqVWXRaRgUbWH7QNc7CnbAAt2ST1Qx7ZkLGRghLhp43QIfJsOZlqHXFqvXYu17Djl9e5QPHlzgd3k9vZOmsSkZf9SAsvBd2fU936yjm+xDwv7eNZLZtMBXIXTQGzJjwTH4lhPmxO7OU3s0jPezo6zHgu/BlRu84BvbqRZNQP4a8ucYrNhS0iQuWzo/JapNEfqNF7jIa1iaapyZ4O0N9sCqdYrf3Foik6kdXduOiji6nLtFl/8Ccvc73HN4mho+md3N2vYpZ96Pax3LDt9s5XW6U1iVHBvDtdb1oFuUqNG4SKt9oNkR8JvcOWWGPLUYLiNde3qMpoQHn5kojXAPEIook3FHiZgWFC4uCSiOrjxRItvoDWkZxzdfbpAIfQaXJKi35FUZeXXJEuv66FzYpKCgo/JMJi/DHES8EZDkGVEdoiI4KZN+pPKxCi1eBygZqq9yhHxbgis1sdjt/pB9ifc4pmgQGM71tFwbFdCBSv5hic6WH0F1T5s/lfTty5+L5FIfIRagiUt9jP811C+bwy+QreefwUr4/uRG1yo5egzTXvmFPlBDtgwKNVFYFUGvU4e8+a1WkVrXBHC4rpG90kLNJocTkyn03Vn41ObUtV6T2oHVYFBe98hUZzSpcG4vRAgEO2tQ0ITBCizHQzInKUmpsIiZW0S8mmZd7eTdXfHVsI3m1nkWh2hAzL/a6iKltXGOgjlQc5MuTH1Fllc9Z6+B23NriXvw18rnWaeOpZjoz1s4mo3IvsJcmAcF8Pewy2obLzXaC2DD5fkJ8T+I7a7i+/jtbfCyNLdlZJISEMrV9B6ICGncCcEcI9ClhYR5jAgTNwsMV8V5B4QKivKiSLUt2Y/DT03NMZ56e9iG5p2TXlNoqk7QU5Zj44cXfKcwu5r6PbvhvH/I/vgM/KyvLw0L/bN33e/bskebV33LLLdx3333O9fVCfmWlpxYqHtc/dy7bnAsXlIAvxNznFxxyiveCMqOdLXPeom3Jt97bq/yxdL4OUWsoOlmu+nIru04V07kwnRJLLQs2deaX+0fwxagveG/jaxwpOkRKjpWrj8TQ4al7UEdb+ax2qMc+Hah5b6+a1GHpHuJ9eKWD0mBX+DNpk43YBg0rLfIcTNuk5qvhDvQWB9essDNsXzqn7NPw79aN5Jk/SkFV0JAh5L/2ujTfue8RB+s6eoZVfZr0odW1j0kVmbXvX4G/EO/dEIWHFaf80XW/ltgHZzjXW3JzUfn5oW1QNVLP4eLDXutMahsFKaHUh0FFtUU8vfFptLVmgmxQFaBiyakldInpwpVtr5TPkcPB6UcelcR7536OpZP/yqskvveua+etL4LoNlB4xLXOEAo9b5SP12aXvrMdGa4k8c/bMvn99v7nJOL76zU8OrYNT8494LQDFV0DD41ufdbXKigonCfsngnz74I66zpVYAoG40MYrAGMObXFa/OS775XBHwFBYXzAhH7PrfgkFO8F9SYbdLs9VPFruSdO1O6JboezLoSx7HlUkd8KZn03zGHsFsWSSOTWPIoZG8V3nAQFA2DH2VfyCCuMt/tlQ3scvwTKJ8mdd8LpmrW8Ll1HDl4doCa0UtLPUK8dy8+EOSUGbn88y20axLCgrsGSJ2fg1tHS7Pahd37QlsfrtMu9TyA+K7cdslI6ccvf/6FSqPvmXWiG/7+ka7xFHnlRrQaFVFBvm8ID+R4d92IeFMUj9ZTabRw3y97qDa7MocrjxTwxboT3DXcVckv5s7Xi/eCjOIanpp7gB9v7O1c169FJJ0TQ9mb7Xpff52G6/o3c8bfN363Q3IkqOfHLZnSyCxh2X82tBo1T4xry/2z90q/OwI/nZpHxyrinILChcKS/bncM2uPdD0ViGuHe5FUQ37cksGDo1r7HPuhoKCg8E/juS2rMImOqDrEz4+sW0pxeo0YTi/h0IJNDWqTg4t7uQo8712ziPknXLnNH4/sZe7E6XzQ4xbePbyAnSXHMRpVaKoieajHQPo2SeIJtWsMaj3bK7MprK3k5ww5V2F3qLDZVeg1vtUNrcoOFhWFOWGkNC/DrpJFfBHKHStxcN2GH0n2i2L+qJukLvd+cckEavVUW82YTVr8tZ7X+OTAKF4fOEHKTT+1dCmZCW7ivRu9OjflmV4jXMVftVXSZtH+vuPsw+Xe7rOCkGD3znsLX7mJ94KjlYdYlPsHUxLlfLPgqa3LyKh0Cee5NZU8snkx8y9y5b/bN42jT+umbDma6TpXGjXXDO3ufHzvn4tZdMw1dvWHvbv5/fIraRLcuOOYO08MGcLt8+c7Cz70Gg2PDx58Tq9VUFD457NjxX6ev/J9TDXydTQ4IpjqWu9GAZVWi8NmY8XMDdz00jSCwny7gV+oqESh1TkI+PXbCPHeXcA/E2Le/YgRI7jyyit57733PJ5r2VIeMXPq1CnatnXlPE6ePMmQIUPOeZtz4YIS8DNLaqT5lg3pW/KHz+0vNr/A0S8KGdByKxM6xXPyyCk+2fQZTSvl2UA1u2ezJKySq+6exlcXz/R+v/0bqJH6Mj05ZQkjp8rTJmHyBjshtVAQBu0yHc7Z8Q25qKAJUbYOJH++mCg3gb921y7yX36FuCcel+fNP30vS//8iDZZZqr8HexuocKhgp5xPXlpwEvSa4o++ADN1nX4+xiF6xdhQV+7EU61hBTZtkjXxNUNJGGqAlElGSC7FLSOaE1BjufcJD+NH01DmjofbzmxllvnGul72IHWDvtSVHw0Xs267HVOAd+SlYU5Q/Tde1K9ZiVUnHZ12Gv1MGMxbHwXsrZCZCvofzeEpzhtXN3Fe0FafhVzdmQ5k5VnY3rvZLokhbH0QB6BBq1k9Rcb4upUUlBQOI8xVsDih5zivSCk+hT3aX/jNdM0DHbvwMpWUSGJIMrMMgUFhX86omOy4ax5QWPivRCrb/lxJ72aRfBGXyvBx7ZwjfklDjjkmMuv1MRb82cz7poH4Drv8VGBpzKJVHlWJgtiHUVQfFz4hUqP/VVmxqq38qV9/Fk/Q6i/juFtY5i9I9tj/aHcCu6fvYf3pnUlJtiPJ8e35aVFh3nNOo1IVQXjNNvQiMGliT3h0i/kF236kPIDe4BLvN4njhL65v8MxwdB8yFSK32cW2e7hLkGLDUQGCU9bBcfwrGCKs9zqFZJjlH1bEov8hDv3UX8egG/tNrMPjdRvp4N6UWcLKqiWZScCFWrVfxwY29J/N98vFjq3L9xYDNaxwU7t3cX7+vvnX7YnME9I87N9m9SlwTax4ewcF+uJMhN7BxPYvi5dSIpKCj8sxHuI0/MPeAU7wVnEu/ri8LE6xQBX0FB4Z9OtcVMWqmrCamenJoKDCoNKpGQlZq6HNgibGjC4d59C/j29E5uadfbQ7wXVJpNPLp+Kb9OuJJ3elzvtd/ssnIcPkyS7GoHJ6uKsDgLCVRY7GrUVi06jfc1ubbcH5VZjRkDGUfjuGVIS75P30qtRYdD8ryHDGMRt636nW9GXS7Nm39jwDA+OfyzZPVeYgpAY5A/l5h1/1Lny6RcyOxj+/ghb4+wt/JJen4Ja4+dZGDLFNQqFTENhHuT1UqVyUxk3Wz7NqFx7C7J8tpP65BY588nqo9T6Sbe17O/bI9TwLfa7WzMO+W1zb7iPPbm5NI5wZX3fvemifywehebDp8iJiyIq4Z0o1OK/PzevDwP8V6QX13NV7t38uSgcxNlhjVvzp/XXsvCo0elx+NbtyalkYY5BQWF8wsxF/39u791iveCqiqTNDq0MawWGzWVtYqA/x9i//79DB8+nGnTpvHhhx96PZ+YmEiXLl34+eefGTtWdo7Zt2+fNNv+rbfeOudtzoULSsCPD/MnQK+RbhTdCVUbwXWf6URjN0mdMOuPFUmzMa87uMgp3gsCrCbafP8ejtsmo9J5R04J7fqRoJlFjs3Tcr13nJpO0Z3Qq/WY7fI/1J2tVDw2x8dBNMAQE8egLZVU+xgnWT5/viTgLzqxiCfNH2MdKj6nhmhDJDOHf0BcYBzRAXK3kqjcKfnhR/wDDESkypZL7oQ1q4X82fDtbGh/KUz5Wvb1FFhNmBbdz4r0+RSoHfQNa012t+kE6AIwaAyYbK6ihdu63EaI3lXVkvDDKlocdJXFdDrl4J55NnY87QpSNGFh0vl0NJjfq9Ub4aM+cP0SiG0vrwyMhFEv+DxXR/O8A7d6Ef+v0D4+VFoUFBQuMHL3gMX7+thbfZhyQxCHw5NpW+pZbCQcUBTxXkFB4XxAdE6KOcUNi18NGjB5a8pY6yyutp0s4aZiK32tlzrFe4ERA48eac5Qs5UAvfctSKuUpmRqkmlq87yuFoV2IiqxBxhCwCQHwGO0O/jSfHYBXxRdipn3vvjzgDwGYMWhfF5cdLhuOwNPa++nzTWtSY3UeY5r2vIxIzQGPrB5C/hv6z6mb/ohSH8bWo2CaT+DxjWbyrzkSZZt20+2LZS+sQ6Ku96OikCpA77W4jqZtwxu7lEouuKIZ2FsPZFuHfEBBo3kLFVl8i4qG/f+BqkLv1tTOc4O8dPxwKjWfyk+TivwHU83RsuYYO4dcW6dRwoKCucPx/KrzirYN6R3swjJal9BQUHhn06AVkdCUAg5VZ7JWp0Qwd06A+3BdmxhNqcz7J6i0zy+9c86b1/PVvUd+TmUGmsJ9/O22U0MCyUMP8pwOTAJInUBdI1sSqQhiGLRdCWhwmTToqkC/yD5Oi1y3WXFQRhrdc53jfYPpsZkoMbsrbpvyj+J0WrhtPEI2ytfo1O8/L56tT9Tmz5CuK4pcf5hzu2/OrS98ZNlh637s9m2O4eeTRP4cvql+NXNdRbNEO+s3sCSjJXo/KoJcSRyWa8uhPkXkxxiJbtSja2usOCKZj1pFiwXxgqW5xz3+XbBOldOWqtWE+kXQJGxQUGyDWZ8NJuPZlxMv9RkaZW/XsfNo3tLS0OOlRT7fK9jxb7XN4YQ7O/s0+cvvUZBQeGfT0FmMfmZrqIvlcGASu3bkcphle/zm3dsSkyS65qn8K9Z6J8L+fn5kngfFhYmCfBffvml87kxY8ZIwrxAdOWPGjUKtVpN69at+fTTT7nkkkukdfWcyzZn48LwKjNXQ94BglQm7mjr2Umkx4LNOWjTxSl7LIcc8h9tgehA6lp4zGu7wKoyTMe81ws0GjUvTu6Kn8qVUAtVV3J3VxGAhfNwz4fRqOT33t1SzdqhkaCtC1oaDieqQxsfj7aJ79nvQvA2Wo28su0VrA7Xexaaivn24LdO8b5+W3tlJdX5fhQeCJLm3gvsVhU2c4P3Pvg7HHPZ/RetfJbJhSt5NCqMtyPCuUxdwJa1z7P01FJJvA83hDM1dSrfj/2e6zt4VooGrN7hddztsmB61BjXeQsJIeyyy7y2i2hTBaZyWPMq50LnJN+iu7APVVBQUDgrYmazD7+3DIdc5f1Wt8vJDnbNSfNr3564p59STqyCgsI/G4so4jyI3lrF/Z09lXrRlX6RavNZd5FWoWWlravX+kq7nj1ZnrMe3Qm97ANq1S5LuHIC2drmEdAHwri3QC0LPT3UaTwUshyDVnXGGZxJ4f4kNdIBLkYtWax2npp3wEPkL6u18MKqPE/xXlBdRGf1CR7XzsSvzmFLmPbfp51DP80h13bHlsFBl7tX+ZqPmLghiTtNt/Gq9Uom5Uznz8VzmbsnRxLv4/1tXNUjjp9u7M1Do9t4vOWWE76TgKPbu7qNDFoNM/rJ7lMNEUXLby2Tu3rORmPxsRI3KygonGuzhE7T2NXYm1YxQbw+pZNychUUFP7RmG02jhYWUmEyMaVZe0+BQNj6VonrouvaaAv0roItNdX6DGaFyL4117vrvJ5PR1widffXqxcqh4Mxsano1Bqe6jgRg9pVMBuiDsR4MI6CzbEUZESQmRFNSVkw6B041PJBJ4eEkRTgEuHdEf1VwmFlfs4XmO2uogGzvZbV+T96iPeCYqO3i5eECXQFWlRW+QNvz8zhtz0HnU//vHsnB1Tf0rnbYdq1yySx/SaWlX3FuqLNBPkV0zm2isuS2/Np3+k81Xmcx65X5eRQXOMd9zfzd9neC25u5y3I64o0WCx23l2ygXOhY4wrFnenU2zcOb1eQUHhwiYsOgT/oLrCfbW6cfFeXHxtNpo0j+GRr279zx7kP8xCX3UOy7liNpuZOHGiZHO/ZcsWj6W83OV+OGjQIPbs2SMJ+jk5Obz44ovMmTPHY1/nss3ZOP878Ld+DiufB3Ml6IO5IySejjo9S+y9CaRWmqOZaD8NSX0ge5tkz3lSlcjtljukefXuWAINYGrQhaLRoI1xCTgNGdqtLa/suJ8namKxq63Ygg9xd7qJzwPLuLz7zQxOGszm46tJ+nMf0cY8tBdFY80voGbrVp/7q5g7l6h775GF/roKnHpCxo7lePlxyoXI3YBdBbs8Hqv9/PDv05vaLVspOhBC6bFA9MFWTOU6wltUE9OlwefM2gKpcmXIV6cWktGgUv7XkCBizRby9TpKTaX8nvYrjpoaOg7tiNYtaFRpvSvsRbFCm+i6jvo6YsUogGAbFb/+gErrkI4ppGldkJjvCu7OxJDUGEa2i5Ws9OvpmRIu2eArKCgonJXwZOgyHfbIc5cFJoeWj6yTaKHKoXVoFlvvfJAB3VKkmUR+bvNsFBQUFP6R7PkJ/nwMjGWgC+DqiGak6m3Mt/VDh5UpmrW0VmWjS+rG7xl+0nx5IdhY6tuIGhSyim6WhsSHencR1RPaZjDTw78mLnc1dlQst3enaq2KQ+ojPDR6KjQbhPHoCn44Fc6WskhGBxqoqLWwpoH1ez1LD+XTMjYIg1aNqUEnvogRT5fXkus2O74e4SLgRepoODyfm7WLuFyzhmOOBJqrconwYfsvxc2d5GLUr7ee5ohjoMfTs+1D6cd+7tX/Ti/HUWwHNNRaJ0PyB6BzdeDrGrmR79ks0uPxA6PEPCwHH6727jw6kntuHfQ9UiK4pGsCf+x2jfkSdvhX9nYVNCsoKCicybXlmr4pfLXh5Bk77p8a304SpTokhCiuVQoKCv9olqSl8fSKlZTU1koFlS3DItGWabD7yTGn2qgGq4oeKfHsy8rHYrNJc85NeLsmGdQaTG4jSOoLAURXf2P0iW9KH7+mrKs97mzP+ylnF+pVKl4YNoo/hz/I2ryj7CjI4VRxNaG9/bGZ7fyZme7aidDRtQ4ctbAxI5PUyEgCVAZqHC5nVbtFRa+IZmg1ZgpNnmOpBDm16VjtFrR1hbaC4Ukt+OXYPs8N7aCq1qA2eca3u7JOM71nZ+nnNXlLiUjwdIUK1pmoshow27WY7LXsqlyHMbeMHpFJBGj9PLrrDxQ1ITm0hEj/aix2DdkVYdzRzLNY7Ob2vVHbVLyycbU0alZXqkFbIh9TWq73GARftI6K4prOXfh+rxivJdM8PJzrunY7p9crKChc2PgFGphyz1h+eMn3WG9B8w6JPPD+NZhNFlK7NZM6uBX+MyQlJXl03Z+JNm3aSKL8/3ebC1fAz9kFSx5yPRYiftFRBmlgkGa/57YD7oP4rpI15x+7HRxe6dlV3zfKSLd2aWRviPAojAwb1h1tVOP2FdacXXyoOYUmPNvZ51+JmjcPfMG33W8mNiCWrq8tonbnTpwGPo1039dT8uWXJH70IbmPPY6tRE4wBvTrR+wjD+Ovt6FT6/CrMjN2h53meZARA9kXeXftR1xxJTlb5EIBm0lDrUk+wsocf28BX8yXr2Ovj98am0pFYZ3lkfS5sTMneyH+rx3igftnozbIFkxhkydT/PnnHq8NHjzY6xyKmR8RN99FRNXH4uA836yJHNidDTHr87OrukvzPPdml0kzRUe1i0UrEsp1lIuk79ECKdge2iaanadKpcSlRq1icvdEeqZEnNN7KSgonKdMfB+a9sF4cBFzj5n43jKc6ZpVTNeulJ52nFShirsDRr/03z5SBQUFhf8fRekw7w7nrHlpXnv+QXqrxegQz7mcr/ex8Mj0cZK9/uoj+by02PP5+DA/MsqivOxAOyWGkhLl6rBvSGZxDRtzhOo/yGO9EISk7vTgOG4/0JpVkrW83J1+tn7PL9ef5OsZPaWZ9/kVckzZIzmcFy/uSKBBQ6Be4zVnPjHcR5FB71slAV8Qqqqmh8pz7mVjcfMus2yv1pC+mkP0Uh91OhsEHZnN4g9g0B2fSJb4gqk9k3h1iee5FcWozRqcQzG65fahLfluUwaVDaz0OyScu/PU21M7M7lbIttPldA8OpAxHeKkGNmJKGQWDgOi2yt1NDtyavl1ZzY2u4NJXRIY0Eqx9FNQuJB5clxbOiaEsmDvaamwSlwb3Nl6soQft2TwyqUdFfFeQUHhH01+VRX3L14ideALTFYbB4sKUNlAW+Xp8jq2XWs+vmwSRVXV7CzL5pHNSzyej/YLpLBUdOGrPALbFiHhdIxuvKO7pLqGDeUnwKVhS6+flbWH5xwjCdcHsuZUDnNPuJyipN2L9xHKtftKEXrakQTpmVOu4OHNC8mpLcVh0dAmMJ63ho/FoAkgUBtKtdWzaSxIE+kh3gtuaNuTX47sE0GujLi9MKtxiNRwg3Rzs0jXSFV9oI8iWqnAwSoJ+AKN2s6O0sNMXf8WP/S7j3CD3HU/OaUr+3af5mRZlLQIWofG0jHCu4nr2vbd+eGP3RRXeVrpt0/w3Vnvi2eHDOOiVqlszsoiMSSEcamp+Lk1rdVaLKzOOiH9LRzatDknSkuYfegAtVYL41q2Zliz5uf8XgoKCucfVz12McltE1g1ezM71hyVZty7k77rBLPeXMgjX9+qiPf/YQv9/zXObwG/Lsl2VoLjocUwMWQdgmO5e5gdo8XGT1szJWvLkW1jedH/J0KqjCQPKaI0PRCbRU1wYi3hl3haXTYkr+wEBXW2+O7sc8jdPjVbt0nivQeiJP0M2KuqqVq5itRNGzGlp6Py80efKAckIuy5ttnldHjoW+JL5e27HQf7yUxsoyske3pB7b59lC9c6HP/an854Mh3hLHc1p3A0ChGt5pIvRFRs7AW7K/y7vCx+yg8WK07zowvviT6zjukx9F33yXNAi39ZTYOk4mQsWOIfeIJ3x9UzLcf8iisfM61LiAKhj5+xvPj8VnUKoa2iZGWhqw/VsitP+x0Jm1D/XWSoF/PLzuyeGdqF6VjX0HhQkatgW5X49ftakL355L6x3dMt8vivUAlIoDNH0LqGGjm2WGpoKCg8I/iyAKXeH8m/MOhzUVEGgxEBhloER1IpdHKt5tOSXPYh7SOIS7Ej5+2ZXrJ6/Wz2Bsju7TBPMo6jBY5Nk8vqKoT78/9Pkx03otj2fr4CI4XVqFRqTyKCG4Z3IK3l3uK8YWVJgoqjcQE12VE8/bDzm98TCcVWUQ92MwUOUKkuFkXFMHoNpdRPwW+RXw0632M5PSw3a+ja/kK3lmeJnWoCm4e2Jxas43vN8vndlS7OJ6b5OlaVU+AXsvDY9vw9LwDzluJYD8tD432PfPeF6IQQIjwPoX4zK3w02VglJO2RkMkT1c+yCG73KE/Z2c2L0xqz9V9fdv5KygonP+Ia4hwuxOLKJJ/YPZeiqvlecv1zNqexbA2MYxqr9gMKygo/HNZefyEU7z3QAjWbrWUATodY9u2IszfT1paRkdSYqrly0PbKDHW0C8umTbBsXxVukuywHfigC7Rvsen1lNhNGH3846ErRobRbXVGG1W5rmJ93W7BWGZb2sQ0dbtxoaDj7dtZ+2lt3OqrBSbw0GLcFdj09CYqSw8/YXrZQ7YdCiWrIRyksLkotHjpcV8tWunJNhL7yX2bZdHCehUckOVsO13BNoI8TdwUSfhJCXTOqwFGXh3+Vvq5t5Ln88u/1xtL+bVvSt5rdcE6fHlzbpTaTHy7bEtlJprGBzXiqc6j/V57nQaDQ9NGMTjs5Zirzvv/jot948bwF+hV0KitDREFHNcu/hXimrle5sArQ6T0Yq97lbr9yOHeLDPAO7o6W3nr6CgcOEw8OKe0nJg8zFeveUrinPLcIhrkvj7YrOx9ret9BzViZHT/9q16YLCoQj4/2z0Qb7XtxoDuXugKg+SB5A14BXmrD4lWXCOah9LvxZRPH5RWx4d0wb78VVoMxdDRbX00sA4s7Q4Sep5xkOIbjGC4G3PUqn2DI6a6+X5QJYcl03lX6Fy2TKaPP8chpYtvZ67JqcZeXXifT3qvCLK584l7Oqr+GLRc/x6eBE5YVfxRHQq3Qo9k5YRdz3FEnsF9+xpgtmhkRqcot/dzM839aFlTBA3DHuD1Qsup9LhErt1djsWH1YeWhtUrlrpFPCFzXTMgw9Ki7ggiZv8MzLwfmg2GNKWQEAkdJwqC/v/T+x2B4/+tt+j48pdvBeI6+Vby48qAr6CgoLE2I5NGJVZDNt9nJATqxUBX0FB4fyMm1sOBxErlmdBYi/yBr7M7A15FFdlSAWSQrC/f1Rr7huZyqbjxdLcdiGA+6Jb8pkFfOF8JELmBk2bUke6sMHPFt1J/wLLDuZJsV+LaO/PKDrNG1JhtEqFvPeOSIWlT1C76QvustzJxZrejNc0GHM17CnWFfhxy/ZYakVnUBm8+P5Ofryht9T9fuPkCSx8dzlFZrc5pFTRXe3p9iWwODQsO5TnFPBFIao4r2I5l7j56j7JdGsaxtKD+QQbtEzqGu8qQvj/svBep3gv8DMV84z2Oy43P+1c9+6KY1zRq6mH25WCgsKFifjbIK4HH652s2quY/2xIkXAV1BQ+EcTpPceDyrok5xEbnElmWXltI+L4c6BvZmdvp/c6koGJqQwsmlLbuvQh1vb92ZnVg6b0jMpra6Pb0VnvGtf3eLOLOCnRIajt2kxazzdlwwqLeF+/mzPz/Zd6NownBTW9m4d+eszT1FpNpES5h23W6vasnpHe1LiC6Wc6cnTsRSWhvLd7t08OXQIs078yS8Zi1DrrKQ0DSSzMBK7ENzNIsCH27r3pqbGxPent2HDTikWLl7+NV8OmUqvmKbMaHclLx/chcVtRJXRpsVok8+3zaGSHgscYtxWThqvuR3fjan9peVc4ubx3drSNiGGpXvTMOi0XNS1DU3C6ktw/388s3GlU7wX1Fgt0pgDlVTIIPPJzq1c16WbVOShoKBwYdOhbysuvnEwXzzxi1dj786VBxQB/wzI5WFn51y2+V/l/O7A7zwNNrwD5irP5OT4tyA0EWwW9p6u5sovtjiFXNE99OCoVO4c1gr1gjtR73bNPkbM1rG6zclsO0FOap4Bg18Yt7eYzGsnf3ftBrir31PSzwG9e4nsnFCUPV53ol8yFJUQXakmONd7pr06sHH7UUuW6HjyxpyVzad7P+WT4t8x2idisbTipV5JXH34T/rmHsToH0jvh+7Af8JEnnp1JWaHq1BBJGKfX7iXXl13k1WZxXVdbqPSXElRbSF9mvTFX+vPa+ufJ99e5vGew/ba0YT4tu60FhZi3L8ffUoKhhYtGv08JHaXl7+RtIJKcsrOngTOKqnFbLWj1yqJSAUFBdCEetuvSYSc+eZaQUFB4X+eDpNh9UtQ61YFqjHA6FcgurUUNx8rMjLl082U18pd8N9tzuDmQc2lwteXFh3mS7fZxw3nzg9sFcXYDmfuuNRp1dw2pCUfNRB8nhrfVkrC9UgJR69RY3afEQo0jfCnrMYiOYKW11p9dqcLMbwx236f60tqYPPHksvKR9bLWGHvzgZ7B7IdMVyk3oJR7U+zsfei6Xk9T765hlq7az/iWJ6ft5fZ7beQWJTGwmF9+MnYl6wyM31bRBIWqCN9cXdaVnm6cM2yDZMcoXxRUm1mV2aZZO/ftknj81Dbx4dKy9+JpaIAXYG3Y4AYrSDs/211/qii07as1kJUkDw6S0FB4cImPszHOBIgLvRvKixSUFBQ+C8xsmVLYgIDKaiWm73qZ7A/PGggneLipHn3uTWVXLpgJoW18jbfH97NtNROvDZwDB+v3coHazZL6x048I/SUqtzxbDdY+OZkurbdcmdh7sO5sW9Kz2UiQc6D0Kn1tApKo4gnZ4qiyu3q9HY6Jygw0wlJpOOUzk6LG5FpgKDVoteOBH6IKusnPyScGlpuH5t4UYWFP5GQJ19a4KhHH+9hcPZ8agMdh7sNITbu/Zi/JKvpLGr9VRZzTy/czG3dE4msyab3tET0KuNlJkLSAlsg78mlk/S/yC7phiTXRyX/GGrag2E6nz/Pam0GtlVkkGMIZh2YY3kcIRTVmwkt4/qy9+J0WJhe57sIqBy/2LU8nddv67aYiGvqpLmbg4HCgoKFy7RCRE+XbmjEs7cBKFw/nN+C/hCpL9mvmzBLqwv4zrC8Kfl9QKNTrLMbDj38oNV6VybXEqwu3gvEOJ9+0sgui0kdJfF+wYVfcfLjvPuznfZW7iXZqHNuL3L7Vw16DlSm49iyeGfMOhDuLjjtbSJkK339YmJxDxwPwVvve0U8Y+kaHmxXzZmnbzvJxcE0umAKygUhF95he/PfGojATnf1E0F9WR/kp3vDn4nf5RKubOnRufHZ50ulhbBwl4D0BVVU1TlaXUn2HA8l92az5yP+8f359ORnzofd4npwpMfXMLW6DKCa+Gi7XZG73IQ8eF0r30Vf/UVBe+8C1Y5QA2ZMIH4V19BpfEdJP6dLD+Uz0Nz9pzTtmJWqyLeKygoOOl6FWz+CKrdLJxDk6DjZcpJUlBQ+GcTEAHXLpTj5uwdEN0Ghj0hi/cCjY73Vx3wciwS8+mHt4nhq40u8V4gxPsRbWPomBBGu/gQyTJZ01BELzkBy5+BjI0Q3gwGP8xDo0czuFWUtD8/nYYZ/VLoWme9L4ThZye2l2zirXVt+lq1iswSV1FmgF5DTYPY/qo+TX1+5H3ZZdI8Zl+I/f65dj1DHVpJvBcYMfCq9QpeRY7Df4rqTbNKoyz2N2BHZjkUvCT9HMcc7k/qA9ctlkezCFJ+ZfNHN9Ktah1V+PGjbSSf2CbwRr9mXvuauTWD5xYckopKBSPbxfLRld3+IzHqpvQiHpi1kyWOQMJUnvcjpx0RTvFe0DwqkMhA/b/9mBQUFP4ZTOjcRCrIci+cjwrSM7VH0n/1uBQUFBT+v/jrdPw0dSqvrV/HjuwcUsLDubNvH0m8r7do/2zfNqd4X8+stH1c0qwdn6xzOToJQddeZGdI2xS6toynVXgkI5NbSvtwJ7+2nPePLmVL0XFi/UK5rsUgbujUix7xSXyxf6too+fqtt3pHSvHvUE6Ay/1Hc1DGxZjtttQqew0TyijUl0Xy/tDq5YG0g5HYLO63mtK2/aSiN+Q9MJivt2yy2u9XmuhY0oxK/NWSyMGhURdT0RwDQadBZNFR4vIcKkT/XCZ5zgstcqOLmgfs7Jcha3JAUk82/4x9Gq5sPWdrqlcu+k9ah35OBwqSbwvrQ7gjq7erriLc/by3L55GG3y5+wT1YJ3elxJgBib+29mV8Fp7lg1D7TyfYpD3K/YxTfs6a4gEAUgTUNld14FBQWFvuO7kZTahKy0XOfJCAoLYPyNw5STcyYUC/3zANG5fe38Rp8+muey5XFPOJad2O6cXemBpRaGPOJzX6Ij/fql11NiLJEelxaUctuK25g1fha9EvtLiy8ib7iB4NFjqNmxnbnVm3nLutjD2OGN0UY+bDGQyM1HUfn7EX75NCKum+G9I3MN/DKdwJBSQpuFUX6yfmo9bGqn5j37LCnQEaj1hdisnoGCRmWnSfZitHl7Maj7Y6qbK+REV+jxcOPpjWzP207PODlgig6I5uNbF1H43ntUrV2HJiqSyHevI3jECM/ze/w4BW+86bGuYsECAvv1I+wSuZDg38H+7HJ2Z5by0uLDHh1h9Ygzo9WosNjkqEpYjz4zQS50UFBQUJAIjIIbV8DGdyH/IDTpDAPuA79QCmsKCdYH4yfcWhQUFBT+icR1gOlzGn36aF6F1zqb3cHaNNlGsyFC7L9nRCvfO7Oa4LuJsjW/oKYYfr4CrltCr+a96dXc98ikK3s3ZXjbGDamF7HtZIk0T9kdId6Lbv/0gioprpvaPYnbh3qPnLLa7Nzyw05yy93cteoQdQazd2Qzm6tIYDTRqgazqeo4nFvB4n25+GnVGBvElimqPM+Ns7ZA2p/QZpz8OCCCTnfP5vXlaZJtfpi/njf6pTClu+cczdzyWp6ed1A6z+7FqKLw4PoB3mL/34X4bCJufnnJEaqMdj7RTOQx3c8e23yhmuL82U+n5rlJ7c8+HktBQeGCIdhPx++39+OTNcfZn1NO67hgbhvcguhgAwWVRmk8inBIUVBQUPgn0iwinE8nTWr0+SOlnjnUetZnZmBt4MIqBN7i4hruubyfz9fYHXZu3/4tJ6vkfZaaq3l09y+SKN0/OpUPh/rOpU5q3o7+TZLZcPoUJ0zHWVKw2uN5CybGdIxk73G7NG7qkjbtuLuXd0e6sKS/6/eFnCouQ6UBR92lOz6yhJHdD1CusSL8l1oGqMmojcDscDlKaTU2ScDPLCzj7QMbCNIYqLK5xm1FB1cRoPcsEM6oyWJL8XYGRcvnI1Drx8z+D/DBwfUszjpMrFbHfd27Mb2lp1trubmG5/bOw2h37U8UPHx/YgO3pv77RLDjFUXsLs7i1a3rKax2u7eQ0uqyiB+g1lGL3MQmHA6eGzRccm1QUFBQkK4LBh1vLn2cOe8u5tDWYyS2asJl915EXHI0ZQXl6P31BAT7dre6kFE55OVctvuncsHfLYnZlHkVnok70bkT0awLbPRxxiKaN3oyl2csd4r39VjsFn4/9juP9nr0jF+EPjFBWtLWb4MTns+Z9CoOX92X6177/Mzf5sl1ku2pyJvF9y4jvFU1FaU67msbyf4Ez2SaIW4eNSce9Fj3a/gnRC6RP/TNqiI+4BK3Z+0Yold6vWVayQmngC/QhIYS97RrFqYvqjdsaHS9LwG/1mzj993ZHMmtpGNCKBO7xEsdWeeKCELv/WUP8/eebnQb0Qnw/rSupMYF8+eBPNQqlWTzGq50ESkoKDQkPBnGv+N8uL9wP0/Pu4P0snQCtAFMbzudu7repYgYCgoK52XcnJbvNppK6jBSMSg1io/XHPfavnXEGW41hJhdL97X47DBzm+gae8zHkdsiB+XdktkX7b3mKl6B6UfbjjzPnZnlTUq3rtp5eQQTRye8b0gOkjPCwsP+9y36D66T/ur9xO5e10CvkhGGrTSvPv6mfe+2HCsyEO8r2fdsUKfAr7JamPentNS4aoQyy7tlvCXBbLHft/Pz9s8R3J9ZptAhiOWSzQbCPI30H/KvdyTOITUA3mSG8KY9nGSKKegoKDQ8HotnFPqOZJXwfgP1nMgp0Iq/LmyVzJPjGvr7dCioKCg8A+nY2QcO/JzPNaJK93g5GZ8q9qJrUH1a9PwxruxtxefcIr39Yhe998yt0sC/pmI8g/k4hbt+fak73GrqTGhfDjAVZTpi2OFxRwvkuNhtU0ldZY7VA4GdkhDo3FZ/+vUduIMFWQa5UJco1lLtdFAlDaAtxZukAoVbCF2YU/lRNjs+3zPigyngC8waLQ82GmotDTGzpJTHuJ9PZsK030K+Ba7jUUZh9lZmEOL0EgmN+9IsO6vxbOv71vBl2mbnSqLNkCNtUbE3iqnW8M7g8YxIDGZP9OPUWOxMLpFS+KCfLYNKigoXMCERYdw00vTnI9zjudx75BnObzlGDq9lhFXDeSOd2dIPytcOFzw3/aDo1PZkVEizaqs5+HRrQls2QyaD4UTntWJ7PgWOk6RLfQbUGX2TGjWU23xtEw6E33j+7Jxz3wmbLWTXAAn42BBbzX94n1XYXqgd3XcC/wjLByIV7O/iffNsMZQhF/8LOwlg9Ha47giLo+uBa6KhQd0c2inPsXiyBkENe3ErpLlnNYd9dpPVXnjs4QaQxsT43t9dLRP8X7Kp5s4eNrV8TV7RxY/39wHnebcKhUXH8g9o3gv6NUsgn4to6Sfr+qTfE77VVBQUDDm7OLOVTdRYpfHjtRYa/hi/xckBSdxSSv3IigFBQWFfz73DG/F+mNFFFa6umbuGtaKPs2jGNcxjkX7XV3nKuz0O/g8nHwEmg303pnJ2wXrjOt9IDrtv910ysd675iyIf6NFIP60MrJcMTxie4dvrKPp1gTTZcYLX9kB3ltJyzkuyeHM7XwI3oWbPHeUSP3CmcTv3wR40Mst9jsXPXlVrafcjkG/LQ1k19v63vOIv66tEIv8b6eP+29pGVAchT9U3sj0sxX9PI9nkBBQUHBl/vhZZ9uptIoiz1Gi52vN54kPsyPGwc23iihoKCg8E/ktk69WJ6ZTnaVq+D0hg496JWQyJRuHfhl537Xxg5Yv/sEazoeZ0iHFl77qrZ6jzkVVIlRr+dIj/DWzMxY5r0+om5c1hnw03nGkSqHiiA/I4EB3mOkAjTysZqtOjKKmtAhOob0PWXO2e+aCi0qi4qElCC6N02gxp5DOS77/HpOV/z1EavRhhCf66MMwT5dBW5a8ytrc11ddD+k7eT3UdcQaji3Lte9JTku8b4Ojc6OXSwW+fjFSISxzeUii8vadfhLn0dBQeHCJfdkAfcNe4HywgpphLfFbGXJ16sJjw3j2mfOXHR1QeGoW85lu38oF7xXS5u4EFbeP1jqfBFJyYV3DWBG/2YuS/qGWGtg6ZM+T+awpsPQCC+hBoxMHnnOX8jo8P68NVPHuB0OOmQ6mLDNwfuzAmipPwehPHkARHkGXglWqzNIcqdjZBfCLaMwG5tQY1ZhznELHOsYq9nOB3FLeOXSTqT49cFW63kM5uL+hGr+etIuaPhw9M08O4bUgYGEX+GqMKrnj11ZHuK9YEdGKW8vT+NU0bkVRmw+XnzWba70kXzcdLyIJ+fu55XFh0kvOPdksoKCwgXC4QVsnTneKd67s+jkov/KISkoKCj8O0mODGTFfYN5flJ77h7Wkj9u78fdw1s5iy7dcaDmTfMkHIt9j56i1WjwNXKkXeNWpA3p0zxCsmBuKMy3jPEW1325CXRJ8u500viwgE+Ki2JsZAG/6p5htfp2BuV/16jY/sZlnekZ34hYHuTWbnSODGgZJTlQuWPQqpnRz7v7fsn+XA/xXnAot4Lfl66EwrRzer/NJ84eN1/Ry3t+9c6MEp6Zd4AXFh7iUIPYXUFBQUG4iYx7f71TvHdHuIYoKCgonG/EBgbz5yUzeLn/KO7q0pfZF13BU73lLvBakwVE6Gx3LRadg1d/XS25iDakd1QLgrTexZvDY10OJ2ejdUgyKnOkx9ir2tpAkgzecV1DhDvAgOaezU5Gsx6Vw3uufLg+jprKjuzKSqDUpOFwZR6WRBMOteuN1bUawkuDebPvBBJ1qZRWeTakFVUE4Wf763Fzx/BEekR6xshalZqrm3s3xa09fcJDvBecqCjhpV2rGh1/0JCtBd6FxAK1zg4aB6gdTEvt5PX8gdJcXtyzjBd2L5WKABQUFBTcObwtnZt7Pk55cRWIURsajSTiC1b/skk5WY2J+Gda/sFc8B34gsggAzc0tKC0GCF7q++zluV7fWJwIi/0f4HXtr9GuakcP40f13e4nkGJg7DYLPyW9itbMlYQF5zIFR2vJznEM/hxWK0UvvYagWVyBeWW1io2tFehtlczed67jJnuu3DAifgHffUfsOxJOL4SguOJH3Avk6oOMjd9rutLV2tJUU9mU6FrJtEBeyMzNOO7SP+b2Kk5S3+6HW3wYVS6Emw1zdBakxneNtZj89o9e6g9cBBDaisCe/XyeM5WXk7VmjWoDH4kffkFJd99R+2u3ZKYH3nTjeiT3c7HiTXS5ziSJZwORnkdlpij9+na41zSNYE3pnQ+o+VeYrhnIOiLuXtOM8CtW+vzdcd5efER5+NvNp3i2xk9nV36CgoKCqx4Fq2we/aBuM4qKCgonI+EBui4pm+K1/oN6UVe60444skpyCfRXA36QM8ng6Jh8lew8F6oLgSNHnrdDJ2mSpbxc3ZksXBfLrEhBm4Z3ILU2AadM8LyculSqkyeMWCtxcaLCw/x7rSuZ/0sX17bg5cXHWbV0QIiAvXS/cCJwmq+2nDSuY2IMe9qlge7M5zrOqpcz7vTMbFOaBduXXtmej4pinzbTvBYdSCnnJ0ZpTSPDpSEevf58ZVGC6uOFEjrPr+6O99uPsWW48UkRgRwy6DmtIt3dRiJfTy/8BB7s8p8HtfRLYth57fy+0/+GrTeydZ6EsPP3nEkxLZxneKdj0XHvrDdr+e7Taf45KrujGzneZ+goKBw4fLGsqPSuA1faDWKfb6CgsL5SbDewPQ2cl7Vnc3HM+VWK/fLohpyyisprKgmNsyzGDVQa+CNblfwzL7fKTBWSKL0xUk9mJLcS+okX5yzjwWZ+wjV+zOjVX/ahjbxeL3Y5r3dGzlWoEGriSQlrIhWoYWoDQ5+PvEjD3e+86yf5d1LLuL1letZnnacYIOe6d270CImnvWFP7ltpSJYPYR9RcLNye3abnBgD7WhKXXlSdrHy+6sFzVry+cLtxMWWEOgn5mqWgMVNQG83c2zQe1oWSFb8zNJCgplcHwLafRpPbVWCysy07Ha7bzU+TJ+y9om2ebH+AVzdfP+dI1w5ZsPny7g5fmr2VqVCZ6nSWJ2+j5mHz3AoPhmfDr0YgJ0jcfNCYGNjD0QM5nF4algQeZhprd1/Q4syjrI/VvmYq/78n9I384bvSYxKbljo++joKBwYfHDS39gNlq8dT+bDe1fGCutcH6gKAyNIZKIgVFQ7Z2MJKrx+UITWkxgVMooTpWfoklQE0L0cnLt/iUzWFO8T94ofxvz0ufx4/hfKDCV8Pux3zFZjfRYlkHPecekTeb2UfHTUNc/yC3WX6g51o5LW1165m80NAEu+8Zj1bN2G12iu7Amaw3hfuFc3uZyvlguOkZdle67Ha343TaASzVu8+mj20DPG6Ufx3VqwuHc1ny5QYex0i7Zdr54WQfnrEsRDOY++hjl8+Y5Xx40bBiJ77+HSquletMmsu68C0dNjdMuv+k3XxP3+OPen6E0A366HKxGOqgiGv2oomr091059G4WweU9G3cCmNojkW83nSS/wmX32pC5u3N44qK20sz7apOV91emezxvttp5a3maIuArKCjI2CxQnI6YsJxgsZLTwFJucqvJyplSUFC4oGgS6k9Giad7lR8mwkNCQddIMWXb8dBqFBSlQUg8BMhx343fbWf1UVfny9zdp5l1Sx/p55lbMqQOztHV88nOER0rk30WZooO+7NZMkcFGXj7cs+kqohp28eHsORAHsF+Wqb3bkr3Ay97bNNSfZprNUv5zjbaua5pRAA3DqwriG0xDEY8C+velG3zA6JgzKsQ4SqYfXb+QQ/7/34tIvl6Rk/8dBpJkL/um21U1HWqhgfo+P763jw2tq3XZyiuMnHt19uoMnl3tXoVHBxeANs+g353NbrtpC4JfL7uBBnFPpzI6lh+OJ/s0hqpSFbY9r+51HPMlhDpXv/ziCLgKygoOEnLa9zRblrPs3d/KigoKJxPxIYEUVTVINZyQJi/gYgg38WUvaNasnDIA5ysKpQs4cMNcnHso9t/Y3HeXud2f57ezwc9pxOmD+KHYzspMdVQWmliV95pVH7QLKSIMcmH6ps5gflsKgymX/S1ZzzmED8/Xhw3UlpcdCPa0JSD5evQqnV0CR/Nb8dLAB/jmPTCakAmJjiQWwbKTV9dopvwQp9RvL5rHTnVJkL0Bl7qN5j2ka5C0Lf2rOXDA66u0y5R8fwwfBpBOgOHigu4+s/ZFBnl8xms0/PVyMnc0Xq41yFUm8zc9NXvlFbXog5spHjMIa9fd/oknx7Yyv1dfYwCq2NkfGtSQ6JJqyj0yFXbrG75/LxMDpcU0DZCLlh4c/9qp3gvbS+tW8WEph08ihIUFBQuXE4dyvZeWXd9GHPdkP/8Af0PoxIFU+fQYX8u2/yvogj4jSGqWvrfB8ueaPCECoY/fcaTatAYaO02Q+hg3k6XeF9HFTZeXHkXO2pznetWt4N2gWou3uxgXh/v6Qaf7v3Up4Bvyc2lfMFCHGYzIWPHYGjhOS9Jo9YwOXWytNTTIfEo8w/lgyWUJo5KigjlfstttB99I62N+yCyBbS/FPSuhOuDo1tz8+DmFFQYJQtV9xn01Rs2eoj30mdctYqKpUsJGTuW3Keedor3AmthIfmvvkbTL7/wPoH750jivWCSZiOzbUPY4Wh8JtPqI4VnFPCFw8LcO/rz5fqTpOVXsvVEMWabwyvR+PGadEa3jyMsQOczCSpeq6CgoCCh0UFsR7T5+/k0r4BXI8PZ7O9HjEPFjX2e+EujUxQUFBTOB+4Y2pKHf/OMd6/VLCNwxCPOm02fiG7wONc8SDG2yF28F9gcDu76aTcFlUbnjPqV9KGlyseNbR0frU5nRr8UtG7xqkRlHuybLQvroiM9zrPbRXS8X9otUVrqMRX3JNO+mFhKqFQFEEElz+m+Y/TIMWw0NSchLICJXeI97fwH3Ac9b4KKHAhPATfb092ZpR7ivWDT8WJ+3ZnNVX2SeeKP/U7xXlBaY+Hp+Qf44/b+Xp9z8f7cM4r3PVRHmahxs9k7tuyMAr74DL/d1k+Kmw+eLmd3ZpnX/kVismzDVyR26ExpZC+Kq71HyRwrqJKKIdxdBRQUFC5cOiWGsvWkEHVcCBO9h0a3OeO9vIKCgsL5yM2DenHvrIWeDfgWuGN8P3TaxrsrtWoNrUJc1vKFxkoW5+71aHZ3qBw8sWMehbU2LHYhmjsID6ihaRMz1WYDvZuc8grNdxX/Ro/IqejVnsUDQvyfl7GfMlMtw+Jb0TnSe7xr29AB0lJPp4ijqNV27Pa6FvQ6bu/ZD1W5mujgQCZ0bEOIv2uU1tVtuzKlVQdyqipIDArBT+tyjD1eXuwh3gv2FJ3mh6O7uK1DX57ZvMIp3gsqLWYe37SMlZNv8DrW1YdPSOK9QFOtQVNuwxbqKiyQxgu4HrIq+/gZBXy9RsvMIdfy7bGt7CnOYX9RPkVVZmcRgDj3BoOFOVkbGGlvT5ewZmRXeztm5dVWUmURxQs+xospKChccKR2b87mhbu81k97eCKT77nov3JM/7M4ztEiXxHw/8dJXwHHV0NwE+hypbO7xyc1JfI8TiFc97sTQprApg+hKk+eLy+6aeps5c+VzJMrfa7fX5PrEWQJDiWrOeTprO8ktzoXu8OOWuVKRNZs307mzbfgqJUDkKJPPiH+1VcJnTC+0eOZkzaHrzPfIbBFJYE2B3eWlnJRhZ3VcdfTesBLwCWNvjbETyctDanZtdPn9qXbd7IqoCkndEn08qskyuiaiVmzbZvvN7G7koQGlZWf9S/yp70ni8Km82dhpNfmUcGN2xm5d4U9Nb6d9PN9v+zhj93eM4a+WH9SWq7q3VTqdBLJUnc6JzZijaSgoHBhMvolyS0kxVrLp/mFYtAZTP0e2ijBlIKCwj+XzceLWXUkXyqAnNwt0em25IvyGotkfRxo0DK1Z5LkZDRr7V5MZXlMiM5n6qjroKnwKjl31jQQ7+vJrzB63XOlO1wie0NEHCeE57AAtzjx9G74bhKYyuXHa1+HcW9BT+8EXz3z9uTw3MJwSsxvoJL6ZdQEUcPNcencPWgM/UTRb2MYgiDauwh1R4M59fXsPJHPJX676F64jipVZ7IdrvFOQkg3WmxSh747lgZFqfX0i6pmWvnXjFVvQ6dyG/cSKHf/nM2Z4NGxbaSfxVz77za7xgcIEiik3Y6nYKeDqI7TSAi7nJwy+V6kns6JoYp4r6Cg4ERcU67+yuUWIsaTvHVZZy7u6i0GKSgoKPxT2J1zmmVp6YQY/Li4Q1uahDQY+eRGhdEodVgHGQyMat+KL669lM/XbCOjuIzEoGDuHNGPPq3/WkHTttwMr7yyoMxWhcUuYngHbWPzCA9wxWmhfp4xm8DiMFJjLUOvdwn4xyuKmLb6e0pNsjj+0eENPNRxGLe09Z4nX8+a/MO8dmQBgYEmSQw3m7WYzToSDGHc3qUvBm3jfYT+Wh0tw7xzvjsKfRfsCjv9liFRbCvMqlvjOhHpZcUU1FQRE+A5isBq8xyBqM/UYQ+2E5ccxClbWZ3A49pPlF+DEWA+EGML7mkvd8S+tXsdH+zbXHc4diIiqjDobSzJ3yYtg6LbScecXuHp9tssKIJgXeP3XAoKChcWM56azMFNaVSUVEmPRVH8HW9fzYSbvJ1FFM5/zv8O/MUPwbbPXY83fQA3LoewBkFRyUmYeztkbpIF/K5XyVaXsR2h960Q286rQ+doXiUvLjokJeGSIwO4b2Sq1MHdkC4R7dA4HNgalDha/mJDSrfwTtRu34FfmzZoQmRr/vw33nSK9xI2G/mvv0bImNGodN5C+5GSI7yw+QUcdSnQao2Kl6MiCFpioQczsXTthq7PZFYfKeDdFWmcLKqmR0oEj1/UhpYxjQei+iTvIDMvIILHrF3IW5oJXaagtVt5YOcshuTskZ7XJTVilSc6/9e94RTyRdJxgnYbYy5/jdG/lEmzSevx06m5uo/3HNYz8eS4tmSV1LAjw3fy9MetmZKNqeiEqifET+tMZCooKChINB8Md+2AA7/L16v2l3jYIysoKCj803hr2VE+WOUaI/TZ2uPMubWvVwyYV27kwTl7pbn3Oo1Ksl1/8eIOjIyrZmS/UohqDwnXeLzmVFE1Lyw8JMVXCeH+3DWspfS6hvxdBZOtYoI4kldJamywNN9eYuXzLvFewgErnoPO00DvnaDLLK7h/tl7sdW1/QvxXlBFAG/ndSJkcwYz+jeDk+tg1YtQeATiu8HI56BJ50aPrWmk90iBaEp5KvNRAtMyeUknXAdUPGW9np9s8k16bIgBg9a7WOCijk149c8j0rgnd+66eBh9V34EuW6JSlFoJu5r/gIPjG7N8cJq6bsWxFPEh/r3Udd50Fn2/Uqv5MnMrc95AgF6DU+MkwtnFRQUFARdm4az6sHBzN9zWipGGtuxCS2iPYUVBQUFhX8SX27dwWur1zsff7ZlOz9eOYUOcS7rd0FJTS2Pz1vKmmMnJQF/dLtWvDB+JM2iw5ncpwOJYaF0S4z3eM3p6gpe2L6StadPEuMfxC3te3FFqnczWbuwJjhsKlQaz4JOu00u+IwMrPYQ7wVVNgOhWtn1tJ4gbQxHSoy0CK0i2l++Nr93cJ1TvK/nvYNrmdq8C+EG71i2xFTFI7tmY6rL5YoUuMFgxVqtJbO4mk92buXe3v3ZlX+a17eu52BRAe0io3m490C6xzVezJUc5PveYG9xLmtyfkOlAYcIkUUoLHX9I9nwhxq8u9mHtm1BoEGMTpXdo1So0FRqeLrrSL7M3s4mURBRh/iubmzfk7/C7R37cri0kJU5afgHmCTx3p11hYfoHNSB4xXFzry8Xq3hya6jlcJXBQUFJyntE/ly16usmbOFqvIa+o3vRrMOysipC9VCX+UQ3ob/QSoqKggNDaW8vJyQOhH630ZROnzYw9sjoccNMP5tz3Uf94OCg57rEnpAzg7X407T4OJPJHt9UTk+5I3VsjVOHSqVg5vHVHJt98FUWar4+cjPFNUWMTB+AJXrX+c9nQlHnYjf1mQmJLotWyuON3r4epsKc10QFmbz4/Hva0nJs6Hy9yfmoQeJuPJKDrfvIIn2DWm5aiW6+HhsdhsbT2+ksKaQvvF9+e3Yb3y+z62goY4JW+xcvdqOITaQih+WM/nTzc5kZX0nztqHhkgdVvXM3p7F5+tPSLM3h7aKZPovrxFwZL/z+dcG3cQat1ECgiBzDT/++TwGh434N98gdNw43x/+4B+w9EmoyJadE4TzQedpknXqByvT2XayhJSoAG4f0pLOSY0neoXd/zebTnEkt4KOCaFc17+Z1B0mOsZ6vrwcs/Xsv/7iK/t0ejdGd2hy1m0VFBQULkT+o3/bFRQuMP5T/75EzNTv1VXSWCF3JnaO5/0runqsu+zTTWxv0EX+fbPlDMr91hV3txkPl30rjRwR4vLQN9d4dWlf0SuJWwa1kCzyv9t0itNltfRrESXZy2eWeCYMxVz6g6ddTk4N8VeZqXXIQr0Quq12OzY76LVq7huRym1DWsBrzaDW08JZ4taNko2/uC0SQnV2aS19mkey4lA+Ly0+3Ph76tTsu7MZus8Hgc3kesIvFO7aBYFRrnX7f4UN70iW+vZmQ7gp72JWnnYV274d8C2X2pd57F98nt6mD6kgiJcu6cD03r5tukTh7TPzD0rnLDJQLxUVCyt+yVls3ZtwYg2EJsKAeyG58a4pqoth66eQuwdi20Pv2yA4VhLbur+wnJtss7hLOxeN293vnea7WGjv67Gbty7rxOTuSoJBQUFBwRdK3Kyg8M//91VpNNH/o8+ptXiOGRrcPIUvp3q6mt7681xWHzvpsa5DQiyH8gukGFjQv1lTPrlsEn46LXaHg9Hzv+JYebEz1xzob2Rqq3Zc03IQWpWBn05sIbOmmO4RKczbe4TjukynLb7drKaVoSn7qvJIiSgmPtS9eBUMagst/Irw09a5jjr0LDrZnhPloejUam5q24cHOw9h2OKPyKzybnz6aejV9IqWY9JdJcfJrimiY1gKe0qyeW7/XK/tzdU6aooDpH0vmXotE3/7kRqry/E0QKtj2eUzSAwOda5bnp3GBwc2kFVVRu+YphTW1LCryOWkatBoMUrn3tUZJ51Kq2zb/2iPwdzW2bcL2LbjWTw/dyUnC0sJ8Tdw89BeXDeoh2Rh/9G+LazOPi4VTQjxflBC4w0alRYjPx7fzu7iLJoHR3FNy97EB4Ris9vpN/8DjOoiAvws3q+rMlBV7Ye6Lt//ZLcRXN+mV6Pvo6CgoHAhU9HI3/X69R1veBnNOYwfsZmN7P/q8X9k3vr87sDPP+B7wEHe/gbbHfQW7wXu4r1g3yxoMw7aTWTZwTwP8V7gcKj4etNRfjn1Giq1Cmtd1eGarDVMTR7E/IoKtuZuJU4fxoDej3MqoDlz374TTXk1azqqOB6v8pgR+tDGSCpL89HYoVt6FYa6uFB03Oe/8CKBffqiT0rEfMrT1lIdEoI2KopyUzk3LrtR6rqX1qvUDEoY5PNU+Vnk82TKr2bmn7s9xHtBUZWJpQfznPNAhZ2o+5zTuUd2sW/kUL4eMxD1wTQMrVI5XNEGGpyjKn0ARRdNoe+UMQT2OYOlquhkbTsRqosgIBI08q9qTLAfL1zsmpN6JspqzFzy8SZnsljMUxXW+X/eM4hTxdXnJN7XB4FzdmYrAr6CgsK/RK3ZJlk/J4b7e89iVlBQUPgfIS2/yku8FxzK9RTNhcjeULxvq8pgUO43ni88shD2zoJuV7MurdBLvBf8vC2LWduyJJHdVNdBvuJwgeSEJAov1xwtINhfxx1DWtIpMYRrvt5Oea13IkzwWsRi1BUZHLY35SOrK3Eqigde+/MIfVtE0jKsDUG1njM0rdpAtOHJVJusXPP1NnbWOTSJkHxEW88OqobUWuycXv0Fye7ivcBYDgd+g963yI/TlsFvLpt+9aE/+CJ4Kz+M+JFNuQ6aRwcx8VgGuMyfnEUJN7Uop8PAoQxt07j1vXhucGo0RdUmwgP06Or/1oixYWNe5pwwV8PXo6H4mPz42DIse2ajunU9uUY/qs02rBqth3ifZY9mkd07nv9le7Yi4CsoKPxLiIIh4fISH+Yv/W1QUFBQ+F/kVGmpl3gvOFxQ6GWbLzrv3RGR1P68fI91G09m8tOuvVzfuzs7CrKd4r1GYyMhphSd1sbaki2s3bYFqzWQUqOcO16Xn0bHmETGVPZmTd5R/NV6rmnbm8GtU5i+eiY1Zu/iV5Ndx668AZTWFEn7z6gOx6ZSo9VZsdnVfHxwoySaNzWEeQn4GtS0CI7CbLfy8O5v2V6SJkno4jP1jWzv81zVtw1a7Hbe2b7RQ7wXiMe/px3i7u5yQeiOwixuW/+bVMggWJV7mJgAAw906c+B4kISg8LYmpvF/pI8j/2I2L1zbBNu7dCHsSmpNEavFkksfGAGhZXVhPob0NfZ+gfpDDzSfbC0nA2L3cY1677nULl8DGvz0/kjcy+/DblJGgVQZKzG3yBcELzvW6ySO4IKu03+Dmcf268I+AoKCv8SFrOVwuwSouLD0fsYeX0hoLoAOvDPbwFfsryXQwmRYHrdejnb7a1JLlRzd3oR/VvWdcUIv51zRXSwtJtIrcW7613gcOiwYZOte9yYnbuOqy6ez3B9MDMPz2T5gaVMfWcP/R0mnp2uISfK00+/e0EQnTfKgUCFP07x3u2NqFqzBofV+zjUgYGo9Hq+3PGBU7wX2B121uesx1/rT63VlUQ1mB0M3u/6LS7PyhU9/177rTG73mvmlkz5B5UZ/8Qf0AYdQ4SfUzQBvPzgS4xIHkHyZ5vJr/LschI2q12efJTAoHOY7aPWSF0//yq/7sz2ShZnldYy4PVVvHN5FwL1GikZeS7kVzRIzCooKCichU3Hi3h7WRr7sssx2+yS/fFzE9szRnHzUFBQ+B8kNS5IitPETPUYSnlY9wv91AcwWuLh6FPQeoxzbnFDxHaNxs3drm40bhaICLRevK9H2Oz/cXs/ProkBbZ+RtaRH7lkySTKzb5vSnsG5HFR1a9oNXZW2rr53Gbl4XzmmKbwhGMnASpXXPeZeiq364P4ds1xp3gvHZcDlh/Kl8YoVRjdA3EHz2i/Y7pmJYWE4V+Y3LggXs+Or72eVlee5totY7l2/LvQ5UoobQHFRxtspeKuySMh4uxz69VqlVTo+i8jCg7qxfs6dFU5vPfO87Sb/Jg0hmBm9XCmatbQVC0npwsIc44VcCe/0tOWVUFBQeFs7Mwo4a2laezMLJX+Jgg3kccvasvk7nIDgYKCgsL/EikR4QTodNRYLDhUDmyBdux6OxW6WhaeOML45m2cNuxiqe+0l2hknOqmk5mSgF/rJnCHh1RL4r07Gk01KlUADsk3HvaXZXN776E8GzGcOZmb2VG8j682LKPEZCdMr8Zo0+Cnce1DbQ9h52mRI45BrbVhCDRLo0tl7FitalbmHEOTpgHRpOgWfodk+xGq9WNezlb2lh8mRG9B3BqI0U/bS/YTqY+g2OzKw4qPbbWr0EYapTx5Wo3IN3sjzmM9Px/bXSfeO4gIqSbIX24M+6NgEXe0msClSQO4f8NCLwFf8FLfUXSI9B5t64vo4LPPt2+MVblpTvG+njJzLWOXfsarPSaSGBhKTnUZ/gYzWq3rPsds0WA0et7P5NfKM64VFBQUzpVjezL47pV57N+UhqnWTFBYANc+fjETrh+inMTzkPO7pDmyhTTn0ejQMc38JAvs/cgjkq3l4cz4Zhv7s+tshGLayHb550KYbAc5sl2sz4pwbYirK70haSVpXLX4Kr7c/yVN/9iGrtrEH/3UXuK9RqXmhtllzseHGnGgNOnBkp3ttd6am4u9poblGcu9nrM5bFy6vIaOhf4E2jS0zXTwxCwbMW6OSr02eFse6TVq6TPXU22WE5n6yLWSeF9Pra2GJzY8QZW5inuGt5ISwe5c0zdFsuN3JnUXPSjPDC3xrEj9O2hovVpPaY2F+37ZI9mLuiOO9c5hLSRhvyGDUt0sUBUUFBTOwoerjnHlV6vZkVEqiff1hUB3/bzbZxeqgoKCwn8bIf6K0URq7MzUv8wUzTriVSU0rz0As66Ak/KMz9gQPwalRnu89rQj6oxx85DW0QS7jWE6F3IKiuWO8LWv8kV6CEWNiPci0nzB8g5alXytPejwLaiLwoOfcuMYZX6N96yX8qV1LFNMT/NGxUjp+rxw72mfr7vBOotBfsfxF5ZYOHhN+znXaZehV9lIUBUTUbzLx0Gpoe0E12NzI4k5qwnm3w1VBTDwAdA2EOC7TIeIOuvOjM2w5BFY8SwUpvG3U3rK5+owUw73zNrD/SNSKVeFMMH8Eq9apvGHYzAh/a4nMtD7exnUyvP3Q0FBQeFMiBEqkz/ZzKYTxc6CruJqMw/9upe0/Erl5CkoKPzPEWwwcO9AeSyRNdSG3d8u2tOpsJu4Y/V8lmfIedIgg0Gaee9BI12ACaGypW+fuKZE+ckz5v303h3cotNcJwnyrh1lVhdz+/Yv+PTYMnaUpOPQVRERVoNOZyenKozC2kDKzQbp/ztORWGvE/81equ7EayEJDirHJw8XEzIJj/8junQZ2gJ3GHAcQgy8ktZV7CHAK0s3kv7ETb/OjPF5WZ0lgC0aLCaNNTW6ECrkt5D9M6dshSi9upQg7HNXeeo2ioL9oF+Zqd4X5/P/iBtHjk1RdzaoTdBOnl0Vj2jm6Y6xft9OXm8vHQNry1fx9H8Iv5usqM4DLQAAQAASURBVKq9RwsIam1m7ts0n9vb9Uej0lBaEUhltQGzWc+k+P74meK9KjgGNWncpl9BQUGhIStmb+bukS+xY+UBSbwXVJXV8NHDP3Foe+Ojus9bHH9h+Ydyfgv4grGvsqL/z+TgmUgS3UUzt7pZz0+bKc/qFBGFfzgMuA/CG/wRDYqDrlc7k5wfX9mNJqF1iTa1CX30MnTBh3wehkFjIKMyg5wqeWZPQpH8W3M0wbv00uawcyrBleRc1FNNgwI9ioKheEB7NNHeCVNtTAwqf88ue3e6HLfx1JeVfPuug9ePdaeNa4yQRP/cA1xrTsdPJ/96CMH9/Su6SAnbei7qKM+D1wY17BQS9kc17CrYJTkc/H5bf2m+6biOTXhvWheeHNdW3mjt6/D9JNj+Bax7Az7pD9k7+asczaskvcD3TX3vZpGNvk6I+C1iglh41wDuHt5KOq7Njw3nwVFteH1KZ/x1LhG/d7MIbhvS8i8fm4KCwoVJeY2FDzctRxvkPTdZ/O1ZesC7UlxBQUHhfwFR3LhkvJVW6gbBocMO2790Pnzv8i5M7BwvFT8KYT6l32U4Ytp5vkbE0z1k2/hgPx2fXd2dpAj/czoOIbb3N62DIlmoPuZIaHRbEVEf0MhdTgKzw7fQnxobRHJEANmOGN6xTuFF69XscLSROuzDA3VUmryTiYI+6kN8z1McMszg43aHuFy71nsjcc+gD6r73BEw6WOIckvWtpvU+Ie1W+Si1sQecNNq+ZyJMVKTPoKJ78vbbPkUvhkjz6ff8A58OgBO+DiOsyBiZhE7+yRlgM/VW+ztJBeuYH8tf947iOtGdCV81MP0vX82rcbczptTu3gUZ3RODOX+BkWyCgoKCmeyzBdjTnwhpros3u+7W1NBQUHhv811vbrx0sQROHTeqsB3h3Y7f35h/Egu7dIeg1Yjde1P79GJTvGeXeKBeh3X9OzqnO/+xdDJNA+JwGL1bjASzelqlQO9xoa6roBVpbJztMKzGFVsI22PinKzP4W1wdL/A/1ceWi12reikRoeSWJMGGqTGr+TOgKO6tGVaDDotcSEB2G0e8eTQqTXqy0U5uoozgxiQHBnHKKotQEJUQGE6OXGrmC9gecHDKdzjJxjFoxtKueN/QzexQsOHGwrPkpqWDTzx81gRpvujGmayou9R/PhIDne/mPvQaZ+9TPfbd3N15t3cukXM1lx9K+LWifKSjhcXIDD3T2hjl5RvguGHXa1NCrAYrPz50U3c2/HwdzRejTzhtzPox0m8Hb/CYQbXPdDrcOiebz70L98bAoKChcmNpudL5/+1TmapCHr5zYYB34h4Dj/Bfzz20K/jorQ1sJUyHu90S0YCI6TRXy7XUQw8ro+t8OmD+D0bhBJyX53QWCdYF6ezYjqPxkyNpT56jCe3/UcNlXjXZUP93yYY6WuTnUx7755voMmpQ7p54akdhsOR5bKh2aE567UMGWjnfhiB2kJKhYMCWR2QnvMd9xB3rPPebw26s47UKlUJAYlUmL0tLDvddROct1IJofZjDY83Ofx3lB1kAdevp38ciMpUYGuWZp13DyoOSeLqllcEOzz9aH6cBbtyyW9oEoS+we0jJKOSaKmBNa/5fkCSzWseRk6TIFDc0HnD91nkBfZh5+3ZUrzowe2imZshzjJIjSzuIZbftzJ4bq5rN2ahvHpVd2JcSsyGNMhTiocWNTITX+QQUuHhFBpcWdcpyYMTI1i64kSYoINdE7yHiegoKCg0Bgni6tRRy1AVe7bxtnPrUBIQUFB4X+N1mEN5kC5z3WvIzxQz/tXdMVu7yJ31Ij/1CyCzR9B1laIbCnHzXUd+AWVRunaePewVlLPyeN/7Mdsa/wO6sFRqYQbXYWdnVXH2YzvuZqCZu17wkHZeaqb+hin7K4koECnVtEzJVIqULj3lz0eN7x3DmspJVRbRAeRXeoZy/dVH6S3WhaWVHYrF+n3+j6AwGi4dYN0f0B4CugadNILUb7wCGz/yuedoy0gmhUH8ziSq6Njy0cYkhojxbsSllpY3WCOvc0Eq15gYVUr5u4+jVatYmrPRDomhDFrW6b0Ofq0iGBCp3i0GrUUR9/yw072ZMkOX+2ahNQVVMjdXRIthsmFyrt/cK5aaOvDUntPZ9ycGhssLe4MbR3DlseHs+VEMWEBeron+763UFBQUPDF6bJaj1F9DVHiZgUFhf9lYkPqCjgbUGF2jRMKMuh5ZeIoXpowUoqDRdxcZTLz3bZdbM3IJjEshOt6d6NFVIS0fWl1LSdOFHNnk74ENenDeydnYrS7OtEtNo1kny/Cb63azlUpA7E5fBei+mJkYltmlsvNWHabGk0Di35xjANiW9B0YiQPfDgPm6imqmP6yO4EB/jRPCiO7NoGBb+ikNYkywziFWa772MK1OlZdvUNZFeWkxgcir/Os/h2Ukp7Dpfm81vOKp+vD9cHsTrrBPuKcukTk8yIpi3R1uXxbXY7b63c6BFtW6V1GyS3gN/3HJLs+Sd2bEOfFknMOrqP4+Ul9IhN4JIW7dFrNJQaa7ltxTy25GZJr28ZFsmnIybRMtzVJNYpIoHrWvbhm/QtznVipn39XHvxGZsFR3Bne88C2d6xTdl86e1szs8kUKunZ0yiK1euoKCgcBYqS6ooK2rcnUrv7+lMonB+cN4K+CLA+HFLhlSxLZJaopPHPegQjG7vYy5OvXgvCIqBUS94b7NvDsy9FexW6QReGhxP3OgnuH/fh1QLIdoHAxIGEGoIZdbRWdLj3/uppU74izfb2dlSRa3B9Qd7XPNx9LrieYrCW1KxaBFXn3Lw1KhiXrvMFQA+3vt+AnWBBE6bhi4xifJ586QoK+ziiwnsJ9s4XdXuKh5e97D0c5NiB2N32hmx2/Mc6OLiUIeGYi8v9xTgx40jxE8nLb4Qgv6bl3Vm9Il7eHDDHdgdNlqZzVxcWU2iXxRzZm7gx/ymzu0ndI7ngyvkalLJLt/qYzZm5hZIX+F8eHL/Zi7hLcrM8rmZtT2LqT0SpQ75B+fsdYr3gl2ZZTw17wCfXe0ahSC+84+md6PjmuO82qCqv01cMD3cEoy/bM/k1SVHKKuxoNOquaRLAs9Naq8kDBQUFP4yKZF+aPyzhdqDpbS3uBo5nwvW2BnT0rNoSEFBQeG/jegs+WV7FvP3niZEFcaHGn+0tgaFqW3Geb3OKTILAiJg+FNe26w4lM/tP+3CXGeLLOYaPzexPa/+eZTyWu/OGsHg1Bio7Q/r35Qe36RdxDJ7D044hO2kJ8PaxNB98oMQp4O9P3OPdTfrS/tRWJdAFNwzohXRwQYmdUkgLsSP2Tuypc4Y4SIwom5E1HX9U1ibJle5JpHPtdrlXKVpMI4qIBKCm0Blg+LQjlPAECSP5fKFuL8Y9xa0mQAzp0hd98ftTZhtG0KFfxJ7F6o5lLfT4zN9cU0PKZalPAdMnnG6wHL6AHf+5Oru+vNgHsF+WiqNcrL0lx1ZLD2Qz6dXd+eJP/Y7xXvBodwKHv51Hz/f3Mdzp5M+ZG/8ZcyaO5/D9qbsccgOVMI5wX1swoK9OTy/8DBFlSa0GhVjOzThpUs6SE4LCgoKCn+FhPDGnVmEy8vwNjHKCVVQUPifY96pA/x+cr/koBrop6Ha6CmCj0puYJsvdcSrPET9Owb24Y6BnttsS8/izq/nUWuWY+RgPwOPXDWVr/IXUGapxGrXYLG58tZilwNjW+Gv9R2DufeoCbqEpfB89wm0CEzkl7S91NrNGDXlVNlcOdrrWvajaWAETTtF8NWj0/hj3X5qTBaGd2/FiB6yy9KE+IGsL9wldcTXY7OpqKhwzZX3VxloFhTBySrPxrLxTdtLon2riMZHlT7adRgTmrXkvt2fYBZuVfX7tAXwzsY97CnNd67rE5fE92Muk5wLymqNFFZ55+VPFJVw2y/znY9XpKfjn6SlzCJ/7tlp+5l//DA/jpnKC5tXOcV7QXpZMfesXsiiS6/1PMZOo+gQlsB9m+UiB9F9L4j2C2R0ksuNakX2MV49sIBKRzGil6NfVBue6HApoXrXuVJQUFA4F0Iig6QcjN1d46z726JSq+g7pvMFdyJVDnk5l+3+qZyXAr74Jb7p+x2sOlLgsT5Ar5Gqu8WN4NV9UqSk3V9GdMEsflAS751Unka3+hWqQ3xPJNCr9YToQxjRdASjkkexLGMZxSEq7r9Jwx3FXfjc1oHFMaWUBtjpn9CfCc0noFJriL7rTmlpAXQ1lrL45GIqzBUMSxpG6wjhKiATNKC/tDRkbLOxlBpL+erAV+gKCxi1y4GHO5JKReikiQSPGknuk09hPnkSdUAAETOuJXRS41afFpscPImZSc2COvP+kE/Zv/VVbj21Bq1oaaqoZBiPotdczde2sdK2C/aelqz0+7WIki1Fhc1ow3mgFs+Z9Z/YJlBWV71Yj0i4XtGrKdtOeQaAghWHC6Tv3iOZLJKgbWPYl10mzaI2WW0MaR3D4xe1dVY5iiKPR35zOTSIBLNIepqtNt6ZVld0oKCgoHCOhAX4Ea6Lp5TTaMO2Yi3t6wyo/CrKSL/uRrp993mjDigKCgoK/2numbWb+XtdovTN6jv4OOgr/Myl8niprtOhx/V/eb9Wm50n5x5wivf1c43fWp7WqHgvwrjIID3EuzrCI1WVLNY/xqLY2zicdDlF1RYsdgf9WkRyWfckOTM58H5pEYaWK2otzN+TQ1GVWRLD3d2UejePlJaGiPjw9SmdeH/lMRxlamZol6GlQedQp6nyeZh7OxQcBK0/9LwBet7U+EkQcbPDjkWlIyO4B3FXLuDImllMPz4Uk7D7F+FwlWdMLO5hlh/Kl9ykCGsqFw7UFHtss9ve3Out6sV7d1F/28lir3siweYTxZIbWcNi3ZBmPajtGELeiWJCLDb6t4iS4uZ6N671xwq56+c9HqNhROFHlcnC1zN6NX4eFBQUFHwgHFCSwv3JauCAUn99uerLrcy/a4DHOD8FBQWF/yZP71zMT8d3SW3mDodKDIAnOMBAZY1N6l6f0LwNN3f812KiF39f5RTvBZVGEx/sWUlFmElkl6V1IrXg7iYVaQgmJSiaacn9mZWx0bm+eUA8HYJaY1SVY1NZ6BKewoSEXmjUGq5v10NaBNUWE4tzDpBXW0G/mOZ0j3TZw3do3kRaGtIutDkPt7mWHzIWcbq2EGOtgZzTYdjrRGzBpFbtaB7Zj4e3zWN/aS46tYbJKZ25pY3cdOYLu8OKwyGKIXT4qQJ5tfNN/Ji+ku25JzGV6sjLD6Q2yiXeC7bkZTHv+GGmpnYkPMCfhLAQcspcDV8C4UglOvHrsQXYneJ9PRtOZ7A25yTLMtK9jutgcYHTMcCdzuGJXBLfhY2FJ6mymugZk8SjXYcSoJW/q91FOdy79SeCg2ulGcbik60vOshDu6v4vPdtjZ4HBQUFBV+o1WpSUptw4nCOnANRCzcWOd/ssDt4esrbvLvqKeKby00KFwSOc7THVwT8/60Zald/tZXtp0q9nksM9+eNKZ2lKm8x1/1fouAwGF0dLPUkl+VCiO/5nFNSpxBUNxfzrSFvsbdwL2mlabSLbEf7SNkOtMtZ3jbcL5zpbaf/5cO9su2V0iI6qypSF5D/xhvYCotIbxtK9tT+FAQXMrDtQFosWYwlLw9NaChqf99V8DWWGl7Z9gqLTizCWNYJW+HFmMw6yVLznsCWaB2rPba/V/sbM23DMdUFmXuzymUB3y8ERjwLix9y/evxC/WwZhUcsyf6PI7MkhoMWjUmt2SwQBxHQ/FeuDCIzvz64DYiUM+dQ1t6JABmbs3w+T4iGfncxR0adSFQUFBQaIwn+z3AA6uexlbW0yneCwoDI/jOL5VmP86UCrQUFBQU/psIgV0Uva4+WjdfqY5V9m6MVvVi7U3REBIvj5r6FxBW7nkV3q5LQlhvjIu7JLjitEkfQs8bpXFWfrHtmZx0bsnQUH8dV/dN+cvHO7VHkrSIuFl1JAqWPAIV2WAIhmaD5TFQSX3g9k0g5owaQuTOe19YTbD0cdg9k6XmjjzluIUCiz/+Og1RQZMwORofvSXYm10mC/giATj6ZZh7m1QIILDrg3ip8vJz+kwnCqsJNLg68+vx06nRNxiRNW9PDvfP/j/2zgI8irNrw/f6xt1DiODuUrR4KYVCoVB3d5ev9tXd3UupG14olOLuHhIS4u66Ov81s8luNrtI/6+lBd77uqbNvDs7FrJ75n3Oec4up2uZXNF/44gUN6v9rzdlez3OioMlFFY1Eh0kRDaBQPDneHpqd67+bDPeOqsU1Zh4f9VhHj/v6G1UBAKB4GQgx4f3bPmZRbn70DSVw9ntKuxWNQaDijmjLyXS159Y/8D/1/5l6/zMYs9ipUpjlSL+tqRZxB8W2UkR72Xu7DSJSXH92FuZTYJfOH1CPZM9veGnMzAjse+fPt/hkX2URb4va3KzeKR0GdmNVSSH1HFpNx2dIzKI9RvJz2OuoaihRhG1A3SGowr3+8reIrP6R6xSI4er4vnyUC8abf4k2IMpPRCOChXWEFkC92z3taukQBHwZZeDh8eN4M4fFym96GUMGg0mu7tDgl3rXclJqygjUG+g1uL+rKJRqRRb/JYsP3KYm5fNx9y0bx+tlmuGDqRdkMtZ4Nv0XRiNcvKFO3uqssisLSLJ/wwS2QQCwV/Cra9cyv3nvYhV5RLvmyvwq2vNfP38PO798Hpxt08jTrsK/B+35XoV72XM1SX03PYwHFriqGTpcxm0GwvhHd09hY6FXAWj1inWly3JN3iK3mqVmrv63MVlXS5jRfYK5h+erwQ2k9tNZkaHGZxM5D/ooMmTCTznHB5f9R9+yfsVzL/Bit/oE9mHD8Z+gDE6Gky1sPIFyPjDMWE7+BaI64vFblHE+7npc7Gbw6jPm+a0ha41WXnGdDZddes4S7PfecxAVT1RqgqyJUdA0j6yxQTngOsgYTCkLnaI912nwkejoMplU9RTfZgdNnfbKVmf75cYyox+8czZ6D6BeMVgR5ZoTaOF3/YVUWe28sKvB90yU8vrzDwydw9Pn9+d9k09PBuO0nNPnkCwtEoSEAgEghNhXOI47u8RyqOH3LPDZfaFJdG4z2WVLBAIBP8Ui/cWeoj3zeRUW3l4s46le/cQYDzAdX2DuKSrEcI74Jy1PA6RgQb89BrqWsVasnBstrnHWPKj522j23PbqHaKlb3c3shslZjcK5bJ/a7iZKI8CHeeBB3PgUX3wLbP4OBCxxLdA65cqMTJcuLwpyvTWXmwRHENuHpoEv0TQxV7ft3y/8KWjymWgrnNfAtmHAmhDRab10rT1rjFzT1nQWwfODAPdL6ou02n8eNUWdk67n56J4Rw2aC2vLvysNv4rP4JSquoerNVqfaX4+dXl6W5tRyTRX/Zfv/lC3vSKTrQef5H41ivCQQCwdEY0SGCV2f24o5vXe4eLdmb59lGRCAQCE42a4oOK+J9S9RqCUktUWlu5JddB/gtNR2DVsuULp2Z0LG90tde7qt+Ish2+aF+PpTXuceJOpsOG80icHOcpuKSxCHc2GEc28oy+SlnM3VWE6OjuzElvv9J7asuH2t4m0RWXnwtW4reI7vuG2V8Y9FPBOgSOTvuY6J8QpTE4c/Xb+f31MMEGg1cPKAnQ1LaYpMsHKr4lLSq2c59pgRlc0XHOt7aO4Z0ytAHadFWaVBbvF+X3Ke+mTGd2vHrLVfw675DaNRqzu3Wkbt+Xsz2nHznNvJ+7F7KMXtFxHB51948v3m12/iUlM6EGH1otFpZnpNGlbmRt7dudor3Mg1WC/9Z9xtvjZ5E11BH8nOj1dKynsONBtvRE5oFAoHgaHQZ2I7Hv7mNxy55z/NFjYa0HUfOqJunkosvWop/x9juVOW0E/C3Z3kX72U+NbwKO5uCLdmG8rdHHUtQAkz7ENoOhq2fwpZPHPbunSfDyIdA7wt1pY5tD/0Kcp+allX4ah1F/a+EbFc/HZn2we25pMslfLbnK97Y+ZJzfEXOCh7o/4DSo/54FNQV8OrWV8mtyWV4/HCu6HoFvjpXFcyfZVfFPod434Ltxdv5Oe1npVKfb2bBkTXO12z753FL2xTW0aBkO8pYqru59XRuZrF9oJuAL09Y5kuOIGpQcihnt+5fF93NsTQz+U347jKntf7NIVv53XIeOVWuZAm5ej4u2EfJwA/zMyiVQnJ/ULla6rphyYpVvuzAUNXQyvK0BZsyKxj72moGJ4cpfUEndo9he7anq0L/xBDC/r9ODQKB4IxneFJnVBR5PBbG1pVi6O1qgyIQCAT/xrg5yEevVFvL01u3mWYzY9XvsNrm6AEvV8a3G8PP23P5dF0mlfUWxnSO4p5xHZQ+6LI1+3OLD7J0X6HSI70lctwmt1X6YoO7A1LbMF9uGpHC91ty+M/cvc7x5QeKyCip5c4xrl6SR6O0ppFnFx8kvbiWoR3Clerx/8lJqTTNId63pHA3bP4Qht/Hbd/sUMTvZuTrDfbVUV5noY8mhic1ieyyJzvF+xOlZ3wQ5/ZoZVca0QEiZPcqB89O03P151ucrQjkBAI/vVZxqmrmyrMS6RgdwL3jOiq/lx+25Sjtps7vHafE1GlFNVz00cZjOiLsza9mwutr6J0QzEeX92NitxhWekn66BAVQFK46OUpEAj+f8hOffL3Q8skomaaE4gEAoHgn2R7mavgqCUqlUSQ2pevtu92jr2zYRPvrttEuI8vT0wYxfhO7fn10CE+3rqV4to6RiQlcfeQIYT6+tBgsfDyyrUs2n8Ia5AduY5I0+BIbpXF3/OjB/JzjSwoS87K+0hjANe2G83KwgM8svs755zD2pJU0moKuKfzuce9nhpLA58enkdmXQ7t/DtyadIYguX57/8njbYicuo+b3WMIxys+IKe4XfyyPxlzN3pmjM+0rCG8eZ8zJSSqK/2cBlICiwj3FhDaWMA1kC7IuBralWog1TYja7vivbBYcxo32JuGWgTEsz1Q13OXY9PGMXVX/9MWZ0jTg61+xIYaCC92tWialq7rvSPjqdfVBwGjZZvDu5WBPhzkztxR5+zyKmpZOavX5PfUO1opiy3T5CrzOwax7rRSqaphEmLP6NzSCQfjZzOOQmdWLFtO/5a9yr8KGMwnY7i4isQCATHo+vA9uiNOsyNrdoS2u0kdWtzZt1ASVjon3IkHmXiqJd/JcmN7pmSTqqy4btLYdg9sPQh1/j6N6EyCy6cDd9cBLmb3d62M74nC/39kCI6ck7nqQQU/kGN2VUJk1qRysxvnuVQ4xJUrVIlXtv2GuMTxxPh67A6KmsoU6rco/1cFqWp5anMXDgTm9L/B/aW7WVh5kLmT5lPw7oN1K1fjzYqkuDzz0cT3NTbU66gl90BfLz3Vt5Z7D2rfWfJTi72b+8m3sto7FYmF+ewLjIcqSkkVKm99yz1baHpS2otuzs/wAWqJGXCb2qfOOWB/JikjIK79kH6ctD5ENluLEvtahbuLqCoqpHhHSKcPUzlPpx3je2gLC2R7fKPJd637v358tJUnpjcldTCGsW9oTkEbB/lz+uzep/QfgQCgcAbbcP8uKBvvPLZ0ozBaubiit2EXvamuGkCgeAfJzHM+yRdkI+WinqHqDtL84fSD95JTQF8fwULx6zg7p9dPSI/X39EEc7nXDuQ27/Z4SHypoT7Ka2O5Fh9fNdoft1bSHGNazLrSFk9099fz758956VMm+tSGdKr1iSwh1V6RV1ZsVpKT7Edf45ZfWMfnUl5iYP5t15Vfy8LY+V941kR3Ylf6QWK62ULugTT0SAwenCJFfRh/i5W2K6drrJ+3j2JtKLa9zEexlZd5LFe5nttmQutz3Ifdpvve6iZTsoeTJ2UvcYfPVausUFMr1vG6Uv9LHo2zaE9Q+OUq5Lq1YxsqMjUfbXvQXklDcwOCVMcQOQke/7TSNTlKUlTy3cf0zxviXyPZS3f31mL/YXVDN7wxHlemUSQn15/9I+J7QfgUAg8Ib8uXzF4EQlKax1S5QbRpyYDbRAIBD8nSQGuKq8W+KnNVBzRI7p3Oc8ZX23rL6eu+f9ytM2C/cuWeJ87Zvdu9lfXMzPl1zMw4uXsXB/quuNvpCU4I9vhJm4iECGdkhiy8G95MqFaE1xY4mpmmvWfEJqTTEaPbT1L6NdQClGjYXDtVkcqe1Con+Ssn2dtY46az2RRsf8s0yVuYa7djyIVuMooNpVvZf1W9bz4YAnSK0o47fsNMVKflpKV2L8HElUsphdb7ESepS2q+WNe5GULu/ulDXuoqi6lvm7DjjHIsIqGTloN81RqE0yK1p4a5qHjE3uX3JhmTFfw9mDUvAP1tMxJEKxzvfXH7v4qlN0BCtuu4ZV6ZnY7HZGtE9Cr9Ww9Egah6vKFdF+SGxbp6PAVd36KktLXty+mnxTVYv5fYf7AvUqMNhRtchAOFBRzKOblvLpqAvZV3E2X2f/gU5vUn53EfpgXup9ueLaKxAIBP8ffP2NXHjrOOa8vMg5Jrt+G/VqLn5g8hl1U1WSYzmR7U5VVJL82z2JVFdXExQURFVVFYGBf30mdWmticlvrSW/ytVvs12EH4un6tDPnnjsNwfEQo3LUkdGksODy+bCl1Pcxhf4+/Kf8HAlIGsOIpoF7pbYGmPQGAu8Hk62rn9n9Ds8su4RxWJffn+viF68MPwFYv1juXDBhRwodwU4zbx3YBBhc9c617WRkSR++Rm6na/A7u9BtuGR+3Se/x4EuWf0rcxZyW0rbvPY583aaG6y+ULGSo/XthkMXBnr6stjt/pSd/g+sPvgb67HrNGB3sCi67rRvngJWOod7gWhjmDx70aeLH5m0X42ZZZTfxQ7/KMRE2Rkw0OjnZPBaUW1RAcZSAgTFUQCgeB/R650/GlbNr+t3kdQRTEXxkO/bo2oS3dDWDvoeyX4OgSWU5m/+7tdIDiT+Tv/vmTb9ClvryOjtM45Fh/iw1sX9WLquxuU9dm65xiu2ePx3hcCH+K94u4e419dO4BLPnZPev0rkC3lF9w2lAd/2s2C3QVKlaYsdr8xqzcpEf5c9OEGNmR49g0d0T6MVWmu6poQXx3fXj9IcRf4dkuOIqL3axvCyzN6eiYCZ62Hz87x2OeK4Ol8EXADq9K8tx9oyYva93nROotSgt1cCL64agBHyuoUm/qxXaJo19Iy/28kp7yepxftZ21aqUdrg+Mht0PY9+QE5We58v9QUbXiiJUccXLOXSAQnN7IU1Pzd+bz5cYsqhssSiJScoQfe/OqaRPqy0UDEpwJWKcyIm4WCE7Nvy+TzcqFKz/hYJUrgTPC4M+HAy5h8qdfe75BAnVTx6jkmFAOlZciaeSCpybBwQZfTJvOdd/+gq3F1LzW34x/chWuknQJjRet125TYbGrifOvpF+4uzuAvzaC29u/w+ys71hdul4pDIv3ieWmlGtI9EvglYPvkVq70f10lSLy4SxQknAdk90BOj1fj5/FooNpzNm9i3qLhe6RUbw4djwdw1293mWqTGn8ljvL4zyLKnqzO2MSqw5komq6H0P67aNzO9c5h2hqCdG4XKRksmpCeWPPWOVMPhpxAVXFJspq6xnZKZkO0e7H/rsorq/lqa0r+CPvMPVWM1LzL7QFklmFSuepB6hVKg5edB86tYYai4m0qiJCjEaS/Fu50woEAsH/k3WLdzLvwxVUlVTTpX8SKd3iObT9CGExIUy8eiQRcafvfHN103jvS55Bozcedz82cyM7vvrPKTlvfdoJ+DIlNSbloe9wSS292wRz8cAER3X4Gz2gOu/ob9T6gNWzJ6V52LPo1zzsXJdv2Lg2sRRqj9+BwNoYjUrSovFxVWC2ZGzCWJZlL3Mb6x3Zm9nnzGbgVwOpt7oHMDJqu4SPCSZsk5ixxq7EdCFDk4mOd4n6MhZDEly+CF2cS8S32W1cvfRqxTa/mWirlW/zCgmze+/3/nZwEB+EBLmOr1ITXhDJrb+q6FSYg1mrx37OefR67glUJ3BP/krkqqkRL/1BUbW7HVFr5CSO9BLX5HQzXWICWXzHsL/xDAUCgaAJ+TNWTgbLbNFPLTgBrvsD/E7OA+jfhZiIFAhO3b+vynozczZmcaCwhm6xQVwyKIEAg1ZpNyQnSb6re52JGndBfr2tCy9pr2NHgyvBs5k3xodwx9KjW/P/L5zfK5a5O92TbTtGBbD0ruH0eWoZ5XUnVk3eKTqAg4Xu/eM7BJj57cYeEOZepc6c6ZDuitVLpUCmmJ4iD1cV07F4zfAh0VIxN9vupcJmVCYhh7QL5+Mr+ik96E8mctLDmFdXkdkiYeNozgxZ5fXKRG5L5OSOtQ+M+ntPUiAQCJq4fvZWfmvhdCKL9/NuGUJssPfqz1MFETcLBKfu31etxcS3mdvYW5FP+8BILkruR6jBlwtmf8OugkL3je0gF2jbtRJBwUbKGuuhZWspCW7vM4j3VrnH2f7tKtD6t3QWdQn4GpUdncaqVHKbTFqqa30YkXSICKNnbJfsdw5Li7e5jYXrw3it17Pcu/NBam3uTlLKKcvO8JKKvIpgDhVGYZfUtA8M53BOleukDXYCfQx8O3kWnULcxeiNRQ+TU7vUud5g1vH+igmU1DjmlFVmUNtgaP+9dEppOU8uEaapJVhjRcJKRlUsXx7qQ5XJl35hbfhi/Az8dEdxzPobmbTwc/aWN90nlYRK/oW2It4niMKGGqyS+5x6kN7Ijhl3KhX9AoFA8Hfz8o0fsWyOSxsMCPXj9d8fI769y+37tBTwL/4TAv7Xp6aAf1r6tUT4qrk7Zg/vRC7g2rA9DvFettuZOQdCj2G/5kW8N1VpKVtTBEGu/hH1KtUJifcyGkMh1tqOSgDkjdbivcyO4h3c9cdd6OTKdi/Y1SrqfFT8NFTNwgGO/TYeOuyxnc6USdbUMVT/6up5r1Fr+GDsBzw04CHOiR/JzRVVXsR717luMhqYHRTgXA8zhrFm5ho+WOujiPcyeqsZ44KfKPvoI042vx8oPq54L3PLqHaM7+o5yXzVkMS/6cwEAoGgFYdXuIv3MpXZsPVTcasEAsE/RrBRw60xqbwTtZCbQrcTqJX7a6p495I+dIjy5yvbaOxNcaxVUnOd+W4utjziVbyPpoxzSz9RquX/DlqL9zKpRTVc+8UWxUb+RJGTfFtzqEbPvjenwfbZ7i/M+homvY658zTetU9lkukZN/H+WHNyAUYto+/7mlejX1LEexl52m9teimvLjvEyWb94dLjivcyVw1JYnqfeK/jAoFAcDLYnl3hJt43F2p8utbdYl8gEAhOJn5aPcm6aOJt0URLYfg2zdu+et45dI2KbNWTV8LqZ1f6t5fZ60HWnxUBuEkEVsGO0gL6xMW4HUNtbO2QpFKSKrVqG356EwatDb3GRoCvCaPaelRb4P3VywjT1aKRMwmaTqrOWsAnGS8QoG1E7RxvcWyVPG8skRBWQYdox2fwkeqmxFz53EPNEGihWlfLxF8/5uMD7u2mBkY+Rf+IJ4jzHc+GtO68vexcp3ivXEnTNHf6kViPa6yyhzO6zXyWpN/P21tHUFUdACYNW/PzeWrDH5xsdpUWuMR7maPc55kdenJFR3e7fZkrO/YT4r1AIDgpZB/MdxPvZWrK6/j+NZfF/uluoa86geVU5eSWS58MrGaYPQWy17vGkkfCJT9BXB+4bTuUpjms4rd9DhVHwOJ9IstcoyFvQwhS2Hb4aA78dC2UpeGHmnZqH9Lt7oJ/W7QU2s2Y1Gq3ST1d8FbMZUMwhLv/IR2L5dnLnT8H1Et0y5Ko9FNxoI37TOEfPdVM3mzDGO599lCy2ih85lkCRo9GpXdkKxq1Ri7ufDEX+ybCmlaTlDJyssK4pyAonh1lW9Humw2WGjqHduaJs55An5mPJS3N421V8xcQftNNnEwaLMe3/uydEMzE7jGc0y2GN39PY8m+QgKNOq44qy1Te3tOTgoEAsHfQsnBPzcuEAgEfzd2G3w9063CnM0fwBUL6BAVwG93jSCjpC/VWe0I3vYmvxZHsszUz+uuYinlLf1baHMbeO/S17n16x1Klbs8ESj3MK6od/SGbyZaV0+tBWrlRp//I8sPFDt/DqKWIeq9VBDARntnJC/5ynLlu8XWsrLJgVaywpKHoes0MDQlIWj10O8qMuIv4MUdazzeE2jU8vy0HoQHGNiVU8k7f6Qr1yo7Azw9tRvVFhVbspurllz8vD2Phyd25mTScAKW+bI7wfS+8YpVdXyILwt35yv3S3Y0k8cEAoHgZJBe5JloJZNW7H1cIBAITgZ3LFnMwkOufvWf7NjGd9Nn0jYkmHlXXsKRikp25Obz9bZdHKoqpcrQquBIVhBkEVvjEM/3VhQyd/Kl3D1vMbsLHGJxEIHU4B47qu1a9GqzR+JoSGgdaXlRhLfLcBuXBX+73C9eYyVUVUeJOYBgbQN+WjNptQ5H1gAt1FiNOHxdPYkLqeRgQTS+aj01WMHXChp3BeTlXSuZmtSNMKOjDZVKpSEx8DwMjGTBzo899qlSq3hr1iQCjQaMwYNYV/Il9bYKQvTxjI66GUkKZlmWezsAmblp+3lu2LiTKog3WOVnFwm11q4szW0LJLt8Do7zSAwI4dL2fQjQGQj38Wdu5l7FOn9GSg9FwBcIBIKTQXZqvvfxg8dwIhecMpx+Av7en9zFexlZrD+4ALpOdYjfER0cy8Dr4ecbYPe3HrspS/WjeIdsp6CCysNUrEsj5NYtUHYYfIJ5sPqw0ku+oalq30dj4K68HO6M9uxlo9ZVoaoaTUykmgr7Oho58X6Tw/fYufFXO9qmtxyKhWdmamgwOoIF/wYJlY8P9dVG8jfVE9a5BkOgY+PaQgPWeg3Ul2LOzcWQ3Mp9ILo76APkTAX38aRh0PV85ccb4/txTbdrqLPUEWx09O5sLDtKxZCXpkx1JiuvLTvE0v2FBBgcovnM/n/d5N/oTpHKxLBs89SS7nFBinDfNTaQKb3iMGgdFqX3T+ikLAKBQHCysYd1o2RHIDU5RtQ6ieB2dYS2r4c48WAnEAj+IQ4tdRfvZXK3wO7voO+VyqrS3zxiOvSbzrb5+2D9EY/dTFev4gXdh2jkSckqaJf2GUvuvJ0jpXX4GjTkVzZy2cebqDE5RHO9RsUTvM+N3O31tOSoLS7Ul8KqBsy2E0+VHq/ewhv6dzDisNLfb2/LZeYHKcNR+RNCNXf5LGKMbwYbbSF8YJ1EquSIS3uqDtNRnYvyVjmxKt79szk53J9wfz2lte42/QOTwjinu6Nyqn9iKFeclaj0tQ/1cyTOFlR5OnzJeHUMsJpg1Quw7xfQGh2/g4E38FcxtH04eo0as8294qp9lD+Dk8NoHxXABX3i8NU7HhHvGNNeWQQCgeBk0yXWu7VlrzaOOQmBQCA42WzOy3UT72UOlpbyzd7dXN+3v7KeGBKsLFO7d+HVLWt5c5t7n3lFAG8xE19hr+eHjD38dOXFZFdUotdqqaWWmzZ9TKXF0VJVo1LTcNgP/67NCUySEnOrkbBrVGRVxFBV5Uto8CFskllxzjLb5WjaEWvq1TaMKjO+GvcYVtHC7VBpMhJkbPTqKqVXazAatFT5NqLSySkB7pjtNvaVFzE81n2+OSrAn/igQHKrqt3G+7WJY2zndk1rbegePIFGWy0+mkBFnK82mxQB3Naqj5NGrfIQ7612O+/uW8/czH1oVCouSO7B9V0GKu//K+gbGUeAj4ZGOXmh+Ty0EvE+IQyLSiEpIJQLkrsT2GTdfGPXQcoiEAgEJ5t2PdsqCVJS86e0/BkqSXTs16o94OmIdHSHFI/tTlFOPwE/f8dRxnc6BPzWHMVSv6FEnnRzfelXfDmHkBkzINwRaAz0C2fxtMUsPeLo7TM+oB3hH48jxWzmcFOle0tmDJjP0xl7oDyTgYkJ1HsNjPSY7a6Ayq9B4rolLvFepkM+nL/RzjcjNRjMEvfP1yA1NGDKbcCELzV5RpLGFdNQpqdoW1OPIb0eW3UrkV7GEADnvADzbwPJcRApsC3SwLtc+Zf15ej2/EiwqQo6ngtRXTB26ICxe3ca9+xx213w1Gkeh7jzu50sc1rfNfDAT3uUz5BZf1EFj8Vu9xDvZeQeqE9O6faXHEMgEAj+CvLf+YWaVJetdNG2YAhsQ2ify8UNFggE/7642dMJkrZh3qvlB6gPOsT7ZjZ9AENuJzHcUY0TGWBk1f1ns2hPAWarnXOStMR+tJU+1kNslzp47K97myBqTTZFvJcn7OTe7a2RkwBaivsGzEoSQbN4L9NFncVd2h95xHoNWqz84vsMifYcqINpGofgP9n8NMmqAp7WNbUzUWvB5Bk367Vqnj6/G7d/s9MpgEcFGLh9dPMkJFQ3Wpi/M1+JQ0d1iqRbXBAxQT4Max/OmrRSt/3N6OfFBWrBnbDra9f6r/c7RP0ht/NXIMfgtlb9OWUKKhtE3CwQCP5VfLkhy2MszE8vWuAJBIJ/jN1Fnj3jZfYWu5ygWtI2MKTViOTIUm3F7IPbubvPUBJCmhOU/Pl5xD0sK9hDvc3EoNAOTN4xh0arFl+9GYPa5hTbNUiM7qYhY1cnlpSGMHbkHow+DuG/JQaN2qtAb7PLTlGJ9IrLIcLf3Z22sj4EtW8DVVIDah+tV+1D3mWt2T0xQEYW0Z+cMIZbfp5Pg8UhgAf7GLlz+GDnNnVmM4tSUymsqWVoYlv6xMYSqDcwPrE9izPdC8emd/Cc331m++98nrrVuf7Czj+otZi4t9cI/gqURADZKaFVDV6xqYqH+4zCeJS2twKBQHCyWfDRCtnixKVkqlT4Bhi58O5zT/tfhuoE7fFPZQt97z45pzJRXf/ceL+rwTfMbaihTKcI4S2xVbtnDcqE+4RzSedLlCU8fiA2v0T+U1aBplWmoMy8sh1k1GQrP0+q8ZwUHBY3jC8nfuk21jFXwuDp7kmPTAmDxsCUI+EEVLvbkdrNag4viiF/Qyg2syMylMxmsmbNouC//3VuVzVvHkcuupiM//5Iefj92Mc8T2HNdFK/1JA6agrZ116HZc8aeKsv/HofrHga3jsLtjgskOLffgv/UaNArUYdFET4zTcRepWjUquZ3Ir6FuK9i8+9VG79fzFZPCchZerNXm6cQCAQ/ENYioqpWdaqylVODssMpXbrLspnz6Zh9+5/5NwEAsEZzJ+Mmy/oG09ikPvjQwdVDudpNrhv2Fjp8V65Iv2yQW25ZmgSsXFtqI4awOO62ehxj2VlduZUkd5kk+xNvO/bNoRld49wqwLqrsogWOXZFmuoeq9SdX5Z6H6HeN8CP5WJZcYH+Uj/KlGqpnO2W+HL8+Hn68HuiDMX7yngwg828PryNC4blMDj53VhTOdIas1WJr21jpkfbGB9eiljXlnFI3P3Kv3tJ721lvdWHlbe/8as3pzbI0apuvc3aLl+eDJ3jG5V2V5fDnu+9zh/JRniL8Jis9Oq+F7BZLVj95YRKxAIBP8ANY0Wft6R6/W1AwU1fLo2ky1Hyk/6eQkEgjObTuHhXsc7hnkfPzelI8lBrUR8LyJ6rcWsVJO3JEDnw7SEAVyaNIx2QVH0bxtHRb2PUnXfWojPMmWTbc7GZtNw+IjnuUQZ2/B891dRe8keKK93JNvuK4yhpNZfSfZUqzQYiCer3ojeYEFvtOIX2IhGbUercn8OsFvU3LxsAdf99gsWuTUXsCIjg0t+/IFn1qxkWu+uPD72bMb2ScYUZmb6sq+ZunAO6/OyOPeLL3lo6TLeWL+BGV9/y0urHa2qnh8xgWntuyrV/z5aHZd36c1DA0e6Hddks/Jt+k6P6/kybTuSlzn5/w92ScIiPxe0Qr5OuZhMIBAI/g1YLVYWfbbSY1x+vs9PL2TuO0vZ8ce+v+yzUXDyOf0q8HtcSOPmL1ifb0OPlcHqfWja9IcuDkt4D/wj4IY18P5QaChXgpX8TUEguUdEAbJYfRzUl31HtxdH0T7UzEGDweP1TJ2OZIuVe8srMalULAoIRG6dMyJ+hNJbPtQYysTsMBYnlCnblwZ5t/3p0mUE49uGYV091/sljR6N1NhI3dq1buOV33xL4IRzMGdmUvjEE87xooMHKe3UGdvBA84x+b25mdtJGtbywViCZU9Aj5nooqJo8+47SFa5B5LGax+i6gbvInpVg+dE7f+XNqG+il3+njz3/lDyJKlAIBD8W7DX1TpKH1thzssn55prnevBM2YQ89STJ/nsBALBGUunSZgThrE+s0qZTzxLvQ9ddBfoeZHXzQONOn65bRRfvv04B6v1dFVncqlmOT6qVpU3HSce99D+F32G9NZM+lgOsVE6SiJBC+RKfHkibWi7cF6a3pPoICM3R+7mneIeyuuFhCmWoepWqdXxie25OLwNtk2/OnqOtkKdPAJ0fo52Wy2R2wh0nsx8cx9u/8blVHCwsIYuUb7sL3JVN23KLOf6L7dR29QioBm5jZRcaR/ub+Cdi/soyQiyc77X/p3mWkfyQGu8JEP8fwn21TOkXRjr0h3PGs2c0y0GtTdLf4FAIPgHaLDYsHhpn1JRb+aijza6PfO/Nau3+PwSCAQnhSFtEhjRNpFVBY4ETcxqEoNDuKSHIxZtjVGrZe60S5kyZw5ZtRWorGrs2JEM7p9vZ8cno9d4Kc1vwWtTJjNucQ6Nljr0GpPH63pfM3UVvqQdjkOvt9I+uQRUFpL9ujCjzU0E6kMw1/dG6+uqWK8169lfEq38bLFp2ZkXT7fQMC7pEsUPuUtJCpYw29QU1QVQb9Fj8LHS2ZhIQmAgv6TvQ7KpweaIH5dlpTM3/QAROj+umzfXWa1/qKyMpKggDpuanahU7CjJ57rff6ahSrbkd8WfH27ZyqwePWgTHMSrZ0/kpRETlJjZmyW+LOA32jzjZrkC3yrZ0amOfT9PBJ1aw5jYjizNO+g2Pjw6Rel5LxAIBP8GrBYbpnpPJ5TGOhP3jn3Gud5/fA+e+OEutLrTTA6WhIX+KceOgkauLX2QMotDJE70tzH7vGEkaD1t7Z0ExcFN62DFM6gyVxM7NYojixqg1CFe13TrS8oddxz32KroTqhvXUuH767mYKz7xJhcld/V5Phj8pEkni4t5z+978A+4Dr85ElDOQDJyOTKr4oYEQX72kB4jUpuR+Ruk6DTsWtMIvMzviIlScWs1V4u57zzqNuw3us51m/aSPWixW5jC5LOYkDWAaJabduYV4+pWkNjgIFN9s6Eqarpa06D0jSI6+O4Zu3R/+g7RQeQEOpLdrm7fdP4ro4A8a/i7Yt7c+vXOxQRX47rxnaO4sFzOv+lxxAIBIL/BUNyMvqUFMyHmx72m2n6rmqm8ocfCDp/Cr59vXhXCwQCwV/MwZJ6riy8k0KLYyIwxsfGF+cNooPB1e6jNSH+Bm6/TXZnegoO7wRjCuaaUvR1BcrrRcG9CRnzDMeIvBXUwfGE3bKMyo9WQsXxs8FvGJ7MTSNTCDA2qfA1Rdxb9QI9dX3Yb08gSV3oae2pUrMh5jI+X5VFkqqHV4FfabFVnuH9oJmr+STDvd/yBerV7C1OBNzbQbUW72Vkq/2DBTUMbW9wJiEcleAEiO4OhXs8kiz+Sl6e0ZPbvt7B1qwKZX14hwj+O/n4CRQCgUBwspDbrvROCGZHtnsCU2ujkEW7C5jWO47RnVvPZAgEAsFfjyzCZ2oLUIU65nb9NHqeGTqKYKPPUd8TaDAw/5JLeWPVev44lIGfTk+RsYaiRofTVIxvAI/0P/u4xw7182XxpBu5e9sH1ODpatpQ3ewiq2LfgUT6+J/HvaMH46NxzDfXWczM26/Fz9iV6KAqGi168mqCsGtcsan808SkWH7KW6QknMroNXbiAqrIqAhDkttPJXTAapGQzKke57AhL4vS8ka3eFzS2TlsLnVMbCsii/wfFXU2C2qdGrm9vNrHqhTR2Rs07C0qUgR8GY366KbBct/5QVEJbCxyON02c3ZsiiK8/1X8t+851FhMrC/OVNb7hyfwbL+/NjYXCASC/wWjr4G+o7uydflet3FJdgpp/oiXYMvS3az6cROjLxpy2t1w1WluLnCapVzAfT/upqzOJYgcqdXwxK/pfHpl/2O/MTAWzn9H+fFQTiWz6tYRX5JDnc5Ivn8E05Zk8OrMXick0tx5xw/sWHIFOTUum84bK6uItrVonKMx4NNtulLxY7FbOFB2AL91jmzypCLH4ohuUCzqjR07oo2IIPSKy3k65wWogcOxKn4comLaegl10z/Ug4NT6DRuLKYs7zb1urh4rOWuqvq9YUm823Ma/Yqe87r9ant37jDdrpxJgqqYcFUN7/m2IfC4d0J211cp1UY3f72NnPIGZWxEhwjuGefZ6/RoNp9L9hayJ7eSOrONmCAj53SPISXCfVK5bZgfC24bSk55PQadWnngFwgEgn8bca++St4dd2A+4vh81hptWBs9Hy7rt24TAr5AIDgpPPTzHgqrXVU8BQ0aHl6Qzo83RR77jX5hcN7ryo9pRTVMfXcdbc2HaUTH4cI4xszN4uMrIk/ISenb28Yo9vSHihwTmd6Qhe9pfeIU8V6uYt+bV0VeXiEvm18iQ4pVbPhn8geT1BtA5wNx/RwtsgbewEe/y487JWRKMTxnvYj7td+hUzli8r0+/enW82LY/oX3A4e0pbTWlc3eSZXNi7oPmGJ++rjX5tyF35/ojzntY/juUihLc6y3HQrjnz2ht8r3RW5dtTO7gmqTlehAA+O6RtMp2j1qjwny4cebziKvsgGNSqU4GQgEAsG/jVcv7MVNc7YprifHYvORciHgCwSCk8J/ty8lp86VWFRnM/Pkzt/4dcL1x3xfgNHAI+PPVpacmirOm/slUtP0cH5NLQ+sWcp3587y7tDUgkifAD4afBuP7nmTtNos53h1YSCNNa54Tt7L5K7dFPFetkw+Up/NofJyrNioMvlSVeTr2FCS0GrVDIqPw19n4JIOvdlWvcLjuLKY76c3YTGFclmnPiw7ku71/OIDg0jNc803S2oJyd/mEpBUTYuSjaVCbbChb9OISuOY0Lab1AQHHC8F2MWLg87lhtU/caCiWFnvERbD0wMmnNB77ZKd1JpdpNccJLdWwmaNYWRsJ7qFuLu5hhn8+GLEJRTUy211JWJ8HckFAoFA8G/ijjeu5KnL3uHQdkeykZIspQj4LRR8CfauSz0tBfzTndNKwM+vbHD2y2zJmrQS72+Q/zHnbQO5T098f6Wfu8y7K9OR3d/TQto4N/15Rx63jW5PUrgje7GZeku9ItS3CWiDr84RBIXrQ/gy+kHW+m6gMsKPAYmj6Zy1xdFHvrYIQpNhwgsQFM/Wwq3cv/p+aiuLee8dG01hlBshF19EZAsHAF2+ayLw++Eafu8pkVwokW66iKRuI5GbBTRsddkiOd+XkEDgxHOo27iR6gUOm9DVcY6khGUJ/bj84FK37fWdUrjLeCXTNau4V/s9gaoGqiUfNsw1Mf6qRzkRuscHseres9lfUK30/Exsdf+ORoPZxsUfb/TIun/lt0NK5ZDcg9XbJLBAIBD8WzF27EDyr4sxpaaiXnoX1Wt3U7In0Cnmy19JNpMGfaJc2SkQCAR/L3LFeOs4S0auzJbjMB+9Z4LRntwqxdq4T0IwWo0jbv5wdQa1Jhv7cH12LT9QzO7cSnrEu1evN1psHCmrIy7Yx1lJH2zUsGCyhp9TjRRoYjm7czQ5FQ08v/gA+VWNyrYPT+xMu8gAZZ83zdmuiM8OYpX/mtHxpW0ciapCrumdABNfch5Tr3HFxB/ZJjHPNoTe6nSu1iymR6gONFrI8uJcFRCrtBIYXZzP7A2OSdJzNRvRqCQlNt5rTXLbvE2ojzNhtSUP/7yHebcO5YSI7AS3bnFU4cuJCOHtTzjp9crPNntY47+6LI0nzuvClUPcz1VGvq8CgUDwb0Wed1ly53BSC2t4ZvF+Vh9qtl92J/kE5xcEAoHgf2VdUZMw0oJDVSUUNdQQ5RPg8drBghJqGk30bBODXuuIqz/bt40KkxwvusT6TYW5rMvPYmic+zyAXOyV11BCuCEYf61jvtOo1jMj5kJ2VuzHqLPRL7wTRZEqnilaRU5lFZH+ftw9cgg946LJrc/nlUPvUtjoELi7JRk5mBOD1dYc46s4L7ELr48813nM3bVebF6VXsoqAgnFqNGyOSeX1naxoUYfLunUC6lRxYGSpjl4fYvqz5aoINLoR31gGVKTeC+jNth5ZvuvLIy9iROhjX8wiydew8GKYsVmv0NwxAmL918ceYV91a5nhLIGX95ekcjtXUZxc+dhHu+J8T2RMjaBQCD4Z4iID+XNPx4lOzWfL576ibW/bHHfQBbyJYm4dn+tK/a/AklOTjiBEvwT2eZfymkl4Af56DDq1DRa5EjCRVSgl8qSymz46kIoaer7HpIEF38HER3JKnO3fG8mq6zOTcD/6sBXvLXjLeosdfjr/Lmjzx2cTy/y77iOyMRUJkebHDZAHTbChR+AXOEj97GUK4JUKiw2C/euupeyxjIGZ0j4erYxQhsdTcRN7sHLBe0vYFvRNud6WZCKYmMU9Rm9KD9Sx9qf3iR89RqPfQXPvBC1jw9RD9yPOTOTxr170dks+NLI/A5n4Wdt5JwjGzFYzVT36Id090OkzPuNJ3WuqiRZxB+f9TKFB0YT3fksOMFK/G5x7lmKJpsJvVp/1AzTH7fleJ1Ulv/Unl60X+l3Z9T9dbZIAoFAcDKQP/OMnTrBBhXBKfVU5xqI6lWDX5RZiSXqK0PwPUvY5wsEgr8fo1ZNsK+Oynr3Vh4hvjoMWnfLyuKaRq75fKvSrkgmNsjIh5f3U+K7rFatkpo5UlbvJuB/vyVHieGqG6346jXcNqo9N3WTqJxzOfcVj+d3u9yeKZ203GKev/gsJnWPUfodh/jqlVjSbpeUlkku8d6ThYZJXDPmArexWf3bsPxAketaCGGvPZHeunT0eamw9g3Y+6PnznrOBN9Q7hkboFSAbs4sxyQ5kg6u0PxGuRTI57bx1ODDkLA6LjunLzfMccXnzezKrWLd1p0M6Xd8Jy8FOTaOce+larLa0GvUR42bF+8p8BDvm3lhSSrT+sYT2Nx6QCAQCE4hOkYHHLU3tF6jYkhK+Ek/J4FAcGYiV8A7KrFd+Gp1BOrc55yrGhq5dc58tmXlKeth/r68PmsSfRPjyK52xNKtOVJdydA41/qaku28m/4D1XLPe7WOqXFnMzpiOFcs/5706qaYzwqDDbW8ff5klt98FRUNjQQZDU7r+bfTP3GK9zKBvo0kRZWQlu8QcGQ7/yfPGuN2HqMih7C6ZDNSCyN8i01NYUkwdnsl3x3ewLKqFcTG2amvM1BZ4afMe58T35EoP39uGjCAvcVFrJJdB4+ilUT5+vPi0PHcvGWOx2sZliI+3bqFq/sdx0W3BZ1C3F2/JEmeXD/6fLNced9SvJcJ86knPqCSt/ev5oLEXl4TMgQCgeDfTkLHWIw+TU4m8ndB8+egJKHSQt+x3Tkd7fNV0ults3/0hjKnIPLk2tB2ng9wcr9MDxbe7RLvZSoyYd4tyo/9E0PdNtX4ZOCX8DmvHbiBFza/QJWpit0lu3l+8/OKeC9Ta6nlmU3PsOb5u4lKOoh/jEn5G1GpJTTpC2DZY44KH79w5x/PzpKdingvYzpKKoVP9+6o9O4WQuelnMcdve5DsgQjSRqste0wF48BlRU/HzO/L/3Q677MGRlgs6INMJD04w8kfv0pj43cxx7DNez0uZGuvbO5YuLDXDb9Rdp/8hERSfFM0LTK2GliyQ8fUl7nshQ9UXYW72TWwln0m9OPcT+NY276XK/byZOdR6Oi3qLY5QsEAsEpS7cL0BrtJI4pU8R7GfmrwS+kAtWi2/7psxMIBGcA2sKdvNAxnShcVpcy1w9PUQTzljy98IBTvJeRK+Pv/G6n8nP/xBCv+399+SEembtHEf/Ti2t48OfdingvU2+28cKSg6z/7kUeKh7DMns/7KiV5de0Wh6bt1c5hzB/g/Nc5Dg/+zjxn090e9C7OzKN6RLFC+d3po2qBC1Whqt3MVv/PHrZRt8nBJY/5n1nZemKLb383Pv9DYNZelNvrk6qUOYi5c/ru3U/ssNwPQf8bmTONQMV16mjsXj+N1CVy59lX34V095dR8dHljDw2d+ZvcF7i6ydOZ5Jr83IjglymwOBQCA4VZncy+G20hqzTVJaKAoEAsHfjWzTPiTC09Ho8vb98dG6J0m+sWydU7yXKaut577vF2Oz2+kXHecej+ushITVMK90Oc/u+5HChkpKTRW8fPBLRbyXMdstfJfzGw9u+cYl3itvho0N2Tw87zdFrA719XGK9yWmMrLqXW1dmwkNcOxTJikohEC9we31LkHtub39VVgseqXAoLZBT35pkCIehPnb+Sj7R/wCG/HxMxMWWUNUdCUqq5ojlZXYJQmbZOezqdNYcMklDI1IdFTqt7xelZrPx8ygV3gcGi+ShBxnP5/+Oxktr/MEsVrSKS2ZQUF+EkWF3ampedvrdtn13lsABBsbsEp2DlQW/uljCwQCwb+FkTMGK+K9Sl5UKsei0SCh5uUbPua0Q/oTyynKaVGBX2+2cvXnW9iY4ZiAlPs5JoT50CbUj4v6t1H6prths0L6cs8d5W6B+nJuH92e9YdLOVxSh9qYjU/bj1Gp7GRUQUZVulL9PjB6oNdz2WHMYGy0F2F79w9w7ituQ0EG10TfrmQVxUEQ2TQ36h/XQET3GgzBsyl7ex1VZ99PcteZzu2v7Xk5+dm9+DrzRbSBu9H6pyPZfOi8Lwa10k/IE4M6F15KhsYqaDMIH60Bn7J1in2RBhtTNeswhtcQNWs+EQEGZdkbHg5e5gSLTTp+3p7LtcOSOVHkxIebl99MjcUxiVhYV8ij6x4lzj+O/tHu2ZXtI9373LfET68hVth+CgSCU5nuM2DRPahbWMY5ObgI0n+HdqP/iTMTCASnO1YTfH85HFrCeGCsj5ZvAq9kccAMpveNZ2pvzzZFKw66qneakdtWZZfVK4L/ytQS9uW7VyRllNQpy/rDZZzfK87R7rIV8/P8+c3ez2tF+UvTe6Jv4QQQ5Ktrdn47KhsOlzHk+RVcNzyZK89y2ZDOHJTMzMYfYKWrJZXM2oa26G0RDNAc8tjX9sYYrn1muZKw2iM+iM9DPic01/35IVubSNKlb0JokmLm3zM+yGsSqr+tCrZ9AaP+w4kitxu44tMtlNY6LLqKa0w8Nm8f0YFGpbd9SzpEHb1KSK7cTwwTFtMCgeDURXZkuevbHdi8fP5vyChj7o5czvfy3SUQCAT/K7LofufaBSw44igAU6vVJAQFEusfxOSErsxM9nRYWpnqabVfWF1LamEJl3fuxbKsdLYW5aHR2AiPqkatlshtKCU3r5TNZWlckTQIq2Tz2MeRRnm/7omzkl5iZUYGlQ2NBPu4nAB8NEY0KrUiqLfEanc5muQU5nLJ3GeY1nkgF3R0VeIPjehPeqSaOVlfERdaQXRgNTa7isrGQOrs7qK7f1Aj5UVWJJ2dgd+9S0lDHZ1CImivC2dL9hES25UTEFKHXVJTVRXEk72voHOoo2J+QEAyG2rcxXSrVYMdO1+mbePxvuM4USTJRlnZpdhs2cq63V5OTfWzaNSR+Ppd6LZttNH790WNyag4/qcECmcXgUBw6tJ/XA98A31pqG10q8SXP9/S9+Xx87vLmHbz2H/6NAVnWgX+x2syneK9jE2SyK1o4JUZPT3Fexm1RrHE9EDnBzpfRbiW+629f2lf+vXYp4j3LTlQfoAKU4XXc9FLWq8Ti5KXWcsOIR0YED3Acc4aFU9dpGFLexX6aIgfWoEx2IoKibDSdCJ+vIGnf79T6dXTTNvkHeiCdqFq8oBQaRrY2+kwE7dK5LSKN9SxIQTb5znEe5mcjUiZqzzOaVTDbsrsm53rEy+9iwaVe4/MWsnIz7ZhFFU3fRCcICuyVzjF+5bMS5/nMTZrQALJEd4nG+UECz/DaZF7IhAIzlSUz/JjqFC/nbjIIxAIBH+KbZ8r4n0zasnKJVWf8NW0SK/ivUyon7sblIxOoyLQR6u0sJp/61A+uaIfA5I842tZxM+r8F4576+1I3ltjgmtTACUnu3jukR5PY9m5E9V2WL/ifn7uPTjTUpveCeBnhWcA6U93Gq5gzx7mNt4o08U1x7o43Sb2ptbgV+ap2tUgvUIPxW6+m3KbQX8Ne4tCQyYuVCzEmoK+DOsTC12ivct+XGbZyW/nCDRNdZ7b87rhycrTgYCgUBwqiJXdR7FCVlBdnQRCASCv4N5mfud4r3yeWRXcaSihod7jGFWSm+vNu2hfu5zqDLyZsG+Pvjq9Pww6SJmT5jOhE4xinjfkqLGKjLqPBNnZQxqz3hcnn+2+0hKIVtL/LV+DA0f5LF9WWUoapuKrqEFjB+4k7iknWxq/IDXDzyCxe6KO7tFSbQJq3DG4xq1RKhPFVrZwaoVQQFq1pdkKeK9zMGKEhYWHSC+UxFBYXWKdqTV2AkLrSDP7EqafX3IhWgrfLDbVNhsKswmLXabI8GguOHPuUeZzRuc4n1L6uu/9xjrFtSfRN+ObmPVJgM5NcFcnNKPNn7e3cUEAoHgVEGj1Xja6De1df365YVYLQ5nxNMBlf3El1OV00LAX5te6jFmsUlsymxluVNXCiufhx+uhBhXlmSmPZqHLNdyoeYVXvz9CBV1ZnQaNRO6RRPo712k7hLWBR+te1Dmp/NjVNQ4avPc+x/JVJd6TjjKvH7261zS+RLi/eOJat+TyLdeJeX+8zweUAPkh9b9c/kj5w/n2MqclR77M+lV7ElUYVXDO+eq+a23innnRdBuRgAa3dHFoiNaLTsNesyo+DntZ+e4Mbwth8bPYa2tKxWSv/L/S80PU0gYIzq49xk6Hi2TD1rSsrdSM/Jk8NxbhvDopC5M7B7DiA7hXDwggW+uG8QNI7y0RBAIBIJTCZ9gaH+MjPJiMREpEAj+JjI840dF+s5wT+ysarDwzh/p3PzVNjdnpDhK+K/2M5YGP0/wmv9CTREatYrRnaMI9fWcWJRJjvBXYruWGLRqJvRJ9prK5G/QotV4Pqa8PrM3N4xIJjHMl+5xQbw0vQc3HSUulJ8P5u5w2ZeS+qvHNjqVjZGanVxsebjFiQXyQPg7lOMSxOVztEuu4DzbHslWewcaJAM/bnMdIyrQyPcXxjJSvZNgahigOsAX+udJURdAO/ceo8fjKIZaXsd99Bp+uHEwT03pynk9HHHzzH7xfH5Vf+4d7z5BKRAIBKca8vfBuT282+jLFFSZaDB7ikoCgUDwv7K24MgJjdeZzXyyaRt3/LyQ6IhAZ3wraSTM4VaM7bV8kLqJvNpq1CoVI+KTiAv0XrQUrAsjRO+emClX04+NGuy5sR10IRoCjJ7JmtcmXcq0uHOJMUbR1jeeqxIv5oqoqQQ3WuiamOs275xvTmVjmctpamelo1VWS+TtfbTuiao69PSP8YzF9XoLfkGO+XQVdjSK8C+xttzVptXfoOedsy/EbNJhMeuwt6juH+5ln8fkKPPNHh7+yr3UckPKI8yIv54egcMIUQ8lUjOVNwddxOO9z/lzxxUIBIJ/ISOnOwqGvWXA1lbWU1Vay2mDJCz0TwligoxHGW8S2CuyYPe3sPF9aGjR5zMwjlxDCufnXUGV3Uexit+88jDLDxTxy5S2aG0WhsUNY1PBJrf96tV6JiRNoGt4V97a/hapFal0Cu3EJe1v4fu6MtIKorin8kf6BaTRUKql7EAAjVYD/tXVaALdg7AAfQAPDnhQWZzscVVFtUQnSWwu2MzoBIetcojRe1ZgYL1EWA2s6qFmd/8Q3hr9FpqFD3lsV6JR42+XuDcynDW+jnvlb7fTptHdXaDnoDE8UxbL5WszlUlDOQPzmqFJDG3vXua/LatcqQqSkyem9IplWHtXRZKMfN4vbnmReqt7Fda5yed6vw6jTjmOvAgEAsFpR/cLIe0376+phcuIQCD4m/BSia4Q1FR9X51P/a55TF8dTVqNS5CP8DfQKdDEGxVPECpVgFxks2EXHFwIs75VJshGdYxgyT73vpFy3CgnY8px44tLUtmdW0n7qACuHZrEN/tikfCsKDdZ7Ur1e+vKf1mofuiczsrSzPO/Hjympf6Mfm0cK97ct+THBCmAXKkpKVVubzVzNnVr5ISFIuc2cr+4X2xDuUCzmrstN7PI7qho8qOB8Ab3RIMuPQfwecUfsOpmaLY/7X0ZdJnitt2e3Cq+3ZKt9Kif2C2GMa3cBUZ2jCDEV0dFvftE6bQ+7r1Tm/HVa7lscKKyCAQCwemG7DQyf2e+16QvVdP3g0AgEPzVxPh5b1MU4+eY2y2rq2fBvoN8umkbhTUuQSREbuvqG8BufQFWtZ0yqZ4vDm5nSdYhPhszXfnkGhzWkYV5Wz32PSKyK+NiuvN55nz2V2UQ6xPB+fGjWFeYQ1BgLTabmvp6AzaLVtGnG1VWiutqifRzb0WqVWuZ0WaKsjTzQeZmwkOrvLqapNfuYViEY37WX+u9ralJPmYTRo2ehztfyk8Hsjy2czjFSvhoLOjVNmcbLJvyAOFiaNskHmkcwwu7VmCxO8T2iW06c0FSD7ftykyZ7K9cQKOthuSAoaQEjHB7XW8YjEYTi82W7zbu43uB1+vQqfUMDButLAKBQHC6MerCwfw6ew02q1x6rvJwCfcP8f3Hzk3w5zktFILrhiWzZG+hMtnXzKDkUPq2DYEDCx0V93b3yS+F6jy2p9xAVY6rkj7QVMdVP71H9geHlfUhKckcGBLJojiHhZEBLRd0mK5U2/eM6MnH4z9WxivrzZzzxhoKqhohrBsX0o0rdi5mVtqKpj2Xc/jcc0mcMwd927bHvqDu02HbZ25DsoHnMj9fZviE8X3q91SbqxkeN5zfs393q2xPKpTonANVvvBs40TGXfokBo0Bel4EWevc9hnoH8t9PhbW+LgyNWvVanJqcrDYLOg0rkqp/5zbhSt7BVCxfS4xwX6Ede4I5nrQO/7gF+zK54FvN3Cpehn91amk7oqiaOStTB8z1LmPYGMwb49+m2c3PUt6ZTphxjBu6nkTZ8Wedez7IRAIBKcj6984+mvh7U/mmQgEgjOJgTfCrm/B3CLrOqYnpIyGw3/ANxcxv3Egadbr3d5WUmvi9rZFhJa3aiNVcQTecwjaF4SksCz0dpaVO5I4dWqJJ/pZaOMvQWgQX1ztyASXKyXPeWM1R8q8W+vXm22MemWl4rzUOca7NXwz5/WM4YNVh72KOpGBBr7bkk1prZnxibNoJ193i2eCDHs0f9h7MUS9FzqeCxd8BHo/ptcXKAm9LXlHfzXrLL1ZZO/rHKvDB2uViTqT1b2908gHqOo8i6Wb9mD3j2Z8t1hCzHVgcEyG/pFazC1fbOBC1XJGqveRuzuM2YNu5PJJo90E+c+uGsDDP+9hf0G1IubfNDJFSYYQCASCM40PVnv/nJeJCfZe0CEQCAT/K5d06M1XqTuoNLvcWZMDQxmf0IGdeQVc9c3PSvV9ayoaGujZMQpzibs7SFFDLRPnf678HOsXQFRwDEX2AlBJGNR2Rsf0JMYnBD+tkUe7XqdsZ7XbuHz9u6TVFKBXpm9tGIxWyosD5Np2bFaJ0V9+xhdTLqBPzNHdSmQmdOrAV/s9Lf5lgnThLCvcTImpkgTfdujVf2C2u66t0aLlUF4UOq2N4XEJvDp4Jv5aH1SWAH4+vM9tX1rJHz+VDp3Gdd9kDckmVVBtqSFQ50qMuKrjAEZHt+eL3dsIVvswoX0nGi1WpUJfpqB+D/Nz78EmOWL4tJrltNWdx7nJd7fYt47QsDlUVtyLxbIdlSoQP/9r8fO75Jj3QyAQCE5HfnxrqUO8l5Gzp5pEfEmSCAgwYDB6d048FVHJlyed2HanKqeFgN8tLogfbzyLT9ZmkF/ZqFT4XDssCew2+PUB7+J9E7pKWahv51y/Yc88epU6xHsZy+EMrjgMY0KhLFBFcr6V16bN4bycP/hk3Ce0CXRU9fy0Pc8h3rdIBJh2eLXbsWwlpZS88w5xL77oHKv54w9qfluG2s+P4BnTMXbsCIlDMY9/lobljxFks5Kv0fB8WAjWgGjm7J9DhckxcapCxcyOMzl0eDMFxYfpnilx4Rq7koEeXA8R329DNaEQKT4eVZ/LoLYQNrwDDRXQdgjGSa+Ttvp2qG1hLyqL+JZadpfupm9UXze71bhvLibO0pQt+bvsO2SAgTfAmP/y6tIDzNY9Tz+1q59Rxdq1mHutRR/uqgTqH92fX6b8QpWpCn+dPxq1yJQXCARnKMWuXnruqGDMEyf5ZAQCwRmDnCB0zTJY/5ZDfE8cAoNvdfRHW/IgWBvIlLyLxBkVnj3ZW6KpOMwD9hdYxkvKZ5nFriJkx7tw+H64fB5EdVG2W7g7/6jifTOV9RZeXprKJ1f2d46tTStl/q489Fo1M/q2oWebYLrGBvHctO78Z+5ebC385WXBe+6OfAqrHfG5fEavDnyXMUWfUpl/mPX2LrxmnU4UFTyh/QIpq5GsaogLsTOhWwyPTerCuyvTFfG/V5tgnj6/G/f9GAwF1W7nKScQy5X+LSvod2RXcMWnB6lulKPyIp767QgfG99gcP8BMOEFXlt2iHc1rzBSs8v5npota6jr/Tt+cV2dY/JxF98xjKp6C34Gjde2AgKBQHAmcKjo6FafD0zodFLPRSAQnDnE+gXyy8TL+XDfJtKryugTEcf1XQdi1Gh5bvkqr+J9Mzk1lcfcd35dDfk14KfxIy6hDI1GYn3ZFnZv3sfT3W6kY6Cj+GttSaoi3rdErZbw9TNRW+mLyqKiVjLz3LrV/DB9lnObzXm5zD24X+l5fH6nzvSPjadtSDAPnjWLBaUvExBY5dzWoPbh1/xsshv2OscmRA+mxlLEvqrDVDf4kFkahs2uwWbWsDKrhIJudSQE6jgrti3PDxnP6zvWUVhfS9fQSP47aAy/lX1Nam2q23nbsbOnag9Dwl2FXIeKSrnq8x8pq2vAroO3Vm1Go1IxpXtn/jthNFvKvnCK981kNC5kR9ZEerd1ff7rdJ2IiFyI3S47DPgqor5AIBCciRw54K71KSK+jNnCFY+6vidOCyTJdX3H2+4U5bQQ8GW6xwfx+qze7oNVeVDtacvZEp92Q6DFv+mzCvZ43S6uXF4cv+hztkq8mFTAa9tf49WRrypjBZUNbtsnVhegt1s99tO427X/krffofTtt53rFd99R8KHH+A3eDD6wbdQ030aH+/8kK31ubQP7YS9KpNVuavcesfPOzyPXwd+RvEk2YLJHUt+PofHT0BlNLLvisGs6alDNeB8JredwNnJE5RtonyjyGsl4MsEG4Ld/4EvugeaxftmbCZY/yb2wDgSKsvpp3eJ9zIh1FC38QP0k57z2H+QbFEqEAgEZzKxfSB3s/uY1ggX/wDJw/+psxIIBGcCspA+9T33MVMtlDjs6PvKCZle2gn3bx8H7p2lPGinzqedKo90yWHJ/7l1PBPrnoKlDzlEfKVfsSvp9VjsynVNfH66NpMnF+53rn+zOYd3Lu7DhG7RzBqQwJjOUYrgfqiohnaRAYoF//xd7jaaD2z1Z92tnxDxfi9CVTU8r/uIoeq96FQ2aht8GPnySgxaNYOSQvExaOndJoRzukczrY/jWmKDjBxoJeDLhPi5TxA+MX8f1Y1Wt0r9x0yXsmzL/eAfhX+Jj5t4LxOgaqBq7dsw8z3PuNlXTEAKBIIzmx7xQaxMLXEb06pVvH9ZH8Z0jv7HzksgEJz+JAWG8txgz97ou/Pd20a1ZmhsIgcyHG6uR0UNkdFVinjfTK21nnfSf+DNPvcq60UN3hMB1CoJlUku7XJUVu4udp3Pj/v38sDypU7nkm/37ubFsRO4oHNXJnbuxEjLGywrmE+RJZ0IQzQFjT5sLne3819auIt3+9zHmLmzlXaqLTHbbYz56VP0ai1nJUQRHapmUEoAwyP6MzWhn5I0sK02BLzkXrW2539hySrKZfFeLghtylW1SRI/795PkNFIVIKnRb98v37cvNpNwHfeF7WYbxYIBGc2HXonkt/q+0elVnH/JzcwapZwwj7VOL3LOPwiOKTvwgfWSfxoG0a95LKKV+gxi6FjpzOhq+uBr14WT46Df4MjctlWtM05NqSdez/4nIBIrCrP22to77BFtlVXU/axw37ficVCyVsuQT/MP4Zrhz7O++M+4p5+9yi2861psDbwn3XbmNtlDLW6VucuSTTo4akpZp4IXcPvOStYnv07t6+5j28Pyr1K4ZLOnnZCg2MGkxKc4hqoK4Uyz2M3o977I0NCPSczZXxrs4/6PoFAIDijGfcU6P3d+96f/64Q7wUCwT+D3g/8HTHxGPU2LlC7kkZlxnWJYvzYc6HXsa0o7ZKKOsllzVlBk0XmEVcrpyHtwk7olDpEOd5rstp44/c0t9fkavtXl7mqesIDDDx2XlfmXDuIJyZ3Jb3Yc8bQYpN4cEE6szVTFdeoszW7FPFe5hfbkKZj2VmVVqq051p2oIi7v9/FO3844uArzkr06BnaMz6Ivm1Dnetmq51dua6KpmbSpHgqJH/Y8wPDw71XkgY05JzQfREIBIIzjfvGdyTIx5XMJH8Wy84oQrwXCAT/FG0iArEFWLH5W5HU7gr3WYkJ3Dd4GFd2auFsKtNKCFer7Bh9PF1j02pzaLQ5qvv7h7WYn22BtV7nFO9lOoQ64mu7JPHqhnVuh5J/VsaaKhB9dX5MSbiI61MeZWr8dWTWeiYJ+Gob+SHnc3pHV2HQup+jZHMcOSkmB5X/cvJMy9lTtZ1n9s/lzdSlyjajo0ahUbm7rsYaY+ge1M1tbHt2PpLKu0KxcN9BDLZkj3GTSUtGzuljAS0QCAR/JZc+OJngCFerEplrn5xxWor3KunEl1OV06YC3xufbMzjqepHnOuvMZ3vDU8T1+cc6H0pJAxUbsD758dxuHMZB6UEoiMvw/zhu8fc79YOjqgiPsBRjSMzsmMEFw1I4JvNDsG6whjIoWGT6LJ6vnMbtb8/4bfcrPxsKShAavSsPjJnZBz1uMlByR7V8pKkYWmaAanDBObH9uO11W8SJPemb+K5CzUcbNNqphH4cPeHiv3+uMRxvMzLTmv+EfEjuLmX4xyd+ASDTyg0lHs/MbWO4WOnwi+eFUOqxKFHvR6BQCA4o0kYBLdtg70/gbURupwPR3k4FwgEgr+dHXOg1tH3Xa2CV/QfcLl9Gdu6PUrnviMYnOKYFCwb8xqH21xDBymT4OpUWO1qDSWzzN6XAlwC/Vh1U8JraJJzTBa8bxiezIdrMpxOZp1jAjhQUOPcxqhTc/fYDsrPso19VYPn5ObhklbuUC1oF+mv9I5vzYqMWlYwhc8Yyi+Gx4mgknn2s3jWevFR9/X+qsNKe67hHSL4+PJ+fLA6g+LqRmX9rjGOc2xGtvePC/Yhr5U7VzhVBFCvxM1jx55P9pxPWGIbgBo7kzQbiVZVoBZxs0AgEHhFbpey4p4RirNKncnK+K7RtG9K8hIIBIKTzaKsA2T4FGM3OgJZe5AVbbGeCckdmNm7B0OSEpQq9Dt7DKVXUAx1koVqSwMvbHdvtWq3qLFa1Gh1Tb2KmwjTB2FQO5KWkgOiuLH9GD5M+x17kyyfbIxlc1ObKBm9WsO9g4cpP8u2/oV1nsmiBbU11Fss+Ok9he8Evyh2V7kKt6KM1YToG8g3VRIfDhFBGtYcbk+d2eCI3W0qeidmkRDmmicONdRzoDKK77I2cHXKCNr5p3BPhztZWLCYUlMZnQM7MS1uCupWxW4JocGkFpV6vc9ajYZhMTfwXcZu/Pwc12u3q9iwrhv9E13tWgUCgUDgIr5dNB9tfppVP22mqryWQRN6ktI94fS8RZJnctxRtztFOW0FfNk284UlDhvQZvKI4M12H/PClJGuwSUPw+YPSLFbSdH5IY17ivLg+6n84Qckkwlj9+7UbdqEvbISOZza0FnFov4qJYvwhh43OHcjB2Zy/82rhyQqk4VdYwNpF3kutavPVfrca0NC0E+Zyh/VWrT7ixjaNgFNcDC2SvcsR5/erdoAtOCmnjextWirUnXfjLlsGJLNUcFZ4B/OwqQhXJK6TFlPjcOreC9T0lCCyWbCqDUy3qZjvCYBIvtDl4tB5+e+sdUEScNh/1zvJ9ZuDJ22P6n8HbgdLaYX9L3yqNcjEAgEZzwB0TD4FrfbUFFnJjsjj5TYYPzDQs74WyQQCE4C5jpY+rDHU03P5Dh6XjjNuf7qskO8v/IwZpsdg9aPe8bN4vqJkbDlEzDVUBA3hmfTxkCT1i5X8t+m/cURIY54wG3fD03srFjf786tpH1kAF1iA1mfXsqSfYX4G7TM7BVB24r1cEAiOnm0V1G8b8LRPyNvHdWOP1KLqWlhZd+SQsL42DoRAybetU095u2R9yH3oY8M1CjnJlfdh/hFML1PPCF+7pOgjRab4jDw/Vb3Nl63a39Gq7JT1nEmT66pYa3pNWxNpUavWGfwacw8Bg9qlUQrEAgEAidh/gauGuJKBpORk7vk75GkcD/iQ3zF3RIIBH87FruN/25Zpti8O9FA586hvDXpPOfQx5u38tra9YqTlE6t5oaB/XlpyEQ+3b+VClM9vcJi2ZVTRGlxA9FxFW7HuDhhvDLP3Mw17UZxTmxv9lRm08YvjC5B8WztmMfCtFQMWg1TOnYmv6GKxVkHGR6bpFTjHyovc9tnx7Bwr+K9zIz4Uawp2UWVpRadykqwzj3mNuhstA8uYeeRtqADH52ZNqHuRV7y6cb7VbK73I9SUw0BOh+stSGo8geQpDcwIbEzwfpAt/eYrVYGJMaTVlSKXTbFci/YZ3zHdrzw2z5WZI+iXWwBRp2FwwVRhNZFc81lA477uxIIBIIzlYBgPyZdc7bbWH1NA6lbM4hqG05sctQ/dm6CP8dpK+Dvy69SLCxbs72khcS8fx5sfMe1bqlDtegewm7dit+ggVR88w3W8goi7rgdQ7v2rLHuZ1/jDibp/JjRcQY9I3p67F/OAm+ZCS5b5vv06cPOMgvXfLGFynrHjGZ0oJF37/oPPk89BFbHxKImNBSuv4XrZ29l5aESIvwNXDcsiSubHlK7R3Tnx/N+5Ke0n9iclcvmfbHY6tz7/RwJdLUDKAvwLt7L9IjooYj3LHkINrZwHFj/Flzzm7NKquqX7/Ddfi86TYsKJq3BIerLNqu9LoY1r4Kl1l28Vy7eH3QuC1WBQCAQHJu3v11L5DvP073kMJkqNTWDRzLonZdR+4jPUoFA8DdSchBMXtohtWihtC69lDdb2NjLVvPPLj7IoFtn0GPGMNj8ITE1BSwfU8ieqPMJLVpPYnY6aKdC78sgyVEV1BJZcJEX53qEnBTQkaCqgzBnsNMRQOMbzqtDP+CyJWpnfB9o1HLLqBRu+2YHy/YXEmjUceWQRG4akaJMeMr2+0vuHM63m7PZnFnOpkxPJ6lUqQ2PaWfzvm0K9mN0FpOr+SMDjby+/BCvL3fdgw9WZfD9DYPpGO2I/efvzOM/c/e6JQ2Eaxt4Uf0Oo/yzqen1AKPXdKSyUe7j7DpeA0ae4loWG90nNQUCgUBwdF5emsq7K9OdvZk7Rwfw3Y2Dle8DgUAg+LvIra2ipNHTBSq9xiWY7y0s4vmVa5zrFrudtzds4osLp/HeqCl8nrpV2c9VA3rRMziOIkse++oPKpb4Y6IG0C+0s8f+Y31DlKWZhKAg7hw4mApzA5cu+5a8OkcsH6g3cGfPYbyyZh0NTfPNvjod9w4Zyv2b57M09wBGrY6LkvtwW9fhaFRqon3CeK/vffxasIGsugMUm93Ff2W/fg1K5b1KJ2HQWTzaSsnoNTaijEEk+IXz+ebtPLvc1ZLro41b+PyiC+gZF6Osryw8wBNrFlJR34AqwIC6So/WV41NDf56Hed378KvO1MpsMoOVloO5LRx7isoRE2In5gjEQgEghPlxzcW88ljP2C32ZW223Epkbz6+2MER5zacxCqE7THFxb6/0LkyUDZ/rP5Ya7lBJyT1CVe3ilh/uQKjswuR3K0xKT2998JmjqVCc89ywQuP6HjN+zbR8GDD2FKS0Ol13PvpEeptLuCi8LqRl6pCefTRYuo/P47tJGRBE2bxrkf7yC1yGEfKlcZPbFgP4E+OjokVPLp3k8VC/3+Uf25vtsdbNi8x+O47Ssd1T6BkyfT9Y9FaK0SVq17VOWj9eE/A/8DFUdgYyvb+7piWPsqTH6L0ucfJLD0Q3T+TTeiGauJhn7PUbmtBPVPWwj2bcDgzb0ub/sJ3SuBQCAQwPL9RUS99SzdyjKV26GV7ISsX0H608/T4Zn/ilskEAj+PkKSQKOHpl6bTsJd9vDL9jvE9NY8/8MqPq26DiMmZV2Xupg+nVbCrK9g0JQTOnx6cQ13freTvXnV6DQqlgU9Q2J9i+PVlzJw31OsvHcJX244QrCvnpn923DtF1vZmuWoWGq0mHhxSSq+Og1XptTB2teIK0vjnjaDSB1zM+M/8hTwu6ky6aDO47m+tfxnRyBecn+V83l2andKa028+8dhj8rPN34/xLuX9OXZRfv5cI3j87slpVYf9o/9gJW1ZnanVVLZWOX1HuwvqMFis6PTHD2RQCAQCAQO5MSst/9wJZnJHCis4fZvdvD5VaIqUyAQ/H1E+wYQoDNQY3HEvs20C3K1kFqe7h4zNvPU7ytINxRjUzmCzt/z0hkc1Zavx1zMZAad0PFzqiu5c8VithXlo1GpCAsyUGxyWeZXm03MTt/GisuvZs6+XRg1WmZ26cFD2+ezssDxuVlvs/DOgbVo1RqmJrXnl9ylZNfnkeLflpltz+PttC1IrZy5qmr9UEkqzk/qzKLsAzRatBh17k5XNWY/Hul2Po0WK2+sXu/2Wp3Zwmur1vP5xRfw6aHVvJ3+G/iBRl4izFjS/bAVGbl+dH9q1Bb2FBRR2FAHBs9MgZyqKsobGgjzFc4rAoFAcDwy9mbz0X++cw2oVORllPD4BS/zxuonT+0bKEmO5US2O0U5bSvwZfu0Swa25cuNWc4xP72GW85u59rIN9Tre2t2ZCLZgtzGqubOJfyWW9DHxx332JLFQu5NN2MtLlbWy1QGMluI982sTy8j68sHsRUVgVZL3p5UDmkGQ6t+QJ9vWU/+/hcVy3uZ/WX72Ry6mctjL0O7bDF6m5U1cT2p0xqYlL8NQ+fOVM+fj3wF1y5V8ckELRaN4x9p++D2fDL+E0KMIXBwkfcGEIV7sJaXEVDyEfqAVuJ9E9UfPUdlqiMZolIXQYepha1PG3xCoLYE/COOe88EAoHgTGft+r3MbBLvW9K4ZAkIAV8gEPydyDHxWbfBmldcY7JT08gHnashvt4tN6NK1mPUu09gcnChEk8S3f24h5YkietnbyOj1FHJpLaZSKzf67lhwU6ufn85ByvVSpLu1iPlTvG+Jas2buLKVfeC2ZEQS8EuOqYv5/yeHzF3V6Fzu0RVIdcalrEjYhordh6kuxTCDtorjlLN0XFiuB/fXDeQmCAfNmaUKa0DWrM/v5oGs42P13p+fjfz8jJX1f7RCPHVUVZrJjrIeNxtBQKB4Exnwa58r+OrD5Vgt0uo5S8KgUAg+Bvw0eq4pdtZPL/jD+eYVqXm7p7DneshR3HQSzOVYDe6x5MbirLYWJTNoKgT60986/KF7CpxxLSyjX9xY22rfqZwpKaC6b9+RU5ttfLStsoc1lS4Jz3J/Ji5me2186ixOuLwzLocdlTsY0jYGLZWOtqzyjSYdBzOjaFbbAS/ZO1TYuXtWW0ZmHQEjcYxbxygjeSB3g8T6xPFgaISbJpa4ttWYbOqKSkKxmrVOsYlO++nrvCwy9ck1lMraXlr7yawN11QAKgskpI40BI/nY66BpMQ8AUCgeAEWDd/m9fxg1syqKuuxy/w1E2GUokK/FObJ6d0ZXBKGL8fKCY8QM/FAxJoG9aiv3ufKxw9O1v0lJepOuIl0JIkLLm5TgG/YdcuKr7/HntdPYHjxxF4zjnYqqup+Ppraletdor3Mv6WBnwtDdS3spOPaKh0iPcyViu6hb8wsaeKRUlnuW1XqvndKd43o922j1k/PYxksbI3UUVI+ToGD55FROwkKr/62rndqN0S/dIs7P3PNOL7Dmd80njna99W7mOGZ4shiOmJ7cAfGAK89wyVaaxw2dLZLWrK03wJ61jvvlF1Hrw7CK5eCuEtEieOwm/7Cpm3Kx+dWsWF/dtwVkr4cd8jEAgEpwu+vkbsqFC3TqzSnba5dgKB4N/E6McgfgAcWADGIOh7BUR0dL48o188H6/JoMbkHh+er3GvrnEiOz01Cfhya6s5G7OprDczpnMU0/rEUW+2MWdjFn8cLHaK9zImdJRIQUSo3CvVKwkgrdLx+Sg7bC074Iq1W3JO42KwNIn3TWwrVbO0qEB+vHOOnd2jHebI++i0+jE+0DmcBzbbO3KV+T5G9UxhVMdIpvaJd27fPm8uesIwy40/W9A1Logd2RUerl9/lop6C2NfW8W31w+ia6x7IrE3Vh0q4adtuco3hnw/z+4Y+b+dgEAgEJxCHM0mX6NWebV1FggEgr+SG7oOoktoFAuPHMBHq+XCdj3pEuLqJzy5SyfeXr+JioYW881y0NZUXNWanNpKp4CfXl3Kl2lbKG2sY1h0MtOTemGV7Hx9aCcrcg6zqzLPUY4ni9x2tWO/rT735NWcWjmWVikvr8jNQNdiOrwZvb7CKd43U2au4MN9WdSZ2hEbVIFNUtPOMJA7BnTk6W0rnMcqrgnk171dua53OKPbpNA3eCRqtaOyq5gDDBx6wPl5nNS+gF1b29E1oi05lRVYNZ7zzWqthGQAyS6hssiijEo5liRfq1lSWmQ138fGagtT357DR1dOo0/b4xfabSrO4rvDuzDbrJzXtivj27iecQQCgeB0xz/oKAK9CtTCAfBfz2mtCshf7hO7xyhLS+q3bqX0gw8xZ2fh23kKER2L0JkzQa2DsjR8wiyYKt2rjNS+vhi7dVV+rlm5ktxbbgWbI8uwZskSGvbspW7tWkyHDnmch95uZVr6auZ0donnMjMPurIZmxlVtNdDwA8LNFHjnmPARSvt1GnsPHWphsxoRxDzvu0Hrl9iZ2SL7Sr84JVpGg7VzYfV8/l036e8NvI1tGotLxz6hoagAK6qck1y1hj8CBh6N7oqV4VSa6pzjNQXG9zGSvcFegr4MvWlsPolmPbBUfennPuqwzz/60Hnuizkv3phT6b2dk2cCgQCwenMtDE9WPdRZwYU7HcbV1ksVP4yl+Cp5/9j5yYQCM4QOk5wLC3YlVPJWyvSSC+upV9iiGLznl3egF6rVsYOSG0ZwW73/cgxdZuByo+bMsq47JPNzur1X/cWsi27nP35NezMqfRyEiresU7hCd1st9H3LJOwtUo7lc/B3Mr3vntQI5S67/E163Qamit5mvhsVy1hus3cqnG1DWivyiNMVcOCXQXK8t6qw7x3aV9S/K2Ern6E27Vjedk607l9iNbEnaPbo/6L1KKaRiuvLTvEx1f0P+Z2X2/K5uFf9rhVosqJy5cPTvxLzkMgEAj+7Vw8KIH3Vx/G1ip7Su4fLbswis9DgUDwdzMsJklZWnKwrIQ3tq7nQFkJXZMioBGyyqvwUWvJyCrDplNj93ePXeUockCko7/73ooCLloxmwabRVlfmneQTSVZlNaYWVNwBFR21L52pzAuWdTYG9Wgd/8slEVwZSPZql8WwiUVOrRYcBfOkwMDKbN59ru304i/vx1Jr0aW5A9Lm9iakQoqV1tardrKiJRDNGo2sigfNpR+z4w29xNuiGdu/rduyVR6vY32HQu5q8fV+OuM2Os0qP3cHV+tJo3jXOXT1UiorE07UIOmsUnIl0BjAbUdGrDy2m/r+PK6C4/5e1qQtY87189zlkkszjnIPT1GcEvXIcd8n0AgEJwujJp5Fp889j2WFsUYshOiBokF7/3GhfdO5pRF8m4w7nW7U5TTWsD3RuOBA2RfdbVicy9TlZVN/Z44As69AvPW9RjqCglpX6cI1OYax+35LXEA8wZPp+yV9ZzdMYJL532OX5N430z57NlKFf3RuCR1GV0nj+U3dRRajZrxhmq6zt3ksV3n5Gg6RvpTUZxDvTaA6QPakZw8ipe2baN9rsT47Xb8TNC2GL4eqXKK9zJWDXw8TkW/Q+Df6Bj7aIKaQ/GubWT7/cfWPcalwd2wSlZeDQ1hjY8PQxsaKFaryYrrwXvBCaiDE7D5tkFTn+N+nWm+FG3zrAry6dkLhnSCda97XrxsoXoMTFYb77bqXye3pXh9eZoQ8AUCwRlDu8gAyt94hZ2PPkGXtG3YVGosag2BdTUUPPwwhnbt8One7Z8+TYFAcAaRWVrHrA830mBxxL1HyuqJCtDz+6DdWDPX8m25Hz9ahzFcvZsuakfbqgW2wbyjv4H8l3cwpF240ju+tfX8t5tzjlmx/rltAiP69eTsxt/lGUjSY87lg6WuvqLNdIoOUGLGPXlVaNVwQZ82tE8+H+Yvdduuh+owG+jikQDwmmUq09V/EK1yWPE/ZbmUbMlVPXWoqJY7vt3Bi/1q6WKp51btPAar97Pc1odQVQ1jgwtIiJiqWDW3j/QnrdjVf/RYdIwKYGKPGEWs92bJfyzkB+03fvd835u/pyntw+TqU4FAIDjdiQv24etrB3LbNzsornG5FcrfN4/N20dKhL/yHSQQCAQni6K6Wi6c+63Sg17mSFUlwQYjl/XpxeaCXCyVNrRVatQBKuy+rkA4wsef8379jP6RbbCrrU7xvpkF2fuwmhzz02qdS7yXUcnrNhVT23anTjJhslnpHxHPSztXolLL8bujOZRkhxhtOBFBOraV5aKRC97adOGC5La8nvaRx7VIagjwcX22yscMDa+ktM6A2eJwQOkbn01CiKudVbm5gB9yXqSb4XrqbO5V/TIxEVa6REWiUavpam7PfkMqKm2Tu5ZNRV15C9faFtfYJjCIK/v34sVfV7c2GuBgYclxfy9v7l3rodt8cGAjV3ccoLRDEAgEgtOdoPAAXl3+CE9f/CaF2WUO4c1qVdqwfPzQ18SmRDN06gBORVTCQv/0o+Lrb5zifTOWvDzKP3QELLUEUJ3tQ+LYEhpKDPwacxWvWYbJqX3ylszdmc+e0GG8xSb3wOEo4r0NFaU+wWwbNJF7rjmPi5rGr/p4IwH+kSTUuuw/ZetkzfBeLK25B4xpSIYAVMF3UFHenyOrbEzbILm5LXXIA7mLfUvMOhVpsSp6Z0hY1bCtneck3qbCTdy9awmqyGAklYotPkZ8JIn7yipI3LsGcnvA2CfRXLcI+y+3oMpei+zgX3HIn9J9cral+z7VQUFEPvQ4xAfD+rdAck9uIKbHMX4jUFlvobrR8/5ll3up6BcIBILTmAE9Ekk+ZzAlqY4EL5/mj1NJonrRIiHgCwSCk8q3m7Od4n0zRTVmFv+xigu1q7hRC1M06zjP9DTd1JmKMP1BQTs5ZJaDY6XaXutFUD6e3XxUgIGzp14LyAus/+5br9t1iw1ie7Zj4lCn0RDqr2d3yDiqbD05W7PLud39uu/ppM7hdsttbu+XBf1N9k5M0WxQ1n+z9/M4xt68am4sreN3NOhUNvqq0zBJOh63XskzpfHEvLCCu8d24KtrB3Lfj7uV/svHujw/vYanp3ajQ2QA761Mp9HintzQ5Tj2+fL2RdXurbVkSmvN1JmtR7WVFggEgtONgclh3DaqHY/O2+fx2rydeULAFwgEJ5UfD+51ivcyEhIV1gbe3OmIMwmWsAWAIVsHRonEpGDSpRKKGxwJoCvy0tHrvEeRKpW8N4eQ7j5uJzTQwMvDJzodoZ7csYiA4EbUagmbTUVjgx6bVUPXkCiys2qQSn1Qa7QEBwcTqYunrM6XUN96Zd+yplNc549O22petwl/o4nyJgE/IcSzcl8W8V9av4zYzmo0GvcYt7AYRj7/ETedPZB3pl7AY/N/Y2XxAUyBdkyNOkf1ffN1NTlnGTQanho1mgFx8XywchPVDe4xcOeYCI5Hdq0ryaCZWouJclM9cdrjt60SCASC04EOvZO48rELeP7ytz1eW/HN2lNWwD8TcDSnOYOwVXp+cbfGUqulrHESAS9u4Jc2npbFhwOiORjS1m1MHRjodV+v9L2IK8f/h7eCenPhBxsorzPz654C/kgv4z9DrueP+N5U6v1IC4rjuf6XsiNrtWLjL6My1cCKp1HvX8mM9e7ivczAQxLBtZ7BXUSVY0y2FDK65yooGFVaUhpqmFrryIiMt1h4vaiExOYkhMps+PEaMNeivnohqkeKqe37EeVHorGjZm18T76bcB1pUy7H774HSVnyK8YuXSAwFobe6X4w33AYft8x73dkgIGkcM9mTP0TQ4/5PoFAIDgdUWk1f2pcIBAI/i7kuNUba+3d+dI6hkIphBhVOc8n7eSRO+/kSKinFaXVi1rvozv251lRjYkpb6+lsKoRDv/Btl2tLPqbmLszj4OFjlZQcqLBeysPM39PEVYvJmOTNRtIUhV4jMerXH77/o6MXTfk/INskx+f2RytBYqlIK6x3Eua5GjzVFDVyP0/7VYST7+4egCpT5/Dmxf1ItDoOAd5+jEh1Ieh7cK5c0x7/rhvpBLjBvnquGtMB7djye+RkwGOhY9eQ/c4z8nGzjGBQrwXCARnHHIl558ZFwgEgr+L8sZWcaQcBMofRWo7aoMVja8VlZ+VlN4hLLjmSnomxeAucYPF5hk361RqR7/7FsVUcmd7o8GMr48Fi7aaGaveJaeunD0VufyUt1ER72U0GglfP5Mi9K/OPMLeomKwqTGb7czevpOv9uwkvyaI1NIIjlSEcLAkkuLaACx275+hljodKrNKztPFYvVu6ltYYSM7I9JtzG5XkX0gmrLaep5e8Ae7cgp5c9YUtt1yH++OnEmoobk/s0R8YACD28Zz04D+/H7l1QxPTMSo03L3uKFuCQw+eh13jRvK8egX4WhP0JI2fsHE+HqfxxcIBILTFc1R5pU1sp3hqYpdOvHlFOWMs9D3P3sUNcuWH3e78iXbCbrRSr3Ze2W9JTwSKhxWoSqdjphnnqZu9Woqf/jRuc3G6C6siuvpXN+cWc7TC/c7q83lyvwX+13itt/bbPM80ir89QdwpkK2QI7HoqvUVPq7xkfHjqTXzPbUrd+ALjaWCxOMfFE03+19U8P7YMjI4PHScgY3NKKVJDxqdeQq+t3fw9j/glZP8PQZBEyYyD1zNjH3SANdyzKJ3rMZ06ZN9LHZSb76MlRaLYx+DFJGwaGl4B8JPS+CklRYeCeUpkPCQBj1KISlQPFB2PcLKq2eZ8ZM5Nqfs6g3O7I8Q/30PH5el+P+ngQCgeB0I/Dccyl5+x2kxqZeKDJaLYGTT+GeRAKB4JRkTJcoftiW22pUYr79LGV50no5r+neoS73EMH1Zmcc15owfz1ltY5kALki/+nzu3GgoJqP12Ye9di7cqt4ZO4ePg78jhR1o2xV5YG34+3Pr+JijXc7zURNCZnWGOf6Wckh9O04E9KXgX8UVxjieWGj++TroOQw1h8u41nrJWyxd8SXRhowut8RCX7ekUe/xFD0WjWTe8YxtnM09/6wi0V7Csgub1CWDRll1Jms3Du+IwathhtGpNA/KZTf9hUR5KPjgj5xSkLAFZ9uJrWwhu7xQdw7riMdowM4UlrH/F35ytTtzSNTeOCn3c5nigCjlqfP73rUeykQCASnK+d0i+a5xQeoadHTU068mt7XkWQlEAgEJ4sxiSl8snuba0ARmyXUBptTeJa1+IONheTZKqmzeibKSnYVkX5+FDc6qvLlqvqHeo2lot7Ma7vWKq+r1BJ6vVUR55tJqyni0Z2/0Dko2mOf8rF1ehvV5WbUrdpJbT1chC5Qi2y4ZbG5JILyal/CfK3YZaW+iXb+CUzuPpzlmRmEGI0MDovnYON3bvuL1nWnrsGHukwfaqp9iYiqxGrTUJAdirnEZZE/f/t+RnRMUhy0RiemsOHyG3hs7XK+S91Dbn0VuaZKNpZnUamq5z/9zsZXp+fC/j3oFhfF0r1ping/uVdnasxmbvphHnsLi+kYGc4dwwfTPSaa3Opq5h06gMVu48qU/hyqLKHM5HB59dHoeLr/OU7HAoFAIDhTGHhuH4Ijg6gsrnIbH3fFSE5ZpBPsb3/q6veoJLmR4kmkurqaoKAgqqqqCDxK1frfiWS3U/j4E1T+9JOcAghyZrb8fy9oY2P4qeMY3g9yifAy4f561txxFubVK7HX1RFw9tloIxy2PQ179lKyZTtfFWv5oDLIq23m4JRwlh8o8nita6idRfWXep5I16lkLZCo37zZ83o6JfPLVR3I9q1nWNwwZnaciU6jw2wzs/TIUtIq0iiuL2ZP6R7skp1JKZO4vvPl6N7uDzWeVUhuDLnTIeA3IU8kjn99NX2KUnly4ydo5CZKTQSdfz6xzz/nuY+i/fDhSBQP/mYCYuDs/8CC25W+pgo6Xyov+J5ltYnKxOeYzlH4Gc64/BKBQCBQqNu4iaIXX8C0/wD6lBQi77mHgFFn/2vvzj/93S4QnM78039fTy3czxfrjyiV9BoVtC4MCqWamzRzGRFSzjZ1Dx4qHuX2ur9By6r7RrIps1yZfDy7YySxwY4JPFnEly3nN2WUsyLV1VaqpQiT2m8h1bsXMNn0NHm4bDK7BTWyt8pdSJcZ1j6cF3znEJs62+O1xpAOvBX+OLsbIxRr5SsGJyoV7RabnaX7CtmbV6XY0+/KrcRksTOpZwx3jGrPxDfXcKTs2K2dLh6YwLNTuzvX8yobGPbCCq+J3mO7RPHR5Z52/Tnl9Uqs3TIxIcRXx2OTuihV/s1VWXqNmtdm9sRktSvJA2O7Ronqe4FAcMYit1J5csF+duZU0jbMl3vGdWRyz1j+rfzT3+sCwenMP/339ermdby/YzNmu0O0lww2RcBvTYQuAH+1kYxGlxOUjF6tYeXkG9lbWUBJQy1Do5NJ8A9RXkuvKmNlXgbbyrJYV+ndnWp62778lL3VY9zPHkTRQTWqVi1Re8ZEk5ISwNz87cr0uFplV+Z6axsMJAb6MyopiEZ7Hd2CUpgSNwJfrQ82yc6G0v3sr8rGqMmlxroHk72ezoGDGBV5CTM//4X9cqV/C+RcXHWL+rhzunfglYvOda5XNDYw8Kv3MNutoLe7dW4dGNWG78a7F7/JlNbWcc6HX1DV6Jpv9tPrefK80dy3cimNTS6zGpWK50eNw2BUYbJbGRPXnhBnxb9AIBCcWRzelcW7d33OnjUHiEwI59JHLmDCVafefHN10/hZY/6LVuc5L9Qaq6WR9csfPyXj7zNOwG/GUlCAJTeXrCuvApv3aiEZm0rN2z2nsSxxoNLPXn4gfPXCXvRt6wigjkZlvZl+Ty/3sA2NDTLy2HlduHHOdg9hf8N9ZxH4QT+obSXuX/ozFv+uZF12OZacHI9j+Q4aRNvPP3OuN1gbuGbpNYpo38zQuKG8M/od1HK6p0zJIfjtEchaBwGxUJEBcqDUjEoDN66FKFcVvFz1c/s3O3h+7Xv0LD3sfhJqNe2WL1Oq/t1YfD9s/sDzBukDwOywPHUS1xeuW+G5rUAgEJyhyElnqlPAAvTf8t0uEJyO/Bv+voqqG8ksreOmOduoqPfsz7RY/yBd1NmKmPyk9TK+so/HLKmVuPfF6T0Z2j78mPtvtNjo9eRvHv3g5cryXZfqUM+ZSpkUwFe2MWTYY+ijz2HaHa9x7sd7yWolrL99cW8mpeiRvjgPVfF+z4PF9IQbVjtXZfH+8k82K9XxzQxICmXONQOVpNJmYf2ZRQdYk1ZCRKCB/IpGzDbXucoTtD/eOJi+bV3tn1amFnPlZ1uOes1L7xyuVNa35NXfUnlzRbrHtqG+Ospb3ffkCD9W3HMKZ8oLBALBX4zdLqGWM7/+5fwbvtcFgtOVf8PfV2l9HemV5dy/fCnZ5jLUvp5zzpJFhWTSgs6G1iAnyEpE+vjzVP/xjGtz7HZKMsOWPEeVxd01yqDW8v6gy7l2w6fYW5QaalRqfhx+K3f8tJQDxe4uVU+PG825XTpyya/fUanbQ2xIFRq1hMmi4XBJBMGaOFacdwOqpmp1uTDskd2fs77UFWN3CIjnjb434aMxKOvFtbU8v3w1Kw9nEurjQ2l5HeZ6d3fbD66cyrAOic717UX5TJv3FWjtoPWUKX4Yfwn9o9yt8D/dtI3nf3fF9M2ERPtQ1OBoGdtMtJ8/6y6/TrRXEQgEgibsdjvqU3i+ubppfIgs4GtPQMC3NrLuFBXwz9gSZ11MjLLokxIxp7uL0eX+8P0wNfvaqoislJi64Seuzl5N6A9zSYkNdgYuxyLYV8/kXrH8vD3PbfyKsxKZ0C2GR87trPTpLKsz07NNMM+c343AgEC4bC4seQDpyFqqfYL5MSaJI0UruSKsLaufm8aAS99oZXgE9Rs3Yikupuqnn6hetYrtYTXUx2VBnOs81+atZXXuaka2aZroi+gAl3zv2smh32Dpw1CWBiGJMPZJN/FepkdckDJBGVlf6XnBdjuWwiJPAb/R3ZLDSWvxXqZg11HupkAgEJyZnArivUAgOP2JCjQqS3KEP9uyKtxei6ScFFW+8rMcJz6u+5I71QspuWoDSXHRaE5ATDHqNMzqn8Dn64+4jV8+uC3qdp3gvDcIW/k8t9f8AtHd4ZyXICSCL64awBML9rEmrRRfvYYwPz2/HygmMSyJbv2vgUX3eI83yw7DwYVIBxazpT4GW0E3uYu8W9urhbvzmdbHYcHcJtSX9y/r63x9w+Ey/rtgHwcLa5QkBdkSv6V4L9MlNhCdRuW1l6lMfmWDh4DfbInfmtbivUxGSZ3S6stXf8Y+zgkEAoEbp4J4LxAITn/Cff2UJSU4lJzsSiSjTbHOl5Er3COCagkwmLBa1ZSWB1JT68s3k2bSNyoOndp7f+LWzEoayAeHVrqNnZ/Qh75hiTzT+wLeOric/IZKkv0juK/rRJIDIvjwgin8d9kfrMo8TNu21aS0sVPit5ECky8PDenE24fXOPdl0NnoGF3EtiMG9pYXsrUon8WZqWiNxZSq5XjdFX8eqsnl1/wtTGvj6Ecf6e/Pq+dPdL6+K6eAp+evYF9eMREBftx09kA38V6mfUgYvlod9aoWbQRbkF9X7TFW06LyviWtxXuZwrpaSurriPZ3j70FAoHgTOVUEO9PCEnyaDt+1O1OUc74GZ+I224n7667nDb6NhU8ebGG/DDHw19RiIr9CRJPfVlMXz+VIt6X15mVSUJ5svFYPDetO7FBPizYnY/KmIE+YjHvZ2ewcmEn7up7F5uHjFEqjtys4qO6YL98HpcuvtRRQW8vgfS5/HbkN2J8o+lpAN9WMYqk05H/8MPszFjHG1M0lASrUNkhsE6i2s/1EHug7IBLwG9Nh3GOxVQLej/FEqmioZRgQzBateP8EsP9uG5YMju3tyMmy1WlJKMJCsLYxTXx6aTTubD7W/cxOXKVMzOt7tmiRInenQKBQNCSmhV/UP7lbGyVVUq7lrDrr0NtPH5moUAgEPwd3DG6PVd/vqWFw5TEXP1jGFTuwnOQvYIgP9krU0VFnVmJmWWr+mMhJ7fKAvwvO/LoLKXxH+1XxGzeBxkdYfSjcNd+sNSBwTXxJsemn181gEs/3sTa9FJqGq2K1b3cd35bwk94naKTswyWP8H+fTu51XI7GVIsKuyEU0kpwc7N9uZVM62P93MdnBLGkjuHK/3s5WcCmeKaRkJ89eg0jgfhyACjcr9e/u2Qx/t9dBr6eHHzGtclyiOJodmJQL62liSG+QrxXiAQCFqwNq2UD9dkUFJjYkSHCG45O4UAo07cI4FA8I9wa/+BbMjNwVQjIflZUWkl2oRX4G80K68b9ODnW0pWbjj+OoMi3leZG5T/+2r1x9z3TR1G4qfVMy97Bw02E/K08qK8TeyqTOf6dqNZPOpu6m1m/OTy/iZiAgJ4f9pk3kh7n83l+5FLszaW57OlYjvt/JI9jiFX4of41fPx3q0sy91J/8QjBPo0Ivtq1Vj0ZNeFYJfUThH/aPRsE8MPt1xCvdmCUatVkq2qLZX4avyd880BegMPDBjO45uWgcZdZNGq1AyMTvDY7+gOKby9bpPbmDwDHqb3oczsPt8c0ZRUIRAIBAIHe9cd5LuXFlCcXUqvUd245KHzCQwTSU7/Rs5cAd9UA/k7COzfDu2cOVT+/BOSycSus6LJr/7cbVObRsXy0WF0aNRw/9tr2ZVbpUzWXTa4LQ+M73TUTG+DVqNU5Fw0xJ/z595PmcmRSbi3bC83LLuJ9pb/YiCCqb3jnBU+MhvzN7rZ38vUW+upslSztI+KqRvcgxlpaF+qV63jlZs1VAQ4zkWSA6JWsUmHkOPbMGHwZ+mRpby05SWK6ouI9Inkzr53cl7KecrLD0/szMbIB6i+51YCi5qqrfRaop94zKuolKHTsSsohOTGOnqaHEGq0ve+tXgvC/pjnjj++QkEAsEZQvWyZeTddrtz3XTgAI2pqbR55+1/9LwEAsEZiGzRmbuV4aHR/HLzEL7enE2tycq0sGxi15d7bq/zI8sewb3vr2fLkQoMWjWz+rfh0Uld0DYJ3K2Rx28b3Z7bBoXAm5dBc6VN0R7s31zME9Fvk65O4ryescq+mh2x5J7HsnjfErPVzpEqCVdH+hbE9kXav4BbLC+TKcUoQxJqN/FeplPM8R9e5STcPw4W8/j8fWSX1ysJCHeN7cClg9oqr986qj3d44O497sdlNQ5BHi9WuKp8zoQ5OMpKsmJEUatmkareyuB1uK9Vq3iwXM6Hff8BAKB4ExhXXopl3+6ieb8sgMF1ezIruC7Gwb/06cmEAjOMExWK7sKCwk2Gpk38xK+2rOL8oZ6usUFsKjqJ4/tY8LrCTYauGLVV6wrylQE/Cltu/HfPudg0Hiftpfbo16ZMpQL2/bn/FUvk99UdZ5ZW8zDO7+hg28KKnSMjevEJSn9FBt9mfyGQjaXb3Pbl02yUWRy71nfTLvASBZlpjKoXZYi3jcToDMT41NNXr0jfk7xb+XG6gVfvY60mgN8m/0JxaYCfDV+jIuewuioc5XXr+jWh67h4dy/8Ucyq01IqFCj4r5eI4j29YzLw40VXNw1nfRyA5sL5Tl1FdiguqQRZHfkpql6+X8PDB6G9nSpNhUIBIL/kYNb0rl/3DNYLY4WL5l7c9iz+gBvb3z6lKvMV0mO5US2+zPU1dXxzTff8OGHH5Kdnc3GjRtJTHR3j5F5++23+eSTT6isrGTgwIG88MILtG3b9k9vcyzOTAF/z4+w4M4mG3cVvt2n4/Pf95S+71szFsA6z7c0dktRKo7yKh3Cc73ZxgerMogJNHLlkKRjHm5RxiIabe42QFbJzM6K5ZhLxyq2n++vOkzP+GAuHphAoanQ637CfML4dngJZq3EyD12NHbY3y+Ci2dczm/pG53ivTcGRA9gRJsRbmOlDaUE6gPRa1yZnZlVmTy4+kGskmOisLihmEfWPUK74HZ0DuvMnP1z+Cr1Hd4Zc4jIPA02kwr/aBOaonfBPkH233DuS04CmL1/NoTKgVYAZ9fV82pxqec/uu4zYMSDEN7umPdRIBAIziTKP3NPJpOp/f13zFlZ6P/EF71AIBD8T6T+Cr/cCI2OFkrdO57Lc9M/xa4xoD6UD+u9vCc0keu+3Maholpl1WS188WGLML8Ddw+uv2xj7f3ZzC522SqJSttc+Yx23oZ6w+XcWTdDzzU9hD0uZyCGs+KIZkFugl0Z4P7oCFIqeY/+PmtTvHeG3J7q8k9W01E1pY4qv91roTVwqpGbpizTUkYkJFbYz0ydy/tIv0ZlBzGd1uyeXPJbj4zP0y1zo8SgjhLvY+IXe2hz68oTU+beGN5Gq8t96zW91alf8+4jh72+wKBQHAm88naTKd438ymzHL25FYpiVQCgUBwMtiQnc3tixZR3uCYOx6SkMC7kyfjq9OxryqdRe61WgqxAT7cvWku28scVewWu40fM3cRpPPhoV5jjnm8lUX7qTC7W8bLH4V7qo7QYNazqeQIs9M30TM0jqltexLcVP3fGp1ahwoVkvJuBxqM3N55GpfmzCbEt1URluy4pW8krx6S/KKZGDvA7bVaazV6tRG92jXfXG+t48PDL9Nod8yP19vqmJv3NZGGaLoH92Vf1SrWVX3K6PZl1Dfq2ZaaTObhWBbWpnJJh974y5YFTVjrPiWo4RkeHuA4353F0dywbAp1kh61RYW+EmwGiaEpidw3bCjdIqKOeR8FAoHgTGLu20ud4n0z6TuPsGvlfnqPktsLnkJITcuJbPcnuOmmm9DpdFx55ZXccsstWK2e7Q5ff/11Hn30UT777DM6dOjAI488wqhRo9i7dy8+Pj4nvM3xOPMEfHnybe7NYGv2oZdgzw8Uf/UHFen+pEw6G11nHRa7e6/JlIhRLN3oGbDM3Zl/TAG/oLaALYVbvL/Ywm5UnuCUl5935PHChZ2UbEq7XKnegsnJkzF2uJDZwbNZenYZw+KHcX//+/G1GfFTyZOJnv+QInwiFLv+CYkTnNZE24q28eSGJ8moyiBAH8A13a7hmu7XKK8tObLEKd43I5/Hr0d+paKxghe2vMBVldUk26wQ3WK7I2sg7TfoOIHKxkrW5q91iPct2GE0sNugp09zJX4zwW2FeC8QCAStsJW5typpxlpWJgR8gUBw8hyrfrquKem1idRFvPnMHbxlmcLkToG8rPNDJVvbt6Ao8XwOrXKI9y2ZuzPv2AJ+TSFk/OH1JQOu+PGLoiRur3wBv93fMWTSh+g1AZht7nGzsetEiIyGNa9CdT6kjIRxz0BANP7yg5KX+ctgHx0PTezElF5xrlZZ+Ttg3m2KEwD6ABh0I4x6RHnp170FTvG+JfN25iuuAw/+vIdZ6hV002W5b5C3DfbNhZ4zqWqwsCmjzEO8D6SOs9U7MKNjhb03JhyTltFBRiHeCwQCQStKa01/alwgEAj+asw2G3csXuwU72UxfE1JJv2+ewuLZOPs+GQCfPyosbrHzf1Cu/JadqrH/uZn7z2mgF9lqWFv1R4C9Y3UW3RYpRbtqpT6LknpYJpTX6EsC3P38ljPcRjVRqeI3kyf4J50CmzPL3kLKW4soVNgBy5JmEG0MZpIn2AlQaq1+axBbeSujtMYG90X36ak1MLGXL7Jfo/s+sPo1QYGh41mcuylyhz3nqrtHseV2VK+jmhjBPNyX0HCEVf7Gs0M6XGQqqJA0opVzN25n0sH9sJir6POtBuf6udQtyin7BVZyGVddvL+rgGKRqO2qVDXq4jEV4j3AoFA0IqK4iqv96SiyPv4vxmVJCnLiWz3Z/j8888VNwK58t4bdrud5557jnvvvZfp06crY7NnzyYqKoqvv/6aa6655oS2ORFOLU+EvwJ5UtAp3rvwi6hBMpvR/LyUuw93IEDnqGqRg4yp7aYyInai193JFpZHY1XOKs795Vw2Fnj+oiVJhbW6h8e4zS7x9foK7u57NxqVK/gaEjuEmZ1mcmHHC1k4dSEbLt7Ai8NfJNwnHI2/P2fd9Swd8z3P5aaeNyn29zqNw6azxlzDrb/fqoj3zeuvb3+d5VnLHdej8p7TIY8vylyk/JxicU9ucF5T8X5e2PwCo34YxUNrHnJ7bWRdPcty8j3Fe5kQT/sJgUAgONPxGzHcY0wTFoZPt1MsG1IgEJy6HFnnLt43Mcy+FYtN4qd91bwS+AD4NPdzV0HXqVT2uOZPx81krkF6szekLvb68gLbWc6fGzFQib8yMRm46RX+O6UrOo1r3/0TQ7h+eDL0nAW3boaHc2HmHAhpq1S9t5n+LGdrPUugbhiRwsz+CS7x3mqCry50iPcy8r1Y/RJs//KY1yOPz9+Vj/yM2EF1lJ6gxft59bdUBjyznOu/dLcyHazexzrD7byhf5f39G+w2nAn7Zr2kxDqe/R7KBAIBGcoZ3eM9BjzN2jpnxT6j5yPQCA489hdWEhZfb1zXTLakXztNNqt2CSJ5TmHqamMI7hpvlmmf2g3zo092+v+NE3toryRXnOE27Y/xpbKDYT6NBAXUI2/3iWOW6xqp4V8Sz5I3cC1SZehazH3m+ibwNS4SQwI7ctz3R/nk/5vc1/H24n1iUGtUvHS0CmUVoe12IuEXmVhTNTZTIk/yyney8VfH2e8qIj3Mma7iVUli1ld8mvT9XiXIOS57wPVa5zifTNymJ2YUKT8nFZcyr6KOfyYMYmdhTfJs+ce+xkYk6vU6ElakJquvU2IcGARCAQCj8/Lc3p7jOn0WnqPFvPNzRyvlcDBgwcpLi5m7NixzrHg4GAGDBjA6tWrT3ibE+HME/B9vT/A2UyuW9H3+z38NuEXPp/wOUumLeHJIU/SYc8m4hs8e3xe2K+N1/3Jgctzm5/zqORXXrP60VgwDbspzut75R6al3S6jDvaf0U3+/OcF/IuTw16A4PcJ/4oBJ5zDh9cu4jzfAcRoPZVEg9k5HN4deurzu1W566m1lLr1eZfZmLyRI/jyJX7k1ImKZZKMvv1LtuilqynkTkH5nhcs1aSeLysHKO3TJfwjtDtgqNel0AgEJypRNx2G779+jnXNUFBxL30IqqjfAYLBALBX45fuNfhMsk18fh2XjvyrtkBVy2B23fAjM/pWL2BFJ17X/pjxc0KSx5CZXFNejZTKfnyhOVyNkmdnWMxlBKnanIpKc9kVv82iogv29ZP7xvPmxfJNpvHMBprP5Y377uByztBiEGeOHQMv/JbKo/M3YO92Yc5YxXUeekJuud75X8Tu8d4HEeebJTPQadxxOK77d4t/nfak3lzRbrSXsAdiee1HxGgcjl/RakqeUz7JfEhPszoe4x7KBAIBGcoN45IYUSHCOd6gEHLKxf2PPZ3gUAgEPyFhLaywpUMni5Ne4rreaD97bzY8y4+6Pcoj3W9gayKGnzwnO+dntTzqMf6MutnGlq0apW1/hBjIxqVlUazFqtNo4y1pqixhj4hfZgefQPh9KedbjTXJ95CgE5OjPXOwOg2fDTkOdr5nEWwRkeisZJ4YyVpVV+yJP9FbE0urln1aZSZPePmbRVrlf93D+qLv9azBdTAsBGoj1JMZrc7LqJLQiXbS9/GKjVQZ2/hNNCC3JpA572Q1BDh78usfp6FcwKBQHCmc96NYxk2zdX6xOhn4K73ryMk8hRMerL/iQWorq52W0ym/59bV15envJ/uZq+JfJ6fn7+CW9zIpz+TzMNFbDlEyjYBdHdIWWMQzQuddkTyU715Yf8XO+RJHzUBvpG9VVWa1asoPD+/2vvPuCbKtc/gP+y03Tv3UKhFFr2puyNKCgOnKioiIJ7Xcf9u7eoOHArqICiIAoKyEb23quUAm0p3Xtl/z/vSZs0TUoLlym/7/3ktufk5OQ0xebN+7zP8zyN13QBmNbhemwPaQVffQVGZ27BjYkD3D5tYXUhTpbbfkn1VRz5D1BTBtOdHs0D8fBPO7F4X7a0vRGlWLZ3Lf6Y3BsRfrYBYWpRKj7c8SF25e5Cc9/mmNRxEpIjkvHIyNeweN5V9vL7Ipg+ff90JAYlSmX0FXL3A53a/ZFekfhk0Cd4f9v7OFx0GC39Wkol+ON843Bdy+swP3U+5nt74pryCrQz1MmmT7wOPxnc/8OLMxoRVK+sqUSlA+5ZAqiZSURE5PJ32dsbsTN/RPWBAzAXF8Ojc2fItY7ey0RE56Vk/rbpQOZWIDgB2Ql3IiCiG9RZjnZQZqsM080jnB5mkWuA2F62jWNrcfynJ3DS+Jbz3zQZMKaT+8WrUqZ7bZZ7PcP17yIHzgtwhyh2ODZik/HsvL2Ysy3DvmvZgRz8NikZLYJrJiML04Cl/wecWG9r3dT/GXi3vhqP3zQUv7y9AuaacbPJYsXMTelIDPfFbT1igAbGzahpSxXopcH393TDq38exO6MYjQP8sTTwxPQIdpPyuL/bt0x/GnphbHmNeilOOB4fMsh+KFIrG63jfXrikQ+YuWuk5+9lQcxf1Jv+OpsC2qJiMjBQ63A9/d0x+HsMuSWVaNzjD88GbwnovOo2mjCL9v3Ynv6ScT4+2JYUjx6RkVhU2YD1ZfsZGjjY1vguTcvG+MXz4NZa4JCJYNMbltEKrPIpZ71DTlSdsxln0JmhVpuQb5eDbncCqsoK1wviN/OPwLv71mNbw9vqdmTj/lp3+GnwXcgyT9M2pNXXYwvUhdiW1EKgjS+uC1mEAaHdcakhHvx9ZGV0FtsAXuRMX+wZDkCNc3QLXAs5HA/bq5NMNMotJjU8lnMzfgBaRWHEaAOxsjw69Hapy2KDcFYnzcHJqtjntlsliHtRDi6xEQgJvQYUmuKghVaVMg2qRCmdCSPiRYCP+zvWOdJgR/vHosQ74YXJhARXalEtv3//fwY0g+dRG5GAdp0bwlP38szPic7wxL60dHOCREvvfQSXn755TN+XvEeKyiVzuF1sW02m5t8TFP8uwP4hgrguxFA3iHb9sEFwKo3HGXb5UpU5xuQs7oC1YWOgLpn3z5Q+PnZt7fN+QsrEoZCazbg8R1z4Ksvh0LqqgNkLUxG1C22HgZ1+Wn84KPyR6mxyGm/WR982uB9hK8W17QPx4Oz6kxMigFUmR7frD2GF0clotxQjnuX3istEhB25+3G5BWT8fPVP2Nn7k6XHvbCyhMrpQB+/6j+CNAG2B9bS7QJqNUrohfmjp4rLQKoHWgJHUM64p1+72Dazmm4SybHvYpg3BTQHiGtrgFaDoZurViY4MonsDVMp/KgtNT7hxnSpsGKCEREZKNNTORLQUTnn9kIfD/K1vNdOAiY13yHIfoX8EJwDIao9yLD6IOX8gdjvaWd/WGdY/wQXbes+/qPkGkNwt2KpfjD3BunYCu5abYCP2w8gceHtnJ9bqUGep9YaEqde8VnW/2RB8eYXOgmO4RbFSttG57BSO32MuZ87wjeC6Kv/Berj+K9mzrYFgd8PxooyXAs7p1zB3D3IvxTFINqo+si07/3Z9sC+M37A34xQHG68wGdxtm/7RIbIC2yFVn78jol9RPCvPHluC54Z8khjMt9Dvf6HcS45mWISkwGWg2HbkGdgH4dgSER0Jd7QGNxZOALioBmCPZuuBoXERHZ/vaKGxHR+SQm5e+fNR9bjmfCKrPC7AF8tte24DXC2xsapRJ6tQEZpmKnx8X7BiIpwNHy49v9W6DyqYJKYYXRoIRZlL6XyPD1/i14vedwt88fqg1GZtUpp32igJRYAGCqVkpfZQoLlGqzPYjvq9JickJ/TFw71+lxFSYDPt2/Dp/3uVGaB35611c4UWkrXV9qrMTrB2bBU+mBUG0Z9BbX1lpHy9ZLAfwYXQuEa6Nxqtp5XN4jwNEiIFrXDI8nvOgy3+ynDsXNMS9hRc53yK5Ogw7hsJb1xWtX9cDg1i2wr+grp3Our/ZDC1UV4rXhWJnqgW/3tMXR4kB714AQL0/EBjh/hiAiImcxrSOl25UkIyMDPj62ii2CRnN2cyzBwbbKX/n5+YiNjbXvz8vLQ0hISJOPaYp/dwn9vXMdwfv6io4DcQOhfmYTlN2uF0sfpDo7Xv37I+ItR8bQt+vScI/fQMxsMxzftB2FCUOeQZpvhP3+nFM15TvrEWXnJ3V8yGmf1SqHIW8YPNUNrUoE7u8fh3K9awBeOJJrGygtO7HMJQBvspjw06GfsCtvl9vHeqttH2I9lB74auhX9uoC4Z7heDX5VfSO7O3melz/eYhFAAvHLMSOu/di8riVCLl6KhA/RHrtxrYa6/IYkdH/1bVzoew+0flE4rh+T7u9ViIiqkcEj3bOAtJWS1ViiIjOuUN/OYL3NUSZ+lGKTZiYdwOeDP4KYQ8vRVjna6CuKQ/fu2UgPr2ts+MBO2YCqcvQR7Efz6p+xgrNU+ghO2i/+1h+RYNPrxjyEsx1PppYrDJMMY2FTmPLONdCj9mq1/Gr5lUkykVAXQb0mIhUsy1bqL6U3JqWUSlLHMH7WiLjfstXaJ3xM/6r/BHD5Fshq9N308ejJstdoQTumC99ZpCezzscuOpdoO31Ls9XN3hfa3CbUCx9vD9S3xqN5578D6Kufx1oPVLK7L+lWwxUtbX7awR5afDT5EHQ9HvM9Qfq736hLBEROcsuqcbc7ZlYfTgX5tqWKERE59DGtHQpeC+Ytba+67WyysrQ3N8fq26dgLtbd4FGjCcBdA2JxNeDboCsJqK+LGs/Vpdvg4e3AR46I7x9q6BUicQn2/3p5c7B/7ruiHUkYdWqNKmgtIi5XxmsFtvNZFDAZJTDbJRjTHRnaBUqmN3MJxwpsbW+2lmUag/e1/VH5lqklLlffKqR2yraip9rQtx/kOjTGTLI4KX0wdXhtyI5aEiT5pubeXXAvS0+wgtJC/F40ld4ovc4jEhqBZVCgRY+V0MhcwRZzJDhuDkUuqCfUaF+UQre1/VAcnf760xERA0rzi3FslnrsGnxTphNTc8Kv2RYz+Am5np8fJxuZxvAT0xMhJeXF9ats7WJEUQ5/q1bt0o97pt6TFP8uzPwC4+e/v798yG/egoi35+CsFdeASxmKOqswPhj50m89udBWwOdGpUqD0xPuhpvbvgKZpkcUdcMa/D0tyeORXFxAKZt/QVmiwzGki5oF5yEqWM7YPH+bPy5OwsHTjlWL4rPlm/+dQg/3uf+F9gp2rZ6sMLofvJT9LGvrtMDqe5ightbOaoEJAQkYMaIGS4rHv9XXcO64sMBH+LrPV9L7QO6hXWTyu+rFCpg+Ju2FgYHFwJqL6DrPY5Sq0RE1LCNnwFLX7AFnISobsAdvwFax/sVEdH5Gjc3l2eLWTIs2puND2/uiHdubI+XRifCYLLAT1enqlTK38AC58WrOpkez6tm4VrD69InpgZL6IvxavsbsK3cD4f//goms1nK3q8M7YI/bu+MlQdzEXngKyRn1504tAKr3kSnu0dBIZe5BGlqx81SRS53UpYgwfgbEpTAfViMBeZeeMT4sLSg9g6RfV8rqCVw5++iCaeI0uNcaRvpi2/v6oaPVhxBWl65lMn/7FUJtpLPA54FguKBfb9J1QnQ+U4gzn3bLiIicvhlawaen79XaokitAn3waz7eiDAs+EqiEREZ+pEoS24bhX/c5pZF397ZFh97Bj0JhNe7jEE/+nSH9UmE/y1tpaowtacTDy17RfIFI7xq5h69tAZUFYikr5kuCa2TYPP3yWgHe6Puxufp/4Mg8UEg0WBUE0oXu48HmszT2JRxkFsK0h3BPMBfH1wCwaFx0sLCvRm58SxDoG2RLUqc51WqTXksKDKuhlLcsoRplJALXcO8HTwH23/3l8dhAlxz5zz+WYfdQwGR36E3QVfolifhkBtG3QKmgSt0h93dfdHlJ8vft97QAraj2mXiIHxthYFRETUsH9+24J37/sSRr2tJUlUfBjeWfQsgiIuo4rZVmvTEt3OcTKcCPzfd999eP/993H11VdLGfb//e9/IZfLMW7cuCYf0xT/7gB+dE8AHzV4dyXUqC34qfCyrRisVW0044Xf97l93BG/KFQrVVh11T14vGWz017C5OQhuKNjf2w4mo8gbw26NbP9BzBpQEupP2d9BrMFRRVGPNpNiz+3HcVRq22iMz7EC8PbhmHJvlNo6dMDSpnSpVS+u+B9YmCiFESP8YnB1O1Tse7kOgR5BOHOpDuRHJHs9pr/yfwHazPXItAjUCqtH+oZiqYaFDNIurkQI9GOt9luRETUNKVZwNL/OoL3guhNvekzW4CHiOicjptdbbUkSF9F7Lo2k0WnVqJu7B5iEvCPhx3LmutoJzsGT1ThmpB8DGx11WkvoWvyYCR07of1qQV42kOFnnEB0nNKvezTj7g+wGpBaOE23J3cGd+uc/QCjQ7wwA1dIqVxc7xfMlootYCp3jjZWOm0OVqxERuCbsTQYaOkHvYfLkuRxup+OhXG926OoYnux8MbUvOx9EAOfLRK3NQ12rmdQCP6tQqWbm61vcF2IyKiJimuNODFBfvswXvh4KlSfLoyVWpFSER0rnSOdlRmlSgtkAfoAa0FMMugKNNAWbPw00Opkm51/WfDX5CpXds4KRRWyJRmhGv9MKZF0mmvYWhYD/QN7oRthSnwUKjR0b8lFDI5WrQJw47CDMBNwdh9RTl4MKEXph5Ya98X6uGFcS27Ykl6CkI8fOGl9EC5ydHKKVBbAZlMLIiVIdfoDT9lJbRyIwLUkegTchdiPLvh95NLsKlgB7RyDYaF9UdyUFe311xWvQ2FlYsgl3kgyOsGeKiaHmgP9eiIYVGfu71vcKsW0o2IiJpGX2XAR49Mtwfvhcwj2Zjxyjw89eWEK/5lnDp1Kt5++20YjbbXp1evXlAoFPjggw9w2222+Ka4v7S0FElJSdK8VbNmzfDnn3/aS+c39ZgrO4DfagSQNEbKtHdnWmlfDDpRhC6x/i737c8qbbCUvci8v/mqV2FQqKBfcgjPXdXwqkjBV6fCVe3CXfZH+nlgZ7prSaSoTS9hRObPeFwD5OtaYlfPqdhcFohRn6yTsvSFfp0ewHHrLBTpi6Sy+H4aP5yqcO5/JOSX5WDJsSVS3/ra8vqHiw5j46mN+GLIF1K/+7re2/oefjjwg337xwM/4oerfkALPw6EiIguuBMbAKubEkbH1jKAT0TnVrPetkzvHY5x4FpzW8w395G+F73i16Tkob+7gLPI3q9wXZgq6KHCFs0keJbqgb8OAqMaXlwreGtVGNHWTVl832i3x0/dVoXv0mzBe3+dCnf1aiZVHh0zbYM9iPN8ixcxoeRjyMqzAYUG8IkAihwB/1rhFYeweF83zNhwHGuP2EqJChuOFuDz2zu7jOc/XnEEHyxLsW+LRQSzJ/SUFgAQEdGFtTOjWHqvqm9jmvu2h0REZyshLBj3JHfBdxu2Q26wAJHVkKlqJmyVVlj8q7Ei+zBGRrkG4XMry5FWUgTvAJkUsK/LYpFJi2ZzDCV4YtMf+CTZtW1TXVqFGn2C27rsj/T0dXv86j1HsWtfDlQqDbxCVBjbqR38PT0xdslsGCy2eYfeUXHw0GQiT18CpUyBeG9/VJpLbdcHOQpNXtL3h8p9kFWdCa3yG2wrcrThOlh2BHqLHgNDnFu1ZpdOx4miV+3bp8q+RULIdPhqWZ2ViOhCO7rnBMqLXKsV7vnH0QLxciCz2m5NOe5MTJgwAbfccovLfl9fx/uryLD/9ttv8fnnn6OyshJ+fq7zQE05pjHnrp7NpUiMem6aAYxfgp0Jj2O5qROKrZ7IsgbgXeNYfGYahbnb6/XErBGqMEklNN2pUmml4L3w/YbjKKt2rFQRDJknkf/lV8j77DPoj7lODtaa2K8FNErnX8FA/zy0zfzZvh1UmYqeu57G9F0LoAqdD3XgSsgUZfhnZxSeTZqJ30b/hhU3rXCf9S4GhoYCzDsyzx68ryXKGYngfF2nyk9h5sGZTvtKDaX4cs+XDf4MRER0HvnFut/v79ifXpqOp9c8jSG/DsF9S+/Dtuxt/JUQ0dkZ/Qlw30rsbvsc7jA8h3HG52CAI2Pol23ux81Q6QCF+/LEHjIDPGV628aOH4GybKf7c0qr8eWao5i6PAWHsx2tpVz0nASoRV9Phwyv9ph6NNxeDa2o0og52zIwdfkRpwzMN482w2/9lwAPbgSeOgy0H+v2KVaVRUt9k+sG72t9UyfDX3quCgM+XZXqtK/CYMaHyx0BfSIiunCi/T0a3Z9VXIUn5uxC8lsrMPaLjdLCNCKis/HMsH6YP/F23NIzyRG8r2PuMed52FoquQKeSjWqyzVOFX3F93qDyLOzTUaLMvjHypwXIOVXV+Dbg1vwwe5/sK/QeUxd1x3xneGvdv6bGKL0wrY9p6S2U3K9HJUZZsxfcwifHVqEyKBsRAcWQKMyYn1mHob7j8B33Z/G3N4vYmhoP7fPkVttwsqc7dha6Aje1/oza7nTttlShcziD532Wa16ZBZPafBnICKi8yckOhByN8HP0GaOhI2i3BJ8MOEL3Bb7AB7t/QLW/77l0i2hb23C7Qx4enoiLCzM5ebh4fp5Q61WNxqYb8oxV2YGfq3YXtiXFY7/290NcEqqt6J77lzgy4dtGY7tb4a15yTkvv8BymfOwtA2o/F3sx6IQi4UsCAfPqiwF923ESu8C8oNUraQULFhAzIenASr3jZRmf/Z54h8/334DB9me0DWTmD3z1LJz3btxuK3ScmYvv64NHnZNz4Id254zOXy35LnwCNqln1bFbABlccnYcPREoxs107aNz5pPFakr0B2RcMDuPoKqp0HgkdLjkqB/fpSi50nJ4mI6AKJ7gbEDQTSVjn2KXVAaBKw/XtUNu+L8csnILcqV7orpzIHO3N24qdrfkIr/1b8NRHRmYvqguMtw7Bum+uk4/H8Clw7bT30RjOuaR+Oif1bQLX2PWD9VMBNz0wXYrwtWoN42zLsd6QXYdw3m6XAd21G+zs3tJdK0QuHsksxd1smqk3i+SLQc8IKYOM0oPgE0KwvJmwSJZGdP4idKnFtKSWsSS3GDd062TZ6PADsnWurHFDjd3MydllbNnjp+eU1ixBqHCuogMHkOm5OOd0iBCIiOm9ahnjj6nbh+GuvozKhSiFD51h//LQlHb3iAnD39K04XmBroZJVUo3tM7bil4m93FZlJCJqTJvwEAxGC8zZsNXlvuzyMtwy42eU6Q0YmtASD/bpjpn7dmPq5g2ogBnQKFFW5AG11gSZwgKTWQGLxTnJK6uiFM29A6XvDxbl4tbls1BisI11P9m3Hi92GYLxrbtJ28cKi/Drnn0o0+sxrFU8fht2N749vBnHSgvROTgK/6w7gVI4L1JVx5xAs8hC+3a4fwn2Z0Rg3akTuDexu7SvZ+AgbC38B1nVJ+zHlRi0KDNqoJBZpY6p9ZUYbRn7tQzmLJitrmPkSgMXvhIRXQyiz/3wu/pj8fTV9n0KpQKdBiTir29WoEP/RLx+8wc4uuu4dF9eRgFeuWEK3lj0PLoN78hf2gV0ZQTwAal//Ot/HYS+zkTbw4r5GJM913FQ9l7od65H4be7bffv/hWPBf2GNkG2bCOzVY73TTfiM/N1Tj02Y+r0usx5+x178F5iMiH3nXfgPXQIZAf/AObeY+9lbN3yNTLjX8T2U52hlMsg/qfRaIE6845HVCos8LaVJ6olV5ZDHfgPwnwcvUpFn/p5o+fh53mvY1beIhT6NlA+oI6+kX2dthP8E6CUK2GyOLcOSAxgvzgioovm1p+Ard8AaasBrR9wYj3w9/PSXSu8dMgNDnI63GAxYG7KXDzfw3YMEdGZGtg6BN5aJcqqTS4tpmodyi5D5rEUvJ3xZtNP7BkMhDrKfL696JA9eC+IpPm3Fh/C6I4R2Hi0ABN+2Aaj2Ragn7kpHYPbhOB4/vVSyP76qEjI1CJI07SAeZiv1rGhCwAmrgGWvYivNp7Cr5YBOGKNPO3jByaEOG23DPGCTq1AZZ3rF9pGui9ZSkRE59/UWzqie/MArDqcCx+NEjsyivH24kMNHi8yUWduOsEAPhGdteSQ5gjSeCJf71yKODW1FCix9ZI/kleArVmZ2CB600s59nIpGdCilKG6SgmZ2gy5h/PCUJGl3yEwwr79we419uB9rSm71+CGuHZIyS3AXXPmQW+yjUtn79qD/h2ikWUpgt5sRsegCHirnatlKVQmhEUVOe+TWxEdVIQwnaPqlVbhgUdbvYp5GQuwKGuRdEyh3jYPbrbKYLLIoJQ7L6jt6Odc1l+jjIJS7g+Txfn5PNWu5f+JiOjCeOTju9GqS3Ns/HMHPDy1OLozDTNenCPdJyKLFovz+5LVasWCaUsuqQC+zGK7NeW4y9W/u4R+HSHeWnx1Z1fEBtoGGf4eSkzWLXM5Tp2zDLKagUdAbKU9eC8oZBY8o/oFrWS2fd4aJd4dHA2YjDDm5iJj8mToU1xXDxqzsmAuKgKWv2wP3gsyWNEh5WOcyC/DkdxyvLHoID7yfdrpsalqR9lSp+v0PIZij98x/8h8VJlsA8J/Mv7Bl8Zl7oP3VkAnsjZr9I7ojXvb3et0SLAuGBPbT3Te5xGMiR2c9xER0QWk8gCSHwbumCc+ZQNljqyiUtEqxg3R/qRW5fbtyJ06FYWzZ8NcxsxQImqcj1aFb+/qJgWpbdtK+Hq4jknnpVpQYvVs4t8yHQqHfoRqqwLFlQY8/NNObDnuyPipVVhhwMmiKkxZetgevK+14mAujuZVIC2vAlOWpiDAy33Z/vrEyLi82oRZm0+gXG9blGBOW4v7tobjTfM4HLGKjH/nv6deWsc65+7NAvD40FYur9HTwxOc9vnrVHiq3j4iIrpwVAo57kpuhhnjuyPAS4PMIttcyemUVjlaIu7OKMYHSw/ju3XHpFYpRESNUSuU+Kr3rUjwDbEH3gOrfIES57HzplPOrahkJjlk1QrIKxWQF6sBg2MuVy1X4LkOg6GAHOUGA55ZsQTLM1yro1aajEgrLcRH6zbag/cSHxNWFx1BSkk+TpQXYdr+DTBHOi861XgaIVe4lhT21VahRXAOVuYuQ6XJtightewIdpf8hUjPMoR5lCPRLxcJPrnSGLvUoIWnwvF5IM4zBnfE3uB0TrlMgxj/F5zG2wqZN2L8/8N/YEREF4lcLsfI8QPx2rwnEdUiFBkppyCTyaSbKK8iVyhsLcrrKC92LFY7uvs4fnj5F/z6/kIUZjsv0LrcS+hfSq6YDHyhf6tgrH5qAPLK9fDXyKB607mkjyCXi9JFVlgtMniGOZfKrDWtRxFOmFuh2fQPYZyTin0eOvjEVSHArwBeXeUoOuIJfZ2BmjI0FAovD6DIVnKirjBZEbxRiRLYJkh/OBmOx4a9AWz7FjBWIanVUMgK18Barzwo1DmYk/IDkAJ8svMTtAtqh5UZK91er8IEPNHiHtzYeyJ25e1CkEdQg6WVH+jwAJIjkrH25FoEagMxMm4kfNQ+p39hiYjo/DJUAMtesrVgqaN/ZRXeC7DCXK9uXV//rtLX3A8+RMFXX9n3F3z1NZrNngVVhGMlPxGROyKDcfkT/ZFbVi0F7zu/6rrw1WiVo9TqAV+Zc8aRk3Y34mDI1XhmRwD2/lwBlfxv6TOg3uT+A5RYLBDh54EjOeWN/mJ2nCjGS6MTMWtTOoorjVI7qoW7s2ASqfx1iK3ZW9Kl7z9YmoIbmxuQdHgalhsnu5xTCRMe7+GFe68ZgG3Hi+CnUzWYVT++d3PpdVp2IEd6ja7tGIkAz6YtKiAiovNDBLGm/H0YP250lHs+ne7NbOXzv1hz1Clbf9qqVMyZ2Mu+mI2IqCFt/cOxcMhE5FeXw1ulxdBPp4swh/NBp4sdWGRAngZDE+PQLTYSCw4exnPLVuD/tCugUihQVWWCTCMD6mW6axVKNPf2x5F85xapVi/nKlrCtpJ0vHLdCPy8cS8KyivROy4ep+RZUgU/GSzQKkxQysyQKYEtxSuwpViGBSfno4VXW6SUbYKn0tZ+pJa/pgoB6gok+vTBS+1uwaGyo9AqNGjp1cztjxjsdQM81e1RVLkYcrkOgbrRUCudK1wREdGFZTaZMfP13zBnygK398sUCljrZOIn9Wkjff3zy2X4eNLXUla+MOv1uXhvxUuI7xyHC8rayPtr3eMuU1dUAF8QK0hENj4sZiCkDZB7wOl+s18SLKZi6bdqrFK4PUeL6GawTn4BxmJxHBDT/iT8mjtWdvs2q8SJVUGoLlBLq1RCnnwCMo3oWdwWyNnndK40SxhK4Om0+tvaazJkyQ/Zzg3grm3vY8b+GQ3+THlVeQ0G74W7I6/DnQMex/Nrn8fSE0thNBuRGJSID/p/gHCvcPyZ9ie+3/898qvypbL6j3V5DJM7uk5oEhHRRbLgEWBfnZYvNaJMZrycX4hXggJhqhPD/+bPV9Dmlx3Qz/3D6XhTdjbyv/wK4a+8fCGumoj+BcS4WXwoSwjzkXrW15UQqER0VTFwmnJk5uhk3LvCF1kltiC/UQTXT3O8yGrXqhToEOXnNkO/riqjGTd1icb45Ob2fS2CPaXs/IYUVBiwc/9B6OUt3N5/W5IOk8cMxv/9vhdzt59EtcmMhFBvfHZ7Z8QFewEHFgDrPgBKTgJxA5A09BUkDXG/MJaIiC68VxcewKzNtkVbTfHWksPYd6oUf+/PcXm/mLo8BZ/e1vk8XCUR/RsFaW0LflqGB+KkwVb9Tm4UpXtlCFN7IV9RBYPZ7BxQsI+LZejoH4Gfdu9DanEB4GmCWQ6YYYJMTBsba46v87n/4ba94avxQPvwMKxMTXPcISVMWqFQWGC1ymCxyGG0WNA/MQ63dHWUPv47W4cZx3+Cl9IAuaxOdMNqSyOrNFdgV9EWeKkclUrq6hcSg0cT7sC8jJ+xoWApTNZqBKkjcE/zhxGpi8WBkt1Ykj0f+foctPBqjWsjb0Wk3yPn5LUmIqL/3fcv/4o5UxZK30uZ9/WIfVaZXHrvEd//8t4CZKZkYcey3fbgvVBRUonp//0Jby4S1VboXLpiSui7+GOyS/AevtFQ3PEDIqdOhaZ1a5RmBcNiqVcuNDAe5Xk+MNcE71VeJvg2cy7LJlcCQW3KIffxRvO5v8J39GjbHcPfBJQe9uP0UOFV051Ooy/R27P+fyxPdn0SY1qOOesftW2b/nhi9RNYmLYQerMeFliwL38fblt0G5YeX4rn1j6HQ4WHpAD+/NT5eGiFbfEAERFdAqqKgP3zG7w73GRyCt4LqeHAhu3zRcMil+Or9+8/H1dJRP9iryw84BK8D/JS48PbewG3/AREdALUXrY2H3X5RmOr1yBklTj363RHq5Tjt0nJGNfLlrXz/NVtpHZVdVtP1dc7zh9edY4RHhoUjwl9HQF9d3Lhh+aybLf3tW3dGs/N24MfN6VLCwTEZ9JD2WW4dtp6GFNWAr/cCWTtBCpygb2/AD9ca1sYTEREF53BZMHc7Zln/LiFu09Jj61v38mSc3RlRHSl+HDjBqzOOg6rCtLN7AH4eGnw6fWjMGPU9egSFgEvlRoamQIykxjj2j7MB+p0SIoIRWpRIaCyQMRLnIhhdrkCqFJArldg9uDbMKltsnTXU/16w9/DMd+stFrg7V0NT08DvLz00On0SPIPRbjOucLq8LBBuD1mlHPwXgrYOMbeMpkVZqv78EHngHb4LXMu1uT9AZNVzI1bkW84iQ9SXkRK2QF8eXQKjlUcQZmpFLuKt+DjI6/DaGF7EiKiS8Wi71ad9n4p+74meF9rwx/bUFXuWrk8ZdtRXGgyq7XJt8vVlZOBb9Lbyg/vmgWYDYDJzURiVDcgqCV8hovbMNu+vMPAuqlAwREgugfQ+zHINu+xP0TtaZIGNvWJwH7AuDuhTUx07IzrDzyyUwrErDyUgRcOt8EpBNrvlmsz0b2tKElkK31cl1apPasfO8E/Qep3/9Sap1zuEwH7b/Z+47J/b/5eKcDfNqjtWT0nERGdQxumAdYGgkMyOfY17wFUu7ZoOdTKii5HXd+gNAnMFCWiRphNwKrXgW3TkWPQ4sfKKS7rftuE+yAxQkwCDgNa1YybC9OAdR8CuQeB8I5An8eBgqaNYW/tEYPOMbYyxkLHaD+senoA/tydhQ0pp7D0sCgN6vibFi/LxDux4gOibeKyLpHBfzrFVi+Mkq/H97JhSLM6Woq0ClRhVIcI/PcP54pZQlm1CYWrv0Zo/YUE+SnAsTVAi0FN+jmJiOj8mbnpOPRuAvG12kb6YN9J11aKqHmHqT+11zqM7QSJ6PREBuIn2zbh+707UaLXw2oW2etWe2BefIkO9UOnKNuYc+6NotYqkFVWhq+2bMG+3Fy0CgrCA926odxUE9x205teIobj1QqMaZ2EXmGx9t2tgoOw/P678efBw9hQmIp1Vbuc5qqVSgu6hge5PaVGcfrQgNkqg96sgFYuh1Lu+PvqrQxA14BBeG7P4y7z4iarAX9m/SIlkNVVZCjAvpKd6OTf47TPSURE59+yWetQVlot3iRsPeLrVogR1WQ6NkPK1lTI5HX+yEury6yQK+SwmJyPb97e8b50wVib2N+eAfzLwNL/A7Z8efpjClJd9wUnAGM+d9rl2bcvlCEhMOXmoqpQDYtJBrnS+R+KxS8JQQ9MdD2fTziyE+/BfQuWw1K37pEYn3mkY2fhXgA3uTysW2g3/HToJzSVTqnDyOYj8XS3p1Ftroa5geBPhdF9z9Jyo6NXU6mhFL8c/gUHCw6idUBrjE0YC1+N+16gRER0Du2aDax9z/19bUYDoz5CXMFuYKVrGbrmMeXwaemN0jpvbQp/fwTdfz9/RUR0emvesQXiAWRYWsHspmjX8QI3Y8iAOGD0J067untb0TzIE8fy3Y85hWh/D/xnRGuX/UFeGozpFIW3F4nKIc7X0FZ2DFEndwFw/fvXKy4Qn6x0M66vUQxvPGu6H1OV0/CPtT0OKhPRNjEJt48eCJVC5jYLU6Iva3R/hd6En7akY2dGMVoGe+HOXrEI9NI0eC1ERHRuLN2fjVf/POj2vr7xQfjw5o5IyyvH2C83uT1GrZQ7Bf+9tUo8OiSevx4iOq1vd2/HB1s2OHaIqV4FIKszDXu82LmSlRDh7Y2XBw922d82KBT7SrNEGr3rk5lkCNZ54qV+A13u8tVqcUP7RHy46C/X7H2RrFXivrVIG+9EeMoNUMpNMFkVqDSrpeUH4iY6XxmtSpitVpQYAQ+FER5KJdp4d8RN0RPgofCE3mKA2s3zVZtFgpq7/Y4qthZrNUorZqNKvxkqZXP4ed0NpSLM7eOIiOjc2f3PQUyZ+LVjh1iJpVBIQfzW3VvipV8eR0leKe7v+HTN/XLIxP01lCoFDOWOOR6tToO7X72Fv6Lz4MrIwBcrLHbObPy4mF5NOp1crUbslGdRPON16A9lIXVvKFp0zIGipuSQNaAl0PVF5H38MRR+flIJfWVwsP3xezKLYbG6ZkWaq6IR6OH6KynRl2Dqjqku+9sGtkVuZS5yq3Lt+4bFDsMrya/AS5QxraFT6RCqC0VOpXNPN5VchVEtRmHarmlO+wO0AegcYuvzVmmsxJ2L7sTRElsJjKUnlkql+H+++mfpvEREdB419N4V1d0WJPPww95DYuGXMy+zBTeWlcO3axm8r56EygIv6X3I7/oxTu9HRERu7fjB/m1rWTo8UYUKOMpyCt1iA5r04snlMrx6bRL+7/d9OF7gOpEX6eeBF0cl4uMVR+CpUWJMp0hE+Dme62B2KarNruPmndZ4wPOky34RQH/1z3ptsgAkhXujuMqEk8W2ScOllm4wtLwK396SAIWHr+0Da40WwZ44mue84EAsOvfrcj2wtF7gR4y542yTqEazBbd+vQl7Mh0ll0Up54UP90GAp7qxl4qIiP4Hv2xzXzq/Tbi3FLwXi8J+29FweX0RvL+xcyS8tCrpb/aNXaKc3o+IiNz5+YDr53Gx7lRk4tdm4XeNjGzyi/dqr0H4z5q/kWrKkRYCOP5IyRGk8cLrAwbjq11boZIrcF2rNojx8bMfcrysAOUmI7Ruhp2BdeaJa5ktRvx96lP4qmqD6kbo5Aao5K1RYbYis9pWAcsMGaI92+Kx+InwUnpDXmeFQKS2BfIM9cfeMvQNGoZfMqc77VXKlEjy7WivXJCVfweq9I7FD6UVPyE6ZDFUSkeFLCIiOveWzlzrulMmQ0R8OF6Y9QgCwvyw6c/tUlxVhFZlCueVWiajGQNu64eAYG/ofDww7K4BCI8LvfC/KqtYDdbE4y5TV04A32K0b2ZagxCEEmhljn0IaAH0fdLlodUHD6Jw1iyYC4vg1b8//G68AbLVb0C99n2EhAAIAfJ82+KH5lMxWJeGmOhYFKzJQN49D9vPkf/V14j98QdoW9nKFrcIcR00CUpNAW5tfavL/l9TfkV6metKyQc7PojuYd3x9/G/cbz0ODqFdELfyL5OPSlqvdzrZTy88mGYrCbbc8mUeKvPWxgUMwgnSk9g0bFFsFgtCPcMx1t934JaYRvtif21wftax0qO4c+0P6VMfCIiOo8a6qs86AUpeC/MOTzH5e5quQyqmsGJdfts+D29DFqWzieiJv/tcYyRS6HD08o5eNV0Jyw1WfARvlo8PtS1HceRnDLM2HAc2SXVUrbjbT1i8d36Y3hnySF7xbIwHy0GtQmGl0YllcnPKanChB+228/x2apUzLyvBzrVlNMX2fsKuQxmkQJUR0tZFtDzQZdr+G3nSalnfX3392+Bq9qGY/G+UzicXYb2UX4Ymhgqnbu+d29sj9u+3gS9yfaccpkMb1zXFppuI4CCg8DOHwGLCfAKA66dBmhtJZaX7s9xCt4LYsHAz1vTMWlAy8ZedSIi+h9YGiiN+cigeCl4L/y48cRpz/H7riz8+kAv+3sQEVFjTKI/cA25wgyrVQarxRHoCNLp8J8+fV0ed6KkGNP3bkdGWQl6hEdjXFJH/LHrAF5dtEr6e6aSqREQqsXAdnHwVGjQ3j8cVWYTHli6wP73btqOzZg+8nokR9nK8kfo/KCRq2C2mKGQO/9NvL25a9upg6UbcLIqxWmfSm7BVeH90DlgOLYX7cKxihOI0UWjm38nKOWuYYS7m92JT1P/D1ZUwGhRShn714Tfhj7Bg5FvyME/eUuluWgvpQ9ujh4PH5VtHqNS/49T8F4wW/JQUjEdQb4v8B8eEdF5ZDG7j3rf/NQohETbWn4v+GxJTeRb5jbeuHb+Vry18Bl0GnTx2nDLmtjfvinHXKqujAC+XA4kXY+9uzbjCeODOGKNghpGTPbbjIf7x0DuHQq0vlpE0J0eVrljJ9LvugtWo20Ss3zlShh3LkeI1jlYElyyD+MDD0gLAExFRcj/bIDT/ZaSEuR/Og1RH38kbbcI9sLYrlFOK8SVSiPev26YVKK+vtRi9yVAjxYfRb+ofri25bWn/fG3Zm/FE2uesAfvReb9x4M+Rp/IPtK2CNg/0eUJFFYXoqVfSyjkjiWeIrjvjgjiExHRedbhZiCjXranTxQQa/v7bV33ESr1JU6Zo4JJJoNeJoPOaoW+wIyS96cg5quv+OsioqZpeyNSNy3Eo8bJ2G9tDiVMGO55FF0GjEawtwbDk8Jc+swfPFWKGz7fgEqDbeHRikO5WH4wBxvTCp3ajWWXVsNHq8azV7VGpcGEHm+scDpPhcGMKUsPY9Z9PaXtUB8t7k5uhm/XOcaeHjIjHr62DxCb7HYRgTspOWW4tmOkdDud3RnFuHv6VnvwXiGTYeotHTCqQ83jRk0FBr4AlJ0CQhKBOn1Dj+U7WlDVdaxeNj8REZ17ooLLykOO6oSCv06FAQki8wL4cdMJZBY5Sje7Y7JY8dqfB/DbpN78FRFRk4yOb41pu9bDN6wMaq1JGvcqDV64J3o4/DU6DG/ZEp5q55T44yVFGD1vJkoNeml7xYk0/H3sCFL359uD83KrHMXZBqgjVfjvqEHSQoFeP37ptFhJbzbhrU1rsPDGcdK2j1qLCa1645ODq6FUWKCQetbL8XDrwegXmuBy7bn6DLc/U54+HQqZAt0Duki3huRVp+PXjOfhraxdwGrAiLDJ6BI4QtoaE3U7hoaNRrGhAKHaSGk+upbRlOb2nAaj+/1ERHTuDL61N1bO2ei0z8NLi+RrbH/zl81ahxMpOZBrtLBa3Qf7rWYLPnvyB3y9813+as6jKyOALwYGw9/GhJ3LkW21lX03QIUPi/tAZ2yDCW3j3D4m+7XX7MH7Wua9fwPd3BycbguwGI4ehdVgQLYuAFlRQRgUvRvBPsUw6ucCaWOA0LZASQbeHt0afeODsSYlDyHeGtzWIwZR/u5L0rcLaoe/0v5y2d82yLG6RW/WY8mxJVK2vDh+UPQgeyD+7S1vo8rk+KBqtBjx3tb37AF8IVgXLN3q6xjSERBtR+s5XHQYBrPBnqlPRETnQZfxQMlJYPOXKNObsNL3esi73o3BZkB36HfIlr+IQcGBWOrl6fywqmr4WywwVihQfFQHa6boE01E1DTWwS/h/i2dkWb1lrZNUGJxRTxaVhlxX1/34+aX/thvD97XWpcqym662nq8UPqaXlgp/W2rb1NaIZYfyEHXZv7IKKzCk8NaoXvzAGmfKGt8S/cYKTPfnQ5RIqvnRAP7YS91v2jvKRzIKkVihA9GtguHqqYk3BuLDqKs2nFNoufnm4sOYWS7CEe2vlew7VZPlwbaChzOKZNK+4sWAUREdH6M6hCBjKJKfLkmDSVVRqlFy9hu0TBaLNh+pEhq5dIUOzOK+SsioiZ7qGtPLC75B2U1SVNibb1ZU44ibRbubTPa7WPe3LYc1boSqD2tsOiVMFUqsT0nCyq5HIqasvu1tqfbWkblVpYjr7JCpBFCrjbDapHBapRjb24OFu87jD7xzXC8sAh3xfVEO/8ILD15CJ4qNW5q1gnxPraFTPVFesTXfFe7KEBWb7+obmLG/tKtyKw8ghBNNNr7JUMlt80Fr8r9HpXmutWnrFiT9z3a+w+ESm5LkhMl98WtPg+1u8l1YEuJHkP9KuCpdD/WJyKi/13XIe0w6b07MOudP1CSX4agyEAMua23aHWPQ1uP4v0JX0mtTgSZTC5975SFL91nRfrBk6goqYSn70VqtW2tvZYmHHeZumJmkbZmm5FtdP2HNH/nSSkT6GBGLtoHWnH7kB6IDtCh4Lvp0B886HK8odQ528jON1r6om7RAnPaDMX8VslYqX0KgTJbFpBSUw78OKamEZIJcg9/jLr6fYy66YZGr31I7BBM2zkNZUZHRtHA6IHoFtbN3qd+/N/jcaDA0XNIBOenDZ4mBfZTipzLIQlpJWkoNZTCR20r+dkQ8TxDY4di2YllLln9n+z8RLqGzLJM6Wu8v2OAR0RE54AYHA3+P2xvfj/G/7ATpblmYFEeAtaswu9+30AUynsrrwDNjUZ86W8LTrWuMuDlE8UwywGzEfAM18Pg15y/DiJqsv35JqRVu060/bErC0azFVuPFyDSV4dHhrREyxBvzNmaji01QfmmaOZny76JCdBBo5RLfYfrEuXyJ/y4TQqYm8xWeGuUeOHqNnjvpg6NnntwmxAEeqpRUGGw7+sZF4DBbWz92AwmC+74ZrPT9c7alC6V7Vcr5diZXuRyzlMl1cgqrpI+I5xOrxaBUs9k0fe+LlFW//W/Dkgl/NPyytG1WQDaRvo2+rMQEdGZEe1K+rQMwl3fbZFamHy4LAXfrE1DTEDTe9k3tECMiMidfH0JyqylLvuXn9oNpdkHG3NPIFjthUmJvZEYEIa/Tx7A2tIDUNQUgVWoDZApLTCWagCFrVRxLbEV4Wubtw328ISPtwJV2nJ7AT6LUQZzvgaPzl8EpU4Bg9kMnUqFx/sm442uoxr9hcV5doSvKgBlxnzpnCJAE6qNR5JvP9v5rRZ8f/xtHC7baX/MhoJFmNjiVajlWpysPORyzipzGQr0JxHm4X7Rby2Nui38vCaguPxr+75Mgx8WFCiRaZmJW6M6ocxwBL6aJPhrOzb6sxAR0Zm59sGh6DQoCc9d9wEKsosxZ+pi/P7VCjRPCLcH72vZg/ei0rlIfpBallsQEOIND2/txXvprdYmBvAv3wj+FRPA1yjdB96P5pVjVO6X+E65BNocI44diEDRzV+i4Ntv3R5fVeYLa0wiZOlrne/YNh2oKkRGrzfxfcIwjFWstgfv7aRyEzUTlFVFwG8TgZhkwCf8tNf+8Y6PnYL3QokomVzj99TfnYL3wrqT66Rb38i+iPCMQFZFltP9IboQeKm80Jj00nSUG92XA511cBZm7J9h376//f14uNPDjZ6TiIjOzPN/HEZptSOz9frq+YgpsL0PibXvDxWX4s6SMoh3OlE2X1Y7GeBnRmSvYpQGhSHjoYdgzi+AZ7++CBw/HnKPpk9kEtGVRaty9O2sS/S2/2LNUen77SjGwj1ZeH9sB3yxxn2pS6Vchn7xQVh5OM++zwtVeODQ3cDsdqgYNEXKhm/o85UI3gsiS//5+XvRrXmA1IrqdKYuP+IUvBeKK4327Pm/9ma5LDYQ2yIj/7pOkdL5D2U7j7t9PVRS64DGZBZVorTKuXpXLdE666ctjjKloi3Ay6OTGj0nERGdGVECv6jS8bdYVFXZn+W+vYo78SFemDxrB7JKqpDcIhAP9G8Bb62j7DMRUV0quVJ0B4a1XnpfmdGATw+ss2//nXkQL7UciQXl211eQIXWBFO5Cle1TMTSvUdsZxJDVznwz7HjuGfWPDw/oj/MuiqRgG8nV4nP/iZYNEopeC9UGo14Y+UadImMQPvwsNP+sjYUzEW5yRa8l55SBhgspVL5fOFw2Q6n4L1wsioN2wtXoVfQVQjSRCO9sm4GPqCUaeCndp/xX1e1KR9H9VacrAqDVm5EWnUwtpbbEg+05pnYnP2J/dhIr9FoH/SG2x7MRER09r59aa4UvK+lrzTg4I7j7g9WKCCrqVwovWHI5WjWLhbv3DUNp9Jy0LZ3Am75z3XwCXRNBqGz53527l+oc4wfWoe5/uN5Aj/iQdVCaGW2D3jNkQXd3FtgKXFMNNYV8tSTkI2bC1z1HuBdN/BuAfbPBxY9BStk0uRkoyxGIGVJo4ctPb7UZd+O3B3Ir8qXvj9U6LriURBBfTG4eajTQ9Jgspb4/qGOD0EuamKcRoWxQsrs35jl3A+jbin+ur7e8zWOlzTwHzgREZ2VogqDVH65lhwWPKhc4HKcj9UKTxG8d3MOxYGfUL58Bap27UL+x58g85FH+dsgogaJrPpuzfxd9hvqBdvF/OHTc/cgu8T9uPfBAS3w5Z1d8eaYdhgZcAr3KBbhT/XziJdlAimLYZk/CZYmLoQWxy07kNPocSIQX58IyIvMd2H/SdcMKWHfSdvk45PDEhyl8ms8OjgeWlUDVbhqiMz+W7/ehKUNXKOoKlDXjA3HsZtlmomIzinxt3brcddKKmdi6f4c/LX3FHamF2PaqqNSNn/9LCQiolrBWh8kB7v2ly+tdh5PWuXAa1uX4lSF61hUxEFub9seU8dcjbevG47mQX72GXvx12d9WjoeWbQARqvZ9bE694thlx5JbfSXdKjUscCgVrExB1lVR6Tvs6qOuX3cyZr9fUNug0LmnBvYK+gGaBWnX3Ar+imvOTUJGeV/Sa9LFVQI1ZQgSFWGGE0BIjTOf8dPli9AfrX7uWkiIjp7e9YfdtnX4GKpevMkws41B7Hq5/U4tCUVcz/8C08PeQ1mk+t71XljOYPbZeqKCeCLf3jTx3fDyHZhUlZRlL8HBrYKxJ0K1+C4xlyBwH6xrvsTEhBwxx2ASgt0ugMoz3U5plnWIiTL9mKtJQkmMQppjNan8UOU7stQTFw2Ed/u/bbB0vWtA1pLX0e1GIUfR/6ImxNuxthWY/H9Vd9jTLwo59/4woHaRQJNIVabioUFRER07nhplfDTObJ+PKB3rfDSCIXSeaRSsXYtqg+7DtKIiGp9cUcXXNcxAjq1AuG+WgxuHdJgsCTOTVZ8tL8HnhjaSuotf1uPGHxm+C9eVM1ENdS43/A4eld/hP/L6AwPVDb5RffWNl48zEPtPtA+8cftmLo8RcqsdCcxwjYmH5oYij8m95Yy5G/tHo3Z9/XAPX0ab0Oy8lAuMgqbsIC3ji3Hmt52gIiIGicWYEX4/m9lPOuH6nekF/PvNRGd1ivtbsaoyK7QKTQIVHsjObAtqvSulTvMHhaEw9b6rq4AtSde7jkMcrkM13VMRLnRVk3KKrPCrLbCpLUiJb+BcaPRfaDFW9N49SiRLe/OlMM/4MfjCxCojnR7f7hHM+lrM8/2uDfuI3QPvBYd/Ibi5piX0C/ktkafN696OyoMqWivLsMwjwLp1l5ThpbaXASr3C+2LarmfDMR0bkWGhPksk9auOpm8aq7wH79w47tS8eWxc6VW84nmUhka+LtcnXFlNAXwn098NntXezbe/bugke6+zKXfmNvQcnh2TCePCltK0NCEPHO244DxD9YkcFeb/WjKJo0W/MWqq1KrLO0RXv5UQTIKmBRaCG3GGrK6NfwiQISrm70um9qdRO+3uvoCVRL9LYXNz9zb4R7xeFUlaN8ac/wnlL5/FodgjtItzNRZnAfIBKllBIDE7E3f6/LfbE+rgsfiIjo7Ing1+QBLfHGooPSdgU8sNsShw5y9yWr3VFozVB5mmCscLztm3JygATXTAEiIiHQS4Opt3SyvxhbjxdixSHXxavCNe0jUG0042hehbQd4KmWHuv0AU+uQK7VD2MNL6IUtv7CJy3BDZbeFx8aayro267HUy09T2Nu6x6Dtxa7Vqc6klsuldf316kQG6jDiYJKp0pdV7d3VNYS/enPtEd9abWxwUXqnWP8se2Ea0Yo+ywTEZ17jw6Jx3/muc5V/C+yS6vP6fmI6N/FS6XFC21vkG5CRnkR/jg6zV6avpZVr0APTUuYPEw4WJIt7fNRafFet+uhFH2Fa4iKqSJJyizWI9Wcw2qRw1qhgMyzzjy0BVDmqWGVy2G0WJyC99cltmn0ujv7j8CiU5867SszaVBoOIUthT9jf4kWwdpI5Oltc+NCmDYWXf0H2reDtbEYGjah6S+WWHNgLkOSuhxRSr19X7RSjz6eeUixDgWsy10e46mMOaPnICKixt3+zCi8Of5L52pTJpNtSWvtrpo3M6vFCln9LPw67z218k9ewEQFq/vFBm6Pu0xdUQH8+tonxMMo00BldQwYBKtcCVWf29Hi7ztRuWEVoK+Arv9IyNSi03ANlQfQ9npgzxy359bKTBig2IO/wiejff8xiG7WCji5A1jzLlCYBsQmA4NftGXzN2Jyx8lQypWYd2SelBFvqbsIQKxClG9Cxu5ncNvAcvj6FKFtUFsMazYMCvnpS302pjaDvz5fjS/e6fcObv3rVpToS5wWDXQJdSyQICKic2NCvzjEBOrw+86TkMtkMMR9AKybAFTUtHvR+AB69yvVBZXOgriRuSg44I3CI56wKr3g0bkzfz1E1GSdov2gVshdyuhLJT97RGNivzisSclDYaUBV7cLdy053/E2zNtwyh68dycx3BsPD45Hr7hApOaW48PlKTiSU46O0X54eniC1Iu+Mff3i5M+Z/648YRU2r/uIgBB9EUWt2s7RkgLDRLDfTCqQwQ0SsX//Pq4I8772e2dcc0n65Bb5vjM0SnGDwMbqGpARERn7+ZuMQj10eLX7Zkwm63oGReIL/85ilMltiC8qCxTaWh6aU+VQobkFq7ZSUREDYn28od3pSfKdBX2IL61Sg5ZqRK3demEJ/z6YUNuGrIryzAiqg08Vc6Z8Nd3SMKnmzbZg/e1LHkaKMpMkOnMiPMLxEMd+iJ5ZHOcLCvFh+s24GBOHhJDQ/B432SEep++jL3QKWAETFYjthYuQKE+DwUGjRTAD9XaErosMCKnuhTtfXvBVx2AEE0UOvn3g1reeHb/6QR7dIBPqfNcvBCnrkLr4P9i/alDqDJl2vd7q+IR5jn8f3pOIiJy1ffarnhnoTcWz/gH1ZV6dOiTgN8/WSz1tBcRfLVWBYO+ZtxsMsGqVNqD+FYRvBfzQwolYDFLQXKRxNFlaHu+1OeQzHqBm3mVlpbC19cXJSUl8PFpvHz8ebfmXZj+fhNyhVhBUrOgZPibQPf7pX722DUbMBuA8I7AmC+BkDpB7X3zgbl3n/78Ud2B+5ads8vtPqs7qkyu5TnLU59BQmAsljzW75w9V3ppOq6e71ohINwzHEtvXIqT5Sfx08GfpK/dwrrhhlY3QKP43wZxRETURMYqIFWsTJcBLQcDS54Ftn/vpvCnM32ZCvqBX8PnmsZbqVy27+1E/yKX0n9fM9Yfw8sLDzjte2RQSzw2pJVUJWTmphPQmyxICPXGlJs6oF2UI4t9U0oWps34AWst7Ro8f8sQLyx/ov85u96eb65oMGsy0s8D658ddM6eq6Bcjy6vu2YLeWuU2PvKcOSUVuP7DceRlleBrs38pbYCOvUVvZaaiOiCMZgs+CclD0azBf0TgvHhshR8t/641AamMS+NaoPxveP+le/rRP82l9J/X7/tP4Cnly4CRMa8Xg7oFbizXUe8NHwQ3t+6Dt/u3YZKkxFxvv54u98IdA+Psj9256lTGPvzz7DUnbKv+VZeDagqZQj29sSaZ+8/Z9f78I43kF6ZhZZeeVDInP82eig88VLSt5DL/rcFr7Ws1mpUZCdChvqLqVTQhe2HwVKBE6WzUWZIha8mCbE+t0Al9z4nz01ERKcnethvX74XVeXV6Dq0PeZP+xs/vf0HTMaav9kiflp/CF2TcHzHC2Mw7v9uPO/v66U1+wcnPgVlE+KRJrMeKw5MuSTGB2fqip81ytloReEfkdJqEZlKjtCJt8O/12Rbpvz2GY5X6tQu4OfbgIe328tGYO2Uxl/hglSg4CgQ2KLxQ6sKsDJjJZQyJYbEDoG32nVw0i+qH/4+/rfTPrM+BFZjAE6WlGHWwVnSMdHe0WiqalM1pmybggVHF0jbo1uMxpNdn0SMTwzaB7XHnvw9TsdfE3eN9DXSKxJPdXuqyc9DRETnkKgE02aUY3vUR0CfJ4DCo8BPtwFuFnsJGm8jNOENZ+sTETWkuMoolbc3WaxSafixXaPxxLAEKbD/7bpj9uMO55Th3u+3Yt1/BkGttJUD/WDVCWw5TfBeENmRh7PLkBDW+ARdcaUBf+/PliqhDU8Kg79nnUpZNUSG+09b0t0+Pq+0Etj0hW0BVFB803/pJgOw4hVgxw+2Rb5tbwRGvIVALx/0axUsBYjquq6TrXeoyAZ9ZoT76lZERHR+ifeiIYmh9u0Xrk7EPX2aS9VeJs/agdJqUSrUPWP9Ui5ERE1QpCiDKtIMo8UMGSwYGR6Pl/oPwm8p+/HJzo3249JKinDf379h4+0PwFNlG89+sWWLc/C+HpMWKLJUY09WNtpHhDV6LXpzJQ6VboDZakQrn57wUvq7HNPVPwkZlSddgveiVayX7BSOl8xAsK4vvNWtmvz7t1jN2JA3E7uKF8JoqUa8d28MCp0EndIXSu1ImKsXOh2v0F4NmUwjJYe18n+oyc9DRETnjkKpQPcRHe3bdzw/BiPvGYhj+zPw3n1foijbUZG7PrPJtaT+eWX995fQdzTYuQKVLluGwhkzbKUexO/RaEH2tJnQp6UB++a5PkAERbJ2OLbzDjf+JFWFwA/XAibX0kB1bTi5ASPmjcCrG1/FixtelL7fX7Df5bhnuj3jVNreYvRFddbNtqdSb8PbW97GNfOvwbwUN9ffgLe2vIU5h+dImf3iJr6/aeFNWJW+Cu8PeB/JEcmQQQatQoubE27Ggx0ebPK5iYjoAvKPBVoMAsJOHySTWrkQEZ2BDUfzpR7yIngviC8/b83AroxiLNid5XK8KBe/5Zij99nR3PJGn6NCb8JtX29CWQP95GttO16Ivu+sknocP/vbXvR5ZyU2pxW4HPfM8AR0iXWdoBQGYiuw5D/Ap92ADc69P09LBO83fmprW2KqBnbNxJ7P7sBfe07h/ZvaY0ibEGlxg2g3cFOXKDw/svH+o0REdOGF+3qgb3wwOjfwPlHreEHlBbsmIvp32F+UjTd3rZCC94LoZ//XqQNYeyoNC44edDm+1KDHmgzHYtjUAtdxrZTxaBKldGXS99UWM+6eNQ/55RWnvZbsqjRMO3If/syaisWnpmFayr1ILdvqctxN0SPQ3q8NKk2OllVKmNHd8yg66tJxtGgKNp28FkeLPmny67C5YA42FcxGtbkMsFYjt+JPLMm4DRllf0Ht8xoUWpEgJrL6lVBoR0Pj+1qTz01ERBdOQJgfugxuh04D2572uCyp9D6dS1d0AL985SrXnVYryletBhSuWTySuiUZorq5OaBegyKhJAM4UlNGv+g4sPZ94J8p9gCK6GLw2qbXUG12lPgsNZTi3S3vupwqRBeCX0f9iv/r9AVUuZNRkfoMLNWRkGszoAlZLB1jsVrw7tZ3UW5ofKLUaDZi4VHnFY/CidITeGTVI1JG/5dDv8SGWzdg3a3r8N+e/4VK0Xj/USIiuoiu/wpQNdxnGrG9L+TVENG/wPIDuQ3sz7Fn2ddXd7/o+d6EUTMKKgxYsi9b+v5USRW+WHMUH684ImVJ1nppwX6U6R3ZkhUGs7SvPpGVP+/BZHx0S0cEeDrGr61l6XhJ9UPNltUWlC93//PVZ97xo8u+pJJ/8Pzsf/DBshR8c1c37H15OPa8PAzv3dQBHupzU2qUiIjOj/du7AAfbcPFKXs0D+BLT0RnZMXJI+73Zx2BWuF+bFh3f8fwcLfjZnm9Na7legP+3G9LLsurqMC327bj4w0bcSjPURFqefbXqDI7KvCZrAYsOfU5rDXljmvplFq82vZh3Bv3lD1DP1aTDx+FczuqtOLPUWl0X+Gqvv3FCxCoKEO4shDN1AUIVFZAYT2JHXkvYHv+m9D6T4MudB90Yfug9f8EMvnlVdaYiOhKM/mDcfAL8Wkwu71dnwtcddByBrfL1BUdwFf4+TW8v/OdrndEdgHC6qwyGf46oHH09oRcBYQ7yks4MVbagvgiy2fFq8DK14BpPYCUv5FXlYfM8kyXh+zM3dngtY9t3xsbH5+AWfclo3nir/BsPg1ypWPVZaWpEoeLGq8QILL8jZaGs5xmHpiJ/Kp8eKm92N+eiOhyEdAceGwPMOj/AL9Y5/va3QTED71YV0ZElyl/nfsFnH46FW7tHuOyv0WwJ7rWyWoU5eMD65S5F1nqnd0E9YUqo1nK3h80ZQ3eXnxICowPn/qPlOlfZTBjf5ZrG5BD2WUobSBz/9qOkdjy/BDMntAD88JnYrH6WUTIHNUBpFL4J7ef/gUQVQTyyqGvdp7EFESpUZGhJCoSHMuvgKdGCa2KgXsiostBsLcGa58ZhOeuSkDzIJ3TfaKqytXtXANpRESn46f2aHD/ra07uOyP8PRGv6jm9u3HkpMR5uXlFLzvHhYlVUetr8poxL6cHAydPgNvrlmDjzZuxDU//Iif9tjaoWZUuWb8lxhzUWrMd3uNnfw747+Jn+OBFq8gycvd3z8riqsbnq+uVWnKhh9S4auogk5uhLxeaf6simUo1h+ATK6DTOb+9SIiokuLl58npu+bgkkfjENsYhQgLQaz/X3v0D8Rw+/qf0GvR2a1Nvl2uWp4mfEVwG/sTSj66SdY60zEKUNC4DNiOODpCRgqgM1fAJWFQMJVwFXvugb0H9kJHJhvK5EvehGf2ADMn+h8nMiCFMGSb4baJghrie+XPAe/SRvho/aRsu7rEj3oT8d69Cg65OUhIUSF/HrVKRQyBaK8ohp9DWYfmn3a+01Wk5SNH+QR1Oi5iIjoEuIZBPR7ynYT7005+4HwDkB094t9ZUR0GbqxaxS+WpuGsjp9gkVQf0ynSAR6aVBSZcSXa9KQV6aXesG/PDoRchGlr9Eq1BsrnxqARXtPobzahKGJoVJW/X0/bHN6HlF6flhiGCbO3C4F8muZLVa8/ucBXJUUijAfLbJLq10CMJ5q5WlLIIs+xt3CNJAVuTkgoEWjr8H09ceQZE7GrUrnKl7/mNuhAL7S51bRKqB50GkqoBAR0SXHV6fCxP4tpdvO9CLsPVkivW/1jAu82JdGRJeh0bFJ+GT/OhTqHS04vJRq3BTXAZGevniv/1X4dOdGZJWXoldEDF5KHuyUgR/t64uld9+NxSkpKKyqwsC4OBRXVOH2tF+dnkcuk2FY63i8tnoVyvSO1q0iTPHOP2txbZs2CFCHI1+f4fQ4jdxT6kPfkPTyEmSUa+CrikeV0bYQoC5PVbNGX4O0kl8hl5kbrLollBnS4KdJbPRcRER06dB5e+DaB4dJt6O7j2P/xhRExUeg06AkyGQN/cWns3VFB/A1zZsj9vsZyP/sc6nvvUfHjgiaPAlyEbwX+jxmu52OZyDQ7T7Htl8MkHvQFvgXfTF9ooDRH9my8wvclFAqPAq1SY/729+PKdum2HeLVZWTO052+5SWqipkPvIoKtaulbavaqnD1puUMIhmSDXGJoxFqGdoo69BVrlrz9K6PJQeiPePb/Q8RER0CYtNtt2IiP6HXsFz7u+FqctTpGz3tpE+eGRQvBS8F+7s1Uy6nY6vh3O2frMgTzw5tBU+X3MUlQazFIR/7dokhPlqse9kicvjc8v0yC034ImhrfDMPOfJxMeHtIKizoKBWgaTBY/+vBOLa8ryd1T1xK/qv6Ey1+lp3P4WILhVo69BZlEVfjONg6esGiPlm6GUWaTg/ZPGB6X7lXIZ2kU1PBlKRESXvk4x/tKNiOhs+Wk88PPgOzB171rsKzyFVn7BeCixtxS8F25KaCvdTsdTrcaNbescEwg8P7Q/Pv5no1Q631/ngWeH9EOLoAApA78+EdBPLy5Gv+DbMT/zXVjr1A/uHXwTVPI6LWJrmC0WPLvlL8w/vldaBBCpA15o6wW5zNHKKkg3EL5a1yoC9VWaHPPN4lyuo3QZ/DSnfw2IiOjS1qJDM+l20VitTiX8T3vcZeqKDuAL2ZEtcWDyS4g5eRjyz95H2oiroIlviZBnnoFX375nd9KhrwB9n7D10gyIA+QK2z8S/2ZA0XHnY0XAX+ONu5LuQpxvHBYdWwSVXIXrWl6HzqGd3Z6+4Jtv7cF7oVVqJd75UYvNL9+IEksFBkYPxIhmI5p0qd3DumN33m6394lFBI91fkyqDkBEREREVzZvrVIqRz/UYML3G49jxEdrpWzzZ4Yn4KqzLDH88OB4jO/THDml1YgJ0EGlsHX4ah3m7VIqX5TgD/bSYGy3aEQFeGDe9pOwworrO0WhT7z7alE/bjphD94Lu4zRGGl5A3/0PASdPh9oMRjocEuTrrVXXCBWH87DI8aH8QLuhQJmFMPbfv9jQ+IR6qM9q9eBiIiIiP49PJUaXBXdGoNC4/HD7t0YtXc2orx98ET33rg+Iemsznl3j864uXM7nCotQ5SvD9RK27R+QnAwNmU4Z9l7qlSI8vWFl7oPvFWB2FW0DGarEYm+/RDv3c3t+ecf34ffju+1b5+s1OHF3cMwrZcH1PJCBGh7IsL7uiZda7BHN2SWL5G+F2ETMS1eNzGzpe84eKsvYtCHiIgufxbx5mJt2nGXqSs6gP/Kwv2YseG4fQHG1R7t8RBSoT+SioyJDyBu4QJoWjReTtMtra/tJlgswIl1QJvRwMZpgLWmHKhMAQx5xT6C6RvVV7o1pvyff1z2RWZW4xFTf3gPGHBGlzm+7XhsOrUJe/P32kvvi+C/yLofED0ALfzO8ucnIiIion+ND5YexqerUl0+94ie75Nm7cBvk5LPOmPRS6OEV7Ctz6fVasXW40UY1DoEKTllUtl7QQyXnx6eALXSFuBPbhEk3Rqz+nCuy74j5lAsjRqO6zpFntF1igoDqw7nYlNaIcqgg0j4H9k2HEkRPujfKhhtI5l9T0RERHSl+/rgJry3azVMUm9gQA4LNIFW5Mkr8Z8tvyPQwwP9Y+LO6tweKhXiAgPs2zuzspAcE41dWVmoNjvaTz2S3AtearX0fZSujXRrzJpTqS778vWeOFg2DOPiu57RdcZ6j8KpijXIrhRz2DIp/z/cox8Cte0Q5NEDAdp2Z3Q+IiKiK9EVG8Bfn5qP6euds+H/iktGj+wD6JZ7SAq6Zz37HJr/+kvjJ9v6DbBtBmCsBJKuA/r/B1DWlCIqywZ+vB7I3W/bVnkC8UNtmfftxwJhZz5gUQa678OmDDzzPvXeam/MGjkLm7M3I7cyV8rID/MMO+PzEBEREdG/097MEny80nVCr5YIsT/1626seLLxhaRzt2fi+w3HUVJlxPCkUDw+tBV0Nb3riysNuGv6VuzOKJa2NUo5RiSFIMpfh1EdItAh2u+Mrz2opsR/U/efjodagZ/v74XNaQXIKKpCj+YBiA7QnfF5iIiIiOjf6VhpId7euVIaHwtyhQUqtSOwLvcy4cXdC7Em5tFGz7Vkfwqmb9yOgopK9ItvjkcHJsPXw1btqcJgwITff8fmzExpW6VQYHCLOMT4+mFEfDy6Rp3ZQlUhUFvTUraeoAb2n45cpkJy+EcoqN6NcsMJBGg7wFsde8bnISIiahBL6P97rT2S73b/jpBWtgA+gOqDB2GproZce5pSmJs+B5Y8W+fE7wMlmTD2fBlyb28olr/iCN4LxgogfRNwwzeAQuVyusPZZVKGUatQRznO+gLuvsuWhS8y+2vounWDR7uz6x0kk8nQM7znWT2WiIiIiP7d1qbmNXpMWl4FCisMCPC0Zfo0FLwXgf5aX689Jj3u9TFtoVMp8dGKI/bgvaA3WbD+aAE2P9/RHuR3kncYsJiA0IbLkN6d3Ax/7smyZ/ILImM+uYX7BbFN0SMuED3O+tFERERE9G+1Iee4PXgvKJSO4H2tXFMxMiuKEOXZcPWq5YdS8djcv+zbs7fuxuGcPHxwy0io5Qr8sH2XPXgvGM1mrD1xAuvvH44ADw+X8x0rK0CVyYg2fqHSPLA7d7Tsgl/TdqPabLLva+4dgMERrXC2ArUdpBsREdG5Z21if3uW0L/shPu6D8oHVZc4NkwmWKurgcYC+PVYd8/BsZdXw2LVIv6GfCjqH1CeDeTsByI6wlxejrypH+HI2q14pc0YpGptWfQdonzx5biuCPPVSqVEYTZDVtPbyLNnT8R88zUKZsyAKTcPXn37IHDiA2fzMhARERERndW4uf7HoQq96bQB/Onrj7nsW3EoFyveWgmlXCZluNdXVm3CrvRiJLcMQrXRjA+XpWDjngN4y/guksy2RbcISQJumQkE2EqRmswWKBW2Uvsia3/2hJ74cs1RZBZVoXfLIDw0sCXkov49EREREdE5FKZzTshqaMRZaqw+7Xl+3LzLaduqtGCz7Ch6L/wIcpkMPhZPW99fq+MZDGYztmZmYnh8vPT9p/vWY37aXhSayqG3Gu0B+WnJN6KVb4i0bbKYoZTbxuAtfYPw0+Bx+PLABhwrK0S34GhMTuoDtcJ1jE5ERHTRWZsYwG9SkP/SdMWW0Bc9L79YcxSnShwDpoCqEgw9sdW+7dG1CxR+jZTqrHZkCdUSCxnlaivM5UYYCgzwqJ/gI1MA3rYy9ScffwIVa9diSu+J9uC9sDuzBM/P34N3SjehcNZsWMrL4dW/P8Jeegmq0BB4JidLNyIiIiKi8+mqtuH4eEWq1O++Ia3DvBstJy/K5jfEZLFKwXp3QmsWEDw9dw8W7s7C56rPkaSoCd4LotrV75PwWdyn+GbtMRRVGtA3PhhvXNdWuqZuzQKkGxERERHR+TQgvAUS/UNxoChHWuIqk1uhFFn4VsBilcNikSNS54fWvqdvX1pS5RzgN0fqAZ2tEqvFakWxrBzwVQLFzotnw7y8pK+vbluGWUd2QqawQK5wBC5EYP6xTfNxe6v2mJ66Fnn6MnQNbI4X2l6DOO8QtA8Ix7Q+N5zDV4SIiIjOli015Qrk66HCvAeTcVevWOl7jUmPh3bNg4/oYy9KdkY3Q8SbbzZ+ooSrXXZVFythLLetjSg46OW6wKPjrVIA35CeLgXvK5Qa7A6OdznPykO5eP2fkyiuNEoZ+OUrVyLzkYfP9kcmIiIiIjpjWpUCv0zshfv6NEcXr0KMka9Fe6Ta72/uZcJHt3Rq9DxDE0PP+LlHJIWhRbAX8sv1+GtPljQROkS+w/XA9I34eslWqYy/GHv/k5KH8TO22ipZERERERFdAAq5HDMH3YYHE5MR7a+FWmWGKPwklwNKhQV+GjU+6HajlEV/OoNbt3DKvq8N3tcl0zkvfu0VHY0O4eGoNBnw69E9tmPkrmPho+XZeHf/Iil4L2wrOIYHN/8Ao8W13D8REdEly2Jt+u0ydcVm4AsRfh64t08cvt94AlBq8GqvexBbegoKixnDLDnweewxwGyB7+hRCLj7bsjclQwa/gZQnA6cWCdtGsoUyNro6GFUlumBnIyWCBvkBxgqgMTRQLcJ0n3mMttASWUxQWMyQK+sX3JUhj9a9sPe4Bb4eNVUKGBF9e490KemQtOy5fl8aYiIiIiI7IK9NfjvwBBg+6OA2ja5l2qJQBU02C/vimfmBqLKaMY17SPw4IAWUNWUsK/ryWEJUs/7NSl5Db6ykX4e6B6mQFaVAgMTwzG+dzNpf6XeXPOZS4ZyeMAf5U6P01tVqIbzWDo1txw70ovQJZbZ90RERER0YfhpPPBQu2T8mrXG9U6ZGa9uX45SQzWGRSXgoaTe0CpVLofd36cbUnLzsfxgKqyiTL4YB9eL+ftrdega3xL55RXo17w57u3SRdqvN5tgaCAYL9YNqMSCgHqyq0uwKe8o+oaefb97IiKiC8pqsd2actxl6ooO4AuixGZdJ3zCceuhZbj20N/Q1+zLfe8wTHn5CH7kYVRs2gy5lyd03bpBJkY9ugBg/F9AXgpgrETm5FegL3GU9PQMrUZwfCaQuhXwDgc03oDC9rJr27SBKioKyMzEiBOb8EeLfm6vMc03EjtCEtAt13Zeq/ny/QdHRERERJep6hIxELVvtpRnYYZpGF4uHQOUlkj7PliWgsyiSrx6bVtsPFoAtVKOnnGBUMhl8NIo8f093XE8v0Iqp//mogPYfKzIfr4ussP4WjkbAcePAJ7BgPZpQDlRui8mUCeV6T+UXYbvzcPwmPI3p0v7xdwfVbCV2q+Lw2YiIiIiutCqTEboLa7toSpMeuwozpSi8akHNuBoaQE+Sr4Om3JOSMH1nqGxUMkV0CiV+GTsKGQWl6CwogrTjv2DFVkpTudSGFRYXJACX40WA9Rx0KlsCwH8NTp0D4nGltwMWM0yyJQWaNQmqRqAYLFPKzuvCDCD881ERESXkis+gJ8U4YMwHy2yS2t6C1mtuO7oWpcXqnD2bBTPmwdLTda8plUrRH/zNVQhIbYDgm0rFKO/+BI5b72F8tWroQ7zQnSvg5DpC23HlJ0C/ngICGwJxPSETC5H5NSpOPn445iw70/46iuwuFlP5Hv4wipzzloq0nrbnjchAdoEroYkIiIiogssIA4IjAcKjth3fWse6XLYvO2ZWHYgB0WiDZQosR/kiR/u6S71oxeaBXlKXz+/oyte+/MAluzLRrhWj9mW96Epr8msr8gDFj8D+DcHWg2Tdn1yayc8MHM7Psq7HuVWD9ysWA0FzFhgScanputcriM6wANdYh2VsYiIiIiILoQAjSfa+kVhnxSsdzCZ5E6B86WZh9H3j0+RV10hbUfofDB94M2I9w2WtqP8fKXblJBr8dauZfgr4wA0CiUqyi01c9kylOir8d7mtYjy8sG1rdpIj5uSfA0eWPMbDhTlQKMyQFNTQUsQBWZFZau6naYC1J7oFeQo209ERHTJs9Z7MzvdcZcpmfUCN4YsLS2Fr68vSkpK4OPjg0vB1uOFmDRrB/LK9JBbzFi48FnIm/Cy+F57LSLeebvhAzZ/aZt4rK/LeGDUVPum1WJB5ebNSB9/DxY0743PO4xxOlxc04ylbyK2XSv4j7sDpYsWw5SdDc/evRF4z3jIPW2ToERERBfDpfjeTvRvccn995W1C5hzB1CSIW221U9HuVXT6MOGtAnFN3d1bfiA3T8D823Z9k7a3gDc+J19U3x02Z1ZjBs/3wDTaZKEOsX44f6+cViyPxsZhZXoEReIB/q1gK/OtUQpERHRFfu+TvQvcqn995VWlotHt81GekWBtC23KlFaobSVxK+r3hS0yJ7/eci4Bs+7/PhR3Ld4vsv+/tHN8P01NzrtSynKw92bP0O1xej8lFZbpSpRXba1TzjuadEfK7OOIq20AJ2DonB/QjICtZxvJiKiS+99vbRm/5DIB6CUNz4fZbLosfzkF5fM+OBMXPEZ+EK3ZgHY8Owg7Moohq+HCtqSvqhY889pX7hsXQBSdqdhpNnitsenjayB3c7Hi0x8dfPm0vcjj2/E3qA4rIvsIG2rzUa8dG079H7hbxiOH8eJO8bBarQNuqp27ULlli2I/fGHM/29ExERERGduYiOwKO7gcxtgFqHwatN+GNXVqMPW52Si2qjGVqV4n8bN8tkaBniDXMDa22fGtYKd/SMRW6ZHtd+uh5VRlu20Y70Yqw9kocFk/tALm/guYiIiIiIzpE47xD8MeAR7Cs+CaVMjp9T92LmkR3OB9Ub08pkVmzLP4FifSX8NLbqVfU1NJKVixr89bT0C2ywNP6tMX3xQJs+KDcacO2yb1BmtDWT3VV4EqtPpWLB0AlStj8RERFdHA1Fnq84IggvAvmtQr0R/tJLUql6+30xMYDc9lIZ5Eq83u1OjB/2PB7teBd6vbUSG1Lz3Z806TpAVX+1ogzocKv0XUG5XrpJzxEWBo8uXaC0WvDC1h/xxYr38MrGb7HQaz9u79MCCl9fFMyYYQ/e16rculUK5BMRERERXRByBRDTAwhrh/9enYiO0X72uyL8tNAoXT9imMxW9HprhVRa362EqwCt4zx2NePmogqDVC1L8NIoMSihpo1VHcOTQvHQoHj46dSYvv64PXhfa9/JUqxtaNxORERERHSOyWVytPePRqJfJJ5qPwA9Q2Ls94V4eEGnVNdsWaHWGKHz1EPnacDIlVPxV+Yet+fsEx2LUE8vl/03JCRJX0sMVcirLrM//9Cwti7HdguMw3MdhsNf7Ymfju6wB+9rpZUVYHnW4f/pZyciIrogJfStTbhdphjAd0MVEYG4P35Hs7lz0eyXOWjx9xL4Xm8ra/9r/ECsj2xvPza/XI/Js3dIGUUuvEKA238BQtvZtv1igOu/QmFAB4yfvgVd31gu3e6evgWFFQZETnkPuu7dpUNjK/MxpGsc4p9+3H46U06u21+isYH9RERERETnU7C3Br9P7o1Fj/TFvAeTsfaZQbizV6zbY4sqjXjkp50oqXJekCrR+gB3/AZEdLZte0cA10xFWVQ/PDhzO7q8vgzd3liOW7/ahOySarxzY3v0bxUMkWgkEuqHJYbi3RtsFayEHKknqKvskqpz9JMTERERETWdj1qL2YPvwJKRE/DLkHFYN/ohTGzTU7pPqbRArTZLY1uh3FSN/9s1H7nVpS7nEVnxP1x9A7qFRUrbQR46/Dd5AIY0b4HndszDgL/fxaClU3DH2m+QUVGI/yRdg4GhiZBDJv2vV1A83uo01n6+nCpbsL++7Er3+4mIiC4J1qYG8XHZYh2c0/Boa1u5KIS//DK08fHYvFvudjJy2/Ei9IkPcj1Jsz7Ag+sAYxWg1IpaSHhh5nasOpxnP2T14Tz0eWclQn20uP6u/+L+KX5QatRS1n1dnr2TUbXDudSSTK2Grnu3M/qlExERERGdS4kRjj5iz13VBrGBnnh3ySGUVpucjhNZ8etT8zGyXbjrSaK6APevcho3vz53Dxbvy7YfsjGtAAOnrJYWDozuEIF3bmgHjVIBf8/a7CWbvvFBWHnIeZGrCPT3bulmvE5EREREdIG08g22f/9wuz4I9/TB1ENLUGp2XuRqspqxNucIbojt4nKOhMBg/DrmVlSbTFArFFL5/Cn7/8afdbL206sO4endLyNVM8JXAAAT20lEQVTEwxPdgzrj2aQnoZSp4K9xrhbbJzQOC9L3uTxH37C4c/QTExER0dlgBn4TyZRKBNx1F0IS493e7+uhOv0JVB7SJKTI1F/qpnRopcGMY/kVeH9ZCqZszXMJ3guB48dD17On45rUaoS98gqU/v5N/TGIiIiIiM4r0WNe9KFvKFje1HGzsGB3lsvdYhFAemElPl2Vig+XHXEJ3gu394jFkDaOMvsqhQwvXpOIKH/3vUSJiIiIiC6GG+PaY3BkK7f3+ai0p32sVqmUgvfC4pN77fsDPCoQ6VMKmbwaefoC/HVqGWam/+wSvBdGx7bFqBhHEptCJsPjbQegla9ryyoiIqJLhvXfX0KfGfhn6O7k5lifWuC0r0usP9pFuQbc3RGDKqVcBrOl4X80szen45kRraFSOK+vkOt0iJ0xHVV798KYnQ1d164M3hMRERHRJenOXs3w9/5s1B32tg7zRq+4wCafQ62Uu/Syr+u3nZl44Zo28NGqXB73zV3dsO9kCTKLKtElNkDK2iciIiIiutTcHNsdCzN2S1n3tSJ1/ugfmtDkc6jkjmn+QI8Kl/u3Fu5EoaEIAWrnRDCFTI4PeozBA617I62sAB0CIhGuc1TXIiIiuiRZLOL/mnjc5YkZ+GdoaGIoPr+9MzrF+CE6wAN39YrFd3c1vYS9mEy8oUvUaY+pNJphNDf8j8qjXTv4DB3K4D0RERERXbJ6tQjEt3d1Q/dmAYjy98Ct3aPx4709pAz9prq1e8xp7zearag2NBzgbxvpixFtwxm8JyIiIqJLVqJfBL7oOQ7dg5ojwsMPo6I64rte46FWND337sY6pfblMtfEMSusqDJXN/h4kXE/IqoNg/dERHR5sDIDn9y4ql24dDtbonynRinH3O2ZqNCbnLKShMRwH6mkvk7NAglEREREdPka2DpEup2tJ4fZyonO2XICpdUmmOuNm5sHeeLyLYZGRERERGTTPShOup2te1r2htFixs/HtqDC4AG/eln4fip/yK2nL8lPRERElw5m4F8EBRUGHDxVirJq1+C9sD+rFMlvrcR3645djMsjIiIiIrokqKry8WzBC9hhvRkbVJPQQnbS6f5j+RXo/fZKfLziyEW7RiIiIiKii63MqMe+glzklBtwrNAPJVWOYL3RLMe+QgtuWPsePjm86KJeJxER0Tlh/fdn4DOAfxFMnrUDm9IKT3uMwWzBq38ewOrDuRfsuoiIiIiILinzHwBSl0MGK0LlxViheRrXytc5HWKyWPHBshTs2b39ol0mEREREdHF9NKORViWdRgWWGGxypFaEIwDOSE4WeaLrAofaTztqa7EwlNL8cdJ5/E0ERHRZcdibfrtMsUA/gWWXlCJXRnFTT7+nhlbsfJQznm9JiIiIiKiS05lIXB0pctuWQOrp1f9+imwd+4FuDAiIiIiokuHwWzC0pOHXPbLZIBcboGX2oAgXSV8NAZ4qw344cRsLM1ee1GulYiIiJqGAfwLTKGQndHxYnHIW4tcB2BERERERP9qMrlt1rGew4h2e3iAtQRY9hJgsVyAiyMiIiIiukTIZFCIsXM9WrURCrkVHkqjy7B6VvoCGCzGC3eNRERE55DVamny7XLFAP4FFunngT4tg87oMUdyy2E0X77/yIiIiIiIzpiHH9BmlMvuTGuw28Pj5SeB0kyg6vStqoiIiIiI/k3UcgVGx7Zz2a9SmKWvCplrBatyUwXy9UUX5PqIiIjOOWsTy+c3UMXxcsAA/kXwya2dMKpDBFQKGXy0SoxICkOQl7rB4xNCvaFS8FdFRERERFeY0Z8CHe8AlFpY1d5Ij78Lfn6BLofJYEGMPBfwjQE8Ai7KpRIRERERXSz/13E4bovrAg+FSrr1C22JWM8Q6T6z1bWqlY/SC8Ea/4twpURERNQUyiYdReeUv6daCuJbrR0hq6lf9POWdDz7216XY9VKOZ6/ug1/A0RERER05dH6ANdNA679VBo3xwB4ds8pTJ69w+mwa+SbEKEoBYZ9KBp9XrTLJSIiIiK6GLQKFV7uPFK6Wa1Waey8rfAwntv9FapMKnipDPYy+jLIMC52DFRyFX9ZRER0ebKKzPomZNdfxhn4DOBfRLXBe+GW7jHw0ioxe3M6CisMCPbWoEusP8Z0ikRsoOfFvEwiIiIioourzrj56vbh0Ci74vuNx1FaVo5hPicwIdYbaL8RCG51US+TiIiIiOhSmXPuGpCAtztMxLyMNcg3FCJYq0Nr72j0De6KZp5RF/syiYiIzp7FAsia0Hrcevm2J2cA/xJyTfsI6UZERERERA0bkhgq3YiIiIiIqGFdAlpJNyIiIrq8MIBPRERERERERERERERERESXPitL6BMREREREREREREREREREV10VosF1iaU0LeyhD4REREREREREREREREREdF5ZP33Z+DLL/YFEBEREREREREREREREREREaDki0BERERERERERERERERERJc8ixWQ/bsz8BnAJyIiIiIiIiIiIiIiIiKiS59VBOYtTTzu8sQS+kRERERERERERERERERERJcAZuATEREREREREREREREREdElz2qxwtqEEvrWyzgDnwF8IiIiIiIiIiIiIiIiIiK69FktTSyh34RjLlEsoU9ERERERERERERERERERHQJYAY+ERERERERERERERERERFd8qwsoU9ERERERERERERERERERHQJsP77S+hf8Ax8q9UqfS0tLb3QT01ERETnQe17eu17PBGdOxw7ExER/Xtw3Ex0/nDcTEREdOWMm00wAk2YipaOu0xd8AB+WVmZ9DU6OvpCPzURERGd5/d4X19fvsZE5/i/K4FjZyIion8PjpuJzs9/VwLHzURERP/ecbNarUZYWBjWZS9q8jnE8eJxlxuZ9QKny1ksFmRlZcHb2xsymexCPjURERGdB2IoIQZTERERkMvlfI2JziGOnYmIiP49OG4mOn84biYiIroyxs3V1dUwGAxNPpcI3mu1WlxuLngAn4iIiIiIiIiIiIiIiIiIiFwxTY6IiIiIiIiIiIiIiIiIiOgSwAA+ERERERERERERERERERHRJUB5sS+AiC6uvXv34vjx4xg1apRLH5Hff/8d/fr1k/qMnDhxAhs3bkRwcDAGDx7sdGx5eTn+/PNPqRfJ2LFjXZ5j6dKlqKysxHXXXedyX+15BfH40NBQdOjQAX5+fk7HFRQUYOXKlYiJiUGPHj3O0U9PRERERNQ0hw8fxv79+3H99de79Nz95Zdf0KtXL8TGxiIrKwv//PMPfH19cdVVVzkdq9frMX/+fOn7G2+8EUql80fyVatWIT8/HzfddJPL89eeV5DJZAgJCUH79u0RGBjodFxJSQmWL18ujav79OnDXy8RERERXVBpaWnYsmULbrnlFpf7fv31V3Ts2BHx8fHSuFeMW3U6HUaPHu0yxhbHig7Q1157LTw8PJzuX79+PTIzM6UxtUKhcLqv9ry14+agoCC0a9dOGj/Xn9NetmyZNG4fNGjQOXwFiIj+dzKr+AtIRFes//73v5g5c6YUxK8rOzsb4eHhWLhwIa655hrpmHHjxkmDpVOnTkkDm1qff/45Jk2aJA2WTCaT03ny8vIQGRkJo9GIffv2ISkpyen+2vPWBv6PHDmCo0eP4osvvsCtt94qDbiefPJJaTBlMBika5kxY8Z5fU2IiIiIiOqbMmUKXn/9dRQXF7ssfBVj5B9//BF33HGHtLBVLI4VwXmxWFUshq31008/4bbbbpO+Lysrg5eXl9MEohh/i6/r1q1D7969nZ6n9rxjxoyBWq3GsWPHpPH11KlTMWHCBOl8YtwsjhMTnj179pQW5BIRERERXUjffPONND51F3rSarXSuPqhhx6Sxrx9+/aVguwHDx5EQkKC/bjFixdj5MiR0vcZGRmIioqy3yfmmcV8s5h3FmPfq6++2uk5as8r9ovxtnj89u3b8eabb+KJJ56QFtWKcfNvv/0mPbdYTLB69erz+poQEZ0pltAnoiYTAfpOnTph9uzZTvu//fZb9O/f3+1jvv/+e7Rp0wbDhg2TBm8NmTVrFubMmYMdO3bgzjvvxH333Sdl7VdUVEgrIEVQX6zOJCIiIiK6HCQnJ0tj4aaOm3/++WcpO0hkEZ1u3PzVV19Jx27evFmagBSTn2LysqqqCl27dpUWxDLznoiIiIguFyLY/t133zV53PzHH39IX+++++7TjpvFQlcxbhbZ+m+88QaefvppqTqAWADQunVradFA/YpZRESXCgbwieiM3HvvvdIAqtbu3buRkpLitsynII69//77pZvIShJZ9I0RpfZF8F5MPooypHfddZdLmSQiIiIiokt93Fx3IlJkzIvJQ5Gl746YfBSLWB944AGpXGhpaWmTxs1ifH3gwAGpJKgYc3t6ep7Tn4OIiIiI6HyPm3/44Qd7ZdfazPrx48c3OG4W88UPP/ywdFxOTk6Txs2iSpVoJyuy8sUi2LoVZomILjUM4BPRGRGl7kX/zz179kjbX3/9tdTPyN1EoZigFGVDb7/9dqmPkUqlalIZTxG4F0QJUSIiIiKiy5Eody+C8LV968XCVrFPZNnXt3//fqmsp5ikFNWnxDhYZAs1huNmIiIiIrrcDRw4EDqdDosWLZK2RRWrfv36SYld9Yly+KK/vVj42rlzZ7Rv396l6pU7HDcT0eWGAXwiOiNiheLNN98sTUCKfp+inL5YJdnQakgR8Pfz85OC96cra/TLL79IPUFfe+01PPvss9KxIouIiIiIiOhyJMa/48aNk8bNZrMZM2bMOO24WfTojIiIkPpwignJhsbN8+fPl4L7b7/9tpR1JLKJWrVqdZ5/GiIiIiKi80OMf8VC1tqqr+JrQ+NmUeFKtItKSEiQtkUFqrrVYuv666+/pHHz+++/j3vuuUdaKCBaThERXQ6UF/sCiOjiD5CsVqvL/tp94v76xABKZA+JFY5ikrFHjx5Sz6C6ysrKpNKfkyZNsmcPibJEYoWkyMqvv4JS9C6Sy+VS0F5MVt5www3n+CclIiIiIrrw42YxSTh8+HBprDt06FAsWLDA6RhRAn/mzJnSwtfacbNoH7V161apxGe7du2cjl+8eDE0Go2UyS/6eopqWEREREREl4racbEYJ9cfI7vbJ4hkrtdffx1z585Fbm6utEh148aNLo+dPn26FIivHTeLMbbIrl+7di369u3rdPyyZcvg7e2NgIAAvPHGG1IrK3E8EdHlgAF8oitcWFiY1FeoPjFQaqiMfa9evaRA+5NPPomXXnrJ7XlFNr2Pjw/S09OlW60WLVpIKyVfeeUVp+NnzZoFpZJ/koiIiIjo0h03i5L4er1eCqA3Zdzcpk0bdOjQQVrU+uijj7qdMBQtpsRkZEFBgVO7KfFYsbD1o48+cjr+q6++cluGn4iIiIjoUhk3C2LOuW6F1ZKSEmnxqrtxc1RUlNRKSlSiEv3t64636wbki4qKUFVV5TRuFklmYtxcP4AvFru2bNnyHP90REQXBqNlRFe47t27S4Me0ZtT9Baq9ffff0sB+NpyRPW9/PLL+O2336SVi+6IQZMoYSSOq0uskhRBf3HjikciIiIiulyITHoxfhXj5NGjR9v3i22tVuuSKV/r+eeflzLsRdnOhsbNYkwtJhjrl8oXE5jvvvuu2wlMIiIiIqJLUceOHaV2UkuWLMGdd97pNG4WCVyid707Tz/9NL788ktMnDixwXHzmDFjpNZUda1atQrXXHMNPv74Y6kCLBHRvwED+ERXuG7dukmDIlGyXvTQjI6Oxu7du6XMnk8++QSenp5uHydKfIqbO6LUpyj5Kc5Rnyi9P2HCBCxduhQjRoxo0jXWlkTKycmB0WiUtsV1iXMREREREV0IYmGrmFQUk5CPPPIImjdvLrWRmjZtmlSSMzg42O3jxGSiuLkjWkutWLFCCvLXJ8rui4W2IpDf1DL5YoGtyGrKzMyE2WyWxs1qtRrXX3/9Gf60RERERERnJzIyUqq+OnnyZGm83KpVK6SmpkpzzS+88AKaNWvm9nGiNL64uSOqVYkWrHPmzHG5TySliRZUoiLsAw880KRrXLhwISoqKpCWliZV1Kqdf2Z7KiK6VDCAT0T44osvpNWLYrWi6BcUExODTZs2SeWHaomB1c0339zgqyUmMGvvT0lJkbKFxGrL+kS5TzHxmZGR4XTe02Xj15ZESkpKsm+LCVIG8ImIiIjoQnr77belRaiifKeoYCUWv65evVpaFFt3wlKMb0XWkTuiPGjt/QcOHMBtt93mUu5T0Ol0eO6555Cdne103tNl4//111/SRGTtpKgYN4uFrwzgExEREdGFJMaxAwYMwKJFi6RxsxjLiu/79OljP0bM74rxrRj3uiPK79fev2/fPmlMO2zYMJfjFAqFtCC2sLDQ6bze3t4NXp9ILqst8S9utfPPDOAT0aVCZhXN9oiIiIiIiIiIiIiIiIiIiOiiajjllYiIiIiIiIiIiIiIiIiIiC4YBvCJiIiIiIiIiIiIiIiIiIguAQzgExERERERERERERERERERXQIYwCciIiIiIiIiIiIiIiIiIroEMIBPRERERERERERERERERER0CWAAn4iIiIiIiIiIiIiIiIiI6BLAAD4REREREREREREREREREdElgAF8IiIiIiIiIiIiIiIiIiKiSwAD+ERERERERERERERERERERJcABvCJiIiIiIiIiIiIiIiIiIguAQzgExERERERERERERERERERXQIYwCciIiIiIiIiIiIiIiIiIsLF9/8UetChc4yqegAAAABJRU5ErkJggg==", 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", 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uOWaYpoAd+Eyj8cUXX4gfQHJCm7Jr1y59RkaG+JuMgfQDTT+SkkOXhAAZf+hHNTk5+ZL2KW2PDGlkCCRycnKEKKFlZGiSjEp0kSEjCV3MTfnmm2+MjmAJukiSiKKLNzm564MMUSR6aBuEWq0WAsxSyCQlJen3799/2Q58OkaaI2nOyPBL4yJRQoYe0/UpUIAEBwkVe6CABjLE0n5JpFo62i8FurCSqJbmgyAxQ2Ll008/bfD95ISm+TMVv7RNMn599tlnxmV0/JJTnYyDp0+fNr5GF2lanz5/U+F72223CTErnScEXexpbslQSOchUVFRIYQWnSsXLlwQy6R9kcA5ceKE8f1vv/22EK4nT540C2Kh47W8+M+aNUt8LpLYIfFOQQwNQUKKbgxMIUFDjnWJn3/+2crATUZ2MpiansOX48AnQyN9p6R5l+aSBB/NiwTtgwzAEnS+kgAzFVT0/abP87HHHmvwuBmGYRjmeqSmpkY47OghXVcJ0iemxiK6BtN13DT4kHQNaTZbxp6GoO2RPiKDkqnxj3QBaU0yakmQZiMtY6pvyJhGRhAyWpnqNAqWpXVNdbQlpBEouJQMVZJhloyWpKFM54DWM3VUXo4Dn46RgmklaPt0LyIdpxTgSv+SUYiCOO0xRBHvvPOO2Ac9yLF7uUjOdtKbpgY1Cg4g7dRQgAaNlwyGpHUtt0lGQil4k9YjXU/nC+nahx56yKh3z507JzQwfS6kg+keRtJqFJxARjBTaK5Ix5o6l3fu3CnWNb23on3RnD7wwANGA2xxcbEwDpoGuNJrFEBBxmVLJzzdW0lGbjq/yKhmGghdH2SoJWO8aaAAHe+iRYuMnzndN9BYTOdduoclQ6kEnUe0nunnTN8HOo8s58bWuWi6Hfoe07ljek7S/RFt69577zWek/RZkeGa5k/S3uzAZxiGYa43KKiNrrsUyGYKXfNJBxB07SdNRA7w6upqo4YmRx9pYVMnnz1I2yO7nKRP6HpMQQSkYyj5RFpOGsGWc5scsKR5ly5dalxGmo20BWmQi7Fnzx6he6WEJdLDpANM9QFBTlRTG9qlOvAt54yOkTQeJYORXsnMzDSuT/Y/GtMvv/xi1xyeOXNG2O1pvxR4QZ/H5ULHTrZj0wQusnHStsm+eTHofuGJJ54Q2pY0puk2SXfNnj3buIyOX7J3kgNZ8jmQ9iIdTvNCn71kv6XllBxHOlvSzAQleNFnT7ZMyb5K+6agBrIzS+OQ9kXLz549a3w/OatJM1smWNEyy3OZ/Bj0OZIupM+RPlfTIO/6oHsx2vdHH31ktpw0p3R8NN+0DjnxTe9B6ZjJHyDdD/wbB74946B7TSlJToLmi3Q8aeF/48AnW7T0edDxUNAG+V9MP09b3x+Gac6wA59pFOgCRj+0DYkWMpzRjyQZfEwhBz9dDCmy7lKQtkcRVpYXPFpOIskU+iEnkWAKZezThdsSyoqhbZDRT4Iu5uSIp6wRuiiRoYcEAjk0Cfrxp/c0dByX6sCnZdu2bbMSt7TcVJyYGgDJ6GQvFD1I26LM+X8DXVjJ4WwZ9EDRbSQILKH5onmmizbN5QcffCDGQdGvptukObasKCA51S2DJcgwTctJ0JlC26TlpoEUJN5JMFElA1OOHDki1qWLuum+pIwZCTJg0/KvvvrKuIzEF23TNNuHxANlEtF5eanQzQkJyotBkcIU2Wg572QcN3XMX44D39IgT6KdllMVhPogUVbf+URBGnQzJN1QMAzDMMx/ib/++stK69iC1rFlsKPKP2Rsu1TDJW2PglNNISOeZNAyhbZtadyRMqZXrFhhte0xY8boe/bsabaMjDuUAUTOdNJ4lLFkqqvJyEIOZNNgAEsux4EvVakyhTJqKGPI0tBIGez0HnLg2gPpc5p7W8a2S0Fytn/77bdmy8k4SMstqyxJzmNyREv3H3TPZar1pW3aCuAlpzq9ZlmFjAxatNwygJq2TUHCEiUlJeKzIgOiJeT8p/mQAjOkfZkaKAmqjEDrmep50oSkS03XlQx6poEC9kDrN/RZSoZhy2Bz0s90PlGgrgTde1CQtKmxj6DMIMvvUUMOfLpHtjz3yHFPTgPTKgoE3dPSGKXAZ3bgMwzDMNcTdD2kZBBKvLkYpDnoekjXQUs9ZHqdtBdpe6ZOVYKy/mm5afYxQVWiKBlGgpz7lChmmVxDUBAsbcM0gYgch2SPJkejpN2oyhFV7pE0pT3HcakOfFp27Ngxs3VJP9JyW1VvKRvdlnauD6pEStsyTbC6HEj/UVa2JeQ4pyx7S0gvkd1Ssh2TPdLSTk7bJId8ffZOy2AJyqi3ZbeUHNAJCQlWTnVJ71pmy0vaUtoXJXuZQucXLTcNMia7qWVmPiWRkV4mW/WlQg5403PWFmQ3Jvu8JWQnlyp5/VsHvj3joOBWCnKwRPIJSI75y3Hgk4/BFPKZWH732YHPXGs0boML5j8L9SSh3on333+/Xetb9m2kXjfUk4R6Kl4q1EOFemaaEhISIv617J9CvdGpb7fpuKnnCvWjob4yBtufoTci9b4hqIfmgAEDRO9D6iVEvQqpV5CPj4/oJ0T9yal/DUG9dSZPnoz3339f9B+i/ubU85F6Ikk9Ji8XyzmjXlEE7VsauzR+6umekpIieodK/Vzqg3qI0oM+g08//VT0UDLtzXOp0Jxb9rWhvkrUZ9KUjz/+GG+++abohUO9bqgvKs2tdEyW26xv/iw/44t99gR9/lLfSeqJRH2FLPvc0Hupj5Tl+Uj9qEyhnq7UO8r0nKLzeNKkSfjtt9/w7rvvih6i1IuJPpOZM2fiUnnggQfE53LmzBnRu4p6flFPJqnPlU6nE+cofW6W807nHUHHQedhY5x31LuToDHUh3Ru0udpeW5S71XqQ5SUlGTsScswDMMw/xVITzZ0Ha3vGkxQf3e69lMPS9N+fvZgqY3o/aQdLJdTz0bqg2iqb6Rre2pqqtW1nfpGkhaReOmll/B///d/Qp9Tj3TqIUr9D001Hmlq6h/foUMH0UuTdAr1dpR03OVia85o7HRM//zzj3gujZ0e1D/TdOz1QXN+7733ij6m1Iv0kUceweLFi//VWC11pdSH1HTeab6onzr1OqX+lPSZ0WdDespSL9d3/ATdt1j286S5pv6v0dHRVpqZesNKUB9RjUZj1JWm0DLSubQO3R9J+6K+oJbHplarxbilz/jBBx/Ehx9+iJ9++gnvvfee+Dx+/PFHcV9gz/fjUr9XpPulMZtC3wHql/r333+Lz1m656BevKZ9aKXjoHu8S4G2Y9nXnsZC827ZN5buSWmfl3NPzDAMwzDNndOnTws7kT3XeScnJ6ETTSEbEunKy7lOkm2U7I+mkCah/ZD2sNRCUp9sadzUN5w0mKXtmLQxQXqSxku9uadNmyb0Mdkevby8hLYgHSRpN7JD3nDDDXjhhRdEn/vRo0cLLWyrT/ilQOOjvu+mSBo+PT3dSsPTmOzRwcTs2bOxdetWYTt+++23cdttt9XbK/5ydLCks0x1MPHaa6/hk08+EXqKPj/6/Kl3O2GphevTwZdrO27Tpo1Rt5GdnHRzfTbXS9X4MTEx4nMnHUz3TqT/fv75Z/GZXKrtuKSkBOfOnRP3J/VB5y/ZlYcNG2Z1DpO9mqBzgXrBXy72jKO4uFj4Yqh/vSWm82nr/LCHi8295fefYa4V2IHPNAp0gSHIWdkQJEYcHByslpNokrZzKZBBhN5rCm2fLn6WzmtabrqPmpoa40V/06ZNVtu+++670aJFC/H39OnT4evrKwxUpsfZrl0744WPWLBgAaZOnYpVq1YJgUMX4pYtW2LevHlGwxaNjQxElpBj0xZ0fJZCQRr7sWPHkJCQYPYarUtjt7UPUzIzM0XQxcCBA4URkgytM2bMwO7du4XwuxzIsGkJzbs0XsnIRvNCRjv6V4IEMo3DdD4JSwf7xfYnnVv1LSejqwSdC5bnDkHi2vJcsbVNOpdpnkyPjSCxMn/+fGEopvn84YcfhLAdNWoULhUSqiTqlixZIh4klMkI/csvv+Dmm28WNwX0Ods6Duk8lY6DzjvLub3YeWdr7u35rkvzQeJQMtibQudmQ4ElDMMwDPNf18y2ru3SssvRzJY6hnQBaR5b+oZeM9VM0rX9wIEDVkGVZACbMmWK+Hvt2rUiSJMMUKaBvevXrxfaWNIhpJ9JJ8ydOxdbtmzBo48+irKyMqG3ST+TvpKcp5eimW1pRho7BbXa0voUdEnOW3v02LZt24S2Iyf0448/LhzXpPMul/q0qqmufPbZZ4UhjOZKMkARd911F5KTk622WZ9mrk+f17fcUi8T9mjNi+3L8tjIAEzGO9K0FNRL5wEF/FLg6pX4XjV0HHSeka6Wzm977mnswdZnUt89CJ33tu5BGIZhGOa/poPpemjLmU024Mu5TlraVKV9UDCn5X4stZB07ScneH22Y3L8ko4gezA5fjdu3Ghm+ya9LOlg2t+aNWuE/XP16tX47rvv8Nxzz4lAArIpS0lql2o7psBAS50ujZ3ssJaBiRQYSslApgGMtiB99uSTT2Ls2LHCvknjo8BWOsbLDTioT2dJzmSCtk8Jct9//z0eeugh4/LNmzdj5cqVTW47pnORjr8h27EtHSzZjkkL0zlAjnNy5lMQiOQ7sJdLsdPm5+fXew5LAQuXS2PocdN1LvX8v5S5Z5hrCXbgM40COScpCs6eyD26wFL2rWmEIxnVyJlMYqApxk0RWmQ8uliE2NmzZ/HOO++YXYjI0EiZ7qbZE3TxpkwZekiRmpRR9NhjjxmzQyhzmy6alpCBzl6kC+vDDz98WdnV9DnQBZoEJkXfkVOYjK0kHj744AO88cYbuFJIEaCUfWUrM+ZqQYEV69atE8LMNDOGzkUSjRQReTkMGjRICFoS4XSOUdAHzeflVmGg84ce0g0DCTsSy1QlgsQIGXTp/LRECuyQjoPOOxI/FK1KwSiXc95J1Rnou06Rmxc7N6kaxT333HNJx8owDMMw1zOm19G+fftedF1b12dpGWmYq4l0badMIcqAaQyNR4ZM2h49yFBDjttXX31VBC5S5hIZ4chwY6mZqfoVaTV7MzNo7LT933//HZcDBZiSjiPdTNqGNPTy5cvxxBNPCC30b7KPGoLmkyqBmTrvCcrIv1pIOtIerXmpUOAGBaiSAZsy4MmBTcEJ/+Z7ZZl5JiF9Z+g4LM9hOg6qGmAryLwhLsdwTWOhgAU6L033SVl8ZJS83PlkGIZhmOYMVWYibWeP7Zgy9SnZiuxYEmQDoyzfq62Dadxkz6PKAf/73//qXY/swxcuXMDLL79sdn2nirUUAGoKzQMFwEpBsEePHhV2PwreJMc1QcdONuXGsB3Tdi8nq5mqMJEupyQcqjRKtuOvvvpKBLF+/fXXQg//F2zHpL0tAx3oc6D7gsvVbWTbpaRBsh2TbZ6yxJ955plL3g75JPz9/S/6vaJ1yA5M58Pl3hM11jioKoW9Nmzyx9A5aJpkeCnnvy3+TZULhmkK/l1Nb4aphSKn6OJNxhcSHaaQuKKH8aSTy0V5RFPook8/yBT5dzUhZzw5GMlgRJktlkhGFLq4UFSm5UXio48+MotgpOO0FGWUYUQPuuiYlj8l5/+ePXuMy+h9K1assHvsEydOFIZPKtNOc2eJrYuhKSQ6KWqRhAKVbyKoRPt9990nylialotqbCQjpOl8kjinSM6rCZ1vtvZLWVZ0QafI2cuFAitIbD799NNiW+RwN4WytihL7WKQUe/8+fNmy8hITGWFaNwk8KTjoHKekriV3kulaUk8UWku6bwjKGhBggIV/vrrL7uPiyJBKTiBSuMWFRWZvSaVDqMSr1SGiubRNHpWwrJiBMMwDMP8V7jjjjtEBhBV1LHM1pCuoxJ79+41M4DQNZU0NF3P/22GxKVCWoMyGt566y2rTAgyXEmazpbGo8BByqo3hV433Q4ZOUmHEpJmJkMNaQ7K3re8b7AsSd6QJqNSjOQotoT2ZandTaE5p2Mn/UX7JUjXkQGTIH1nq7pRY0HzSYHPpnNFra8sW1NdSSijbPDgwcLYZ1pZiYzoNA8UxHC5rQ+GDx8ugropu4qyj+gcMG0NQfdntF/L74YlpHXpfoaqe1lqT+m9FBhChssvv/zS7N6J7sdIR5Nx+nKgQBNLTdwQdE5RKVMKnjaFtDPdK9PvBMMwDMNcb1DbUSq9TvYwS5slBWxScpepnfmbb74xW+ezzz5rkusktQciJ/Kvv/5qU5OQLiOtJrXZtLQdUzIYJY+ZHqtltUpqo0OOYkvbMSXxmN4PkI1QcvDbA80VzTvde1xMw9cHVUmiClyk5cl5T1CwJbXAooqqV9K+Z+u+gjQXfQ5XE9JtdL9AyW+Wuo3uV6QgjEuFzmVqKUVtFGie6X6IqpFJkF4lHUy2+4tB9yZUdp+2s2PHDrPXSBfTuSbti/wOUmtUUyjwhPwU/wZ7x0HfJbKHU7KbBPleKDCEAmqpSrB0/tM5StuToO+H1BbtcpEqNVyqfmeYpoIz8JlGgxx6JFooS4R+sMkYQ6UdqawN/diSE5ygCxIZWEi0UT9vMqiREKByQdKP9NUeN/VfoQsDGeGopxL9iB85ckRE9dGFjRz9r7zyisgKor/JmEgXIzom0whGeh8ZsSijipaToZOMQtQDydRwSY5hcv5TFg+VIaJSLpSFQf3O7c18p57xdOGdMGGCyDShCyAZvCjik8QcRYZail0JCrKgPkJkqLIMmvjiiy/EWCggg5z49pS2ulSo0gKJU9oHHT9d5BcuXCjEBAnDqwVVSaCSReRkp2hK6XOlQBTKArvcnjsEia4XX3xRnN8jR440tmKQoEAJOk/GjBlT7zbIsE/GRjonqbwriQw6J+lmhwzoUvAICT06z6hEP2Uykaim+aR1ychL5wpBxlcaCxmy6btKN0Qkmui8f+qpp+w6LhJbtO0bb7xRnHcUAEPnHZ1TdKx0ztA6ZCSnaFL6HaDPmYQ3ZctJ3xv6XWAYhmGY/xp0LV+0aJHQgBQURyXcyaBH10cyDkqOYYKun6RTSC+TpqRy86Q1bTmir8a4ly1bJsZNmpmMdpRBQVqftATpejIMkh6lEvr0OmkS0rh0vPQ3lZ2XIC1Bx0OakLKayJlJWpkyqU0DKGmbpHUpcJU0DOlyuo+4lKx30lzkCJaynKgfKRnEyGhEBjHSfaZOY1NIH9ExUk9409KrpGvIyERZ+Vcy+4gMo9QyiSpkkWakLCzSd2Q4NT1XrjRkKKWsMJo7us8jYxpVL6M5uVgVM3ugc1yaP8uen1Tik84bOl+kgGNbkKYlzUvak4JI6R6Hzk+6r5BapVEwNgWt0neOvlN0zpIx9ttvvxXPX3/99csaP53DdP9G2pz0PulcqRJbfdD3iO776NhIP1NFAGrRQMdAAbj1VRFgGIZhmGsdKodOTnCycVG7Jcq2JWc+6Ulq5ym1WySns+TQJM1M13RyoFLCkVRi/mqPm/SoVD6eNCsFM5I2JQcz6TOyn1KmOwUakFaSSunTutHR0cZtkf4g/UD6g7ZHx0x2WNqGqXOSdBFtiwIcSUuTXqagQ5o3Clq0B9JDpOFJ91CPeNJBtIwCAWjOSWdTIKUtSP+S7Zr2bdkbnYKKSb/82zasDeklOk4aO2kmqp5K9xWkHWlMVwuye9I9A30elDhFnyd9rjR/dF78m8pJ9FmShiSbNB2naRsAcmrTuUZzL1VlrQ8KEqH7BLIL03tIS9L3jPwGNGf0mdN9Fd3XkO+F7mFoHXLakxal7xedW7ZaTVwK9oyD7hXpe0PVa+mzJO1MbYfJN0MBvVL1Cjrv6d6DzjGpMgH5l0hDUwW3y4UCiOm7Sv4I2gftj+b4Yi0YGKYpYQc+02iQk5AuYJTdS8KDIgTJeUfZQ6Yl5iVjGDkl6YeZ3keZNZfTH5x+yG1l+FKGMl2MLCGDo+VyMppST05yspNxh3rKUxYJXSDIYCY5SakEEr2fLhYkziiKkYwzpqKJjDYUfUhlNcmRSZGSdLGiLHlTBy5dHMjhSlkX5EilKEsyHtJFk8ZHBqaGjpEgwUtjoYsgBRxQWSbaFjl4L1belI6Bjo+CFyyhizWJYhobXbzJWGovZHAlQWgJBTWYChrKmiKBR4bH+Ph4cX7QPuliSfMilcG82DZpXZoris4zhTLOabmlw5wybmi5qWgmyGhH+6BzkcQynZdkwDO9IahvXwQZUOkzsoQ+QxJfZIy2NEYStL2GRB6JeDI4kyjct2+fOD+oXyido9QXyXQ9MvrReUcOAHoPnZt0XlDWlCnkOKcx0bboNZp3cgbQeExLk9E80DLTKGEJugmh7zcZU0l0UTUAauNgWlmDzkOaTxoT/QbQ/sjwSkKNMvQZhmEY5r8KZQuT/ps/f75wIpNznow3pDttBWuS85T0JTnHyRlter22F7qmS5V4LJeTbrZH35Ceo2xwKUiQjI+kZcgo2Lp1a6OOJE1KTl0yxtJYKeCAgvtIM0j6jAJjSUuTTiCDFb2PDD6kX0yz68moQnqUNA3NAWkrmicy4Flmfdd3jFKGDL1O+yOjEhmFSbuQ810KdLSEdDw5+skwZ6vdAWlpmg/SXRSoYKuXoy1ozmgsFLBhCo2DllPlLgkKmKT5JGMuaS8KgKUgU3L0mmaR17dNgozDliX4pcBOKZPKFDLqSYHXEhRkQfsn4xrpUAq+pc+QAoFN56++fZG2t7zHMT3X6N6QzhU6XlNoLmzpelvQ3NA5Qr1jaYxkkKRzhYy/ErR9Oi/JkU+fG2loum8i47VpSVQ6z2zpdFtz8/zzzwt9TgZdMlDScUgO/Pq2Q5BupkAD6oFL3ye6ZyTDquk9HH2etu5fGIZhGOZaha5tZA8k2xTZr0gLk/2JdKDlNZaSVUgLk62Z7HJktyX9cqnYun4TlIBmy+ZFNivLFpj0frJ1kyOX/qUkFrr+U4IMJd5I65PNi/a3detWoRMpUYmcg6QTyV5JkD2PdAjpOdoOOWopCYuqBNE2JUhjUStWSVeTnqL3kGOd9IGpZq7vGCV9RmMhPU0aiYIbSZ+QHdrU/moJ2cjJWUra0xI6FgrGJU1Fzl8av73Ud/9B82hahYGOn2zr0r0Q6VY6BrKp0z5N9VF926T5tLR3EmQPpeWWNlNaj5abfg6ke8l2Sg5p8l+QHZv2RfNi2h64vn2RX4GW20oSo3mk84Pulyxtx3Sc9b3PEjoX6D6Hzk/6vtD9FdluyVYsjYe2R/efZKMl3w3pT5pT0qv0WUqOc8kebJrQZ2vZ5Y6D7sPIxk3nH42FAmHovkpqoWY677QdOv/p/o1s8qTzKXGRxmLaGpbmiJaZVkmu7/Ok+wrp/pLGQdVtKZiAHfhMc0Wmv5I1/xjGAjLOULlyEicMc71DgQdSDyx7jboMwzAMwzBksKBKPpT1wjDXM2S8J8MyBUt/8MEHTT0chmEYhmGaGMp4JgcjOZoZ5nqHgikoOJkCQS0DRxiGYfhXgWEY5gpA0YEUSUuZcuy8ZxiGYRiGYRhrKKufsmUow4thGIZhGIZh/itQBjiVtadKDey8ZxjGFlxCn2l2UJ9sKrNyMah0i62y5UzjQ6WZqNTSxaDyppZtEv6rUBksyiSisphUfoey5xiGYRiGYRob0sukmy8GlUS0VbacaVyohP7ff/990XWCgoJEH3vGAJUKpbKa1Nrpscces6tMPsMwDMMwDEE93Kmk/sWgstr2lB9n/j1U6pzaT12MSZMm/ese69cLVL6eysdT24SIiAg88cQTTT0khmGaKezAZ64qF+vnLlFYWCh6ozTUU4Ud+Fcvk5z60l8M6iHKDnwDZEgnEUa9m6ifLffQYRiGYRjmUrlYP3dTww85QC8G9QBnB/6VR61WN3j/Qv0f2YFfB/WMLy4uxrfffisqVjEMwzAMwzTUz10iNze3Qe1FvbbZgX91oHuSY8eOXXSdsWPHsgO/FiqXT1qYgq2pCpWnp+fV+JgYhrkGken1en1TD4JhGIZhGIZhGIZhGIZhGIZhGIZhGIZh/uvIm3oADMMwDMMwDMMwDMMwDMMwDMMwDMMwDMOwA59hGIZhGIZhGIZhGIZhGIZhGIZhGIb5D/Poo4+iY8eOZo+HHnrIar358+dj1KhR6NWrFx577DHk5eVd1jrNqoS+TqdDVlaW6Hkik8mu5q4ZhmEYhrkCkJQoKytDaGgo5HIu7sMwjQlrZ4ZhGIa5fmDdzDBXDtbNDMMwDPPf0M3V1dVQqVR2b8vR0RHOzs52rXvzzTfDx8cHL774onEZ+bOjoqKMz3/77Tfh1P/yyy/Rpk0bvPPOOygoKMCRI0fg4OBg9zrNzoGfkZGBiIiIq7lLhmEYhmGuAunp6QgPD+e5ZphGhLUzwzAMw1x/sG5mmMaHdTPDMAzDXP+6ubq6GtFR7sjO1dq9jeDgYJw/f94uJz458Fu1aoUvvvjC5uvkUo+MjMT06dPx4YcfimW5ubki0OD3338Xy+1Zxx6UuMpQpII06Z6enld79wzDMAzDNDKlpaUiOE+6xjMM03iwdmYYhmGY6wfWzQxz5WDdzDAMwzDXv25WqVTCeX/+cBQ8PRquBFtapkN0j1TxPnuz8FesWIFdu3YhMDBQlMCn8vdS1vy5c+dE0ODYsWON69N6VCZ/69atwjlvzzrN0oEvlc0n5z078BmGYRjm+oFb4zDMlftesXZmGIZhmOsH1s0Mc+W+V6ybGYZhGOb6182eHnK7HPimAQGmODk5iYclQUFBwmnfp08fnD17Fq+99ho2btyINWvWGJPTiZCQELP30XPpNXvWaZYOfIZhGIZhGIZhGIZhGIZhGIZhGIZhGIa5VLR6HbR6+9YjLFu7v/nmm3jrrbes1v/xxx+hVBpc53379kVsbKz4d9u2bRg6dCg0Go14zdHR0ex9FAxQVFQk/rZnHXtgBz7DMAzDMAzDMAzDMAzDMAzDMAzDMAzT7NFBLx72rGerrbut7HtCct5LUCY+ld6Pj48XDnw/Pz+xvKCgQPS5l6Dn/v7+4m971rEH++sLMAzDMAzDMAzDMAzDMAzDMAzDMAzDMMw1gmdtW3fpUZ8D35L8/HxUV1cbnf/t27cXDv39+/cb11Gr1Th06BB69Ohh9zr2wA58hmEYhmEYhmEYhmEYhmEYhmEYhmEYptmju4T/7CUjIwOfffYZampqxPOysjI89NBD8PHxwU033SSWubq64q677hLr5eXliWWffvqpcPJPnz7d7nXsgUvoMwzDMAzDMAzDMAzDMAzDMAzDMAzDMM0erV4vHvasZy8BAQEi4z4kJATe3t64cOGCyJjfsmWLsSw+QY75adOmITw8XKxHLFy4UDy/lHUagh34DMMwDMMwDMMwDMMwDMMwDMMwDMMwzH8SJycnfPDBB3j33XeRlpaGoKAgkU1vibu7O5YvXy6y60tKStCiRQsolcpLXqch2IHPMAzDMAzDMAzDMAzDMAzDMAzDMAzDNHt00IuHPetdKgqFAtHR0XZl7NPj365TH+zAZxiGYRiGYRiGYRiGYRiGYRiGYRiGYZo9OuihvUIO/OaCvKkHwDAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMZ+AzDMMwDMMwDMMwDMMwDMMwDMMwDMMw//ES+s0FLqHPMAzDNDvUOjUO5xyGUqZE96DukMu4YAzDMAzDMAzDWKLV6XHgfCH00KN3C18oFaybGYZhGIZhGMYSnV6Hc2WJUOs1aOvRBko5u0evZbR6vXjYs961Cp+hDMMwTLPiTOEZPLr5UeRW5ornLTxb4PuR3yPcI7yph8YwDMMwDMMwzYakvHLc+9tBpBVWiufhPi74/d5eaBXo0dRDYxiGYRiGYZhmQ35NAT498wWyqi+I594OXngm9nFEu7Vo6qExl4mu9mHPetcqHJrNMAzDNCte2/Wa0XlPpJSm4MMDHzbpmBiGYRiGYRimufHKkjij857IKKrCS4vjmnRMDMMwDMMwDNPcmJv6t9F5TxSrS/Bj0uwmHRPDNAQ78BmGYZhmQ35VPhKKEqyW787c3STjYRiGYRiGYZjmSLVai/3nC62WH0otQnmNpknGxDAMwzAMwzDNkbjieKtlmVVZKKix1tPMtYEWersf1yrswGcYhmGaDW4ObnBRulgt93P2a5LxMAzDMAzDMExzxEEhh7erg9VyD2clnJVs6mEYhmEYhmEYCS8HL2s9LXOAq9KVJ+kaRau3/3Gtwnd1DMMwTLOBnPe3x95utfyejvc0yXgYhmEYhmEYpjmikMtw/8Boq+X3DYiGUsGmHoZhGIZhGIaRGBsy2moyhgcNgYvCmSeJabYom3oADMMwDGPK0z2eRqh7KFYnr4aD3AG3tr4V42LGiddqks9DplTAMTKSJ41hGIZhGIb5T/PY8NYI8HDCosMZ0OuBW7uH484+Bp2ckl8BrV6PmAD3ph4mwzAMwzAMwzQpo4KHw03phm25O6DWa9DXrxdGBQ0Xr6UXl6BGq0ErP64Aey2hq33Ys961CjvwGYZhrjIV+/Yh/7vvoUpLg2v37gh45mk4hofz51CLXCbH1LZTxUNClZGJzCefRPXJk+K5S88eCP/ySyhZWDEMwzAMw1y3HE4twhebziIxtxxdwr3x3Og2aBXo0dTDalbc3itSPCRyy6rxyJ9HcCi1SDzvHO6F76f3QJi3dZsqhmEYhmEY5vogPj8H/3d4F04V5KK9XyCe7TEQHf2DmnpYzYr+/n3EQ6K4qhpPrliN3alp4nlsgD++mXAzon19mnCUjL3oIIMWMrvWu1bhumoMwzBXkepTp5A26wFUHjgATXY2StesQeqMGdBVV1/fn4OqEtj0NvBNL+CXkcCJhYblBUlAdjxEytBFuPDyy0bnPVF16DCy33n3So+aYRiGYRiGaSLO51dg2i/7sPNcPi6UVGPdyWzc8dM+lFSpr+vPRKXRiaCFUZ9tx/hvdmH+AYNBMb2wEiezSqDTXVw3v7o03ui8J05klODFRSeu+LgZhmEYhmGYpiG7ogx3rJ6PLenJyK4sF/9OXbMAORXl1/VHotXp8Nvmg7jto7mY8smfmLfjKPR6PS4UluJ0Wo54/WJ8sHW70XlPJOTl45lVa6/CyBnGPjgDn2EY5ipSNH8BoDY3OmqyLqBs82Z43XTT9ftZLJkFnFlV9zzjILDjEyD/rOG5fxtgylwgsK3VW7XFxag8eNBqOc2ZXqeDTM6xaAzDMAzDMNcb8w+moVptbnTLL1dh1YksTOsTheuVV5fGYeHhDOPzExlx+HXXeZzLNRhgI31d8e2d3dEp3MvqvWqtDlvO5Fot35WYj9JqNTydHa7w6BmGYRiGYZirzeJzJ1GmVpktK1XVYEniSTzcpS7j/Hrjs+U78ee2I+JvnUKP08tysXjnCZzPKhS5YkHe7vjgvjHo3sp25dv1ZxOtlsVl5yCrtBShnp5XfPzMv0OnNzzsWe9ahb0eDMMwVxFtWanN5bqysuv3cyhKNXfe15JenIRKWW0JG3LkL77f5ttljo7iYYnc1ZWd9wzDMAzDMNcppVUam8uv5wz8ogoVlh7NtFouOe+JtMJKPDrviM1MfIVMBlcHhdVyJ6Ucjgo2/zAMwzAMw1yPkLPeFiU112/F12qVBot2n4BOrkdFqA7l0XrxOK7Mh1Zu0Mk5xeV4/ufVUGu0NrfhbsPeTHraxYGDXq8FtLUl9O15XKvwHRzDMMwVhvpQllUbDI0eI0Zar6BUwn3o0Ov3c6iqK+FpikIPfOnjXbcgJw7Hjh8TpY4sHfVeEydavd9n6tTGHyvDMAzDMAzTZOSX1xgd9Dd0sO7ZSbGfN7S/fnt5llVroLEjRYSc+FShwNKJL5fLcGffSKv1p/SMgLMNxz7DMAzDMAxzbVJYXYni6irx96ioVjbXuaFFa1yv1Kg1qKZHoB5a17rl9HdliEEj0//zVJWYu/sINDbK6U/v3sVq2U3tYuHj4nJlB880Ctr/gAOfS+gzDMNcIVLyK/D0P8dwNK0YDgoZbukWhieGD8Ont72GHSp3uKmrMSHzIJ6ZPhQOwcGNu3OdFpA3EyNdcCdoPEKgLLtgtni7qwvWubvi5UKDg1+jl+Pev08jdHsZ/rivN/zdneo28dqrUPj4oHTlShHw4H3rrfCbZTtjn2EYhmEYhrm2uFBShacXHMO+5EIo5DKM7RSCV8a0RWyQOxJyDNnnpKdfv7k9WgV6NOq+tTq92GdzINLPFTEBbkjKq2hw3VeWxovS+nNn9kGod52R8YXRbeHuqBRl+HV6veEeZMT1a7xlGIZhGIb5L1FQVYlnt6/B9vTzkMlkGBEZg7f6jkBXz1AcK8kC+SqVMjme7TEA3QNDG3Xf1FNe0UxamXq5OaNzdDB2ybOsXtO4AxoHPVTeMkABfLx9F/46fgK/TLsV0X4+xvUe6tMLjgoF5h+LQ7VGg5vatsFTA/tf5SNhmPqR6S1THa8wpaWl8PLyQklJCTy5jwTDMNcZuupqVB07DqW/HyasysKZbPPS+EGeTsgpNS9rRIbImQOjG2cAWceAtS8A6fsBrwhg6EtAt+loagrProN6wZ0I0hpKFu1zdsLTQQHw0uqwLsMgtJZqB+Bp9aPi76m9I/HhrZ2adMyM/fC1nWGuHPz9YhjmeqVGoxWBrtSX/a2VJ3HgfKHZ66FezsgqMS/7+eSI1nh6VJtG2X9ibhleX3YSe5MLhEZ/ZGgr3N2/BZqagymFmPzDXrvXv6lzCL69s/sVHRPTePB1nWGuHPz9YhjmeoWyx49lZMHZwQFfxO3BplTz3u3hzl7IzqqAXqaHXgHItMC93bvjtZGNU/E1o6gE76zcgl1JKfBxdcE9/Xtg1qBeaGqSsgsw6p/fobeMxdUBjvkywMH8hYEto/Dr9Fuv6hiZxr+ul9Yu3xUfCnePhgNKyst0GNgx65r0SXMGPsMwTCNRvmMHMp9/AbqSEvH8zsBYvN97BmqUdZnkls57YsHBtMZx4NeUA3/eClQWGJ6XpAPLHwU8w4CYYWhKfNvciCf63YHCpE0ok8uR7GjoJXR3tSPSdAFYreuLLzSTjOvvOJvXhKNlGIZhGIZhriT7kwtEH/f8clW961g674kFB9MbxYGv0ugw49cDxn2QRn9zxUkEeDiJ7P+mpFcLX0zsGoplx8yzibxdHFBc217AFNbNDMMwDMMw1y/xF3Lw6D8rkF1aLhz0qiDrfu4ZVSVQQAGZXgaZxrBsYVw8Xh0xRGTp/xuoZdNDfy5DUp4h2LawogqfbdwlHPm39eiIpiQm2A93de6KOXHHzJYHaJ1R4mB9n7HnfJpo3fpv54RpHmjtLI9/LZfQbx71LhiGYa5xdFVVZs57olduAm4/u6XB92q0jVQIJWFtnfPelGN/oTnw/uCP0arTnchz90WQaxCe6PYEbrpjF4aov8THmqmogaNx3RAv5yYdK8MwDMMwDHNl0Gh1eGL+0Ys67+t9r43elZfD7sR8mwECCw+loznw4a2dcU//FvBxdRBBBY8Pb4VNzw4WbQQsYd3MMAzDMAxzfULO5ueWrhXOe8OC2ocdqLWNo5uPpWcZnfemLDkSj+bAq4OG4oHuPeHn4go/Fxfc360HNj0yE661yWOmBLi7sfOeuabgDHyGYZhGoPLIETPnvUTvnNOY036M8bm/u6OVsXJ810bqR6TTXNryq8j5/ArsTSrCUL9H8EbfNyE36TM6oYt5hhEFQT40JKaJRsowDMMwDMNcSU5mldqsSmVJsKcTsi3WG98lrFHGoNHpL2n51SS9sBK7EvMxsJU/XrupHZSKurwLajM1Z2+q2foPD2XdzDAMwzAMcz2SWliM8wVFxucyyCCvlkHnYq5Zw528kI0Ks2Xj2sU2irNaW08Hbm0z0M3ZZWXYfj4F3QND8WzfgaKfvcSM3t3ww64DZus/MKDpy/4zjYcWcvFoeL1rF3bgMwzDNMaPqZ+fzeWOfn5wVMrh6azEjH4tRI/K5xYeF/0+afltPcLx6LBWjfMZxI4BHD0AVZn58k5T0JR8ty0Rn65PgKT3ukR448+ZveHhbIiE/HRyF3QI9cLGUznwdHHA3f2jMKh1QJOOmWEYhmEYhrky+LrVVV0yhbLNq9RaOCkVuLNPJKb2jsALi05gX3KhyDwf1yUUL9wY2yhjGNTaH35ujiioMA+sndi1cQIELpe5e1NEKX/JHhob5IF5s/rAz93QkuutcR3QKtAdq09cgKujAtP6RGFk+6AmHTPDMAzDMAxzZfB0cYZSLjerQqUskYvscrUzuS5luC22Ex7o0AuvrtuEnedTIJfJcEObVnht5NBGGUP3yFCEeXsis7jUbPnNXdqiKVl26hReWr8B6tq5ifL2xl9TJiPEw0M8f2pYf4T7eGFl3Bk4yOWY1K0DxnZonHsJpnmg18ug08vsWu9aRaanOhxXkdLSUnh5eaGkpASenp5Xc9cMwzBXlNR77kXlvn11C2QyRPzwPdyHDLFaN7+8BnrUYG7CL9ievh3eTt6Y0X4GRkSNAFQVQNwioOAcENEXiB0LyO3seJKyG1j1NJCfALj4AIOeBfo/jqbMIBry6VajEVLi6ZFt8OTI1k01LKaR4Ws7w1w5+PvFMMz1yINzD2H9yRyzZV9N7YbxXawrUxVWqKDT6UTm+bqT2XBzUuLufi0wsVsYoK4GTi4Fck8Cod2AdhMAhX15CsfTi/HSkjicvlAKD2cl7h/Yskn1aUF5Dfp9tAUqjXm505kDo/H6ze2bbFxM48LXdYa5cvD3i2GY65GXV2zAkuMnzZa9NXY4pvboYrVuUVWVKLu/NOsA1l+Ig5NciVsje+GWiJ5Qa7XYeOIcTmfkok2oP0Z3aQNHpX26+VxuPl5buhEnMrNF8MDU3l3wzMiBZhVWryYVKhX6//gTylXmwbi3deiAj28c3SRjYq7edb20dvnmuEi4eTTsM6ko02FEp7Rr0ifNGfgMwzCNRPg336Dgh+9Rvn07FH7+8Lv3HpvOe8Lf3QkPbXwSu7N2G5cdyT2Czwe8j5HrPwDyTtcu/Rq62Juwoe8M7MrchUDXQExuMxkh7iG2B9FiAPDYAaA8D3D2ApS2M5yuFgfOZFk574n95wsAsAOfYRiGYRjmv8iXd3TDd1sTsaG2AhP1ex/bKaTejP3H5h3BqhMXjMuOph2DSlWNKcfvB7KO1K3ccijWd/8em8/kwcfVUZScb+HvZnO7VBVq7ZODhOPc3VkpMv+bEtLHls57aTnDMAzDMAzz3+Sdm0Ygytcba0+dhYuDEnf06IyJnW0Hd/q4uOD9uOVYnH7QuOxkXCbKVFXYtiEbB5MyjMsX7DmBe27phq055+CmdMSU6G5o5Wm7ImrrQH8seHAqiiqqhAPfyaFp3YpxF7KtnPfEgYy642Ouf7SQiYc9612rsAOfYRimkVC4uyHwuefEoyGSi5PNnPfa6lDU5N6AR85VoZ9uHJ6oUSG2LAPOfiq8U7AXS3fEGdednzAff475Ey29W9a/A/fmUYLea9s6ANFWy8Pd+fLDMAzDMAzzX8XZQYFnbogVj4bILqnG6rg6532MLBPPK/9Bz7WJlGeEbJ03TutboKM8GT8khOPXU0eN687dl4r5D/RF53Dvercvladvag6m1PU3NSXQw/mqj4VhGIZhGIZpHjgoFHhoYG/xaIgydTVWZJoEt9by+emNKNW5w8FTDplaDrkKOKxJxYF954zrzEs6hNmDpqF3QFS92/dxc0FzIP5UFkAJYxZ+WX9n16YaEtMEaPVy8Wh4PVyzsAeFYRhGQlUJKBwMj0ak8sgRFP72OzS5uXAbOBB+M+9DUU2dgU6n9kBl6ixA5wItgO3oigNoix8PfooAVTHKRyqA7nXbK1OV4df4X/H+wPeb/WcXc2grenjV4HBQXV8kV3UVpnmY901iGIZhGIZhrh2q1VrRX9NRaWebJzuJyyjBjzuSkFFUhX4xfnhoSAyKq1SQGv95ogLzHd9FgKxOS3rLKvCeehpS9UGgTqCmVKq0+GpzIn65uyeaOwnZZTaXd4uoP/iAYRiGYRiGad6o1Brxr2MjZ62fzc3Hz3sOIrWwGN3CQ/HggF5QyVVQ68i6bIFMB62bHlpXLVCjB3SAo795BrtKp8WXJ7fhr6F3o7lzLjEXToVAjZ/JQh3Qwz24CUfFMI0PO/AZhmFKLwArnwDObQQcXIHuM4Ab3rO7f2ZDzvvUGXcDGoNYqzp+HJWHD6PTrz/C19kXmop8lBV3Fc57U6ocnLEpoiemnt2MmRt0OBojQ76XzCyDv7mgLS2FOisLjtHRkDuZZzApQ0PwxpbfsbZFXxwLaIWAqmJMSNqF2Ad+bbLxMgzDMAzDMJcH9aN/ZUkcNp7OgVIuw63dw/HmuPYio/7fciqrFLf9sAc1tWXkj6UXY09iPpY83B8Rvi5IL6zCTYp9Zs57wlmmxhTFNnyomWZzu0l55WgulFWrxXFE+7vBxdF8zkK9bWc09WlpaplkGIZhGIZhrgXKq2rwyW+bsfnAWfF8VN9YvHDPCLg6//t2p+S0v+O3BaIXPHE8Mxs7k1Kw7IHpaOMRjLNl2Wbrq2pqbdxkWlbqyZ8Pi7hXQVJZPpoLlWoVUkqLEenpBXcHc3tzkK8n3A4BykpA5QnItYBzATBgZGSTjZe5+uggg87WiWy13rWbgs8O/CuEKjUV1afPwLltLBbnyjF3byoqVBqM6RiCp0a2bhQDB8MwjcOROS9iT7YLQmUDMFa/H877vwecPYFhr/zrbVPmveS8l6jctw/aY4ewtMoVXmkZ+D+1Gt/ZeG+Fg8GIJ9cDXc7rsblrnQO/U0AnNAfyvvoKBb/Ohr6mBgpvbwS9/hq8brrJ+LrffTNRsX0HJiTvEg/CfdgwOMe2acJRMwzDMM2JjKJKkXXbKtAdJ7NKMXv3eRRVqjCyXRCeGdUGHs6NWxmHYZjL54E5B3EotVj8rdXp8feBNDgp5XhrfId/Pa2/7T5vdN5LHM8owdaEPLTwcxOOb09U2nxvfcubUwb7j9uT8OXmc6IqgIezEq+ObYc7etcZGWcOjMbqExdQpa7Lmuod7SseDMMwDEPk55TgzPF0hEb6ISu7BAv/2oPCggr06huDux8YCi9vLh/NMM2FV39Zg61J5yHzABxLgbW7T0Mmk+HNB2/819ued+i40XkvkZRfiA2nzyGwKAwJ2lzInAy6WqOWo7Lc1AGuh14jh14HyCx8n119w9Ac+PPMUXx0cDvK1Cq4KR3wTPeBuL9jL+PrU0Z2xapdJyErqoFzbZHb2KhA9O9i3caVuX7RQmZXf3t71mmusAP/CpD+6GMo37xZ/E2xHaktB+JU54ni+Q/bk5BeWIlvp5nUw2YYpsn4YPFe/JRxu/H5N7KJWOT4NnyP/d2gA1+dm4uqo8fgGBUJ57Z1JeIJjU6DvVl7kaQ4iw7OgHu1+XuV+z6Ab94e8fdoxSF8pzX8RpjS/0Jd3/tit7rl4e7hmNVpFpqass2bkf/d98bn2uJiZL34Ely7dYNDaKhY5tq9G6L++hOFc+ZCk5cH98GD4HPXXY2y//Up6/Fr3K/IrshG35C+eKbnMwh241JJDMMw1xLPLjyGxYczbb722+4UJOaWY+7MPld9XAzDWPPJujNG570pi49kNOjALyivwcGUQpFlbtmPXqfTY3dSPk5klth876+7z2NvUoH4e6OuB17Qz4dCZp5FsV5nu0R+kKcTnh7V9IGj+5IL8OHaM8bnZdUavLw0Dt2jfNAmyEMsaxfiiSWP9McvO88js7gSA1v5494BjWOE3HImB19uTkRaQQX6RPvhpTFt0cLf5AaDYRiGafb88OEqLPtzr/hbr5RD71qXxbtq6WGcS7iAr3+d2YQjZBhGYvb+w1hTlgIEGRyHVQF6eKYCG/cl4JWZo+CgrD+5s6S6Gvsy0xHg6obuIQb7qoRer8ehhAwcT8my+d7FR+OxNzmdmkxB5qmGyl8LrdZiX1oakwzacgc4eKqNuck+jq54tuPwJv8QTxbk4LU9G43jqtCo8e6BregaEIqeQYYAg/Agb8x+fSr+WncI6TnF6BYbhjtH94BC/u/be6WUH8f2vL9QUJOBMJdYDA+6BwHOUf96u0zjo9XLxaPh9TgDn6mleMlSo/OeoJ9DyjqtCnFCdEgO8vVeWBQ/FDml7RHk6czzxjBNSHJeOX4+WGi+TB+KnzVj8SIMN0W2ILGU+8UXKPzlV0BryJBxHzkC4Z9/DpmDg3Aoz9owCymlKUA3wKmDAk8u16FnouFiIXNxgrJgn3F7XeTJeF05B/+nmYJKOMNJo8L0M+vRvjBVvF4YEI4XH/8ce3L3I8A1AKOiRsFFabvE5tWkbMMG64UaDco2b4HvXdONi1w6d0bY/z5t1H3vztyN57c/TzGj4vnalLU4U3QGS8cvhUKuMJZ4Vchk8HLlzE2GYZjmyLaE3Hqd9xI7z+ULJz5l5zMM03TklFbjxx2X18Lp+22J+GzjWai1Bt02qLU/frqrpyghT4796b8ewOkL5mXxJahMf7yJY5+0+iua+/Gq8k94yqpQo3fAD9px2KbrJl53cZBj3qw+2H++CL6ujhjbOQTuTk2ft7Au3ryMKUF2JFouOfAlJ/7/TenSqPs+nFqEWXMOi4oJYiwns3EioxhbnhtqrAxYXGnI4PI2cQYxDMMwzYez8RlG5z2ht2jDQiScysLp+Ay06xh+lUfHMIwppdXV+GLHHoNjqBa9g0w48Z1zLj5Xc44dxYd7d6C6tpprj5BQzB53KzydnERJ/se/XIoTyRegpjhMG0WakvIkO7cM+lJHyDVaaH21AP1kkBTUyGod+ICyxgnzBk3HseJ0uDk4YWx4e3g6Nr2/al3qWZsFz9emJBgd+ESLUF+8et8Njbrv3OoUzE97E1q9Yf4Tyw8iq+osHm79E5wVhuDXElU1tDodfJ254glz5Wn6O9nrjOJ/Fthc/kj+cgRFGIwS9+vXoCSrHeDZ4yqPjmEYU05klNgUBMf0rYCuLWxOVuWRo8h6/nmoM80dDuWbNqN40SL4TJ2KL498aXDe11LjKMOPY+Xo+o0WDo7OCHn7LchOPAjo1MZ1ZirXYYrjHszpuxZLFu9CcGUhkrxCEecXg/mxI/BlcSBmdmpekdRyN7dLWt6YLEhYYHTeS5wvOY/92fvRyr07nl14XDh9FHIZbuwYjI8ndW4WxluGYRimjt93110rG3I+sQOfYZqWk1klRgewJZO6h9f7nsf/PorkvAqz5aTRqFXGo8Na4avN5+p13jsq5HhjXHt8vtHQN1RigXYYVur64fvR7nhiXTFKUBfgU6XWIb2oGg8NiUFzws3JdpaV21XQp/P2p1l9dlkl1dh8OhcDWvnhuYXHsflMrlg+PDYQ/5vcBT5u7MhnGIZpTiydY6jgaERmuxzwiUPn2YHPME3MufwCVFm0UyU0LsCovrE2s+/P5xXimfmrcUyXa9ab/vCFLHx3aD9eGjAYczYcFs57QlkBaJ0ATa0JVimX4+lhA7DwcF01V0JRqYC8Uo6nxg7Apzt2Qq8EKGFZpgO0ah0SLhRgZtd+aE64OdjWoe71LG9MjhVtMDrvJSq1JThdshOtPYbhxT3rsC4tQWR0DwyJwmcDbkagKycbNBU6yMTDnvWuVf59TQlGsDltM6atnoY5vnVl8UxRutb1sfOWVSAy3lbHa4Zhrib1OQNaB/sAg5+3Wq6rrkbGo49aOe8lynftFv8euHDA6rUSNxmq//cCWm/bCq/xE4CuU63W8WjRA9mVQJJPBN7vfTceG/YMfuw8ASVO7qLkaHPDe/JkwME8u13h7w+PGxo3+rFKUyWCIiYsm4Dpa6Zj7fm1qFTb7nNKyyXnPUHGSuol+u7KU406JoZhGOby2XE2D5N/2IO9yYaS2A2xJs5gpGAYpumICXC36SuI8nMV5dgtIQ32wJzDVs57098BYk9taXxLnhrRGntfHo7pfaMwpVeE1ettwoNxoCbKzHkvcfB889PNk3tEwNnB3Pzi6azEhK7mZVH/LSqNDl9sOosbPt+OCd/swj8H01FRY21AJmj5q0vjsel0rqgGQA9y5L+y1NzwyzAMwzQdJ46m4vlH52DX/kTonJXQSxdjjaG3tRl6Pfaui7/qY2QYxpwoH2842CjlHuzmjudm2C5R/+Rfq3CqIM+mt25HmiHw/dCZNOMy+iVwLgRcsoEHuvfAlidm4v7+PXFbt45W72/l5welXg65Tg6FSg5lteFfmV6GQxkXr4jXFNwS0wEeFs56V6UDbmvdqVH3o9PrsCF7Fd4//Qo+PP0atudthEpXZXNdWv7ewS1YnXrGWI5914VUPL1rVaOOibk0dJBDa8eD1rtWuXZH3ozYk7UHT299GifyT2BNZw0KLWwISmctvFqYO5tkuexMYpimpmOYF27uHGK2zN/NEbOmTwMU1mXXK/buhbaoqN7tOQQFiX9D3M23SShkCkQPG4dUWSEe2vQQ+hduR55l5GDyNrSA7R5G0f7WxskabY0IHqJe8LYc2om5ZZi96zzWxl0QxrzGxrldO0T88D1cunWDwscH7sOHI+qP36Fwb9wM/Bd3vIhf4n5Bckkyjucdxws7XrDZ697dwR1tvXoYnfemrDhue16lvqtpBZX1GjcZhmGYxuNoWhHu/f0gDqYUocbOa9PZnDL+CBimiYnyc8PU3pFmyzyclfhlRk9jGXZTjqQVIbPYtgGMCPEylOcM87HdFmpCtzBUqrSYNecQZu9KFqX0TTmWXiz6yNsi2kZvd7VWh02ncoQmLKmqq4JlpDAZ2P8jELcIUFejsaF+83Nn9kHflr7wdXPEkDYBmDerL/zdnRp1Py8vicMXm87hbE45jmeU4IXFJ+DubP35OCrlIvt+/Unr0v4bTuWgWl2XgGDZSiy9sBKl1TbmkGEYhmlUUpJz8fKTf+L44RTUkL3CQQG9qwOEgqbKKlqdIfrK8AMNVKuRlthAfW6GYa44/m5uuLd3d7NlLkolvr5zPNxcrLPIz2VT27gCkRVvixB3Q7ulYD9Pq9cUamBMhzZQOOrw+om/ML9mOQJ6FcA5qEKUzJepgdSUQmTn276nbuHjY7WMysNvO38ey8+cRlGVtZ7PqizBX0kHsTztBCo1hjZMjUmQqzv+HnMHBoe1gK+zC/qHROLPG6cgwsOrUfezOOMvLMuaj8yqNKRXpWBB+h+o0Fq7S2WQo41nP6xIOW312u7sVORX2Q5YJrIqi1Giqv+eiGEagusJNwLzz8w3lnKucJHh1RkKTNynQ5ezLjjp3xb3dVwPpZN5ybpTTk4IqiqAn4tfYwyBYZjL5Ms7umFU+yDsTsxHmLcrpvaOQKCn7X4/cpf6+87LXF3hQ45/ALM6zcITW58QkXwSt7a+FR6OHrh91e3IrcxFbI0KAWpLkaPHbSW/Y47fLKQW1DnkY4M8rAINEosS8eDGB5FbZSh36enoiW9GfINugYb+n99vS8LH686YVRtY8EBf+DWykdB9wADxuFJklGVga/pWq+WJxYm4PfZ2LD63GBqdBoGugXh3wLvwcHQXZfMty4Q6KGyXytmTlI+XFschrbASLg4K9G5bjkzHH1BYXYjB4YPxUu+XbAYLSGi0OnyzNRFLj2aK6NfJPSNEyVYaA8MwDGPNn/usSzk3BDmaskuqEVzr8GMYpml4f2JHDGrlj20JeQj0dMIdvSMR5m1bH5Ouuth3eubAluJv0k2kw9Xaut8F0r2Rvq4Y9dl2JOfXbxA7kV4sdHKCSZAPVQS4rad5SX8K1Jz26z6kFxqMZ26OCnw/vQcGtwkwrHDwF2DN84Ck3b2jgHvXAl51PTYbg14tfDH/gStXorSwQoVlx6yzqA6lFOHBwS3x254UEdRLQQPv39IRAR7OQrNqLH6TaZmtagsUgEWVrqiqAn2GPaN8kFZYgZzSGgxs5Y83x3UQgQoXC5r9aWeyqAqg1ukwsWsYHh/eWmyLYRiGsWbt8qNQqywCqsjW4KCAjH6o1TqDNZp+s8lRJ5PBxdcN2ZlFCA6zdsoxDHP1eH7YIPSMCMPmc0nwdnHB5M4dEeXrbXNdJweDi06ukUFerYfO5LZXIZNhVree4u+7RvXAtqOJqDEJtOzXIQrtWwTjvn1fIaGsVgc6AG4xasgrZVBnGvq0H4xPQ5fQYBy/UBe8GeTujju7djYbS055Oe5asgiJhYaKVk4KBT4fMxY3tmotnq9Ii8PLh5dDU6ubA509MHfwDLRwb1wfVyf/YMwdPQVXCpWuBrvyre3Nh4tPYVzwNOzJXwSNvgYuCk+MCp4FH8dgOMjp/sY8iFUuk4n2BZYklGTjpSNLcbY0B0qZHOMiPeHrfA5FqlxEu3fATaH3Isg56qJj/OPIUcw7dly0YxjTpjWeGtAfLhaVcP/raPVy8Wh4vUuzQTUn2IHfCJSry82eF3jJ8OtoBe66+wl8t9UfKoUznsEi4+u5cMUz2nwU//EBBgdMQ+cwP9zaPQyujvxxMMylUqYqEyXWKUN7Y+pGuDm4CcfuXe3vsuv9ZKCa0DVMPBrCtVcvOLZoAVWKec9el149Efzaa3BqaTBE9gzuKcawM2MnnBROmBw7GVPbTsWWtC3CeU/4aW1ntXhVpWPpIwMwd28qEnJKRZWAaX2irDKbPjzwodF5T5SqSvH2nrexbOIypBWW4tP1FBVYZ3lLzC3HjzuS8crYdriWKKkpsbm8uKYYr/V9DY90fQT5VfmI8SKnuWGObuwQjNUW5ZZvt1F6lTKHqLRreW3mfZVai+1xLnAODYGDV46obpBelo5F4xYZbo5t8N7q0/h9T9358On6BJENZquULMMwDAOU1ZO1Oa1PJP7aX1cS0BQKaqNy0BRwR9fF23qEw8OZb1wZ5lIhzVOl0uDnneex4lgWHJQy3NErEg8PiYHcjuBD0kNjOoWIR0PQd7VzuBdOZJhruS7hXnhnQkd0Cjdk0HQJ98Z9A6KxLj4bSoUMU3pG4L6B0difXHBR5z1RUKnC6icG4c99qYjPLEFskCfu6hcFT4vfh/fXnDI674kKlRYvLT6BnS8Oh76yCFj3KpQmgbcoTgW2fwSM/xrXEqVVapsBUuTYf3lsOzw8NAbZpdWiHYKDwmDoIjvE3wfSzda/pWsYnCx6s9ZoDNUQ8ssNAcgUCGDa/mBrQh4S8/Zj67NDoazdtiVfbD6HrzafMz7/eksiCipU+OCWxi2HyjAMc71QUW67IszYKb2wduEh8bfx6i1+emXILyjHQ3d8h/4DWiMmNgQ33NIDHt4GBx7DMJfw/VOpUKVR44/4o1iccFJ81ybFdsDjPfrBQVF/oKopw1q1FI+GiPTzRt+YCOxLSodjkUz0tdc56xEbEIC3RgxH7zBDcGrLcD/ccU83rEo4DUWFDBMjO+LuEb2QUJpZ57w3wSGiyujALyitxIan7sT843E4mpWFlr6+mN6ti6gWYMr/7dltdN4TNVotXt20EcNaREMLLf7v9CIEuFdArZOjqNIVudVl+OzkFnzVZzKuJVQ6FdR66+oBFZpyDAi4Hb38xqNEnQs/xzAo5YaqCXe07owfT5q3zR0d0RreTuYBzZTQ98SB+cioLBbPvZ1KoZMdQ0Ht7pLKT2B28tt4tu33cJTbTrSbfegw3t+23fj8l0OHcaGsHF+Nu+nfH/x1hM7O8vi14W7XJOwxbgRGRI7AweyDZsvIieju3INMjvhKeyt26jphqOIY8vVu2Bh+ArkXpkJXFYV/Ui7gn4MXMP9gGhY91N9m+UGGYawpri7GG3vewPaM7WaZ7uTM/eTgJ+Jve5349iJTKBD56y/I+egjlO/eA4fAQPjNuh/ekyYZ16lQV4g+7ZQhLkE926fETkG1tu7m66izE8plMrhbRoC1vkGU1XxypCGysb7SlZa/OURSSRJyKnLwyOqvodNbZ/ccTCk0c/i7Kd2MTu/mSqxvLIJcg5BTaV4Gbkj4EPGvr7OveJjy0aROcHdSYvnxTGGcpHKvz4+Otdo2ZY9JzntT1KVd4OB1TPx9tugs4vLj0DnAEJFaUqnGgZRCUfaVqhrQb7clf+1LFfvjLHyGYRhrRncIFuWZTXFUyNEq4OLtV0qrNVh8JFM8yFm35JEB8HJhJz7D2Bs4Q6XV18ZnWzl4KfiQnLFPj2rT6JP5y9098e6q09hyOge+7o64f2BL3N2/hZlT+I6f9opS7xLLjmUJJ3y1xnawqynDYgOFs/6Roa0uup6po1kiq6Qa5/MrsGzJQjxnotGNpO0zC/p0dVDU65huLlD2O+lTCtw1ZWQ7Q5svb1dH8TCFsuZJLy8+nCGe39o9HK/eZB3wuzepwOi8rw8KktidVCDaA0jn3YHzheLeplukD+bsNQ+CJhYdzsBrN7XjZAaGYRgbDBjSFhtWHzdbRgF3rVrT77q+zn1vEYNXVanC5jUnsHXFMaz4ay++mP8wfPwNJbgZhrk41Wo13ti0BStOn0aNUgO9yS3nV4f3oUylwpsDbfex/zd8NvVmfLJmOzadTIS70gnTenXBfYN6GhOKqKz9fdsWYG9uKkCmXE9ggfY47kBX1OhsB8nL5HW6f1C7aLg5OmJmL/JX0cM2e9PNAzuJoupqnMrLxcrC5fD3yDMu93OtRHKBH47k172nWlsJB7kjFLLm7XZ0V3qghWsMUiqTzJZ39OoKuUwOZ4UbnBXRZq89122w6FYyP/E4VFotxke3w+s9R1htO64o0+i8J6I8Cq2qW5VrinGm9CA6ew8UzylYZF9OKjwcnNEjIAxzjhrs0qasPXsW+RVDrYIumOub5v1NukagTNuEwgQsT1ouHIl+zn54s+87eOaPup7LR/WtcVTTGlAWwlldil7VlQiX78B+fTtk6AMQn1mKZUczRRlChmEahpz3tkqrSyxIWNDoDnzCISwM4V/Xn42zLHGZmfOeoL7tm1M3i5LsrkpXVGoqUSWX49UAP7yXVwAPyYkfPQQY+HSDYyDxRmXdL1RcsOoBfyz3GJIryeBo7cBv6e+Oo7lH8e6+d3Gu6JxwfD/Q+QFMa2co/d8cUcqV+HTIp3h227PIqzKIxD7BffBYt8fqfQ9lZX58W2fxuBjO9ZTrlFGDKBNUWoOxcunRDGH8rlYbAkb6x/gZ/zalQqURxnF24DMMw1hD2Z5xmSXCCU9lm31cHfDexI74YE1d25eGSMqrwIKDaXhgcAxPMcPYwVsrTmHVCXPdaAp9H6+EAz/QwxlfTzW0d7LF6hMXzJz3xOkLpaI10aTu4cLxS9njtuge6Y1n7Bwzlfk/k23e95PKtqcUVGBpihOedpJBIbMIqvVrLbL6X1kaJ6oIUMDQA4Nb4tFhFw8WaGq+uL0rHpx7GJnFhooD3SK9bTrkJSiBgCoi0ONi2JtoQMEgxPqT2XhmwTFR7YCgcvtlVWqb65OetogrYBiGYciqMzgWU+8eiEV/7xWl9N3cnfDQU6Ox9PddlOJpcOKLCjo2qujUVtbJzSoWTvy7n7yB55Rh7ODTnbuw+ORJ0S5Zb8NztuB0HF7pN8TuLHx78XZ1xge3jRYPW2y7kGRw3puQUlaI+YnHcH+7Pgh29kF2dZHZ6+pSB8BRh7b+QXh23CC7xhHm6YHMslKrMvEaRRmOl8SZLXdQ6ODnVoFIp5bIrc7EovTvkVKZAGe5C/r7j8Ho4DvqrWjaHJjR4kH8kPQZcmsMbQXCXSJxR8Q99a5PJfRf6TlMPC6Gk8I80UBueZ9Ri1Zv0Ma7LpzHo7uWoVRlCCru6BuMElVd9TAJnV6PcpWKHfgmaPUy8WgIe9ZprrADvzEmUa7EOwPeEQ4lcjC18WmDogotiio3W63ronHF78UH0cdphfHk+VhzB37SjrMyKjAMY5tyVbnIvL8YlAnfFCQXJ9tcTk79G6NvxJfDv8Rbe95CZnkmtrt7YISLM7pX16DU0QUT+07HFCd3u/ZDjve3975ttuzuDncjpTQFCuccKD2PQ1Paxfiag1KD6f0D8eimSShTG35rqM/7Rwc+QoRHhAguuOpkxwMF54CwnoC3dYl7iW6B3bD+tvWIz4+Hh4MHWvlYG061xcWoST4Pp5iWUHgZSrJK6LVaaHJzofDzg9yxzjo4JDYAoV7OIgPLFAfvuuoGIW4hYv9kPH5xcZzRKCllc0X6uiDNpCSrlA3GvTwZhmFsQzfwb43vIJxgF0qq0CbIkA306LyjlzRlrJsZxj6o7/jK43WB5bawVZHoanDOIlPcuDynXDiMf57RE89Tz/X8CuGHkIoHUCL8jR2DrbLJ6+Ox4a3w+N9HRcaMxIy+UcgsqkImArBAOwx3KrcYX1PJnKDr9wzu+e0g8strxLKSKrWoVhDu42JX663GJjG3DAnZ5egY5okoP7eLti7Y8cIwHEsvhqujAu1CPK3WoYoCNMct/Fzh525RtlOnA8qyAFd/wKGuAWvvFr6ICXATAVT1QQEXg1r7o1KlwXMLjxud98Sh1CJE+7vifH6l2Xt6tfAR72MYhmFsc+/DwzHpzr7IzipGRAt/uLg44pu3lxtd9nq6ONpogyPT1l30Us6aV79iGKZ+Vpy+eGB5tVYDrV4HB5EGf/U4W1KX+W7KuZJ8KGRyfNR1Bt6JX4Dk8mzIIINaK4M2UAOHwBIMbdUFAZ722Zsf7tUbh7OWmfUMn9S+PSpQl1FuiotSg4djB2L2+Q9RqDL81lTrqrAldwk8HXzR3992QMKVJKWkCCfzcxHr649WPn71rhfsHIo323+K1MpkkXUf6WqecU9UqFU4U5yHCHcvBLq4W1XIvVBRBh9nF7go65z2bb2C0ck7DHHFhrYGmeVeCHMzD1p2lDujrUcvqHVaPLt3ldF5T8QXZqNlkD9KU8wDmWP9/dHCx+cyZuT6RQu5eDS8HpfQZyjDwDVQPIgAdyWi/FxFz05T7nVegD66uuwHOfR4snQRjuli0Dm8ztnGMEz90EWV/tPBOvtZYlTUqCaZwo7+HfHP2X9sLif6hvTFmlvX4KcTP+HbY9+KTPzdroZeOaf2f4BBYYMQ4t5wX9Hb2twmfm+WnFsCjU6DsdFjMbblWOzK3CVedw5dAI3bOWgqWkOmLMXTQ7sjo+aQ0XlvysqklVfXga/VAEtmASeXGJ7LFMDQl4Ehz9f7Fge5g3Ck2yL/x5+Q/9130NfUQObsjIDHH4PfzJnitdL1G5DzwQfQ5ORA4e2NgCefgM/UqeI16u355/198O6qU9ibXCCys2IDjqLryrPodUYLjZMCHrcPgBwy0YfV1HkvQYZjLxdHkU1KdI3wxge3ch9PhmGYhgjwcBIPCXJKUUUqe6G+2QzD2IeoCnSRivRj7ehpfyXoEm4edCnRuXZ5jygfbH52CH7fk4K3V54yvq7VQVTtGNImELHBDZcEvrlzKHxcHTFvf5qolETHO7lHOI6mGwyRr2hmYr+uLUYojqJA7wmnvrMQWBmB/HJrh8eSI5lX1YFPhkGqADX/oKE0KSUxzRrUEq+MbXfRz5vmzhZ/7EnBR2vPoEqtFe1LHhrSEs/cUNtq6twmYPXTQHEa4OQFDH4WGPCksWTznJl98M7Kk9hxNh+BHk6I8HUVGpoqT9EpNri1v9j34fNFKKu2Dgqh7C1y2B9MMWSHUXDB/03u2hjTxDAMc13j6eUqHhLtu0Tg+MHz4m+ZLSc+XSjpUUvrjlc/8IxhrlVIrxDkBAcFwlikvw6LjIazibP2atHFN9Tm8s5+Bh3f2iMUc/s9jVUZR/DacbK3yoy9v39O3I7+Aa3RzTeqwf0MaRGNvydPwdzjx1BSXY1RMa1wR8dOuFBtOxDoxtCeCHFToTDb+vUjRduvugP/3T1bMTvusNFdO7VdZ3wwaFS9lQBoeQs325X9FibG4Z2Dm1CmVkEpk2NG2+54vedw8Z4D2el4afc6JJcWwU3pgJkde+GZboZy+MQ3fabio/h12JadAOij4KuMQKH6ACBTo6LaBQrtKMjgjDNFucitsg5qrpBXY2BUFHalGqouxPj64subb2qUOWKuLTgD/wpBX+R3J3TEA3MPGUssezorcXdgAZBrWKemVImMnT5QlTngbcyGU94haL79BsoAQ884hmFs4+rgihta3IA159dYf/cgw5CIIXiyu8HYdLW5qeVNop3G4ZzDxmVDI4aaOcgpAOFkwUmr92r1WuxMWIcpPe4VWeO6igooPK2zZiRom5aO9wGhAzAsYphoL+DgfUg8Ovh0Qzuvx5FcfMTmdi6nnJEqLQ3F//wDTWER3IcNheeoSwiYiPunznlP6LXA1veAtmOBoA6XNI7Kw4eR9/nndZuqrkbup/+Da8+eUPj6IvPZZwGNxpiln/32O3CKjYVr9+5iWcsAd/x2b29RZpQMmqc3uiO3aiCg2wP3cjX0v85HgWcIAm+cbHP/ET6u+HZad5EVRfMYE2BfRCvDMAxjzlvjOohsVykTmDJHWwW440RtgJQl8w6kYUS7QIT71BkzGYaxhhyvt/UIx9x95iU3JShj+o2b2zfJ1I1qH4yhsQHYllCXUdSvpZ9wuEuQvpICJS1ZfiwTL9zYVlQZKKvRiPvt+nTtgFb+4mFK90gf3NotDEuOZmK5bqB4tAlyxwsxbXGhtgS9JZdVBbQ4HTj8O1B2AYgZDnS4lT4Yu9668VSO0XlPUDLUTzuSRV/73tG+lzQMak/w5oq6exCVVoevtiSiRwtfDKEpXzAd0NQed00JsPENIKAt0MZgeKVg1x/v6onc0moRVLH4SIZw3hP0z7JjWQjychbBEbYI9XbB3Jl9kJxXLlqoSBVYGIZhmEvjgefG4OUHf0dpsSFpzFGpQJvYIJw8nGKwiplerPR6bF5yEINu6IiIGEPSGcMw9TO5U0d8v/+A+FuukkFH5c9rk+17BYfhwyFN046if3AL3BTZDqvTThuXdfELxeSW5gmhJ0socdRasK5OOyEc+BQcWqqqgaejU726uWdomHiYEu4agrHBQ7Eme5txWZCTPzp7dkdquXnpfgkRBHGJkDN73tljSC8vQb/gSEyM7gClnbp5X1Y6fo2rs8cTf58+gRGRMRjZ4tLa79H+X9q71liJQKPXYfbpQ+jmH4ph4S0xc/MSlKkMlboqNGp8dWwPWnr6YGKMwa7t7+yO//W8DYVVlfgj7igWHTmJ7MrucFJqUKmi6lP5UKu24Mle/UTQCJXHNyXI1QN/3DgJqcXFqFar0cbfv1m3I2gqdHq5eDS8HmfgMzYY3CYAO18YjnUns+Egl2FMxxB4bV4D5B4Sr2ft8xbOe4maEyeQ/f4HCP+izhnFMIxt3uj3BhwVjlh7fq1wiI+PGS+y0r2dvEV/+MumMBkozQJCuwGOFuUps+MAuRIIrD/jhcb0yw2/YFv6NtFnvoN/BwwMGyjGaIqfcz0lfH5fiKJzrsj75hto8/Ph1Lo1gl5/DYXtQrAlbQvcHNxE8IKnoyfSS9OxMnklqjXVGN1itNgXXcy/GPYFdmbsxIn8EygtaIm/dypx755jouaHs9c9UAbPhUxel4Y1MWbiJU1R1dF9KH1vGpQOVajJdULmksWonDEDwa+8Yt8GkrbUs3zrJTvwyzZttr188xYoPD2MzntTSletNjrwCXLej/96Fwqox6pTKHZ2DMXe4A74ZNf3okpK8cKF6PHgA6J06IGUQuP7qHzrhK4GA3OrQDZAMgzD/Bt6tvDFzheGCd1MN1c3dgjGTzuT63XgJ2SXiaxUcgYxDHNxpB7oiw5nCCPUhC6huGdAC9HX/d8EwWQUVSK9sEpU0PBwdrD6jtJ32VYJdwnK1p59dy9sTcgVTnpalxzTomKACQGWZd5rIQcyBfp8uiEBF0qq0dLfDa+Pa4/YIA+sjc8WLY1u7hQCHzdHZBVXieMvq1ZjdIdg8ZtD/N+ULpjYLQwHUwpRrdbin0MZuP8Pw/26o0IGlUkJYoKCIS6JrOPA7NF1jvFjfwGJm4Fbvrfr7TvP5dtcvutc3iU78Dedsp05tfFUNoaUHqoboylxi4wOfKKgvAYTvt0t5tsW8w+k4+Ux7TCyXSA2na7NXKg1I9M8SwG0DMMwzOUT0zYEv616Grs2nYRKpUH/4e2xadFBnNqXVPujKzMEipHDQq9HVkoB/vfCAny5+HGedoZpgCf794NKq8WCE3Go0WgwukVr3N+rB7xcnBHpeflV4HJKypGaV4TY0AB4uda1KSLOZxeiRq1BbHjARZ20X/WfiCktu+BIfiZaefnhhvBY0ZfdFL96WrOuOH0OXT3P4KODO5BeVoJwdy+82meICEpYnXZGaLWxkW0R4OKOwpoSbMw5gBJ1OXr7dkBXnzZiGzNbTkFfv644UZKASjXw68mz2JhMCVp63BzjBgeFeaulHr5DL2mOkosKMWHNHJRpDY7xxUnxWJ92Dj8Pu9Wu9+/MoCAma3ZlplyyA39LRqJZGwGJjennRGCC5Lw3ZUXyaaMDn6B1Ji35G+dLigxiWKZAparu81py9hTeHjgCE1p0wNLz8bVL9WLdW1oathPlzZUHLwaX0Gf+NVQa9K6+JuVJ+j4CxC2GuqQC1YXWvd7KN9c6o3JPA7u/AgqTgMh+htJ1rpd2g84w1zPkyH53wLt4u//b4sIpCRyVVoX/2/cJVp1bLpzmt7SbjIe6PQIlOd5rqVRXIrsiG2EeYXBS1BoEtWpgyQN1meFUNnLC10D7CQan/vxpQG5t6U7q2X7HX4CH7UABuUaHzkvjEb1uPWQuG1FyexZ87rjDbJ07292JlWeWoKbWry+T6RGRp0f7jeeRvfEt43o1584h5cFZePBBoMTFUM3jqyNf4Zmez+C9fe+hplbU/H7yd7ze73WRfb/47GJklmeivU9PfLddgSp1nRO7uqQtIn0mocjlH/g4+2B6u+noH9bf/okvy4HDklsR1MkgyvzaVqD4vAsu/DUPfvfdB4dgO4InPEMvbflFsOx3X7fcEzIH2yWtZI7mv71z9qQYnPcmnPRviaOBrdEj9yz0KsNrs+/thR+2JWHViSzh9Fdr9Xjwz8O4pVsYPpnUGUry6DMMwzCXDTnZpvaOND4nDb3gYDqKyTpgg12J+ahSaZFTWo0ftieJftrUyuTBIS0R6GFuFGGY/zLUT/7diR3xzoQOwpZPWfmERqvDp+vPiNLylEFNzukXbowVbYYkyKlNjvowb1e4OBqWU8Y7BdD8czhdbM/NUYG3xnfA5J4RyC6pFlXoTmQYgm/aBnuIXvZUbt0W5OQ/lVWKVScuYG1cNtILKzFzYLSZ8XJanyj8vDMZer1BC+tr+xzmlNbg2YXHjSUyk/MrMOuPQ8I+pq7NDP9k3Rm8Oa493lx+0tiT/eed5/HymLa4vVeEyG5Pyi0XZfv/b8NZ0etegpz3IV7Owlnt7aLEnX2izKoDNEhVEfDHzdaO8ePzgIFPAQG1pesvQrCX7d+yYC9DC65LwcvVtjamQA4obQdJQGmum2m+6nPeE1LLqW/u7I6fdyRj2bFMpBVWCt387D/HRRDBF3d0NTvHGIZhmEvHzcMZo2/pYXw+ekpvrJi7G4W5pQbHvc68BeDZE+niNaqAsmDuHiSdy0ZM62Dcfld/BAbbtqswzH8RB4UCrwwdgpeHDBYaUyqpr9PrsCB1PVZk7oBar8aQgB64L2YiXCS7MukgnRZp5UUIcfWEm4mG+mjFNvy955ioXOTsoMTTYwdi2oBuKCqvwrM/r8SRJEOv9BZBPvhs1ji0DLad9EXjScgoxLqTydDpkpDavgwP9u4FhUmG+sTw7vjhzDZoZHW2YJ1Ghrx8LZ7YusrolM4oL8Gj25bDyUWGGmp1CuDjo9vwUb/h+DNzIco0hgofSzO34Y6IG3Br+EgsTD6OhOJcdPAJwW9ndyOvRtK4MmxNi8CNLUqgk12Ak9wVXb2Ho6+f/dVaq1Rq3Dn/b5S51Vg5zI/kZaJ7QMOtQILdPC5p+cXwcrStwb2cnOFoETQh4agwL3a+NOGUwXlfDxqdVpxXH/cdi1jvACw9H4f06nxxHr1/fD125STiy36TzM4lxhy60mn1DVcmqL8Jc/OHvQ1XG7pJn7UZ8p53QqawPrmoRzMKkoBfRhlu7NP3A7u/AP4YZ+gbzTCMGeSkNzXwvbPmWfyeMBf5ulLkaovxY/zP+GzrO8bX556aixELR2DC8gkYuXAkliUuM7xw4Cfzsu5UNnLJg0BlIbDskTrnPZF5CFj9bL2fRPbrr6Pghx+hSklBzenTyH7rbRTOmWO2TqBTC0QfuxsVZ95F5Zm3EHL8Jrw6z1iVyfwYq1TokVD3/S+qKcInBz4xOu8JPfT44vAXmLxyMr459g2WJi7FW5vnif6WlnhqAhHs6IWi6iJ8ffRrPLHlCVTZyrixxb5vobSIqPSOroKzZ5U4XrvoORNwtrhB9I8F2t580VL5qdPvQkLvPki9515UnTghlnvdMhFyD3MhJvfygteECfAcMwZyVwtjsVIp3mNKSoH58UhkuRnKrHqOHSv+dXdS4v5B0cgoMjjvCdK91Av1r/1p9h07wzAMYzeUGbzi0YG4q2+kVUYu4eaoREFFDW75brdwKh1OLcKvu85j8g97hWOfYRhzSDNLznvixcVx+HZrEooq1cJxTd+fJ/+mqk0GFhxMQ58PNmPkZzvQ+4NNot0QsehIBhYcMjjvCXKMv7QkTmS5v7o0zui8J85kl+H5Rcfr/SjeW30a/7fxLBJzy5GQUyaef7n5nNk6ke5afO8xG2ec7sUpp/vwvvJXOMOggy3zYsgxITnvCerF/s6qU0bnvcTnG8/ipq92iX7wCw9n4PXlJ1Fs4ryXcIIaUR5AcZUG321Lwl2/7jdz8l+UQ7Opb57t1/IS7NrElJ4R8Hc3N9pRKfvxtVWgbBGXUYLpv+xH57fWY8oPe7E/uUAsH98lFH5u5tuidiW394w06HAXi4QBqiDW7S6zRSn5tnWzxLguIcagkfsHtURWcbVRNxNUGeGn7ckNHTbDMAxziXj7ueOLRY/jlnsHQelo3TFX6aCAWqPFk7N+w8olh3AqLkP8+9QDv6Gs1E57EMP813Szib35p7Mr8GfaKpRqS1Glq8K6nF14+/gvxtdXp5/E4FVfYcz6HzBg5Rf48cxusXxTfCL+3HXU2HaoWq0RDv2knAL8b/E2o/OeSMkpwsu/r613TF/u3oMPt+/A2fwCJBYW4v927RbPTXFXOkNZ4QtVtRIajRw1FQ4oT3eHXiGzyijXK7VG5z1RpVXju8RlRue9xMKMTZi86Re8f3QTFp0/gbePrEdOVZnZOhVqJ+xMj0BqSSfsyffFd4nH8eSRr1GkMl+vPlYeOIV8jW2dmVhs0LINMbF1O4S5m9uIA1zdMDm2Y73vOVuYj/vWLEHn2V9j4pK/sC3tvFg+OrINQl3Nt0WO+2ltumFIeDRCLF4jbm/T2ex5amnxRcc7qkUrOCsdRBWFmW17I09dIpz3Etuzk/D1SfPPl/nvwQ78piAgForJ38JrknVPZZ+77gIO/AxY/rjlxAPn1l+9MTLMFYCcsCl3TsOZ7j3Ev/S8MSEn9Jq8ul48EotSVogeP0dyjuCTg5+gXF0ulhfXFOPNPW8iuTgZSLAhkMipfWY1kLbX+jVa3yKiWbylsBAlq1ZbLS+cM9fs+dMLjuGQa1vooYQOTjjrOAhLW9wIubvtUkemwWRjyyvwZVoi/szKxoySUshrBVipqhT5VXVlNmVKW8JHiyynX5GtqjOsbk3fih+O/wC7oDYCNnD2h+gtbxc+UcDMTUC36UBEH6D/E8C9a6wyfCRU6elIm3k/Kg8dgq60FJX79iHt3vugzsmFQ1AQoubOgfvw4XAIDYX7yBGImjMHSn9/KAMCEPHrL3Dp2hVQKODUpg3Cv/4Kzhbj7B1tO7K1Y3EqPMePQ8BTTxqXUYYnGYYtWXk8y75jZxiGYS6JSD9XvDuxkwigsmR63ygsPJQhnI+mpBZUYnUc9f5jmGuXExnFmPrTPnR4Y50oWb7zXF2f+MaAtPHSoxlWy9efzEalSoMz2aXCKS85q8kRTv3Tj6QVYfNp61LsZJTcfCZHlMO3ZF9yIUqrrZ3eFGjz9wHrIEjqr27GqqcxWrUJTjI1XGQqTFNuxuvKP4XzuSFGyw/iO83bWO74Gh5RLIcDDEbKao1OVFRqiJySSqSWmZe0/3jdGfwb3SzqYobVtXNqqKLfkocH4M4+kegR5YN7+rfAkkf6i8BSW+SWVePOn/eJCiWl1RrR/mnG7AM4n18Bb1dHLHiwH8Z2ChZBAMNiA/D3rL7idxbOnsCM5UCLQaK8J/zbAJN+BSL7mm2/vrL9dKsypmMwXr+5vXHZX/tTbQYTrzzBuplhGOZKEBDqjQdeHY/pT1hnvd4wqSd27ziLgnxze3N+Xhk2rTUkSDDMtcr5tHw8/9YijL79C8x88g/s2p/Y6PtYe2GX1bL48jMoVpUho6IYz+1fjoIagx22QqPC/+K2Ymd2Eradsg5cJDPu9tPnsfVEbdsLExIy8nChsNRm1ao5R+sCbSXmHz8hSv1LvH94K7JrKlFZ4YzyEldUVTtB5wQ4W2SHUxisRbdXgQoGm7kpWr0OGVXmGt9WS3GZYx7yteS0Nhix40vO45tzS2EPZzLzoKiwnUndLcC+Clgejk5YPPFO3NOxG3oEhWJa+y5YMvFO+LnYrgRGJe6nrliALWnJKFXV4FjuBdy/bini83PgonTAgtF3YmJ0e4S5eWJgSBT+HHU72voEwEmhxNzRUzA4LBpKmRxRHt74dOAYDAtvabb9XiEmrbf0dQ86yqER0fhgcN1v9Zr0UyhVW1e5osAQpn50kNv9uFaxfdfHXBWCX38NyuAglK5eI0o9e992G3ynTwMWmEe5G6G+3AxzjaLOzETa/bOgrzIYyqqOHBHPY1athENYw2Vw7KEqKwNqG3Y8lUwLrV6LDakbrF6jUjW0vJ2mPT6ruQFJ+hB0kyfiZeU8tJenAR5BgNIZ0FhcRMnIZVKiyLi98nJAa22o0pbUOczzymqw7ay1EXZTTF+8NmMgLrz0stnySifgQBsZuiTp8MAuNUJLFHALckZA5zJ0qSlGmEaDD/18RZsAja5OtClcUiB3ToeuOsK4TOmUBrWjtbFyfeJe9PG6C22CPeDv7iSMtRU1GoR6W5TnDO5ss4e96/iZUPr4wG4C2gATvrVr1ZKly6CvNp9/XUUFSlethN/MmXBu2xYR39nelmu3bmgx/++Lbv/O3pFYH59t1t9+Vs9gjH55sVWJfirxagtbxkmGYRim8XhxdFv4ujqKntfEpO7hmDWopSjjbYvsEs4kYq5dqM/4tF/2C6c5cTy9GDN/P4RVTwxEm6BLLwFpC3Lu2ohJFHal0io11sRl2zTMrTlxQZTet4WfmxPcnJTGcUu4OCjgaKPVEJXnr6ktuW4KvZ8CAkTlDVUFcNLa8DdJuQtu47/AMwvjbB4H4Y9inNRHYYl2EJ51WIgXHBaglTwTz6gfEduWMqHqR4cqWJeW3x9/DuhSaHBye4agrFot5pOc4la62cbY0WUq4GVi0GsAcrB/cEsnu9ZdcSwLZTXm809zvOhwOp4f3RatAt3x3bS6kstmhHQG7ll10e1TH3sKkNqWUHcvc0u3ULxxcwfRBsUU00oMluNhGIZhrhxTHhwGFzcnrP/nANRqLYbe3FUsm/29tS2HyMu1L0OWYZojlVUqPPXqAhSVGLLGz53PxesfLsO3H9+J9rGX3qqzPqhsvqXJmRL0M8uLcCD/AjS1rZ5MWZtxGhqFAtV+eugcqOUq4FAKKFQy+Li5wMPFCZU15kGuSrkcrk7WCU5anQ7ltS0+TanSaIQD30mpFAG61DfeCic93u09Ai/v2QC1aTIaSWELn3l1jQOcHMxtnNS6VqUxdSPSm8x1tFymg5OjdfXo3Xnx2J2VihaePghz90SFWoWimirhFDetqNs2LABO+xVQ++ihc6nb9qiAVmjtbaiQag9ULv+tASPsWndt8lkUVJvbDTQ6HRacjkPHQUGI8PDGF4PG2XxvK28/zLnBOjnXlBuiW+GmmFisTqqtvKU3LHtvyCgEurqZrXusoK4Sg+V4mPrR6uXi0RD2rNNcYQd+E0JO+4BHHhEPM2KGAadXWK4NtBx2NYfHMI1KyYoVRue9BD2n5f4PP9wo+/D2D0PnVBlORJmLiN4ZzsK57aK03SuytMwD9ycPgbr2bTt1nRGnisb2iF/g1WqUoXTkwZ/N3pMUOxLvrL1blLMfGj4UD3V5CK4OrnCMjIRT69aid70pHsOH1x23Xm/TIFrl4IKJB1Xo33sKJp/bAueifDi3b48jd3RAZMISvLxQB7leAZJ2xclKVBU4IvrGPEwqK8c3Pj7oGTFIZNNLkA5yjZyNkZo3ceRYNvyrSjA0fwN+Ng8IRE3uKCQUDsOdR/fDQSFDbJCHKHdKmeYdwzzxxe1d0Sqw1ljc71Hg1DKgqC4zSuvTEV6T6wk8agR0lZW2l1fYXm5KfH489l3Yh1C3UIyMGglHhbUIpn6uCx7sKzKVqCxor2hftA32tLm9KMpQMv9oBQNb2S8mGYZhmEuHyn4/OCRGPMx+f1v7i1LelgxqHcDTzFyzUD94Sye4SqvDwkPpePWmugznfwNlcJPuMy1vTjjIZQj0cK43u53K0+9KtC5jGeHjgpHtgjCjX5Qoy2+pk+797SByyqoxuHUAnh7ZRvRjJ4dvzygfHEo17w05LDawrm0GiWYbwlkp0+H9VSfh5qgQxj9yoJOG7R3tg7n7DFn9+fAWhrIMfSAOqtpik+NzmCDfjY8wFd3atsX6U9aVBG5t5474M6fhJyvFJPkOPK95EHqTjI0HFCvxnHYRMEcNvVyJ3f5TcF/WeNH7vU2QOz6b0hUdw2oDQHveB5xYAOTVZexn+vSGZvD/EIUrQ2U97UMqahoONqVA1e1n8xDo4YSxnUKERrbEQSHH7/f2xt6kAiTmlqFrhA86hdvunRzpazvbqU89WfwMwzBM40DXxfF3DRAPU7r3bolFf++zWr9HHwsjEcNcQ+zcd87ovJegIM1VG+Ma1YGvqfCGwqsu8YeoqXRCjGcI4orrqqGaoQfWZieKDHhC5wjU+AHhVa4Y3bk1Skqq8MWynWZvuXm4KzYUvI3S7FxEunZG/4AZcFP6wEGhwJDoFtiabCjxLtE7PAyezoZ+7aSYLcvkE6SqPzi4XWThuyrlKFFVo6WXL4ZGtcAf5w4aXfH01vwCT7g5q6BU1jmOu3l2Q0KWuYNZr5NhZHgbbMo8C4pd0GoogMBgizaFql7duXaBWN7ePxDJZQWo1moQ7eGDT/qPRa8gQ1DruN7tsWzfScSfzobaWwetKxDq6InnRw/BlaJSbbstFgUZNEROdQZOlR6Bq8IdXbz7wVlh7XOgFgzfjh6H+y50x6mCXLT3D0KPYNvnZLCrp8356+LbOEmPzLXLtRt6cD1DzkLTXtBUwm7kW4B/q6YcFcP8K3RV1Ze0/HKgfueveE5BbEadWOmYosPLbR8Vf0+ImQAnhXkWjbuDOwpyY6G2CGgrhgdWd/7KcOW88UNg6CuAX2sgoB0Ses3AxOJ9OJJ7BOdLzuO3k7/hme3PGN6YtBWhg2vg4Fl3xXXp2QOBL71ofB7o6Yz+MdZl22t0QIrWEfNCe+OWwS9i1ftzofrlA7QYMBovpnWC3EKD1ZQ4oDLHkQIpMXfY13h3wLto5W3+O3Fnh4l407MMP275H97f+zNGnUtFp/N1B6upiIGqYAT0tZFoZMSNzyo1lomPzyzFA3MPi6ADw4QFAg/uBAY+Y6hMQJn+RfHAV93MM4xSdiFl92eYtepODFkwBFNXTcWJvMsry+Yx+gbrhTKZ7eUmfHb4M0xdPRVfHvkSL+58EZNXTkZRtbmBuG5zMuHsuau1Bm0d6i9Re3uvSCgsxJS7kwKPDGsFlOeZBTYwDMMwV56bOoXg1u51N7Xk83tsWCt0ifDm6WeuWeqr7NOYFX/IQf6wRUAM8eCQliJg5pZuYVZl2p0d5MKyZyuDekLXMDgq5Xh2VCxeHtMWrQPd0TLADbf1CMfG0znYm1yA5LwKUR7/nt8PiPccTCkUhi0KJJDoHO6F9yaa9Kl0cgfajrXa33JNX+RV6lBWoxXO+4ldw/D1nd0wol0QBtkIrEzXB2KLrhsUMj3+nBqNz+/oavU7cWu3MHzWPQ8bnF7E347v4zblToyRHzS+3kF2Hq84/A1HEU4LyHQaDMydh/66I+L52Zxy3P/HIailCgUu3sCsLcgf9inmysfjAdXTGHjhCQz73zb8c9Ak8ChtP9K3/4H7ftiMnu9txNivdgoH+eVwY8dg8TtoCTnkL8a3WxPFfqk9wLMLj+OGL7Yju6T++7R+MX4Y3CbAppNfYlKPcDhaCGdnpRzP3RCLwgoVUgts9zllGIZhrgw9+8Zg/KSeRgcR/Tthci/06M0OfObapdoig9243Eb7pn/DtMhxKCtxMcaVVlU6YpD7SNHDfEx4O/g4mjtwHWRyuGvcUGHpJJYBQ3u3Eln294zsiZcmD0PrUH9EBHhj5oQweMYuRWrFERSpMnC8eA3+SXsROr0W8RnZ0JdQE9Y67dXG3w8f3Tja+Jx09YTodlZjpyTuwpoqlKlVwnk/PKIlfhszEcOiojA6pC30apl4oFoBVZUjks8HoSDRG6XnvDDTfyre7DQd/QLNw09HhsViSlR3qCscoKlygFatRGm5tRO7uMQQ0KmHHqeKc4TznjhfVoT7ty5GZa2z3MXRAb89OQXP3TIE7o4ukFcqkF1cgfHfz8Ufew1am6B5+H3/Xjx/8Dvcufc1PHjwY+zNO4XLgXrQU8UDS8a2vHiL2N356/G/hOew+sJfWJjxIz458zTya7LrXb9HSJgor+8pt906lpgQ1RGuckdj7DI9FFDgxS4jUVZWjYyMwjrbPGNEB5ndj2sVmf4qf/KlpaXw8vJCSUkJPD1tZzgytVw4ARQmGXpEezZexBjDNAVVJ08i5bbJ5hk0MhmiFy8SWeaNBf2klSxZirObl0ChdECbCdPhMaKudM7B7IP46shXSCxORAe/Dniqx1OYu01nM3vvtZva4f5B1jcyM9bOwNHco1bLl/d+By3/mQnoteIwq4scIA+MgdMre63K7Z/KKsHNX+8SJT9lej3keh20cnMDmEJeA5c2b0Em0+PN+Xp0OG9ttA3rXwjPHi2AR/dDV12NmqpybC06gIzyDPQK7oVugd1QefAgUu+aYVaSf/5gOY6216OsfBJyCsx7W9pi1eMD67KJiLm3iFL6qjIFqgod4OSlgXO4H/D4EeCfu5Cdsh03h4egxuS4qeTSn2P+ROfAzrhUCufMRd5XX4kWBXJPTwQ+9yx8pkypd/2UkhSMXzZeCERTZnWahSe6P2H9hpIM4J8ZQOZhw3P63Z0yB/AItlp165lcfL7pLJJyy9E9ygdPDQxC4urPsSffDQGyYtwXkoLQO74E/FvjvwJf2xmGv19NzdmcMpzLKRfOv4h6sj4Z5lqBKgKN+Gy7VYl36ldOjtPGZPmxTMzbnyYU0119ozCuS91959G0IuHQPZlZirYhHqIE+8ZT2fh5p3nmD/HEiNZ4ZlQbq+X3/X4QW86Y98wkPpvcBS8tiROVBSSCPZ2x/YWhcFJaOIULU4BvegI6tdDYq3R98bL6fpTD9nedHNi2quN/oPwFd/qeBZ46Aeg0UFeXY+N5ldB01F++Pzn+s+OBH+oyFqv0jvhCMwlrdH0wy2kjZmC11Xbnakbidc19xufzZvVB/5i6IIJH5x3B6hMXzN7j4aTEvpeGwm3F/Sg6tQUDa75EBcyNnr/d0xPD2gbhUqHggA/WnkZxpVoEYTw1srXNexqJ3NJq9P9oizGAV4LOh3dNgylMWjw88tcR7D9vyELrEOqJH6b3sPnbS4EIn64/g4TsMnEv8fCQlnhv9Rkk5hn6q7bwcxUl/duH/ndsQ6ybGYa/X01NRloBks/lIKZNEMIiGldXMMzVpqCoHLff/xNUFoGu778yEYP6Nq5dbkNSIuadPCTK6d/Sujtua9/B+Nrp4hx8emIzjhZkoqWnH57qMATHU/Pw2d49Vtu5p2s3vDHUutLy6syPcbrUutXFIK+X8eiP8ahSGYIBdAq9KMG/4en74O5snqiWX1WJAQu/R43e4CgXlf215LyUHJh6OLnXQOlsmC85ZKguMzjhTXHMlyOgxhVbXpsFmVyGsppqHCnMREJJLjr5hmBwcEtklJdi8KKfoDPa+vXw9S6Hh2s1lFAiv8wRJaWkD2WAQg+ZjVTiH4beghsj6+4hXl+xEQuPxEMvM7QdkOkAZ70S2565H/9btxPLj8cjcnA6lE51n7dOL8OTre7BDaHdcamsSjyDt3ZvEfPmolTioa698WTP/vWuX6WtxDunHoJaV2O2vJv3AEyLsrY3l1XX4JnFa7Az0ZDw1SrAF19OvhkxAda/vVRG/5PjWxBflI1Yr0A80rY/vvtnD06W5EFRoUPrMg+8++R4dGj/38nKL63Hlywt//xQf7i4N1xkvqpcg6d77rkmfdJcQr85knEI2PKuwXgQ0gXwacEOfOaax6VDBwS/9RbyPvtM9IOn3uIBzz7TqM774koVMourEDN+AnrdMhEVu3ejJiEBFXv3wq1fP7EOObXnjp1r9r6xnfOsHPhKuQyjOwTb3k9NsfFvmU6PcQf0GByvQ9Xsd1AY6gyfNhUiktnFVw1ozgDntxtaY5iwJ6nAaFgclbIfG6KtnehaUip6BSDTYH8rcuCbvy5T6OAWoYC+5/3IeeddFC9eDH1NDTr06YOR778Px0DDBd21Vy+4DxmC8u3bDc9rgAf2ytBi9DT85DoJn25IbHBunZQWKiv9AHKPe6DgtLtRBHpGVSK025eQJW3BHF9vM+c9Qc709/e/jwXjFlhtn7JwdpzNE+VUqbSqsWxqLb4z7oL3bZOgzsyEQ0QE5LXloeojLj/OynlP1FsFYMXjdc57cXz7gZVPAXfOt1p1WNtA8SA0p1ah/O9J6IEy3OqgwALtUEzImIpVfz+GoMfXX3SMDMMwzL+HSj6TcyguswStAz3w7A1t2IHPXPO08HfDZ1O64N1Vp5BfrhLO3idHtm5U531ptRrphZW4oX2wyJ5H8nYg6x/gXAcgZoQIPu0W6YP5Dxg0tIRSIbNy4JPuHdPRtm4uqrRdgvL15fFmznsiu7Qam0/nWmeLp+wUzntimbY/ntY8dtFjs+W8V0KDfo5JONbzY3TZ9DZkB3+Bg7oCY8N7AxO+BQJqHe7BHYFOk4G4heKpi0yFl50W4uXePoD3IGCdtQO/EOZGIMsAhCMWLQII6lN/cs8q9D69An9pJlg574m3V56y6cAvqVKLUveuDgqRBU+VD0yZ0isC47uGIq2wEmHeLnCzqKRgCfWqt3TeE0fTbVeuemPFSaPznjiZVSqy9v950PxcIeicXfKIISBi17k8zJh9wOzzSSmoxH1/HMCeF0eIyg8MwzDMlSMjOQ+z/7cWp4+mIqyFP6Y9NpId+Mw1j5+PO956YTw++34j8gvL4eLsgKm39m5U5315jQqpxcXoHx6JG2Ja4XBaJo6mZ2FLQhKGtI6GQi5HO+8gzB58p9n7Qhy98cW+vSYObgNjWlsHvRJV2lKbyz/dsQFlsgCRe09qSa6VoaS0GuvizuK2Xp3M1j10IQM1lbS/Wn0ovakWpZPG6LwndNDDwV0FbY0Cel3te/SAk06BOwZ3wQ8HD+K3I0dQVlODjkFB+GDUKHQIMthEIzy8MC22K+aekZLcZCgp8sQ4p8HoEBOEF3ava3BunRTmuvlY+gVonfTQuFHGm2GZRqXGXweOYdmRU/AIKzdz3hNymR4/J6+w6cAvV6mwLS0ZSoUCQyOi4aw018U3t2qLG6JbI6WkCCHuHvBwNA+IsORCVaqV855Iq7RtW/9k4w6j855IzCsUDv3lD1m3ou3qF4Z5ww3LTyRl4Y6/FqDSXQcE0kQocFRTgec+WYTlPz0KR0d26/5X4E+6uVGcBvwxHlDXlpNL2gxkHAQeO2gzE5RhriV8bp8Cr4kToM7KgkNoKORO5hfFPVl7sOTcEqi0KoyJHiMe9vLR2jOYveu8MAT6O8vxw+m/4Xa8ruSlx6hRCPvyC8hslMYZ0iYAL9wYi2+3JKJCpYW/uyPeHNehXgfAkPAhonQ+MX2rTjjwDVQjJ8cLWpUcAZ3K6t5QaV0C07Tf6AV3f3TNPYtjgeYCTuF2FjK5IWJyQ3cZYi7IMPiUIWhA4aRHSK9iKGTVwNrn4JjgBn2NIUO+cv9+ZD7xBKKXLDZuK/ybr1GyajUqDx2EY0QkvKdMhtLXF5NLq/HTzlRhCKyPCWFlaL33JaAwGYjsA/R/AlXqFig4bd77qTTVFe7b9sBLAaQ4GCI3qbqAgx5Q1RrksiqyrLa/Lv4Cnpx/zFiONSbADfNm9UWQp7NViwSn1vYJ8JbetrOMor2ixb/0+S1LXIZqTTVGhwxA96St1iufWw9oakjd2t5JZSFki2fCG4byog4yLaYrNyNeH40/syPwbP65/1QWPsMwzNWGskCn/rzPeA3LLy/A9F/3Y92Tg4UDlGGuZcipPqZjCDKKKhHi5WJVqvzA+UL8tT8V5dUaUTadStVTSyB7+GbLOXyzNRHVah08neVYHfwrIrI31q0QMxy48x9AYZ6JQ3SP9ME7Ezrgf+sTROl6b1cHUTK/XYjtTIYRbQNxNK0u+FWCNLctKKjTilrnPdFGbt5/82JImfhKmQ4tcQE3Vr6NmjUy3CqvwWeOtffbGQeAv28HHjtcVzHrlh+BNjcCyVsBrwig+92AZwhQVQzs+hwozzHuo1TvggWaocbnQ/3L0f3E28DmBCCsOzDgSYR4OeOCjXL0R8+loTfd8uttl7fPKbU2DlLA68N/HjbOX7iPC+bd3xeRfub3Lc4OCrQJ8rBrnloFuosgDMvajK0CKFAXSCuoxD+H0kXQx8h2gdhw0rpEKJ2P9Nn5utkuDVql0oq2XLaCK7JLanA8o1gEjDAMwzBXhqqKGrxw148oyjPYqooLyvHGA7/hi4WPIaY9V31lrm0G9mmFvj1b4kJ2sXDou7qa65HjOdmYc+IoiqqqMCI6Bnd06CSc7vbwx+Gj+GzHblEK383BAa29/RCfVqeFukWEYPZdk+BSawc1pZWvHz4edQM+2LEdRdXVwjn8VL9+6BVmO4M6xr0PUioOmS3TaOVIyPKEjkykckBZVfdaUYXJk1rUVC9fUHtfIBqr172ucLTW4KQDHZ11qKmUQ66XQV4qg0qnx1f790FnYhKNz8nBzKVLsf3+mXCqdYS/228kBoZGYWtGMvxd3DA1tjPC3b1QrVHjq+N7kVFeYngzDctiykNcPbDjRAp+3ngI7YIDcX+/ngj2cUe8Ns9szHpHYFu6wQmudLNtvy5Wm9jhazl0IRP3rV2CUpVBUwe6uuHPmyejja95uy1HhcJqWX34O4VADgV0MJ/HQCfDZ1qoKsCuvB0o05Sik1cXbDqTZLWNhJx8pBYWI8rXdts/jVaHJ2YvR2WoebCzXilDepAKx4+noVcvbn1CaCEXj4awZ53mCjvwmxvH/q5z3kvUlAInFoibf4a51iGnvVO0wYlqyqrkVXh558vwK9HjxsM6ZBdvwvJ+yzDu6a+sHP2WrIm7gB+2110QO507ZOa8J8o2bhQZ6B7DrEsUEY8MbYW7+7UQxrVIX1erTBZTHu7yMM4VncP+tF0YddTaClV4zg3+HcsMfcWoTzwZQS0Y2ykY/7chQWS7xAW0whNHF6LUyQ3JXoYLvrs8C/qQup7yOrkM345TYMg73yFqxzw4Z86DacV939gKFCW6QlVmEIzVp06hJjERTq1aiecyBwd43zJRPEwJ9HTGgnu64bO/d+NMsQbtvRRo0bYFlp0uFA6Rqa00eC3zOeBYrRBK2wOc24gKOVUMWGN1XOUZ1KjHBdOP6TA+pgR9PMvgo9fhkLMT3vHzRViYeRnOarUWLy2OM+ulmpRXIYzCn07ugsuF2iOMihqFjal1xmhfZ1/c3eFuHLhwAA9vehgqncFAvPD0XzigUEKptRCBDm6A/CKXycTNUGitjbE3yg9iqXag4bNnGIZhrhjLj2VZBaCRQ3Lh4XRR6pthrnVIj7asdaKasvFUDh6ce8joDN18Jhf/HMrA7/f2ajDbete5fPxvw1nj8x6qw+bOeyJpCxC/BOhyu81tzOjXApN7RIjKV+RAJmdxfcwa3BLxmaVYZ8PpawlVYJKqHJnR9mZg3cuAphod5KkYI9uHtfq66lUkuW31Bfx6anfsSszD3wfScRYRxuVLdIMxXbcJ3eW1mTIUpEpB8xSoSpDI7nSb4WEK9bSfsdxQuSkvQTj3d0c9B3m8N5zKajAxRo4Pcl+C7HBhnW5OWIPuLX7DERtBDEerQ7FW28sqg9942MHmDnhqqfDi4hNmwQ8ZRVV4f80p/HhXT1wuFPB0e88IzD9YV5HMw1mJR4a1wvH0YhEoVVm7zzl7U0Ufe7XFjDsq5NYVu0zYl1xg3IYtLANUGIZhmMZl1/p4o/NeQqPWYt0/B/DoW+Z2Ioa5FlEq5IgI87Vavi8jHTOWLzI6tremnsf8+Dj8dctt8GyouueFbLy7eZvxOTnxj+VlQyGjhCXDsqPpF7D46ElM793V5jYmte+Am9vEIqO0FKEeHjYd/RJdfG7CheozOFVCZfT1qFErsfN4B1SrDHZxUai1um7fw9pZO3GHRkaLQIGyWqe1cJwTkkwTWfbWmuzDgWNw5nwxft91BDK9wXuut3FbkVdRgT1paRjW0rBvCiC+sUUb8TDFWemAv8fcjud2rMXpwlwEurpjeGQ0NmYmIquiFH2CIpB0pgjzig2VUg+nZ2FTQiLG92iHTQXW7bpK9TUiM7+k3AW+qA0KMCHYybpq1Uvb1xud90RuZQXe3LUZf4+3fY9jD54O3hgUMBbb81YalznInTAqeBKyqjLwyZn3UamtFMu3521BZGwYio4GmG1DLpPB1bH+8+Dk+Wzk11gHZxBqN8DJuf73/tfQ6WXiYc961yrswG9ukLPeFtX1LGeY64Qfj/+IgGI9PvxdC0/pGpWwA6mnZyH6jzkXfe+6eHODYDvqk2mDqmPH63XgE2TwpAyUhnB1cMUPo35AUvoJqD61vujr1JTCQmrFCxj/FeBqLSCj/NzwzZ3d8M7KU8gqqcb8AXfgbe9cuBeehlNoCDTDY/DwnjKzLJU+wX3Qrv0g4MDHhhJIFjj7qo0OfIEd0aS6mho4PfsIno6PNy5zatcOL8z7C3IXF4Ox9LxFFGNOPJRBN9jcXnWWBqWpPohqUYkwjxKjNbVndQ1+zMmD5rbnzdY/lZSKYhvZ/wXnDgAblwAOrgbjsU8LlKxcidK160T5fKog4NbXuu2AKZ8M/gRrz6/Fvgv7EOoeisltJiPQNRAv7XzJ6Lwn1DIZlnh4YEqxeUUB9LzHYMCtD2fbxtZSuKIvJVJ51xmKGYZhmManosZQpcYSykhmmOsZyqC3zGQ+mFKI23/ci2WPDhAGzPpYd9K8F3sPeZ0z3wzKTK/HgS85XO3RzVRO/oe7eiAprxyjPttuMwObcHNU4M3xHUTJdyvcA4Hb/wLWPAsUpeBbrz+xoXVLrFF1QYCHE4a2CcR9fxw0q3DVOdxLBMwuP2Y7Yz9eF13nwCdsNeW0RKcF1jxvcPYTuScxRvs+xjyxCXDxAbZ9BKRa6MnCZPSJOYtfYF0VJEkTgIfVT9e7uzfHm7caO59xwWYmPwVlUCsRhUyGid3CDEEfp5YDJ/4xaNmu04E2trW7xIe3dsLA1v7YlpCHQA8nTO0dKaqR3TP7gJXj3bL1AXFr97CLBo9QQEB90GfeNvja6kXJMAxzLWbg26Ky3Pq6wjDXE98e2m+SlW4gPi8Ht/w1D6tn3AXnizjU15+zXRZdpwAUJrecxzIu1OvAJyhbPcbX2jZsiVymwNjQF9DffwbumPcTUvNcoNGaaKjaVvZUBv7p0QPRKsg6a5yc97+OuQUvb9+ApOJCeDo6YWRUjHjN3dEJN7VphUcO/Ilqbd0BtHT3x7jITjh4fJPReS+oR7eTA9oe3tmzFQcyDVq8rKoI1TUaLL1lusiE/2P/ERwoNrR6lcguLUd5lareOa/x06MGzigodIevT7khcY5+x1QOeLG9eSBSakkxEi3tvBTQkZWOz3fsFnENN7eLRWyAP7akJ2Ph2TgRLHtLq/YYE227xYHEuNDpiHaLxanSw3BVuKOP3wgEOIXgl+Tvjc57Ca+QLDid9kJNdV1ViFHtWiHAvf6Kge4ujnCoqJ1/i6kOUbugU8fwi46Pub5gB35zo914YO83NpaPa4rRMMwVg0ow5pbWoIWfqzAyZpRnYNohXZ3zvpbq/QdRsW8/3PrWZsTYwN3CIJRBRj4bOLWsy/yn0unpZekIcw8TDvnLISaiM1J69kDVocPmBsh+vSGb+RAQ0hVwtL3t43nH8Xf6Z1BFnESP9i3xZPcnMDjiRrN1fnT7EX+c/AMFVQUYGDYQ93e63/BCYHtDL1ALakrqRKdLly5wqo2GvBila9ei2sR5L7Zz+rRwlvtMmQKU2jZ6enYMQEFUFFSpqcZlcg8PqFINmTve0eaChQjRaAAKrvCpG1fo6V8hR1/oTErZTFVsxvuq2cDuWqW463MUOd6O7NkbzMYd9tn/wXNM/W0WlHIlxsWMEw/jsWm0iMtNsBJAH3q7YVTsbfBJWGcw4HadBgx8BheF+sP6xgCFddUftHoZ4lx64fl7zY2xmrw8MT8UfMAwDMM0DqM7BuOzTWetyj7Tcoa5rqgpA0qzAJ9oQOkosq5tEZ9Vik2nc0VJ/fpwdzI3Uibp6imb69/GTD+l5Fci1NsZHpeZ8RET4I7hbQPF+EzpFOaF125qhw5hXnCvxwF8KqsU7293x6G8jxDt44inR8Xixs7hMFXOf8/qix+2JyOruAoDWvnhsWGtRUYQZbFvOFVX8l6ijbwu2xwBbYFwOzLYz6631uAFicCROYZqefXo5mGuqWgf0henLtQF5VP/+nP5tj9HicyianQ1iQcNOP0HHNEWKpiXhaWM/G+3GvQozcGP3dMxLM4kaJac+eO+AnrcXe++aK5u7hwqHqblO/cmW7cCoyCM6X0jReAABU1M6BqKJ0devG1UjygfdAzzFNUYTPFwUmLBAxZBueW5gKN7vfdRDMMwzKXTd0Q7/PThSmhNqh8S/W8wr5LIMNc6lWoVssrLEO7hJRzdGWU2kiJlQEpREVadScBtner/Drg52m4NZOm+bulX1wZIrdMitSIfgc6e8HSwEZhqB96Owejk1xtJ2afNlkf7eOOD20ehdbA/vFxs2xdTyvPwZ+ZmVPmkomuwF+6LGYjxEea94ecOug8/n92J1PJC9PSPwoNtBsNBrkCbQPOAAJnGOgufqgj0j4xs8Bj2Z6VjU6p5+fjM8jL8EX8Ez/cehOyycpvvc4YSPUPCRPl70xL350uLjM+zMvxRUOABT69KqKocUJHvhoyAasCkK9WaxASbDnC9Dvh23wHx90/7D+LWnu0wL8lQBYBYn3oOr/Qeggc7U6Or+uno1Us8jNvV63G48KT1ijI97hvaGusOlqJKrcbo9m3w5LD+F912TJg/esVEYFdmOirD6logeKiUmP3Q7WZt0wqqK+GsUMLNwfa5er2js7OEvqnf4VqDHfjNDSrbd8P7wLYPAVU54OgBjHwTCK0/iothrjU+XHsav+9OEWXTgz2d8eGkTugd3BvBRdZOaYKcxGYO/Ow4g7EsvBfgFY47e0fin4Ppohw9sTGyJyak7UVoSY5ZVnlW72hUV+RgZ+ZOfHb4M5SpyuDm4IbHuj6G6e2nX9axhL7/PtIffRSqRIMocWrbFiHvfQSE1t9DLL8qHw9ufBAVte0yzhafxlPbnsCicYvMerf3DekrHlb0f9xgiCv/f/bOAsqJq33jT3Td3V3YZZEFFnd3t9JSilQoLS31Uv3qLlRoC22R4u7uzi6wLOvu7puNJ/9z72xkkiws/fr9a/M7Zw5kdjKZJJPkzn3e93kMzgNSUVcoiZ27oBW2CQkQBwSg7KWXYD94MBzGjm03E1WRY7malNjvU0KHMI9lAj96BII2zUbtzz9DmpxMrfqFnl6o+fpr3BWtBqk1qShtKUW8Vzy8K85gpkCOrWrGGcEKCrwo3Aq+cZmnSgqrys0A3Iz2o0XNd9/fVcC3xM6kUiha/SC0Yw8irUXOsCPfvWM/6fjOBELg4f3AybchyzqNWpE3mns9jZWDZuo3Ia9N+WuvQ56dDb6dHVwffhgeTz91X8fMwcHBwWEZku/8/tQ4vH8oHc0yFWxEAjw1PBz9wjqWX8fB8bfg7CdM7joZN9p5AuM+Rp/QIBxMYXfS6yioZcex5VQ1I7OihQrlJCd9Vk9//HIxXx9fdFDTB4/iCDrByKrSLQLw6Qo0FGFvgQBv70+j+ebkM7Z0SBieGn53sbY93pnSGeWNiUgtYyZSwzzs8NWcbhZjAoyLfuetuYL6VsaxKaNahqVbbmOniz26BRhyI3sGu2JNsHln08P9grH7VimK6wxi+QjPZvRRVgFSHhDUjylW2P0YE3sVN7N9B6Zq9iSqnqoMw7iZiPkmCCOGYnPvrvjpfB7Nig92t0WEpz3eO9R2v3bQkOoket2TSwsMnMrO42FBEX5STzDaij0zSbrj30/iYajpHN7Zj+8q4FuCxB4Yx1zpIFb5L42JxrtTOl7MQa5F1j2SgI+PZOJoWgW13J/VMwDPjYo0XKdUpgJ7ngDKkxkXrp4LgZHvdMhVjIODg4Pj7nj6uuD5j2fju//sRXNDK0RiIaYtHIj+nIDP8Q9ibXISvky8iGaFAi7WNnil7yD08fNHQYNB/NUPn7RExGdHHBXVNCC9tAqRPu4I8XTF1NgY/HDlOloUClb3Oc/I9cnHyR59OnmhtLUWOc3VeCdlL2rkLRDzhZgX0hfLo+/ugtQeLw8fhKKGBtwoZcb8/k6O+GrKBHTyYtuxG6NQq7D0+i+olDEW88XSWrx9Zye8bBzR252JWCXEOvviywRzp62Z8Z2x49Yd5FQznet8NQ9Bdk5o0SpQ3dqK7v4+iApwxQuXDlEL/OlhcVRct0RWfe1d1/cLCcTPl9kNcXR9aCCWBfTB2ltJuFhcBD8HR3Tz9sYb50msgAG51ArVEisIFMw4kkgCJa3lKG4tQ6h9IJIqyi0K+DzimtuGWqvF1pwUs22+S76KhZ170KKGjnK5JhcVUg08TGo2eOBjQfwwLO9tOe++PT5bOhHf7r6Eg1mZ0DgCE2Ki8dKYIXr3g/ymOjx38SBuVJdCzBdgVngXvJkw4r6O+Z+ARsunS0e2+7vCCfh/RfotA+LnU3tAuIYCVve2JuTg+Luw+2YJfjibp79d0STD0o03sHnp8zgSfBM9ckzs2kmHSo+2SkFi77NzEZC2h7nNEwBDX0XnQc/jl0d64asT2XTSsmeQN0KWbYHTyQOQZWYhz9MWb3ucQeWxeeCBB62ROExE9I+uf4TO7p3RzfP+C2XEQUEI3b8fstQ08Pg8WMe0WV1WpQPnPmXyMf3igUEv6C3VD+Ud0ov3OpQaJfbk7sGKHvfo+iaQ/TxxEbi5AWgsAUIGwyZ6AiJf5UF2+zYKFzyC1suX6aaNe/fB+fp1+Lz5psVCAl7nThYfwiYujvlP94do1jsyDhhe82Er6TEIz30KL9sDwFAnIGEKpLxOegG/scAWdl5s2yOtgw+W5W3HufJL+g75Fxy98L5wDeJ4eTiu6YFwlMKFZ16Fae1obqGkaLNhuh+SCushrxoLQeAa8ASMVZxWy0Mvx4chFtx/tWKx2gVLih5ERsNkejsi0R5rYiU0IkEjk6H48SegrmcuFDQSCWq++w6igAA4T+Uy5jg4ODj+CIjNM+n+zK+RULtnRy4PjuOfBHEGOv2u4bakCti5BCsfvoxLuTV6UduYXm0iNukCIXnp2xJL6G0y1/PooFC8MrYTNi7ujc+PZSG7qhld/T3BH34YKNkNlN0E+EIg5xjw82h6P1tNT0gVS2k/jFSpxmfHs9DZz8lyVv098HGywcGnByK1rJFaVJKiAiLeFtRIsOpUDl0f6+uEp4aF01x2XVSW6fMk9916vZgl4LeHm70VDiwbiO1JxfQ6ISHEDeOIQwF/NjNe/3kMUHiR2fj2ViD7ODBjrdl+alrksPPsDot9VGSsT4iZCnQ5Btze0vYHHjDgGSh94rHuTC6Op1XCWiygxQYJwa54/3CGmYOIDmcbEYalvQ7s3tG2KwHgHYdXhZsQySvBIU1vCLRqnNCaOwdka3yh0vIh5BmJ700lzLUUKUC9j3GzJXoGu/wuJwbyvmVUNKGh7f3cf7sMk7r50mIsemybZgONbc4IylbGmdDJH+jzxH0/FgcHBweHOUMmdEO/kbEozq2Gp68zHJw5pxOOfw7Xy0vwzqXT+tv1MilePnMMmybOxJmCfFRI2uYaSUOzkozSeOjl76ff/qN9Z7Dxwk392GxWny54fdowbJg9HZ9fuIS0ymp08vTAk317I7uiBjeLy2DtqEGyIBlPJa+m99Fo+JCqiIDKg0Kjwi+55xHh4IVxfl3v+/m42dpi60NzkFVdg1alEl18vKl4W9bQhB/OXMXtkkqEe7ri0cEJiGiz0r9QnakX743ZXZzIEvDbw97KClsXzsWe5DTk1NSiq583xneOpiJ9QWMdZhz5DYnZRXTbPXlpOFaUjV9GGJqYdNTJWxHpZtSEZURXD8YpbGBYMB7o2RWbEpP1fyO3ibD/69UbOJmSS+OhegT6YGRYON65eMYsCkE31LUVCVFllYRnbzGd9eS9dXeOAgp4jLKvE+g1bAGf6ANqnvlgvEEuo0UbpAiko9yqL0RpixOcxDKIBYb4KUdBNJxE9yfeE9R8LW44VqLYjzlv99dlYlx1NLp6+tDrvMfO7EJWQw39m0Kjxsasm3C3scMzXQfg34QaPLp0ZLu/K5yA/1eFZCv7dPmzj4KD4w/nUAo7r55AJgPzym2w/P2jyCp5AOIMQ4a925IltLubFrRsexgov2W4o1YNnHoHiJ6AgRHRGBjBrkLULlqEV/fcxL66peDzGMHcWLw35njhcYsCPhHWTxedph3jvbx7UaHfFDLxaNM51rCioRhYO5p42jO3K1MYEfzJK4CVAyt/3ZjEslRURlfCy84L98TOHRjAtmknP0W1a9ZAK2XbcTZs3Qb3JUsganMFIB3wb1x6A1n1WbAV2mLivCBM+61Q/1Nm27cPHMe0mZIKRMCc34CyW4xVvH8CU0Cw9UEgfb/hQYqvwmbqj3CeOQMN23egMd8WIls1XDtJIRCqAL+e2B87Eueyf9PfRaVR4WNtOYZa2+JB+Uk8iJNtjykG1OzXSN5k/nNll3B3OyNLhHoQYd0fktznIHRMBo+vgKq5M8b2YMcXmCFrYmxTSQdQ5BhAzEwqv7o7BRkVhqKT7KoWvLwzBZsf7QPJxYt68d6YpgMHOAGfg4OD4w/EViykoh8Hxz8OCy5I0CjhW3EK519ciBmrL7PGIfN6B1Kr8somGZZtuoHrBYZxCJmMJEW0o2K8qMhPxiosApYCx14HLrHdlEbyE7FCuAPvqQxuVYfvlFsW8ElGfNYRoCYbCOzDLBYw/rySzv4Zqy+hpoUZ+5HncyazCseeHUTFd0sd4IScohIU14XRwp174WQrwuKBFqKlLn9rGK/ruLMDGPgc4MUU5WZVNuOF7clILmmEtYiPB1zewsrGtyHQTfb59WSilwhknDjtB6D/00B1BuDbnRbkr9yRrC+kICQXN+A/k2OxZGAofjxnKGzmt80xxvo64t2YEthdaBPvddc95bfAE9liJu8cZuIcNFoeBmh+QJmSXfAfzCtni/eEwH73Jd4TQtuKKEyZ1LV9pzFCq0KFk+lV1EGAxCboxH7i5EBeRx2Fta14dustWtSBossG8d6YlO2cgM/BwcHxByK2EiEs5u7f4xwcf0cO5WaZrSNjkWvlpTg9fxHmbduGm+XlVPQlAu+kTtEYFBKMBokUL286jAtZhohQwrYrtzEkJhSDOoXgl5nTWH/rFeCHesiwvmIfhNaGLHk+XwOxgHTCG8ZcJyvSLAr4Gq0GiXWZyJeUIdIhEN1dLDtcRXoY3OUkcgUe+mkbyhuZ8X9mRTXOZRVg15MPws/FkRYNsNHSud7MplIUSaoRaNd+974OeysxHkwwnx/fkHUTNTJ2XOrp0jxcryxBLy8mk71YUo+XEvcgqbaYdoJH+bshs4QcKzPjHO3qjodiDft+c+wwPNirGzIrqxHl5YEwd1d8ePwsfrlyQ79N6pEqNMnkWN6rLz69etHwWpN9qrWIcHPDA319sb92l9Gz1qKalwEflxCU1wuYTnzSrMYTUrFbBzkPSDGH1qQutZOrx32J94RgO3coNEKk1PrA1VoCEV+DRrk1Ho+4u6AuV6lwOjcfUpUSQ0ND4dwWjfDRtXO4Vm64fiiTNOPpUwdwZvZipNVX6cV7Y/blp/3rBPx/A5yA/y/nVnED9t4qxZW8WihUGozv4otlQ8MhFv59bSU4/trYkpGMBfgFebCJH4QuOw+g5fx5KItLYJvQC9ZRUYBaCaybBDSwB1N6ck8BntFmq0ne5baU87ANktz7uIhNowlNiiYsOroIGXUGe8uHYx7G872ev/vObqwznwwkXS93dlHryhGBI/DNzW+gJhNxRly90Q3Dilbgs3EPYUzIPQTldpDnMfanBQ7eqLBzRae6AjgpWqEoKKACvlwtx9KTS1EnY+yQWpUSpKtaUD66G6IEvnAcMxoOw4eDZ2qBRGI8dFEeDUVAeltHvjFXvoXPO+fgOH48Wq9dhygwALyRwwGBBrB2wqETj5vdRa3V4Oqo1zClPJvJu4wYyfxh/zNtnlaGSWeeUAOtivluEnp7wfOlFzv0mkhT7qD2p59oFMP4rt1wwKob0uUOUNYzg5quAc4YGXOXoomiK8Bvswzvqa0b8NBuyNw740KO+YCJZIW2yFXgCS3/xLa3noODg4Pjr82d0kbsTy7DxdwaSORqjI71xvLhEbBpZ2zDwfFf004GeEatClFWQhxePpCORXKrWtA90IWOaUhHxsM/X2MJ+8acy6pBjyBzq3nknzcT73WM5l/He3iQVTRjhqIV2DCFFnXqIU5Ok7+561PcmVSiF+911EoU2HmjBI8OCqMFB+8cSKPXqsY8VvMRvv7sNOInL6NOHL+LGmaiN0fji3ytN7ryc+HJa2TWe8XQjvFF667r7fdlSg1+ropErv8mzHIvwKgYb4hiJzIFr8Z4xTIL6f6SKLDrhrlr1NoL+Tj7wlD6/M5n18DX2RpjYr2pVYKTjQjYsdDyMZNudBK111QKfugQrBT3w9PbUuix6hBqVWjU2sKJx0yyamzdwR/3cYdeksyKZnxzOgfZlc3UaSHQ1QZFRvEDUV4OmNTV0K1mCnFRmL/2Gn0PCQ7WQvyyoBd1HTiRXmlh+yaUN0rhY/oa6uDff6c/BwcHB8efT25hNU6fSUfSlTy0NEnRp284Hl4wEPb2lnO7OTj+W2xFlscMpXWN1GJ85wMP4EpRMbJqatDZywvxfkwhy9O/7MONgjLzYHsAl7IKqYBvSmpVJb5MPAPPcFPBnLiNaqAwmu61seD2qdKo8VrKT0iqz9SvG+TRFa/FPNxuBCrhSEqWXrzX0SyTY0diCpaP7I/+HpGwE1hBopbTOVUhT0tduMplNZh14XM8FTUO84IH4veQ21jXzvpavYD/5JVtyGyLs1Vq1CiQVyEu0Bd+Ag+MCArFxPBOsDIpKCWiPVkIMqUKW5IMefQ61l27iSvPPY5BgcE4VZAHd1s7TAiLpI4EjtbW+DF3k8VjW9grFJWV7ihsakBvX38E2jlj+b5DUKrb3iAtIGgWQOWsJhUBFHuRGO/2b5ubvgf5DfVYlXgFaTXV6OTujlA7T+RJqlAtdaB/D7B1xeSA+PbvX1ePB7fsQGVLi/4c/mbKBFpYcqKQHf1KIM8jq74GonbipYT/wtgpDWehz/FPhVgALvz1Om4bVcATvj6ZjfIGKT6Zef/WLhwcHYFMsO1LLmPZRXq21iPktZdQmfkgvF55GQ5DhrDvRLrX2xPvCY6Wq4fPZlVDq7n3xYG1wBqTwiaZrd+Uvokl3hPWpa3D1IipCHMOa3+HRIi2BLE9JVV5TsF4f8D7ePXse1Dzm6BV20BePQpqaShay13x7pX3MTRwKKwEVrhfhN2643W3Abjky1jgi9RKPJ5+EM+0WftfLb+qF+95Wi1W7NagdyZ5M26hGbegrqmB/ZAh5gK+Ma3k/uZOBlIykaiWw65PH7qY4m3L2CSZ4uXTHehBrFmN8I1nCh4ufQVoNbB1VyJiUiVayqzBEwL2X1wA38GyHZOOG5U3sO/Et5j24WWIlG3Hm5mJr4Ku4siKz5FVK6WT3XMTAiAU3GWQc+BZdkFGay1w6AWIHjkKeyshzV02hqwj2aDCvn0h9PGBqpydUes0Y/pdj5uDg4OD469Fo1SJJesTaXa1MavP5iK/pgU/PGRuYc3B8YdABPCkXwGjbpoarSNmnPPEWMltes1GHKiMXagSC+vbFe8JPk7tjI1zjrd7nyYYOrFFAh5m92JioViQaCdj8V63jkTDBSTc9brU8npGAPZytMa3D8TjjU1nUK6yhz1asVS4FyOEN9FDm40h+wdgfBef3xWfofZPwAt5PbBLw0xkiqDC88LteMyf+UzfLKrXi/fGnC3R4mxJELrWOGFTFA92dxk2N8mUUBmJ6zrqmiSAQkKFbbJ09PqGuvTFGqKYxpPOLB9nWlz0w7k86liQgwD0k6/CcP5NqMDHm089Cy83C49hxO2SBnxxPIteP+kOl5xH5Hx5ZkQEcqpaqKD/QO/AuxYtvbk3VS/eE8g4mThWHXt2MFxsxTQ+zRixgA87KyEQ0BtwjwJqDBPZlPiH7nrcHBwcHBx/LWRyJVZ+vBdXb7Y5a2q1EErUKNuZiLy8anz2+QN/9iFy/EOZEdUZa5KTICexPDo0wN5LaZDWKfH1nInoExhAFx3Z5TW4ScT7dvByshxrfLawAFoNn2k2MtHbjUd9pEt8eqD5teLpqhss8Z5wrjoZ1+sykOBmOeqUUNPC7oDXUdu23kFkg0/j5+GZxN+ghNTs2L7LOoLRPl3hbuWI+yXewxdnSg3OUTp6eDKFndlNVXrx3pjMlnKk1Ncjr7EOI4LCzQR8Y6RKJaRKw/vH42vg6C4B+M1oVkjQxdObLqa4WblY3F+oozeWmHTAH144H/vTMvDLtSQ0SxX0PeLXCKCxYt65zXNno4uX5flrHXktZfg17xjOlmWipUWIhgYHZNRWw83WGk/0G448SSXCHbwwMygBjqL2O/nfP3VWL94TSFTCa0dP4PSjC6kDQLWU3ZBIChacrWzgZWeP7u6+uFnDPndnhf/73LzVHbTHZ7dQ/r3495VlcFA+PJxhJt7r2H2zFA2tli2+OTjuB5KxnlydDKnKMPHVJ9QN38+LRyS/FXZKKfqW38EHF1dDrFGjbv162iV9q+oWnjz5JCbunog3L72Jhua7ZJ17RAPR4y3/yd6K2qWrW827ciKcI+AodkQPrx74YeQPCHAwn4i8VW1k128EeU53RddFbkq4Yf240HFozHoJLTkvoCX7VSjr+9L1WpUz6iVq5DaYV9rdC7lKjeMDZujFe4JSIMJ3nSejiscUAwiJ+t1Gt1xtm3hvoPXaNTTtt9BdrytM2PskGc0wNvcmHKtWYu2i/sh6+xXIMtiFD4R5nebBRsgeuHR264w+Pn0sT06OfAuInapfJRBr4RQshePwoR0S74l7gtNBI/G+DXVhARbwivHNA/FYNCDEcheZcbFCVZr5+uKrEGhVWNAv2OxPD/YJgkjAB08sRuDaNbDr15eO6ImY7/3Wm3Ac2bFKTg4ODg6OvwZfnsgyE++N3X5KG8wFPg6O+6W2RY4bRfXUxUcPcT+auxXl9jFo0trgtLorHlCsRAtssT2phLpCkOWxDYkY9tkZrNh6i+bJt0eAqw0mtmd/bt/+RNVVj+m0Kzw+0Bk/L+iFTj4WJv1Mxft7rW9jcJRlK88hkYb1xCnpgt1LOCt+BtetlmKpkIlxcuG1wFNVjjvtXNfeFZUcexwf1Iv3BCWE+EA1FzlyxuL/rgWe5JqgpBGbrzE5oKY0tirx2p4UzP3xCi3sNGW+Zg/wcSjTaV+SZL6DnosAKyfz656ocWabRng5YMWoKMzowXQ/ESSwwT5NP9QEjbuneE+65meuvozTmQbxXkd5owy+TjZ03Pz44LC7Fkqo1BpaQGJKVmULPb8XDjAfN8/o6c/sk8wwz9sORIwGeALA3gsY9S7Q3eD8wMHBwcHx1+e33dcM4j2Bx4PKTkBFzVs3C5GfX/1nHh7HP4RGmQw3KsrQKDcUBoY4u2DdhOkIsHWiwj1fDljV8cHT8HA8LQdX8oqQ01SNZ6/uwJhj39J/sxqNGrBMxkAejnaY0ssoLtUITzs7aNR8yJrMG6+CbH2paBvj5IvPe85Fd9cgs23Smow+I6z1jKtqewyMDL7n+gT3MPBb3aFpczA1dUFNIa6q9wkpigi2cQNMDQdkfLRIGQ1JSMZvFtA18JHO8Z/vJFmeepUr8PHes5jz+SbY8Jk5Wmt7OaL75yMorhwBseVYkvgKXji/FdfKDLbyOoZ59oOjkF1s4WHlhn7u5sUTwS7OeKp/HzzQrate9iVW+gI5H7FOXujie3fxvrS1GstvrMLF2tsQWsnh7CaBbzBxZ9WitlUGgdQeH8XPxpKIIXBux01Nx9Vi8+dS1tSM4oZGLIzrYfa3cSFRVLwn/DBkGsYERkLI48PVygYrug3Eok697vp4HH9POB/ffykkV7A9SIcAqZR3tjUX6Dg4OgKx7vzw2ofYlrkNKq0KDmIHvNr7VUwInUD/PqazD6Lzd0N686bpHZGWchqLG76hVu+EgqYCCNXWeI0vBM80yydsODDtJ3PbyjbmJATg10sFaCx5GFYeRyG0z4AQjnhj4FJMj5pItyHd6GeKz6BcUo6hAUNZVvohjiG4WGrI19GvdzK3T2IRPQHotRi4vpYZARLrxyEvGyzo24j0dEZmJXuAwxM0QyyWw8fOBx3lRFol3j+cjrxqicWIAlKJdiG7BjN7BiDBJwF+9n4obSnF4BTLmaLS5GQ4T59mPuLaOA2oSDGs0qcYATeKHRF+0Q6RkEB9ZQ/yt+2H/1dfwmHECP32ES4RWD92PX5N/RWlzaX0WBbELqD2UDKlGtsSi5FYUE9z6okI7m5vBYz/DFDKgKzDzDGEjwAmrbrna7I+bT0995zbmcNW1tTQwhLTggIzrBwAGxdAajIZ6ehHz7tnR0TSCe2dN0rpeT893p8WBdAM2LMfw+rGegRGK6CdMR28EW+1a4XLwcHBwfHX5Wxm+xON5KeJFL76Od9fRh4HhzEfH8nAmvP5UKg1sBML8Or4TpjXu22yL2IEXnFzxJka8/PwXFY1vj2dA0mbTycZC55Mr6SCsWl2fEKwK755oDvT7WyJrnOAi18CLUadM2QibtQ7WNT3SSwiKUqtChxPq8SuGyVUVNdlm1PcIy3vt731bfQLc8cTQ8JoFjyxgRfweTQbvl+4Ie+TIPCKRhDJSTeiWWuDcrgj0O0+xld5Z4AjrwJVqTjLe4k8cbNNzmbVINzTAV39nRDt7XBXRwMSSWcJ6tpRYLnw5wnBXtrpTydB7+xkXKemfA90m2vYyDUEWHwcuPgVUJvDdKj3fwYQigGVAkjeBBRcAJyDgF6LaMf+q+M6oUmmwqGUcvpa9g11w+ez7+2s9+vFArPzxZiqZhnNtb9r0WtbwYOvkzXKGtld9s62InqukEgEcv5tuVZMC48ndvHF40PC6BiauAdsuFwIiWIxxsa9hlfGdfpdrgocHBwcHH8uV25aECB5PGhEPAiUWjQ1coWvHP8d3yVdxVfXr1BR2VooxIqEfni0OyNc9vENQG9bP9TkGrqadVwvKcbGtEtoVDDnYEFLLS5U5MLW1hatrSpGv28Tm2P8PfHlwxPhYmf5Gm9cRBS+vnYZJeVaqFUSWDvIwAcfCyOGYUnkcLpNs1KOEyVZ2JF3GyP8ImjntI4AW0+L+w2wvUu8JzkuX088M7I/vjl1mRZOkvrHOQldMSImnLVdlLMHEpsqIBKZj+/8SSxoB0mqKMVbl04ipaYSdmQMKuWDx+cBfC2g4oGn5lM3gu4+vghxcEMPtwAk1Raz9qGRG+apb1WxHUp1vLTxMM6kMd39WlJ3YAf4RlZBJDb0TauhRJriImbtLcbbA4bh4TiDNb2L2Anvd3kRe0qPobi1DGH2QZjiNxo2AmtatHCoNBmXqnPgae2IWUEJ8LN1wdMD+6CutRV7U9Kh1GjQ3c8HH0+8d5zt3tJLaG3TLHSIrVSwc5BB0myDqlYJ5GoprAT3nh/wd3JEVk0tax05p93t7DAnugu1yt+QdgstCgXGhERgWXem+W/j5ZvYcPkmGltlmBEVh5fGDWn3XP2no+Es9Dn+qRBhzDRrUAfpqAhw5UQmjo6jUSpR/9tvULe0wGXmLByVXMOmDEP+TLOiGa9feB09vXrC246pZLOKjjIX8AHsE6frxXvCirp6PGKS70MF8YRHgdHvmXsVGeHjZIOdT/TDd6dzkFXlgy5uzlg2NBy+bZPs50rOYcWZFfrHc7N2w9rRa/X2+A/FPIRD+Yf0lvOEQf6D0N2zO3DzNyYnlOa2jwJG/gdwaBtokWMiwnO/p4CabMC7i+FvRrw4JgqPbkiEWj+e0kDscQzRtmPgYm3Z/seUnKpmPL4xSW/N2WoctGSEpyNjlyrkC6njwFdH30RCpuWOKKtw9sCPUniJJd4TSgR8rPR0hwR8PL+fD9ZQQa1G1edfsAR8QrRrND4c+CFrnUajxfIfDyG8bB+68xpxUhOPbdd7Yd9TA+Bu7wLM3cR0whOVxK5jA81qKTPJfTOMhz4mLgNaPg8LKjch86vL8HdyxSfjZqOHLxMxYAYpDhn4HHDsNfb6wS/Sf/h8HhYPDKULi5PvAec/09/kXfsBkDUA037s0PFzcHBwcPy1xs157XQ1k47mTt73b0HI8e9FrdZg49Uiah0/q6c/sqta8N0Zg/MSEeNf23MHvUNcqYisuz47Y6GQhJyXOvFeR6NJtI+AB8zqFYB3p8RRcbxdbF2BhUeZ8UvFbcA7jhkDuTJjnKt5tVi0LlHvEEBE2fULE9DF39nQMX5zI9BoNGkX2I9xoCIi9fkvgKYSIHQIMPIdwNngfvXSmGg81CcImZXNNGNdN1ZnMew1aDZMo3FNOr5STcNE73r4u3Tw2rWxBNg0G1AxArOngnS9mAvcng5MNxUpMl27oBde3XWbivqWiGh7j4xJL28yE+8d0YJfxJ/AGgrE8k2jwbTAyf8AXWYBfKNiXI8oYMp3Zvuv+W0RtmdrUal1wUD+SQxLWgfeo6dg5xyIVXO7490pnaFUa5hi2A5Q1Ww5xkAHKa749FgWtdP/YFochkRZnnQmPD08Ai/vYl8zPDE4DOI2FwJSmKIvTmnjh7O51CFQx+ZrxahqktPXnoODg4Pj74WrkyF2xxieBnB2sUVMLGO3zcHREUiR3/Zbd1DS2ISpcTGokUvw8ZUL+r/LVCq8f+kcevn4o7s30wgV5e2BgymZ5uMdYYNevNfRrJZDbKUFr0lMWsjpdO647tH4z6yREAvbL1wkWeXbZszBt9evIrmiHOFCNzzRszci3Jg5y5S6ciw4swUNbY9HxO+fBs1Eb09mDDTaOwH7Sy+ipG3ukhBh74+BHl1xOiMX3525iuK6BvQM8sfzYwYi2M0wR/zo4ARMjY9FenkVQt1d4e9q4tgE4JmuA/HAiTxorBpgHIvuxnNHhEPHGsbqZVIsOLwDzUpGP5KQAlJSW6nggac07NSzrSOc8HXvmXjr5iEcL8ugU7hqmZAutPtLSxq7zOd0y+qa9OK97rtC1KyFvYt5sY+tjRJCoQqfXbuI2Z26ULFbh5e1Bx4Lm2d2nxcTt+FEZar+9o7CRGzovwShDp54f/wovDpiMLXt97C3/N1lSp2iyeJ6oUiNUM9KaB3X4oP0zyGCB8b5LkF3197t7mtZvz5Yvu8gy/zhkZ7xsLdimmqnR3amizHbr6fg/YNn9Lf3JWegpKEJG5fMxr8RtZZPl45s93eF68D/l0K6Gp7bbm4DHuRmiy9ns7uEWbRUA0IrwNryRGV1azV2Ze9CVWsVOrt3RlePrrRbmUx+cPy9aJQ3UvGa2OAP8BvAiNYWaL2eiMKFCwGlkt6u/eZbVE+LAqLY25Fu6POl5zEzcia97bZoMZpPnIC62jAZ5jxnNhrFBrHeS6XCfFPxnhA9DhjzfoeeR7inPT63cE6rNWq8c+UdVrFArawWnyR+gtUjVtPbvva+2DZhG7ZlbaMd6728emFS2CSmS2avUWb77S1AdTrw2Dn2g7gEM0s7DO/khTk9A/BbUhoEVpUQ2OZCLYnAlaQuKBra2qFuop1JpRZzNY2J9XXEQKMuJn++G16Tj0Sl1lzA59vbw2mawbZej8zcmtRNo0WGlQ3ErRo4S8wLBxR5eVhyZDFaNVKMDByJB2MepAUEply/fhEfVT0GZxEjjjyCo/hOMgkbrwTgmRGRhknl+2CA7wDcrr6NM3E8xBTxMPgO8xppxEL8lBCElMon6O28amD613kIcqvAK2NjMKazBaskUojhEgLc3spMqnZ7kHbD3ZXEn83XkcnrsR8DNm0T3RwcHBwcfwsWDwzB9cI6vf2fDtJpumpuPC3mskSdREEFU+LUYgliKb01sRgl9VL6W90zyBURnvbt7o/jrwsRtffdKkNZgxT9wtzMusd1pJU1Ytp3lyBr63ZedSoHnXzMBWByrp1Ir9IL+I/0D6b7N45rIFb4JI/+XvQNd8cH0zqYh0i6vid/Y/FPpKjA2N6/oVWJN/elYvfS/swKew9gyWlmDEQ7xhMY+/O8U4xNvI7U3UD5bWDZdZZYTUR7i8K9juAB4Pd5ArUX1iJb44fLmhh04hdhat0moDyBiV+6B5qUneC3ifeEBwUnsEU9lEYS6Ah1t8OoWEPhLfn8Tu7mZ1HAtxbx8WAf86iuJilzXWRMK6wRLqiAk7adbv7mMjz582mUyG0wspMnlgwKhZXQ3FmrOOUCpqaPQQ2Y8eSv6jGY13gC7135Hhjzgf6Y74fBkR44m2VeIEK+v0gnP+nq19npL/jlOhXySSHy1O4Gy34dcxIC4e1kTSMe1GotpnT3szy+NuK3q+ZWriczqlDeKKUF2RwcHBwcfx9mT+yBKzcYVx0dPKUG7k62WPn6ZIhElm22G1tIXjcPjnZM84kpTRIZ9l9IRWFFHSL8PdA10hdhfu4QGKuTHH8LpCol9udloKCpHr28/DHE37JuUFhXj8k//wZJ23zz95euITLQclPP8fwcvYA/u2cc9txMQ16NUTNWRAgcHMRAhYU7C7Wwqge0Ai1ig73w4QNjO/Q8vO0d8M5Qy3ODbycd04v3OvH7jcQjODruMXrbTmiDr+OfwcGySyiQVCDCwR/jfPoitaQKyzbth6btwvNkRi7ulFXiyDOPwFpkmE/1cLCDh0P77rBxbt5YGjUEn946CVt7OQR8LeStYlQ0a3C5tAh9/czHr6YcysvUi/d6eMzrRGIJCD72DpgYaRAAbPhiTPbpjgN3SEQA+z0V8vlYFGduad8sMy8kJZb2aqkYAhv246tUfKjVAsiELXjuxjpI1TL0cY/EQyGDYUMcAky4VlnAEu8JLSoZfsm9gHe6Mc6z9lZWdOkovVyjcbrKvCHRnqfEwOhM6K4ClKjGjpIP8fS5/ngidjgeiDDXVcZFR8LV1gbbku+gVanE+OhITIyJvuvjb71+22zdjcIyZFfWIMLL8jUox98bTsD/h5LXkIeD+Qfp/8eHjEeoM7s7dHoPf9iIBVh/uQASuRo9g12ohV23AGfWpKFWo2G6pJtKYJP3HXjFV5ju5y6zmQ5jkWFgVdRUhAcPPYh6OWM1TURPQrBjMD4Z/AntvOX4e0DE6vmH5qNKykQt/Hj7Rzza5VE81f0poCoDKDjP2DWGj0DJ00/rxXsdCbszYbdcAIkN+8eaZM7rEPv7IXTfPjTu2g1lZQXs+vWDw5AhGJy7D8cKj9FtwhVKWBza1+T8Ic+xQmI+ckuqSMLnxzKRX9uKnkEumN0rgHne9xJny5OZ/Ep/JqNGlplF/7WOurttKHkcqB2gbiWLofM9qajurgL+pZwavHMwnXb4WIIIAOQzTqwziS0p+VxLb91C+dv/QUNWLpqcPWDJmMlh5EgI7Nm5QZSQQUwOp9wg5NtqtXjIrTt+QhKqnABPE40/zxu4UskUCRAxncQhvNXvLbNduyd9BWceu7NxieAg3iqfT4IG8Ht4OPZh3Ki6gSvlV/DtRAEODrLCCq+52CnMwoHEMSbZVjwU1krx5KYb2PVEP3QNsCCwd5rALB1FacEWjkRAqM0ndDk4ODg4/lxIZvjum6W0Y3VCF1/E+LILVUfFemPtwz3xy8UCKsrHB7pgQhcf9Ax2ZXU0kw6Rm8UNKKuXYtO1IlzKraV/Hxfngw+nxbGsyysaZZjy7UVUNMnMOvpJMW2PoPsrXOP48yD24tO/v4TiOua3/5vTOXi4bxDentwZ+TUSXMiuhpejNYZFe+LR9Ul68V5HerllQddYhPV0sMah5QOxM6kERXWt6BPqhlExXlTkJN3KdyOvytxC9H4h5z1xCjDlZlEDlKc/hqg2A/CNB3osAIYQW3ojEn+xsMNcxso+nLEYRXUmzaSnXf93K/yuy4Ubrxluggz0ERg6tlF05a4CflJhPf5zIA39ytLwkpG2HcyvxA7x2/je+XnkicLRI8gFS4eGUeE8rawJr+5OQXpxFULExCbfvOt8UIQH3Cx0uXcPdGlzvDNMSKogxK3AhRhc+JXFY8zXeOFgDvk+kCO5uAFp5U34bp559uX3lyv04r2O39QjsLB0JxgPsfuHRFddyavFsTQmPoEUhjyQEITS+lacyDCP3iNC/rNbk+l52d9CsQrp0L9bl74pUqVlBzFpO85iHBwcHBx/HlUVjTh+MBnSVgUGDOuEaJOO+vi4QHz+5kxs3nsdtfUSxIR7Y3ifSHSJC4DQpDAtM7Mc5dWN2JOYjot38qloN7BrKN54ZBSc7A0FXA0tUjzy7iYUVzUy9tpkqMDjwcvFHm8+PAq9Y8wzxjn+mpDM+ukHfkN2g8E2fGpYDL4cMgGlDU04m5tPBc1hkWFYunO/Xryn8ID0yhrAQo2Hk5VhpaONNbY9Nhd7k9ORX12HboG+GB0TgZv1xfg5mx3HRBBWCJlTSg0UlZrEZ/4OVBoNbtaWmq3PaarF51cvoKCuEZ3cPTCvSxfMCWIXAGxPTNGL9zoqm1poV/7YOEYoz2usQ6tKgRhXL/DvMm7Or6+nInizlC1sJ1aU3lXAT62txBuXTyCxshQgnzctwNMaHifY2RmOPBt08fLCEz0T4GBlhbyGOrx8+jjNp6cFqBYK0nt6+8HX3rwhNNLHHQFuTiiuZU8qhyi7oMgmkbWuvMoZIisVXHyakFTPzIenNZUgpbEIq4gbmAnr7ly3+BzT6svwexnh3QM36rNwojKJ3hbwBBji0gdhISVIN7lcEvE1sLcpwsqrR+BqZYsxgSbdjiT2ITCALh1FpjSJF26DuAj8G9GCB41JsUh72/1ecnNzcf36dXTv3h1RUez3UKlU4tKlS2hoaECPHj3g729e4NyRbe4GJ+D/AzlZeBLPn32edjwTfk75GZ8O+RTDA9smSNogk4lkaQ9FSQmKH32MdtEGj6oGz7XtR1OjBG5tZKysiW14G2vvrNWL98YQ0e7Z08/i4LSD4PO4ysi/Az/d/kkv3utYm7IWM2sq4X3RkD+udOgGdb35e06icGLK+LgeZhh0kNx1kjFvjNDFBW6LjDpyAEwInYCbVTepk0OmWEyjIc2+qHy7UTG6etU3kGdnwzouDh7Ln4Z1ZMfFXncbd5p/TnLQjZHLXPD1KaZAYH9yGQ6mlGPLkj7sbjhFOxOhimYoy8pQvGwZ5GnpdJVVTCcErFoFkZ9lm7AQdzs6wW++3oKI3gbpvnrk1+vtZlUK+TysfqgHwjzsIcvIQOv2zWh0c0f522/jkGsM1ox5nY581x7/AM4KI+FcIIDLAw9YflAre2DmL8DuxwFJFUA+y11m46lx3yCs8BiS6tdj1JrbEKiZ91wh4mHXEPagc2/OXjwd/zRcrdmihK/cYJWkQ8RTY5CTZavSjmArssVPo35CWm0adQSJ94qnBSSrd7wCaM2rMgmkQnx7UrFlAd8CtMDpxg1oVWrY9uwBnrG9VswUxpnBmKABTHcaBwcHB8dfhgvZNVi47joUbb+pq8/m4pMZXWmxqzHDor3o0h5VTUxnKhHdTH9byHjC3kpIrad1rL2QZybeE4gI/NiGJFx8eZjF7luOvx4ku14n3utYd7kQNiIBfjifp3duCPewR4lRB70xxF3ceFhHxN/xXXzMBP2FA9idNiSHfvGAEPxyqYDV6WZMZz8npuP99HtMwalXZ2Doq4CfITfyXjhYC+FqJ6ZCvjF+gnqIzr5ncBpK2Q4sOs7ktN9z3NzCRFFtfRAobnOFco8C5vwGuEdYvo9rOxK1W/vSdb1EgQU/X0OzXIVaXh88o90BK55hgiuaX4KvZnehrweJpjqQXA43ezHePZCGPq1n8KvVL7CBHEPxOcpgEKvJfOmCfpadtohd/OoH4/H05ps0D55sO7azN3rPehPISQAufwMUXwO0jECthBBfqqazOpUO36lAcV2rWbRdhpSMU807lTLtEn63gE+O98f5PWlhMHEEIYUM5P1e8Mu1u95v6/ViiwK+JUiB042iekgVGvQKcWF9v42P88Gvl0inlgESGxHq0f71EAcHBwfH/z/pKSV4adkGyNqcZrZtuIQnnx+DybMSWNv1iAukS3s0NUmx8tXtSEsthcRLCJUd85ughRZnb+Xiw40n8cHjhgaKHaeSUVLVyPxMGs3NVda34IXVB3Doo8Wwt+l4By3Hn8f69Jss8Z6wOzcN/kInrD2bBHXbwDnQ2QlFzeZOoHwlILIVQK4xFPk5WllhahQ7FtPOSowHEtgxSb3cg7Cs02D8kHEeSq2GpJjCKksMYZ1hTBId7Inculp8euUibhJrfBdXLO/dF718Oy64kU5zP1snlLayj5+v5eObK2TMy8OBrEzszkjD7tkPwE5sGDe3Kiw3/UgUSlr8sPTMHlwsZ6KYAh2c8f2QKYh1s3yNGuxkOZo1pJ319PGVCjx0ZDtqZa3MClrZQIasRP5kPnvvDR6J/n5BKGxowPHcHDhb2+CLxIsobGKer1ylYqz2TfTSBbGWrz2I+8Jn8ydgxfoDKGkT8Qd2CsHbQ8YiW9oHu4pO4Vp5MarqbFHfaA8X7yazet/rtTnIaipDpKMva31DoxpakXl9sBvfPHagowh4fLwSMw8PBI1AqbQa0Q6BcLVyxLbCr+96v605tywK+O1xq7IcTXI5Enz9YC00VCCPjo3A92fYjroBLk7o7Nv+XMU/GfX/2EK/paUFEyZMQE5ODj744AOWgF9SUoKRI0dCoVAgKCgIV65codssX778vra5F5yA/w+DXBh/mvipXrwnkP9/lvgZhgUMuy8r+4r//IeK92IHFWx04r0xKTtYAn5Offtd0SUtJUivTUese+z9PB2OPwkiepqi1qqReWMNjA0Q+bXJAN+HDnpMWTrmLaxuPoTC5kL08OpBu9jFAjFyG3KRUZeBTq6dzJwh6D55fLzZ900siVuCkuYSqFMPQXjhC8MG9l5QhM9D4UMLoZUyk6AtJ09CmpSE0MOHaFFARwXeR2IfwXfJhlxJHviIKo/EPNE3cEELjmt6YHP+MJzLrmZ3kcRMBspM7HLsPGnOZ/njT+rFewL5f/nrbyDw57XtxlkcuF2ORiOrzRGdPKkbRnsQC9X2xHvSubdyXCcq3l/4+jUcv7MbtnItBt3RwlYqxNqB49AqYiqZXx7wOBbdOYAeTUWwDQuF+7InYRPHztZhQbqkVqQBFSmAgzfQNjAaFzoO454dB8XMEjTv3wNk7IW9dSLWQoOLFdZY6eGGWoGAfhfVy+rNBHyboB7Abfb3B5nIHDRgCP5bYtxi6KJjWsxAXE1UtvvzpxNw7oWiuBjFSx6FooCZbBT6+CBg9few1v2Qj/0QkNYB2YybBPwTgKlMNAMHBwcHx1+HDw6ns777iQb6weEMTOpG7Mk7fpH37sF0M/HemH23SlkCfmZl+13RNS0KXM+vx4AIzgLv78DtEtKdbc6PRuI9Iae6hc45W9LZ35gYSy3zcyqbaff2ilGRcLQW0Q5+sv9ILwcqaFritQkxWDwwFHk1LUgqqMdnxxkXKF1O/XP93YFfBxlclJrLmY71J68ATh2bjCSfhWVDw2kXuzFv8kzGt+W3gPR9QNwM9riZdNsbY+UIhA0D9j1lEO8JNZnA7seAJacsH0jvx4DkzUAL0ymuL5Ak+2qHQ3fKqXhPKNF6YqlyOV4XbqTd93DwBUa8ScX7/xxIxc8XDCKyAGqsFG/Uu0RtEr+H91TzcJnfA/7ujlg2LLzdqAQCceg4/9IwKoqT98HfxZbt6tRYysQzpe4Gr+IOvhJ/hwc0p/CsYiktFCDnDnF3MBXw44K9caNt4lYHD1p0HmQhAus+IeeY8XlGnMjOZJpb69/vuLmySYaHf76GjIpmfYHKj/N7UDcTArHjJ9scTa2gnw8SKbJqruX4Ng4ODg6OP4+fvzulF+91/PL9aYya2A02NpYbJSzxy9qzVLwnTb0qW/Px9qkbOVAoVRC3WYbnlTGCr1ETsB6JTIEraYUY0eP3uTdy/P+SUmPJwx5Yk5TIGiMXNTSCL+TpBX0dxLr9ufj+uFZTgrSaasR6eGJFQn942tmhRNKAW7UlCLJ3RZwrW8jVQQT8OSE9kNNcjdzUWnx94JzeoNPOWowFU3tj9q5tqJUyAnalpAWJ5WU4OOdBhLlatu+3xNOdB+KlawdY69QtOvsIhpy6OuzJSMe8LoZCg1GxETiams26n1gowJCoEHyYdEYv3tPXqLkBT53dh5NTF1vUe+bGdMGmtGSUNBuuUbt4eGF0SET7TaHFuQbx3hge4G5ti2d69Kfi/aqki/gu9SzVoRQtImhY/rk8MqkLCLSwEgvh7+CIx7v2xpiQ9j+jnfw9cfDlR5BVXk3fhwA3Zk68u3UsurvEojpCgj1ZaTiUmokSrXlhB6FG3oRIsN/3eK8AJGXnwsrdUDivUfCxIHwg/luC7LzooqOX23CkNp1kFQuoNHwUNjJz4AqjopO7US+T4pEDu6mAT3C2ssZ3Yyainz9TFPXYkATqVnHwdgYt4A7zdMUnM8dxMXz/I5YuXYrJkydjzZo1Zn9btmwZXFxccObMGYjFYmzZsgXz5s2jgn1MTEyHt7kXnID/D0OilFCx3JTi5mLaaUxEy452lkouXGz7fzsbCdjZekScv11jnsOho6OPzfHnE+ESgfQ6gwhN4IOHcJPsG4FYC6dYOzSmsO3PxZER6NRvGtaAyZMhkB/1ty+/jR1ZO/TrZkfNxmt9XrN4DCR/nizwSQCixgFZRwF7T6DLLDSsXqcX73WoGxrQdPAQXB+c1+Hn+US3J+hzPVJwBNYCa9imCfCi6msIBcxJP1hwG934ucirjsMQ4yK5vssYG38ygUg6Z0icwPQ10CjVkFxkPjfGSC5fhkYqBd/GPMMx2N0OB58egA1XClFaL6VdLDNMuv5MUWssfygf6hOItyd1pj/a685/hU+d9gL9mYuh3X21eHOTChPzL2NLFGPRVOjogzf6LcGcXgH4cHoHs1HJ576dji2xvz/cvO8AlYZunf5SGd6prsVSb0/qwhDiZCGjafBLQO4pQMJMEGaIRSjqNgfdrYX4o1MvZ8eMw/7YbbiQavnnb1JXxinhctllfJH0BTLrMxHlEoUV3ZahT/ox4PZ2gC9ExQVvKAoMlkuq8nKUv7oSITvbzm8bF2Dedmgay5CYV4USrTv6890txhZwcHBwcPx5WIqiIbbXZLmf7OUzmeY208aISIu1EV39nXDOQua0Djsrrvv+70K0tyOu5BkyNnVYEuqdbc272P1dbDC/bzBdjHn/UDp+MioCmNrdD5/N7GpxcoZkjpOlX5g7hkZ74lhqBRxtRDR/3D15NSsCiaJoBm5tBga/0OHnSbr/iXMUiZsg0RALGr9D17Ib5hvWmhR1xy8AqtIZK33i5OboD0z+BrByADIOmd+/NAlormCKRU0hxaOPngWur2Fs+IP6A90fvKvtvqkzwUlND5xUxOORbk54c1Z/gM/H2vP5LPGe3g8CrFWPw0r+JnqbCP4/iT9nChJmrUdHIK8TdUCwhJMfU4hQcVs/KdObn4FV4lWYrngbbnZixPmZF/Q+PiQMx9MqaWe/juHRHhDaWi7w+G8Y29mHRjXorPVNIYVOhMSCOlrERIpNIjwd8NyoSKSUNmJHUgm1gXWwEtECFh3k+3XF1ls4/fwQOuFsKxbi+wd7oLpJBmn+VQRqiwERsUPmOvA5ODg4/krkZZuLr60SOSrKGhAS1vHolGvX8qhoqmmnVpa4Shpbg8cEe+H4tcx292dr3fHiAY4/l2hXDxwtZAvUBJVcAz71azfgILJCg4LtWOZma4NFvXrgUX4v1vrv0s/j69Sz0LTJ8SN8o/BVn+kQ8c2vqdyt7enSZ0gI+oQH4+T1LNhYiTCmbyecKM3Ti/c65GoVtqSlYOV9NBnNCO0CXztH7My7DbVWg9o6OS4SS3oT8kxcbcfFRSGjvBrrL9+AXKWGu70t3po0Au72djheZN44mddUh9zGWoQ7mxeVuljbYO/0B7Ex9Ray6mrR3cuHivoigeCu9v+WGBEUhh9HTIWAz8f+oltYU34EVm31DFauMkiq7aCSGutEpDqHhwTPAGyYZlTYexfINU60n+XvEQ9bO0jrlUjProZ1gBgCO7ZdvK1AjK4u5vPNj8TH41BmJooKaiGwU9Lrqt7egQh0/uPHzSH2sfART0Gu5BDsxAo0yGxwtSwIUgXz/TQxiBFr8yWFWF+wDZnNOfCx9sQ0/4lIyQS23UyBTKWCo7s1MhoNjrQNchmWHz+ES/OX0PdOLBTiwxlj8OLYQbhalQ+lUAFbx3+v47VGy6NLR7a7XzZs2IDU1FSsXbvWTMAndvgHDhzA+vXrqTBPmD17Np5//nls3rwZ77zzToe26QicgP8Pw05khwCHACrYGxPkGHRfAjqPzwff3h6apiYoJUJIKsWw82JPNiGe5FMbWNR5Ec4Wn0WZxDxHJME7wbJwx/GXhHS/nys5hwa5oaPoAb+h8Mv/lf5fJedDUiGGwEoL73kDwb/jjsb9+wGNBvaDBsL3gw/M9nm+9DxLvCdszdyKwU49MLDT2LsfUEACs7ShabacFaoxqirsKCOCRtCFUJY0EkIee7AyjX8emW4ScxF7yrfAiLeYLmu3CDr5x1Mqwbe1hUbC3p4I9yx7dRNIR84rYzt1+JhJPu+XJ7KhMpqQJNc2s3oG0gFPi6IF3+axJxYlNjxsGczHiLP5ZvsjE7x/CGQkdGeX2Woi4gcIHfDugPeZGI26fODODiaHvvM0xvb0yWtQJm/Gc8X7cVpaClSfhXDHKKzouQIPxTzU4UNQ1ddDlpoGcXAwxP6WYws2PjQLJ9Mr8MulPNwqakaLXEVtaZ8eHkG7HYuairDs5DIoNMx3HilmWXbqKewpLoa/Sk2fpiSNVE4afvxF9irYKK5CfWU9BD1nA0IrNLQq8OD6XNwpJedlKb0IfW9qZ8zu1b6VHMm23ZZYTCc7yaT7AwmB9+WcwsHBwcFxf5C8e+Z72oCHgxU8LORa3w2Sb98kaz93jnSyGrOwfwiN6cmrlliwPHekXdgcfw8eHRSKw3fKUdkkZ7kpkY56U/qHucLfxQ5brxdBodaib5gbvprdzWw7Ioj+eI4dMUSE8+FBQkzocxe3pDbLfJZoLGtnfCyz7BxwN0hxAFkoP7QzkW5vUq7I5wPjPgGGvMJY5hN7fN1kqrUTE81kjEBMvFHbPwhHH2A4iYPqGGM6e+O9g+km7lU8jOzViR4b6SL/8oTBtcCY6xoLNpfkmP8oiKOdCT342Yi0rsers0ZRa3s0ljDRBCo5LR7w8eyEI88OoufDb1cKkVXZghMZNTj98Wk8PSwCy0e031VlCnEAI6J7gIstLSq2BLHWJ1Eja87n4kZRA/2eI5Egjw0KpXF8VW3d9ZK2vPrMymY8tjGJ5T5RacHyv6C2FT+dz8dDfYJgIxYA8hZ47JgBFLVl0/IEwKh3gL5Ptv8EUnczhSFKKRA7lXFosDBRz8HBwcHxxxAW6Y1bieyCNzt7K3j7diyGUIeVrRhqaz6dyBJKtVDZsuc8xvWLgdAoamXq4C44ciUDGcVVtDnIuHAv0NMZCdHtz7Fw/LV4uFM8duek0e5xHYN8g3GtvFTfCa+jm683ugX4YkPSLciUSsT7+eKLKWOpiGxMdmMVvkxluz2dKMvEmozLeCJmwF2PJ8zfnS46mvPNxywEYmV+v/TzCqYLYcFG8zEfwUVofs25YtQALB7YE5VNLQh2d9EL7o5iK9TITOabeTw4iNu/bnWzscXynv06fMzDA8Pp4zQp2M93ZmQcfd01Wg2+zDjKqp0l07w2LlI0swR84pbAxBv8URwkKje5hCm1hcBBCZET4wZixRfhtc4zYCe0QnWLBPtSM9Aik2NkVDhivD2x/6GHsC89HTsqriBbXoJb6iyMP5WNh0L74vnYMR1+/BaFgnbF+9jbI8zFshvD41GP4HrVMKzLuoyLFWVokMlgIxDj4egemB3eFa2qVryf/iVaVMz7WCarxDfZa5BxMwiSRub6p0zQQrooWVS3SvDt1atY3LMn7MViKNQqvHZnBy5WM8UwJN7g8cgheDyyfVeyU2XZ2JBznb63o/yisDCqt8UCl78bavDp0pHtCE1N7GtjKysrupiSnZ1NhfazZ89CJDLXTdLT06FWq9G5s+HanMzfk9spKSkd3qYjcAL+PwxyEjzf83k8d+Y5vY2+kC/Ecz2eu6/9aORyaJUGW6TSiy7w6tEExwAZeHYuQMISoP+zrPt42Xlh9+TdOJx/GKeKTiGrIQsKtYLmnj/bg70tx1+bYKdg+l7uydmD6tZqDPAbgIH+A4GyQjSdvYyyKy7Qqplfa6viDASu3wjv11bedZ9Xyq9YXH/ku5cQMoMPbXwMLT7pCA4jhqN+E9MNo4fHg/3w4e3eh4iy5ZJyxLnH6YtZCmsl2HK9GA2tSoyK9cJgmHfC8XladLK1XDBA88yNMs15IhFc5s5B7Rq2najz3Dn0b38UZILtmwfi8c6BNJQ2SOHlaIUXR0cjzp+ZUCxsKoQUJgU3pMrPi4caW7YgYCXkm4kK/xWkuEFtMrDlCbB76n5Y2boB2SeALXMBddvxnf0ImLUOiB6PHS6uOJ1lqEgl32EkEmRIwBDL50ZTGVqTtiIpvwr7VQnomZeDuEMbAYWCTsg6z54F7zfeYAvg5GKvPBnDXcUYvqgf7coieafJxQ10MEomMvfn7deL9zrk0OCgvR0ea2CylgTWGqhlzEDHJaIFXvFtGUxHngKufQE8chjfnqtjiUKk4OLNfakYHetNO/BM+fFcLt4/lKG/fb2gHuUNMjw/uuMZSRwcHBwc98erYzvhkV+v68U90tz86rhoCO/DPp/8lkjbxCtjyM+CvbUQcxMC8fwo9ne5i50YB58aSEX8o3cqkF7RBIlchaFRnnhlXMeL+jj+fHydbXB4+SBsTyxGWYOU2qqTruUnN93AoRR2p9qNoka8PC4GL42Nvus+L+bUWl5/4FcMsBqIhoARCHKz7ViRX/R44Pyn5us7TWz/PvWFQH0B4NMVsGEm5cmYc8u1Ito9TaKlRmlJFqYFLHXOE2xdmcUYIrieMuk86DoXsP7jumI8HaypCP3WvlQaSeBuL8byEZHUrYBA3jOdxb4pfnx2VxT4IqDnwj/s2GixggX2PjUYNm6eQOFlYOM0QNlqGDdPWQ3HrrPhZC2i4r3x99AXJ7IwIsYTsb7mRQbVzXLsS8xFa95VjNFewA1BHN7Ki4RUqdU7PHw6syt1DTB1KXG1E+PXhb2paEKiGm4UNtBJ9nqJAvuSy/TivQ4Tt9t2IS4Tv17Mx5ZH+yLwzvcG8Z7uRA0ce51xPLAU9ZC0Dtj/tOF2yTWgLg8Yb+Fc5+Dg4OD4Q3hk6TC8vGwjpK0K1rr7sc8nNJP55rYxjLhRQ5s71LZ82FiLML5/DJbPHMTa3s5GjJ9XzsGppGycupmDjOJqtEjlSOgUiOXTB97XuJ3jz4UIygcmz8fO7DvIb6pHb+8AjA2OxBvqk9h+645hQy2QXlSFlSOH4MkBve+6z8tV7KISHZ/dOgd7nh0GBgQi0M6V5erQHiNCwvDRpfO0qcaY0aHtF0iWS5roc4l28YCrNTPfXNXSgq3Jd1De1Ix+QYHgtWrAlwEaa8P9yO0AG8uFoY421nQx5pGYHnj9ynHWurFBkfCydcAfBRHv146chlcvHkN2Qy2cxNZYSuzvgxn7+0alFLVK8yg4gZgx0acjQlJjo2GcfB/qal6o/HsR65wDNHxI0lxoRz1PpMFPc+YjztsXaRVVeOi3HWhuK7b49uJVvDFqKB7s2Q2+XlbIKjQ4Vmuhxfq8SxjiFYWe7uYNp/VSKXam3cGFumzIhXLY8K1wLasKEjkz5h0dGo6vRo+HlYAtreaW1cBeZY1V/WfT67SCpjrcrC+mzgY1cglSm5L14j0rnsCnQS/gk9fOLK5dC6y6dBmbb97GhtkzkNScoxfvdc/n+6zTGOnTGWEO5i4Gh4rT8PRlQ8Ndcl0pMhur8HmfKfi3deAHBLD1hTfffBNvvfUWax3Jqyed8mR9dLTl6/bGRsbhztWVfX3r5uaG0tLSDm/TETgB/x/IsMBh2DV5FxXSCWNDxt5397ssNZVlUa5WCFB22QXVJQEIP96W6WwBIoxOj5xOF46/FyQ2gTgv6HC3ccfiuMWsbTSTf0H5l0Og1YmvRNjMLUD1N9/A580377p/Hzsfi+tTfdUYn/c8NAWMdf9w51ex/WoznSTsG+aONyfG0Dx3Y+z69YP700+h9ocfoZXLwbezg8dzK2AdaZ6no9QosfL8ShwuOKx3qXiz75vwEfbF3B+vQKpkfnw3XyvCLvsAxMOkQ93KiZm8bIfWpCQoKypg26sXRJ6e8Hj2WfAdndC4dy+dvXKaMgVui37/RJ80JQWqqirY9uwJgZMTq5toVIgV5Cffg3XhafBSfACHp4HIUVTsJpEAMjXbaiqoXogJH76EjFtNuFXWRC0unxkRYfb6todcLcf+3P24U3OHvldTw6eynT3IYLj7Q8DV71n343eexoj3hKOvGsR7ArFSPfoqtBFjcPrMOph65pPqTlL8YSbgF1yE9rcZsFW2giQXxTesQdERI8sojQYNm7fArndvOI5pq6isyQa2PADUtHVZ+fXE7YE/4uEtOfquSQdrIcb2tVyBqDSapnaLbkHVLScIrNTw7NYm3usgk4dnP8blfPMsUplSg6TCegzvZG6mb9ppR/j1UgGeGh4OK6Pqcw4ODg6OPw4itp5YMRh7bpZCodZgfBcfaol+P+RWt6DBJA+UQHKvb74xqt37ka5TEptzr+gcjr8eGo2WZWVPBM7HBoextiF29+eza9Bs5MxAxrcfHc7A1/fI9/ZxZk/Y6UhVB6LXVjImOYNQDzvMiPfHrpulKKiRoFewK16fEENdJViQ6KPRHwCn3gWUEkBoAwx5CQjsY+mJAQeWAzc2MDNFZJw35gNk+U/H9O8v6Z/L5mvF+NotApOQzL6/0BoIuMska0kiUxhAtnEOAAY+B4jtgRvrmA7zuBnAwOfxe0kta0RJvRQ9g1zgZuSiMTjSA/uX9cdHRzNxMacGe2+Wwt1OjLFxPvB2tIKzjcjsM0ze3uUPz4XqVhEExZfBcw0DBj0P+HYsm5109hNxO6mwDqHu9pjVK4A6Ppk52p39kL0uYhRs3NrGvcffMIj3umy7Yytpt/m5cyfIFZvZ45JzzlTATylpxANrrrS9f574HFPoqFZnM0sgHf0JIa604IhQUt+KR9cnIa0tZqSTjyNeGhOF57cno6aFGcvbiASY2NVyxmxHIVEAnx7LxNeKc+Z/JCJ+wUWg62zzv138ynwdOY+GvaYvOuHg4ODg+GPp1Nkfa7YuxYnDtyFtlWPA0E6I7HR/vwPVNc2oqjE0yZDfI6smDfgtWpw+sKLd+4lFQozp04kuHH8viBhuLJ47WVljYeeerG3+M244zqTloYbY12sBvgqok7Xig4Nn8MPD5nNrxnhbjBHSgi9U4/30fUAG4G/rjBl+vbAnPRvZ9bXo6uGNlf2GIN6Lff6GurjivaEj8P6Fs2hWKKhovKR7TwwLCbX42O9cP4lf05Og1moh5gvwYvwgjPKLxIwNW1DXyugq227fgY8jM+/KUwA8FSCUAWIVH71C278OvFNVidy6OnT38UGgkzMeio6HkM/HhoybkCgVGBsUhWe69cfvJau2BgUN9ejm7QNPO8O8cIJ3AA5OehhfHLuAi+kFOHc2D35KR0zs0QmOQmt4WTui0sThS6sQYM24KdifmYnLJcXwd3TC4z17oY9/xxrGSMzA2apbuNVAbOXdMM6nN5zINYIRM+I744OjZw33kYjQPcCHiveEz89e1Iv3Oj47cxFTu8Rg9R3zuFvCxeocMwE/p7YWc7ZuRZNzHXjWBgcvLemHq7YB1HwczcvBr8k38Vg8E+VQ2yTBc9/vx+08Jrc+2MsFKxYMwqvp+1EhZV4rcn48Gsu+XjR2MdAhkPOgErILSHhqgKfloba1FR+fPQ/HIPZ8v45rNXkWBfw1meZNlQeKU/FCl2Hw+R/EcP2VKS4uhqOj4Tlb6r7/+uuvUVNTQ7PrSWa9TtS/desW9u7di8mTJ+vv19LCLmght62tmWv5jmzTETgB/x8KEeyXdlvaoW1JNjfBOJ9b6OnJiHEmFWciLy7B+Z9Gy/nzqPr4E8izs2EVHQ2vF1+gAjmhVdmKytZK+Dv4Q8QXQZaVA41Rpa2O1ktG3RLtMClsEtalrqP702Ej0yLX1/ArlV7Mw41Lhr+TbNiH1lzFmReGMhaSRngsXQrXefOgKCqCOCQUAnvLto/bMrfpxXuCRCnBaxdeQ7T8a714r2Np0wycUl2BrSPzHLU8EXgTvwTE5jaexCa/6LHHIE1MYlaIRPBeuRIuc2bD/dEldPlvIPsvXvokWq9epbd51tbwefddOE0Yr9+Gv3kmbEquMzdqc6DNv4Aa3kLUHbqIGTGt2DjU8JrZaIR4bsbniOgUjR9+RwEkKYRYdHQRkqsNE7U7s3di49iNbBF/5H8Y60oy8atRMd1d3nHA1R+AiNFAjQW71foC1K//GQ7pxUC8eeW0l62F751jK8EzmtCUVRgmRK1dFPDs2gRrNyXUl54CwlcD4cOB3Y8bxHtCaSJe33oJTTJDJRyZ2ExMDQPfnbGG0kGOarTE8Hhu0RIIQuMhr1GAL7CQC1p8Ff7O88xsmXWRCaao1BrUmmTiEoi9f6tczQn4HBwcHP9DAlxt8dTwjtlOy5RqOglFMpt1kKxqEpNiHG1D8HLs+EUZx9+DK3m11I6d5HuHe9rjpTHRGBnjpT83iEBPMu1J4R2xCDcW73UQAfleTOjig+9O59B96LCFFLe1hkkfEr/w8VHDuOpyXi0eXHsV514cSi3OWfRdymTF12YDRIhuT+C8vRW4YRTDRMZaB57FN8HhZs/ltdpRCBYnoQufKX7V8ITgE6t80y57AhHnSRFlzgmDPfqIN4H+y4E+jzPLfwHJCF268QZOZjB2/OS64a2JsXigt8FSd+mmm/TagpAHCRIL6zGlmy/OZdeYifekC/3TGV0QGekPRP5y38dDOtUXrbtOxXQdG68WYs/S/tR9Q8/gF5nxcuLP9LVWRE3CXp+n0XQhnxbr+pXfMt+5pBq4/iO8q24DmGz2Zx8n8++dj45ksN4/Lfh66T6cV4KVwt/Qi5+JuhP+gON/qGvDq7vv6MV7XSf+8i23qFuVDnItdSG7GgIemXi9+2vSyccBAh4Pd8rMx8akuBWd2rE/dm5nfYuF8TcpEibxZpyAz8HBwfE/w8PLEXMX3N2WXIdCoYJKqYatnUEgsbe3grWVCDI5+7fXw+2P6yLm+GuQUlqB946cwa2ScgS6OGH5sP4Y3zlKnytf0twIX3tH2AhF1C6+vrGVdnEbczm36J6PM8wnElFOnrSjWI+WGIQa5vRKWhvwReZxyOpsyWQvkirLMP/ADpx5YBHcbdjzyXNiu2BSZCdk19Ui0NEJLkZ6iTHHi7KxNi1Rf1uhUePdxNNILqjUi/f0UARalMqbgbaPgZZMX6p5eG7kIPhayGIn3drLDx/E4RydPTrwZEJvrOjbH3Mju9Hlv4Hsf8WxQ9ifzVxHkKKAF/oOwKNtYjRh5dajOJJsmD+9XXQEJyvzcKG+EA1aJezJpURbTQaxb38pbjyGhoTR5ffwTup6nK8mY1uGPaUX8E2P5fCwMlyzzO/THVKlChuv3kSjTI7BEcGID/XDz9eSMDwiDKnl5vFlEoUC2+6kIKm0AlYWEuq8LDggfHnpEhq0LdR51VRkJ13/6ibmjfzq6iX42DlgUlQ0Pt5yRi/eEwoq6/Hc2T2od5Cwzo+t2YUI9xRBQZrZjKirNJwHfCUPEWIXOLpYI6msDHwi3htdhiWWlOLBTpZfZ18T110dVVJzZ2Eyp1Erk/ztBXwN+HTpyHYEIt4bC/iW8PPzQ79+/bBnzx79OrlcjtTUVNjb21MBPyyMeQ+KiopYXfqFhYX0voSObNMROAH/X4y6RYKKt95C05Ej9LbDiBHw+c/bEDg6QuzvD8exY9B0yCB8EkHfdfGiP++AOf5w5Pn5KFn6pD4uQZ6RgeLHn0DooYNYX38EP93+ieazuFm74eXeL2OYT2fLhR1+9664dbJywsZxG/Hlu1OQb9OC4EotrkfwIDWaY1I2GHLujbsyzmZV6ydHjSEd6TZxcWbrd2TtwG/pv6FR3shkrptA7NHTK8xzPyv47jhyOR49rbIgsNJA5dIdQSSj3QK1v/xqEO/pwStR8d571N5f6G7eDXO/1K79WS/eE7QyGcpfew32AwcwnfjF1wCdeN9GXZYtam4yn9lJV4DIEg2u93FF/ZAu6OPTB5Hhd7eduhsnCk+wxHtCdn029ubuxdzouYaVQjEw+j1mIR0zv80Ebm8xdBE5+EBTX4GmImsoWwWwcVNAqfVA3YVtGNeiwdnOPMjFhsrcCLE/+vuaVJSS86/sJmsVeb/ov2I1AofWQiBmzlEBqoBNs4GHdlPB3phWrRXuGIn3OvKqFPho7DtYnfIFaqQ18LDxwIqYBYhQrje85qFD4Dz9ZyY/dlUP5urAGNdQPNY3FKcyq2gHlo7RsV6I8nZgTfCuPpuHXy/l07Gv6dxnF38n9kQvBwcHB8efAhFn39ybSrtUyaTHsGhPfDi9C9ztrWinL+mu3XSVPcH0xJDfN4HB8dekolGGR365ri8AzalqwRMbk7D/qQG4XlCHT49mUkcfF1sRjUEYHu0JkYAHpYmy6edieRLQGFIgsv3xfvjpm/eR3GSPSH4JrqujkIGgu96vTqLAsdQKTIu30M1DbOn9yJiFDXGfIC5AVc1yrLXdCjPfKa0GWWVEiGZ3jzfBHpMV76AvPw2eaECxcy/sjLc8bqYCtU68p/tUA8ffBDpNAlzvzynOEhsuF+rFewIZe72x9w79nHo7WdO4JJ14b8yeW2Ws26TwIT7QGX1C3TDcwrVHRyHXLsbiPaGwthW/XS3EsmFGxUKk6HX463QhXfLz1lxBUxLzPfLh4XQkekbCqd5gJ9uitcYhwTBIrlVhmOAGflMPRyMM3UmhDhoa1WRKcon5dQ/BBjJsFr8HDx5j72ivyAG2Pgj5/EM4n11ntr2xeG98rfb+1M5YdSoH5Y0yxo1iUCjOZFbTohICcUQg8V/E7K3fB6fMip2C3W2BPk8Cd3YzLhH6PwwEgvqytl13qYCer6/LYjGGb7hWoriFAy7//fnEwcHBwfHfQUT7Hz8/gqO7b0AhV6F771A8+9YUeHg7wcZajGmT4rFpO/s7/IFZv3++iuOvR6NUhkUbd6FJxnREF9U34vmdh2gnep68Hu9dO406mZRatq+IH4DZEV1gIxZBqmCPNSwJ3KbQrvTB8zH50M8oldZDq+FDICLjdZMuZj7AF6uhkTNyWItSgQM5mVgQF2+2T1uRCF29zMdUx0szsDrzAsqljbDhWZG2aFoQYExyXTnL2lxrwVDT3t0a8/tbdnXak5GuF++ZfQDfXLuK0WERiCUNl/8luzJS9eI9gVzbfnDxHIYHhyLM1Q2VjS04etuo+YlMedtrsLssre2WCE01fDg7aNDb3xvdXYMwNjD2dx9PWmMBS7wn1Mgbsav4HB4Ln6RfRyzpHx+UQJecmlo8uGkHjhbk0r99dPo8wlxcUNMqgYYI7+QtVgIiIR/b8+5AIRFC5MgDX2A4JxwENhjv18XseG5XVAIiy5WpPKPOeFJM8MyRQ3C2tsbZZOY4jKm3MrHKJw38Mjle8Z2L49WHUCWvgZ3AFmO9RuFIgQJna5mi6M7envhy2ni42tmi73erIVWxi6iDXVwwJ7gP9hbfRJPSUCgS6+SHAZ7spoSjFVewteg4HJ3qwLcSorrZHko1c0J6Wtsj2vnv36ir1vLo0pHtOsrcuXPpYoy7uzvmzZuH559n3OICAwMRGxuL7du3Y9QoxnUxIyMDycnJeO+99zq8TUfgBPx/MZXvvIOmAwf0t5uJkM8D/L/4ArKsLCgr2yZBRCJYhYbC6+WXYNe3r150ar1yBdLbKbAKC4X90KHg6bJI2rpJycQFyRYfHOVBJzc52GRWNGPT1ULa8UHE6Qld/jv7wd9D4759evFeh1ahQMpv3+Ar74P6dbWyWrxy7hUcnHYQjhMmoGn/fv3f1Dw+dkUOw9MmVqKW8LbzxisDXkfZ8y9QEbYwEJhT14KucjnyRSK8oxbAUgKlsQB6L3Zn78bbl9++53bh3iJcy2E/d2uVHIHNVZDUM1UFwlbziSsdkisWXAeUSrQmJhos2/8LWi5eMFtHRHxi2e8wbBhg4dga89id3dElQPSOOrzgeB4XvC5gfdp6/Dr6VwQ43n/mfU5DjsX1uQ25aGxV4kZRPZ2QjvQyqpo+8hJ7Ek4lg6oVKDjiAWWL8c8PGQCVgHwCPl2jxtZBfFQ58xBTpMUTD78AAZncNIYUkXh0AqrT9ascA2SoTNHA0VemF+/1kMrG7QvMjt0GcnjxGlCpZXehke+rGVHDMS1qLGqltTROQsgXAp3nA3X5APk/sX0l2LmhOmoUPDKP6u+vFIjwk6MtAlUXsf2xflh/uRjVLXJq3/pQnyCzSUjSFWUJ0kH10XTzwSQHBwcHx/8/Hx7OwNbEYv3tE+lVeHbrLWxY1Jvalxe1dUqL+DwEutniVSLgGsWlXMuvoyJvsJsdRsV6QWSU1Uns2M9lV1Nb6oER7lznvgVIdjkRaZn8dQ9M6eZ3z3HnH83+5DIz9yYiRH5/Jpdapeuob1XipZ23cWT5IGpHvv5yIes+RNQn10r3ymv1cLDCq9P7A1vm0i7t6eq7x1XpkN/HuPnInQo8s9XQ5Z0sE6KrhRmCbh58ZDAaLwvSyX1J05n+37r5Ls8nz2B3aXxv5J/9QwR80kVvCnlviNvB9B7+9D3pCMT5iOyLLGsu5GPzkj6swsuOkm2UTW8Myaxvlilp97+XgzUr7uC9Q2n6SCcCKfx4p2kcPkEqeNAiR+OLOYrXUANnoJVM5PTAC4KtyIEfcjR+iOdn4/Fx42AtMp8ljvJyoI9pDA8ajOIn6sV7PVoNzm/9HNCaj50tFZs6WAlpwcjsXoGoapbBzc6KOiCQSAliw0/qbonLiQ7iLHDgtmFim3yMycT7tmIHTF14HKLrq4HGEiBkEJDwGOuxdt0owZv7Uun/38aDCBGXIorflmdq5wFMWa3PVObg4ODg+PPY/NNZ7NtsEOhvXMnFu89vwVcbH0N1eQNKL+bAqqoZWmdbePo6Y/GSoRg60NCdmJFehps3CuDp6YSBg6IgNnIWIvPR19OLUVnXjJ7RAfBx/3t3j/4vKKtpxLazyaiob0bv6EBM6BsDkdGc/f8Hx9NJVCXbzpyMIX5OTMLBhkx9xnyTQo63rpxEnLs35vfrjh/OXGPdx0YkhFypgpXo7hKWs9gGn/SejAcPb4NCrYbAoZ3xsMlAhjgBdJTLVXl46uo2o11IILLlQSkhRa6G8UeIswvKyozmQi0MTUjxglKjMeS6G3Gp2LLrwMXiwj9EwD9XWGB5fXEhFfCbpDLTvj0ondgrBAIN+DYtSKzLocvmgotY1esRdNbNld4HBZKKdtdLVUpcrSiGq7UNurgbonmJXT6xk9dBzqfSliZoPNRQGzkvqLRqpDZVAmJiYmULKzslbfxSywVYFDcCDiJz56pIdzeUFjXQ18B0WKmRt71f5OVoe0mePXQYLb5q8EksQj0gaLvsEEgFUIvZ147ERn+AZ6ZRtVsAAQAASURBVA+M8+uHekUjHEX21PF4eiBQ0dRMXcWCXA1z1Av6BOJG42HY28pQ32QHoQoYFd2AOrkT1vd/BJvzE1EoqUW8axDmhfSFwKiJ8UptCr7M2qy/bWetgFjYgIIaVziJbfBp78l0DM7x+/niiy8wfvx4apUfFRVFrffHjBmDcePG3dc294IT8P+lENG26dAhs/XNx45DVd+A4kWLoapu61JQKiHPzNRb7ZPBUtlzz7Pub9OzBwLXrgXfyop2pzzw0xXk1TA/VuQC/otZ3WimKAcDmcCdt+aqXpjee6sMNwob8MbEmP/fl0jF/iHRkUuywk0KDVVaFU4WnUSv5a/g+wIBelekoklsh/2h/ZHW4IKQ22WY3M3vng/pOG4cLmhdcelSMj6Vfgz/tiyY3jI5lJozeB3sPCuSSU6KQDrKlsy2bu+7EOkSiff79MGcH6/qMxx5xOoy9SDsVIYcGV2UgGnRQ/1vmyDPtSxoi7zNKzQ1cjlaTp6EurER9oMGQeR379dJ5OkJS4k2Qo+2wVpwf0DsACgYGxyVjE8XS/DbBhVVrVVYcfxDfDvyM3jeh62vVKHGnTzLF0WtzT7o/cEJmu2u6zBfNTceYq0CqEgx2742UQJlCzvHyBivRuDp/cy+xGFh8OkzxPKGI94Cts5jbEcJAmDL4BGYKr8Db1iwG201n9glA7GnY6VYeYct4D89PJxapwogokUnLEwmma+WX8VjigyMdXfDIKkUtQI+tjo4oKDqElB1CWNDxuKzWR+3+3x/uWh54PzR9Dg6GWos8HBwcHBw/HmQzntTSIctGfcu+OWa3upcqdEit1rC6lR9dXcKqzu/s58jtjzal3b7ko5pMiYk9tQEYsX//tQ42tHPYcg1n7n6MloVzLiViOWXcmvx6UyzXvH/KaZdwzpyq8zFWjLhcyilHIsHhmDDlULWJFhSYQM2Xy82K+qzSOQonBt5AGev3URetTcsVroaYS3iW3Stao8NV9jjkI3qEZglOANrnpHg7RKCp6YMxrmfEmm3dXsMjDAfrx+5U461F/JRWzkNw5UuWC7cBXue0T4czZ0CyPXRqYxKVDfL6T6D3S3HZBnj5WC5WFwXY9HV35kWaJICkI5CPpsfbDqKXxf2NhRudgBy/HfKLFQ7tBVv9Hn/JCRt5zIp2PnhoR7UceFGkXmXvK8sD7y2DqCPVbMZ8b4NFYRYrZ6Ey1bLmPeLvJZxX1h83OdHR+Hhn6+xijuWC3YhxE4OmCc4QSppMhPqCcTRgLhLGZ/Pjw8J0xcN+DjZ3DU2Krm4AcdS2db35GNFCv/JcijKA78+sgrtseY805lEKIcbRis+Qi9eJt6fGIaIhLGAkGsa4ODg4PgrcPIg272RkHmnFCWFNfjwqY3ITStlrNIbZKgrqEPTiDhgILPdT6tPYetmQ17zb0Fu+OLrh+DkbIsWqRxPf7YLKblMIRjJVV8+ZzAeGGXeQf1vpbCyHg9/tBlNrcyY51hiFi6k5OOzJwydzP8fqDSW55vzZfV68d6Yg/kZeLpfP6w9l0g7wnVkVtRg3aUbeHSwuWOrKQk+/vgofhR+TbmB/IYqKL3YHdAaFQ8ahUEwJ+LluNDIDj+nzXlJZuMjPl8LnkALrZpRer1s7PGfgSOxqHw3CuobqL28lgx2TKb2evv5m4n3pwvy8NPNRKTXVENLO/sZe3odPvbmRaVqjQZns/NR3tCMPqEBCPNwu+fz8LK3PCfrbcesD/N0g7+rE0rqmPEsORYtK5NdCwfnVpa43aKS4eWkrfi21yIEOVq2cbcEOf7r5ZbjxazggIQt39EiD0JPTz/8PHI6nKyscbPMUAyqo1koh8ZIvCcwJsKMEq/h8yCrs6avKSkImBVt+Vry6b59ca24BK0NKvCdFfrn6cizQ42EeV+gMbw39VIpnUPW2AJqK8CuhDFmGGwdjrO8LKiNzvf54Qm02ITgZuLp7+3Ifn+rZCVosNuOAFs5LeYNd6uAkKdFvSYHJyuuwNemM17u/An4JJrMAjuKzQuoRUINVsb3w5zgQTS64p+ARsujS0e2+2+YNm0aywafMHLkSFy9ehXr1q1DUlISVqxYgcWLF1O3iPvZ5l5wAv6/FXKSWDpReDy0XLpoEO+NaNi1i3b+tl6+TMV7KyclxPYqSOvE1Eq8cc9euMyehU+OZurFe90kxso9KRjeydNiR8C/ka9PZpt1la+/XIDHh4TC0+H/Ly/Vcfw41K5dS1q/DCsFApT3CQVa2HY5BPmuAzjbpxf2hQ2gizFk0qUjAv4LO25jR1IdxvFL4Q/GVlHHQ/zzKAuagHXlwXSSNtTdDs+O9cKvaauplf/IoJHo7mnZYsg4494SXdy7oEXZggTvBDzR7Qm4Wjvi5Ioh2H+7jE6y95eVwebkbfIbTEnqPgIXoyZBuPkmZvTwp93TDbt2o/zVV9t9bNs+fWDTjZ1FpCwrQ+FD86EsbZv4Fwjg8847cJ429a7Pw3XBAjSfPgMYWeXY9u0DmzimywlWDsD0NcCex6GobkLBcXdaQWhKkTuQbzSPm1Z/G4M+OY21D/eixRGk88rOSoip3f1QpcjEkYIjEPPFmBw+GWHOjPXviztv42iyK2z8oyF0MHSLd3Hrju1nPaA0OpePplbSiepFA0KYzMoGduWotOHek7CwtobDoEHU9YNnWg2okADSeiBqDPDYeSB5M2qaWnDDcTgmdxqALnZ1wKqejDXr3XAOBvo8gXm9FyEguwY7kpjunWnxfhgS1fGK1nWp66CGFgcc7OhiyuH8w1jYeSGiXdk/8gTSFVZYZ6gYNSbW14kT7zk4ODj+QrQzbMbN4npWTrmObYnFtBDrdkmDmbX+ndImbLxSiMcHh2HVqWy9eK8Tid/YdwejO3vDyeafcVH93/LdmVy9eK9j540SPDk0HCEdEHf/KMbH+eDz45ksS3xyDnTycUSq0Xuogwj4zjYisw4WwtnM6g4J+P/Zn4afLxLXJcvbdvZ1pGMJkm/u72KDZ0dE4rcrRWiQKjCykxf6hd891qnFJNc+SxuAuYrXsCb0LNzkJUBgX2DIy/BzdMKxFYNxILmMiuCeDlb44HCGvrOdCOhkcuzJ325gcjdfjIr1pmPMxzfeaNuzHfIwARnaQGwQf8is8o0HwoaxHp/se/YPl2kRjO71fWNCDB7pf/cuffJ3UthhLFCTGKL+4W76gvJVc7vjqc039MW7HSGpSgOsigdm/ooM54E4eLucjs+IAwS5fthzq5RO3U3p7ofOfkyG5tv7U2lxtikxPo70nJC2Fb3qioB+OJuHZ0dGIszDnvVdQIgX5RmORWM+wVwPB+QKQhEbHgKMeo+JsjKJ/qiVKJAQ7IrDywdie1IJpA3VGOtchN6dHgXcwoAvTgBqdmHDAXUf1m1vR2s83C8Yjw4KpYXo264XQ67WYGIXX9pR31F+vpgPhbp9hwhiu38lr5ZGGJhys6je7PUhU6fXtdGo8eqDCE685+Dg4PjL0J4uUZRTRcV7U45tv47J8wegpKQO27ZcgVrEg8qGB6FMi6LCWuzYdg2LHh2CTUeT9OI9gQjBX287hxG9IuDpcv+OOf9ENpxI0ov3Ok4n5yKtsAIxQR3/zf5vGdkpAh8ePQeZif13Fx9v3MljF/MRTqXnIUboyRLvdVzIKuiQgL/60GWsPswUf/AhgLDaGppABTQ2GgirBAgT+aLAqhUNchkVq5f37It9hemolkow2C8EQ/3uHn/WorJcCNrdwxuNUhW6uvvi2a79EeDgjP2PPIjDGVkob26Bt6M9Pr50AdWtzPjWzcYWdiIxnti/D+MjozAhKop21y8+uMdQ3ECmQtuEYkK4qytGhYWzHpd0yi9YtxNpRtnvTw/ti6VD2OM4Ux6K64ZtqXdohICOcBdXDG/LrycuZ5/MG4dn1u+nXeEyT3IoBh8mUrQgEJq/T5WKOgzbugafDhlHu+X3Z2XQ64NJUZ2gESixr+QWLewY4xeHri5Mceynt87hl9Q7cHexgZO9wQ4+wMYTe1Mr0aQwHGNiVSm+vHkRb/YZjlBXV9RI2NfgfLH+5bIMDxCLBOjtHYBX+w+GvZg9biZOD7XNrdTl4NDD87Htzh2UtNTDw80aQ4PCEOPggwG/rEGL0THR3Rqd4iQuwcnHFnPju2DhuASkNVRgS34SWpRyjPbrhAmBbXP6HeBS7WEotcw5Z8NXUPHemDLpHeS3XEWYg3nzYVZjNZJqimBtIZE1ytnjHyPeE7RaPjRafoe2+2/48ccfLa7v3r07Xe5GR7a5G5yA/y+FJxRSK/TGXbtY6x1GjwZfILxrt7b01k349q2HU1BbR74GqLrtAOm+7+HS2xdX8swnRYiVflp5E+IDO16F9U+3ATWFTNgW17X+vwr41tHR8P3oQ1R98ilUVVUQenujZeFSbMxrhdbjGHg8w0+fQ6sW3bbfRoqC5FeGWLT57EgHlU4o9eNZrrB7yTMJTy1aTCcEK2RpePzEfMjUTKfOhrQNeLHXi3go5iGz+8nz8lG96mu8nViFdCc1tg3gI9+HuWrwtfPFhnEbwDeykiHwhFJ0CWtEsFMwHMXhUA88g9Yrl7GxQoiP7kiALGI1WU8tUz+cFoeEdessHLEW1m4KOHQNhutrL5j9tfqrrw3iPUGtRuV778Fx9Cjw7dqfdLbt0QMBq79H5YcfQlVZBXFICLxeXcneiIjYKzJQ+/KzUMvPmO0jzwv4YqqAdfWkkXvQbvlnttyitu46vkvaAL6H4ftgQ/oGrBq2CjHOCTh4m0xC8iEtmQ+BfSYE1iVw4PtjatxMXFQZcjl1nMmsYgT8YW8Au5awPKqsYrtDWmmhQ74NvoMDIi6cp24eLMgg9uTbwNUfAGUr4BYBTP4WGPUOyNQ0kyRDcAam/QgceZn4IwGkEtGSmD/6XaDTRPrfQZEedPk91Egtn8c6NEoHJJXkWhTwvz1t2cUhyM0WsUaWqhwcHBwcfz7T4/1pJ7ExgyI84GBl+eJX3datfcPEtlrH+ksFVNC7kmceiUN+p4lYdT8FZf9k8tvEXNNhAYku+P8U8Ek0AsnxJqJ6aYOUjn3nJgTQYg1LZFe14EiqZUvIjoybSSzDL5fY55ylDvMdT/Sjwnd9qwIP/HgVzXKV3uXnmREReGaEufBLrjk+P55lsfik0DYWdgueIu3iZn+L9nFEkKstXOzEmNjVDxdyanAtvxY/nc9HZTozeXgwpRyvjoumMROmnNd0wQ71QPBdgtBt7EqEmhRqfnMqRy/e697nDw5lYFJXX7jdJZKNWNFvXNSbFr+U1EsR6GqLdyd3ZnU29A1zw6WXh+PFncnYc9NcYLdEKK8CUCuwe9dmPNfMdIvrirFJN41ujpUI08SBihSs6651jLES8rFsWBiW/nbT7G9nsqqpgP/8qEg8tiGJ5fTgEtQFKGSKIEJ55ajVOpnt1//5iySo1Wy/q05m44dzeTQWgLwexNnjpTFkPGoyJp21DjiwAmgug5xnje+V43BUw54kXzEqErN6MhOtRFy3JLB3BOKqcC9IgYCl/ZNCB0uuAO72YvQK5uYYODg4OP5KjJjYDRu+P21wmhbwEBPrB3dPyyK7pq24KyOtDC1eQsjchHQei+SH85VabEtLQ2hKAJIyzH9j1WoNbmWVYlRv8zmXfyNFlZavPQorG/5fBXw3O1t8M2cS3jl0CoV1DXC2scbMXnE4WJDJnBTGRR4aoLy8GTvVqYZVxEqUB/DVPLhbaJYxpa65FWuPX2etE1SJISoRQdzCjCC8omyxdeV8KqRL1UrMOroJ9XJG2/g1IwkLO/XEG72Gm+27qqUFX5y/jDtVdYDJKWwrFGPdsLnmVuw8IMzHBYMiguFubYcJ0USkL6Kd499dv4pT+UyR5tGcHGTW1CCjodrcmYC8Rmot/MQOeK//cFgJ2XrNr5dvsMR7wjdnrmBS107wd2GPGY0JdnbBpmkzsfLiMRRI6uBj54i3+w5nOQLEBXrj6CuL8J9Tp7ExLRl8NR8ahQZakRYaDY+8QQCfLZerlHxyuHjtwnHIWzX66+HVqRdg49kKTdtIblP+VbzZdRKmBfbAxkxmbFxT74CWVivYWCmg1Yjwath0nE7bbXbsZ0ry8CaG4+mBfbFw6y4al6AjwScAl+otu5wSBDwezj64GD525t9Dv52+gR8OX6HFL94uDnhp5lCs6N/fbLvVEybhpePHUNrcRPenUWjBM5lyfnhsLzySwLiCdHXzo8vvoVlpcOcSGukzxpRIUi0K+D9nXkVDqxjeYvbY20ZgjXgX7rvy7wbnzfsvxvu1lXCaPg1qoQhKvgAnAnpgnsNgXPeMgsDJ/IveceIE+q+dXb5evCcQTdSrWzNsBenArxPgL2YsvY0hViJ+zmxLvX8zPYLMJxmIjWqU9/+/aOc0cSLCT59CxPlzCDx6DEuKXFBd6w5xzgyElWlhLdeiS74Gr29Wg7gs9jy+Bb7O7IEJyS4cE3PvgWB6ueHc0OVlmhE6mNpIkvPlm1vf6MV7Hd/e+hatRMA1gljTlz8+E6L87fB1qECvAjXe/k0Nz3otAhwC8PnQz83E+1/u/ILh24Zj3qF5GLF9BH698ysE9nawGToMP+Wb52R+RSbq6i0NhHnw6dUId88k8NcOBvLPsf5KMutN0UgkkGVYzj3XoVWrUf3lV1Dk5ELT3AzZ7dsomj8fynITmyCRNeQV5p85QsOMoah0MYyKtRohFDXMYNRYvKflgi5HWPdVaVT46sZXtHPHMI/Ih7qlExQ1IyFvjIN3O4No/aR0l5nAouNAz0VAjwXAI4fh9vJHELi6tvu8r44JxKrU1ShvMXmeNzcAF75gxHtCbTaweQ6gMJl4ljYwNvdLrwDLEoER/zF/ELE9k2WfvIXp6P8vGODHdqLQoVHZoLVoISQ5K7FyEzDnx8s0F9QYMsFsCdI9dz9WOhwcHBwc/3teHBOF+X2DqAW2jpTSBvrd7uNkXnypcyVqz7KbWJHP//kaY+lnAVPr6X8zlsbNYgEfcf7tT0z9rxgd643zLw7FtZXDcfHFobTTuqKxfVEyqbAOYR7s8RKvLXLoXqRXNFns3jeGiNLE4YycL1+fzNGL9zq+O52LWpNzkIztZnx/icZCGEc9EMj4+/t58WauacQxovd7JzDl24vo/cFJKv7biAXUrv9QSoVF1wRiQW+J55VPYEXVOIz8/iaOmRQ4EPHWFNKxfavY3F7eFHJM5FqDuBGkljXRaIrcana8AenEb5ZaziEY0YldMCOECs8Kt0Ol5eP9pjFG42Gm8Nr4vSF/+/BIOhQqtcUOc7K9t6Pla2GPtsKE4Z28sOfJ/ni4bxBm9wygBQldp78MODLfJc8Id0JkkqEQ7GaH787koLCWPZ49nFKOz45nUfGeUFTXikc3JKKh1eQ9kTcD9p7A4+fouPnY2HP4UjWD/ZoJ+KhtUdBClWaZ+TXS/UAcze7FZ8eyMPW7iyipZ4/xSxosu1YtHRIOIRc5xcHBwfGXYs7iwZjxcH/wnW0g97KDwtMOOa1SZJbUIiDMvEB16CSmM7EeCsjcRYx4T6yvhTyobfmogBzPrN2HRo3lsYWv+///mPCvSpdQX7N1JGqgS+j/f6ztgLAgHFm2AOefexTnnnsUZ0sLUFjfCIFEAJ6KvMEASQES1wjAV/GQXFKOTn4eUDhpoXADFK6A3FWLoZ1D7/lYuRW1UFqIiSUd0Tp6xgTASiCEv4MTVqde1Yv3OoiIX9zSaGbxPnfTdmxPuYO6ShU0jSJ9j5KHtT2+TJhuJt7vyb+DvrtXYeqxX9F/zyq8m3SCiuPDQkKpcG86vl97Iwk1bd35pghkPNRUSrDk6x3Ydy2N9bekIvOCVFIEcMPCelNWpV7E7eYyNGlkyGyuwoKT23Cnlj0uJ+OrFqPPHF/JB7+VD75EgL6O7Dl98pxaG5mxrkSphIp0e+r24yzVi/d0W2jxdfoJyNUqmnGvQyYXo77JHg0tVnC3aWe+2ZZZ3zvQH3semYcFPbtjelwsfpgxGd+NmYRgB/Z1o+61dnNowchOCpyoOYRSKXu++WpmET7ZeVbvXFFR34wXfz5I/zWmVaGEvUCM3bMfwIn5j+CLEePAVxIjfR5LH5GoFdiakoKGtijq30uUg8HhV2l8IhtxvOoQvsx8AVUytrNJiaQRTVJr1LXY6k2XFSoBRrmNhLXAQlv+3xg1eB1e/q5wAv6/GL6tLZLnLMPkce9i6oT38VmPuSiU8bF0Vzrsv1gFq0imW4Pv6AiPZ56B0/jxVOyyLttqcX+OgeSLSYtlyl+pYG/MrJ7++gxCDuD5UVGsyV5+mz0kEfH/DHgCAYQeHrhV2qSfaFa3hOPRwxp8/pMar23RILitqM9ayDcT8Mmk1WdnLuDFcy9i0p5JePHsi8hrMFg+6jDuKk7VBuMb1WR2Bkn0BKDLHP3NrPosixb5pS3sHybZppcR1DebFpL4JDQibHwVHKxU+FY2HQenHkSsWyxr+1tVt/B50uf64gCpSorPkj5DcnUyneiyNOFY3iiDzRDzPHaRnQpWTm2TaWoFsGkO0GqYfBQHWbA8FQgg8r97lmbL2bOQ3WF3t5MCgvpNm822telsoRiCx8PMSS/hs8GfQdTaC4q6fmjNfwpqabD5poJm8IXmk2I59TnwdbZBVwsT5GM7e6NfmBvN8TWd5FtobHMa0AuY8Dkw8SsgqB/EgYEI2b0b7k8tg/PMGfBY8SycZ89GZl8/vDebj0/CM7EmZQ1mHpiJoiYjy+E7O82fo7QOyGOquinnPgU+iwZ+GgZ81RXIPQX0fYIpHtBlAlk7MUUAx18Hdj8GrOoB1Obi97IobhGNZdChG7jJK6ZCLTF0vJEOy5e232bdt08ou5CBb1UOB7+9ON/wJbXeb0/U4eDg4OD4/8dKKKDirbF9ep1ESaOB3psSh7g2+2w7sQBPDg3DvN6BNC5p8zXL3dk6yhqkVFQ0tWoP97ScTfhv5Klh4Qh2MxQ0kBq3l8ZG00zzPwNiK0kcs3JrJCi00MFujFgooB3rxpAz6IvjWXhuWzJGfH4Wj29Ioi5VphCHBpNLKhYkP/1BIxv+jApzG38iJhtHmxHeO5iOSgud0BO7+ODci0PR26T7ObuyGa/vvaPPbSfnNelAJ45LpLOGuBFYcl8bcA/7fqJzL9t0E5VNhgLH9vLu21uvg9iuX85jR3ORYoafTVwzCF38DTnyxhCngp8X9MR0u2SM5V/BHMEpVGldUKD1QjXu3eFdXCelE52WnjcpDogPcjEb+5Fr5sUDDeNmYsP/9uTO+GhGFwyIcAccfYDHzgHD30D/Xj2wd4wCD/cJpG5NhMzKZtplP/7rCyx7eRIRZgqJoWC5IhBXK924+Ys4IG0vJvSKpC5aZDxPIHFbZCL4oyMZeHHHbQz+5AzSyszPs45CbPiHRxuEm/ZO75tFDXh6M9utoE+IeVc+qaci7z1xPdB1eXFwcHBw/PkIyO/h+C6Q2gqYCU8yxyWR4/NVx/DwyomIiWfGL1bWIkxeMADTlwyBRqPF+lM32MKryQ9Ffn09rE3mTfvEBqFz2P+/OP1X5aGRPRDuxx6LLBnfG35/UpEDaU7xsLdDtUSC1CpmHMJT88CX8CFoEkAgEUIg5+sz6f2DXaAx0hfJefBt8mW8d2c3Zp37As8mrkdKPTuejBDm7QaR0Fzk1Nmbx0X44oHxvfTrM+rNo4PJmCergb3++zNXUNigKyTlQVttDXW+HQYKY3FmzDMY7B3B2r5M0oQXrxxAk5IZ3yo1GvyceQ0HChnxvUi/LwMkZqCnj7/5i6clojnzLxnlvLXlGAqrDY1lQa6Wx7RBbpbX60irq8Sx4mz2MahV+CH1qtm2XbzYRceMXM3DnOB++LbXQtipnSFtEaOhygFyadsbR203DE9CIDYvbq1TSNCobMXoQHOnsL7egejq4YvRgezXlnwdPNrZMP8a4e6GlSOG4MPxozAsPBTOVjbYO2E+VvYcitkRXfBc94FYEB2PkVFadAosRwuvAEcqTmBlyjvIajY4oh5JyjQ7BlIMcvKW4TXaeTsVA775CdPXbcagb9dgV3IqJsREYVn/3nSegGBrJQTfho8vLl/Cq8ePY/DatbhR1jHXL0v0cB2Grk6MC4BUI4JSy/7uk6pFUGiFKJMVYH3Bp6y/9fYMpK9YTbM9cqvcIWkUYZRdBka5bkJjy0Zotf9dUe5fCY2Wybe/94K/LZyF/r8cYnGo5rN/4Eh24FmhF+bu2wtVXR0E9vbg6XJBrq8FT275op3fdjYNlJ7C9iU/YsM1pquDdGaQLgIOoGHPHjTu3UsHMLsnTsHl4Hg6wTU82ovacv7ZOLZlrfKti6EK24SXugvA02rRK1OLp/drIFYBNlOnIbGAPeDgCVpwS/UFkvOZCcL8xnxcLr+M3ZN3w93GMHAkGaHkXNjaZjX6qWo2LtiMwOqBSjiHdQP8erD2G+MWgyvlTH6RDgexA+2q1yNrgm3VDlbGltBGA4+4JrTKePS1rmqtwvHC4/Rvo4NH41TxKYvP/1TRKTzboyuivBzohJgx3QOd4TNvBdT5eWi9ntj2OGr49atn53spJcCpdxnRmtg6PvE4Wq9dg1Zp+HF0mT0bIq+72+IqS8ytwQiKEua1a1I0wU5oBwFfALfFi9B86hSUxQaRwPWRR2jxwCgEYYPYCecLa8wsN3U5oVqVIzRKR/BF7M92rHsszfo0tbscEuWB1ybE0Als0h1ErOAv5dbS7NXHBofpM0Dbgzx3jyef1N9OrU3F6weIQG8QMBrljTRf/vW+rzMrBO1M0pP1+eeBvDPAeaMBi6IFOPwiENiHKR4YuhJoKAI2TGNyP3Q0lzPW/LPWG9bJmpgufRNbV0vYieywdvRapNWmUTv9zu6dca74Ilb8bD4lSSa6yw8ehc/40fT2c6OikFRYT61iBTZ5sAlcS/zBcKwIOFZ0BLerb+OlhJfueQwcHBwcHP9/42ZTiGiUXdWM/U8NoAWAtmKBvnt5981imj99N5pkKmxa3Jt2QxN3nKFRnnigN7ng5iBjkC3Xi6BSa7FwQAhcbEWoblZgcJQHzQv/syHi5r2Y1SMAG68Wmq1PLmmkCyGnqoVa0ZOM8gAjsZ/8n4ipxJ5eB3kNFg8MpUJwjyC2GEyKSIiIbIy1iI9II7tauUqNnTcsjzHJgJYIyqSYl2S1k2IVUrB5LK3SohMAWU9iHnoGuSDRJCqCFKAQ1woSc0As4tuDFBiQSIJv5zE2k08MDsOp9CpIlYYOqindfO/5fpNIAEuQznNCk0wJW5GACuwL+gXjYEoZsioN3flzegW0jV+dcCu8K75ONuzDD1VwFatRp7Dc+aIjwtMeV/Pq9I+pg7xX706Jo/9f83AvfH8mB2ezquHlYN32Xt7Djt7OHRj4HP1vDIBHaiRYf5U9cU0KkInrwaq5TAejToA3hYz/Ewvq0FSQhGFnXjT8QSUFTr0DXkBvvD5hIJ4cGo6SulYsWZ9IHQ10kO+49w+lY+Pi3qzHthEJzAr4LUG+G9cu6EWLDUjxEimmIAI8KWYxdS64UdRACzDIZ5+wbFg4LdIg7go6SD0VOQ/Jcjm3Fp/N6nrPY+Dg4ODg+P/h7IUss/EDuZ2eX43Pti1DU70EVjZiKuLT7a9no6KyEbBtfx5GplTh82VTcCYxB5V1zUiICcTM4YYu1X8z527lYufZ25DKFZjcJwaervaoapAgIToQESaC/p+BnUhEBXqlRg2qQ7YNG7TE1YgH8LQ8jIuLwrFC0wYbLars87CnmBkn5Euqcb02B7/2W4pwB4MTrKuDLR4d3RvfHrxkeEw7MR4aGY+ECH90j/ZnOV3GuXohta6S9UjEEj3GxTBXS4pKNl9IBkz7ETV8aOR8+nwa5FIczM+ERKnAmKBInKvMZXWf6zhekoWJwbFI8PfH6Xx2gamPvT2e7d2X2rIfzm1rZNMAwhZGLBfIDded7247iZ+eZNySHunXA0dSs9AkM8zZDo4MQVf/uxe0mLoM6ChqYeb6JSoZrPjk/RJgVmwcdqenI6XK8FqNi4hEvwDmerW/fXf8VnqLVWzjILRCi0I3B86DWi6AwIrtjuBt7YSsulpk1tewIhW6ufvi037j6f+/HjIRP6RcxYniXLhY2eCRmB4YGnB3NwYnK2ssMRL5GxSNePrWTuNkVyi1SuwuPYiXopfrC64tYSUS4nZJBZKKS/Hh2fP6iAOlWo0fLl9HV19vLB/UDwt6xaO0qQnLDx1EnpFzb4tCgf+cPo098+bp10kUClgLhRB0YL5ZwBNgbtCzGC6biRpFBfxtQlElTcOuklVoUimoeK+jSl6CNZlHsJhE7QJYGNkb5yvykFRTAj/rRnwZtwP2QgXtO6xSHIFEdhK+7r/c8xg4/hpwAv7/mPMl56lwSESeaRHTEOHCrh76o6iV1sJGaANb0f2JwORi2xJk8pEgNLW6JpX698KvJ+JDPOiiQ93QgNL330fzseO0899lzhy4L3sSvA58Yf1TqFn9A6q//FJ/W3LpMgY9/xzcFi+2uP22zG20E7mytRJ9ffrild6vIMjRQjf3HwgR2HuFOCFN8AH4IuYHXcvj4Vo0D7tarfFkyENweHwprN87SfNZdQidboAnZHf3NMgbsC93HxZ2Xsha/+H0OIyN88b56zmwP3kQAw8cRMVWLWQzZsBrZTfqBqDjmfhnsPjYYrQomQk2MnB5tdMjsE5ax2Q3xEwB6vLA05pPjtu4KSEYPhyXyi5h+anl+m57Ygs/LmScxedPigMI703tjEd+va6fsHK2FeHtSbE0WiJowwbIb5yD+tTXsGk6AR7JZTIl54T+v7Y9eyJ4x3bUb94MdUMjHIYPg+MEJo7ibtgmsLMndeT39MUz+2Ygsz4TrtaueLTLo5jXaR5C9+xG0+HDUJZXwK5fX9j26KHvmjqfbZ7T3jvUFeeydOsFQO1E8H22QNOWF28rtMVUz1l4alMSNEYjMdIlSDI0ndqKPZxtxVg5yA3QrgEKLwIXQoCBK4AAy8dv8Tk1Ws53zW8yWt/jYSD7KHsDpwDgzAdAKVNQYZGMg4BPV8YetKkUkFsYqBa1VZmSQoBDLwDV6YCDLzBsJdD9wQ49B1JsomNi2AS8KjpKO52MEWpUqHzldbh1iYHYxQpeZYk4Oi8E5xpc8dWdrciTsLffkrGFdvgbF8FwcHBw/JO5lFNDO0dFAj5m9gj4n1mkExGK/J7dr/PRvcbNrnZsOzpj4bU9iL16v3B3uhgLYq/vuYN9ycxrQcTF50dH0f//W9hwuQCv7zXkYBLhbumQMLxIM7zN2X2zBF+eyKZCbkKIK96cGEvHtf9LiG39iE5eOJHOnvwjkKiF+X2Daeb47lvmVvWmkPd887Uis+e3cnwMhkZ7Yt+tMjqeI93uX57IwpRuflRw1nV86CJ4iIhZ32p4rMcGhWJfcimd8Bsb54MmqdJsfKKDFF2TwsKHf76mt17/6HAGdVKzhGPbhPtbk2JpHITOwYp8rt6b0plGYv26MAHX82ux6lQOzlkYjxJI8YIO8pxIMQyx7CfxFEMiPTG9h+XHN6Z3iBtt8DPtrAhxt8Pkby7QYgkynn90UCi1XN+3bAAO3C6nYnufEFf954+Iyt+mkHGvYUel8MSAQDdarKrbv7BNrNbl1RNh/IGEQCxad511DETUfndKZ328FHltXhjoiRe064Dc08BlP4D3NI0Q6yh5NS0WCypyqwwFCbN6BWBvchlrO5IV/9vVQuoK9YxwB4ZZ+vrLOACEDKTfZcQu35JTQ2Ih4zR2s6ieOjPcKW2i+35qWATtsO8I5LOp+3xO7OqLt/enWYwbeedAGi1wIM515Nz8eHoXWhT16bFM3G4rgNGx62YJFfnJe87BwcHxbyA1pRjHD6fQhpIRY+IQG/e/aZxqapaCz+fD3u7+nI9MO+VN1zu6sL+vN227ynQbkx9S8jtrmpMOwNPJHn1igtC/s8G9Rq5Q4fNfTuHIuTTqYjh2UAyefHAQrMTMOOXfwOEr6Xh9zWH97RtZpZgxpCteftA8z51wNCMbX5y+hPzaOnTz98GrIwejq9//1sXA2cYGE6OjsTMzlf2+kssbBx7mRnbBi6MG4fLGEjTKDWMCsb3CrINbrlFhR9FVvBw7mbV+yZje6BUZgIM303GqohBFzY34Mv0qxmjrER3mDVujc+LJLv1wujQPlVLD+GlhVC+cv10AuVKF4Z2ZiJ6WWhnga34ujggPRXpdFeYc2oIGOTPf/OH1s3gw1nIxoYOYqQJYOWgw0qqqUClh5tCJmPvuiBGwFYnx3diJSKmsxDfnLuNCWgE0Ki0V7wVGlxGJOSX0PCfFCCHuLtj52AP47Voyyhqb0DckENPj24mrNaKHhx/EfAEUGvY1QWd3Nzx+bTWSGwpgJ7TCzIB+eDR8FLbPmoMjOdnIratDdx8fDA5ixnsNMil2paSBp+FDKyR5CMTxgIdYXy8kycqgavNuVzXYwNpbCmXbfLOQx8f84P5YcGJHW7ED+bwzz+mtXiPgZ++kf20WxfaCTKLBmYJ8rL1+AyRNamjIvSMVdFTKq6Fue1xjymWGwvzJfWKx48JtlpuTnY0YR/Nz8drxk9AIAK2Fr5PjmTkYGRkOJxtrGhFgLN7rIO+nQq1GXk0d3jx4ErdKy+FsY41FfXvg0f4dmzf3tPanC8FRNAA8/nYotOad/V/duYyuLjHoZO+FWxkleDtkNOo7y8CX/wf2fLZuIpEdhUyRDGvx37/4VaPl06Uj2/1d4QT8/yGrk1fTvG4dWzO34rsR36GPT58/7DGI8PXahddwu+Y2rARWmBI+BS8nvAyhrh3+HsxJCKRdGMYTDWSCgUzgmNFcATS107Ghg9hTj/3YbHXpc89DcvEi/b9aJkPNd9+BJxbB/fHH8W9Aq1Kh9hfzyqbatT/DdeFCs0KGE4Un8M6Vd/S3L5ZdxKPHHsWBaQcg4v9vB6HP9czBkjvmIueNIb7wnPoM/T/pol932dBNxBNYzuqpl5n/eJEf5MHhbvB/Yi6UbVYy5PSr37QJIj9fuC1axOoA3zdlHw7mHYREJcEkjR0CDrwEqNqsNk+8BUxbAy1PhLo0MRrymQIWpyAp7OO8YT9wID7cM0kv3uvs8m9U3YCDyAHNymY6SBibqMWIFB6Ct+xAzSQleixZgosvD8PJ9EqaFUUyKY0n+a3iBwFkubgKOP6a+RO3Z39+rKOi4PPWW7gfrKOj4bZkMWp/WmNYOag3XuLtRnNbDk+drA4fXvuQOhIM8h8E5xnszEpCe5mhZEJv75P9cehOOezFQkzrMQwq/lxacETOsXGBI7D6y2+gATvjndimko64JYPaBkxqFbBuIlDTZjlUncFY1y8+Afh06dBz7erelRZnkBwkY7p5GFVSR48HJq0Czn8GNJYCYUMBJ38g8ed7fyfpcAoESNYPKTk0xi0caKkCNs1i7PUJzWXA3mWAayi1/r8fyGTtrJ4B+PVSAWv98OIkWClkaP7xLbiJ9gIaJf0RHtZ5Bj6CeX6sSqtCSXMJJ+BzcHD8K/j1Yj7e2m/I9fvtahG+mxdPbev/KEim8optybiWX0cFViKCvjOls1ned3uQ7/b1lwtYNvqO1kJM6GKeNSmRq5Bnkr9tSfh/Z7L5JMtLO2/T31oGNbXIJrwyrhP+LXx/xjzehvyuEpGQZK8bczGnBs9uNbRME4HyobVXqR08EZH/l4zpbFnAd7IR4/UJTHHf/L5BVMC+F+1lxvcLc8fb+9L0VvXk/NueVAJPRyu8MNog+Ed4OeDkc0OomwPJOid59kQA1Vnff3A4A1/O6UbPO1MRnwiwxEJ/6neX9OI9gXRFn8qsgqutCHVthQHEWn6+8ATCM/mAeBo6D3oB518cSl8HMvFFxs26Qk9CrxA3rF/khh2JJXh+h1Frexs6cdu4e58UBdwPxMmMOBsRYVcnWscHOlMngZoW5nUlrmcfH8mkr8vkbn6YYaEwIKW00aIVe7NcjQNPDcSBtgKjafF+dLxHigB0sRckt930rmRfe2+V0WOjkIPbOB0oa7MIJkWjRMhfcBAI6tuh5xrn50y/v4y/hwg9glxY58yXs7vhq5PZKKptpYW70d4OWHuBGZs2ae3uOW4m7wu5/jE+Hwgh7vZ03YJfrusLU8hr/Oa+VOrGRd7/+4W4jpBYBlPIM/zkaAYtntA5h5E4AnI9YratFiiolXACPgcHx7+C44dv45N39+l/8w7uuYEXXpuEkWM7NgfTEWrrJXh/1WFcv1VA58WG9IvCi0tHwdamY/nJo4bHYvP2a5DJDeqjtbUII4eZ/8aTTufctHLwnPkQN2uhIlqnEIyVelvRHOmSXTlzmFnn6pe/nsbek4a4wh1Hb0GhUuPlR0fh38K6w9fN1u05n4LHp/SDsz2TS67jdlkFlu88qO8mvllSjkc27cKJJxfC1Za97R/NpKBI7Mw2FOjqsebhzQlMscH8rt3w/vlz+j/xhOa/+YQGheV56G6hvvjo0nkq3hPUWi0OpmdS0fStUcP02wXYO+HY5EXYm5eGKmkLgsUu+GLLeTRJmeKBzw+cx3tzRtPXRNkghYIMkcippwWcNWLM7hqHR47t1Iv3usfal5MBHzsHlLcaXF3JGXwmsxDvKc7gmYR+OL1wIU7l5aNVqcSw0FC42hhe9zgvL/wwcwrOpuTi6bX7zJ6fm4Mty0kgwNUZL4/peCEogeTLv95zON66fpweMyHG1RPpslSUt83jS1Ry/Jp/Gu5Wjpge2BeTosyLqDOqayBXk2RxHnhKwzFVS1pxZO587MnKoLcnR0bDwUaEI2Up1IFhtG9nPLRjJ1TEZsDoVSKHsjsvFd08DNfWTxzYh4vFbc5TtcDl4iKsmTSlwyJ+oK0/rPlWkGnYhaIR9mH6/8cEeuHTxRPx7f6LKKisR5cQH8TF+uKHi+afK2McrA3XMA5WVnCztUVtK9uJy8+RKVhdsnk3qpqZc7ZBKsNnpy7C29EBk+Lu//q+t9tIHChbx1pX2eKAVqUVvr9+Cfk7qyBt+97tGRuIFxbWQ8EezlOUqrx/hoAPHqvx8G7b/V3hBPz/Ec2KZqxNWctap9Qo8d2tP07AJxVXT596GgVNzIW4XC2nRQKetp60K7cjkAv91Q/2oB0rhbUS2rHy6rhOlie72stjJoLyuI8ZYYxkmNuws1aISKsT741p2L7jXyPga2QyaBrNRXGSaa6Vy8Ez+rEm7Mw2z/suk5ThavlVDPBjC6p/KHuXwfPOZsDft93udDIRtXJ8J9p5TSYIyeRV/5hR2Ft11uw+RFS2hPTWLb14b0zjwYMsAZ/gYeuBBZ0XMOffqniDeK+zST/7IarrBqE2OV2/ujpFBHXEQCgUTRa7u8m63oIvcKuyFOHlyZh7+iSs1QqoUYjqr76GqroG3m+8jqnd79Hx0/8pJoM996TJ+qfxR+D53HNwmjIFrTduwCo4GCddK9B84VWz7YjTQXuvdaSXQ7vruwY408VAEBbHtTlCpO6GlljJW0A30KfkHEdSlQabVI9BAhuMFVzFZFwGrv/ECO4dIMAxAEu6LMGPt3/Urwt3Dsf8mPnsDePnM4uONSPuvmNrZyBulv6mSsGH0m4gbJpOsr+/Br9Icz/14r0eLZC85b4FfAL5HtUkXcf+RitoeHwML0rEw+lH6N94OYeBKKMS2js70K3baJSBbc1sL7JHpIt5HhQHBwfHPw1i6/2liXhDxhufHcv8QwX8JzfdRHJbYZtOBHWxE9Pv7I4QRQSwh3vhs+NZyKlsRrdAZ7wythPdhynadobO5LLxnSmxdPKRPDfTrn0iiB25Y17URbqz/00CfoVRLroOIjqTrmBTAX/rdUOEkA4iKJK870ldzce0fxTvHUxr12WBFHbozuNnhkfQa6vticW0Y7t/uBs2XzM/ZtJpb4nMimazaCcCcWgwFvAJ5HwitvuEiasu6MV7AhFAiYCdEOxqZmuv64a2VPhZ1iCjoinJJQ9TZOJV/m9w5EkBsimJL2oogt30n6gofjdm9PTH6awqo+IUBtIV/0dAbN8ndPGhLgQkfkCqUGHx+iSz7XbeKG33WIkNviUiPe3xf+ydBXQc5frGn/WNu7unktTd3Q3aUoNCi5RCi7vrxeHi0BYope7u7p62kTbu7p6s/c/7TVZmd5KmXODC/e/vnD3tTlZmZ2dmv/me932ejr6O7GbKoiHc5N/JlBJDoUCb4+asM0bxXg91BZ3/rt0CPgnrz4+Jxnt7jNc+ga62rPvcFPqMpp+TnBX0bNMMwBLpVriITIqMKD6qq9Hik/ZVEv4PJ3F5tQRd9z01MoIVOQu5Smy5kve7BPwnRkTgYkY5c9owh+IGTAsj6Lg2LVYwrL5UjC7+bWe+WrFixcr/AiR2//zDUd44k/7/84/HWCe+qbj3n/Del5x4T5DId/jUTdgoZXjhMS4S8Hb4eDvjo3dnYNkvJ5CaXoSIMC88dP9geHkKOyRJVTpI6jXQ2Eoga+A+nEitxZJHRkCmkGJYTBjcHe0scqr3njAWAOuhbvynHxgOuez/h+xR3NLkY4pao0VFdb2FgE/Z3byxCXOCasb+pGTM7vHniXnL95zHN7tOA1TTaNYI6yDnhFBarwXdezBr+jU3rqNBpcaQkI44WH+SdTibMsCjpTjSjILqGlzKtZxv3pV4kyfgE05yJe6L5mKcHvxhk0G8J6h7/JNdJ9CzUwD2xCdDXglm/S/SAhG+ruxa7mqJ5ftUNDail1s4VE25qNE2orFZA12DFPnqOiyPu8y6tFdMmobxkW3P9Q2JCcPd/Tpj89l43vL7h/fEH8G90d0x3D8Mpwoy4WXrACcbERZfsnRd3ltwhQn4QoS6urDvSt9pryfC1Q1hrm54pi+X365nftgAQxFJTmUVIDBsM903k0pKcCo3Czo5xSzoINKIWIf/T1evtFvAt5EoMTdoJn7K+M3QNOYic8YM/6m8xw2LDWM3PU9v3GP4v0jDffem+q9cIsGsrlxEFtGkVrNYgZ23bhqfRw5p/fvjbHq2Qbw3Zdv1xN8l4A9yn4CLxZlIbzgDmViLvBon3CjixvxX4nOgbDIeYJcSspGc5Ytgi0sfMZTyXvhfQKMTsVt7HvdP5f/HL9l/gfzafF7X7+2son8PieWJBvHelD3pe9ot4BOjO3mz221x9AFChgAZZkJtr4eAnnybdFNyqnNQ6Ax4m80H6ZpbzwSlYoQDmQfY9urm2Y2J1n/UIPS/gcTeHjZduqDhGr/rxKZHD4jNxHtCrRUojWKTzW3bb/5H5FwErq4C/QT2aWjEeRt+yM/E4Ol49LfLOJhYxCxk5/ULwtFnhxryDn3jcrHsxjK27uQAsbDzQvTyFv4xEMmFK3bFsjYqeevLmF2+Obr8OFScsRy4Vew9Abc35Kygpbi+mP8clQsOJdHx6Y5SxQi81i8YH5/6zvD3ys2b4fnsMyzu4bbMXguc+Qq4tYcTjPssAiJbqfSlbvXkfUBpMlIc3JDs6I4eXj3gbcc//iobK/HBxQ9wOOswi8WYHT0bD8feDVGGcQBhSm55IxM5yGJygIkFL0ECPXUFmeb2ejooDJO7rVJfjqmS0/hFMxZak9G1XKTBhFijtdbhlEo83Pw6NGTDTxdK2t5I1AbhuZriO/qBWdJtCUYFjcK5/HPwsffB8IDhkElu4zZBFvq5AhWRtu6chT/l3ttzUR7NubnInD0bmpJSOPi7wMG/EbKwDrB96EvAOwYos+z6+b1xJiviVyCuOA4BvV3w0Ucn4F9kPJ7FShkcA/n5tMTSRjGu2vmgoK7AkHVEbip3GotixYoVK/9ESPii7lhz0kqEOyt+D1SoqhfvTdkel9duAZ8YHOnBbreDOlfHdvbGXjMx/u4efpjXt3WbabKAF+oANu+25f9Ny0R/EnopdoBs3duTR/13ZlCEBxPuTKEOYk9H8xBKboJNCJVAl+4fRWpxTZsRCTN6BuDJdVfZ+Is6tsm9Yd+Tg5nISFCm+0f7b7FOYvqu5vcLbrVYRf8ci+VtRCrQPkHd5OZklNahXqAFg0RvEmQp0sH8uBO1iKZEGUIwR/Qqtslfg5RmMIn4zcCY9w1jrrb49z1d0S3AmW0XcgKY1yeIWfu3JlDQPpBUWI0YRTEG2uZBFNgLcOEfP1TU8e6uJBa/QVb2s3sHsu76Eyn8/UdPcTU3bu4e5IKhkR68a8xQD3vM7h3AK7Ag6/1Hhxon9IQwjS0wh1cskHlS8DHqOxw3kxPW0CgPHLtVwpwYaN+5nZOIn4vxmrMcjpjV/CqelW7EYPtcKHw7c+NmFy6ujeIL7vr2DHIrjGPWUHc7fHZPV3QNcGbnzT+CqnoVvjuehnPpZXCzk1s4Cwg5DegjDGh90ku5fZW+wpfHRVsURFmxYsXK/yINDc0oKbYUbEuKqtHYoIKN7X9+LqysrjeI96YcOpnUbgGfiO3sj68+mXPbx4nFIowY2Ql7916HtkELjUwEsQYY0iMcc4ZzAqsQhRU1aCZ1zQyNRsua3oTQaLU4fj0dSdlFLBt+WNdwyEyiPP+J9O0cjAMXWlwxW/Bxc0SQt6vgGFGI1pb/ERRV1OCHXWch0oogr9Kh2awOb3bnWLx06AC2JXHFidM6dMT22XNhI+PmBHvkuOGzpF1o1KhYt/dk/x6Y4NdN8L1o3M0PQzIKrm1xPZNfYEqUVNchoZAbA9NrilqG0DfyCpFfWY0wJzcLEZ8edzA1na0niyttmSvVcyQrHZmVFQh2tixGNOe1mSMR5eeJPZeTIJVIMK1vZ0zsKXzdSvv72bRsJOQVwcFVBzd3KaKdAhFgyx+fN2ma8UvGdhwpvsDWcYRXH9zlMxmJ5HQqAHWLf3byNGK8vTE8LITngOFpZ48F3brjx8vGWFN7uRxL+rTduEqvKW4QQ+Ok4UcT6ICpoUaHjktFudDaaA2PIZt+uhXVt+1yZ85wz8Ho6BiNqxXXYC+1Qy/XHlBK2o4E8XM2NsPR25MDvVYKONkp0NHLE48P7IsID27+vaqxETPXrkNqebnx+Y6O+HTcWPTy98fxFOFrRm4faT9NmgacKt2GtJo4uNs6YWdGOHJqjdfGEoggtTxtY+uBrnjh4VtoVhmLndwcn4VMevuYMit/D6wC/p9EsFMwnBXOLAfclFiPP87OSCoS/vraa59/p5Oe1Q1qdJq2DOJdS4GUA1znatfZwMg3BJ9T2lCKZ48/i8tFl4FHpYjM1eHprRq4tpxnHSdMEHxenaoO9++7HzfLjVVLY4PH4uMhH+OfjPfbbyPn4YehLuJsNqXe3vB5U3jbUUb7uYJzvGUuChf0821fZ8bvItfYlfFZcQm+dHHGUVsbOMscMK/fS1h3xBvnM7hJ6JomNbM2JSF/6YgItmxx18WYGTUTqZWpCHMKY53zrWETEwNFdDSabhq/Y8J+xAiUfvcdtM3NcBw7Dsook4pEEsftPIE6vhgPp2BoW7KDTNE1NEDUrGLC8OunXzfas+uAxmIS2I0/lPHuYYh3C0HnMu5HlVwRtA0NFgI+FeZ8cukTnMk/wwoDhnjeA9T2hJ/zTEy670nYtZWl21wP/DrFsJ1pqyXa22Gspyee7fks5nU0Zq3TcXO+kMtlp0IgiuKQS+SYGTkTjnJHVDfzO+MvxofiXF0qs2ed2ycQ700zVgESX87uhtGdvNjkLFlb3tMr0MKu1IKI0QgrfRlv1v+Mb92nolDqhhBRAV4f5MQyXw2vneYNDfid6z9rxkKWdw1PaLR3lNcb7RrNbu2m/xIu415jYoUUPgqYt8nioWU//MjEe6Im14bdcKEYYQ+4gF3edpgCHHgdUJnuSyKgy+x2r06zppmdu/SFVTeoa2ihEp/v9YTz9Sy233vO7Afp9dcsnuvnFIQdo37BkewjqGquwhD/IfC1//O6Bq1YsWLl74S3o5LZWustwvWQ0PdH0ZqgTV0DfzRk1U926JR9TcLS/gSK5AGz2n9rcudWhawl667ihJlorWdSF2GRs1Glwbzl53EpyxhbRMIeOQX8k0V8slCnjmHKKNdbvH94t/B1FHXZ77nBL5Swk0tYIcOfxZVs4YgiEqVfHBfN8uqp6JVQaTTM/p9Ex1dbbPUfHBSKu7r7I6mgGqEedvBxat2ylDK9ySWNoh9MGR/jg2+PpbK4BhJwY026j2n8FeRmi6wy/hjN3V6BmkZLAZ+6ralb/7kxUcypwrSIxHwCNF4XgmParhgpuWLsIG+sshTwa4qAA68AyfsBO3dkRS3AZtFoeDgqsXJBbzgqWy/UpEnkBb9cZNtRzxhxPL6TPwLx0BcAurXw3Mbr2JdQaHBp+LYlfuGJkRHwclSgqJpvmXmzsIbd9PnrX83mTwC/Py0GQyK5AhJPByUrCPB2siwcMWVQuDv6SFPhqS3GUW1X1IIbK1MhAc8NqxUBf0OxP6Y1ayzcJdqCIhPo1l4WDAjG9qt5BleGW7pAfO/7LkYu6scp4CasOJnBE+8JEsv1RSPUZU+FDeaFV1Sg1F6oQGPuinOIzzNe19DrR3pxRSQdfBwwKdaXRT8IFSOsWtiHHWMlNY0YGuWJYPdWYgGsWLFi5X8MOzsFgkM8kJnBHzMGh3r8IeI9QSIdiep0rjaFRMQ/mpLiapSV1eKRRcOhUWtx9GgitCodBg6KwtPPjBV8Tn1TM15esx9H4lOh8xBBrAKU5TpIWoY4g3qGQ2GSd24q3i/9dhvOJBojQbuF++H7JXf9o7v1n5g+GCk5Jcgo4MaKjrYKvLlgDPsOzZnYKQob4/hd3VTAMDqa7+TzR5KQycUsEbYFIojVOmZJr5BK8eSg/kguLsWWm0ZnoXXxN6DRafHhKK5YZFpAL4z07oykqjz42bqyW2u429lheHgoDqfyG8DGd4rCj1cvoqKxASODw9DDhz9mCfZ0RVIef77ZXilHQ7NlkSbVhtQ0NOGZHgPxwIGN0MlUkMo10GlFUNdKoTMT7c0xtd3XU6Oqw6qszbhQFgdbqS26OnRHbY0nXFxs8cUjU+CibP1agY7TJ9fuwqHEFDh2rICNph4o4QTi6QGDsThisuGxP6RtxMEio96wI/8Y1DoNHgmbjgBbd+TUG8fexM20RsSVcfPYQ0ND8OPdU1ikhp4XBw1GLz9/HElPg6utLWZ26owAJ5MoUwF6BvjBTiFHdbUGWjstp05qgLHeUejhafxeThVk8QV+QgLkqSpR1dQIJ0Xb43NTvJWeGOczqt2Pn9WrCzZcjkdVA/ddiXQUM+COTY/MsSj4WX3tGk+8J/Kqqw1uAv1CA+HlYI+iGn7hwZTYO+u+/y3rPWTWGSMoBgdJkFE+EOcLGxDu6I57vLriu53G+Ak9drYeCPTch7rGg1Cr82CjHAyF7H/H7VWrE7cr3749j/m78s/9dfqbQ3n0L/R+geXTa2hSo0WAfbI7lyH+RxDlGoVObp2QUMbPj5kWMe0Pew/Kt3t8zRVW3U+Q+Pft3B8Qe7cUoEIBWesny3fOvsOJ9y0k+4vw3QQxXtkshtOE8fB48gnB521K3sQT74l9mfuYONxaR/c/ARKjww8eQN15Tpi169sXopZqQnPoO8ypycHqpNWoV9czO/G3+r8FpbT9P053jLuxi91Rq8OrZRXshiEvItt1DJ7KOGrxlN/Op8E34BrLKg93CWdZ3XRrDwE/fI+id99D7bFjkLi5wX7YMJR+8w0Tz/WCq+8H/4LT5JaBhkQKDH8F2Gncb3QQoeiSDGJbObS1/B9CZWwMao8exdiIKKx164DEMq7SrLFwEtTVlpWaxTZU/cgJ+DZdu0Lq5sb7u0arwSMHHzGIs+QOkVH1Aepz7oOmtiO+P5yITZMVcI/sJ3xcXP2NVyRBTKmtwxaHOlYUMCJwBOvE352+2yDem7I5eTMWSDzwfWk13lc0IV6hgKNWART3RU1dFC8zeF7fIIMVKtt0YpGFjebtKPzyF1QccUUvJGEFbkLtIkXHJQMhG/s173FZVZaD2WbIcSlBicPnUzC2v7CtVXugCtK4kjjmSNDbpzfsZGYTc37dgQcPIufYL3g3PQxnGgLhW+yIxXGW1qiNLZW8PLRaNN26Bbm/PzfpPHcDsOd5oDgBcPTn9jeyM6VJaer0p47/Vmy6iMPZhy1cUep0jTj7zAg83fNpbgG5aOT/BpSaVEfT5+r1EDu+x4eO/13byooVK1b+ydDvFAm2j62+wjK3CQel1CB2/hFQ8RlZl59O5Vs039Mr4A97DxLTn1ofx8REul4n8fDfs7rh0xldmT7WVofsO7sTBcV7mnejTv7XJwlnglMnrKl4T9C4nfLI/8j4gb8aEq2PPDOEWWqTmEuZ3q1tv7GdffD82ChWXEriND33vWmd4WR7Gyef/wDKaReC9icq1KA8cHPWXcxBmKc9Yvyc0NnPiXULmzsntcZ3c7vjrZ2J2J9QCEcbGUZ38MLPpzMN+eTfHE3D21M64b5+xu70Z0dH4Yl1V81y2XUtRSv8brWOngr4Ze+En1sYs9gXsjI3JU/nzr+GcBeY9F0zEyiI4/7fVI2gs68ipzkPX2oH4d+HkvHqhI6swFQouo2y5k3Fe2K/tjeOaLpg5LH3gY6TAc8OzMqdtonQtiZnKplJgQ4VUFChgik7r+VjXp9A9Ak1jvupI5/2Kbq1F5dzH2K99BP2fzr2b+r8sS78U7x2F7+oFlW5gs+voqzQ89cxbZBwN1l7uZpdgZKaJvQJcbPY/8M9HbD1sQH4+nAqzqSXsmOFCo02XMphxb2mJOQLx2glFlSzGAFyGPnlgd54fXs8rudWscLgJcPDMTzaizk8XM6qYMuivYVtkglySDAV7wk6/5M9/oGnhhiuBfbcKMC13CqeI8WCASHsX1NXMCtWrFj5/8Tip0bj9ec3oLFRZciWf+yp9nfG3w4HeyUG9QnH8bN8p8IJI4ULUX8PJNZ/8tFuHD4YzwRIZxdbPPfiRDz1zFj2W0qfqTW+2nsGh2+kGu5rZSI0ugJ2JTr07xaKFx4WFuqOXkvjiffE1dQ87Lt0C5P7CY+1/wl4uTpg/VvzcSU5B/WNKvTuEAilQnj79QsJxGtjhuGrE2dZJ7S/kyNeGzuM5XH/WYT4GAV3kU4Em2K6AZP6RmN+bDd0+e4bi+dsTUpCjKc3Ont6oquPDxxkNugtNN4U4OOJY/He4ePYc/MWlFIZRkWHYVNGPCpvcmLsd1cv4Lk+A/FYD2On+JKx/bH05x3M2YtGi1o5IHaWok6rYZ3X1H2v15K93RyQWFnChOrxHQJxuMg43yhVqtFULIa2Wfi6xdfeATEelkXGnyUvQ3wVN09Yp2nAwaaDyCpwQ1GFE764fBpvRA/BmM5RsLO1bMY6fisdhxJTofBsgI2PsXiXGtk25hzHII8YxDiH4EpZJg4X8eeliUNF59AT/dB0wRkar2pIPJoh1khQU6xEY5mxgetYegaOpKZjZATfmWpEaCi7tZffEuJQqaDvQgQ0SYAGHQa5BePfoyfyHpdbazpO1DEVXSTRoV6kwYqEC3i6u3CUbHu5WZWHgoZKdHUJgouCf23n5+yIDQ/NxnenzuNoWRoqRI0os63Hbzfj8ECnHrzHJhabNRrql5eUoE9AAHN/WD5nGl7ffQhXcwvgYmuDhf16MPt8st6/lJMHZxslOnm3XnyeU3+LJ95zW0SDCSEqrBrykmHZxU6ZzDbfdJ5lzvieEImksLcZh/9FtBBB2w57fHrcPxWrgP8nMjF0Irp4dGEdlSQ8jQ4ezbpn/0i+HP4l3j//Po7nHIejwhFzO8zFnOjb2xO1F7IX1Iv3BFXiL159BSeeGyZYyWdq9X4s95jF8uuhEvgd3w9Ht9YvthNKLSe8CBJg/8kCvt463n7QoHY9dmn3pSwXvKa5hnV7/+mEDQdCBgMZJtVaJFj2WghNo7D1VEl9Gd46+wH7//yO8/Fsr2eh1WkRXxrPilioyKQ1ZF5e8P/qS8P9jBkzDeI9Q6tF0ccfw3HcOGOhQ4/7AbcI4MYGrD5dh1XV3VHjYoP+gfGYc+sglC0RA4UeUnzaIwFuF19Cv5VaJE42nupEMkurMbFOi5gyrltHHhYGn3+9b/GYC4UXBCMr5M4X0FDbEZlVGixfsw4vOi0EZqyEyiYC1bv3QKfRwHHsGMjNxHs9sY3NuKJUstc/mnOUicBCFFTVABvvR4xWjbUkEohEUOiohCEFP0lL8LbamA1/I7eKJ+DfKU0pKahYs8ZwXwwd5BUqVBxJhGdWELdfDH4W6HwX+oS4ss5CU1waq/HKhVVA3AbU/fAtK1a5U0i0X3RokaFAic6hHw3+CIP9+QM0lWcM5uZMRnYNN0i9VVyHJ9bFwcVWzrM4VnbogMZ4fpUxxGIookz20eCBwOIzQFMtILfjupGub+SKRvSd+R0mAXf/BEgtK9uLa4Qtp4rqTbYPxQLcvxs49RmXg+oWDgx8EpfrXJGWkcPsXFsTBaxYsWLlf5lRHb1w7LmhzAqehBnqLv6j7ZC/mt0db+5IYO9Bna739g1iudl/FCQgm1rmU+cvFSWceWk4FNK2OzH2mkTd8JY/MQhRbYhgJJ4JEZ9X9Y8W8AmpRMys9NvD4qHhTNSjjmAqnPizo7e6B7pgdEcvHGjpste7BFBEEXVbCLm2ktj+0pYbLV0dAfjg7lgmUNJ3SJ0sFH/QGm72CuaopIdcF/TivZ6P991iHd96QZy6yykLftPlHBxIKEJxTZNgTrtCrEVWcQXuXZeGmeLlOKsWLrI2pb+45XqN7Oynr7B8QN4Vo3hvwhzpYWxtHsTW48n1caxQ54t7ujL3ACpGoSIYKli5kiXscHBVG851/qcfxzPHmrH5irAgXlnfjAdXXkSzif26uXivh6IGTAX8O6YyhxvXtUC7XgdRLt6qeBH46GHAwRsY8ATQbS4QNBCosLyeeFS6G6ojhwCPX4DoOy/mpH2BHAv0Lg1KmRgfTe/C3ClMifC0R3JxjWE/oEiFFzbfgL1CxhPDO/k64lQqv4CC6GhyfUFW+jseH8gcIMiVjeYGqCP+6Q1xBpcHGot/P6+7YJFGcaWw/WlhlbErjY7jXxf2YefWM2mlzKnl4cGhrItvw8Ucdsz8J9c8VqxYsfJPpVvPEKzc+BhOHOWEw8HDOsDV7Y+dR3jp8bGws1Hg0KmbkEnFmDgyBo/M+88EM1O2brmEg/u5cRFRWVGP997ahrWbljCXgbY4eN0yApFE/K/fmYnuEa3bQidmFQkvzy7+Rwv4BP0O94zmF+S1xr29uuKe7jEor2uAp4Mdr6P6zyDE2xWT+nXEzrNGC28HWwXmj+nJRGbT3HM9JKS/fpSbH50YGYXPx45jzhDxZYVQ67To4ubT6njfQanABxNGsxuxeP8Oi673f186i9kdY+FqwwnUgzqEYO0Ts7H1YgL256YiS12NenEtc3eQKkRsG0mVKiiiGlChLMMbiTlorFBC5t7E6xKnVZI5NqGp1DIO08feHl+NmcizoScKGooN4r0pHi7VTMCvbG7ESwf34+sfjuGlB0ejZ7cg7EhJQlVTE0aFhONaDnf9KXflu07puVKRgj25SViTcRYBTlpz4yU0aVR4Yvk21NWrgUwXmiRHkyOgtrfcvvGFRRYC/p1ADgifXDjFXygWIauhEkM++hFONjaY37875vTpgj4+/uz7Fsm0gEQLqdy47t+nnUSYmwumBJkVy7YD+rzPX12NMyXJ7L5MJMFznSYzpwdTgtyckSYpQ6GultUP5NRW4c1zh6GUSDE7uovhcR09PbE32fKc1NHDeB0b6emOdQ/MQn2zis0L0D5wNjMbT2zbjYqWLv+e/r74YcYUOCotmwIrm4SLq2tU/M7/j5+eilW7LuDctUy4u9hh9rieUPrIsDE9DtHOnohxtTq9/hOxCvh/MgEOAZjfaf6f9vok7H4x7As2+dPWRBX9vayxDE5yp9vnSptAkz3mkIhP1ffUOdIaYpEYSomSdY+bQjbgCufWrW6ICJcI7M3ca7GcutD/DjRnZqLhRjwU4WFMFPwzsZHasNud0pyVhfJfV6E5Nwe2PXvCde7c2+e50wBi7ibg2log+xwnLJJgbueOEHsuS908O1bmdNXw/5WJK5kjxJdXv0RuLTeZFuMew4pM2tOV35hoHMjpIctzdUkJZL4mPzDBA7AuzQmvIAtoma/Z6DAcufYeeLhuHz7vU44MLxr8iekRSPLnHxdy19PQ1EVCUx9qqEZ7aVwn9F7wK3RqFZQdOwoeS43qxla2WzPPUhT1Zaj76kHkHLWFruVHuOSrrxDyVD8I+SdktExoFdUVGcR7rcoRYhm/I6W2PBYX1I3oLeYGdUqTAe4C6T7s0PRHnC7ckJ9LlqrDojx/16RWQ7xwEU1jSjbgX811qG9aANi44KVxvXExPgflIk5kkWlUWBK3GVKdFmhqQMEbbyBs3747nkj/Ou5rnrsIRWu8cuoVHJpxiBWH6DmVUmqw1zVl9fksnoDv9sjDqDl21GCjT7jeey/XfW+OvvKyrhTY/hjfoj9pJ6pOL8NFj+nMTtVwHtRq0f/iGsFf1YF+A/kLqNt/7L/Yf6mr8JFVl3Hk5lnDnx8ZEoqXxv255xYrVqxY+Tvi62yDBQND/rTXp4IAEkFvN27WZ0A72chuK7ybYirm6imra2bdqNRB3hYUw6O3ttZDYxQvgcx381x4IXi23f9FaExyJbsCwW52bCz5Z0Id+t5Od27tStENP53KQFpJLXoEumD+gOA27d31fDu3O7bH5eNMS0QRxRh5tnxfgyLcLTrIzTvEewa74vvjaUgtrjV8l8vn9+RFFbVGQr5l4QZFXJFlfgczkTW9pBa/nTN2YuhxtpGhtkmFJq0YTbDFSW0sLmnbtlOkw+aJERGI6LIVaK4FfLpx1xDmqPj263pswZ9YJKF3ydqrbF/Xi76fHUxu1TUqXMwVSyY3OrUq3hOk1ZuK920RVXcZOLkVCB3GuTvdKYXXARr3mlPRknfZVAVsXwwoHIBhL6Mk4Sg8VJZFnzJdE7DrKSBiFFfweQd8dyyVF7HQqNLixc3XWZyG6b5Mx6I+PsCU385l8QT8hYNCsOt6AS/WZEYPf9Z9b44+QoyEfHIgMS0sIVeRLw+loHeoK1ztFGx/1DMg4S1IcDc0ZjazFF9gCp2HKZaCoA7NJ9bHMecEPXP6BLLYAytWrFj5/wYJ9lOn/3lNTtTp+9KSsXjx8TG3HTdXlNbA1l4JRTvGT3rOnObEM1Pq65tx9XImBg5u28mR7LeF8HZre/6LMu+FCPf9Dwr5/kBKymoQF58Db09HxHT4c/OpqSvY2/HOiz5Kqmux6sxVJBeUoqOfF+4d0A0udreft37j3tHo3zEYZxIz4eFkj7sHx8DHlfu+xoSFY3eK5f6gZ1fyLfQJ9MOazKtIKOeut0IdXbFs2N0sh/52JJRYdkg3azRIqShDnxYBn4j280R/dR1+yL0CtOzKWgmgkurgrBZD2akOzTo10+tltmpIlbVoUtM4iH98iKTGMejCLj0wN6YLKhsbEePpJRjf1qy1LLAlJGLj66gcwNwVXv91HxqTpKhoKUj47OJp3B3cETqlBhq58NhXqxVhdQbZ5ovQoJbBVsZ3Uq1pVKDKvgHSev2H5mIpzKFii2pxA765cQa9vQLQy/POnexulZWybW8OiePKBgmqGprwzq4j7Br88a59sSX9Bqp09RBL6Pqdvy5vXd2HUX5RsBVosGqLDVlnDeI9odJp8GHCdgzyiIK70ngOSa4oxYUiy+uNVTev8gT8uV26YFtiEtJMbPTHRISz7ntzbFuiPWgbPL1jr0G8Jy7l5uOTY6cwrFMoHOQK9PD0NZx7V+8shDhGDImUf80Rbs9377JRyvDw9AHsRrx6aTfWHTBqN5MCO+HTPlP/9KKdvxIddeC3o7ueHvdPxSrg/xPJvQzsfxnIOQ+4RzKbZ1HHKa0+/HTeabx3/j1mye6scMaiLotYp357IItG8zxS/YV0W0jEEsyInMFEXVOmhk/liW9CkFX+9rTtyKo22hoN8B2A/r798d+m6KOPUf7zz5w3Im2fiRPh+9GHEP0J+am/l+bsbNbNrq3mBOC64ydQe+w4gn5bZTHoJleDqqYqdPfqzn0vUgUn2tNNYJLyuY3X2CSlWKyFxPEC5B6HeI/5+NLHKGkwOjbcKL2BD0+/iY9H8m3XhVBGR6MxgS8ck7W+1KRiTc/Ky5ZWmed8OsFJdKBFvDfSoBRx31fLZxeJVbAN+hFT/Z5DV5fh6NZcDB/7OigiKadW+GRO9vk3K25CDDG04P9YqquNeayRohz2b/FZtUG8Z6hUyP35CgL7SCC3Nw5ULikVOGljg26e3VCjMk6mNZWMhNz5EiS22dDpxFBXdUVz6UhkSHIMAr45fcWJiNOEQykV46ujnJXYR/tu4eXx0Xh4sHB1JLkDaBsaIbHnW9MrIiMEH69wMh3B6YDLPyN45jD8duMnnGq0Rb1UgT6FSXCmCV39R8/KhrqoCDLvO+sCPJN/xmJZZVMl22dpe+lpUFkO/PQZqKaQUB+6Yweqtm+HurgE9gMHwK7/bc4p6cf44j1ZFWv648V9fmjQXTJM0P94b0/YZB5GRM5lPOHkiK9dnKBp2Zcm2AZifEjrnVSbL+fiyE3+xcQPx9MxMca3zU48K1asWLHSPm4WVuOtHYk4n1HGupGXDo/A3T1anxAjEezlrTeYqErdwYuGhLW7S99RKXxpdbtxM0FuAJ8e5E9cTYz1gfNtskzps6y5kMOy1PX0DHJhXcz/bb46nILPDyUbLNxHdvDEt3N7MIeFvwtF1Y2Y8vUpQ0cyOY+Ri8L2xwewHHlTaBuX1jYxi2/qKCaHANr+QvvTZzO74vlN13AsuYRNFQg1f3928BbyK43jRRJWn9lwDesf6Xfb9SaRnsbkppCteaCrraA4K0R1o8pivRqghBgaaM1E1andfDEo3AO9bAsRaF8FuPUQFu4JGndTBz7FrWn5LgG7NX1vO2ajdTogYIsfI0rHePF5wKszDmlpLMi5Z/0nDFYkY+DZN7l518NvA4OfA4a/KvxgrZYrWjCZ2GN4kLhML3CbgoFLK5j1/2Knb+Gafwyfy76Brchswra2EChLZfEAd8KJ5FLB7Xops5zZ2utpaBYoNKDHmo2nPR2U2PPEIGy9ksuK9/uHu7HC4La4mFlu4QpB/HgyHd+fSDecm1bc3wtOJVfgl70Nb0jr8K56HppbZslHupZgTp+gVt+D4klMxXtizflsTIjxaXcchRUrVqxYaZ287DJ8+8leXDmfBg9PR8ycPxAT2ygSSInPxecvb0LGrULY2Mox5b4BuO/J0e1q4LC3Fy5StXe4fXToPf274F9b+TGfgzuGwLdFEG6Nkd0isO5YHK5nGJ2vogM8MaHPf7+BYvOuK/j6p6PQtMSJdY8NxAev3tWqFf5/g8r6Rsz+bh0KKrn5y5PJmdh/Ixkbl8w1CJN6UsrKUFhbg67ePnBQKJhDwJheUexmzrsjRrKu+oNpaazQWmhE9X3SOeQ0GJvK0qvLsfTYduyesuC2693B3QNZ1fRc/SuLIBdLEO5iKf6vvBFnkbuukwIq+zqIdfxxjkgMSERaaHT8cfMov2gM6dwJDjIFXJU2CHB0QogzxbYKc7E0H9DJAbNxYVm1ca5W2mIKWu6rRpPZeGtPUSJEnerRIBbDViviCf/+Nu6QioyvU1ZvC5FtHZRS7jXqmuQorHaE2Ia/1aX1gNpGBy3NqTNNXwuFN/BT+kXDY+ZHdcdbvTmXA3PIVaFO1cyEaFPCXFxZxJWKxtUmUESBKesuXsfdPToj1tsLJwsyIDL5THpqVE1IqixCD/c7KyQ4W2rZLa/RaXGxLB3j/LoaljWoBaoYWIMff2WdlEpsnTsH25OSkFlRiR5+vhgZ1rZLQUJhMUrr+M1oWpkWq3LisDKXE9w7uXni17HTUVXZiH0XsuBfEYHYwSkGEV9b7YcBndrQA4vSsS7dKN4TO7MTMMY/GmP9//vnvD8Kra6dFvrteMzfFauA/0+jvhxYNY2r5CcoR3nj/cDCQ4A/P4ODKtS33riJd+KWQoNmgwD2wYUPEOoUin6+t58ceqB/MF7ffBEPSvZgsOQ6CnWuuO4/l02A3o4nezwJW5kttqduZ6LnpNBJeLTLo7d9npPCCWsnrGXPI8tyiiEYGzL2T7fCvB31V66i/KefeMuqd+2Cw/BhcBzfhtUhDTBOfAykHeEsFPsvBcKG/WnrSZ33evHesAqXL6P+3DnY9eO+cxLtlxxZgqvF3IncReGCT4Z8wnLGW4MsC9c81BdV9Sosj/8evyRts3iMqXiv53jOUWDFaODu5YBzG3ZOi++D+okXIVVzP8p0XvV45imjfb4JVRrLfUEnEqPBiyZQLdehe6oOVyKMz4n1iMXTob1RvnQRmlLTQEaWiohw+H/7LeQCFXLfxH2DZTeWmb2hBIqiGIy82IBym6tI8/HFQ4o9bM6yscJysl1VUovMA+5wDq+HykONk84K7FG6YHG3R3Fvx3uxP3O/4bFieQXqsxZDJK2GTisDtFw1aw9ZRqtzgz4KB3TJzcA1V37n4icHknF3d39mvWpK2fLlKFu+AprKSihjY+Hz1psGRwmbTp1YcQrt33qkNhq4RptZXTZzgw1bR3sMSre0SWWfxcEBEpfWB6ptuYtQ0ZEpIojgYcMv6CAB3UEhZV1nptBEnjlSFxe43W9ZnNIq9vyJykqdHZ5XPYwmfSkuXbCklGLZyXQsteMmkR+sqsak2jrEK+QIUqkRHkGdaa13A55rJWP2bHqphYBPhSQ/3vgRm5M3o1nTjDHBY/BUj6fYedaKFStWrFjS0KzBvOUXmOhKUHfyMxuvsa72gRGWYg9Z6y9de5XlMBPUEfzx/lssU50s/W/HAwOCcd6kC1bfVd3J9/YFWVQkQILw2gvZaFJrWI76c2Pa7j4iSEje/Gg/bL6Sh1uF1Yj1c8aUbr4W4vNfTUpRjUVBwqGkYmy8nIO5bQh0lJ/99ZFUVtxGjglkiz+yY+t5gP8pJG6b28qT09ihxCKMa/nOaZ3ILUffUa+3fR/RofX1ovzvnx/ozUTyX89ksvGYOabivR7afyZ8eZI5RYR5tN4VRdvlfHo5NCaOTE+NjDB0Q7clkJuuI8U8mDNEfA3HtN0MXQq0D78xxA0u22Zz3eaESwgwex3gyXVG8zjzJXDwdd4iDcTYqB6MHzUT0B5M3SjsUY+h4jjMlJ2CdNCTwIDHEZrWijOWCQqJGE0tx7I5Aa426F1zGB/gO76N6MlPgW73Ai5m++iFZcDxj4C6YsA7BpjwGRDQct3kFsYix3Bxedsr1DJutrOzxX5tL6To/NFFxAnbBqigmq4X7xA6p1EUgNByU3qFuMDdXmE4J+qZEOMtWHh0/4D2O6LQ6wphWiRyKauCFfa86s+Nm++THsQ4yXlc1kYiQFSCTt4hgLT1sfpZs6IV0+XmAj4JAD+eSMevZ7NQ16zGmI7eeHlCh3YVVFmxYsXK/0c0ag1eXrIKhXmcSFpUUIWvPtgNJxc7DBrR0eLxF69k4M3n16GppglSsQgN9c1Y9/1RePm7YOyM1ucW9UyZ1oN14df6SNDoJoFYDYSL7NGl6+1t4OcM6srO8+tOX0NtYxNGxITjyYlmzocCyKQS/PjkdOy+kISb2cWsI39i346wMROf/2qKSqrx9YojLCJGz5Xr2UzUn3t3n1af19ysxvrfzuDU8VssdmDK3T0xROC7+qPYdjnBIN7rySytwN5rt3B3r87sPmV6P7FnNw6kcb/1djIZ3hs5CpOjBcaMJgLodxMno6apCVuSEvHWMX5xBkn6uQ2W45yEqmLMWbIcbz05CRFhrY/LH4jtjkMFKVDrG7I0IjwS0xduJt33emqbhW3o3R1tUANL909toxQihbHoIMjOFY9HD8Ur+4/gcgFXdOjj4IDvJk5CrEBj05bsi3g/YQdkYht42WmgkGjYvHJ5tR3ySlwM4rZDBjdgVQlcHmhsGiARUYSXGOW1drBVNEEhAWYG98W84BG4VWVsGtLqxCiuc4BYpIVKLUazipu/dmpSoMlkwlmkA1yTtFA5Ak5dnJGrqEID+IL2yltXMCuiKzq48OdON91MwKfnT6GgthYRLm54c9AwDAjgxtYetnZ4qGsvfHvlvMlGBGQ1/GvXhmbuvVzk3Hy4SV+eATFE8LW988YnT/Ni3FaWx7h7I9DBGdk1fDfi8SGW1+h2cjnmdDF25d8ON1u+awXtQWoHLa94JKGsGB9ePInxzlyTXW6KF4qyXeHmU4WGWgX8bMMhH9B6k+y54qxWlwsJ+OlV65BetRrN2kp42Q5GZ7dnoJC07aJt5a/h79P+YKV9JG4zivd6yLIv7jeLhz61IQ4v7l1jEO9N2Z2+u11vN7NXAI77/4BnZRtZ5+9kyVm8Uvw0kMt1n7aFVCzF4q6LsX/6fhycfpBlurfXvt9B7oB5Hefh1b6vYlLYJMjE//0L7bpzZ4WXnxVebmD1DODs10BxIifi/3Y3kHHyP1uZxmogeT/X3WKGKlfYTrI5xyiGfnX1K4N4T1Q0VeCFky9ApRWuLjPFyVaGezvfA1cl/yQe6RzJvnNznKmqjtwiNj8k2AFesWEDshcvxuNpH+CpB8XYOFCErf1EeP4BCXZGtZQYmiE0keutqcOcsTMtlks0Oiy66IwtQ1fitb6v4fuR32PVuFWofusDNKcaO3eaUlJR8PrrlutIFwW31vGWjbqixY//bsKqny/h4YTdePHSavx09EN4NFayAYXcQ7hiWNMsQVmiA6qPu6DLdlu89EsTHgqfxwRYKlKh+AhC7nIGYmUOdGpHg3j/6NAwhM/+BHDlrP9NUcv90HvdLlQKxC00q7VsItqUqt27UfzJp0y8JxqvX0fmrNko/uILFllAkLOE3xdfwHn2LHg8sRghk+ohs+UGuzSlmiOVoj6am4R1uXceWsPtwQchVrTtuiHEgs4LmGBvyujg0fB34He5OShl+P7eHqzAhKCuPsqfvafXnVs5WRA8CPAxVl+e03ZAEyyLM44nlwCBxoIoL40GI+obEK5SAYFtd/m3ZpMbILD8++vf49u4b1FUX8SOWdov3zjzxh1+KCtWrFj5/8OhpCILoYrYcIlfIEa8ti0ei367bBDvTdl21dLuWoixnX14FtFESlEtTgtkSZtDXSn0W3/i+WE4//JIvDaxI7OEbw8k4lMH/7tTY9jY/U5s//8sWvvMt9sWi1dfwbfH0lg3OnWYP7TqEsvV/k8gAf7ozWJmHy5k8S+EaTzPN0dTeXb4VNhB+e30ureD7Mvn9Q0yjFP0hLjbwlYu/D0l5Ffj0d8uC45Jt1zJxcO/XsLzm6/zxHuiqsWC3pyRAoUGNNH+6gTLiRvymnrFbieOL4rGe9M6Y8X8nti9dBBcjr1kFO/19vBbHxH+0BcshexN6oF4Sf0Q1AL9A1QQ0Ra1sMUubX/c1/Q8ins9yyKc6DOZH2umUJzBLwt6s8x3c9zt5cgpb8As0QHIRBrL6+p8s+urlEPAnmeZeK/SSbAh1xVP/rgLH+++hny9U934T7iChl4PAkNeAGwEJruixrF/5vcPZtcLX6mnQWPeCdJ3Eft8d8pDg0LYd2pe5GpePETnhh/v64FgN26cKZOIMLt3ICsI+U+hWKl+obe3sWXj5gASI7j19RBVY6zkEjqJs247bqbCi/YuX3EqA//ae5O5CVbWq7D+Ug6La7BixYoVK8JcvZhhEO9N2b/dct5x2coTePa1jahVSKByt0VDoBO0Mk5iOLpDuLnDnB49QxA6KxLVYXI0O0vQ6C5BglsDDie1z2Fn7uBu2PnS/Tj61iN4dfoI2CvbN++kkElx14AYvDx7BGYM7vJfF+8Jss03Fe/1XL4mLMDp+eS9nfh1+QmkpxThRlw23n1tCw7uNRmv/Q6aVGqcic/E1ZQ8NvY0JbfcUkQ3X74y7qpBvCfqVCo8f2A/yhuE45VMoU79GZ06I9SsCcjPwRHOCst5VhK2czLL8Oo7Ww3OBabsSU7G4h07sPTYDqhpzEdDD7pJdaiBcDHoyBDLzmkSil/uNdZijpL9rcYey3rfjze6TMS/e92D7cMfw/KLVw3iPVFQU4Mn91LDl+V3vCGLE7JVWilya5yRVe2MzGoXZOS4Q6cWA2pA1ASIWj6eCyz3c7GJrbpGJ0ZNow1K62wwxrs/XOQO6OMeir7u/LlkjZbEe5nBVn35nHvQMYAT4kVqHZRlGkibdHC2USJDW4Vm8xb5FuLIPcCEywV5eO7wPibekyidXFWKe/duwqunDiKbuSAAz/cdhF8nTsd9nbtiaY++CGp2glhtsm0VGgzrxI1N743sAYlIBJ1GrDdDNjAjtCt8bO88NnZ20ADIzfSLGOcAdDdriCOb+R9HTkWEMze+pfWYFtYRS7reviH2dgS6OGNUZDjP5cHMAI1xPDcDMcHerNCfUDXJUJjpjqpSB3QPE44c0+Nv59zu5Vk123Cj7APUqXOg0tYgt3Y3zhc+iX8CVJTS3ts/FWsH/j8NTSsTRRq+SH81u4JlMsqchXdOIaFVkLzL8CqlnBQjInovEqRn/IL/T8h8THLYTZD6tNGRlXMByL3AX6bTAOe/B0IG/b4VSdwObFvMWTjqRcbZa7lcRZrE7dULtceO8Z8jErHlek7lnbJ42dKGUtwsu4kY6oC/8CNQUwTIbABVPeAcAPRZBHhEGbqj101Yh1VJq5BZxbkkzOkwB59e+hSbUzbzXnduVUt1Zs45oDofcDRux4JXX0PV1q1I9QGy+0gBhQgbBxl/sXam78R9ne6zWNdnx0QhvaQOp1omgX3spPh2/ih0C3RBalMWfrnxMxq1TXBukmJJTR/0/Pl1yHx9EQEu11JbV4f68ybVfi3UnzsPbUMDxDbGSSAacNTTNmghJkOLh/ZbDgw1tWKUZgXDe9E98OzfFblPPwfobXVEIkjc3aFpEcf1yMPDILbjrIxspDb4adQvGLHsQ9QhCxLbNGibPAGdAlHeDnhhLFWrRgORo4GyNGDzg0BBHJtoFNWXwN7HDgE1Rchy5Fd00lxeqFkHV9W27Rbrr2tqQtn3P6Bq6zYEr/4FMjsRHMeMhuPYMdwD0joB25fglKoUb7u7oUAqgc2t73C/tAGLJyxmtqLk/qAqKIDE3h7ysFA4TZ0Kx1GjeO9DnYUknJBDyNRufrifTWJaDoIH+w/GD6N+wJqkNcw5ZFjgMNzb4V4IQR03R+6LxvXVW+FYmgcvVRMKahzhbOPa7u506nakLCrKYDVA63XvVuDEJ0DGcXhKowTdWj0dFIBvV+4YoWNbD4n63S33X1NoUp+2CWUkm9riChWpbLi1wWLZwayDqGyshLPyz80VtmLFipV/IqpWum/Nl5Nd/qpWbMaJ9nazU9Z4XA5/4pNEVso5//9m7+xrJlgblju1npGZWlzDLOxNoYmaFafSMep3duGTWLhkzRVUt4jbJPr+fH8vuNhxBXl9Q92wLY4/8aRfrufoTUt3JxLxL2VWYLBLOfvtV1UVYJ1oAo42RcLDwYaJtPq8cIpB2Lq4P1aczkByYQ1i/JxYZ/MPx9PwQ4u1uDnJRbVILqpBpBc3vife2ZWEn0635KoLQOL+06MiBd0dqCCCCloIF1sZvpnbHf3D3FFQ1Yh/H0pGXbMWLpIGvBKahvCpa1lX+dxg0xUyOkUZoHFoTaFlx7hZsXmVzhZvqu+3yB2kyAkaB/UMdsGi366wolM9VPBgHuPm66Rk1u4ETWKteagPBn14lDeGIvxdbPBeSyb6waeHILeiHk+vj2Pd3zQ3TmIukar1Qy+xQN6qu1lXzbU1xm2pWooD2pZrqpO5WHulGNse6o5ARS0QMcYg0iNsOFfgUEE+Xy0c/xBoKMewUe/gu7k98OMJZyyudMcjdsfR2V0CeexdQMx03ltvvZrLLOIpMopcOR4cGGKYwDOlT6gb1j7cFytOZqC4phFDozzx0CDLol+ie6AL1j/SF98cTUNZbTNi/Z2QV9EAV3s5K4xtD/Rd0ZDZfF2Wze/JCl7oOLZTSNgxYo6no4JzLRjyPLdN9Ph04QoY2mBGjwD8fDqT7bd6yCFlUhfL63TabuacSC5hRTvtcRO0YsWKlf9vqFuJJ1Sp+ctLSmuwdpPZfJpUDJWLDRTFdZC0swC1pKYWZ/P5DUikzy07cREjO7Yvvup/BS+PVjqCW1lOlJZU49ghfgwpsXndeYwaZ4z6vBNItH/u+52oqOHGYBH+7vhq6TR4OHNzir1C/bH23DWL59FyPccyLMeqlPd9NjsbsW5eWH38KnJKKiGzl6IearjY2mBO7y7o4s/NrdvKZNgwcxZWxl3BjaJiRLm744Fu3bAx/To+vnqC97r2aYBYI0JhcTUSb+YjppNxPb48exb/PnsWOpEOWmdSwfnrtCUtHm/2GWmxrvfHdkd8STF2ptxk+6OjXIHPRo7DyOAwVIsn4atbB1CrboRYJ0aEJARvTp2MSDd39INx4Hwk3XJ8n1lZyTLSw934xY70WqaotdzxQ0lVumZupXVkzBotx2zvWPQaFIIHD2xDvYm9e4CNG3Kb+C5FTjIb5gZA0Jzr173nYfzmH5DfXA6dSgxVg5QJxq4SO3zcawokYjHWPjcXJeU1eOfHfTiflotGGx0qPFveRyscFxXhxL/G3XIryfgoqY69hwY6rLoZh21piVg7/h64yGzQ3z8QgwO5bTY2IBLPbdyLjPpiSMPrILLRYG3jETTeqMILncZjxdAZ+DbhLDJqyuCgkLGu+AkBHXFXML/jfU/GLaxMvIrq5iaMDYrAoi69oZBY6l9RTr5Y1vdh/JZxEoUNlejlFoZ7QwYLzk13cPXExomz8cPNU8hvqEIvDy9UNZfCUW4PpaR1tzRTVFruHCozc2f9fMo4/HD2Ig6lpMFGLsX5xhyLLexpawd3Rzs8MXkgPtt2wlDEEOrtigWjW4830RdmLLt5Fpm1RodAKni4O9jy/JBZvcliWUXTdVQ13YKT4vaugP9NtFYLfSvm1Bw5ipLPP0dTejpsYmLg9eILsOlq7ND80+kwETjwqkUuM2JmWHRuEKrqzlB47oFIYvxBoIoxyqJvF1WtdByREPs/DFXFkaU5Cd3uNu6YETUDPmPHoOyHH9CcmcnLaHeZwd/2POosJ/wYtfzM63bTVMMX74nMkyjY/S/43PU+u+syZzZqjx5F/aUWlwSRCO6PPwZFiLGSzE3phrxa/ndL+4VrRS6wfr7l/kVc3wAsPAh4cXZMPvY+eL7X88a/px/HK7cuwLdBjb0yHRQ6LabX1GJ6TZ1JOJCxe7k5NxdV27YZrHnuBOpm+u3BPmzCvaZRhVh/Z4Pw+ljXxzC/43wU1hUiyDFI0PVBJJdDbG8PbS3fEp6WmVv2i0ViDAsYhkPZh9j93smtr2yDOhwY+iJoqjVkcyjLW6eiG8cJE6CprkHuY48xoZytg0IBr5de4j2/vkmGsnzqPOF3n9DnLK9rxv6EQlbxN1F0AbYm3UESaTP8+jVj/rG9uOwZhQaZsTL1XoGuL4GiUQOUV1/x5DB4di7nuv0nfw0ED2ATkZWPnsDTm8egoWX/aFA34Ltr3yHMOQxjJk2C06RJrb9wSwcbWRHruZZbxaxbX4zMB27u4TqOus0z2JZSzEd7oj6as7KQNfMe2FdV4aYf8ITnDuRVi6CUKHG/9xTMyg+ESCRmxQhSDw+L7NuXt9zA0VvFrIOROraeHxttFPJtXYGx3LFF5R+9fzjL8pEN214EPDio5dga9yHQZTaQfY6bmAwbwXVypR7m/g0ZDEj51bLeTkpse2wAm5BPK6lDB28H1kH17MZr6BbgjHt6BcKmpUOv0WxgT2h0GjRrLV1WrFixYuXvAHVb/2tvEpIKatDRxxEvjY9mouFfBVmcUy64eS7zZDOxx9ypxpwZPS0zzoUoNBGV2rP8fwnKLKdOeRLGZ/UKwPBoT/adm25b6rS+r5+pKszH3Mr+dsvbIzKScKsX7wkqsKBs+mXzuQmPu7r7s/HVUZPCARJJu5h0d7tToZ4xKtW4vDkX+HECoKrDU81LsEtLk2RccenWuDyse7gvE0sJT0clXhpn7Hi/nFWB+Lwq2CskzC5eoCEHShMnhbLaJqw6ZyIG3wE0jlg+vycyS+uY2E2Crb4o5eHBYSzSgDrJSdRs1fWBxkO1RZZ273KBiasOk4CrRne4JF0gGmDZNUURCTTmIvY+MQibLuey2AuKq6Bh2PyfLhis9KlT/PVJnXiFliTGm4v3BGW2F1Q14GRyKSugIaeDCyZCsrqlw+1r9RSMkVyEq8jkeiD2HsO1jhHuPeO0YUbxvgUany//5l94W7IMcAoEJn4GRIwCAvsCi04Dn3UAmlqOARrHnfkKcAvH2B73Y2xnKnwYQL4TAhscWHU2E69tN07Mx+dVM2eIqV39sOdGAftcM3oGMAGb6BXsym63g85Hk78+jeIabjy/+0aBwcVqQTcHPOefCIlWDXScDDjxz30Vdc14dVs8y6KXS8Ts3PjKhA4G1w8631LRMVd4DDy48pKhcES/JWmfYwx7Geg4lV3LwikAiBwDLcQ4l1rKChao6Ml8f6TzC42bqbueilIiPe1hq5DgpS030NnXCbN6BxiKEOg1hGhsZbkVK1as/LdJvJKJZR/sRvKNXASFe+H+p8eg97C/Lqe4W+9QOLnYoqqC7040bDRXFKcnPbNEsFtcS57dAMZM79mu9yupqRN8nSJ9E9D/MKeTMnHwWgrsFDJM7dsZXTr5I7ajH64nGudplQoZZk7mR+WaUlXZIDh+rKgQdjK9HdRk88bP+1CirkdDIKBRApebS/Dc2j345VHO7XRUpwiMi43E3uvGAkiyzu8fYYwecre1E359tRZzPl2D6vomqGxofzH+bfeNW/hx3lT0D+Nex9XGBk/1ozESR1JuMRLOFcG9xhZVto3QqbSwzxDB0Ti9CIVJjFS9SoVl+jnxO0QukeDL0RPwXN+BKK6rRScPLyil3GtPD+yDCX7dkF9fAV9bF9iYzHGb4mJjY+E4QN3cFBVgznDvTvgt4zRvmUYlZg6upojcJHhi3lD2//33zMeGm/GoamrEqOBwuDso8cCplahSNRocA16MGc0Tr+USKbKzm6HV8b+fcjQjo7IC14oKWba7r8geZ1KNbnVqfYFtkxiQaXle3iP9w9HTkz9W1GvgVDhh3lFeo2rG3RvXABUieNrb4dXRQzG2QyQ6+npi25J5GHPoE5S1jP1VOg02ZF2An60L7g8biCG+bWfKb0tNxBPHjG7TiWXFSKksw8NRvbAr4SZr2JoW2xERntxcREcnf7zfdTZuR0VTPWYcXY7c+ko4yBogkW5CZmMdxJAg0mEwGuqGoEGjxZigSFZYwP+8TXj76j7szk5gxQGTAzvjtW5jYCvl9huFVIqlg/qxG/H08T3YnMIvylkUy8WR3DuiBwZ3DsXZm1lM0B8SG8o+06WMXFQ3NqFPaADsFPz9kd5n/fD5+CXlAuIrChDm4A5XGzk+iN+DCEdPzAjqCSc5V9Sq0QrPV2h0t3fOsPLnY+3AvwMak5KQu3Spoau2IS4O2QsfRNiB/ZCaVVD9aVD38j2rOBu/ymxO8BryIhDKncT1dGrp+IDWFvXZC6H02gmJbTYcJN54fcAz6OrZdtFBYn41/n04GTfzbdFZ9SSekmxAuNhEtA/98zLc/w68dfYtXif5+lvr8eu4XxGy+jeU//wzGq7fgCI8HK4LHrAQBHkEDwRkdmxij0dkS1fznZJ9ni/et1B+bQ9ko99g2YPUPR646lfWYU62+Xa9ekEezJ8spa72Z48/y1s2Mmgk/C6vEhbvCXrfs98AU7+x/FvBdRYNINOq8DBNzAg9n+zW7YyT9qrcPK6tinanQiCgRIccD76yPDlscltbA+ECtpiEvdwe4XJjxS510JMQr5RygyUS6V3mzEHZjz/ynucydw5ELQMzU17p+wrKG8txpfgKGoTHZwx5qLFIQhkVCeWzTwM3dwE56wH3CITt2oLqQ1zFqOO4sZCZ5R/R90eTmTQZaAoJ8AM/PGLIMHVR/oRRFpZJQCeHbHx79DPsC+qDKjdvTF06D2NjLTtSnKdORd2J1mMcmitbrgLK04G1s4GnE5jDw7G8kwbx3hQqdqE89tsVxdBkmzmO5z4Czpu4Npz7Frh/F+DbDbejoLaARUEo1+6FT1UVmqXAh9MlqLHl9qPwtHoM+GA1ilvm7Ys/+wwB330Lu759Da9BdslXs7luSRJ4qBOOJh+XjODiDMwhK9l7fjhnECQ0OmDlmSx0C3Bh9sfZikhsrbVDY6UGE5oT0fngbO5cTdh7AXM2cN36JtCE+RuTOrFJ0Ulfn2ITzwS5qOy4lo8Nj/RjHU4UIbAtlSt60dPVoytzxLBixYqVvxskFj7wy0VDVy3lMz/w80UcenrIX9b9SFnHy+7riZe33kBGaR0cFFIsGhpmyDbXQ0KzENRB+sbETqybtS2o0O7zQ8m4nlvJirD0AqGegRH/29337+9JYlnTeladzWLd0Wsf6ovlp9JxMbOciYwPDgpFYIt1txDUHU/d4RUtHdJ6RkT/vt+5+PwqQYH3YFKxoQuXREvKqqd1TCuuRfcgF17Xu17QP5VSwsvyHhDuho4pP7AxfqrWF7u0/IJD2u9Zh/29PQWPjbnLz6FRJewQQfQPc+NtK+o4VtGgow3u7t52oUmwux27mWOnkCLC5DProwGosNFA38XAIbPYnh7zAYXAWHz0u1yxN0WH0fuKiiCBBhqzWbwwE4co+v8LY6KA5H1A8hrAJRjHl07Djps1zDGDRH3z84adXCLYqU/OSKM/O46aJm7cTMWvQuTBE+Ob/oXZ0iMIkVVh7JTZkMfyO+AZNLkXvwlpOmE3tjSNBzdBWZUNrJ8HPBkP2HsA6ceM4r0p8VuAHq3nvOtZdtJy3LzuQjavs5zG1isX9OY5RrRGcXUjzmWUM0FdL96b0klzC4uvfwDJjZbtSd/3jJVA9HjDYyg6glng01yIVsPy5RVSMV6ZIJy3+/Wcbpiz7ByutIy1aQ/+9Uwm27+piCRfEYItdTLUlKvRQ1uCD/feZAWthLOtDD/e2xO9Q/hFCV6OSrw8vgPqmtSY8s1pdv7Vj5s3X8llAj8J/7TPmF97RHrZ8/Z1K1asWPm7UF5cjVcXrkBDy7gl41YB3n7sV3y1dSlCotpw/fwDUShlePvzOfjs7e3ISi+B0kaGKbP6YMwU/txMaLAHK6gzF99tRGIsenUShoxvOwe6MLcCq747jPhrOVDGitAo5r9O/3CjGPy/yLID5/H1njOG++tPXcc3j0zFR69Px8adl3Hleja8PRwxc0oPhAa1Pt8cHOoBTy9HFBfxxxp9+wvPZd2OrKIK5FRUoZYMfFpEWhLZT9bl4lZJCaI8PNic1yezJ+C+gT2QXFiCTn5e6ODLH6ff360b9qWmQE1xqi3EenkhIamAifeUHqQ1m1elx/5w8qJBwDelpLoWD367CTWN3NjFBjI2EeeQoTY0g0VFeCMy3Di/WkquqxRpyRrGRICKsk75+9ndYZ3b3B4Bjk7sZg6J9mEORmewBrUKWp0OdjLjh1rQrTteOcw1gemZHBUNjxYHVlMejRiB3PpyHC+ijn8dNM1i1JbQmJc/fg11No6HAhyd8UzvgTidmoXTCVnwdrLH+oEP41R5CupVzRjp2wEhDpZjw3A3VySX8jv1HW0UuGfLekPBgQQi2DrqIK/m3l9WqUOTK7cddbVSQK6FTCrG6/2HY1aE5bE+LaojVsdfY9+zEE1iDeQiCYpr6/D0tr3o6O3J7OTjyrNRJqB3HMiPZwL+7Vh2w7JgY1f6TRw4mwIRcw8Afj1/FV/PnIShEcIuVaZUNNfiUlk6ThVlILeeCoFFGOqXCmcFt5200OBmzVFczU/FpdwQfHDpOD4dNB5TwzoZXuO1y7uxOyeRu6MDNmVeY0L++z0nCr7nh4PGsKKRk3ktzoBaYHXCNYwMDINSKoOjiwTysBLkqDJwsaQRn2y8hpsF3LjcXiHHZ7MnYGAkX/9xU9rhmZhhUGnVmHdyBRJzWrS9PGBbdhzWDH4IjjIb+NmPws2KVN5zbaQ+cFHwC7j+jmghYrf2PO6filXAvwMqt241WmK3QFbc1Xv3wXXeXPxlkPgbPgqoKQDsPICWyh1TyEp8SldfdiGrbQxAfdZiBLkpseXRgXCzbzsXiDow7vnhLGpaupWy0BvnNNE4pHgWLtShEDQA6L8E/6tkVWdhS8oW3rJaVS2W31iODwd/CPeWLmqJczssq5VOwLTvge2PGSdwosYD/R7/fStnLzyBWah1xqXrBcyuk6AfBBIp6UYuAr/sfxfFDcUY4DsAi7osYmIrxSisTVqL6uZq1mG+IGYB8AO/EMQCUxtIUy7/Amj5k60MBU2Ii4DOdwGj3zEur86HTfV+ePetRW2OBLV5SrywUYMfxolxI0QMB5kDZkXPwrwO86j0kBPBK7K4ggiXYO51BfZ7c8oayvDmmTdxIu8EJCIJJoROwCt9XmFCvseTT0Dq5opK6pJnovY0XpZ7RWMFViasxLWSawhxCsG7A96FFlqoumdDPW+JoZNeD1nhuz/0kHEBFSfQJN6tPYZFMo8OcFu4n9svTKACg6TyJPjZ++GZ0ZF4ZWu88TkSEZrVGoN4zzafRiGYjXPJsxMiMjKw2KEM3q8sgSJEeKLRcfx4qAqLUPr999BWW04s2rg3821QUw8BnaaxjnYhFNSBxWJDtahctwbqUyuhsKuDvPcEKO96HpDI2MVdRT1/Et0V1ZjfsBP58U6oL1JAZqeBe8ca2B37AJiz3uJ91OXlqNy4Cc052bjs04g37A5CRUFQ/kDXmWKMiNMZxHvigYNaKExO2bqGBhS99z5Cd+4wWB3rxXtTNl3JbVXAp8ebd2qSyE6ThCQU3f/zBTS1iFXfQ4cH7CJR71EHhU6Hu2oq0GXH48AiywgLYs2FbIN4r4cmPA8lFbMuLXK8ILv847nH2cA+1j0WHwz+QPC1rFixYuW/zdareTxLbILOj5Qn39o59s+gX5gbjjwzhDm+kCAk1GFMBYHkWGNqo+/tqMCWxQNatYLXQ8VXNG4WEooJ6nZ+4i/8vH81ZNf9k5lIRp2vXx5OYcI42bdTV7Xesr4t6Lv596xuWLruqsHmnITy37u/eLRxzWO+H+q7l8+ll+G+ny4w23XK835yZCQGR3qwz7L8ZDpzAxgW5cE+F1a/yZ6boxOeXM0uF+5YoCghIfGeLOVpLnxMJ2+8NtGk4662BNEpv+BTm/M41hSF3dq+rFNZD3ViU475kuHhbLx1OKmIiaA9glzYvk2FKPoO6baoalAxVyLqrqbRFBW6vD+tM9fRPPBJQOkIXPmVG5uT1Xv/pcYnN1Zxhb6ZpwHXYGDMvwByhKrIgvf6ebhXfRC/aMYaHq6UivD4cDN7XLKcv24c/7m7fIMF5P5FYrgpqgYgPw4iR188PzYKT62PMxRXUIM+OQ6YCtTUhS8EiQ+FWjcc930Io6bGQK4vgDcnfCQw4TN0P/ITRBVa6Exbj6iOQZSMRp0MpXCCr6oM4lu7OYHexBGLB0WUtbDuYjZWnslkYjQVqrw43tjNTq4L5jjqavC0dBMGi6+jCC74QT0Rnx5wwsZFAtnxDZXA1VVAyS2cU4Vj4dUQ1Glan/55VfYbHEUm+yzF5u19AYgcy3xcS2qaDOK9KeSc0JqAT13yevFez+Gbxez3IdrbAXOWnbdwSNFD5wBypDr+3FBBS1OKjNCL96bvR+PymT0D8OzoKBRWN2LvjQK2f1Ch1pezb18gbMWKFSv/DY7vuWYQ7/Vo1Foc2noZD70oLPb8GUR39sePGx5DWUk17ByUUCotx28e7g6YPb0PfttgjFt1drLBNx/Phb9f204wjfXNeG7hCpQUcnE7Do0yNPe0h1ba0oTh6YYnRxk7r//XqG1swvJD/JhVlUaDb/eewconZmH2tF6YPKYLXJxuX+wskYjx0lvT8PbLm1BRzhW/dezsj4WP/r6GO2d7G6idRIBZQQUNCjcnJOLloUMMi2IDvNktrqAAD23ZhszKCnT39cUT/fuzf1fdfTd+vHSJZb8PCAzC43364NVf97HnshhqAR2NigeE2HkpySDeGz+8CHI/W8iKVOjXOwyPPzzc8KequkYcvpgCO4kMdTRmpfFhnYQJriTiU1c6ifcv9BjKXAfOJGYiNa8UHYK8EBHoDju5nHVG3w4Syl+9cAA7MxPZWHOEXzg+7DcOrkpbzI6NZa+x+vo11DU3Y1xEJBaZxNo2aZqxu+AQblTdhJvcBUuiR+C5jhNQWFeNB7fsgqapnjfnKxOL8WQv/ljv3V1Hsfp8nOH+T6cuY81D98DXmT+eJeE2sSoPrnJ7PDt4EBZv28ErrnB3tkNKhVHUJ7v7Oj9ApNKiNgjQ0K6o5cbNlELX2dEHbw8ZgW7ewvPNPbx98enIcfjo7AkUqGoEv2uVow4SGnI2a3HgZioe7NdT0OqeMF2+N+86Vt46g+qGRvR2DMcLfcbARs45L5U18p1DCNqT1XZaLl9eB2gatPj08ClBAb9W1YRN6TeQVFEMubwZR0uvoJkcqVixswgyndog3psS5lrCBHzaB946fwTjgqPYOlNhx/7cmxaP3551A293H8+6583JqqrEqZxs5pCs52x+Dn5LvIbR4X54+frnqFHrP+dhePo34tkO2ZCItDic3BEvbZTi8AsPQi5w3XcgPxGJVXw37ay6MmzLvor7wvojwnkB6lR5yK3dAx3UsJeFoofn+xCJ2heJ8t9Ea7XQt2KKrrm51eWXiy4z0VelUWFsyFgMDzT+ePzhUP515inAOZCXJ27O5zO7sqy88+llCHKzZXnT7cm123gp1yDeG94SjtgW8x0e6OMNBHD2Hf+rUKY7iWPmZJWno+Ctt1C1ZSsTbylT3udf70PufxtbVbIfDB8B5Fzgvq+WHPnfhU8sUux7IaL2omGRWifGcs14jBDIeT1XcA6PHX4MWrLvpireqgxcL72O1eNXY0TgCHbjQcUZxS3VYUKQgC4ETdoJMeJ1oLeJqE2UpgIrRkLcUMG0eLpVpNgCl53xzvkgeDzyPWy9fFmBAXvdXyYAhTf4r0F534OeAQaYTBwK8MqpV3A6n7Miom1A3cuUNT/G+1F8uO8mEvO90WH0s8y+M9TEcrJZ04z7992P9Cqum+xS0SWWNb5x0kYExQxC/U8rUPzvL9GYmAiJrS3sBvSH++LFkAcEGN88/ShPvGeUJAGXV/LWe2faTrx//n1WJEIuAdPCp2Hjosex+3oR6wob2cELM384y3uZ1eoRmCo+BYlJ9kC+zhXP+TyEN/3XYNLCBbzIBCHcFjwA1/vno/CNN5gobti0rs1wjTBzjCjnJuaHBAxhkRKlDaVwU2swsa4ODlodBjlzFXlF774Dh8Kv4eLZcq5MSIA6exekT56AVCLDwHB3nEzhrGWJMF0eCo85obmaOy+p6qTILpEj2CUBNLVJVvWfH0xGakktBroAD699Byjh4idoyvfJCBE+ns4NJuLCxPCs5IocnDQajCIr2FLLidOmlBQ0VtdA6eggcJRzUPVsa9DEfmvLyZZXL94TlPX6c+NM2NmlQSTSYJu9HT4rTsWIulKeG4Ue6vwTIr2UW+4gd8BXI75CSX0Js82ngg8rVqxY+bvS3Er+PC2n8+Xa89mobVZjXGdvNl79s6DuXOqeJgvzIRGtd7G8M7UzRnb0Yo/1cbJh3cxOtrcfN2+LyxMU7yfG+rCiAOoeFRKf/lfIKqu3cBwgUoprWGc+deOToE/d9R9Pj71t9yuJ5edeGoErWRVM9O/QijtCe6CO7TAPO0NHrynU1W0O7Zf3rjhv6HRPL6ljnfl7nxiMIZEe7GYxbs4+i27iVCjRhEbwCwb6hgpPYlc3ChS9MmvxUDw+3KxYoSoXWDYC0tpC3E3dQvKDGKW5jKWqJaz7fOUDvRDkbse6malQYt6Kc8ye3xRynlgwMARPjYpEW7yy9YbBTp3YeS2fOUp8PlgEHHwDyLsMuEcCo1/nMt710CTgr1OA/Kvc/axTQMJ24OFjQOgQYP4OvHHoHfTK/hmHJQPhEtwFs0f04jtp0WubiPeMigzg/PfAiNeMy5J2cYXRjSQKizAlZjpCH/0AW69x48PJXXww9VtjV1tbULEDfT7aNh1bE+/19FqIkB4P4NG9Cfj2pLEDPkpE/9ehV9N3qIEt/EXFeLfYDqwkOmQo4BLCPkeFzh5bNANRoXPA8IC7WCzTJ/tv4uujaYbX+vlMFg4kFePQU0NYEcLQaE/svs7PbvhF/iG6irnrk2AUoZfsFh4tpP2uP67lVOLTg8lIKqhGLy8RPq9+GopqrviavKeWiztiruZlXvGHKd1E/K4bRlU2GityoXQLFLw+JgQO/9uPm9PK2P7VmnivhyIDMsvqDTEBpggd1/rjlqBt+M2c7qzwgI6Nttw/rFixYuW/jcqkYcN8eVpKIXZtuYyqynr0GxSJkeNi/7SxZVlRFS6fuAVHFzv0GsrFoQjx0PzB6NktGOcupsHF2Q5jR3aGcztE51OHEwziPWFTooLvgQp0mR6Du+/pi94hAazL+3+VgooaNLY4HZmSXlSOFetOY8Ouy6irb0ZkiCeeXzwa0WF8105zOscGYPXWpUi8kQNbOwUi/gO3BhcHG3QI9sLlusJWM7xNSSktw9z1G5ntOvsM5RU4n5OL/Q/MRx//AHYzpWe4P04kZEBEL0XDcLPhSO9g4bn1mgZhl9jx42LxzOTBvGXlNfW495O1yCurhtZGB1CjvJjrHvfWOWHF+KmIcHNnNvlUOPH411txLikLGrkOdb46JlbbSmWYG9MFLw4YzGzvW+Pdy0ewJd3YfHUwNwXaM1q81G043jt9HJcK8hDo6IynBw7A6FB+0epHN79BfLXR//9c2RW8E/McurkHYu3dM/Hx6VM4n58LhVyCHj6+eKJXf3RwN16HZJRWYM0Fo3hPFFXXYsWpS3htonGMfr40Fa9fW4/yZm5sNMSzAzbNuwc7E5PZdzoxOhr37rTMPqftUR0O6PSXwmJADS2kEGFe566tivd67orqiGmRHfDl1bP47IpJPAB97xoRE/U1NjqIVUBaGRdRGuPsjyhHb9yq5u9/3Ww5sX1l2ml8lsQVgRBbq8pwbE0qdtyzCI42SgwLCMGam9f5K6KlKAiameW+R7VMh5tV3Jz0zdISfHLuFG4UFyHUxQUF4gpk1VZAJNLB1YXm540vI5HoQCUgQmhYRQpHRVMDksqL0dXDl42bhcbOtKS1MfX5glzB5efyc1Auv87Ee+o1j7QtQn+HTPQKLjBEFoyKTsTXJypwq3AKYvwtzxsZtca5eFMya7mxulgkQ3fPt9HJ7SmotDWwlwXin4LWKuBbMe9arVxnNrEgk+FsFwVe3veA4QDcm7kXT3Z/EgtjFrL7JOofzj6M3Npc9PTqeVv7+jY5+Rlw+O2WQ55mpvoA87YI2hfSoGdURy92uxPMu2QNyx2jgID/QHz+h9DRrSOkIinUOv6gasZZESq3rzPcr794EbmPL0Hotq23f1G5HRD2x8QOVEz6GT+tegaDxTeQrfPEMs0EXBbF4BMzO1hideJqg3iv53rJdcQVxwnvh0Ne4HIISyyrxODXA+j3mPBKdZiI5FvbkSOTIqapGZ4aDefpTh0b5pz8FGjgTyw6RzRANucT2I28CyL6laTnEud/tBTvCZq0O/gacHEZMPItrsNfoPteL96bsj11B37b3d3Q0X4xswL3rbiAA08NNlhzHso6ZBDv9VQ2VWJj8kYs6bYEtj16IPjXlWgTofVmy40DiqK6Irx++nXDvkbfFUU3RLtG483Js9gytUYLNzs5Txy4oovEU6LnsVC7EYGiYpzXdsAH6lloghxHPDqhxyuvIuLIYYjkrXe7NSYno/Sbb9F08yZs+/ZFw40bkMsrEDyyFCLzeb3TXwC9H4aNwh7LRy/HumMvYen1g3DQV21ufhSasmKoz/4Cuz7884e0JhFI2AbEzsD702JYh7p+wi2gTmsQ7w3oRChPd0ZDcQ2bRNcL4k7n9hjEez29UnSIytHhVgA3Yil1FGFccQPerC+FjVaHVBsvqBv41YJFNk54+LsLWPtwP2bX2sXfCddy+QUow6M8sfLcLaQ1HkId0hHqHIpZUbPgZuPWqu2zv4sNz9LU8HE09tCpHCGSV0ArEuFbVxeMaMmLJeeFHWk7cKviFjq4dkBMQHdsaZn7NoXyc6kTcPPlPNQ2qTC2sw96mFipUTwBFYDYy+z/p0UiK1as/LMgAZssxE3FHfqJ93JQ4u7vzhhsN0mgSsivNmQm0+8eOY+kldSyDuL2WEO3BmVIv7kz0fBe1IFJ1u7OtsK/j4Ii7W0wt3s3jcXp8x+s+z+FKG8H1gFu6hREONnIebb6JI4/+OslHH1m6G0nZqkTv3/4HxM78OmMLhaCLnWQTOxiOfFE1t7mNvXJRbU4kVKCYUIxClSQmXYYzvlX8aZ0JV5RLzTYxFN38RJzMb4F6rD/7Rx/zEA/36M7CUzSnvkaqOVPZE2WnIX76GcQ23sQ697Q59lTZ7+5eO+GKrysXYOhp+JQdd0LTsOfBrrNFcwF3xdvOWG761o+Pkx/HPKmFiE27xKw5h7g4ePGrPi0w0bxXk9zDXDhB2D8xywWSXTfFkwA2O33jptZR/mWhwAV13lSobND+rU4RHhswOuTFvPGZOaORkqZWND1gIpPXtx8g32/FCXQGhTB8cWhZNzIrWLODDcLq+FSn4mlks14TP2U4XG5Ok8sOiPG6UFNnOvdvVuRtv0DzEweijIdVyTw9W4dnmxMxrLjJJjzj4W8igZsupyDe/sF4/WJHZFRUmdwfhppl4GuGv71iVikwyPKQ8irXMKs6utajsPA+h1QyPjOaf0kiRiqicMRLZUPWJKq80WkyJi9S5Tr7DHp+wSsfMiVFVwMiuAX4xKjO3qxcy0VDtD5kMT2+/oFw9tJiQCXVsbNrrbsuGoPri3na9pHyTmDxu1RXvatFl10D3RGUXUjcwagWDIqhiYnFtNxMzUrUGGLddxsxYqVvwsDx8bg1y/2s657UwKjvbF0wQqoVNz5/dTRJCTdyMXSF7hfVK1Wi0snkpnlfngnP3QfEPG7z21Htl7C5y+sh7rlvfxDPfHh2sVw9RQ+33aLDWS3O6HaLPaGEGsAzzox+ob9cwSj30uQhzOc7ZSorOPnTXvb2+PnDcbGneSMYjz/3hZs+uFhyGVtd4PLZBJ06c63zf69fDBjLMb8shLkN2TKpGjLYo41164ZxHs9OVVV2J+SiskdLB8/c2AXHI9Px+W0PEgbALWJS3yQqzOeHN5fuC8sJhzLjl2EVgqI1dz+ol9uzvoT15h4T0gbRLDP1rH3eXhMHywc0IvFKpF4Txy4lMzEe9JyagN1Blv/erUKy65ewo4LiVjatx/m9BfWcLam87PKiSN5aYjLKkFZPbefJ5QWY9G+Hdh01yx0bxG9k2vSeeI9odKpsDv/MB6PeACRbu5YNnkq2uJWYYk+kZZHUoFxzrRRo8IrcWtRRc5VLRwvTkKAnTteGjbOsCzYyRmJpfwxGW2jZoll0YYaOrxx9DBGhoTBzbb1gp28uip8fu0UrpTkoU+AL7JKq1FYXccEdUN3OUUpyIBt8UlYPLAPApyd8HXve/F23A6cLE6GTiWCukiJby9fQ2OxBFvUx7mniQxpvCh3Kseas3FYNLwvnu85GDfLS3GlmOsyd5IrUVXfyOtmJxROUpQ31GP21g2obOSOw2J1NWDHfV6pVMMT7w3bUytHYb0DvG1reMtvFnPXb2KJBjqNCA/s2oJVE2egs4cXRvtFY29uEu/xI3wjsSUrDvmNGWhCFbyUrhjvMwheSncEOFhGNhD+Dk7IqOOulXo4ZiHYpgwxymKDeK9nXq8zcLHndmSNTo34yhPIqU+Cm8IPnZyFm/y6uASgrKkW23OuorSxFgM8wzHAk38Nq9LUQCq2g8hCLLDyV2G10L8D7Hr3htdrr6L0y6+gqaqC1NsbXq+8jOezv7SonllxYwXmdZyHJk0TFuxbwAQaPXOi5+ClPi/d+bdFXbBHyIbc5L1yznOTI9SN3ALZ7SUV1CDM0451EN0pdJH7yxlLq3TqSvr/gIetBx7v9ji+uPKFYRl1una+XGZRb0XiJ3X0KiL+ImtUjRq9499GL+kBiKCDp64SR5Qj8cDUbqwLx5yKJv4knqkYra6oQNG//oWag4eY/bvLnNlwX7QIokWnOcv0umLAPQoovYUyuQ1WNmQj79xb6OPTh3WJyySc8KrWqvFi6Wns9+cKCKQ6HZ6sacL8Ie8BzvyKS0MXuhn0WewrtgAfP8PZNUaNAyb9G8jlW0tZfpBsYNMDzFJfFTYEX175kgng1EE/PEDYBUOjFVlMMlNn2JYreXhiJPc9FtTxu130FApUoraKdys5Md6xhv9SgYF5oQjxwYUPmC39tJAJkBbF48VBznhun3EgRj/Sik4TMOWyZd6QRKeBprQUjbeSYRMjnOmkKi5G1r33QVvFCdfNWVk0SkFTnRxNVVIoXczWiZwQUg8yG/0w5zC8UqtFkUiE7Y4OEOt0GF1XD5eT/4KtSys/5gVxTMAn8Zuyj69kVzDrpYhrahTyY6EYGpsgrLuQw+tmD6oR3vYBpUYBP6hzP7yScojZ1dMYzSO2GgXnKeqC+zu92obh9SiWbcJH+1zw5ezu+G5eD7yw+TpOpZayDM9Ovk749Vw6bIK+g8Smpfoxiwo/tmP9xPWY3MWXCRI0kauHjr0ZPQKw63oBEyhMEUlqIZIZLfez5QpmqdqgbsD8ffNxs9xYLNPRJRbdAh/G1WxjJ/7ozk7MiWH05ycM+y1lor46oQPLEt6XsQ+fX/4c+XX5CHIMYjb7g/35VchWrFix8t+AzqcfTe+CD/YmMdtxDwcFXh4fjZVnsiwyMymneNHgMHa+o2xwU8vlu7r74bOZd178WlrbhHd2JfHei4Sw746n4aVxRnvyyvpmxOdVM7eq1oq02mJkB09mF2+5/P/HuNlRKcNL4zvg9e3xhskUyiCnQgyhbn0aA/Q0cT36MyFbzA2Xc9koQL8XOCileHdqZ4uce6K8tSLmumbWKfzurkTWNUz76azegXhmVCSkDx4B0o9gVlUehrh3wMkSJevqJgeC17bFsyKUOX0CDdENJB7Sa5gil4jwxuROguskNG5mi9Ouoc9BDepVGgyN9MC/7opl29acn+Qfo0tLxzZqaoDtizlr947TgOMfABeWAc21kEVNhKtoDIrBXweWKEiFs6YTRDRWv/obMPZ97n5VjuA6MveAP3DcjIzjBvH+C/Vd+FY9Gc2Qw2avCs+JM3BfvyB2DbxwYDDe3pXEm9icFOuLjZeF14e+W4pIGhjh3mq0ALlhUSc3kV5ax4pAKuCHd9X3WjyeCgUOJBaxWAO4huDfykUo0/G/82+OpkDVksdpDp2P9Fnve54YxMaW1EHei3ZPy4QpRDmqseJyrkG8JyLEwp81UpSLI6z/n2IjXNh4ls7PxKfqmfhG9m9IKZ6qhc/V05HXpMU7uxKwckEffH5PV7y4+TqO3CyGVCJGrJ8TE8rNt+2GS7nYuWQAayQgFw0S902Lm+b1CWSf64SAJb851ElPjhnzlp/HJZMClQhPO/QPc8OZNGOXP933d7XBqM+Oo7pRbfh9oRgTcqCgeIl3diWyrn4q9HhxXPSf6gBjxYoVK+3FN9ANL34+B9+/uwNlRdVwdLbFfU+NwekzqQbxXs+e7Vcw+4FBcHa2xRuP/IKrZ4wOKv1GdsSrX82DWMCeuS3qaxvx9eubDeI9kZtejN++2Iel7880LKttaEJ8ViF8XB0R5Olyx19w70GRWPbpPjYeMqVvG93+/0vIpVI8P20oXluz33CNQoK+Y4ME5rOQ5ZX1uHQtC/17hv1l67f+ejyXGU8jZxFgK5Mx63yyxTenoiUzXWh5o1qFD06dwNabSWz+8q4OnfBC/0FYsWQGLiTnILesCqG+bsioqKDETWRLivBR8l50dvbDPcE9YSczulptS7mJRv0QTQcomkR4bvBAdBWIDE0r5Dv/UPa5tBa4kVWEoReWo6apCX2DA/DOxJG4ns5tcY0NDOK9KSW6ery3/Sgb78zsE4uNOQexLfcYatR16O3aGTKJBg0Cxhll9TRWFfEcPtcmXDcI+KVNXMe5Oa0tFyLK24MnZOvp4GMsOL5ekcUT7/X8lnEKthIlFoYNxa38EtzXqRteOXGQFzk1KSIam1MsCxSIZq0GF/JzMS5c2NmLvvt79q9Bbh0335xeXQ4xk9HpWog/9qUhp0ZLNvopWNi3JzyVjvAo84E6vgAu3tUQ29WhslaMX+IuQtZRZRCs9Z9dJNMhvoCbK3ZR2mDr5Lm4UVqE6uZGNgE8d9cGsl/gnsT+EcHJTokdyTcN4j1DYvzsWnIIEKCjky8ybnqi0e0a/P1K0dwsRUKpL5LKvOHmUQW5XMPWqaG2Aa+fOogt0+bh3R4T2Cffn5fEtkGsmw+OFCYhof40HBTG686DhWfwcddnMdA/CD28fHG5yHjd4ChX4IHO3bGhIBNlTXkIVNI+roONvpLFBGebBng6aNn5dV3WO0irNRZYu8i8Md63L0qbjiHQrhy1agVU2r6IcfHF3ce+Mbg0/JZxFnND+uKFzuNRXH8B10o/RI0qHUqJJzq6Lkaw4xT83dBaO/CtmOM6dy6cZ8yApqwMUk9PiCQS5Pz6nMXjalQ1KG8oN3RXmrLm5hrcFXEXolzvsJs9+yyFTFsuzzhpEPC/P56Gzw4kM3tSmli4v38wXpsonEnXGjR5sXR4OJvgpC4UErXogjfWvx2Z739DNFoNfkn4BbvSdzGL8qnhU1m2eltVqeSeMNBvIBNYyTJ8VNAo5C+7C0LTero/sOO1TlWH03mnIZfIWV69XiQ3cHE5cGOD4SfPUVSPd3RfQxQi3BlPQh5luJtiJ7NDL+9eyH9kCerOcBWemoYGVpgilsvh9uCDQJSxcz7H2Rez98xGFWWhU5Vi1gEcyzmGb0d+y+7TPr4/c7/h8WqRCJ862mBIUG8I1oD6drfs0qFPREUDeijzngYanh2AlAO333CXfsLX1TfY96yHnDDcle4obeR3iYQqh0DIOKZeZRSt+/r2Ba5YPqavDxlQtpPQYUDkOCB5r3GZRwegx3zDXSeFcHWdRqfBm2feQM8dzyGgpgQzRBIM7Dwdn8gegUgsxfQe/qyzizqlTOMuRDotRmZfIn8fSL0EOsVaqNq6zSDeG6DKWZGI2dhbCPiE1GhHf6z0Gp7x90VzS1niv12d8W1hCdwgBk3Jp2l98J1mMlK0/ugiTsNih87Q95TRcdcjiJu4LzshHL3gMHYSalom3fSk+gB9BTT8VB+RYb9+cOCDUNzcaPibc0gD5A5qVGbaYoODPU50FiPFXwc5TuF0ERWcdGfZxqsW9mGTt8XVjRj52XFI7BOM4n0LVNRBxSEPxjyITYv64efTmbiRV8UmJRcMDGY2yzQJeN9P52B0RNNC4bmX2efr6ebNRZDsTt/NE++JxIrrcHd7CzZaN2ibPSG2yUK8pBzv738Z9c388wxFC3SPaMALJ18wuGxkVWfhyaNPYsfUHfCvyAPiVgOU2UQ5taZWt1asWLHyF0G/V1O6+jLhiwR86hR+e6dlVE+zWov8qgYWnWKel0wFdrN6BTIr+juBLNiFbPzJulkPZd6/tzuRCW40nLunZwBzi7kT604aH780LhqfHUxmhWcyiQiLhoS1Kgb+3aELfvqNo25umnCa0tWPfR66rmgNigqgrmQSx1xs5Rgf64O5y8//6etKHbnHbpWw746cE/QiuR7K2TZ3x6FiuNYKCIZHe7LXM0UuEWNQhAee23gNe1s61Eko/e5YGhuPUwwTy0inpCtycXBpxKSvThky2MmSfm98AdY/3I/tV/QaJG6a0qzRobOv8JiQjZvTj1ks/uqWA+p03Pji6K0SLPrtMlt/U2JFaUbx3pSLP7Fsehz/0LBIkrgFq50yMKqcf107xa8GshKB2UmViX15CGWimpZJtBDKjOTbBzl9xd7Dt9GnnK0+i4z3bbjv7bSmE75QTzcsbtDJ8PauRHx1JIV1gNOuSkKut4OSrRHFyPUKdsXRW8UGsdocH+dW8urpWudavkG810OT7vQ+BTrh45yun/VcTOc7SBFkBuCKKpTDCf6iEiyWbEdHcSYStUGQOj3LeyzFTzCu8Tt+9NjFTERNNd8J5Jo2DHdLTlk89pouzLB+z42JwswfjPnF+7W9MLX5bUyXnIAcauzQ9sc5LTePoBfJSXxfPr8X6pvVrLBhyMfHBE1AqYCKGgKoWGrdw33xy+lMVmBCXfwUWUCRJs+OjsTFjHJWSN0asf5cISs5tZiK90RKcR1qza4XqBDj/V03DeK9Hjpeh0V5sONE77JBLg1PrItjjlz0fa67mI36Jg3Gx/j8v2lcsGLFyt+LgWNi0G9kJ5QXV8PZzR4yuRQbNxvjM00LFAvyKnD9TCpPvCfOHkrEhWM30Xf4nc0Dp8bnoqHW0qr8+jlj1Mvui0l4b/1h1Ddxvzlju0fhnfvGQNbS0dwe/IPd8fjLE7Hss/1obGiGWCLG5Fl9MGiUcPPJP4G18dexJv4aGtRqTAiPxOJefVrN8yYm9OyA2GAfHLmRBjuFDKO7RuLNT3YJPvaP9Fds0qhxIj8Daq0GQ3xDYSvjq9aHUtKw4uJl3rJ6jYpZuAsxLDQUO2/y9Q6ynB8WGoI3jx3BhkSjvfwvcVeYZf07w0aiT1Qg+rQsD/F1xj3Hf0RuPXf9tz8/EXvybmDN4AchF0txOjMLv1wymT8WAU1KHcKDhR3TOgV64dBVfmE1CfQns7MM989l5mDRuu24N7qV4lE9LQOcdWevwy6gCr9k7DT86WzZdUT5OuFiJj/ip6OTFxKqLYV42jf0dHCMgEQkYfO+psQ4t7+IJcTdBXN6d8Xq80YbfS9Heywc2NNw30lu2+q13ncph7FmVwJKc7hjuX8Hf3gHOzJxfkJEFIYFh+J8YQ5ya4wFmIReC/e1bz0SbX9OikG810OODhKFDpoG4x4tYm4KIkNhi57rVbfQeWgqpBLuOt4/sghZOR6oM8tip+s/jUoEL1f+usS4c2O4w1lpaDFGa/ngXO7T5Mho1JhFZEe4FKFLYDZspCpkVrsisdobYqlxXSUiMZ7qMB4PbtqOHG0M9K2GKlstXAaUQybXGNbJ1qEJKZVpUGu1cJQr8e9+d6FBrUKDphmjD3wNqaSJJ94TdZoGbM87gsXhs/HrhOn4NeEqi1AIdHTCgpgeCHJyxizZeKTWXGlxBxChSiOHk4T/OhJJGMRiN6TXxfHEe6JCVYhY1wNoUBvdtsSivVibYW8Q7/WsyTiPGYGRuFH6BDQ6rtChUVOMKyVvMWv9yooAbDp9A9X1jRgaG4bR3dqOafuz0VoFfCtCaCoqUL5rB06rbqIs2huRLpFIKud3R/jb+8PLzosnnko0Okw7o8OARC3q1z6C8nsfYgUB7cY5SHg5TW6wav0qfLDXKAjRhShVnNMExgizLiB1WRnUpWVQhIexIgRznh4dxaz70ktqWTcIZVD+U/n08qdYlbjKcP+jix+hprkGi7tyVoskTG+4tQG3yjOgbOqCgf79MSLajxVYmBZZON19F0o+/Yz/4hIJMqZMhf2wofB+/XXIPFsXTW/H5aLLWHJkCVs3wsfOBz+O+hHBTiYyuKkY3IJI3QikHeFEOjPmd5qPxLJEFuFAOMod8e6AdyErqjCI96ZUbNzICfgmrExcaRDv9ZzMO2mw4aeCA3PIkeJM/hn+uuuhYhMS5U27daQKgD6HKWTHOfx14MZGoLYIbdJcgy0pWywWlzeVs078E3knIBPLMCVsCsb7PYyZl86wH26VSYHEBJMIgk5unfBQzENYfmO5wV1jdNBojA8Z3+Zq1J07h/JfVkJdWgr7wYPhtmAZxNlHgJwLgHsEEDODi1NowVfeHSK1O3RSy5ICGuAcEzWC9fXoNPBJXY9PJ/RhGZx6Vi7sjTd+O4sb1Tp415XivqT96FSeyfbVtvZFOocJ4ThpIpqQCQcYCzIYTgFA2Aj23+zqbLzjIDOI90S9WIwP3VwwLqARgys8cbfNm6hs6eC6pgnDkRNKHOiphq3cOCjT1Nai9N//tlgHWVAQK5Iam1KG9Ze4fUTmegKHQm5hULYCQWXGi8p9oX0gC3HDND87tq8H2vkxNwY0GQeZtu4qFPnUYYU/f2Jc6mg8N7PqxAvZ7HxJRdAitT10OjFEJh1IRGYV50xClqjPjrEswCKb511L++Cu1R+gWa2D1PEGJEpjHbWr0hXP9uImZVMrBXJGacKzsQRShxKItEmIzdTBNgu47rabzKh5jyPxYNPN7RYRGSqtCrdOfQD/878ZrzhIyB/7IdDXZBLcihUrVv4iSOQhG+5reZXwsFcyscRciHG3l7PlVIgqxOLVl1k++IMDQ9strrfWTa9fnlVWhze2xxss/qlift3FHPQJdcW0bv4WHdiF1Y1MfNLblZvyyJAwzOwZgOSiGoR62LNihX8qXx5OxeeHkg33P95/i4lxb0zqxO7XNKqw9kI2sxInwZwy60d38mLbxjTTfGZPf5bJbQrZVk7//iyGRnngnSmdf5fjgR56f4rl0UcMkbD464LePFvtwzctx490fXT0ZjHm9bW8rprTO5AJgNvi8tj+YK+Q4r1pnVlH/f4EyypC2l+YgG/Cr2czDeK9HoprOt5iw99axzEt76IXak2h+KqkHUCZcdywSToRqY38fZS6mV+b2AHrL9ogr8We1k5kNrbWQ9caV361WBxRfxUPx4jxS8tl7dSuvnhzoB1U38tZV45SZCISdzSx9nQLA0a+ycW86Scjw0cBPe5HW5Dd/48n0pBf2Yj+4W5YPPZrOHW6i4vzoutbEvSVxu8zx7E7GsUhOKjq0WacBR3Tp1PL8PzYKCwearRX/XVBHzy9IQ43C/lC+NhO3uz80xp0/AtBkQckZJ9I5o/jKfrKEIdQU4i6WhqXmu/rOkzAaexGf2yWvwEvEXesUL69Ni4RGHAOsDUpNFE3AftfsVwJBx+g3+MYk1vLHJr0bNAMxTTJaXQTG/ebXdp+qPTqi7u8qfg0hEWK0LnKtDghXheKeDWXNWqKeQYsFVaRIxUVX7UG2f8TTjYyg8uZefHT/qcGYeznJ5mThMVHU0rx5mTuvHOrSLh4oaCaf6xRMcDVHMvrHCrmWnshxyIig84HXx5JwcGEIhanwD7b1Tw8PSoSS0f8RQ57VqxYsWJCfU0jTh+IR1JiPmzd7ODt74q83AqekGtrK0d4pDdO7hDI3wPw2fPrMfW+AZj56AhIzYobW8PL35U1W5h3xvsEchEkZdV1eHPNQajUxvP1viu30DXUF7OG8J2yairrUVpQAb9QL8gF4mkmzOyNoeNikZ5cCB9/V7h7CVv0/xP4+doVvH3iqOH+lxfPIa+mBp+M4pqiGppV2HIuHtezCiAXSdA3NAAjekQgwN0Z84cZxzMThnfGhTi+Ey5pCG/N+RFd+4bhsTemIiDs9883p1aVYt6h9SisrzHYi/80bDp6eBrHk0fSjEWfprbjtDzSw7JgkWzyL+flY+3166zo10YqxcvDhsLL3h7bblk6SG1OSsAbQ4az+Cc9W7KuGsR7PUlVhTiYn4QJ/jE4mWEU3k2h5QNDLMfyMwbGYt/lW7iVaxxv27spUUEd2SaklZYjOMgdwd6uyCgsg5gats1qOaX13Daob2rG/kLL+fN6XRXuCo/BnoxsaHRajA+MxhMxAzF23a9oplhZE6iwQ4+L3AkPBN+DnzPXG0T8Dg4RmODDzbm2RnxxEb6/fAFZVZXo7eePxSP6YFh0KM6kZsHLyR6Tu3SEs63xQ7hKnCBV2UAt43fha1u+23Ib2u7c/PTVpDws8PHBUxMHGR7366TpeOrQHlwr4q6BaHqU3Bn6BwSii7dlhK+eiibOLcucQYFBkDcpcCg1DXRJIW4ZXtsr5Bjfgds+1aoGaAOSDOI9e18x4OdbjuQq2gf541G1WoKN9TewsK4XfO2M5xHaH984w+kgxhcCXGxtsKR7X+RUV+Pzc6fZjGmYZyFGdzC6DcR65MPNpg4Hczuik7srIhw8MTOoP2JdAuHv7oysYuM4UybWGMR7U+wdVLz9fE96Mr6PP4saNMFRIVy4mtfAFfzayeR4tGsfdjMlwNYbH8S+h905s6DTVSBZ5YKu4mLIWqoqRCIbODu/z87jJY2W8a4ykZon3nPbSQWtjgp++S4fpIPcqtpjEO9N/3I1fwNe+doHzS2/BXsu3cSNYQV45i4q6LbyZ2G10L9DGq5fR/JDD+CtKU1I8RMBLRqkQqxAk5a7gLSR2uDVvq+ybm+ymyaxk3hwvxYjrumDOopQ9M67iE8twuA3nm7fmwcPAIIHcZMaekisasklp8koIQ7fLDYI+Dq1GoVvvYXKrdtYx63Uxwe+//oX7PryTwwEXdD/kycgCYow2JS8yWL56qTVeLTLo6hursbs3bORWaxDQ879LK/6N1yHn3Myfl3YhzeZ47ZwIbT19ahYsxba6mpuprflR7n20GHklZYheN3a37WeNEimLHS9eK/v+P3w4of4buR3Fp0nFtgKZ6ySDfsXw75gwmNJQwli3GOglCpx+kw8vu11HyoV9uhVdBPT0k5ArlVD12yZ40qCrRDU7UsCvqet8CDSy7aVzgUnP2DxWSB+M1BTxHUtrb7bUsAnHH2AR04Al37muvZLk4EK4+SUgY5ToE5ZYbGYxM05Hebgk6GfQEyGNWoNit57H9v2bGXHwjnvjvi57ywsmtLTwmFiafelLCrgeul1hDqFooOb0W5XiLqzZ5G98EEqh2b3G+Pj0RAXh8CfVrD1E+KdnbdQk/UQbAJXQKKwPH6d9Bnzps4EJgI+ZaPvfHk8qk6fQc26fdD4yeFw/6twmT2rzXW1HzYM5b8Y3Qr0uMyaDdvu3YC4NcCJT7giC+qqGvsBIOWKeKgYplhqeRGYpJBjtU0hvhLfjUodvwIyt7IRu64VYGYvY6RCU1ISO54s0bGiomHRnmzijPKTpa6nUScVYcmQpRiQlQefujLccA9FvHsYupc64+2ZA4xPH/gUcPgt01fD986WXW3Bbsbv+9+HU/DFIWOVrqYhFE1FE6D0NlbYEt29uqOisQLfX/seFwovsCKbBZ0XoKe3sco10tMd/757HF499SrLpSfod4BcP8aFjGNOAfoikdZwqdHhtbUa+Lc0iTbKTuBfPUJxwdtYRU+5nZQvLETPBCr0MeuHoi67ngsM36MVK1as/BWQoD3j+zOoauB3QyqlYjS2CD/U4UxiLnVZRpgIwKZQ1+z7e27iTGoZflnAOZncDnJIGdPJC/sTing52NRNTlCntZmTP+NwUrFBwKfxGdnwrzrHZaPTuPiDu2IsCmMJKnb9X8i8//mM5TiLBPsXxkazoe+M78/yBFCyzqYCjF8e6I3Ofsbf27l9glBZr8JPpzJYDjVtar01I237Bb9cxIGnBv/unNaXt94wiPcEFRm8tj0emx815mc6t2Rnm+PaSmEyWWSSRfhTIyORW1mPLv7OLBf92K1iwX1FSLzMLK1vVcwcFsXZogvh5dRKB7idO/DISSBha8u4bDC+XE/XnJbvQ59355KBWHM+iwn62cVyFNc6w7NFHDZA41IaWwswLdYTz8/qZrj/r703sVb9MxrUOgwRX8cHtmvhPewhIGwY/4kDn+SKibPPAS4hgL+wyK6H1m/Wj2cNgiq5Gp1PL8fWxWMgMnECM+W9PTdxsf55xIgEXAUEoGPfVMCn4o59Tw7G+fQy/HouC6U1TRjRwRP39xfOhNRDjyGHDXPIsYPGq9Qd/sWhZGSW1bFO/1cndGTFH4Tq8ipU64S6IEVYhfFYINlrEO/1iOuKuLF4/8eNC0tTgHoBDzGKM5DKmasERZR8fjCFidiNUGBG8+sYLb6EcFE+rugicErbGREaHT67xyi0kLX8q9uMHXKtQY5VeuiYJseD20HborpRha+PpLICFTp/PjQolBX96Al0tcOP9/XE42uvsPMFEexmiwcGhGBqVz/mcEV0MSvEbQvTKAE99Pvi3sq8xqXMCoN4b9qx/8CAYDgozdzwrFixYuVPpCC7DM/M+Q4lzWroTM4/SnsFmmqbmHQlloiw+OmxsLVTWAi67EwmEbNz768/HMPlc2n4ZPWido21SMAfOb0XDm40xliS+E9FAMS5W9k88V7PiYR0noD/68e7sfmHo2huUsHR1Q6Pvj0dQ6dw0S2m2DkoEdPjj8lt/29CneXmbLuViJcHDoaDXIEHv92E69nGItDtFxPgseooPntqKrpE+hmWjxgYjfKqevy25TzKK+ogrm2GIr+WfefXzqXh1YUrsOLg8+0uyDDnjQsHDeI9UdXciBfP7cPBycYGLmcb4bGoi41wNC/tV2+PGoFFfXohq7ISnTw94ahUIi6vwELAJqgjmezSTYXNrDq+5b1heS23nIoB9IKiTmrs3PZyEL5mtLdRYNUzs3AwLgXZxZXoFuaLj06eQkWB5XyzrUKGlc/dgy2n4nE1Jw9J4nIk15Qz63VZrQjSOu64GRUTgXSdsN4ywDcQH/eZzhqwpCIxPjt7BhLqKqeDUQQoJVI83K0nxoXxO5RHeQ9GT9cuSKxOhpvcBdGOxvGqECnlZZi5eZ2hkz++pJi5CuyZfR8GhAs3e35y9hSKs5Ww91FBZqM2Ee9bzgcq/nmBHCFMBfxQZ1dsnz4PVwvzsfLaVRTW1GJQUBAWdG17jD/MLwxvXzrMRHRTpoV1wpSQTjiamo7Pj51BWmkZYn298eKIwXCz4wpd9+Reh1Jm6QQik2mYWK7SGmVMevmmRhkaNE1Yl3wNT3czrntBXQ1yay0dX2uam5jzRJSbO94ZOhIfnD6B2ABLzcPPvgo2ombkVYixZsBMSFr22UVj+uLl3/YaogsookEIV4WxcHfjrXg8d2wfINZC7krFpjLO/t/sqR0dw9CoacaG7AO4UB4PB6kdJvsNQT93Y5yYi8IJY/w+wrGCF1CtKceZBj+EKJ0R7TQdDnZ3QyLh5iJ8bSyLUCUWodAcWjXfZYEgu38vpSMyBWqYE3OK0Kzm//asPRGH+0f2hJsj35Hir0JnUphyu8f9U7EK+HdI8Wef40BkA1L8+D+aJN4v7rKYdd0PCxgGFyWXBTS3w1xmlVxbUYwhNyx3FdHW9Vg7bjqXkdce5m7kbNQzTgDOgUCfRwF37kTvai88GeVuMklVsXo1KjcaBW11QQFyn3gCEceOQtzKj/LfkYuZ5WyClTocpnX3Y103rQn4lDVtDglrlD2+NWUrcmpy0FjwBBPv9eRVNuKN7Qn47UFjYYNILIbnE0/AY+lSpI0bD1UmvzqSxNqm9HQoQi27Fm4HZatn11j+aJwvMLMfJRvJxO3G7hbCq3OLdWXrUCe8vhv+bFoZ5u/KhtqP+xFIcA9FkmsQ3jz/MxzHj7N4bjfPbjhbwK82pGpMEu+JWdGzsCF5A8ud10N2QJTH3SoKB35XTpc5wLlv+I8hy2+HlgnyYS8Zl6ccAnYuBarzALGMs6TvsQDj1PnYmGy0T2frodHh5VMvY99d+yCRSFD06ceoXL8e+uHigIJ4jCzei+C+dwuuZoBjALu1h5KvvzGI93rqzpxB4w8LoJz4GGcNamZ7dja9DDqdExpz58I25CuIxEaBw1Otxsg6s8lZpfDkldOA/uzWXuz69Ib74sUoXbYMUKkgksng/thiTrwnus7hbgJUNAl37weoVKBLzBKxCyBQUFhUzR8wy/z9ARoEmW0zeaBxv6HulwUDgjFqyxuob3SASuuFYwF80YSslklgMVyUDnoa8IgCbmwCJHJou85FQtxHQA2/cvehrrPZv/Rcsvg0R1XRh7O/b/lOKD5hQsgEzNs7z2B9T130dGysHLsSsR7GQdWIwBHoN6Mf4kri4GHjgQgXy8HT2OCx2J66HecLjcd4V4+u7DlzjmkN4j2hVGnx1NUNuHfMq1CLpWyg9/y4aPSOCMbaW7/xrLfkIhmcagUmeBvKuZuDPszAihUrVv58KNbJXLwnSLx/bFgY/F1smTjm6cBNGM3pE8S6msnaWIhjySX47lgqHjUR5driq9ndmfhM4hFZNs/vH4Rob8c2RVzTMSVlO/902ihoU6fqY2uu4OyLI/5R7lTUCU8d5CRGTevmB+9WxGLqRq1usCzmpIgByuCm1zDvXtYXWJCgvuPxgbzljw0LZ7cpX5/CtVz+JEpKcS2u5lSyYsQ7hSamSfAV6ugmW329lT5Z+9N3aCq0B7py+1xbBLrZspu+0//hVXw7UT2Tulh2n1DmPdnmC4mZBF3zLT+Vjrom4283mUqEebQx4UEWmN2Mrm13dU/mFR7qbdb1hcePDzeOO9RZ64GtDwOVWQBZT1JXe/+lQGM1cPoL3mvc0Abj3q1lOBWpZQL0vw+lMHcibqJPhGParljkPAjbBgwWXk8nf0FHMCF+PnLdohuaRH0q7KDjWygy43RqKWrghGM6Y4FBWzgqhac6qNDmToptOvk64ZXxHfDJgVssJoMcGR4cFMrEe2JCrA+7CSGrLUCQyBVZOuHxl6dIeFyNGrN9yNEXkCgAjdmkpqvxuvPhwWGY1TsQwz85xo5JNaTYo+1rcdyRKwp1xRPkREFOGJtbMuzv7uGPj/ffRHwefzLv0ZbCJ8L0nNga3QOdMbdvIO7/6SIuZHJWsnTuoO+QnBBMI0bo/+deGsGEdGdbGa8QSA+5V4zs4IVDScaCrBg/RyTkVwsW15jz5MgITIzxxTJyDTCJVqFokDqTODI9VARB1y5WAd+KFSt/Jeu+P4KyqgboXPiuLY3Nakyf2w/+/q7o3T8cnl7ceXLk1B7YteYcctJaxEVyiTIReBMS8rH8s/146BnhwjhznvjXTHToFoTzhxOZ+D5x3gBExnLzYS72wvPFrvbGdT2z7zrWfmmMwKwur8MnT65Cp14h8PC98/Hef4v0lCKcPJQAmUKKEeNi4eXTepxshWmOdgtUsEoW3ZeSc3niPaGTiFChacK7yw5gw0f384orZkzozm4vP7AMV+P5jo3F+ZW4di4VPQbdYRRvy5zXmULLTvaUqlIU19fC05YbP94TG4PVV66hTmW8FvCyt8P46LbtsX0dHdlN39n+wJrNrGtaZ1YDNzo0HAoTq3Siq2sANmVZFkF0d+M0kmmdO+Lr8+dQrmswNl8rgBCP1r8TuUyKCb2MDVhTqsqQUMAX4EPdXRHr5822//zRPTEfXFNOQl4RXli7Fxk1Fcx9aFTncDw2qh92FDQis86YS040qyV448IJDPGKgbvSDr9cvYJvLnDze/pV9bN3wFO9hedqqRN/gHsvtIdvL53j2fDrRf0FazZjUd/e6C8g4p/OyYJOK0ZtgQMcgqohNsl516lF0ObzdRQHG2FdpZu3L7u1lyAHF7zbewzevXwY9WqKthJhbkQ3TA7mClqHhYeymxBFjdVoVEthK+Nfj2o0IjSkOkAc0AixTMdy6hvq5NBquPNdUQPXPKXHTWkDB5kcNSq+Ak1W9HrmxnTB1KgOWJUZh1pNpUBDpBoFddUoqK+Gvz33vPE9o+HpbI+t5+JZQdO4HtHY3HgYlyv4xcXzQo3FBD/faNm/tWJoG6VQ2QCldXbwsDfa1gfb+mGK33B8mPQLE+/1XK9KwcsdF2KAexfDMg+bGNwVsh3FDdcgE9vCXWlZKBxo1xExTkNwo+q4YZmzPAxiJLGue1My8r2gU4shkhrHx/eHD0BHl57IqfkRGjr2DIhw9YZl4bNao0VuWdV/TcDXWi30rZjTmJiIWyOEqzocFY4s294UbztvbJi0AdvP/Qyp9ieL5zg012P5yfT2C/gyG6D/Eu5mxqQuvvjycAqKTKzkqEvTtOu1+sBBi+dRFjZZfzsMM+uk+JtCn9G0C+K742nY8Eg/nm2nHrKM7+7ZHVeK+QMCyrcnS/WM6gxo1fbQNllOupxOK2Uiq7lVKxtgmdlWGxCoMmwPlIVOzg3mxQbU4csjsA8wbzM34VaZw2VLDn2JE0LbCVlVmncZnPfphLIpsxG1dKnF4+d1nIejOUd5MREPxT7EBHqVRoXcmlwm2JtCguI3cd/g82Gft2+lRr4BqOqhubQWjSWALGYQZJO+RtOtZEg9PSB1cUFOdQ5+TfyVFVx0H7EUcz16w84pCLDjJuCe7fks4s/uxC2XBmjFIsRkaHHvES0+uauIiayD/Qejats2i7duOH2aWd5L3X9/Vm391atouGI56CTUV3YBhduAWauBKGOBBO1Xng4Kdrxqm73QkP0g5O6HIVWUYEx4XzyRcAS2phWLNALuxY83+E/wWLoELnNmoyktHYqIcEhd25ctTMfO/ky+xb5Yp8PSCm4ifbD4GtZqLPPWTbttCJmPD7PKp4IKPSK5HO6LHrHoJhsZNAI70/ZAJKnlFdoQoe52lhXl0RO4G6syBH7wDMOHFz5ksQ7kGLGw80KMDBoJ3NzNOtC+Vedhl6Qf1rD11r+WFP1tX0enkHL08uuAfr79cK7gHC+33q5Bh+HXmpFx4nkEjl8Ep4kTWDEEYSuzRX/f1osqZBIZvh/1PY7nHMfNipvo4NoBQ/yHYNmNZej8tWW0gHNTLd7srESRdzDGdPI2TG5+NPgjfH75c+TW5iLEKQTP9XwOaH4byDVWzjPIitbemudpxYqVv5b4fEuRVY9cIrEY/5KovvPxgaywitxRhCBBsb0CPnVdzu8fzG7mkO17kJstssrqeR368/oa12lfS+a5uZh9LNnYpf935+fTGXhrp7Fb9tujqVj7cF9BkYzELBLKyL3LlJ5BLqxgIa2EPzliyvXcKp4waEpr+hqNs38PtjIJXGxlBst00+ILcnQwdWFY82AffH00FZmldUwUfmpUJBQCTkKtQWK7UKd931BXvDLBcsJkTp9AlnlPtvl67u8fjBh/J1YgQeshF4tRZ1LtSJvh0wPJWPMQX2xtjceHhaOmUc067RtUWvQKdmHOAbcKa+BmL2fbgWz0V5zMQGqJGF07bsTCaDWcXD0A+5bihWEvY9+FeAxvPgq5SIML2ig8rXoUlc0qHE4qwpSufth8hRN1TYnLrWERaxQV8bspjEdxMmX6WmZ9Hr1Vwgp1Pp/ZlWXXm0KFJzXFlvsgFWTkltfjVhH/b/P7/XGdfQ8NDsX0Hv5MhKZiCyoIahdhw/Hs+a/whOpxaA0lxEZOaGOxCAK5t+FmNqpkp9/3UX7RhVgKDHmB9zBHpYzFgq08K2w5S9ceencAPUMiPdhNTwdvB7y1KxFHkorZOfnBQSHcfELqIeDCcnxRn4ndkp74VTMaGpNw0UER7qzYoXeIC4ZEeiIhv8og3pvu689vuoYlIyJYMZG+2Ib+NRX1zaHrph/v7cHOvXE5VYjycmDn8FVns1p1A5jbJ5AVBJBjir5Q6If7euDdXYlIK6lj5/8Xx0azyC5yBTGFjiFyB7BixYqVv5LUhHzo5MJjFJ0ImDiN3xRia6/A5+sXY9+GC1j+wS5AwK5+z6aLeGDpqHZ1bkskYoyb3Y/dzOkbFYRIX3ck55fynItMu+9P7zXGFOrRqLU4e+AGJt/fSvHf34wDO+Pw2TvbDR226346ife+nIeY7sINSiNCQi3s4iNd3ZhQuK+Ynw+vRysBsgsrUFBaDV8Py/F4q9PNbcTWtAXNl5G9eF4dvzjPQaaAo8I4nglyccbq2TPw9ZnzSCktQ1dfbywd0A8OivY78666FIe6Zk601Yp00LXsdrGe3nhn2EiLx0/0j8XevHicLjbGqE0O6IK+HqHMUTWjvhisP7KipaW95bris/OnWU57e7ivdzeU1zXgt4txqG1qRqyvFz6aNo4J4M5KJTzt7FFSV4cV1y4jsaQYg/qH4i3/MAQ6O8HDkRvv3h0wHKuTz6NZVswKbxuapSiqcmAd03tzbuLeiB7YksSNR3R6S3OdCBkVlbheVNim5fztIMv8XanJfPf4lv3zXGYOLiXl4rVJwzG7r1HkJXzsHZBfU8OJ+HkOULo2QKrQoK9XCGoSpLjexG/8mT2QH4XxnzAnsismBkcjobyICfqm9vZt0d8jHOuz7RHsVMHrUC/MdoOmxAaqKjmaA1XQ0QnRZIMM9uWLykqpDI927YuPLp4wLKNHP9XdxL2V5nTlcnR2HoxzZWt4y+tVMhTVO7JjhIozTOkZ7s9uero3e+Pft3bjeHE87KRKTA/sj1lBA3EhMxe/XriK1Apjd5a6VgatSoziJgk62keht7cbYl2C0cu1Mwoby3jivZ4vErYgzU2Lu6M6MXt9QiKSwcfW6AQrxFT/pxHrMhw5dUlwU/ihg2N/pNccwLGCjyAWc+eS7FJ3nE+OgkonxuyBkXB3UmKARzh6unPbs7/Pl7he+hGqmlNgI/VGR9fFuOBABzX/3GavlCPC9/drKlZuj7UD/w5RRkXBr4zrwnCq02HwDR3sG3W4FCFGiKOw/Z67jTsWDnsON6POQmf2w37OpzPP/vE/gS7YNy3qzzoyrudWordrIx7qIoO/yblG3GJLYo7Y7p9xgUr2mGTDZwrZctIk71ezhbsxKOv+uePPGTqHo12jMSv0SWaf2NktFpvFOwBxE6DlD0q8HZWt5qw6TZyE0m/4HeOKDh2giGhfVh5Nql3NrkCouz2zcySxjyy2SbwzhYRyC8iy0ty28g4oNMsK1KNZ+CjEAgMzB7kD1kxYgxO5J5Bfm4/ePr0R6RKJuOI4PHXsKZQ2CHT7Ume0WdFEW+jEMlRjBAp3nYK2rg44mgjR92Oha2pigmjjvZPwWMAxFnlAnM4/jWPuJ/Db+N8MU2Gq/Hy8sawWjXJALQYcW2ohpp3VYnf33UzAp4nTP4OyH37k/HvMEEu1sHVv5v529D2egK+fgH1tO5e1o2kIRkPOQmZl+dTQSKB7PnD4HSD9GOAcAAx8Ggjmd7b9p1DRQmuFC+rycpStWIGGq3GQh4bAbcFCKEJDMCl0EhPC92bsNbgxfFknxpAWt4Cx4ouYLTmCdZqh0EHMxADqvhPKdfV+43XYdOuK2qPHIHFxhsusWVBGW07mPtfrObbvnas4jKYiYxwBHZ5Pj267Gpjws/fDl8O/5C+8sgrY8TgbxPUX0y0RIaICvKeex/5Mk+E/3tMiwBclMuvaBpOqTId6Hd5fqYEXW5SFgpMvoXrPHgT8+EO7LOq0zc0Qq1QYETSC3fQs6rIIycEHoblhNhkpkeCesd0g8+R3DY4OHo1RQaNY8Q+dRxgUebBqGtDUIpxJlcD4Ty09mqxYsWLlT4YE1Na66cM8hceeJBSTyEqFlNSRaY65aPt7IRF3/cP92BjyUmY5fJyVGNfZB95Oxg4jsk8Xwk7+z7iEqm1S45P9/AvsmiY1y7Vf2UoUwdIR4azwQl8QTGIl/Y6Tg1OMgOivh4R721YmnUkMJoHfFBLP2tt9X1zdyARxfxcbNp6gCWOKQiB7d1MWDw2zGLuTtTjZ+/9eCquEc+QpIsBcCNULkbRfHU8uQUZpHXoGu7CYpsT8ajz06yVDPr05Qvt6a9CkaJ8QV2y8lMMEfNo2Iz89zpwtqDt8YqwPy4AvqeW+Q3Kg2Jdgj51LoqlpiVFe04DFtQtgo5sNJZpRBuN3q7u2Aej6FFQmncp/KGe+xFBRHc4KCPjs/XVg3e7mAj7th0+uj+MtI5vzNyZ1QlltE3sOCbEkUlM3+siOf2zhIp2b+oUJd+5T8Qp1d5/PKGMd7Q8PDuXcPqInYFLvgwi8+Do2awZDDQlu2ffG5SoubuqMtjOWqTkrfQlN+FLBLjmukROZOaPeAny6AEk7ALk90OMBwaiCZ8ZEIaOsnn3v5pC7FY3N24KKE76ZY2Z3TA5wG+azGeOeIqCnLAnRohy8oH6Y/ZkE9VUL+xjt/hNPob6e//3pya9qxEtbbrCu/3UP92XH8+2gIpomtQbDo73YTc+CgSE4mFjEXM3MWTgwxKLQhAqU6FbfrIaNTMLG7GGe9sxpQz8nI5OI8PaUTqwAzIoVK1b+SkKjfZCaaXnuJgJasuiFrOjvXjgY8edScPaCpbNgQ30zmpvVv9t6XQ+Nr75//G78uO88LqbkwMPBDiOjQnnRhDZ2wkKvjV07i97+y6hUGiz/6iBvaq+pSY0VXx/CFz8ZoyxNWdy1Ny7n5CGnnpurDHB0wnN9BuFcRg46+PObWPRI1IBCLoVTK64Gw6d0Q9xZ/ry3i7s9ug5o33xzeW09Lmbkslz0roFc5/TjMf3x0rl9vMct7NCLWbyb0tnbC9/fNRm/l6LqGoN4LWkQGcTsWVExglb8sv9j7yzAozjbr39Ws9m4uycQnODuLi1OobRFWqAtdXcvNSpvWwqlWKEUCsXdLUiwADHi7u5Z/a772azMSgiUtvT/7e/qXCWTze7szOzsM8+573P4AqzsMwcXStKRWlOCji6+iHINRGZtKZ48vwlZdeUspt1GzIes1BZqJV9nId+okDOh9naQlXuf4ABsuXKD/RxbVIjxm39Fg0rBxtRjQsMRW1LIxG7iTE4W9qcmY+9Dj+ieo7pRhuR8AeQ2HhAJNbnnQhsV7MRNOFwYi4fDo1hsgEqs0nQRsUIMNXhNf30Obk3sFRY/wIGeVqXPkf/x+HlM79mJM6Za3KMXFu3dxd6/SiZAfaE9prbrgC/7jEFNlyZ8f+AcTsanwVlqi4cHdcXEHi3Hxt4pjmIJ+nqbL3ypV8iwLvU8zhWnw9vWEY+F90EnFz/0dA/B1IDh+CPrFJwldWzOV1zvg6IEzbWFLxNAUAYoXJQ6/X5mRGeMCzJ1pniqa29EuLhhT1oSaxyY0aYTevmYFuD3dn8IZbIspNREs59rZWIczW4HlZqPJR0G3PYccxLb4d1OMwDQoiE6LQtPbNrB3DgUDipAJ8XxoGoSwkfkip/7z2PnX3ZFJQ4lpoIvNR/DViGrwbtnjmFL4k38OXlWq855uUqJBoUcYfZRbNHSxmk8Vp5tQFLFBdQ02CK/Qt/INy2oJ7r4cB3DPGx7YHjAH1CoGiDgSdi4ecmESlxLy0NRpaZwmt7Dy1OHQGrz77kTqqwd+FaM8XjheYx5ZgGSfWV4cacK9s1zOpPPK+HhkQA8Ybnj0vfZp5G15FkIm8vpmvhC/Bk2CMOa7ffuBTRhsGxaR2Dv88C1jUCmCjjkBEz4Bug4FS6zZqHu9BnO39i0aQNpT/O2LbWyWmbvTt3W1DH6b5NcWMOxvdNCFf6G1F2MQeW2bSirzMev7nGoiFTqxMbqwr54JFrTwe/uYIf2HTsj1vUsZKXcToenHM4CykGAmfdNXcLq8mzYZP4GqWc9VDxH8MdPaNV7+OF4Cr45mqITk6lL4ruHurLMdbK5J2GUsuvJzYFE53sNdUckFnArL+3EAvRwrgVKq3SRDIYI+UIMC9RPJFEl5OtnXrco3hPBji13vaiVSpR8+x0qNm/WZKHTgEQ7UlarmXjP/imXY3PWTlR7cSdRbpbeRHReNAb6D8SmxE04tfkrPK8GpEb1CSFFaqzM2I/pbabjcnBPDL55jPP7vIguaNfK7ntFRQWUFRUQBwezSAUtspwczX6hiXEp4NBA1cgq+PSuZPY+jDJ9RamWR/oGsw6PPy7nMFcEynok60qdVebkn/BvQOJy1pxHIEvX2ACRu0DN4SMI3bEdIj8/1vX9RKcnkFWdhU7uneBFlcUbpzFbT9KIl4p+wRP9A5EaNJN1+OlyM+n4NlYCEmcmJtM+dJ40iS0t4Spxxfqx65HeLx0X0ioRmy5gA9Pp3f0RdRfWu4yzX5usekRwBN8ppsDH0xNfTuuiOSd3PQ1c11RjDgUPLzg74RsXR4y5omoW7/XUnTmD+gsXYNfXtGKdSK1IRWltIfxXH0Htzt3sHLfr1w8+n3wMkbd+oOTz5BLkLlnCiRfIGRiBF888xkT6mW1nYkZb/eCQBlE68Z6gydznrwMJuzXZqO0e0MdRWLFixco/CGWJn08rRa2BXbiWuLwqTOhs2Y7v5ZFtMWvVBZPubRJf7hXU0bt0Sid8uCcBv57PxOnkUtad+e7E9pjZM5B1cO69kc+xaA5wtcUQC9tAohAVLJBNu7az9N+Eur3N5UGT7bQhV7MrsPFCFtv22OwKyAyszWluZN66S83ZmEJEBTrjWrapzSB1xCuUakPnVh3z+gUjq6wOmy5ms/GOrYiPh3oGWCyUNWRddAY+3peoc48a0tYDK+Z0x6LBmgiG7Vdz2dhjajd/jO10990tLY2bL2Zwu4ipyz/E3Q6pxbVmHcDofZG9umG57Yt/xFoU7wl6vtvZn35/PJU5KpBYTN/9hoWpJN4TtJ92xnItPonkolrmKEHFFJSvnrrnF6jUL6EOtmzRwoMKw9M/B25FgscznYihjubWdt9X1ctRUtuIEHd7rmhcnoHHBNdY13+sKhyVsOd0chN0LlIBgchgIpIEfSoU+Y05DygxrpMPZje7eLjZ22DpFH2c0T8JOUnM+eWiLtaBCipoX+9e0h/hng7AxO/QpW8KuhQnMgH+eq0Tu7bVN382qXhU1v1xPB3ZAHh1AFxDdMe8ukEBB4lQ/1npOEWz3Kao/9f5vdjnn85d+kzTmUId73cSHcDhLLmqca/GUwWn8ZViOqRufvhuVnPX1v5XgJif2T/JT+Izm1F4vckgNs2Ay1kVTHy39Lklp4ecinqcTCph90p0LaPClS+mdUaQm/7z8uzwCBavZ+gwR5/LBesvs4KWmT0DmJhvWGArNSjCauPlgJOvDMGBuEIWFUKd/T4GhVxWrFix8k/x0JPDcPFkEsrlSo4VPmQKpNIc5gOmWfJaHn5uNC7O+gkqI3dOypmXWhDW7xRXBylenz4Ua9eexpbNF/DTjmSssTmKBQsGY+q0Xhgzux8Obb4ABW1/My6ejhgwjtsZrKWpSY6C/Ep4eTvB1vbfj6YqLapGVYWpiJZ6ixtrk5JciN07ryC7vArneWWoV1BRGHWcAw48EZ7etJs9jjrXu7bxRWyyflzGl6khaAScnWyYwGuOkVN6IDe9BNvXnmH7UiziY9SkKIhbUUC840o8Pth1DDKF5hj0CPbDT49NwqyIrvCQ2GFL6g0o1Co8GNwek0I74F7TPzQIx1L0duIk5NO3b6SHO9IKyxDq5WrS8EI/9/UMY4uWd6/t0Yj3zfBFKohcGiEr1cx7+do7wMao+MCYVTcuYeWNGJQ11EMkFwDNYrfCXg2FqjkTXq3G/rQUbnc7dSZXV2HXrUTM6dQVxwri8cHNHbB1b4RErZnWbO6xZ/cgN6oysS/vBke812w0Fa8I0dmrdTGWlM9eWFuLYCdniAQCzrZosRHJmXW/Ws1n5xFfqdlwchiobmyEq0HT5vCQMPw6aRo23IhFVWMjRoaF45HOXXV2+W9OGcqWf4Onzv+Oi6X6gqMj+YnYOGgeE/Ffaj8aM4N6Iqm6EBEOXmTWi4djt6C6UTPZL6oQ4MHgdhjVPQIRTu4IddKL0FUNjbC3Eesy60cGhbOlJUR8Gzzo/y4qZYW4WZGGIzlV6O+pwoTA9hjoc+cRycQv5y4z8Z4Q1vIgF6ihbr4M07n7w4iJTPj+5mQ0Vp6/xM5D8NSI7CuGUluV0UxtrWZMGl9ajF0pSZjZrpPZ16yUFaBKlo8d6WVYkxiHGnkTotx9sbTPOLR11hcTzes+EDM35bPCWILHU+HpPumAag6u56nhbj8Fvo6LwTNwWhby9eNif3dn7HxnLo7FpqC6vgmDOoawdf8mKquAb8UYabdu6L5lD95d+DjQyLWmK/3hB7hMnwaBs/kTt+znn3XiPWGjUuDpzGMYMG7+vd3R1zYAV3/V/9xYBexYDAQPZDb5vsu+Qtkvq6EoKoLdgP7wfPllsx2jK66vwJq4NayzkwS0N3q9gTEhrctO+ruI8HJgVfHGmYntffR2LNUHDiDvxZfYtypJ70togrY/D38MEkANNXL52wC8zsy1S2uUECbMwc9T6rHjz1+RXt8dbio5ZgpOYGzpJeCSF9Bnscl28AQCeHqcBdRaq8ZK4NiLgHcgEGFqC6SFrC2/Oqy3/ycoJ3NwWw/M6BGAB8IeYMvfCXWvUKcZZYcTXqJ67PFeB7vlZzUPoM6O6es4mYrGpFWmIa82z+LvSfCnTuKWKP1pBcoog70VFFto+KJtuFV+C0tjlsLdTc0GzHyjMXCGl+bc3pV4DpuDR6C2pg4jsi+zz+IF7/bY0HkGRjRPktH42XCCkSa0L6SXwd9Jgi47VqN++zZAoWD57b6ffwZpd03XC/3/lCgdvw7jo8yJB89GJZ6vqEFbwzysgOauFCNo0qo1E85UNFEjq2GxEC11eFPUwIXCC/CWeqO/X3/wqZPnDqk9elQn3utev7oaFZu3wPOlF9nPlOuuy3YP8QIWndZce5pqgPYPIjR8OEKNO3cOvw1UZgPOgcCoj9njjKFIBnqvgY6msSKhTqEI7QYYNwVZori+GCUNJcwxgiIzOFSb5tNKeHL8+Vgk2kR21Ozj+B068Z7gQY35lZWItneCv4XalaaUVBMBn66hL518CWfyzmDmKSWmntOfpHXR0ch77nkEb9msW+cwbCgC165FxaZNUNVU40hwDb4LSIS6VnPcP7rwEbvhmN1utuU3b+sCdKdOKStWrFj59yCXoSMvDsa8tZdMstNXncnAo32D9UVeRvx4MtVEvCeLe+qMvJfsu1HAyXQmkYi6Q/s052STWPzjiVTkVDSgb6gbXh8babYzkyKxyAWLut5JZHxzXCQrAvg3oS536orXCoWGx0XLyVvFTOiy5FKUWqLP56tsUDBR7YfZUXju92swHI5nltXj59PpeG6EaXcQiY/Uga4V2Khr/PODt5gATxFgliDB+6N9iZxtow5rKjagDPKWssfvFQsGhOJCejnOpmq++Ok+hMTBiT+cZRN4EZ72+PHhbkwEtERBVYPJ+W8IDT3JdaIl1kZnciLEzDk/3Q7mhlGRCexagnCVFGLIIAN3wrw3LxEOvAaUxR1BfuVw0zFiI9lWqtk4ifIOOd3TBdeB1GNQO/ri86w2WBNTxDqnfZwk+GxqZ71Ne1BfSHJjsFq8jP1YpnbAl4qZ2GwQwdTF34kj3mthhRGtKH43K35bOMeoU93D3oYVh7SmG9yYM6mlOvFeC33m6Jh9Mrl5ks09QrPQe3MB9j87EJsv5aCiTsacAkYauQWcuFWMj/YkIL20ju2/l0e11Rf5GkKRaopG3XMbEuxuxxYSsFtDSU0TO1fpXDYpQDIzbhbyVPhtZjDCu/TX7OO04zrxXstDvMM4KemBg40dzb4mFZaMNZqHpHPmhS2x7B7ZGCpIoOvVkRcG6e6HyBXhj8V92f4mJ4ZGuVJ3n0tQARAJ82TbbwnKuqd7cStWrFj5N/ELdsfKfS/gw8XrEJ9cCLWID16TAvzqBhzadB6TFwxBUBvzYuDWH49CVV0HOEiZex9BRUzPvWs65/JXuHw5Axs3aDpVtR3qy5cfQ+cugYjo6I8P1i3Eb98cRG56Mdp3D8H8Nx8w25m/b28sVq08jpqaRkilYsydNwhTp9+9Y9K9wM3TAU7OUlRVckX8MIN9HnczB6+8sIl161eEi9HkqtnXfDmPZb6nlutF55qmJtysKMY3cyfgnR/3QS5TQtBEoqsapYU1WLP1HJ6da15AzbyRBUWlZuxIct6W7w7B09cF4+ZwLcANqaxvwIcG4j1xOTMPa85cxjMj+mFEQARb/k5mRHVCdEY2jiVrGpiEfD7aObnjse/+YCJloLszPn94LDoGWha16xRNuFxmGgUkkND70ljpv9i7f4vzotuS4/DJxZO6n2UiJXiugKCcz4T11pBTXYXyplq8dX0rZM2CP70kLaz/zOCxxwsTkVrFLfglGlRylgNP1ufURU/7Q0tyeSmOZ6fB1VaKjNIKrLtxDY0KBdylUnw4eDjGhmvuDXr6+CGu8jqiwjPhKG1Ek1yIpGxf5MTq74GC3V3gIjW9p+4XEMiW1lAjb4BUaANBC3PIJY01OF2YwrrrB3u3gZjinO6Q6+W5HPGekKmUWJd6Act6TmU/+9u5soVhD+x4ag7+uHwTJbV1GBhOsaIRnOMfk5WLDw8cR0pJGdztpHh6UB/M7mFaOFQhK0ejshHeEh+T88dZ7I2BXrS07n1Uy2tR1FiGQKkPbATc+6mimlpOEYu4UgCVQI13xw3D7C6dWYHBjfxC/HTOIPpUzUNWvCvCO1eiUa3REurqbFBsIIjQOWOMSq3E0YJvEV91mH0+5AI+gpzCEVfqh2ul+Zh//A+cmvSk7twjl40/Hn4Iay9fRWFNLWZ0Ogsv+/1o1JziyK38CgpVJYJc3rL43m3FIkzoZRolZ+Xv47/h/3ifIfb3h6hJAWMDT+qmbEpPZyK/McrKSjRe19i1GNI2JwFuknvcoZO033QddWFSbl3X2XAaP54tLUF26ZRhrqW8sRxvnHkDnT06w9fe8kTb342Hgw3LPf2fQS4qdYKQ7biW0uU/mUxqTYhRY1cfNZrEPPCFNeAJa6BWaAotCqtkCMsvxXeyg4CQaymElMNmBXxkRQPFGutzPWrg0i8tCvhnUszbYZ1NKf3HJg1oUnn7U/2ZiE+RBMOS3oc4rlm8106+bV8IPH7U4nM42zgzYZiEVmO7/XEh4zA1YiraubVsv1O5/c9Wb3OHbDUumTrioJd3L10ee6kTD3t78fDARf2xr7QDdvbVfEm52TlAIRThh67TsKLzJJbbLhOIEOhki2+PJrO83eoGOeuq+3hSR5axS4uW4CpffMETwQEKyHNzkbvkGYSfPMFiB6rnTsB3p7ZD1TzOKZYI8La3K9rkydBWLgekbhrB2gASYI9lH0NiWSLaurZlmewmInMzBzMP4pvL3yC/Lh/+9v54uefLGB5oOqm6Lm4dvr7yNStUYfvNrQNWjVrFjsudIC8oNL++yPx6hmckMPoT878rTgK2ziPbBc3PJOJvmw8sjtb8HU3eNpThldOv4FKhpsuPOvuXDV4GH/vbTMzXFAIXV2hs7n2jgN6LoJA44r1z72Fv+l52jlKMycf9P2YFDTrImvTWPu5zuYahbWRHvdV82gmzL7k8dDriB8mBpK0mv5N0Mp2gXBu3lon3xMB40wn3huvXIcvKgjhIby9l17sXW8jl4n9bhzdnPOnZlLSpZQHfihUrVu4TqJPR3AQLibJU2GhOwCdhUCuYGufPW7Jpv1uOJJh+t5FefCyxmNkzj+rgzZaWoO5PEom0UIf069tvomuAC9p639l38L2ERCmyzDbcNrJ9f8lALKbihDuJGKpqUCCjpI4j3huKjuYEfHLKom5bYyi/uiUBPzq11Oy20blBAv4/ga1YgI2P90ZsTiUKKhuYNT4Jr1pSimvx1G9XcfTFwRafg/Y5FX2QMMl5bpEAk6J8Mb1HwG3jBKgD+a9CRSm4tZmNx1x5NXhGuBPLFHpHHyfU4gPRevZvGztn5jRg7HxG5xQVaqw6k84sxweEu+OjBzsiOO4H4OSn7DH0aZ+p8sKfivdQAmcUVDXiyY1XcP6N4ew+BGQzGU3RRppj68arwWeiX5Cq8sVldSQcbIR4d2IHky73o4lFuJZTiXAPe1a4Ycnl4nhSEXPVoKISXycJXhsbqXEeMOL3mGy8vTNOd45RMcbvC/swd6w7gc6LO4lfIEhYp2Igc+RXNmDRhiu684X238vbriPUw07vPEUF+tsWAKlHND97dQSmrzfrpGYcPUeuFnH51Yj0dsC8/iFwsxPjvd3xbH9QkQ25aXw6uRO3wJjGzQZFrQx7b7Tp3FtTgdLCuPn7XpX4TBXCua/S0jnAtEp7w4Uss+K9FnK+oIIJiqbQQp8fWqiAqtuHzfvEgPXnM1sU8K1YsWLlfsHF3QEiHiCo0AtAWtLjcy0K+JcohlKlhrqqjuwg2TqFQgnBPU7RO9fsZmrM+XMpiIjwRrdBkWxpifT0YnyzbL9u2ra+XoblPx5FZDtfdOhopljtH4I63OcvGY5vP9mj2zaxjRDzntbPvW3+7TwT7wmFlLtz1WYUlga5AmlFZeCXKXQxRlrOX80wK+AXZpci5pjxfDOwZ93pFgX8yxl5uq5azuukZjMB/5+ArMp/mv4AEgqLmTX49ZR8bDx1Tff77NJKPL9uDw6+tcBi0SSJwvZCG9QquPaqQggwPbIjprTrgD5+Lc+f/3Hrpsk6Oj5UZNFa+voHIrokWSfeG0K3toayg4tYCluhEHU0/2uARCjEH4lxWBEbg6K6Wmbh/tHA4YjOz8aH548bbBydUORWwENpfT2eP7Qf3bx94WVvj+kdIpAqSAGfrzm2NiIFuoRlQ5Zvi5ICF9iKhHh74lDO/TYVsp7MT0dMUQ6CHVwwMbgdpM356cZcKkvH5/F7kV5bDHcbeyyKGI6pgaYuzftzb+L1KzuYgwMRIHXB2gGPwVd6Z93XhQ1cJzgtRRbWE77Ojnh+hPlzv6K+AYs270S9TLPvS+vq8cGB4wh0ccaAMM0ca5OyCWszf8a1iitsvtxL4oOFoU8hQNpycUNNYxM2Xo7FtbwChLq5Ym6vKHg7OmB95i7szjsBhVoBO4EtHg+dimFe5D2loX9YENJKuQUdTkIJpnbooHMHoEIXYxqqbBFRHYWQEDG+vnARTU3cY9bZ0/T6n1h1DPFVGl2EEPFVGBKYjOxqV1TLbJFfX40LRVkY4KOP/e7g5Ymvxo+BWq3A5ZwPOG6DRHHN7whwfgV8M25s9yMqawe+FUvYREZCnsftQOaJxRCH6D8QnN/Z2oIvlWqswg0QuLiAJ7zHdRTUeWl2vd5W5HZoRVFD6MJ0IucEHm73MP5NaCKyX5gbjiUWsSzCad394ekgMbEzN0QiB5zrgCIxoFLYQ63gTqZKXCyIhA4WJmybqu9sfTOWusyos+KfpruvPar2noLw5p8mdkHIvQRU52ts3M3gIfVgQj0JpIa81vM1PBj+oEmWeukPP6Iu5iKzX3d//HFNZMMd5GqOuM5DwqQOiKnTDGJpUEMd/qHOoRxxeuMwAWJDVeiarkaFPQ+nO/JQI+WxrvWHO07AreRsZo+oMKgSpHxK6pjTcjypGI+uiWGTQ4ZkOvlid+gAPHxLMylEVvr1Fy/CftAgHKu+pBPvtah4PBzoMgFt/UZoLMwlmm63enk9tiRtwfqE9Shr1Oc1dvPshlXdXof46jqgpgAIGw50fRjJ1el4/fTrUDaL37m1uXj51MvY+eBOFm2hhaIuvr36rU68J+LL4rE8djl7/0X1Rejn24/lpRsLKWqZDHUxl9i1SNqzB+z69wO+ND0OZPd+V8Rt04v3uh2kAOL+BIZpqvo+ufiJTrzXRiS8E/0Ofhn9i+XnrS8HfhkBVDV/5lMOsa75TYMXYXeaxraMIBGc9tnR6UdhJ2q23BzzKVCSCJSn66+Pk35iI3FlbS1qjhyF+mYNHBr4ENpyz1UblxB0WTgJWWfj0JSgF0WcHnwQ0ih9vpBhQdRtsVA9TDEmxoUyRPVtrjVWrFixcj9BTknG8T2k+bSxIG6TG46LVMzEJuPIHxJU7yXOUvM3pi52rZ/h2W9GbKJJHbLR/jcFfIKE7m5BLjgUV8iEZOriNRyPZpWZz9triUA3g9gWAyh73Bw12pJ+I6objcuhufg63T/j5k5+TiwGYJcZe3oaMyYX1VjswifRe1bPAKw/z+0memV0W1YkYrxPvj+WwgoFvBwl7PhR5/qdFFkQ3QKdOV3I8/uHoHuQC1ChF0xJwO/DT8RRZTc482oxVXAGnrxKlq9u3+sRTK6twRajwoEewa5YeiBJ9/OZlFLMXX0Oxxq+4LiGhvCLsFi4Bx8pHtF1pJPbAxPSM2hcZPp+Pg1PxNVO0zGmo7fuc0nd1FsuZWP5yXQUVesF8bXnMrBsehdsu5LLnAWoC5s6zYurm7B4w1Vd4QHlrVM3d5iHPYt10lJZL8MHe+I5+5WKMb48eIud3znl9azgYUJnH5MJZiowok5w+oz3DnVF/3B3dj0zPkQDIloX0WXOFcS42INei849nYBPrlZa8Z4oigP+nK9xxLIARXxM++kc6+rX3vPsvp6PJwaGMtFcS0W9HM9tiUXPEFd9McOI9zRF3toCdhtHYNJyFjVH3e2H4gtRU9oWw9Wu8OVxJyxFLv54pUdbXM+p5BTyjGrvhSFaVwYDTiQV33Yfke2oOWhbzMXtUVGVFStWrPxXCO3gh5sXUk3XtzctRtPi7O6AhromzdRes4hLuff2TubHbHeLg6P5sZmjhfXmOHMqyayR0KlTSf+qgE+MebAbwtr64PSReCbejxjXBT7++jn2/Hz995iwXg2l4ZDUwlDN3828paibi/n4pPoa8wWA9dWWo5gIbyfzEUdejq2LPrqXtPPyQF5pFXZdTYCahlEq/bRzUVUtbmYXICrE/Pks4gswJ7Q3ViRzxzSLIgfi6cghnHUk2q6IjsGJlHQ420rwWK9uGNE2DEozc2gEnzrnFabFFj18/HC5QK/xzGjXEYMDg3Gq2PyxUBsVHDwU3BuCOiesunGZ87i+voH4IFov1McU5OLhPVtRozR6Xto5QjUT8bUd6UcyUpmFf2bDDZ14b8iYfgKEyIdhZIcIuNlLdY1iZ0vPYWPaMaRW1qGg0glNChF+TojBT/0nY8+1JGSWVaBboC9m9uiMJrUMz1/eiAZq+qS506ZafBK3C4F2bujppi+WblDI8OH1fTrxnsipr8C3CYcw2NcJBY2FaOMQjn5ufZgjryHkvHAxPwcypZIVXvR0D2LHmHLaOfvK8+6Ks4/eStOJ94bsvpmoE/D35O/A1Qr9sSlqLMDKtB/wUcfPLTo5yJVKzNm4FYlFmkbMk6kZ2BOXiHemdcH2XP0YvE7ZgO9TNqGDUzi8JJqxPzkAXMvJx838IvYzFVl8+sBISMUiyJQKHC24hXRVISBSAXLufYaPgxMWRPZBdHoFTufonQoG+AdhXKipY1tG7UWTdXRfEuRUjpslfi2Om9VQQqXWu+1pUanroVbLSejEfwG1mmfS9Gbpcf9VrB34d4nHM0tQHxMDVY3eDtG9txTCsquAi2lnLHXpujw8G2WruGKU61zzmXB/iV5PaAQzwyoxt3AgXN8ZLlPKIDay+DBEKpTe0Xpz1F+6BHlBARNrRT731t6SJlRYF4kZ6PUoi9oQchwpdtZ8WJuKxzL7fC1kh+rRuRdwoRNQaFClR/un10LzGxAyWDNxYSyitZvY4naPaOfFujtogkgLWTvO6aMXYv8J1CoVchYvRt2587B/UAmDOBMNlHUibHly9MN+H7Kc+6PZR9l58VDkQxgbMtbkdbLnzUfTrVvsZ1lqGqrORGP1jDcxredguO39g/N4gZsbBA4OEFAmPZ8PWUoKs6v3X7wIq4cPx5WiK8iuzkY3r2468Xpc6DisuLECVU0a68q4YD5SwyTo6d0TrjXZ6OPSBk91eYoVHSyb4cImrWminQSAOb2DsPVKrsl7MxbvtewL6YsZycchahajqSiH/d+CxZDArzsQNUf3s1wpx/xD85mwbszV4qs4uGkcHtDaLpHlfPpJ7A/tohPvtdCgbH/GfjzZ5UndumvF1zC0tgZzq6rhqVAi2laCbx0C8MtRFeS17uCLxNjstgEzup/Fh/0/1P1dY0ICchYthqJEMygRBQUicNUquD+zBKU/LtflsDuOGwuniS2f3xaxZMHUvJ6uR+RGYMzFwovsuDrZNN/w0F1ecYLms+ccoLHs14r3Wkpv4fgtU3cHu6IaXP99Obr3nQSbiAjAJRhYclkziUzWo6FDAJEtGm8lI3vuXFagQRQJvODXrxwOfs3Vvy4hQIfJEIjtELx5M2oOHWbd89Lu3Uys87VQBImWU514mH6We2dn2707xIHmKz+DnYJZdEB6FTfSYFig3mbWkIb4eDRcvgxRQADsBw9mcR9WrFix8m+zZFg4E++oY1cLCUNxeVXwM1PcSDfSjw8MwRcHNeMHLY/0DYZNc1fRvYJy7qnztMlAMCOBeEwH/diVullael07C5mUdjat39YrWeVMTO8R5GpRIL9btN2p5qCYgD3XTUVpS3TwdWAi7G8XshGTWc4pujAWow1fn1y0yKLbEBJqW4IKdslK/XpuFadrfW4/86/zd/L0b1dxMN6yE5GdTcu31dRR7udiywRT6mx/qFegWfet+Wsv6UROshcngTzC047lyBvePxDUze5mL4arVMw6/MnRgkT/RYND2TG6ll3B/iYqwJnFkDGoqPToB0Ct5r305N9CT1EGEDYUKHUDPPoDg19hOewfTlKy5yfhmKIDZvQMwKlbpm5imRUyxIgi0FegL2okpglO4UvFDDQ295zZaT8nfPOfizY+LmjTnGmv7R6auzaGRRgYE5dXjUk/RrM4BoIKdMk1g+4PjQVcEtZ3XMvjCPjkqECOHoY4owa9r7+JofxrKFc74Jer43Aw7mGseEQTmaW9R6BtYnEErMhEgrXzeuGt8e2xdH+iLiZiWKQnZve+uwgNS46w2vXkRqCM28Wi4jiQwE4RCTTGNXTBEknYOjqOWvFeC72PjRdNbWqpgIAcymb1CkQHXydNUfvisxoXOrr/ZffC9sgsrcNDP19AISuucMEH+A7LRD/hQcE5zRM5+AJdZjG3hM0L++BwQhErduni78wKU8xNmtI51xLkHGB4LA2h60xUoDOuGRSvEMYRBVroM0NOH3TNpygDc7ENVqxYsfJPM3XRMETvv47SgkqAGr4EfDi62CEjuRBBbc3PrU5dNBQ/vMl1CBw1szccnO/tmHLc2C7Y/ucl1jWvxcnJFkOH6e2UZU1yiG0sF8Jayru3JZeeVpKcmI/szFK0be+LgKC7K5izRESkD1vMQVEB2VmaRhz7PDlkjnyohZrvMr4cUNJQx+CrLdDJCeOiInGqRxKiL2ts5Qn6+ntoYg+zrxHS3g++wR7Iz+SOufqNNbUEN6Sjvzf6hgeyjnstlKU+d6B+HPNP8e72I9h+uXnek/YJDY9ID2z+vdSm5e/6Z9oNhZvEDruzr7OdNSmgCx4KMe0Kf377PiasEqTNXcjJRZCrM9oGmeoF9gIxAhyd4GhrA7GjEIkVpXCztcX8rt0xs0MnxBUXIbG0BB08PNHeQxPX1N+jDfylrsil5qFmSAwd4NEGGbVkn+6KxyMGo42jN17r7QkHsQ2z7yfRekpEB8SXmBYlljbUGUoSeoyGRNqOeb4Fz/8gdzc8FMg9J75PWYGrlbEsJiDAlYo6qhGbHYC06jJM+2MjZEWaceqRxFQcTkjBlBGhOvHekH15sRwBP7m6CNVybtGBgKdEVtMJbM7RaE+nSs7iXOlFvBb5om58l1tThUf3/In0Ss3+c7eVYvW4yXi3yzh8eH2/TsTv5R6MueHm51NvhyVxWrue7ifOlV4w+X1xUxFyGrIRKNXrMeml5axDns6ho8lpLHdeJaV8eoAv46Gkrh47MqJNjpUKKqxNPYKxPoPRxc2XFZNse3w2LmfnMYeA3sH+cJRImMvAw6fXI6dOc6/HCwXURTZApeZY09/NjOrM7O7XjZ+KY5mabWjv7onhQaG67n1DpELzDgj1cs311N/OCb08zd+T8Hk2cJIMQlXjKc56R0k/CPimBUbp1WU4XZAOd4kdRvq3gY3g/pCVVeCxpTWP+69yf+zp/yCSyEiE7tyGqjfGQllVDQe/Rkg984FNM4D5hwB/0y9ijxdegNDTC1V79jBRxWnKZLhMn37vN45ee86fwJllQEUWEDIQGPoWIBBiR8oOLL++nHXrkr32m73fZLb4xkxrMw3bUrYxodBQhKLu3duhqqtD9qJFaLh8RbNCIIDXa6/B9VFNB8bfjdfrryH71i0oipu/KCU2KHhqDAL4fNxKDsLQ1Hx0L96IMokjDkf0x09zRjKxGI/uBg69yURTOPoDoz4CfLuafxEbe2DGemDHk5oJMBK8u84Cej7R4rbR5NqWRX2x8nQarmRWMCvEhYPCEOD6FwbVtcVA1jnAyd/seWeOurNnmXgvtFVCVisw6TBGp2mAtGXHBpFAhEVdFrHF4utEn9OJ91qEKiXCovdjXtfpWD2oGp7nj0Etl0Papw98l37aYrFHd6/ubFHW1rHPkVqphNOwYVgzeg2+v/Y9EkoTWC77012fRiePTqZfbGIh3pnQni1athjYoLaEA+phI5FjV9gATEs9BZs2bZjwSowPHY9VN1ZBptIPfKjqcELoBM5zHMs5Zla815IgUOMBwxXx28HzNl+BbDyIa1eag7HFervhabV1aFtTi4lNms+3qkmKxvyHsJW/HnM7pDP3AiL/rbd14j0hz8pG4UcfI3DVz3CeNAkNN25AHBoKSVszGQathaxSz3wNqAyqIikuoNN01h0//+B8s13mYr5YHytAk5Jkw19ONz08oO04pNfbwFyNpoOSW/Aw57gSEy6qwccapGMNnCZPhs8nH4NHE8g0YW1A8eef6cR7Qq3kofCGH+x7e4Ln3x3o/xwg1gxk+GIxnCZyj7E5Hmn/CKLzo9l7/LM/HxKZCqOu82AjB+yHDoXP+++1+PdfDPoCL558Edk1mhux3j698UL3F0weV/T5Fyhfu1b3s6RzZwStXQO+nfnKbitWrFj5pwhxt8OB5wZi/P/OoqRWI+IW1zRh8cYr2DC/t9lO1aeGhLMu/K2Xc5hd++Suvnisn4EwdY8gYfO3x3vjf8dTWb57jyAXvDSqLSv023sjnxURZJfXM9Ho3Ynt0S/MdFun9/DHL2fTOYIg2YA/0PX2sVNUHEB22ZTtrq2Yf35EGzz7D9k9vzq6LWJzKpBTrhEkSVwe3cELaSW1SCjg5raTDevPj2omz1bP7YHfD5yAIuUYVHZe6DFqtsXiWhr/rpjTDc/+Hssyx2k+ZXwnHzw5JKzFbaNc7Q2P98Yvp9NxPr0MAS5S1pH+V1wNKHP8QnoZE/qom7w1XMmqaFG8Hx7pabYQxRAqcKAxPy2WIMHdXNRASnEdW6irPqGgmp1n1E3/1fQu7LNlCerWpoW6kqlIo0GuZMXErvP2A8c+BHIuaoq8h7wOBA8w+XsqWnl1TCRbbtcdrTIal9aqJaiFLZ4W7mI2/QGuthjctrnbusNkzevLarlFnV1mcZ6DihfMifdatOK9FnItCHQ1fxy0Lu9aqupNO3WkaMID/GiW7e7Cq8VS/mo8n2iDq9mhugKYt3fe1In32g7/17ffwI6n+rNu/cuZFQh0laKTv3mBuTVM6OyLrw7f4lxPaPunRPmz7X549QWsaBLB33gOivah1mmqJBnY+pim8JUIHYrTqlfMvh4VBJhj44Vstozt6I3vZ0VpnAhoXsGALw4lNYv3GhQQ4D31Ioz250Pi004zbm6+p6S/H9fJhy0tMbdfMCu2lhvkdND7p58GRnjg08mmcVWGfD2jKxZtuMwKYAj63Lz/ADeSgaBIvq+P6K2g23o5YMuiPhZdWaxYsWLln8LDxxnLD72KZyb/D0V5mnFBdWU9Pn/xdwhFQgwYYzrXNf6RAbC1l+DAxnNoapBh0ANRmPw4t1v5XuDl7YRlX8/Gr+vPIiOjBG3b+uCxuQPh5CTFxWPxWL10D3LSihEQ5onH33wAvQyEfS3DR3bExg3RqKvTF3ba2Agxeozp3LQxSqUKS9/djtPH9UWD02b3xcJnLEeZ3ksenTsQN65nMxFf1KCGV7wM3ae0R05DHRJSC6GuB2T2gFoAiGTAT088wMTMj16YgJ9+P4MTV1LhILXBwmn9MKCH+TEhPf7NlfPx6aI1OhG/98iOePTV2889/TDnAayPvorolCzWef9o/27oHNBywWxL1NY14WpsFhwcJOjaKaDF3HktqUVlTLyn722ljWZf8FSAQA0IFEC3EF+09TV14DGEXufh0N5ssUR6WTlHvNcORbMqKpFZUYGocF8k15UwW/tO7l74YtAYtHPTCPPm6OjpxZYmhQIHUpJR3dSEoSEhWNl7Pn64dQRXyjPga+uCx8OHoJ+H6X0aia7Pdu/LFi0L9m83//4sGzYw3KVSjA7VxCJ1cOoBab496pXcQt6eLtzPd1ptuka8N0AkUMHPpQJpxZ6o5ckgNij/vJZTgM4l5serfCOhs65Wqdlgg9UednUQC7kua/HVibhZFY/Ozpqx2gdnT+jEe6K0oR4vHT+Ao7PmY6hPW1wuzYKXrSO6ut6988bIyDAsPWyDmiZuofikLu1Rr5DhsWNbILSrh4Fxsw4JX7Myr7Iaz2zbg/gCzX1O9wBfeLnbQ+Ggt45QidXgN/LQ2KQGzDzX1vR4rIrLwEDvUKwcOI2J2z0CuS4T3yee0on3DB4g9Jajg30AIt098XifHvB2sNcVIIwMCWdLS3R2mYj4ysNQqPXvv7pJiowqd/TxCsTHvcawc9MSIW6fIqVkMepkmoZWqbgDQt0+M3nculuX8NGVI7rzNsjeBZtHzIGX9N91G/z/BauA/xcQVcXCPdSoe5cE78trzAqpPD4fro/MYcvfAnXKkiU0WUFTNyktBsQUxODdc+/qfiYhcfHRxTg49SCz2DaEMrl/HPYjfrz+IzKqMtDVoysTjOzFt7feKf/1V714TyiVKPriCziMHgWRl/nq93uJTVgYwg4fQu3Jk1A1NsJhyBC0c3ZG//J6HNu0CL0z9LYpD+ZfhiSnD9C2DXBxJXD9d80vyML84OvAY7sBiYUJGMoCfCFeYyVo72XZbt8IVzsx3hjbcj58q6Fzbf+remGUjvlDvwNi8wUBOdU5OJ13GoLUWHSwUyJ8eAlEUv3kkFwtxBWvqTjKX4xx2RW3zeO8HcoK85Nuzk21kAuEeDNsIk5/+wmzcBc4ty43pyEuHjkLFkBZpenGKrKzQ8CKn/D9sO9b/sPCOE2ntW83TcFGMw9G+Zp0+IV72sNWxMfNvGoIoMQHwnWYLjgFG54C6V18YNeuH1xf/kw3eA1wCGCv/9WVr5BSkYJw53D2eQlx4naIZVbp7W/M0VZmWvk4XhqMdTwhi7DQQqI2RRgYEnzrsMnfduLlohsvGVfVepsdWUVvpFWlMQFfUVqKpkRutxTbzitx2HjgBoqqGzCmfVeMsZCz1mooj3PmRo3dZ1kK4BYBjPqYrV9+/kNkVJtmYhIPhD8AaXWBppto7wtApbZDSM3y6wt43cwK+DNCH8SphBUsTqBtjhoPXOQOjat27ID90CFwHDXK5G/rr+rzubQoqhohH7XKYpf87ejr2xfLhy/H+vj1KG0shfDZAQjrsIBlJVERwO2g6/HeyXuRVJ4EW6Et68o3hpwDDMV7tu7GDVT8/jvcHn/8rrbbihUrVu4l1LmqFe+1kLHKr+czLVpNU/cnLX8HVI1P3cnUOU1C7q/ze3F+fzO3Cs/+fk1ni51UWIMF6y7j5CtDWJezIUFudvh1fm98degWkgqrWTbzq2PaciKeLLHAuQ2vAAEAAElEQVQ5Jkcn3hP0eiQqkchF45G/GyoiPfbiEGanTfbt1DlM7gjF1Y0Y8fUpVBvY39O4h2zMSax2uPYzFl6nGBw1QC78hzYDvvsBO/PHsnuQK06/OpTtHxoL+1iwxzfGUSLCi6P+QhGhAbti8/Dqths6twUS9tbN78VewxxUbHA0oYg5RViCCjuoGICKAiwVMLQW48gIY6h7+spbI1mHOcWItYbU4hrMXnWRFcwQEhEfP83pjqFUiNwCKUU17NiTA4KhhTx19l/K5BYZUBd6b18vICOeZRAuVczCr8pRaIIYgbwi9AlxxRfTuui7m+09gYe3AgffAApiAdcwYPg7gF837vstMe+Idbvz2UbI5zhqUPHE5CjuxOAxM4UI+XDHGVVnDBXoJz8fER5BStGT7J6I7PzNFRRQt/cn+xJY5j11cbf35d5X3yneThKseawnPtybwK47VBBA1xMqCvjsQBJzH/hNMAKviTZz/7D9g8iR2SErpRR9jsyHUCveE+knEM6jDiPTse/Ezr74/kSqxZgGcjfYfjWPOTAYQwULxlQqREgZs+muixio6GTjgt5YcSoN+ZWNLB6BXFzIta41DixU1HL4hcFIyK+GWMhDuKfpxCJFJJDDgCG3imrw8+l0TsGKFStWrPxbFOVX6MR7Q/ZsjDYr4BPDJvdgy99FTnIBRDZCtGnjg48/4Taj5aYV4+Mn10HRnA9PIv5Hi9dixaFX4RfCFWvd3Ozx5bLZ+GXVCSTfKkRomAfmLxgCX9/bzz+eOBLHEe+JbZvOY+CwdmjXwXLEwL3C1c0eq9Y8gZiLaaisrEfPXqFw93BAVV0jpr63DuW1DbCloYJaDaGSh7KyOoT7uOPQxVvYfOa65ru2thbLtp5Gm1BveLuZF7/COlJx8DvITMyH1NEWXv6tKzq1FYuweGhvtvxVzl1IxYef70Fjc+RVeKgnvvxkOlyczRePFtfV4lBaKlIKSqHiqaG04zHxnlA3C6BBHq7wCnLCqaxMDA76a4XZ5XUGkQJGdQUUu5qeVYFzTy+GAiq42bauaS63qgqztm1FXo3GbVcsEGDZ6DH4pGvLzZdZRRWoqK1HhyBviAzGKg9GtMexLK6bpotEij5+/jiQaTAOYdUOmjfR3d0HS0ePhl3zXKFEIMXC0LewM28tMuuT4SLywCjvaYhw4BY0FjRo7NqNkYo1x48nMy2+cJE5w05ogzpFE2ffTfDnRoMejkuDqlwMvpv+XkUiMB9PlNuQpxPwT2WbzvWmVpTho4vHUdRQg4G+IRjq/dccm6mzfdXsSfjo4AkmwPs4OuCZwX3RJzgAP8Wdx+WSXPjLndHOm7t/2jt2hEomRXRBFn44dUEn3hNXcvJh0yg07bS3UaO7QxROK3IhN5ijlyv5qG7Q3PefKUzHxpQrWBBp+hm8WmbaQKiECi+O6XPXEQLuNsGYHvQlYko3o1KeBz/bTujpNhuvd3JuVYe8jdAXHX12o16m0UWkYtP77rLGOnx27Tin6CSrtgI/xEfjo55j8G+jUvPY0prH/VexCvh/hQrzohMaLU/y/G3kXtHk3pHQRVcY6mygPGeyzGtmV9oukz+rkdXgePZxTAqfZPK7fn792HKn1F0wzd+AQoH6mEut6la9F/AlEjiO4V5EPMvzOeI9IWioR9mqVfB7YzFw6nPuk9CE0oUVwJDXLL8QXQx9WrYx+tuoKQT2v8KNSiD3gIsrgIEvmjx8W/I2fHThI02nswDwfFyIDWU8+Db/OeVfLpY/D0W2EMguwOqLBfhsSifM7Hn3E+eUmc4TiViHvSEx3poChtLaJo0NfbMVfWso+vhjnXivdXwo+OADhO3da/4PaotR/tt8/J7jgky1N3ra/YhJj70IsZ/mpmfRoDCU1siwKSaLdbr0DHZhk4x5lfWY80sMFgn2Yo5Qb+8eKioAPC4DHtwJ6l62kViLuUCwIxwHDDRrXR7laZqPrqWjyBlj64y+zPkihLeZgGUeIfj6ytfIqs5iduov93gZAY76STTqknMsKYK5GlZHXh23tFNtg/Zumipovr09eFIp1PX6/Nscew+8OPgZ1J7SbMuua6UY39UZP472By6vBqryNIUi1CXVWrscKi7y7wk8HQMom5hVvZbLRdzPpJaxQWPwRm4mcIg7mWtIkCoLB1Q9MVZwSbfud8VQjO3wOL7xbIs18WvQ7UIKfVhM/rbu3DmzAr44KMjENYLOUSHFOligMSkJVbt2s/fpOHEibDuadvn09+uPrp5d8cO1H3Aw8yDO5Z/D7HazMSViCloDiSbt3CwX/jRcu2p2PRUk/DU5wYoVK1buDTkGXat3koP+d0AiMlmip5Vo7KRHtPPEdw9FcWzQ/7yaa5JpTR3Me28UYIEZq/heIa74Y/GdW/+dS9O75xhyPq30HxHwtR3yxnb2ZAVunF1P66hrdd20IOAIuccY7KDSWxq3nTGfWnwdElKZHfe/AJ1nr/95kyPsUkb88hNpeH2sqWBHVvcvbonVWaJbggRWWjZfysHb49sxh4C7hc4hO7EAdTLTnEttjrdQyIOdpPUdwh/vS9SJ9wSNdd/afhNnXhvGjoe513hx/SmE5vyJCF4ejkkiMXL2C4gK9dFFThRUNWD9uSzUNinQ2d8Jn0/tDCHeB1Yex2/K4Vil1N/vZau9UF9SC0/H5iz1Zio9euBU702wF/EwKNLbrHV5Sw4JbnZiTiQHQXW1o9p7o52PIz7am8A6sIPcpHhtTCRHVM8uq0dioVEMWjPVkJp05XcJcNa5U1DxiblCi1VnNPMCe24UYOvlXGycEQhc+kUzXxDUD4h6BBBy90FLxUWRPo7Y9+xAyJUqZj+v5WKGxrb3J+VEKMDHbMExSHlNaIh4AGt4c7DhyxPwQwnO2hjEwjXzuPIPfG9GwJ8U5YeoIBf8eDwViQXVqGnifu6JM6mlZgX8YHc7zvml3U8UF9FSUcm2K3nMfYRcC6i4x1y0B+33b44ms258uk7O7hWIuf1bH5/RUiHFtZxKk+s7Yc4Bw4oVK1b+DUrIPt8MtQauJ/8U+enF+HjuT0iP0zSwRQ1uhzfXLIKDQYb78V1XdOK9Fvr5xK4rmPO8qcDTNtKHifh3yvXL5ptiYi9l/CMCPiEQ8tG3v1EHtlqNmooG8Ghs3Jz5Tg43P28/hw5h3vhq0wlOoVx+SRV+3nkO7y4Y3eIcENnp/xs0yRT47JsDOvGeSE0vxpoNZ/HSM6bbfDwjHU/t381yzhmeAL8J4DULZmq+GkqJGkkNZUhKKsPWpHg807MPXuzT/663sbOvF1yltiirN3+PWS+Xs8x2tzuYb/4i+qxOvCfo/bxz/BhGhIbBhuIsjGhokuOl1XtwoiQdSjs1HJQ2+HrieAxur3FXeCAiEjk1VVh5LQbVsiZEunlg6eBR8LCV4kBKCsBvPieUJJvzIGgASqLL4fMg9x7QSeiHYPXDCLcDhoaEmxVmIxxC2XNQI5MhJCy7iGxRX2l6fzEwJBR9JI/ii4S9SKougLfECU+2GY5urvriivy6alyvKYCiQgxBPR98RwWLJ64WSuEmNd33YXb6sZqXnT1yqg01MhV4DkqszTjPxu37C+Lwe2osfhk4FZsv32AW9l39fTC9eydWjNJaglxdsGXeQ+wzRsWe2ma7i8UaF9PcSk1xUIBLBUQCJcKkHVGb0xFD/1wNJXUU0H88NdRCjWME/dxERQ3Gtyc8YGBQOwyzDcSW7ANIqclFYa0KRdWOUKn1Dz5blGFWwA+yd0VaTamJ20GAneV7HhLKt2VcR42sCaP926Kvl2nhi7dtJMb5vY0defuxp/Ai9hd9h8Ge/THBZ5TFyF9jzAn3WuLKCyFrjjsw5EqJaSTxv4FazWtVvn1rHnO/YhXw/woZp40dRDRE/jMitQ6lAtgyB6jR5leqmfU2s0QcRp0xGsxZVLNH08XqHiLyNW8XKvK7vY3o30nNkaNm1zfExgI5MeYNbLKb8/vuRzLPcsV7LWnHTQR8KtT44tIXnHOgWCrAj0onfFKq6ST5XPEQFAaXBDotvjx0C1O6+d91HmCTky3qXpkH6bcbgOZB1Um/rtgfrJngpi6vO4EKAdjxMkKWmgZFRQWELqYVuyV7P8CkjGnIa5a3t1YDe1adwK/vdWRf6vKUFDxTdxNPjwuGoEuUzjYx2E2KTn5OmFhi5hygTvC8y0CApluvev9+5L/+BnMSIMoiwhG4dq2J6EvW5xNDJ2JP+h7dOi+pFxZ1XoSJPv0g2TAFKElq/g0PGPE+4OCFYbQEDkOjohESIbeb7/tjKVh2JBmLBe3xuugG53fVsMMFFdeybFBbe/jZ++kKXVwfno2yVb/ofr+lzXDUirgD3H2xFXgp7VmEylM1K+K2ASmHgZkbcFsS92iiKSqzAUc/YMQHQGd99SptC7l8GEKDzmeFXhDH/9ziU5NjxJPyF9BNkYy2/BzcUIVC5tEJs6RiDA8azpaKuq0oPKF3HtEislDl6fHMEuQ++5ym6KAZt4VPaApNmlFWVqJk+XLUnz/PihiakpN1jy/fsAG+n38Gp4kTTZ77lVOv4EzeGfbvgroCvHfuPfZeJ0dMxl1DH9TcSxBLuJmmWsTB995u2ooVK1buBktC9cj2f9Hl5Q6hca+heE8cTSxmYx5Dm2VL4+N7PW72s5BN2pIA9k9wJqXErLUjORMg7wo3Fuc/MG4mG3wqwDD3Po0FfOq0fm9X3G3Fe2O+PZrCcs8psuluIHtDyq9feToddU2m29o/zL1VHciGXDTTMU6279SBTOKrMd/vv4I385cgjApWCcUp3NxwEqq3osEXipgLAJ2zZKlO3fmu9lpRugsQPBB7bpkWsZTWylgEwtC2mnH/8aQiPP3bNd3xIJGdYiz8XbifBco5f6xvENaf12e0u9uL8dSQMBbB8MSGK7hB52MzzwyLYO8puLkDm46jofhNrIvOYJ3t5g6tBDIM4nPH0vl+ozDc21EX6fD4wBAT5y5jzqaW4vqPb6BLU7MjXdyfmvHwo6bF9MZQDMD7u+ORUVrHnB1eHNmG40JCMRKafHceK5TQFku87NsGvx7WdHJJ0MSGh8YutzU802sKuSeQawHtM8qkJ7H8qd+umn2cOZ4bHoG5a2M4dvdz+wezQgctVOjx/fEUnEwqAZ2+twprdZ+ttdGZ+OjBDnikr+l49bU/b2BXrHZ+A3h/TwL7u79SJENcz6lErYXCsdAWIimsWLFi5Z/k2slEmLuY9x56j9w874AvFv2iE+/Ztp1KxIo3N+OVnxboH2RhyGQppuVu8fRxuqP1/xRxaQVMCGSHSzuVxAdS8kqRnF3ChF5jYpPzcL+SklqE6mpTcfbKVf2YTAvlvb978qhevCf4mo57QZPm/FWJNDnihqy8eglzu0TBtZXd8caQFjd/cDesOHsJNWaKKzt5e92ReE9cyjMVJCsbG3GrrBSdvUzvWVccOI9DSIUyWHOel6EBT5zejkshS+Bka4ucqiq4iWzx9ZBx6OrjDXepfpwxJiQCh9Kb51ibsS0G6hplOHszA2N6a+5PLuTlYOHenahpnm/2sbfHhgenIcyV26rjJfHCA77jsStf39wmhhNmBz+IyUFd8WL9flzO0p9zj/Tuig7koAVg04Cn0aiUw4Yv5MQkbEu7idfPHWSFEFSUoZTzIMqTUts4ClQCuNvXwsFWX8jpiGC0ddQ7wC7q2hNvn9ZrMTxbFfhi/Vwracs3qnMwfu16VJVpnmd/XDL2xSXjt/kzOC5g5riUnYv3Dx5HSkkZXKS2WNyvF+b11jeBBdjrrwsk4muF/D7t+uGbi+d1vyPxXkX1AtqX036OjV7e2UaCdu6ekAiF6NgpAtGFGXj0ZLOTswE+tuaLSBe3HYBzxeloJB2vmWnBUfC30zsSNyrkWH41BoczU8EXqpGh1IvnG1Iv4+VOQ/Bke9PCl1+z/sCRopO6n3/P3o4mZROmBzyIv0JibjGqKhvNxj6EOLTOGcTKX8cq4P8FVJln8bWLMxZUVcNFpQJ9HW91sEc7e2dY7rM1PxF4q+IWpEIpAh3vots5+7yBeG9A4m6OgE953HvTuV3K9JokDN5LXOfORfXBg1A36L/spb17Q9rNciftP4Gy1rQLl+DZSgBXCxMBZOl4H0CZmKvOpCOvshH9wtxYZqijo4WCCBJJjbhVfgsNCtPBV6xEM+lG9wUpan+zE26UFeppZBXbGg5mHMT7599HnboOtovVGN/QDVcKxuIGXHSWo4ZZ9K2BuvmFvj5Q5DdPKjZD9vsCe/NdahsSVDrxXsuZxjBExyYg4uAelK/XW4jaDRgAp+U/gicWs0EL2enW/2insYY1prmLRlVfj4J339OJ90RTSipKvv8BPh+8b/Jnnw78FNPaTMPN0psIcw5Df9/++gHS4rNA8kGNuwJFNLhxzz9j8Z46iL5utn9crRzHROwH+Ocg4KlZrENeny/getaB2U/y+WqM6eSA76dzrfc9XnwRIj8/VO3dC55QhGs+fmZuvnhIa3REqMDo+kK59C05UJSmAlvn6gtNqvOAHQsBj7aAjybf7PFOj+NiwUXIDYSAiWET4Z95AbeDuqIcBHJcVbZhC3Wt/fIg10bKadw4lP28CvIcvbuBwM0NztOmsn+XN5bjWPYx8MHHiKARcBoxAsG/b0Lltm1QNTbBcexYOAwbyrleZz/+BBrj4sxvlEqF4mVfw3H8eBabYhhfoRXvDdmUtOnuBfyKLGDTDFb0IVUDUj8/1OepOe/Tdc7Dd/fcVqxYsXKPOZem6Rw1xkwTcKs66EnsvJsOdeqWNhTvtRyIK+AI+A9G+eHXC1lsjGTYqX67/OY75bF+Qdh2JYdjVU9dzYPb3FmR473Gkp07E0RdTTtx76dxc3x+FVacSkd2WR3r4n56aDh8LAiQ5taTeFphJiP9dpBQmV/ZYNay+3aQqP3CluusA56I9LJHRYMcRdVNOmHx40ktZ3+bg8RxOucNkYoFTBw2h0PC7wjjc8fZndS3kH1hG7Y3dsd3x1J0nwlyrVo/v5e+YOGhTRB/twcw08RMtvYEdZS/9udNTjFFVlk9s4b/YbbpveIHD3ZkxcSXMssR7GaHoZGeOucAyp0/eauYZdKTzXobL+5+NxbvS2qa8On+JLPiPQnOSwe7wCnWCyivhQoClIVNwvBZSzmPe2pIOIvG+PMKOXSoEZtTyXF10JJaL0UXw5cnl7SM00DIIFiC4ikW/npZ93y0vW9sv8mOPXWkEwsHheJwQiFzUtAyop2XLu+dGCeIMRHviRhlO4gEPJ3YTsfko0kdOU4MI9t7sSx4spPX4igRYk4fst8HqurlOBhfwIT00R280T/cHTuf7o9NF7OZYwetG9+Ze42kPProVPPXf+Krw8mY3iOAc7zKapuw57rp/Ma6c5l3LeBTLMj89ZdYBIH2/RseO3qfTwz6a8UBVqxYsXKviD1zC6A5JrLRpos6ffmqVFAZuVu2hqzUIjbHExRx55GmJXnlSEgtgTrAkz0Hv7IGvNoGnN1zlSPgD54YhS0/HYNKaRBhI+RjyAP3dh543IPdsOfPK6is0I/lA4PdMXDIP1/YYEhpdZ2Z7j7ARiKEn4cTy7OmcYMhAV6tixH9u0kvKcfPZ2LY/zv5eWPRoF5wd7PXnXaGeLib3nsV1NYgv8bMfLuB+GnQnKyDBP/Mysq7EvDPF2RjycndKGusJ9UY4X5ukJeokV+p2Q4/J0csHW/qOnQ7ApycUVTHvU8U8fnwdTAvyO7KSIDSlbuTZLYqrLh8Ee52Dlh65rTuuHf09MSGKdPgJNHce3w7ahymrNyI5Ppy8JSATRnAl/GgFAM2zWMimn9849hhnXhPFNTW4sMzJ7H+Qc2cpiHTAiahp2t3JFQnwt3GDVHOXSDka8bpG+ZNR3RaNjJKy9E9yA/tfbj3mhIBt+O9Vt6E9y4e1Yj3zahFgMJJCbd6Oyzo0B87Cm8grzwLUhs5Ih3C8WXfxzjPMadjVzhLJNiccBNNSgWS5HmoV3OLlOk8KxXUQAgRe34iNjcfJ5LTMbKd5fz36sZGLPpjF2qbNPumor4BS4+eQpCLE4a10dyTzovsyY5RjVxfZNDbMxBFxnMB9Nk1Okf5ch6EIj5kzdtLcw8fDBrOxHst/byC0dXNF7Fl+jGrrUCEuW17sn/XKxpxqvgmmlQy9HfviC6u/vhz6BPYnHEFZU11GOIdgYkB3EiUF47tx4F0cpIF+A4y8Kj4xYAfEs7i4fDucBTr72FJqD9ZfNZkHx0qPHHXAn5VfSOeWb0L1zI1700aLkadk/48lApFeLLDnbt2/x2orBb6VixRsXkL4iHGemdH/O7ogHC5DEVCIcoEAozJOYSo8LG333lqNcoOvQ7+5dUIUcpxTCrF1+1H4IMRP8DJ5g6qB6O/Nb/extHEwvnN3m9ixfUVTLSinG76+Y5eqxVI2rZB8ObNKP91PRQFBZD26QvXR+bc09e4q+2KtDCg6zcQMw+osFjZBUMF1w3+wBno+zT+bW7kVmLmygss71LbNXA+rQw7nuoHXmBfTQGHFhJ4+z5l8hyU0S7gCaA0+qIMsqFqqQL2hdmZl4Ybau7EK2WcEpTFeqs505UmcJxsW7ayqWysxNvRb7MvEaLBhodtNjfw4rCReEPaBzYiPqICnDmVfSbUFgPXNwMN5UCbsUCgxn7G4+mnUfDW25yHui1exMR9c6TyzBfFJCQWws1AvCfqzp5F5c6dcJkxg/1M+aIuw58E9jzHeVxDuQhVq3bB+90uaIyPh6rWNKOz/oJlAbqbVze2yJQyJupSF3Yfnz4Q0YCpnb5zW03RE1evsk55284awduQmMxy3YBaDiFekD+Nz/EQRgXx8OHCh9BOIMLZfmqkl9bCzc7GbF4qHQOXhx5iC8H/5iugiDvxxocSHfmmVmWK1EsQtiTgx2+HrFqNyjQHKJr4sPdtgqN/I9Q3t0LB94bAxRndvbpj47iN+D3pd1Q0VmCQ/yBMjZgKlNz+s+fFr8TZyD04FPE+GxTTpKHxe+Tb2SHot40oX70GDXFxsIkIZ5nw5I4QUxCDJceX6Ipbvrr8FX4a8RO6dukK2y7m31f9pUuWxXvtfikshKq6mhWWaKmRmy8gIneMu2bfSzrHBvooBfTLQ2V5O9SL+0IcEAiXh2dD5HXnN+lWrFixcq8hsavagiB6KL4Q81ppi/zFwSSWUazt3iSnnDVze1oUI81BucrmcDDKQafM6y+ndcGXh5KYiEq5yu9ObA/f5rHRvSLIzY4JYL+czUBWWR16Brti/oAQs/bm/ySRzV3HxvQOccWje6sxVdkPDwoMOu5FdsCAF/Bvk1pci+krzqO+2Yb+em4V67Lf/+xA5vx03CD7XMjnYeEg06IDOsbG4p4l23ZDXKQidh79cDwFN/Oq2D58tG8Q3HRd6uaplynw3OZYTmRBUlEtlgwNx8AId3Yu0PlIHeCWoILb7dfyUFzTyDqp+4W56zqkn9p0lTMBSwKoYVyEIZGCfNZVY0JJEr6LceQ8z6XMCmw4n4VFg5v3ocQRs8YOw9lNph3cWy/loE+IGzs+JEwbQ/c2liArdWZjr5QDacc0haGhQyAQSTC8nX6cQ7aZV7MrWFEQ7S/j+wwqiNbeTxkS4WmHvc8O1LgbDLwClKWCL3GGh725cCpgWnd/thB9lx5DQZWpnXEXnpnrTNb5FgX8AzcLzBYD7IzNZ9cfR1sRcyXY9fQArDuXgcKqRgxq44GHewfh0/36POAgfqHZ509R+6F7kAumdw9Ao0LJ4gaMr53kurZ5YR/mAnElqxyh7vZYODiUdelTscKjqy/qio0opmDVoz0wMMIDn0w2n8dMOfQtifcEFa0UVzch0E0/gU8OFOYKLaqbC1zuBoqT0Ir3BO1rD3sxK46gz/wjfYLY+7RixYqVf5sze6+hlCz06TpI4pSBkhpzNB5zX22d6+uW7w9j4/ITunFzYJgnPlw1D15+t8+a17L1jxioffSdvip7W/AKymBnyy2SC2rjjdf/9wh++XQ3ivMqWGb7429ORGD4vZ2PcHN3wP9Wz8efv19AdkYpIjv4YspDfSC2MK75pwjyNt+J2iXcF//76Sj4DSqoJPpxiVgowPyJffBvk19Zjdm/bEZVg2ZsdjOvCKdTMrD76UcxfEh7HD2RoHssjUNnTTe1BXe3lcLRxgbVTU0m3co1DZpxM09lKuJLRSL42Dvg50uXcC2/AGGurng0qis8LTRnaZGrlHju1B6NeN9Mak0ZHovqhgf920OuUqGHvy8EBg01xtQ0NmFXfCLyqqvRNygQA0OC2Ljxmd69sWDXTigMHDkf7twF7hY6+dUWbguzGyux+losp2gjrrgYq65cxsv9B7CfJUIR3h0yFEu+2Y4mR6CJPpbNY9ctKQno3yUUJfV1yKwyjdM4n6uxhjdHkF0AW5RqFW5W3UKTUoYuzpGQCGwwIDyILWzb1WpcKyxgAn13b9P9FVdWhDqF6X2Pt6c9jk16HLYiERajNzKqy2EnEsPT1vxxmxAeyRZi1L6VSKs1vQ+AggcZFUJoLytK4GJOTosC/vGUdCbMqxyVUAvV4DXxwa/jY1dcEjoGeMFBZINQRzfsHPsY1iZdRm5tJfp6B+ORNt3w8zl9DKslKP4h0s4DC/p0Z/EHI4LD2PnKeQyPh3VDZmF10kVcKM5infSPR/ZGGycPpNcW4MWrK1Ap1xQL/Ji8G+90nINBnp3wdhfzufEUN3CwWbxnCEwHw9S9n11bgY6u+nl7uVrBFmMalI3Mibm1NvqGfH8gWifeE+pUPjz8HNCrlz88bO0xJ6Ib27/3A2qrhb4Vc5SuWoWSZV8jZ4gYCABkfB4SbPQ3vxVyUzHPLOe+hxtlrDczrq4eHjcP4RuXb/B+P9POXbOUZwCp+nxuDj0fN1k1K3IWpreZjjp53T0X7mtltUyMFPFFGBg+EL6ffIL7CYfRo2Dz889oopyZZgSennhX1BkXM8pxDS9ihuok+vHj4eobhj4PvQ64/Pv202QtaDzZRBMoF9LL0ffhrcD5HzVdHU7+QN8lZjuivey8MKPtDCaSarER2GDhqOUAWTmVJOItVXvM3VWq64ihDo2XRrXB1BXnkFOuETgPxRdhd2w+di3pb9LVYsiFwgs68d6Qs/lnMG/03Nu/6eJEYO1YoKG5hefsN8Dwd4GBL8F56lQIvb1RtWMn1EoFnB54AA5D9R3SOiiv5tZ+dHFTYb8Zg4o2FaZ2VfTVeOBSBhLEN+HjZItJbgpIbgBim1GQVByFQKxCbb4ERVedoGj8HfaDB0McFs65odJCXe2GyJVyXCy8yP7d27s3UitT8fSxp1HSUKKz0l8xYgXCXTQDlIa4eOQuWcLEYMKmXTsErFgBkZcnp6vKmEK4QekdCDRXT9Ig+046weYP9MWXuyqglutv6sY4n4JPI9eClYowS3ZchM9A0+uMlsa8SmQd8oBKrhksVKXbocqvAU3HDkJesg18Jye4L1qE9vPn4aP+H3H/uNdC4OY28xa9Bjh1mYgZHSx0AhJJ+yG6vBpenrXAkgeAXouY7T3xycVPOM4UtfJaLI1Zii0Ttlh8OmW5qRWtMaLAQPbeDIl0jWRxAXm13POuh1cP3BVkoZTKjQXhU1OkRyJcX90PSK1WRlasWLk/+O1iFt7aYbnwyZxVuDk2x2Rj+UmuKEYi6Xu747D84e6teg7q6tx3g9tdrIXEG2NIpJsc5YeaRjkrXmyx8PAOaZApceJWMRs+DI30wKcWBLB/CxKBuwY4szGnoUCdW9mAmIxyRONJRKs6YDD/Opw8AzFg1uuAu1Ee6L/AhvOZOvFeC3UnH0sqxvKHu2FNdAaz8ibhcv6AYLP523SsqdP5++N6W0saF3/7UFc424qRUFDFhM73dsfrRHcSjV8dHYk5v1xESnGtbty841oe9j47AI5GBSKGXM6s4Ij3Wuj8eHm05TxCLWSHP+WnczphfOWpdGbF/8bYdhjbyQdbFvZlnx8SbSd09jXrIqFQqtg+qnDtDBQeNvl9mridSRcWse9mAeuAd7MXY2a4CuPrjiGjvQuWJThAbdDKsiM2H0MiPZnYa9gFrsXfKDKCtods96ljn4oRJFXpAEVNVTVPWNp5ALP/APy66XLV56+7jOxyzWRumIcd1s7txRGFqVjGHJE+TvpoAvqM38F5vHhwGDsPDOltk4lwnpmbDxq3DXnN4nNV1psvDiFb+99jsmFvI2QW/s+PaIOlU7iFvVRgveVSDruPu6SKxFSBaRfORVU7zOjqh6nNxQfmoGKXddGZqKiXseIIej3tvvlgTzzHKYRcAN7dFY/jLw22eG0sqzMzSWuEu70NfJy5Thh03Mitzdg9gpwW7pYTBsU7WkpqZXhldFuL54YVK1as/NOc2nUFnz21TvODVlAz+AJutPBdYcyZvVex7pvDgEgvbGenFePbt/7E0nWW53AMaWiQ4cAegyanZtRujpjwkKbD1JCB47qg/5hOqKtugJ2jLfgtCKh3iqxJgZhzqZDLFejVLwJPv2heAPu36Brhh97tg3AxQW8xbycRA5UKnI1JB3Pnlmu6q/08nfH5Sw8iPMB8oeA/ydYrcTrxXktuRTUOxifj9RfHom2EF86eS4Gjoy2mPNANUV1M75coG35Jzz749Owp3TpyHPhkxEiEOrriRkEhJGIBPog+gTIDp96X+vTHU7t340ZhkW7d9oR47J4zB+52lr+X48uKUdxg6qZ2PCcNH/QZcdv3XFxbi5kbtiC3SlPU98vFK5jZtRM+HjMCA4OCsXXGTPx24wYrSBgTHo4HzTQDUjTEmVsZCHF0RZbcMONdg7edI6cIQMuRzFTUoJF1Tw/yCUZyXQUGDIvA/rRUjoMDidNbr8VhSpf2rNCh3sh5w8+RO99IhQIxpZmok8vQ1zMEtYoafJjwI/IaNPvWXijFa5EL0dFJM8bNra7C/L07kFKuKbIMcHTCL+MnoY2bPgY2wN6Z5bOrjCxaI1zcmHivhfZBa3mm4wA8f2EnZ50YQjQp+fQPPQLgVHEmuK17XEi8l3vL9N7i9iqo7Hg42ZCCXdtusk74R9pG4fVuQ/FRr9Gcv53epSN+vRSLGm3RCb1FMxnZE9tF4sE2lt09LuXkYs2lqyiurcOg0HA80a0HpGLNvlmRulcn3hNytRLf3dqBfu7tIaTJWzOUN9Zz97aC9gv3PLIX2SDEgTsethfaIdIhAkk1Gr3Lli+DRCBHqF2nuxLvidOJplG39XkKLA7qhw4B1kaxfxqrhX4roEm7A3GFqG9SYGQHb9St/5WtD7sohrinGjIh9xM+NMCMmGgG+eXV7EvckJ6NTfg6dT/QWgG/hiYhzcym0KRGl5lm/4TsU+61eH+l6AqeOfaMrsvUw9YDq0atYhbh9wt8sRhBGzeg/Lff0Hj9BuvErZ8wHdHrNJPKMoiwUTmSLZ7lNoi5D8R7IqdC3ylgCHXYwMYNGPK6ZrkNb/R6A908u+FEzgm4SFxYIYfu+AT0BNVRnmzTyOwKqWBgQidfZtGoFe+1kKXi3hsFus4Tc7iyzn4z6yWt/GI/8alevNdy8nOg21zAzg32/fuzxSJkQb92HFCehofVEuzhvYM4tb67b2Z3X3RzEsFYwv82ajoOCzoCFzSTg6saa/DN6VXwrifR1jTvqC76NOzbOMNp3GhU7Tuo/4VQyHLTtaRUpODJo0+iqF4zePKUesJB5KAT7wn63ccXP8a6MZqbtfzXX9OJ90RTYiKKPlsK/2++AQpuAE3VkCYmgQ8vqAwmSKlLa8GA1nUymuPJ7rPAE6zFmguHUNcgRL8IZ7wfOBGNa9dB4qyftCuNd0BVxlU4REdD2qMH+AZFTLrHnC3VifdaavNogk4zsa2qqkLxF19AHBJsWoRBE7KP7QbOfgtUZACNVUCtfmAPvogVdKDDJMtv5sZWYLvBzWnOBaSnHoDN5JWwF9kjnSaDjUgoS2DFJ1TgYg6KA+FJJFA36rutDMd5cgGwf5wrJlQko62rftKdBk3LBi/Di6deRH6tflJ3V9ou5pCxqMsi3BE04CORvt6oq4k6IEXW7iErVqz8e5AwTRbLFXVy1vG8+iz35s8Ysn9uDRsvmmYuEofiClkHQWvE9ZLaJrO55hTB8lg/8+M++l51lpo62PwV4vKq8NiaGF03NwnjZEVOTkf3C1QASLnkGy5kMcGeOoCnRPlhwg8aYVAJAf5QDmWLbbEAifeBeE9oBVxjimuaWPEpWaDTcjteGtWWdTsfjCuEnY2A5ZB38NXcP3Xy1/yfup+psJVEU3IBou5vrXhvuD3bLucyVwVLGOaFG3K7zn0tPxxPNelqX3U6nRWlUK58rxBXtrQkHD/08wUmltqgI0LEkejN1zj8EMrIB2DTZjhwJsbkbymDXptDv+ZoHbaJf8QSfh6m2bhghuxdZKv1n+9Tt0pY7AVZ4pPYrIU+uk8N1R+TzNI6PLY2hlnrs/1gJ8Zqzy3oqhXviboSYPczwJPR7MdXt93gHHuKyXh7VxyLw7pVWMOE5Evppp3g9NoLB979uJmuGzKFkhUXkbjdI8gF348OBZq1F0PisktQllSEnqFu+tgBA7KM7rm0aGMVKKLh26MprIB3chT3Poz265ZFfdi5cL1kLFLU1xFRq+8u+l01At0HjMbMngEtxjgsWH9ZpxNdza5kxQPfz4pi8QXXsivNxk3QdZViBczRI8iVWdMbCv/GeDiIEZ9fzQqGDKHXXbTxCtINbE6pKOaTfQl4a/ydxbARVGRS08TdDiomuZ2znBUrVqz8ncia5Dh3OA4VxTXoPrgtdqzSZxizC7LR+LbPyNbF6RzYEA1oi9MMiD2fivraJkhbMcaoqW5AY6NpQwVfIsasl8ab/RsS7R2c721RVHZGCV5/ZiNKizXzzVI7G3y4bCY6d7s/5my1fP3sg/jz5A1cSsyGt5sDpg7ujIVLNPoBHUVhkxrCJnJNqoS/x/0x5s+uqoRCSu3xgKCRx7qOiZKaOgiFAkyf3JMtt+Pxbj0Q4eqGvSm3IBYIML19R3T11hSMtvXUiMIDQ4KxOzkJVU1NGBEShuyKSo54TxTV1uH3GzfwTN++Fl/LTWK+7d2tlVb8a2Ku6sR7LVtib+LR7l3RxsMdXbx92GKJ+iYZnvh5O65nF0ANNQRBPCgd9PeX/b2D8EBoO6yNieX8nVqowq26EtyK18wDf3/1PETlAvAUPLPxC2fTs9Dd3xez2nfG6utXOL9b0kPvhFDUUI35Z39Dao3meZ1EEgwLtNGJ90Stoh7fp2zAT93fZ3OT75w6phPvtZ3frx0/jB3TZyOjqBzFVbVIKioGM/E1uIzQZi7qaOrC0FomBnVg1vzfxp1GhawenVx88WHUaEzYvMnksak1pdiflYiBvqGsm96YdEWZiaqplqhRpdLM1TYo5fg5IQZ+dk54LJJb7O/r5IhNj8zA8uiLSC4pRWO9HIUl1ZA70HHSvM9ZXTpjXvduLYr3j2z+s7lQQ41bdRk4U3YFXw6fihB7H8RVmrrYlsmqkddQhiA781F5Hdy94GVnj6K65jnzBgH4QnKMqkE79yI4ihvhaeOHoqZUhIq4Y+HFYXPxTfJyqFQ34STS7IMm5Vnsy/8e432fwZ3iai9FQQW3kJa+jlzt760b4b3qwFc1X7tu97j/KlYB/zakFNVg1qoLLAtca732sm0ABqMUDg3Akt0qrBzLR50t1aLwMC50HGa2NS+cG8OnDkozOAlv/6VzM7eK5X929o5AW7J6bzS6oW7/oK4qrDE2ltk+iwP84TBiBMv3vpfQpOn7597nWESTMPlZzGdMxL+fEDg5weMpvcV8XqX5iRLqqrkf2JGyA3H1x6kH2mSyQWuN2VpoYntMyBi2WMLLUcLJFcwsM61qZOtLza/X0tO7J9q5tkNiud7OUcgT4uF2rczjLrxhuo46+ktvAXatyFg59QUT7wl7XiO2i9/FYfRDZr9P0SPCD31C3aCWyyFp3x6NCRpLqCwHLxwO4g5EKiUO2BoxBM9c327yEo5B9fBQLAdWfgUfRxtIZoxEbYEds4V3nT0btl276h774fkPdeK9rUqFsQWp6NLYhCKVCJdq7HDTU4gSZx4rhCFbfRQUQ5Zqar1Zf+4EsHoUkKPp5PdXSxHFewVX1G059qHmurgsUXvmLGqOHYXAyZnlwosDAvBk1Hw8GaV/jLKyEinHfWHvWQORVInaAhvIamiyqx45Cx6HwMUFft99C7tevTjPLcsxZ+Fp+oVZvXefeReFoH6ahVCpUJ6wDSlph1Dm6IPe3Z6Am5Np9e/t4kUC0s5g1NbReKLPm3CTuKGskTuZ6yP1hZBn+RopdHGB79JPUfD2O1DV1aHOBvh+tiP8M2vBUwPn2vFQ4hyHrdtnYm31FETMe4b9DdHBvQNmtJmBb69yt+vH2B8xxG80vKV+cJLewSQiOW4c+4C7rucC7Mw6iK3JW9GoaMSooFGY32k+c0axYsWKlb8b6gSeufI88pstpT/el6DL8DPHqPZerFO4NSiMOnYN87xvJ97TmJnGzm29HVjmubHl9Yj2Xrpxc0JBNU6nlLDHje3o06Lj0N3y1o6bHCt2ylt/e2ccdi/RWCreL5DNOnUY06IVEqmjRmnUik1W9PcDJDaeTi41WU+nx6CIOxs3EyTK09JS57ChML/9aq7Zx1kaT2uhQoG+oW6s49xwm+f3b93EdHyBaecP1akkFdQwAf92UCyFttO5CWLMlr2FkYJr+GKwGI5hvSEIHYq+zfEJ5FpmiWrY4XvFZHwv/gHevAq8LPwDz8r1E0ZUEE82/0I+0C/MjcUU0DlGFvCGndXU6a0V7wn6rMzJGI2HBUI8JjwEX17zNhTFscitKr4LE5uNOZ1cgtmrLuBcC/b8dCpXNbR+3ExW/3SeSW0EmNEjAGEe9nhiUBhbdMgbNAWVzV031WpbPCF7CRfV7YF1l+EgEeJ/D0VhaCR38i63wnzxiTG7YvNNBHyCCoB+frTZ2Uk9HBXxR5B08wpSbdqhz4DhmHUbR64Vp9JNXBZIWB+27FRzl7qUc1x0sREt2BbbigX4blYUnt8cqytEsLcRoNbAeSWxoAZTlkdjSpQ/Xh3TFp6OmmKACC8HLOgfgrd2ch1cVp3JYJ9L2vfm4sEssWBgKN4xei4qSHdO3wvE/KwpFo4crykQFt1/k5NWrFj5v0d5STVenbkceZnNY5dPAAfDaBPtRbl5nNttUCTmvDS2deNmufnvNpFYAKG45bFtTloxkq5nwz/Ug+XLZ2u3r5kevcPY2FulUiE7tRgxJ5Pg7GaHgWM6w9au9bFWrWX514d04j1RX9eEbz/dh9Vbn7qn7lh/FRuRELNHdmMLoVAoIRDwoTRyVKUiB959MHY+lZOBPeVJkLtqto/MWG1KBOAreOjfbLN+JwwODmGLJZwltni0s36i8XS6qcBJZFaYjukMCXBwxujACBzKTuEWEXS4faEBkVBUbHE9Cfi3Y/O560y8J0gHkmQJobRXY/bILugfEIyh/mHsfml4aCiOpWuahkjoVxtlmdPUqMJeBVGl+c/j+bRsnIhPY8XkfcP9IXEQQSISYWb7ThgcpL9H+CLuqE68J6rkjUisztYZeGgpbipDQWMJvG08cDrbdN/HFhXgyVU7cC5e87sGLyVUnmpNx5LWDEQJVDSYRkdZ4kpRHnanJbH8+GkRHdDOzROzwruxxdA9wNXWFuU6dwY1YK8AT6zCkugdsBOK8VnvcRgfxBWss2qNmv4ssCszwUTA1xaWfDdZX4gUnXoLMWXnIJGQtjcCQQ6WmxaJX2KuMPGex1fBq20JbB2bUIUSLLz8BWYGDIO/1APJNdx7Q4lADBeR5YgI2k//GzEeTx3ajbLGBvBUPPT2rYKfUyaEfM3ntFaViRVp70PUOBlPdhgHf3tNYbmXxAOPBg3DjlxuPEBsxSGE2/WDh007uEpa3+z16KBueO23A5x1IztHwEFyAbklP0OpLIWdZDhcHV8An99y7MXfjZprVNPi4/6rWAX82/D5wSSdeE9Q186KqGnom3cDYpUSfW6pEZWmRG7/MHT9agX8HfxZbrW8pAhCNzfwhJpdXFhXyAQUN1v95ISg8wzgzDLO690SizCgq2U7I5pYfG5LLOuS1vJI5HJ8lPeEbpKALNR/FD6GNR8dQUVdE3oUJmLJ9T/h0VAFm7ZtEbThVwgczeda3g3F9cXIrDa9+McUaro0lNXVUCuVOhHrfoIy3geEu+NsKndAShMy/zYUSUB23kIXOQT1QVDWamxbBHwVPpnU9Y7yXqnIYkPCBo2op2zE6KDRWBK1BBKh+W4JLZTDurG5G92Qzs2dR5agQfTPI3/GyhsrcaHgArPwn99hPrp66kVtc2SX1eNUSglcxCMwWr0WIp5BkQt1RLu3ud1bbX6i85wfxTwlJuAMEFYMhGosJ3kiEQJ/XY+Kjb+hITYWpSLzE0BZDqYTt0KpAr69K1mOE3sudRNc+Xvh+sIGoP0DnMfWy+sRW6KpvBSo1VhdUIxOMu01pQEz5bVIW+uB3Z2F2Dfeg10nVA4OAFkSGdkkeUXV6cR7wolXj+/EP2JQ07ecLvz8ygZNVqgR9DlUNTRA0JwpVfzttyhbsVL3+/INGxC0fh1sO3FtfCnL3XnaDFRsMq2KJJQVFch/9TWEHzsKnkA/+JR07sSJrLBEhaIe8zcuRn5DBkSKIDzUZh5eGdaHczN2Ov8sXrj2OWQqGVAJSPOPYOXIlS2fU8yhhAvJ2M4KOZZdXoZnop7BsivLdJV4stIRyKkehjbXDrCu0Y8ndWRFLcY4jh0L+0GD0HDjBn6sP4CruTtw1Zs7Oq4TKbHzxmbMfPQSQrZvZ+cbQUUahqhVAjQWPYhxX8dBqYpnE/hfzejCrk23ZeCLmi78axs1ebCdZ2KzkxM+iX5H95DkimQczT6Kb4Z8w76frFixYuXv5OsjyTrxXisiys1kOvs6SbDx8d4I9bBnY9ui6ka4SMUQk7JHulx1Iyv30go5BFnZLz2g7wrW0lJnM/HG9pvMflpL/3A35q6lFZCoczXU3Q69Pz3Ksu4N+d+xVPyxqO8djbluB+WdUy67MdTFTNtFyBSqVndf/5NQp+roDl7Yf5NboDejha7ef4omhZIVQRgXF9BQ4p3x7e/YIpuiH9afy0R1g4K9Z7Kyp3z7luhJXe5GMQ9Ex+bO/Zb4+dHurHv65K0SuDuIWUHtkLbmuzO0FFQ14HhSMezNbBbNC1PBSmu4lMkV5cld4aCyB8Z7RWFimC9bR5/HdfN6YeOFLFxIL0N6aR3rvjYmWa0fa3Tjc8eA2pguuiSQqP7F1M5mz50zKaZFGLWQYqVyIrYqB2O3zdvw55UCNAFm4wgJj89cNOqMohOoQKAl8V5LXqV54ZyuTXUyhe64/3w6DZ/uT+LEnK2b19O0qJrE3z5PAme+Yj9SUQMT75uhQtvnt8Ti4pvDOQVCXfydcSnz9pORcrkcr36zCjdLVWgnLMQzvRwQMvY5jTtTMxcyyjFviwoNcs19j83VsyyvnlwjLFFcbXlCdtnhW3hnQnt8uDeBM0FGOfLt3zuEQREebNxsLkN+aFtP9l6vZlXgSGIR22/G0HfFtqu5uJhZhkPPD9I5FMQYnZtayDGC5mW6BTrjq+ld2HfJ7SBHCioe2HQxm8VsjO/sg4XO14BtBnMvxQlIjrsC4awNrXpOK1asWPkrbP7xmF68b6bWoMCToVbD0UWKz7c+i+BIXza3V1ZQCQdXO4htNN9P5cVVUCnVcPfRzwENndILN69uA4ycEsfM6AWxGRcYLb98vg9/rj6t+7lDnzBUOtmiukojrvn4OqNTpDceG/oZivMrOarJxv8dwZebnoSX372d+71+2fR7Ize7DCXF1XBwsEVjowwurvffNZs62EcOaY99h7kNSiOGtINNC8fgn4BE0zfPHIbMsLFQACicVXip8wB08L0zi+xd1xOw9txVlNXVY0ibELw4fABc7Fqe0+rpr4kdZWeQdjpNDUQ2d+y3xHeDJ2D5jQs4nJ0KJxsJ5rXrjjHBLc8Xl9TV4WhGGrNqVzjIobZRg6fkgV9DRQt8RHq2LtLgSgbXy5VEfGEtD5E8TwwP0DtK/Th+In6/eQNns7OQX1GF+CbTwgHKbtftBKOajoZGOVtFTVpXk/Px2uhBmNfPVIg+W2R67yFT8SHhc8fF1FTnJHJgWfcuEgknzoAQ8fiITshg74dQsYIDiovVZNJryas1vY9lj1fTuFkGh+Zrzu9J1/H6WX0s17r4q1g54kGMCOI6oVGxw6Konlh6rvm6I1Ey8V5LnUKGVy/sw0CfUBY9oKWruy+O55m+d2PUUGDGiR+RQU11ShGGe3XFhz3GMacILdn1adhT/wUaxPWACkhJO4rHgp9FF2duk5ohZJtPOHjWMvHekC05x/F0+FSkJuezDHottfW2iNr+Lfp4BuGD7qMR7mR6rvf2DcC5RxfhamE+UhpjcboiTife6/eZCkl1pzHlQDkOTZwPl2ZXiuw687GF719ch/OZgejk7oXPB49Be7eW7zGJcd0iIRIKsOlsLGoamjC8Yxhm9a9CQdk8tldp78nqUlDauBdubushEEXe9jmt3D1WAf82XM4yvYmu5NugpFMv+F3XiIT2voEY+cq3sHHwR9WevSj+8ksoiosh8HCH+JnH8Y79USbg0UWQ7PU/GfAJ7MX2wODXoKgpAO/6ZgjUKiTZOSJ1yCuY036Oxe2hzgVD8Z7YkASMe+w8+qqvA1I3bCz0w5c7tVl8PMR4t8d7ts5YfuJrNN26hfKNGzld6H8VsuO3E9mhziDbgwgReiP3hRdQc/gIoFTCrn9/+H62FEKPfz/nx9iej7ILySKTugTm9AnEkmG3t9b8uyErb8rnprgSacB6KBt9oJY7I9hThRk9J5q1rP3pVBqzP6RJ8Pn9Q3SdHevi1+HrK1/rHrs+YT0rvPhi8BctbsP4Tj5YczYT13P1FZBD+deQdfQy0OG9Fv/WWeKM13pZznk0l1lKx0HjbDsMIby2+EP8ETx4GmujnM6PI8Culd1TrqFsAoYLeb1wu/xIyHZfvAioysWAr0eA1zSCk9dJRFTmcrLNqTDHpW0DeCBnBCMOvAac/AwIGQgMepXZ/ZMVO31GqpqqMKS+wUC8b35OqQpuYfWYGOOAiHEjmGhNThHOU6egcjM3i93Br4kzcCJoAjOSl40EtaYCUyzgaSaQjShfvx6lK39mGe6SDh3g8cLzKF+9hvMYdX09Sn/4EQErV5j8vdfbb0EcGoqagweZcK02eh9k99+UnAxJO30+EF1n6qLPcaIAeLa2UBsOFCkby+0i8sl5QAzIxflYn5EAu9Mr8PRgjT0cDXg+vfipRrxvpl5Rjy8ufYFN4zexSfvPDiRh25VcNric0s0Pb4xrB0nYcODmH5ztLODzkS4SQaWSoZ3QAcvbL8S3eUeRXyVAqdwRDTIaGPFwJKEIpbVN2PFUf/b69HmUCCQId9FcG/h2drDr2xdX9pp2+WuplfDQlJKKmuMn4Dh6FFvnZ6+5SdEiKx0JeaV+UEjdd0/9dhW7nm4hIsKQ7nM1SzO/bh9n8pCk8iRM3jWZOaLcrojGihUrVv4Kl7NMxRYSWSI87XXW4tTZvuKR7kwcORxfiA/2JDBHJLIRf2JgCBPvtKIbiU3fzuzKfkeCJmVtb4rJZhMZJM492jcIzw1v02Kes6F4T0SnluF/D3VlzgCUKV1a08SKY81BAuXKU2l4e8Kd2zVbQiIUwN1ezCkQJlylIry/Ox67r+ezfHDqdl42o0urOqj/ST6f2hl2YiHbTnKsIkvu18b8+zfsKUW1KDee9KYOYVux2SIPKpJYdSYdh+IL2XlA59KYjhq7TDpn3tqhnwBZfz4LmWX1LOagJYa08UD/cHdEGxUGf3s0GdN7+LfYJUYiMY1daGkN1O1PtvHaSAg+VJxizvnt1GbFVHOQPbo54ZhiEwyh+6QnBoWy99Lzk6Nmn6sTXx+Z0eQUiu62LsyhwVzn/peHbmFNdAa6BbngueERuqJJ+r8ll7RyOGKdYjTeFv0GtBkJiCSgacJH+gZjxSnuJB4d1yZFy1nBVOjQN9T0/mJzTDYrSKLoBcpif2NsJL47mmJyDn19OBn9njRzfzLsbcA5ELi5FScz+puM36kbnSzpDZ0HFg0Ow9HEInauaaH4hjqDbnXiZmYRolWawopEpT9OnqnGIcEyeIx5VfcYupZoCya0Qvv7e+Jx7MXB7PpJ743Oc1o/sbMv3p7Qjl1vM8+bjyqh04w6wL4c6weHG2shrcnAodpQbJUNhhpinEouwbx1l3DkhUG6zn2akG3vq2kaoEKFfuHu+OFEKlqCottormNmz0D2c4CF65/2vCfnhSd+vYyjLw5uVRcmORdw3AtWLjB5THjZCQz7djs+mjsWAyPur3kLK1as/N8i4YqpMK1WqRHS3h8ZCZp5KBcPB7yxYj4T76+eTMD3L25AQUYJ7J2kmPzUSCTfyMGlY/FM2O/UNwKv/TQPbt7OGPNwP+RnFGPH+mgoSWAUCzFqag8semOCxe25dT2HI94T8RfS8MxHU+Di5wKRSABFnQwfPLle/wC69jaL+CUFVdj041G88On0e7eTaFzg64z8HO44QmIrwm/rzuLIwRuQy5SIbO+HV99+AAFB3Gzof5vnFg6DSMjHoeN0jIBRw9rj6fmti939O8mrqUJerWlcq0DKx1ND+pisV6pU2HD+Gg7cTIYNWev36ISJXTVj1gNxt/DajkO6x269Gofk4jJsefyhFrehm68vxraJwP7UFL14zdNk0j/WNQri5oZIc0iEIrzYbSBbWsPhtBQ8c2gfmpQKwF4JOKp1nfFKiQrdJcGtFvCD3KlAxTQiLtiDW7hCAjG9D+qYH/rOCoCmbI2a7flyjVxOW+NhJ0WAixP7u4upuSbepT+fuoTd5xNY/viTI3rDz1VTIOxt64hKGXfcXFprB39n7vENFbeDfbPj84Ku3fHFeU0smhYvpRTVav0YVFjHh9zF1Dl6gK+pQ9juxCR8efoM8mtqEOrqgtcHD8KXl7nPr1Cr8PnlMyYCPrGwW0942tljW1IcbjTkoNbIsZrs8C8UZWFUgN59lrrq92clIalS7z7gKLJBtdxQTFejCJlQNMnBo30vUOBo2XmoYoAv+up1lZ15G9Gg1L93pVqJP3PXoaNTd/DAxw83zuHXxKuolcswJqgN3us1AgNDgnCzsAgSB654r9tmuQxP+U/CubrTKJeVI6NShaIazVG9UJyFuac248SEJyHiC5Bdn83mnYOkQWw8ayMQoq9fIC4m7wPfQt+4jUCB4oZabEu7iSc6aO5RncXmC2/K6jUNizdLi7Dg4HacnvUEe93bQR33tGjJLZnB9ik9myOPrxl7q/JRUzIaUpcVENu2ziHmXqNiiiuvVY/7r2IV8G8DdeQYW/JJRHz0Wr8SopRbUCvksO3SBTw+H43Jych/7TVm9UwoS0pR995nqJgnALx47IvheM5xfHX5K7xPGfdCGwgn/QSM+ZxZ7UU6eOF201/n00vNr89pRN9Rms7fP/ZyL5JEhpMvkp390aYyFw3Xr+NeQl3cj3V4DMtjl3PWv3beEzVH9LngddHRSHjnZdh//h5CHEPuG6sjst7736yoVuen/lP4OfixCxCdN4RAUgBIChDian6AsmTTVRxL0lf0kavAL4/2wPB2Xvg96XeTxx/KOoTXG19vMZdeKODDVszHk4JdzAqzEz8d3fipQAVQfMwVnsPvPEfFHDTh+tG+xGbxXkOG2g9PCGZikv1mnJTaoqxagj2tfUKyPkw9BigMBjFdZ5sI+DrKUhHMK8ATgv34Wam/ofGuK8P0lBPs33ypFP7/+w6SyEjg+mZghxkBvyZfsxTHA5nRwKLTEPAFmNthLr67+h2CLNmY2WvW98/VV6h6v/02xP7+qN5/gGWuu8ycAX7Bl0DhTc7f0j4rV2s6rIRQ4r0HujBLV85mHT2KoqWf6X5ujI9H3vMvsBgBY5pSzU+s0TXOdc7DbEmfMgVNCfp4BM0O4kPgqjmXsk5fQPnefXB3sWf7jLrwFaVlsB8ymDmUFC1dioYrVyEKDMCF0RGIczvFfSpRFTbe3KkT8MsaypBXy61yJW6W3mSDnI/2JnCcImiivVGuwuejPwKK4jXHQ/dGeOje2IjpNXXotXkB+4S1EQjwuocbLvumQGCfhMa8R9hDaWL1WFosll1/Ezk1mqzWKM8ofDv0W93nxlvqzcR9c/RK0XwXKIr0BQxUoLUvfZ8uckReZSqoX8+pZDEVwUYT562hotF85xY5b/xw7Qf8MvqXO35OK1asWGktoe72TIAxRNicpU45ydT1GBXgzMYXZBe9ZNM1yJptJWks8PnBWyYW2GR5/OPD3Zh49NGkjnh9bCTLgjbnkGLO7tocNLZ//4EO7N9zftE725jjWk7LNo53ky3/9NBwVrhgSBtvB/x5Vf9dR4Lnog1X8N1DXdl+pb+7HyCh+cvpXfDFtM731bjZ19mWRUxR8YMhIR7mv0tf+/MGdlzT728qGqFikUlRfqzz3hgSKMkpKtDNsihO+4MiHYwhV4o3d9zE0imabuh74eLw3q54nYhJkHjfkZeOPvxEDOZfx8BymrSzPElvCMVYUCGzYT44uQ6Qtb856DNuvJ8JT1TgWcEOzQ9CCcKmfYQ/A/vgaEKRWQGfrgm0kH3/udRSHHphEJsUfnJIGHNTsESmutkdS6LfvldHt4WXow12Xstjn5Xp3QOw+3oeytItW/4Tr4yONDmm59JK8fp2/Xibtm/xxitokJu6iSQXcbMhddBno/tjbHH/+QJSDOIRDLPfiZNJxdhyOYdltC+b0ZWNAQurG5lLHAn47+9OQHRaKXydbBHlK8XehDKTooZtMel4sjklrVGu1EUiGEJZ8uQosfJ0GpYbOEXQa1c3yrF0SifmDkLjUHNQUQCdcu7ojS9EsfhYtBZj+TF4WP4mm3FPLa7FvpsFrNBBW7DV0c+Rdf77ONnqPqe3wzDiZE6fIFZoQDEKo/kxiFcHI1fN7RpKK6lDXF41Ot3GIc4s9abHhc9Tw15VxZwYrQK+FStW/k78QzyQFm86z/HmyvlQyOSoqaxHZLdgiMRCVJXV4MM5P6KxTiMW1VbVY8OXezkOiDfPp2DZc7/i0y3PsjHJgncm4+GXxqG2qoHTnW+J6xfNd7MmXM7EyzM1cZOfPPub6QMMRPykWFMHz7/K7HkD8dWHuzjr2nT0w/7d13Q/JyXk4e3XtuD9z6cjwN+N3WvcD9jYiPDCkyPZcj9BefF2IhHqjOYEg5zMnydL95/Cpgv6gufLmXmobZJhVu8u+O2SqcZwPbcA8flFt+3ktxWLTDrPS+T1eG3jfnwzl+tuerfIlUq8ffIYZEolQB3v2q53LXwgTaYXgW/HnIFR2HM1ERV1+nve3uEB6Blm3vGypKoW9Q1ySIr4aPQ1GEuqAEGt5jwV8flYOnE0BoUH43JWLuakbjV5nsq6BtSUNyClsBTnk7Ow6+VHYS+xwRNt+uOlS9zY14pyB8hKbeHmUQM+X4XKCnv4OmuKP4knu/dmkQbbEuPY/cSktu0QeykHJ6Gx/CfEFTwoHHiQO+ldAhZ36m3SvU0i9kv7D7AOfCK9vAJP7dmDRnvT+eaUCvOaFkHbQMvi09twODfZ5PcethqXjQuFWdh46xrshRJ80HMUChtqkFNbid5eAfC2dcC7l47gdH463CV2GBjohdPl+usEQdEChwtj8alqPLOsJzLrTOfBq+QVqJSVYWtyBr6+ptfZdqYnoKShDj8PnYIreflIbjI/B/v1wfMIapcHG1vNfvB3pkbHRsQVUME4DwX11TicdwOXqnchq15TQOsr8cWzEc/CS6L53LjZuKJRJWKXV+Pb7twqTcFIQb1+zN/ZeQQule9BtVx/PsuUAtjYyCDkK6FQCVBQV4OYglz097vzmAylSnNfZa8V73Wo0Fj9CUSSMf/K/IBazWtVvn1rHnO/YhXwb8PzI9pgwfpLnEmKRYPC4EhWep004pKW6gMHdOK9Fr4a6JeoQpaXflB1KPOQRsDXInHULK3AUheO4XpLGaFKVm4E2ITd++7yJ7s8iWDHYOzP2M8swKdETIHLN8/o6oQUfGDFOD7OdrgC1c4HEeQYhM8Hfs4yoTXbrGKTaCQ6eztJMKd3UKu7Ru4V99MkpLZTd1L4JOxI3aH/AuWLsbDzQpPHppXUcsR7gi7w1FlEAj7Z8RtDwid1+N8ORU0pXhJuhVDrF9+MQ+wqwIyAn1hQzTpqbuRWIsLTAS+NaoMewZaLBAiaKKIuFmNuKNsizc0FPLUatiSM3478WODIO0DuZcA5CHANYYUyaDMa6NxC9adXJ2bR/yY2YaTgCs4oO8KbV44hbjZQjx4CoZs7XB6aCXFQ8xdc5ATA3huoNZfx3kzRTSD9OBA+Ao93ehxeUi/EX1sDVJgK/w2lmgk8Q3cKit9we/xxtuh3VAOwYxHnb+ms/Vb8Iwql7dBv+gvwDDP9Eq7cudNknaq2Fjyx2KSTXmJkn28Ot/kLkP/yy5x1juPHQ+DhiTWvLUPfXb+AZBU666o3bkTQiuVwnjpV99jgjRt1BTMrT7wLmLnHk6mrOG4OJJiXN3InYemaQ5dc1nlvxI7YPHzwYAdI+j4N7NI7jvgolVheVAqJgdWbl1KJZcWlGBngBzjGQ1aWC1WjZvD9dez7yKnViPfEteJrWHLwfawcs4yJGPM6zsOZvDOQq/SDU55KjVmnVGjTfC9u16+f7nd07ds8YTPeP/8+LhVeovwFs/uYhKq7YZD/IHYdNgfZ6VuxYsXK38mzwyOYvTZ1dWp5pG8Qs8I3tMMnDtws1In3LUEd0nKlinV7E5SZTctfGzfrRSTKrmsJcg+418zrH8KiUv68msvGa1O6+ePdXaaCJXWxjvj6NNtesonuE6rpKqLvUOqAP5FUzKz2H+4d+I/bPd9v42ZyaXisbzB+OZvB+S6lc9IYimjYFZtnNgueBHyyODdHTZPpRJQx5Ohgjj3XC8wK+DSG/+JgEq5kVbCOd3KUGBDRsuMUjbUNxXYtFWoH1plO55S8Rspig1oipagGn+xPxMX0cuaM0SvEFTYiPgaEe7Aue0uEedqx3HPjbXgooByBvsMBibPGHchTU5o+uK0HAl2lyC63nPFOXeeH44swsYsvE23peK45m2HWDa8Hv7nQh8bizZBoT58rWrR4OtjgggUBn7LbyU1iVAfTqKztBoU0Wki8txUJOF3thLnIKmMWDgrFhYwyjvU8RTWFezpg7toYFpug5bcL2fh+dhQr8tFCcSPacfMXuy+bfY0Shf6aRt3udM0gxxJDqMDBXiLE5kv6ca3hdfaTyZ3w9JAwLNzAjXvSoq0XKYUTnpE/g/P8JegviEc/ZTzOqTTzIj8eT9WJ9wQJ6/PWXsKWhX3hJBVhwYAQ7LtRYLIfDTEUzWleYNeS/ri45xdMTf8WY5s+vafjZnaPeIlb3JqvdmXOZvwCC8UZVqxYsXKPmPnkMMScSERDsyhPjJjag2XPG3N+f6xOvNdhHHJNecenb6Gmog4OLpoCRonUhi2twZL1vZe/fr2SRNAWCAy/M+v11jBqQhe4utnhwK5rkMuVGDqqIzb+qhfUmMO3RIDM6hrMfWotPNzs8fKzY9Cnh76B53BCCo4lpsFRYsO6x9t4tdLd8/8oUpEYi7r0wteXo3Xr6Jv0+e6mTpC1jU3YdpnbSESsOXOZCfi1jebdjkjgvx3GNu5azsRlQCZXQCzi3vPlVVfj87NncD43BwGOjni6V28MDw1r8TUyqypRUt/sGGyhrqPCqIPdHNmVlVh67DTOZWbD3VuK/nZekKqF6BHqj2m9O1m8N/J2dYC7oxSl5fUQ1vMgdyDrfiDC0Q0dO/rAViTC9KiOaOetEca7B/qhrZc7bhVxxW6ewW1IUVUt9l+7hRl9O2NCQEeWE7/u1kXEpGcDVQLIhEJUwwbV1fpCZi8/brTWrA6d2aLlktQDp+MzdEI8NRTaZQmhtFHBzsUGb40bhge6mLrS7UqkZjzuvKZcoTTTDQ909jAddxuzILI3juelso59LT08/BHl7ofnzu7Cnqx4jbO/GtiSFoulfcZiSSf9nOvaYdN14+ZfUo/jtJlbARWUnG32lvghr4HrQmUrsIODyBmbk00LVKILslDeVI9nB/TBIzsy4OBeB4FIv72NVWLY2dfpxHst9pImuErrUV6vOS7nK/Yjr0n/uvmN+fgs8Tu83e4tuEnsMMprKE6XRKNcLoeLqJ45h9FmJ5d6IrtSo7MMNHBEkAodMTdkGQ4WrEJc1Tko1Hw0qMQI9ymBo7QR0bc0zoUCsnq+C+wkIyCXJ0Bg5lxXKbMAdQPA++fdA1VqHnitEOfpcf9VrAL+bSAruZ1P98eWSzms22dcRx+MaO8FVWMjGhMSIfL2gsi3ORvQgr2LwqgR43a54y1B2ezrojNZVb6hSwBNdmiZFOWLhAKuVYpvbQnaVmQzgdD1UU136b1mbMhYtmi5JRTqBPydfXk43Ul/gciqzsJzJ57DwakHIeQLmXUp3cxr+f1iNnY83R9h92oyUt4AlCZrrAxt720e098JFXpQx+/JnJNwkbjgociHEOlq6tNQYmGyUGvPOjxoOHamckXcdq7tTOy8zTEiVALhddPJbYnctDujrLaJZRKSLaTm9cvw8PLT2BLZgK7zZ1l8jSAL3UwCUSkeOabE8Fg1bBSnkZvyArzffRdCFzPHsL4cWDsWkGsmB1VFSai+lIumkDmQunmBziSLl2o7N2D4u8Dht9CTf4stcPQD5h0AXMxUpdnYA3P3AcfeB7IvAEo50GimW6VWPyE3MWwiW2DzPHBlrW59XaEYVRlS9tl0evBB3fr0qnT8cuMXpFamskKXhZ0WwqfLQ4BADHXMz6isKMNxXm9ctR+MCR3cManfEKAkCfh1EpB1DnAJBoa8BnScanEg6ThhPKq26wtE8vwjcL3/LEhOpLIJbEs57E4TxqNcVYOKTZtg26iGx9iJcJs0BPGb3kb3A7s5j+UrFcj7YhnaDuQ6R2i3aXz4MBzM1m+DlkEB+sdTUdDTXZ/GRxc+0q0T8AR4ttuzbDLRXNESFQWxAVk8txKVMBTvtbiqVOjW1IQLthLwxaVMwI/wkyG71rQK/Ub5OQz58iQ2PdEHXb274texv2Jj4kYU1BTAL74YEzZnwoXuDwQCeDz7LGzCuUVTgY6BKKnXnBsip8vMRt+QvqFud13A9ErPV9j1Nb7MwHWgmXZurbPltWLFipW7pXuQC/Y+M4DZ3FfWyzGinRfLGaYivZt5VUxQ017fhILW3UCJhXxmxXw3PNjVl3WbZhlYUvs6STCtu16cfLCrn0WRz1kqYrbWfwckHBqKh+QmYwkS4qgD+Pzrw5mN+Zs74jjRAPTvPxb1tdgxfadQNA1101LXLAmp/xXeGt+O7QPqJneQCDG7dyCiAk3HjGW1Mo7rkxaKziHGdPTGaoNCAIIE6Hbety+47hfuZta1gaKuKFPd0EmhrknBxs3acTyN2+esvoj5/YNZ3ril8RvZipNgSVbohgTzCvG1fBrWK0ehpkmKYesv45PJHc26VdD2TFtxXjdmp0x7Wh7o4gtHW2GLBoOUT06W629sJyckzTo3OzEemD6PVHOTx1PxzaYneuOLg7eY0wEVzdD1wdL+J8Z18mELRSQZWuNH8VLwiOCI5n6OOtybySmvxw/HUxGXX4V2Po5MAKd7dnIjo2OZWVbH9hnti+GRnlg8OIx9rhasu8QKyKmA4akh4ZjRM8Die6drGUUXaN+zvVjA4ge+P5bC7sUtOSdRpNna6SFYcyYV5QobDOscgsldffHC5msc8Z6gp/54byKLMTM8/tp/D+kUiuXnikxfI4x7br4yui2e3xKrKxqgP39pVFu2D8wVTWvG0yrsMbgfb4k62OKsqhPGCWIQyivAOXSEv7MtEs10/pMbwIDPj2HD433QNcAZ25/qx45JVlkdu3dML9Vcn+mjsXBQGPseMS7E8m/S3MfOEJzCBwqudSt1+Wut+u+YYW9DVZwIfpZGwChWO+NZ2RLmaNHpHl1PrVixYsUSIe188cOeF7Bv03mUF1ej55BIDHkgCkqFEimxWUyE9wvTCOJCkQW7Y/b9oG4OEgcEQj4Elh57G/qN7IDgtt7IvKVvVHF2s8e4h/SW6kMndMX5o0Zj1uYvG1s7Gzy0eNjfcsB79A1ni5bNm87p/q0S8aGS6N9zSVkt3vt0F7auXwxHB1t8eeg01kTri9P+uHITqx+dgh7BlosV7wT6/szMLoWrsx1cmwsn/gs8260fIpzdsDf9FmwEAsyM7IzePgEmj6tqaIJMYVq4QXn3xMh24Ugq4o5n3O2kiArQ6xSWGBwUjJOZRnb0NEwpV0ImV3IEfOqkf/jPrciqqmSTu6WNdXh8705Mb98RS4eNZNnu5vCys4dEKESjQgEomjPdjQZ7ahkP87ZuxwcjhyHQ2bQ4k8auszb8geI6TSFAVmUVW0a3DYediwS8FgoJRQIBXps6FG+sPwA0qiBo5MHB1gafzx+L9oGmBS9MeH5kCpYdPYvo1Ew231lV2QCjGHSU1ervb4f6tGHLalkM/nftLGRBaqgM6nbIbeGRznr3z9KmSmzOPoykmiwE2HphZuAI9IwIwE+LJ2Pd8Su41VAKpRvg5mSHIV7BeLpXX/Z6z2/YgzO3MuFqL8Xcgd3wcP8os+NmEv9H+oZjd04i5M3F8hKBEB3cPfHttWiMD4lk5545enoGYMWg8diYfgwVjWr08eiKmQFd8P7hI9hTqhHvNfuJLowqLL18AlPDO3Is4bXj5sFe7fBzqmnsVzuHABZVoGWczwysTv+aCftaxnhPYU2UMpX5wu4mpRJ7k25BKRMiN9ELTp61ENko0Fhrg9pcO4S0Nd/wJxFp7oHcJVLkN90w+X2logAjDn6H5f1mo69nMD7o8Cb2FxxGQUMBSuubcCxNjVqZ5t5uTpsoDPXjzlU4iFxRJleiWsmdz/d0qoGTtB4uQl/08rm7a5+rw7Nokt2EQnYKQqP7VL4wDDz+/RX9938JnprKUv5Bqqur4eTkhKqqKjg63uWN1r9M9ZEjKHj7HaiqqljFo9PEifD55GPICwqQPn4Cp6NVLgBefFyAIlf9ib24y2ImRt0tBVUNWH0mA7eKatDZ34llnVP3jRaazPlkXyI2xWhspDvZqfBG3TVEBLjBZeZMCN3/mUrDws8+Q8U6TTbSywsEyPY0vayvH7MeNsowPPb5XvjVliDNyQ+1Ys0HfmaPAHw+7R5YTZLdOWWTk8BKxRP9ngWGvYX/S5BVYt+lx1BhNBn2+IAQlttK+euvnHoF5wvOs/XhzuFYNmQZQp0sWMobQJOLlV9GwU9h1CZNHe1TVnJWrY3OMLGEJWbeOoo3Hh0M58mTLL7OC1tiOVam4MkwqWw5Fp3mdldTN3PgmtWmT7BtARC3jbOqJM4epXGa64zDyJHw//5/Lb/ZogQg5RAgdQc6TAJsTCchzXJxJXBAnzvJ4IuAF+IBBzMVyHlXoLh5BFXRiahOrIOkfQe4LVwIsb+moKKorghT90xlx00LdfDvfHAn7MX2WLo/EStP662NiGWTIjD17ASgVj+ppwYPqsm/ob5Ugtynl3AeL3BxQfjxY5Bl56D2xHEcUbnh7RwptFo4RYWsmdsT/cJMrxcUB7D65mpdvMNYt65Yeu0gVNVKpO4xfb8qPh+71j7MOs597Hwwv+N89PDuofv96yc/xL7MbawbXa3mI1jwILbOfI+JFIZcLrzMustJvCd3Cq2Dx9O/XWWWnYaMbO/FLDvx+2zg1j60hpm+XogXS1CX9gq6KsX46JlBeOTIOCjU3AGbSuaCurTXMKStB9bNM83DbUxKgiwzk8WriHw0ebrG9N/UD9XyGmbhIysZBVlFH0AlxpBIFyyb1otzTb8b6Bj9clPfUeQgcsC7fd+Fk40Tunp2ha3w9ham/799t1uxcr/yX/98kQ3+i3/E6ooKx3b0xrcPdWVWzkO+PIE6WcudPHP7Bevs7u8GEgVJLIrL0wh71AFqKGjSrdCyw8lsDEPbQsVrkT4OaO/jyARgrfXz383/jqWwXOqWWP1YD7TxcsDALzTxPobQfv1pTve/vB0kfr+14yazrCZL+kf7BuPt8e3uu477vwLdKw38/DiztjdkRg9/fDGtC7Oof25zLI4kaMZUwW5S/DC7W6sKJKj4odcnx3TCuJYR7Tzxy2M9Oev+vJKLl7aajzZ7d0J7zB+g7yY35r1dcSwySIsICswQnMBvSm5RYBd/J+xaMsD073fHm40K0DIwwh1r5/Zs0YKW3ANoH5EzHYnbTra36/nXQCL4i39w3zedXsdfGsJcCMw5DlxMyEBQ/j4Mrj8Cvlc7YMALgLvGXaGyXoZR35xmefVaqKDg4POD4OFggx9PpDJ3MEPeHBuJjRezTVwBVk0Lhb2LJ2atusBZb28jxJlXh6K8XsY+I3kV9dh6JVfn0keflZ8e7s6KBkw4+w1w7CNArbnWVfgNxeDsx1Ett/yZmtsviBUW0fY/PjAUg9vouzG/3BWDFeeLoAQffKiwwCMJbz29kBMpQFzLrmBuAlTQOjnKT+eI9sb2G/g9htuF3zvEFVsW9cVLf1xnziCtYaPoUwwQxGFs01IU2oZjw4JerCiE5h/M0S2QxPv+Zp0gkotqmWBuMaLimw5Alcax5HvlZKxVjEEV7DAsxBYfPdT/L1+nT5w6jpWHr+GyMhwKCJnbAhW/0P6nogNy3bqX/Ne/161YuZ/5r3++4i+kYOmCn1Gar3Gg6TmiI95cu5hd/+Z2fR3V5c0uJzweeC5OAFmQE2SFXteA4dN64eXv9QVud0pNVT12rjuLxNhsBIZ5YvLcAfDy5zpqbll5Att+OYXa6ka4ezshuI03Qtt6Y8yMXvAJ/Gcy6HduvYQfv9XkrsvthFCLTMcrb700Hj16h2Dwl6tMHLf6hAZg7dxpf3k7Yq5lYOl3B1BWrikUHDeiE158ciQE94mF/71i4v/WI624HGq+GtTEylfyMLJ9OL6bPREyhQJv7DyMA/HJbMzh6+SAr6aORbfA2zeM0XEZ9u0q5PLqmDBLnen2OUBfDz+seGsm57FH09KwcM8uqMnF0mj3Pt+rL57rre/CNmbZhWj8cEkztlPbKAGJSi/iy3jgVQkhUPAR5uqKgwseNbnv+fHUBXx7XjOfrhPRDB4S5euDjbOmwcZCYyeRW1aFY9dTIREJMSqqDVzsWzd2OZmQhiVruY1SxJbnZqODv+m4M72wDMfj03CpKh8FslqEurhgUfdeaOeuGUs2KmV48spnKGzUxwhJBRIs7/4qvCRu+DXhGt45xxW9n43qi7OkQxWWQOGogkKqBl/Ow5v9h6BXWAAmb9zE6WinSKyj8+dBARX2Zdxitu1bUm6gUamZW6UO7q8HjcekMNOO/uPFx7EpexPLoScCxKE4ssMJZU6NUHjp52aFAiVcpPVQKnh4rmsHZNQnwk5oj2GeIxHlor8nXn7rCNZlnGRHjjbRmeeK3wc/CXdb7j1Hbn0mLpafZO6q3Vz6oo2Dxl2KCgRWxsVwHtve1RP7H5iHj46fwLqrXIt+gt8EePhWIqS9aWFsfIE31DJnbBg+Cz9nfYo6ZbM7RDNKFQ8XsoMR6uCJg2MWm/x9RnU5EsqLEenigTAn89fbz5NeRWGjqdVtVdkAvNvjYQQ7/bXG1vradZBVk7O4dh5HDKnTx+AL/SAQUcy40z/yvV7dvL7DllcgaIXTjLK+CfEzv/xPjg+sAv4doqysRMqQoVA3cid8vN5+m2VD1507h6KvvkJTYhIKfGzwyyAZbobov1m6eXbDmtFrWC723w11VtAE1F8Vgu6G6LxoLD37EQbty8aoq2p8NEuAZH8eBGo1nqisxoTaOqh4gF2PhUg7yIPDwV0QqFVo4guxtsN47AobiJ7BLti62PIXcKsozwC+766bMNExawvQtjko8P8IO67fwitbE6BQaDqlnJ1LsXvxOAQ66yd8cmty0ahoRLjLHcYoFNyAfNMsiGqaJ3T8ewGzfgfs3JkzxTdHknE4oRBNchVn8kzLxPRovMRLR/CWzTrLfMpa7BnsymwetZOpf1zOxK8xP6JCfQ42ShnGX27CxMum1W7hp05C5GU0UPkskHxqOKuUch5SdnpDrdSMrALXrYVdH331MOXvkv06WaWO7uDNrEPvCurA3/4EEN/cSS6SAuOXAV1n39XTrbi+Aj/G/miy/rWeb8FBNhAvb71ukj06z+kq3mv6yuRvaopcIV16DVV79qJ05UooS0sh6dyZORnYduyg2/e9Pj2EslqlSUfL3me4nfM3S25i9n7T97W0uBTja+qZgK9o4F7fct2APDcebOTAhUgeTncVYf24XxHsFIz96ftR1liGti5tUV2vRnv3doj0uLNqQJq4pQnH4xQjoVaje1kq3lElos2Lz8JWlAP8zh34Q+pmknkZayPGI77emH5FiTEnJPAbNQx+y77C22ffxq40bt5aY9F4yMsHMvvYmx+Mxp1CYtGzH/fHyUBul5Ifzw0HHjlxz0SSpPIkHM06yqpGLxZeREyhZtDpIHbApwM+xZCAIbhX/NcnSqxYuZ/5L3++aCzaZ6mpmPnSyDZ4ZngErmSV46O9ibieWwmJ0NSemkR0csKiLvx/ohiSxjTu/8K4OSajHK//eV3XiWqJKd38WPfsXjNdsm29HFiG+F+Bih36fXbcpEP3m5ldMDnq3nQp3S8cTSjEk79d1Y2nKLv+zyf7sSIPLXmVDahplLN9eyffzSRsP7YmRmdhTufx6rmaHHA6z747loIDNzU24kXV5l20wjzscOwlzfc0FZ9QQUWPIBddfASNJSjvnYpPcisbYItGCKFEDUwF8MMvDGKFH4bQ57LQqIDBmBVzumFMRx9O9MDWyzlsW4ZHet3W6t8S5ERA3ft/XMlhE2k2Qj7eHNcOj/Xjdla3FksFxHSdifCyZ0XCxvn1jhIhqs1EJQwTxWPNK3PwR7KS3d9QHjsdP4plovsWLQM+P25iUU+FHideHsI9V0pTgB+ocIM7bn9HPhcblKPMvh8JmvCVaAWcUIfDqh74XTUCa+f3YW4Su2PzUVjVwIqMbGXliPByhL9/YOt3FrO0VeC1bTdwIK6Add7TJCqJ5+SqQD/P/Pk8x+6f9hXdKxm+gza8HBwUv451ytH4UPGorqj1wz0JWBNt1ElnQMbScXc3zl3WFqjhdjIpxY4QvJZB7aa4F1AhARUEkwBDkRZadwQ7sQCfTunE3FruFf/l73UrVu53/sufL+q8f6zL6zrx/v+xdxbQUZ1dF97jk4m7KwmBIMHdgrsWaNFCS12g7kaVtlRoaWlpgUKhuLs7BAsBkkDc3ZPJZPRf570Zn4TQ0vb7vj/PWrNgbkbvXHnvu8/ZGw1MeWY4FiyehpT4LKx4/Q/cPJ8MqZ8nNfOa4R/giu92PA+p7O93T1Iq1aitqoOrRzObXu4jyQm5+PLtbUjLLIFOLITaXgitRfMHMahDMHg93bHxmrX9u4+TA46/tOAvfQ65XIkp839ArdzcKv75x4Zgytgu+F8iNiMb87ZvRR1fw4RrOwixZtID6EYxlA0UVtWgXF6HCC/3RrvhbZFfUoVnvtnKstOFtUCYjxu+WDQBgd6urOv+x7Ox2HPzNmp1SuSqqjnx3mIo4SmzR+wjnNh5u6yY5YJ38fKHk9h4Xbcv5Q52ZW6G0C6B5cJnFHviZlYg13mp4YoSiE0zp6OLv7l7wJhla3CnlnNsY+MhG0OZT0YNw9SOxqjlErkcWxNuobCmBv2CgxETEvqn5/o+3XkC68/GMZGcimufGtYbjw2xbiZqDkcKY/Hl7d+tlk/xH4xWkvZYeGIvKpjmZfysdgIR+Le1UPhpoLE3jgiFOj6OTnsEt/KKsOTUaeRUVSHC3R1vxgxE/xDjuH7Kvh9RxbsDkVCD4ipHFFU6wdPOHuenP2HWOV+uLMfL8S8bxHs9OTe8kVXqBpU/N3Z3ldWitXcx+HwdJHwVhBbRpI+3egYdnDviavl5lNYXwVMSjEK5GAF27ujscW/jZnJuePP8QexIuwWNjnNTa+PiiTe6xcBNKGPFC6YFQjKRCOpqNdQSLSI7ZsHZxXh9X1jihJQsH7ZtbpsyAztyd2Bnnvl8c26lM9LKuGusKxNfhLP43otUn77wHsTSJLNlPIjxacefIebfn7kOjTodqrpd0FHUgToJ2noqqKLfQQqx0zsQ2c/EPyXgR/3xSrMF/IQHl/xXjg9aLPTvERLoLcV7ovrIEbhMmcy6g8O2bWP218/vIDts85NWQW3BPyLeE9S9atnBei9o6+tRtWcPiwqQtm0Dp7FjwZfe3f6/pK4EC48vhEKjwNohAgQXaTDsmhZ3AgR4uawcM6uMuXhVm3+FyxnjZIhEq8YTN3bimmcEugTfvTv8rtzeZy3eE4m7/ucE/P2FX0La6jI08hDwBLXQ2OXhm7h41mmvJ8DxT06++naEaFE8kHsVIIcEb2Mn3DPrr1rZP1rSNy8eWnchymuVeGTNJVzNqjDkT34/swvr8qbJkjTteuQ4clW0VIO2dhigFfAw4aKFUYhl7hbNMtUbxVDKeRHytBCIdCyHRq3h9gPFrQSDgE9FBDN+vmDo/KPuvNdGtWGWmveMQARMXQ3EvAlUZAIB3a26YJqiXlOPFddX4EjWEdgL7bnuaJ0O9Kk1JgO8zw5fQnW+7QskOWU62djddUo5KrZuhfsjj8B15gx2/OLLzLtbticdtRLv9dm7lpAQbAuynh9bK4d350rknncFK8ulCzsBEFBKN+437JSug3+pEr/4r4BrxjkEVRcjRyTGLw4yPNb5GUz2NO8caw4uMjGW93NF3LfPQqtWw0XJVTBm3biGkAN7cXLgs7iWvAuBtRUY79EFDqM+B/a9DKQdZ8OLHKEASSIxtuTkwy1XihKVDg4xMew1qGvdXeqNX65th1Yrgqq8J1QVPdnfwjy5SXKNVoNrRdfYsT3aMxr8u+QJKeLjMWN7ObKnCZDqy60ntyodXkhwA29O8wf0lFd64nYRPB0kmN4jyCrygOI26Pbdte8M4j1RrazG66dfx9GpRyGjYpMWWmihhb+J2IwyK/GeHb8SCvFI/1B0DXZjAn1RtYJ1LVuSXS7/R8R7ggoK9UWFfwaVRsvioOKyK9DKywGTO/sbxNamIIGYxkaN5a7fLZtbTxcL2+k/AxXC2bLX3n+j4H9OwN9+Lc+sGFKu1ODjfYlY+wh3jie48+q9T5pQBBh1a8fnVLLxrWnn/itb4rHret5dX4O6mElofXztZZxN4YoOKRbgq2mdWJc3TQCmFtcy8Z6oQ+PXaJZW++z7WuTX24LGgXoB/05hNaaaWO6vOpuBpwa1wisjraO97gZNfJHL2lMxrZBRKkdHf2e43kNUA+1rP55IZeuRjg/UbW+L70+ksoIJW9gS74l62iYurcS0Ie9gatcAVmRBkQGmHE0stBLvCfou1fVq5khgIP2klXhP9OPftCngU0f9D6KvECPgLDX7C26ivToDy4+7I7mo1uBkondai+l6b5OQejeBN8a0Zd9Dodayyci4nArM/iUWhxb1x4L+Ydh4KYsdk7oEueKDCe3x3fFk7LtBAroOvihFN95tTFR+gHgdd900pK23IcaCoke+PkJdeObvS+4KbOKaJjlzYiksEwjqBdxtboSKICzEe0Igc7038T75CJC0B7BzATrPBtzNr/kivB2x0NsRK0+nmV3b0rXiy1vi0T/C878qUqSFFlr47+POtQwr8Z44t/caZr02HuEdg/D53legIOG45wcNXuNGCguqGrfav8+IxUKI/4J4r9FocXZ/PG5dToNvsAeGTekOeye7ZhUOvPPMWpSX1LDZdi2PB349n9noc57aDai1OH3yFvL5dK6wFlw7Bd3d3v1uXL6eYSXeE6fOJ//PCfg7UhNRJzCOqeqgxofnTmDHdKNI5+3kwG73iq+HE7YunoekjELotDq0CeXGucRHh05g/RVuTMQcQGkKzsaUmUKtYkLrM8d34XBWClsmE4rwab8RmNDQ5e3scgs+CuO8mJtDJuyFKlxMigDPZFeydGsglOR222C9T5+DLOItSTCJEciurMSUjRuYiE+sjruGmR2jsXjwEPwZXpswCHMHdEFaURkifT3h4dT8qAYS/VcmxGJbKmc/36FhDtKSDSmXkZrfIPqyyWj6D/fYOo0KEju+mXhPqHlarLx5GR/2GYbRka1Rp1JDpncFaSCtJhVOHhfhyuee6+daicxiN9zJ90GhvAYBDsbrpNvVt63Ee8LJuwbCZC+ofNTgCXRo5VXCxHsedFbiPXEofy92ZK5Dla7IsKyXeww6ezyGe4XiF97sHoND2cmoVtWz9ZlQXoT5R7dgz9i5eHF4Z2xMOY+yahXCRCF4a8AQbI67hU03byLxehAcfashs1OiulaK6lpu/nVoKDcGneA3AXYCO6xJ2wG1ToOiGkfkVHIRDp5SBzgIJaxoO0OeArVWhTCH1hDwmh77FtfV4HC6EN0CHeHtwOkkSo0A6SWt7km8v1CUgQM5CbATijElJBrhTsbmUEIgDIXA8Xmo5BuhrP3a5C8KKKvegkAyEHzh/9b8wb9Ji4B/j/CdbYty8thY3O7WHQ4xg+C7eDGEjVxMUt77X4VstWtUNc3KL/+zaJVKZM19GHVxcYZl5Zs2I3jtb+BLmt7hj2UdY+K9HpFah4E3KZdIjSmR5tYgNbm2J5tG1aTi8QGz//L3aNQCXfLfVWlzN6qUVcwen3RDoUOy2W9B4uJ9KRqh1wg0t/7MKKm1Kd7zdVpoeXxI1Eo8dPsIoktS4TTreXxx6LZBvCfI8n/hH3E4+9pgqLQKbEu2zivf24OPCReNJ3C7bl0h8rMYbNPgLnQA1t/hY5l6EvLhjiikw1dTCnm0FD0LEjAs8xIrRNFDn8XStvebI8l4qEdQsy1ArSArzwY7z3vh7TNvY3/GfvZ/PnVnl1fim6pq2Ol0OC6zw0cebigVCFBb3rhzgiJ0KHRZv4AH8wuIqiw7CPw4i1Qenw+ehXhPrLu9HDzBNOg05vtLa2/j4JsmkRfvTsD2OB8ote9A5HIJEq+D4DWMdH0aMrGcghS46luFoyWuUAmBIde0CLCIFh5xRQtVu53oVmcsuniouhqP8X7AlIgp8JRxA4PSulKczDkJmVDGusWlFIHRCBXbtsO+rhIKk3k1bXU1XtjzBE7hDkCHLYkz1juosc7BEy6BPZmAT8PRQLUGD9ZwhUUFSnu4zngITmNGs/tigRiLuj0LfsVIfHXEaG0s5POwcGhrpJSn4JljzyC3hhNVQp1DsXzIcrNiGXJuoWOqyMuL+1z19aAizE9Wa5DmAyhEQGQOYB/VfJHK0jp31bkMbHmiDyJ9rI95p3JOWS2jc8jVoqvo529tq9tCCy20cL9waeR8mpBXiXbvHmS20J9O7sjsp+lUbhnsRdnZfxVy/KmoVSHQze5vs4GnjuJ5q7gsbT1rz2ewju67WS8fv13cLPG+KUjYfW7IPbor2XqdRgoO7rd99L8NCdpUBGcJ/X4kUP/pcaAJtK1FB7pYORzsib+7eE+QJT1Zv+vFe4K2k0Wb4nDxjSEQC/hNWuDraePjaOYqoIe65zlBtnFMn0euAZbFOD+dSmNd86aRFPdCsLs9u90r7+26hd8vWttCWtKYeE90DXJFan4JKqjryoRx/HNAqbPhN7QU74kfTqTafE0/F6lxH1LVAYfeBq6ts/nYPJ1ty8tlom8N4r2eBwQn8WHmPFRrzLfLlWfSMbNXsDF2QF4G3N7PFRZHjgYkjU+ib79KrmzmE9RUrPDEuqtmBbzkQkGiNRVbcdsLD/nwwHrtUDNnkBk9uEICKlh5bkgEOyaZuiJQNOwLw1oDZWnA79OA0obrVZdgYOZmwDPS8Fjazsi9xce5YbtSN+IUcZeCWTOOfQic+tw8/mzubiCgm/VDydHLAipsouPD+Oi/Lvi00EILLTQGZd5bIeCjML8Sk8MWIbpvazy/dBbcfFzA5/Es5HsSVPhmGvafQV6jQEVpDXwC3cC/hy7qe+Xjp9fg3EFjZ/yuNaexdOvzcHFvWgCOj01j4r0RHvhqHYS1amikAuj4PPDUOojK6lATJGbzPdQgatq1TRbmC4dYR7rcKzI720Vd9v+AA8I/DXWvWxJfWIDc6ir4O96f+fU2IeYuq3KlClvibhnuk2guUIATkS2289HhkVh164pBvGfPV6vw8ukDGOAfClepHS6UWNvQh/vl42piKDQ6bowV6OyErhbd90TviGBk3rwBNU238UkUJwt+7nPw1DzwVDy08TI6U/14KdYg3utZH38d8zp3YZb2fwZfVyd2u1c+v3YKP9w0RkOl16gQZkNOKqoyzZAHdAIddZSx+5GuHiivqkURrN3i0ivLTMbN1tdQe/J3QdAg3usJ9ChDZZU/vOy4/V2l1eCL6yewN+ccInysP5tSLmbrWXpbAmGrGogE3NGPBHxbZNdkQiQyHz9eKD2Ofh5DESjjmkXrNTVIrznH/h/q0AcSQePHnj0ZSahWKSASaKBiDYI8KLUaLL65CZnKDMARcHQEVKJUeLqMQpdAPybg88BHVZETKkwiG0aGReCR6K6GdTbCZwRqFT54NXa32bd5vt0AVKsr8GPq58it4657nEWueKzViwiSGWPWqKigRqWAr4y7fqHPRU2NF7JC4ShRQCJQo6xOBmdx86+5frlzHp/FG2MUfkuJxc99H0Ifb+t4N039MRuvoIWm/gT4wln4J9DpeOzWnMf9t9Ii4N8j9r17QxIRjvpk40mB0VChVXPkKPJUKgStWIGu3l1xpfCK2cOmB48ADr8LZJzmLlj7Pgf4dW7We6s0Knx48UPsStnFMpkjXCPwfsATCK2Vwa5zZwgc7n0CpDGq9+83E+/1XaNVe/fBZfIkm88hMXfDpSzcqDCfDDoXxUfbHC2G3NRCGml+cBVS9owNBvZzuGuFO4l7W5O3Iq8mDz19e2J48HBroTpqInD0A6DWRGQWiIEuc/BPoC4vR/HSr1Bz4gQEbm5wmzu30fVHUGUVdW7RJEHXYFebuZM6lQpV+/dDfvUqxMEhzPlBJBNBxBexrBZTSPC8WzfwX50Ut4WfoxhvX1sP99vxsIcazlMmsw7wE1+etnosWe4n5FXB30MNpda6erXang+eiA+dWs0cLnzee499f3VxCez79YMkjDuBHI18D28kGCdFExCKBEEo4Auc922PlKheWNa7t+HvSQXm9uX6iausUjk6BNzfvJamKJYX42Am5zpAUMTEI5XGibNh8jq4FJZgpmgGtArbXTbB7jK8OKEn6s+9C/7JdyB20LD4gLIkB1Rn28H36aYzcTOq0yDxOgBF/hQT1xA1Ho8xDqBf2XLdMHEHyKAqGwgeT8ee5yqUYWqN0c7X116NHa2513ngjHX1qodfHfxNxHuiY70So6qqcKf8DhPwj2cdx8unXmbuBISXnRdWjljJBHJbbBRdwx/PCVAt4yG0QIcFBzTMCYuJ9yZkVmViw+0NeLLzLODCD0C9MXZBK3GD+3cHIQpubfX6zw+NQDs/J+y7kc+cTSZ18UKe+gKePLIMBXLjMS+9Mp0dp38c+iO0tbXIf/ttVB04yM4RVHziv2QJZJ07Q+jjA3VBAcJMDpdOo0c1/iPpqS5A5dlf0PryFYzgd8RBLU088tikPk30f/uQ9fnEzc52NIS79J/Jp2uhhRb+/0ICJuUemxbvEfrOTCoCfHr9VSZ0kyX3kUQuc1wP5TZTLvypO8XwcZJiwQCua7+5Iu3iPQlYH5vFxlXkmrJoKAlLImZFfT9EWlPBx1S8JyjTedPlHDzSSI45xfhsiM3C1UzrTqt7ZUCE510zoCluZuOlbGSU1rJ1OKGTn1WBxOC2XqzrnEQ7PSTIzeh5712+fwYqFvzi4G2WMU4C4Jw+IZjdK7jJ58TnVKC2XsPGzbbcGqi4Yv/NApxLLUGAqwzTuwcyByhyW6D3M4XWBwnjfxc1CrVVVzJB35XcdNJKGvJTO/hi0dDWmPwDN6lkCp3vyd67W7Ab6/a2hUTIQ71ax3LNP5/cDkjcDVRkA2EDDS5aYzr4Ningu9mLMNwkzz0p39qVSa3VIaWo5k8L+H8GcqzYfPluGe0NLVKN4OssxSdTOqAqOwEvb72BdJ0vs62fKziE6YITQNBnd41IsMXc3iHGIqH9rwBXf7P5OLXIAetV5k5wTGCgYyY/zerxl3SRVuK9HopXYAJ+2kngjxmAssYYFzV7B3NRayy2wxaW7lsUIfDz6TQ8HROO5cdTWHyCHnuJAOvm90RnG+4f8/qGItzLATuukUsCjwnfdM2Xs/ZJBJQbi82Zc9nOZ4BHD6NercGb22+yaAjatuj88dW0aIR5twc8WgMlFuJB+8m4G2W1Smw8m4TsUxXoyeuNsfwLENCEu0oOnPgUmLXF6jmNxQ96OPzvCTIttNDCfxYB4T7oNqQ9Lh+9yS2gBgyBgHUlE9fP3sH7c37ADyffxsAxHXF0p3n28qAx0di87BBiD9+Ak5sDJjw2GJ0HNN8pZ9WSPdi56jTqFSr4BLlj9vMj4ORqj4joQDi73XtndWPcjE0zE++J/MxS7Fl7BrMW2nZKLS2pxt4dV5F4Iwc6GqtptOzcyVNroBMJwFdRJnfDuIjcLBUqaBrs0+mwz5p6G07RXQN9EexuXmRpiVxdh6NF55EtL0C4QzAGefWAmG9+Lu7SMRghge7IyDYWW9IwYOLoTvgnUChVWLHjHI5cugOxUIhJAztg5oiuTRYsJ+UXo0Jeh85BfpCIhDbnpI+mpuFUega8HOwxrUN7eDk4sG72qnrz2CcqIpHepxgbWyhUKigt3FfJ5l5Qy0NosBtul5awn5S6md/oNxALjlg3hNVr1DiXn4kxoW0g11iPZQUCHVykfJTWANG+PvhoxFCcyExHZkUFuvsHoIMXNxYe2SUS67K5bZY68HUiYxGBTqiDo0yECVFtDa+bVGJ+Xcg9D7hdUvynBfw/Awnja29fNVtWrxKhqNQRnq7VrBaSCugrqmWsQ9wUJuJDBw+pPT4fMBIl5bWYf2qb1RC7h0/TXdb5CuvoNyrsfLh9G4gFnIZD4v3PSeT2KoBnnR1c7IzXokKIUJ7G/Q7ktsFLkYHXlg8dTws6CtDhkV7PFGW9DiIbQ+cseRoT8AvrErEr+zXUa7l5aTHfHuMCPoGvzBiBYEqhMg5jo+IhE6tQrZDgWm4QiuUOnHhvQoWqFusyjuHZyIn45sx55FdXs22WV8uHRCzET5MnoF+Q9bXt5JBoBNq7YltGPNsHxwZHgSeowrLkL1FUbyxarlSVY23GD3gzaglzivgw7iA2pcex37mNsxeW9JiAti7eiHb3w/XSPFTXS6GfeR8TZNw+G6O6VoFtx+KwVHHc7Hem1//m1gmbAj6PbztSjSf4c1FrfwatjgdeM8R5etx/Ky0C/j1CHaxBv/6K4m+Xofb8eajy863svGtPnWbC7ZcDv8THFz9mXdBkU/xg5DTMvrQVyG8QxnOvcBbvjx4BfDrc9b1X3lxp1qGcXJ6MRWkv4JsfNRDa28P3k4/hNNx2lt69orhtXV1H1N82z9AgbpfdxsZbB7HxYilqy2iSwA8O4XbgCbgD7qEuPHhX8DEmToTaQjHsvY0X/i6t5ChOcQBfbdyJShyB252c0KeJz5dfk89yuMmunyAh/1jIMXw+0KSynpA6AQ/vBY68z1n10cX/oNcAb85C5+8m55lnUXeFK+JQFxcj/403wBOL4Tx2jNVj8yrqMH/1JYOwTBOoP8/phig/Y4UdHcizn3kGtSeNHbXl69cjZNNGjG81nq0HUx5o/cDf1m1GtPNzhp+zFHkWGZojOwVixFtroMzKQrXQDrvTa1B+Ip1N9FhCn87dQQwPOxdEuUchodQ8w3JQ8GC0jv2EFS7o6uuROXsOlBncSVLH48H55VfgP/9hbL5jLRSbsk8ahNcrFQabccp6tOywoIzD0AZb9D8DWZOT/X2znDbuHALi1sGuvgoxNTU4as91xk9s6AQ3pXt9PXyqOsKy18jTQYwvpnVC31buXLHHuGcQH5uCfWX7cctDAF9fHqb7doPzGOvtzRSyfb+quwK+pACqqo7g8TTw88nBhA7rDZP+NJluiaaiDzoGhGJB96HwHqIE4jey5ZEdp2Nwws84ln0MN4N56HnHOFvt4KeAb29zIUdPlFKJMOcwVojywfkPDOI9UVRXhKVXlmLZ4GVWzzuYcRA/u9FgmtvW79i3w6uD26J1QS209ZfBl5RYHbMQ/SQwbx9waglQlMgKqfgDXwXfwk7TFLKspRsVDc09MItFotjiXO455nxR9MUXqNrHOSsQdZevIPellxGy/ncEfP8d8l97jRWD8UQiOD8whRX4NElpKvDLMDjLSzFTAMwUHMXtPH+kX/NCglsILjpQcZC1gD8nag7O553nqoQb6OHTA23d7z6Aa6GFFlr4q/z6cHeWJU2d5pS5rdSYn69JjMwsrcWX06Lx/q5b2HMjHxIBnwmtN/MqcSHNKDQdTSrEhgW90M0ki7oxfjufgdUmHcppxbV4dgM3BrcTCbB4Yns80PX+2LolFVhPCBGJNkRPEjw3XMxkHcSWHbCmUC54fRN/N4XGUU1RWlOPCd+fNdh+b4jNxu7reVg9r7vZOFEiFLD1+9nBJFxMK0WQmwzPDolg4vg/wfMbruFow9iMVunbO7gJbFsiPnWzP7LmMotEIjwdJfhxVlerz/r8xjj2XfWsPpfOYhuoKIE6yE2h2IO/Ej92N0I87BHh5YDkIvOx3qj2PljyQDSyy+TMzvx0cgl+OJnaaHwEfVf6nH3D3c069Ik+rdzZPlev0sKZVwOsHg0UGifJFf1eh3Toazh5p+n4q7JaFbPo1zv70LiZ7ptCzhmtvR3/khhPhRTNcdo4l1LCinGoO9vyGGINDyKooILIyjr+2wc7oV+EJ7duvXviWO565Fz5BK68GjjwFIBvF6Br0+Mx2saOJBZZFWGQGwFDXQ9c32jzc1HMlrD30/jBcyi2Xc1hcQDjov3w2/lMbLmSg3OadpgmJNt9Ize0jcfKsd+HZl73LMKxunAc0naDE+R4sOYYwg68xo11LTidXIxTycax8QD+dYzix0IOKTZqBuGOLtDqOEaF9Zue6I1vjyazooE2vk54fkhEk78/Wc7Trbi6HtNWnEd2SSXuSC5a11bQNXpdOb45WcjWgR7at59cdxUHFw0Apq8Dtj4KFMQDdJ3VYRow8FU0BZ1vJn5/FgVVdJ0ag/WIwSeYAUdeHTrw0rAw/zxslSbN6xuC/TfyWRGBnvb+Tugd1lL42kILLfz9vLHqCfy+ZBfO74tDWUkNE9NNybydj5T4LDzz9gSIxEIc3x3HxnJDJ3ZGcXIuDv5odHG5dPgGPtjwDLoONkZgNsaRrZew6QdjJ2VBVik+f+F3JpSLJEI8+tYEjH94wH35julJtt2I0hKtl+fnlmPfzqvYtfUy6vR29eQMpdaAV68Gj4T8ehXETnaop8JGrRZ8uZKJ9sI6LZcyQO769Dw6rOsAN4ndXcX7V+O/QE4dN99zuPAsThRfxOL2z0PAE5hFAn35wVSsWHMKl+My4OXhhBkP9ECPzraLd+83H685gv3nEw33v9l0io0r5o2xzkavVtTj2d924VI6d551kUnxxUOj0TvcfIz9zpGjWH/duA2tuXoNm2Y8iBkdorH0wlmzx45oFQF3Gw6f9ws3exm6BPjiao65ADwsIhzfPTCO5a2Tnfn5rCysvHK5UQGPstaJ1o7dkVh13uxvvtJWOPXYQmb9LhYKMGf7ZlwtML7f7A6d8H7MEBzPSjcs01E3ucVbVWuVuFlSiG6+XGt7e28vXDN5HYKeEuXJuXL+GWrV9RDzBRA1Y775amYu/rgYjwpFHWosXFqJ0ipHVKc5wc5RBaVChDoHUsHNHyMRCPH1gLGICWrFbOThCTxd3Q0bMo/DTqqESiWEJz8I89pZuxmZEu4QjuJ683GziCfGw5FcbCmxMfW64f838vwQ4FIBV5kcEfZBGOw5FFGPhGPXlQTU1isxrEMEbvHP4EABdYjzUK8VQspXG9xHympkUBVKYN/avDGA8JNyI78Thd8YxHtCqa3FicKv8VDoSqvnZMmTUazbD72xhqO0Hn1DU3A807b7XUpNHuzFYmyYMRXLzl5AXF4Bwtxd8XTvnmjvY+4yYUp3zyB2q1HL8Wb8N8iQ5yLArtyqOKFAkYuS+iJsS0/B76nGpuGkyiI8eXYTjo5+Gsv6TsTCcztxtSSXFdqMDIzEq50Goykqq+uw4K31yKgtg2qkdbPt7SprhypCJJsDtXwzKYaGZTxBKwgkfy4uogXbtAj4fwKhpyd8F1PeEHC7ew9m02wLdzt3lj9OoiubHEs9BuS/Y/4gsoQjC7cJ3931fQ+mG7t09RS68pDqB0Tk1SL/tddZh7LA4a9XRkqjbAvc0nbmA791Cevw2SWuS4HvCdi7HoY843HIsx6B1HsPhLJMBDuHoMP7TyPSsz+0eQnAsRe4i2/q4A4JwpIZ9Yi5wENAiQ7J/jxs7sfHYv+mXQl+S/jNIN7rOZBxAA+3fxjt3C0Gp2TJ9xAnRP6TKJKSDOK9KSS42xLwyQ7StCucup9e3Hwd+5/vb1gmv3DBTLwnVNnZKN+wAa8//jocxY7Yk7aHDSonRUzC4x0fv6/fqbBKwSZxaLKIOr2oS4gy7J9Zf83QrRUT6YlFZJFIJzqpG6avOG/WrWFJ/7x4iH66Bbz6Cj7u9zGePfYssquz2d/aurXFGz3fAN/ODrCzQ8GHHxnE+6OBXfBb21EouuOKqKXHIZM1He1AczA5ZXKDgP/i8Na4nFFmloH58ohINrl3r6TH/45LF5YiTlmGi25+mNXxUcxrP6/xJ1xeBexZyP5LeyulxXzp6oLVLk6wcBYyILAySOM6G8l+2DRK4cXoWyio5UYWccHAFVkOtmnlOHdDjg2XspmdKE0UzuwRxC44iFe6v4IFhxegGrkQ2OUyN4f3Bi01OFrQBJatjjGNRoyz14Nx9noym+x6d9xiw9++8PwCm+9sxg3pUbT77jocimtZVpFvrwoqJLeJS1A/+Dr4Iq0iDSUK64rV2HxjXpUpX17+0vB/ReEo5g7Avj/NKab3gSz4ZwjsuG1Kv10xfNoD02x3RzXF93HfNyreE65SV7buTMV7PXVXr7LCL7t27RC2ezeUObkQODlC4NQMK6yzXwNy84n6SL9cCK8pEZxZiH7VGdC+PNIq5qSPXx9m60/HzeK6YvT374/HOt579lMLLbTQwp/BRSbG+xPa430AfT89ZtbdbWqJSB3xS6d3YkI+jZtJvCGLaFMos/yXM+nNEvD3xFtX+5s67ry+LZ6dQ0kM/au0M8k4N4VET1M2Xc7Ga1vjbZ5TCTor+7vaMQvqsR19mdBLRQ16BwOy6M6rsLaT7n6X9UHioGVmNwm451JL0TfcvDo+yF2G72f887md5EigF+9NoSgCWwL+p/uTDOI9QSLhoo1xOPHSIMP45kZOpZl4TxRW1eOX0+l4bVQbSIV8bL6Sw8Y5JN6/MNzageevQEUGJHa28nRAoBs3wblsRmc8sfYKy0snSBR8YzQ3LqHLxYdWXGBdz5ad2Za/54cT2rP4iUfWXGJuDwQVB9AyEsXphmPLDeL9AU13fKp+CBlHfNA67gi8XO4uvGeVyQ0C/vNDWzOXCdMM9ucGR/yp/Wf39Vx8si+JFQA7SAR4pF8YFg6NaLTomH7D5/64ZhWx0RQqFt5pTpSvIwY3ZLVzD6oDL+sMAvkmY87KTCYmI/00cOlnoL4aaDsO6PG4IW+dth1yTNOvC7oe+nBie26dE1QwqbXljkAXI7HA5liEd5qJVyZ8b8jr/WyKMysMuHjjKQwoyoRPfUOxMniI4hkjk0whUZkJ6NUF+KKwC77TGF3eftMMw+/pn6ArrTSL9UrOJHqeFuzAy6JNhvuzBIcxT/UKzmmNHUjkQEXQdvzNg81zDjRl+YkUpJdQ8YcAFbCHGyyKlcWONPuH3TbiJW4XVuN2QTUifSKBJ05zThJkASq7+zng17PpDeK9kQK4o0AHJOsCcKaqO44oVHCyiAjpEuSKdY/2xIqTqex4S8dIiij5O4viW2ihhRb0yBylWLB4Grs9PfgjpN2ydp2h45FUJsbz70/Cc+9NZPdzUguxoNe7Vi5EW74/3CwB/9RecwfWhjdiN1W9Gj++sw3dBkXBL+Svd1WGt7ddQBvR3ryA7PTxRHz89jZobBXuCQXgqbVwd3fA1Pn9MXJKN+RklOKnT3YjPpa7fvCX2qOGLNdFZAcOlnMuUAHdW5m/jyXUea8X7/UkVqUitjQevT3Mz4Oe7o5464WmG2b+Dipr6nDoonWD3ZZjcTYF/O+PnDeI90SFXIFXNx7AkVcfZcI1kV5ejg0m4j1RVleHFRdj8fGI4UwI3HAznmXNj20diZf7GOeq7wcVdQrcyC1AoKszQty5gtzPxo/EU5t3IbmYmweL9vfBOyM44ZdE5akb/2Dd8gRZvvPsyVTdOGAka/uNl2+i8yg/jPJdgAplEfIVXBSSq8gHkwIWQiIUstvKq5fNxHti7Y04HE9KQ2tfk/zvRoYDmZUVBgH/iW49cCQtjXVg63mkS1cEuzTt/GCLUxnJWHpnFwp0JbATiDE5sBeebj2iUbfdU7fT8fTancyNjuAH8qC1yK7nKXjQqkWorRBx60uqBsTmjwmzd8OoMGPEkUanRar2GtxcuYJeOzsVBIJMVKmrcKNEjtW3rqK0To6hweF4pH1XVgBATPCbhNvVSShTNljtg4fpgQ+yqFQ9SpNxs1bHR1a5G7tdqxZgk+4ERoXm4rth4yBomEzurJuGEFkQzpVcwuXCQsQVCCHk6aBSC6HMtIdMpYa3fzns7I3XLTJ5KEIdWkOtrUexwrpptbQ+jdnqW1rpb822jsOiSAAfhxpU6yRWsSURjtw2EODsjM9Gj8C9sjv3OBPv9euC3xBbq0fIE0ImsMfebPPmRyJXXolrpTno5hGELcPnIl9eBQlfCDfp3Qttth++jpyCCnZdw6sHdBaXeOSUVVxXA8+G2AM9fFEkpO6boKpZDq0mHQJxD4gcngeP989F8OnIZaUZ14n3ci35n0aLgP8XcZ44EeVr15otcxg4EEITSxTDxV5VIxOJ1Y1PMJoiEdqeIBE3FGRq5XLIL12CY4yxiunP4jRiOCo294T8IlmYcMi6dYPTSKOdUWV9Jb65+o3Z8/jCakg8j0CR9yDkmU9g42O90NOkWl3QujvQ+jTX8coTQOYSgPqD8/GlvzHXJiYwhglOTZFSYRFh0EBqRaq1gP8vobXRSc2WV1ezSdNfz6QzW7/BbbzwxMBWOH7betKSxHLqHtBnANbfMZ5kZF71cIusgVCqhTJzEyTaeXix24vs9ndAFrZknUiTnHRAf7R/KF4f1ZbZ0J56JQa38irZ5LtpliVlhpuK9/4oRh9BArLqPFGpsUf3zAQ8cOcEymI1sIvuiFYjR2LPpD24WXKTiciWHcIkfhI33ULwZZcHoWsYsCQUySEVNpKP2ABlUrY3mUgn94CjLw7CzrhcVNWpMLydj9nf9ajy8lgnde2FixD5+MD98cfZ/qFHve8lhMb+DKqxnUZVw5VVmKv4HH4OfhgR0sjJ+uQSq0ULqmqwztkRexzs8ZiJhT4Rp23F7D0tUWrMzz67U3dbCctF8iK8d2w1tp8MN7PNvJCZgu+ncxVx7TzaYf/k/TiUeQhKjRJDg4bC296by9G8shoeqjr08ZqHc0WNd/itOpvBCgNo0osQCUSY0XYG0HYGdFPUqD17FrzCaxAmmF9U6qlxD8OwCb+y/6ttTnpS7rz1KSurKgv5tdwxVKt2gKrMItNdJ0Z98RDIglazu9Th/2CbB/FXuF5srA61BXW8Ezwb+U80uqOOez3iABvhU41Bx00bSJzVUFaL4FhWiOojR2w6LvT178tuLbTQQgv/JlO6BrAOTlO6h7gy0dhy3GwpvOhpbLklUlHTXb1UDHAmpRiTOv/1LvyBEZ4Y2tbLrCuXxPup3YyvTQV0H+1NbFS8J36a3RXD2hmD/6IDXLDtqb7MspsmYULc7TH7l4u4aGJ/TV3YI9vbCAs0IbnIdrHxncJqKwH/38LSzt7UMv5CWilWnk5jwvaA1p54alArHLch9pPgnFJcY+gKbswZ4eCtAhaN88LwSHb7O/j5VBo+P3ibdYtTPQF1/C+e0B5tfJxw/KVBzKqcuuhJFNXz/fFUM/HeC+UYyI/HLV0wCnWuTPzUQIj1F7PY9vVQjyAcXDgAN3Ir2YRExwBnc5Exm8u7TNAG4WnVc9A0iNp3SuqRXt54cS1BHeoUf6GHbNoPLxqIHXG5KK1RsrgF/ZjPjJoiLi4u5TBg78XFxUUbx10UkfDdceN1XE29Bt8cTWbXOvR9bLHsWLLVhIutwgY9PihlQu3dxs1I2AmUWlxTUqHk/teAxJ3GZVnnkZd8Fb6zV7L1G+7lyH7D/TcK2HY7LMqbFWicSS5hzh+0zX7iOQghRUcb+YQ0uP+ds4AP57Lk6dqKvj9bB9phQPpJoOAGeIffQR/+LQzlX8ERrTESy9tJgnWP9GT/L9Pa4yfNWLOXV0CCrzETay1mFYuqFUhuKPhwgBxPC3eajyl5arwg3IJzSk7AD3C1w4L+jTsANAdjTAgPK9Wj8YpJwQCjxwLK1Ws0vsLMicKladHFFBL+m6JIZYddcXmYZaNAqFeYO7u10EILLfybDJ3WCz+9ax71EdLWH+EdjedL/Xm/rMC2y2Fpvu3llogljYkt3LmTGtMun0i4L134bbuEIGZCFxzfabT2Dgz3xtg5xvkKEu1/+OqgbfG+gRc+moJho6MN91tF+uCz1QuQl1mKeoUSQeHeeH7lLpxOMBYEdwj2wbjuTTuyZsnzG13e24bj4b9BnVJtEGhNqZHX41ZyPn7feQn5RZXoHBWIuVN64lSSeVE0UVojx82cAnQJ4eakkktKbY6tTiano6q/Ak9178lufwcbr8TjkwMnWXEAMb5jG3wyYQSC3Vyw9/E5SCgoYnbr4Z7GczN13evFe4JHee21FMGqhZavA1/JB7+Oj523ktDG0xMLenbD4+FLkV+XBrVOBX+7CDMR/Eq+bWeI3NpqFCbXgiduCGmivG2LNUXFDT38jNd9vo6O2D9rDnYmJaKwpgb9g4PRM8B6DFNZr8Cnl07icGYKnCV2mN+uC2a2NUYwrDl1Bd8Vb4fAgeuIrtMo8XvGKbiK7TEr1Pa++NOJWLNtQ1wghDJADa2EW8ZT8iAsE0LX8NWpuAUaPlBPthUN+5uGh3q6b8LF0kSk1HDCsh65RoHlt/dhw9Vi5vjp5VSNrdnXcL3iCn4Y8ARbvx4STyxu9wmulF9GjboG0S7R8Jb64EpmLtaev4ay2jpEenrjei332kKBBhISunQUE8GDSiHC/vRk7Eu7g3HhbQzHvf6evdlN10aH8wVZSCktxSd/nIBQy4MSYlw43B7+ocWws6+HoNwL3017lj1XpdVBoRFBStU8Jqh1Yoj4dlZuHKk1GZDZUE+1Wh5q6iVwlBk7z93FTpgd8tc6z5OqjftqlVoCN7F5EX4v90GQCe2ZG4MtxCbz5r6yZjSKNZCWzRU087Q8CPMFUAZrDMUJdB1G11Fb0+PxRJS1XicQd4LA7Sf8W+iYgH/3QtsWAf//MV4vvQidSonKHTtZRrfj0KHwedeiy14P5Q6S3Q4L3zGhVfN2brJDJ1tpUyJydQg2cUAUetyfSTgSmIJ+WYnqw4ehSEiEtG0bOA4bZiY8kYW/QmM9iarvdCV7UrLXs4kXJ8zSdO1vo35jwiF13Xbw6ICBgZSt3fSO196jPS7kX7Be7m47r+TfwC46mrk1kHW+KaVd+uDhVbGGAwdNutHN3V5imJRuxcvFW8J16MlPgmRtKDDoVTbJI23PfT+Zdz2CBpayvBr2XrgGbJoDzCTbEiMp5SksV546jv9K18CljDKzCXcaDKw4mYb+4Z7oF+HBJp06BlhXElLnk54gXiF2it9mFpV6R8uaOgmyk7gBWPWRo6xAhE7wHT1t5zWKQ0KgSEjA0aBuBvFeD9nQjojyxoX0MmavSbaeNDlP0P8/mNgO9hbd9dQ19GgTk1K0T2fNmw9lJtf5Ultdhu/2LsKFIgcIxVIs8OmPWbE/mz0nTKXG7MpqJqbbFPA1KqDaemDopFFj7eDvIZV5ARd+5ib21Apc0ERioyYG0/KPISIrG3VCCfaF9kKSWwjCTSZ9iUK5tUUQcTqDJifN7X32xlUjzP4pvOjXm+2PzgHdMLX1VOMD4tYDO5403P1Kdx0vuH6Ms+X0Ozf4kFlwMa3M5mQuTyhkhU0oCwIS3rOecnULh8PjpwExJ+BYumvosRdZxxtQ5rwerZK2JetBjFudOx5qNRnBXh0xKnQUizT5K4Q6hSKzyrobKsi+NRRlPfHN1gCcuRyLV0aNB37jihL0OAwezI7TFBVxIvsEnCXOGBM6Bi7SZlTi+nUBci6ZLaImL0W58bisKfvrWcottNBCC38Xzw4OR229Gn/EZrEueCpi/HiS7Rgpyu8mEV6h0lrlvTcHEsIs7cUt8Wgk6/heoY7vFbO74UhiIevMpU5oyjE3dOTS+aqklo1PGkNIY6lA2+cCU5GXOkMP3SpEQn4lK0aknHIWo9MENEazlXdua+z2bxHp7chEYq5T10inQBfMWnnRYGdNwjc5KFFsgC2HpwW/XcYzMeGY2i2w0e+XXV6HeasuYcuT5hMQVChB22d7P2dDF/+fgQoHPtpnLLqjj77uQhb6tPJg2wWNyW0Vjd7IrTAT73dL3oQ3z7gsVhuJ6cq3oQMfh24VsG2cXqvR39GtFZB+Cjs0/QzivR4aIw+L8sLVzAq2Hkk81VvT01d/e0xbqyxwV3sxyzZvkt8fAPK5Qsf6mnJ8sekktm5zgE4gZsWymy8bHZFMITv5xgT87DJr1w7aGn6c2QUBbjJWjEvrl44pg3jXsEi4BQvVz1gVv1ImuxmV1l2NjIzTVou8Urdhyc/98Uo3Pnju4XAM7oNp3QPNikKeWHfFcH03CVOx3lOONtUX2GyRzcuwjDMGAd8MmpBrNRjw6Qgc/QA8rRo/ir7Cfm0PXNG2RpgzD5OfX2pwDcuq0kBpERdApAitY6EyS+WGUbgfrxQyarGxIJyXiwe6BCA6yAUTO/nB0aJD/V6h49f1hmvC5ZqJKIMTpgpOItTdDts1/fDNmZ7okHGBOaJYxjTQeYCOCyTGU5wXxbFN6OTfLOeH6ADnZkRFNF3I0kILLbTwbzLhsRhUltVgz6qTkFcr0HlgGzz3+Uybj23dORQOLjLUVHAOP3q6Dm5efOioB3vh7IF4G6qI8a6rx5+PzbHk5a9mImZiV9yMTYVfsAcGju8CqZ2xYaS0uBolxY0XYtF5tU07280QfsFGkfebBeNx8mYabmUVopWPO4Z1ioCooeO8MSIcgnGk8JzV8nBH64KvfwsfN0e0DfFGYob5HGDXyEA88+5GKFWc7nAnvQhXbmbBrZUdMkutizleW7UPjwztgen9o5ntOwnRZEtvSlmZHI8s34JNL840dEDrO87L6+rQ3ssbwsZsNptBbkUV3t97zOx9d8UnoXtwAKZ24a4To3ysredvFFrPf5KIz6sXQKA1H3gdTk5hAj7ha2d7Djikke54aoAmN4uYwFDcLCtCYW0Ncy1QNmg79E4v9uiHQCfzsb2TRILZ0UYx3haPH9mJ8/lcWGpxXS0Wx+/Gj1l72Fg8xisKu8+mQtTF2s58f97VRgX8nHLjPDzBV/EgTRfh49nD0crTDcdupmNN+TVUqZVs+pQ1eNOqp3WmNO4b4a7mbkfF9baLgeJKs6DTSdCtVQY8nfT7bCEW3yhClGYyAlxc0CskEH08jAU651OzsOC3bYZCA12WDr5tnFEmLoW9ncIwbpZKq1FdJoOiRooL+dkGAd8Uuhbq4xuMTu5++EZwFnUNDWFqlRCZd3zhLJXi4Evz4CTjGiNLlVW4XeuFaCfzYoSUWh/wTSIyuMeWoUotgB2tJ5NNij52drULFGoxFEoRpoVGooNnAIb7dIHTX5xv9rfzRlwF565Ro5ay3HYHoRI+UjdodGIcLoxDUvXnGBzQDnFl5t+hrYs3Orr5Ia+uEBdKr7Bu/b4e3eEuuXscXttWPjhy7jb7P79WAK2Grl/0BVz05Xkoqzc/v7Twz9HSgf8XIati3/feg8+bb7KKRL64iQxK5wBg9OcA5dFpGi4WI0cD3R8xe1jZmjUoXb0GmtJSJnp5v/UmRN7eTFyrV9djXeI6lNeWoPMtBeYeNh7IZd27w66D7UnQPwOJbk6jRrGbLUKcQ9jBQK0z75jR1HuxAxvZC1JH9t0QC8QYG2beNXA3qMP1SOYRZFQZs01ntZ2FMJe/1iFwP6FiB/9vv0HeSy9DlZtLs7twGjkCn/j2hS7DvCOIstipC//Hk6mQQInfxR/Dh9cgxJUkAVvmAw5ekHXtB6dx4+Bcudog3htIPgQUJgDeUUwAXXh8oaFTOMQpBN8M/oZ1H/8ZbHU56T83CfiN5VpSpryeRwT7OPHeBAe/eti5K3GbL8ausJvI3TGRdYM/Ef0EAh2tqxPdH1uAmhMnmJ2kLfq19sSyGV3YezvZidjnLpcrMSjSC95O3Mn6Xqg9f94g3hM/jeLjTDs+2V0ACjkSb/xu83nt65W4YfEZVRoVksqS4GHnAd/AXoauKANe7dA+iLN+x9ilwIiPoDyzDN1OLUEvwW3oQoAKrQwFl5wxOOcqvhq4APP7mbtt9PLphVU3V7H/2yl0LHtepAbOOVl35r0rWI95lymWo+E7tB0PTF3NTRoSp4229ARNIP+ifgEDotqhvKArVGWDrF6TsnKbxC0UaDcJuLXNuIw25JGfGMR7ItItkjkwqLTmQkdvKjawgFwa9MchgSQfEu+drIiIxHxl6UBo6/3Q21WJF/qRefO9oSoqgsDZ2cqSnuznqYDItIBpZOAD2HG0e0PRiJplPcfbdcTOBY9BvnULtAoFnEaNhPdrr2HNrTX44vIXhuf+FP8TVo1cdff9s99C4M5+oIIb4BOlSQ5Q1Tacynk8OAy8P7l0LbTQQgt/B5R1/fbYKLw+qg0TZE0FblvW+2QH/tq2eIOIT/nejw80P1ZuiM1iFs2FlfVsTPLuuCjmBjS2ox/rhCUbZCqQpExw0+kosoXu2+r+dZ9TMeOIdj7sZgvqZKXiVhIZbUEW4s0Zq9A6HNPRl92ay8yeQazTNCHfOP6c0iXgH8u2bw40+ULW/c+sv4q0BhF/aFtvqDVasyxq4lJGOZ6OaWWwjrcUKF/eEs+2H+qMJvv9tResi+4uZ5azAlWKH6DCiifXXWGRAvrf6sdZXW2K7M3hxG3boiGNS0nAt0WdUgOJSafxbOFhM/Ge6MG/jYH868jU+eDp8l+B77K5OCDKAqfIMEv6PAvc2g5dI3UjnQJdsXxmV+ZERddsp5KLUVTF7UcBrn9i8in7kkG8Jz5Uz8JazXCAbfIqbLxkW7zX22maQr87ba+uMjF6t3Jn1xymUCQWFQRQoQX9Ti8Oj4T20q+QHfmK2dcfF7yIXZreWKR6ihUv2In47FrLjLAY4BgX/1Srk+CgtjtqdVIMUSfDD0aXC0LI0+Ll3IXg5TVsiySwP/QH6xwnlp9INevqKIcTxpQ8i1C7BRhZvx8vi8yLrBmuIU2vT3sPoPNs4Moq9v7jBBfYDaN+IWs+s8IEEvMtXSw6hflZvSS5U+iPQyU6J9TpRLDjmW8g2bJ2+GKasaOxuVB3P9nRWx7XnxjUCocTClHd8Pn+0AxGWeRDbHvjju0aVmx1PasCTw5sha1Xc1ClULFj6bvj2rGCr9e33zCsX3JsWP9oL3QIaHr/pGKTvTfyrYoCTKEishZaaKGF/1T4fD4efmMCZr86DmqlGhITgdsSstR/cdlcLHniV9TVcsVZbbqFYubL5nOtxzZfwO+f70FhZgk69GmNJz55EMFt/NB1YBsmqv/x/REUZpdBrVRBqzYW0fqHeqLX8Ps438zjofugtuxmCxc3ezg526Gq0rqIj5jyUG8EBt99HE+C8+CO4ezWXAZ59cTxootIqk4zLOvpFo0uLs0rhvinWPzYaLy2fDdScrgGmB5RQXAWiAzivZ6UzGLMHNgL17IsMtnVYGL0x5uPQSYRYVyPKDzeozt+uBhr9hhhNXCnsgRnEjMwsF0Y5CoVnj2wB8cyuPXjY++Ab0eOQXeTDvR74UxqhlXRAHEqOcMg4FtCnfp8KaC104Cn5gEqGknq24UtHizUIl9SglEHf0QrRw882bYf2rlaX6/Nje6MbYkJKJabjBtoVTbsBq1dPbBi4gRUKBRMFD6Xk4Xcmir08gtEqMu9X1OlVJQaxHvCzrEeMsd61Db8fLvyrkIbKLRRokmYj5up+52y12UCCXqEBWJPnHm8gqvMDqMjIiEWCtFhkC+e7NcD26/cwuLDJyCXahqsBYyPp+7uZ7v2MnuNLq4RbB1bug/UysXwdqk0Ee858lWpOHJtM4ry3NAl0A8rZ05i2fDEL2cum7kEUNd3WYISrWKkKKw3bxS1d66DokaCIMemx30ysQgze3fCylOXuc9ICSA6HhaO6GsQ7wlvqRuq1MG4UC5GgLScidQ5da7wk3EFHqZ4S70gETijVKWFi7AOQr4WSq0A+XJHqJl1AbliO+D9Lvfu8lpSVwuZUASZyPy4PsE/BqeLr6BKzV3nyjUStHbsiOy6ZNRpOJ0oqToZqbwMLGw/ERtTE1FaX4sY3wi81Xk4zpdcxrfJv0LbsOFuydmD19o+iyiniCY/z/ghHXHoTCJupxdBUsiHPJJn1dUe49f84+g/iY5cMZrVgf/fG4fVIuDfR7G2WZsBifUklGVfBFyDoaiSoHrFSvBl9iwXvebUKRR+8qnh4dQBr8zJgfjXdazqXCzsh99HTGUdEbUXLqC0/Feoi0vg0K8fs/b+JyEhcna72QbBkBDz7fBAxCOYMbUPIhrsK/8OKGN607hNOJRxCHm1eejh0wNdvY22gv8pyDp3RqvDh1CfnAyBiwsrxMhfetLmYwe09kCYpz2yTq+HT6VlF60OuLIGCOkHvyWfQfvlIaDG2gIJNQVMwP8s9jMzm28qdHjj9Bv4Y+wff+p7WHbg6PFwFDc6gTPlh3NmHTOhPNuZ4RU+GrwzXAi5NAeoBFIrU3E+7zx2TtwJR8pENEHapg1Ctm7BhHV7cNBiLoYmo0a192E2i/rPSxN794pcJYdEIGEZ5tpa45vIJcD5NuZ7eaoti/SG5dQZfqXwCtsuz+Wewxtn3kCpopQNeOb7dMfzZZ7g1TZM8FL39bivLVZMFsQnPzLcpaIY11ZyyAvFqMqS4bXiswhwXWj2lD4CJzxoF4IL6el4e4MGjg3jnoeFG7G4mwSXfLiLo+68JMwTknhvQuIu4OY2oGNDF36VtUtAiU6FOl0xxG5noa7sAp3G6LAR5euE4e1MckUt0WpZEYt27DLU3CiCsOwSNAoe6ux6w821s9nJyN3OHc91fg5fXjEWEfjY++CJjk9YvayXzAtPdnoSy64tA0+ghNjtPFsusMuB0DER0ryn8OLDD+FekF+9ivy334EyNRV8Bwe4PzIfHk8a3Qg6eHZgx58td7agXFHOXEPOXfeHSmMuEJTWqXFm1BQ8+OIis+iR7659Z/G4Ssz542e0l02Bn4sMc3oHI8TD2m0ATn7Ak+eBm1uhq8xF6fF0FN84yyWkSqXweuVliINsd6+10EILLfwnQR3jd2l+YUzs7I+YSC9cTC9lFtskUlEEET1/fLQf4nMq8Po2LuObIJGPuqg3LOjFxs3Exsd7M2H8SmYZfjiRhtyKOlYIQF3af6XL+l6hLtZnBoczW3XTrnuy2Z/ZM/hPi8XNfe/tT/dh64Q63Em0/k+xzjclys8JR18cyIR5B6mQibQ0nrRFB38XfPtQZ3x/PMWmVTYVdpCAv3hieybUJ9l4DInVxGcHkgziPZFTXodnN1zDsRfv7gpmC3d72+Njj0a6hivlKjzw4zkkFxkLEkJ5tu1b2/My8KVoBdyrGooxSm4DqceApy4CjhbjMPdWwOOnMOHYevxySQetydUqddyP6+jHCkL04+bBbZoYxzWCnAQFoYAVsEBpXMcqnQCbNQ2Fqc1gSvVaan1hHen0ez27/prBmYz2Vx8nqeE+FQh/OqWD2f4rlRcAR14zy54fLziPWG0brNMMg4ej1KoDP0UciSLfufDKPYyHlG+iGNzk6wc1WiwVfseJ5SbwG7pQGLTOr/7G2b9TtIcNgYHmJVPlUqzFMDwoOIFAvrGwQ+sWDn4HE+erRsbN6pGf40iRC9yzDqBKK8U1r8l4MGA0TKfI6bj4xui2eHOHUeT2cBDjpRHWRR1UqEFF9u/tvomVoi+txPt6gQPazF6Ke+FmbiVe2RLPCi5kYgHm9A7BqyMjDfsOFQ3se74/1l3MZPscXfOmFdXgUIJ551yNUgNXexFi3xxqFj3y8b5Es+IIKsya8+tF9Ah1Y8d2KtKxNe9AjhF7n+uP3dfzmOtGSmE1DiYUsglj2v4XDWv9tx53W2ihhRbuFwIBH4ImxHs9vUZGY+2NT3HjXDKc3Rzg5u2MfWtOs2azARO6oiCzBEse/8Xw+GsnE/H65KX4+vAbuHg0ASqlGh+ufgxe/q5IuZGNP747jLz0YrTrHoaHnh8BkfifkxDEYiHmLBiE777Yb1hG55UhIztg3JRuaNtI9/19eW++CIvbL0Rs2XVky/MR7hCMzq5Rf8nV9O8g2McVGz6Yg7TcUohFAgR4ueClj7fZfqyDM5bNHo8Vxy7iZlYheBrqzDb+fcu5G0zAf6l/P8Ql5OJSXi74GkBQx4mgRHEVNz+6LPa8QbwnCmpr8MyBPTgzdwFEgmZc4Fngbi+7p+VylRIPHtiA+NICQNqg1yvJPl8AQT2P6yTXfwwau/kpUIA6oApIqSrBmcI07Bq2AEEO5qK7j4Mjdj04C9/FXsCG6/HMPJkKGGgOV8DjYXy7NqwgxF3Gfa4BQXcpxLQBWeCLeAII+QLUqsxdgKQya1cgnqsamhqBwUJfT5myBicKEzDIOwrJ1Tl498Ya5Cu44tMOoWEIzHVEdoODBY3T3580lIn3hs+hVGPJnlPQqjTQOeiYgE7HCf2lgqNYgnYe5tcFOrkYbVRRSBQmcOuVxPs6MQordIjwtN2Z7eQsZwL+1ew8rL0Yhyf692DLCyptuWvoUGijy58v0MHXUYZpbRovIKICEHKPWDi8L25VF+NUbiY00KGVsyu6R5gXloj4QjwZPhlLktahWMmNHx2EMiwIG2/zWDA7eBp+TF2NfA0dg3XQaPnIrXWGo0wBRZ09fur3AO6FlMpSvHhmL66X5EMiEOKhiGi81X2wwcXCW+qBrzu/hv0Fp1GkKENH59aQa6pwp8Y450GodCp4ONTi1NjnDMs0Og3eT6DYFTX8pZVwFXHOW39kfoBWDp1gL3REb4/h8Lez3nbt7cRYsfghnLiYjKy8Mtx2K8PusltQabUQ8vhY0LYXenvf+zb/T6BrIlrN8nH/rbQI+P8GDp5A27Go2LoV+W+9bQhhKPn+e4h8rbsyjlfw8ennx6F3EP38wG389kgPdO7VC/a9zCui/mle6PoCunl3w/Hs43CVuGJyxGQEOP71LNHmYCe0w4TwCfhPh8fnQxppnEAZFOlpNkGnn0wh63Gy1oQwCNhh44VU3AmRBo2C6PHA2W/M/05idwB3MqTfw5JbpbdQWFvIZZvfI5M7++OHE6koqTHaLLrKRHiga0CjuZ+WdpeXtZEYIDA/4dCmfyA6BHKpucVtcV0x9qfvx7RISpU3RxIaitFvP4tPYrOw9PAdFFfXswm5D8a3M1rh1lcD5ZmAW5hZZ3dTUHf84vOLEV8SDzepG+a3n49ZfSeDL5NBqZDjciseNALzAfstiQSHHBwwvMb4exYJBPjN2REF1Zl48siT2Dh2I146+RKqVdwAhSoBfymJheuwlzBX5A1oNagKGoxN8RVIvhiPTkEumNTZH9LkwzY/J7kWkICvyzO3ykHSPmDTbLypVSPpuAd0CuMFnkitwrM3tmKu9xsseqC3MM72Ssg4ZRTwwwYBt/eZ/dnXKQjeMg9m1S8L/Q7Ksn7QKj0R7KnFH3MXsUlgK9JOAofeZDme8GyLyooOKNhEg329rdltlNS8gYq3PkGgq4xliBIPt3+Yddyfzj0Nd6k7iyNozPqeOuKlAik+v/y52XIeX4mxMfkI9mx+MZGmphbZTz4FbSVnO6WtqUHxN99CFBjEiqz0hDqH4uXuLxvuH7lkLJgxpVZpPtBOrUi1ih6py5mJmpoo5ICbyCR72e1P97W2eiUkDkDXuWxc7TEYcHo8F6qsTEijoliRUAsttNDC/xrOMhEryNsbn4/n/7hm6Mb+5kgyWvs42OzAHvT5CYMd+JKDSfhlbncmWK+ca24F+E/zdEw4s4TfdyOfiW5kwW1qj/93QpM3ZD39nw6NcyN9jOftQa09ccWQoc1B0Qq9w9zZtkEFnGSbb6ujXc+4aD8kFRgLJwgS8HqFcdsDRRJYQoUOKUU1f6ogmdwRvj6SzIpF9NDvPaMRi3jKTbe8NqBx81jBRavHtnFWwV1u7uSFunLg+nqgn7Fg0IBrMNpPeR1ftcrFZ/uTkFepQIi7DG+NiUKQe8O4SlkLlKVzHeE0zmgGtG7e2H4Dsell7DrmkX6heG5AH0DmAchLWLGAqhlTDdTHM1+wD9Nrfwc2bIbqsdN4+vccFFUbrzmouOLxAWHoHOTKBF2yVSfxd8/1fLTzd2LXIzIS1E3Eez2D+HFMwM83+S241yzBw6suQakeATsMRB3NADeg0vHxtvoRDOdfZpnwtrrUDVb7DQI+HV+2XTUfm5PNO62blCJgkvIDzBPuRxteNorsI/HQIx8DYhvFmtmxwIHXgdzLLALhsNejeDK5O5Xfcn/PBY79dhlvj20HX2epoeBzRs8gJmhTjAd1wY+N9mX/2mJunxAMtruDwJ0UsWWOJHIo4Nf8DkulWotH1lxCYUMxjFypYY5y/q52TFjXQ+P710cZuywX70mw+Xq19ebj5ozSWlQprH/XcrkKBxv2202Xs7H58T42O/LJDYDiNPTkV9YhtagWbXwd71uESgsttNDCfxL2jnboNaIjLh+7hVenfAVVg/vJui/2IrKT9TikrLgaCwZ/CmU9d55btWQP3vhuLnoP74C3VszHv8n4Kd0QFu6FE4dvseKB4aM7IjT83ucz/wwksPbx6IL/BsL8jZEBvTqH4vy1dKsCkB4dg+Hp7ghnsQTzv7V2BVIojeface3b4Ppt84YeEkd7R3Lbz6E06/FDUW0t4osK0NX33q81BkaEIszDDWklZWbXLTN62HYD2pxygxPvTRHrIKjQQVhLbdcAaa3UIO3pJ0GJ0FxcrlUrsSn9Gl7qMNjqtb0dHLB48FAMDAjFx8dOIruiEn5Ojnglpj/aeHExbvVqNdLLy+Hv5ARHC7fOxsiTl+PDmztwsSQNMqEY04J64omIwQhwcEJOTSXs7JSQiFTQ6PjQ6sPpGxq5FLecIImogcDVOBYtra/B63HrsbLn4/gkcZ1BvCduVKdh7Kje6KKLQbWinnXkH89Mx+sHDyHCwx1T27dHbFo2FCpWnWAodmCFGg0KZ5m8jrkcyBpilG9kFWD+ii2oU6qgCvWEyEsBlUqIehX3d7nKtotcbY1x+cWMbIOA36dVEFKLzd2uHCQStHMOxK1Kc8cue74MG8fPgavUPJ+eSCgswuKDx3ElJw8Bzk7oFOKL47lGp+bUyjLM27Udn40aCk+pA1o5c/vKIK8uiHQMwpmSeEgFYgz07AwnG5GtxADP3hDBEe/cWMns7GtUEvYb0W8zKNAXPb2bH61BhQaPHduGtCruu9dr1FiddAWeMns83cHoOOsuccGs4HGG+1tydtt8vXqNeRRWubISZcoKBNqVw1VkvPYR8MqRUnMadVoJLpWfxGNhb6KVg7WjiFgkxPB+xvH6K3UxuFNZjHBnD3jb/X1Nun8VXUsHfgt/F9rbx1D04XsG8Z4tq6mB0kKU04CHHztMNIj3BNnPfbg3EVstchvviqKSy/pzDzfY/d0PBgQMYLf/j+g0GmgqKiBwdWVCfXN4dkgEywGkCS/CUSrEV9OjjXaDrUcAJFQ2CPYG2k82/r//S5xNZVZDV5LYAZj0g2HSzVnsjKI6c6tJsiQ3FUBVBQVQJCRCEt7qrl271MGw5YneWHYsBbfyKtHGxxHPDI6Al6Ptk/TNXIuJRboQ0IzEPI8EuFYaJ2x4A1+Gyk4H3Nlk9fiCmhLW0UETU/qMR1MoJ3Nat0DUKNRsAtfA2W+BE58CqlpA6gwMW8wEz6ZQqBV44vATrEOeKFOUMYtz6vqO+PJ9PBf/JvJczDN49ZzqOQfDXbri5qXlOFadgq2ODihrqDqtU9fhlxu/GMR7Uw7nncHc0euYbeuk788a7GI3knh7ORMb1GtspLkDagXfEJlBaOVyqPLzITr4HvgNE5e6IusJO8/aCnT03Yg7IgWKtXGArVhgF5OBx4iPgaJEoLxh8C91gWDCcrzFV+LFEy9CKaqC1Hsfy3D/ftjPticJK7KB9dMBdcPAoTgRLtoklDl5QFnFPf5IYFcsdxuJup8vsgEQZW5+OqUj6+QiK326se9ZV4eKnVugzMqGrFtX2Pfvb1YBTa4Jtqisbzr/2JLa06cM4j1RbQesH8jHtfx34LHrV8xtNxfjW1lXZpIl7uYr5lmq1Fk5wsKVgEWP8IVQN/xWmroAaGrMB050jF95Oo2th7shDvBntxZaaKGF/2WoI/elzdfNrNTJAppERFvoxXuCLJrf330LhxY1vxuYoCz07HI5gt3sYWcSCfRXIaHvP7H7/Z+A8iPL5Epmi846tpvBggFhuJJVbrClpw5fOj/qx379wj3gIhOhQm4usJKAqYfEZRp36/OwqQDgw4kdDJ3n9HzTIlWChhgUx6SHCkavZ1cg1NP+rkUXMrEQm9m4ORnXsirQyssBTw8KNxQpWnIzzzyrktigGYwnPW/Au+KacWGPxzCWRN8z1q+hqirCnbxKZn1vK8KMijeo4566l53shMYx1KVfgCPvA/WVXDFwzBtA76ea/H7UwTxvdayhWJfGslRUS4L1QxOWAxtnQqJVYRj/Cg5ouYk6PUPbeuGBroE4eeoY3HKPYabgKPz4DRN4GiWKz6xBUXU/q/c8mlSE10e3ZYUZ5MpgiIO4DPwRm41B/Aq8YuOzlug4UbdnQ7EGVAqgIhPLDuYy8ZkwFe/1VOjs8aTkE/BqCiCGCj+Iv21y3PzqyDbsukUf60DXLp8/0JE5gz2y+jJKVM74XP0gcw9Y/WAPwN5GMVFtKbBuClDf8N3KUjG87E104r2HOJ3RsjIhvxoP/XzBUCzy1bRO7H2o8FNf/Fmv1mDb1Rx2jKSiIYqjMHUsCBRaX6txK8N8MvVuXEgrNYj3pnyw+xZ+O5fBigVmmQj5ekZ38MEvZ8wFBtokR3Uwd0+j4l7a56kwoDHoGP/DyRQWB3E3fJ3t2K2FFlpo4X+ZlPgsfPr4LwbxniAL/tSb5vMVDInEIN5zj9Pgh/e2oceQdkz4bS71dUrkpRbCJ8QTdg73Hl/ZGO2jg9jt/yPUEV1eVQcnBylzH2sOE4d1RFxCDo5fuMPuS8RCLJwfw8R7IjrUD94uDiisML+GGtG5teH/k3u1x8WUbBy+nszuU1f9S+MHwN+NG1O5SG3/vs4S4/Lyujpcy81nomprz6ave+j1f5v7AJafuojLmbkIcnPGY/16oLWX7efdLLUuvCVCvF2QW13NRGhhPY192yI0yhFf3LRucCuqq8Gt4iL4OTraFIaHtm6FIRFhqKqvZyI9FTAQOxMTsfjYcZQrFLATCvF4jx54tvfdGysXXfkdydVc0UGtuh6r0k7BSWyHr2NG4dXrK8BrEFtJIqpTi1Cv5sbyXd1CMGvqYPx25zRuQG+Lz30WjU6LDZmnkVvHRSiYcr7kFl7s9wDUWi1mbNyEK3nGggxyF/CpszOI9jylDjoLg4+OXt5MvFdqNMiqrMC3h84x8Z5Qiniol5uvs7xKJ/QM9EKt1qhDVFfaoTDXON4NcDU6uD4Z0wvXsvNxM5f7LaUiIRZPHIbAADs8c2kVatRc05OEL8THXabB28FaPJYrVZi/YRsrNiByKquQkVRpdF+g9SnSIktQhIeOrGf3Y/xa4fv+k2AnFMHXzgNTA7kiDpVGg90pSUgoLUJ7D2+MCI0wdMQTWohQUW99HVdpqdvchfiSfIN4T/B5WoR7FeNK7Sq8fWMHBnjGYKj3CCu3j55uXbAtZ49VfEFPd/Oxr4vICc5Ce7gIrY/1rCgZYmh0ahwp3GZTwLfE086B3Vr492npwP83uL4RqtVPQ1PHVW+ZobawRbFzQrHMOkslLtvaVqRJTi4BznzFicIyd2DkZ4ZOW8Xt26g5foKJ0E5jRkPg8J+xc5KouvnOZlwuuMy6+me0nQF/h79PqCJHhIrNW6BTqeA0ejTcHp4LXhP2PxXbd6D4q6+gLiqCyN8f3q+/BsehRsu/xiChc9ODQSg4exJ1dXL49H4Qdn4mIp/MDZi+Fti9CKjM4sT83k8D7acYHyN1AubvB3KvADXFQHAfblkDtK6+vmpuyU6io96SvnjZdyj58UdAQ55APLg8OB0+77zTpCUUCemfT+2AUzmnkFh2AdmKCoRqBzCreUva+jrhfJq5cFoNGQqm7YVr9QU2cYbQAYB3OwzIPolNNgT8FfvFWFpzhk10vTA8kk2+WkKTv2bifcYZ4PDbhrtZcjHsd74F98u/oFTmit1eQaj0DMfE8IkIdjJOJm2+vdkg3puyO3U3i2uwJd6TjRJZp7/S83VA7IQDigysSVhj/Rl5trchEr6JjZeyDOK9ntisKuyUyjDJItlIo+KhPMUeQl9feL34Asp++w3F3y5jxT8CsQZenezgElYHsaPaIJDr4Ts6Ys38pdiWtQd55W1QdXkrnCpNqmodfIAuc83z6p+5DKSf4CY7KetTLAMl3++fsh9Hs44y0Xxo8FA4iY3bnhk3NhvF+wY2ONvj13lilIn5iMoQ4oJ2ONQaqWGwSiI4ZfI+aNKlRkUyGTNnMUt7ovQnwHnCePh99pnhMX38+tjMY+rr39fqY6k0Kvxx+w+2LZPbwqy2s5gtPsPEVopYMkWA24H0KyhRVn4Hb555kxXDjAodZfa4mDZeeHFYa5aBSqIS2ee+MLw1jiQUoqCmHN5e+egZFIoo9yi2/ZH9PqFVGqulLTv/mnucJMeNamU1K6SiohM9RzOPYuWNlSiQF6Cnb08s6rLoTzlwtNBCCy38m1B28uNrLzM76rt1azYGiWqUD22rINAWJCx9dfgOe46TVIjXRrVlHa5ESlE16/yk5dTZTVnr/wmoNFr8cSkbZ5KLmUBFcSxhf2N3/864XPx+IYutI4owenxgKyYiNsb+G/msAJm60skOnWy8KSLhblCB65IHOjJ3J+rKpq7ebiHGySAqrvh5TjdW4EHuC5QjT48x7Xan11gzvwcrQs2rUKB7iKvZ7zavbwje3H7T7H3pO5E9N0FFdWSzr9JwGyE5JX0xNbrJIgQ/Fzt8PKkDTiWXIC6rgnUSR3g72HQronGzvptYTz3EyBi3Gd6s6DIFCOoF+HUGMs9z13QWPBHrgaOnzrDihKcGheO5IdY5h3zLcXN+PLD3RYOhYGqdPdbvuYn42IMQ2DnBTSZmRQdTugYwG3Q9sdfirJy2CBKMHwo5CWi5Cb6PRL9ArpLglJbroOof4cGKL6jzeWRpLlBk3QFms9OdJqQaihJouzOI9w3Q/SSEYLw4EG34xq6dep0Iv2mGs/d7e2wUZ3l/6G1AUYEVkOELwVT8phlh8/1oO/rgyVnsd0kpqEBp9lG4V94y+aCuhu57graVA88PYNc/1QoVK9Kh6Ari9KsxLL6CJn9HtveBWyMRC0jYYRTvGxBAi7XiT1gRwXltO7yvnoN0nbE4hZxJogOc8diAVmaxBtNXXMCNXGNhCMVJ/DS7q/Faj67D+CLDb2UgfKjNgo31sVk4dKuAFbXM6RWMnmHc+FVo4U6mh/YVcpV4awe3X1mK+F2D3fDO2Ch2nKXCVSo6eX5IOC6ll2HHtVxW5NM91I051NE1IBWRN0V6SfMmUKlog1wKSmvqMbC1l9GFgqZL7hTj26PJ7DhCLg9UlGH69xZaaKGF/waun07CGw98bRabo0cht2HRbWNcUpxXgbKiKnj6Ns/hb//qE1j51kbUVMiZeD/7zUmY8uxI9jey4D+75yrEEhEGTuoGF89G5o7+YTQaLQ4diMfF8ylwcbXHhEldERrm9be937mjCdi5/jyqKuToObANHlwwENImYhHOxaVj6W/HkFNYAVcnGR57oA8mDbHdkW6KUCjAS48NhV+gK/KKKzFhYHt0b288B1MhwDcLxuON3w4grbCM3Z/Yqx3mDO5qJqgvnTsWyfklyCmtRMdgX7g7Gs+HD0d3wdWCvWbv2zcwCOFu3Njgj7gbWHz0OCsmJIZFtMI3E8ZA3MT8uoeDPd4ZPRjnCzNwqSgb6apSRGo8mMW4JW3dbP9OrwwaAId+EqQUlaKDvw86B/nhTmWRTQF/f2IaNl1KZlnv86K74PU+1k2JNGairHs9WRUVeHn/AWgaGjHlahW+On8WJ44nIcJDjXa9q+Dr6YT2zjHwsTOOy04UJBjEe1P25sSBFyg3iPfce5LbsApKjQCdXEKxOPoB+Ni5oEBWgBuJ5m5iBOd6bz0P6tjQvHc4JcVMvCfSysuRW0vxrrTv8yCu5KHeXQd2t6EQ472BQ7A7OQnvnzmGkjo5c8wXOdNj+eAredBIzN+PBwGeC38N6XXXkV2XieM3SnHtOh9abUMDmliEh3saHS1cZXbY9PhDrGCjrEaOXq2C4GzHresdA1/CscJbUGs1iPFpBw+J7c7vY8lpBvHe8L1da+EeUAGxWA15rQRF1Q6o1xivfY7npWL5rXN4MdpY2E9FCrP2bEZsvlH07uMfhDWjpxgiIaJdgiETiCHXmB9De3u2tvGb6HC1/BhuVJ6DmCdBd/fhiHDsZHD2MCXKLx9+Ltx4vbC+AJtzNkCtU2OU71izxwXK/LEgbDZ+z9yCWo0cdgIpJvqNRGl9JnZVXYJEYI8w+0hEOEbigYDRiC213lZMKam3HXFs/V3U0NYfBzT54En6gS8MM/ytrO4y7lR8jxplKlyk0Yh0XQhHsXG7/0fR/e976PN0LOTin6OqqgrOzs6orKyEk9N/xon7H+frjtCWZCF1ryecg+sgdlZDUSZGRZodJNHdYNemDSq2bIFOqQSvTVtMj16AynpzATHS2xEHFzWz6/3OIWC9RcYeiYrPXUXpjhMoMhHBhF5eCP59HcSBRqu5fwPaLB899ChiC2LNBM8/xvzxt1j0l65ejaJPjeuBcJ09Gz5vvmHz8XU3biJj2jQzBwWIRGi1d49ZNztN8m66nMO6uKhDl3VcZZwFfn/A2GFPv8Xkn4AOFrkpWg1QngE4eAGNnLCaWn8bkjZga/JWKDVKjA4djUc7PsqEx7r4eGRMm271nIDvv4PjkCGNviZ1DD9z9BmczaPMbY7evr3x/dDv2euaQvaEk74/Z8iqJKZ2DcDnU20POD+/9Dl+T/yd5bUIeSLUFg6BspSkYiPbnurDJnGaZN8rQOwKlOkc8ZTqOTwr2IG+AuNkG51q5/p5I1nmhBXDViDSNRILjy/ExQJri1KiW74dAqvE2B5p3Rn13eDvmICv52bJTczYO8Ns4ETi/bbx2/D6mdeRUGriPAAelg9djn7+/fDy5utmndsCuwxIfLdBIClCaL0Kn5WUoK1SxTaHWt/HoQsbDIeYGChu3kTmzFlmn4neOXeEN7pW30bheWegIauK8Hr5Jbg/8ojxwfIy4OKPXBGIZxug11OAc/MLZOpTU1F14AB4QhGcx42FyM/P/AG0b2x9hOW169ljL8PrFlW0WpUTalOoZ8o4MB8WzMfPTxoF8uLly1Hy7TKrzxDyxwbYdeIGQsS6hHVYemUpVA2TkWS7/2n/T1nHuykvnHgBhzONEQX095XDV6Krd1do6+uROmw4K8zJ8AJeecT6gqGLVxesGWVdrEHQpG1+pYJ1o81fdYlNSnJoIPXbiNEdvbFkwBKM2T4GeTV50KpcIE9+hUUbmBLjJYCLPycezOoVxDrqLMmpzsG8g/NQUMsNvoQ8IRb3W4yq+iqsubUGebXmA3Wy/d8+frvNopu/Ssu5vYUW/j7+v+9fY749jVt5trtFI70dMCjSC2vOZ7AuzDAPGbNbLqkxv7imLPUzr8Y0K7vySmYZpvxw3mwZPW3vs/0Rn1OB17cbc6YpTuiPx3qbWb7/W5CNPBU76KFiBRo7mQqv94tNl7LxytZ4s2WTu/hj6TTjOdmU1OIajPjqlJmDAmnfu5/th3Z+RtvrzNJaVoRA3fTDorxYJvuNnErMWHmBdY7rf4sPJ7bHzJ7BVmPfrDI5c41qzDq8Kaigcu2FTObsNLK9LxYOjWDCP332oUtPmg35CRLwG4uS0n+ep9dfxb4bxgmSLkEuWL+gl9F1q4GyWiUmLz+LjFKjCEkOPitmd7P94uQ0deoLJr7q+EIsV47B52rzsf1v83tgQGsbxeKmHPsIOLUE1To7PKt6Fie0tn8/kYCHn2Z3Q0wrR2DzwzifmImHVMaCWT3dxJnY4rwMqDYffxRRF/ykn+DViZvMZ5QkA9/3JDszk0fygEePYsZ+FbPNN2XZQ51ZwQxZr1t2butxQxWeFW5HL34isnReyO/wONwi+2FYW2/YlScBP1BRp/kPOan+fVzTWRc7PB3TCi+PaGNcoKhi1xisgILc7Ho9yRW7NhPatimLnbYj+h5663tT7uz6Eq2vfmC1vE4nxnZNPyTpghDAK8Jn6gehMRk39/TWYuMio83m6rPpeG+3tUU9FbEMNN0mrq3jCjgaupwQMRyYthYQmXfWvbY1nu2Xpvvuyrnd2P5J4j7tH00VnjY1b0HFBjnldUxYn/NrLNsXTKFtmAoPJnx3Brcb3A1s0dbXEW19nODuIMaMnsEItbF+i6oUmP7TBcNnpe/xwYT2bPv+8UQa0kvNv4OfsxTHXhpktb/eD/6/n9dbaOHv5P/7/vXqhC9w/fRtUmqtxr1egW4YNrUntn5/CHU19fAN9YRWKkVRrnlUkZOrPdZdfK9ZmfcZt3LwRK+3uPxsE744+AbKiqrx+VO/QtPgeCNzlOLjLc8jskvzz59/F0s+3s0EfD1isRBffjsLbaPuf9PYmSO38OEirgNYT69BbfDestk2H19UVo2pL/yKerI4N+GHt6ajc1vj2LOgtAo7Tt1ASUUt+nQIRUzXcGTml+OxjzeiotoobD47vT9mj26I4jEhp6QCTjIpu90ru+4k4te4q6zTfmhYKyzs2YflphdU12DQj7+wzm9T3hoyEA93azqS4NULe7E5zRhN2dbFCxuGzoKT2Pzz1ajq8cC+35FUzjlrEf18g7Fm2DSWUW/Jr3cu4Msbx6HUasAHD9o6AVTV5tcK3w0fi7ERxuhbW/xy+Qo+PnmSzfnqaNeg3YsHhLkXIabDLein9EgYnxjwEiIc++Lt61txIC+ejTksEShFCHeVokhr7SjwdPhkTA40OlIVKSox+dSXUFrERS3rNg9788/idLF5XO2iyAcw3r83lp0/j6/PGa9rBRI1nAKqIJKp2RBclSODItmBTR3HdAvH0A7h7PesUCgQs976dxRV8CCo10ERqjEI/sTsyM5Y3HO44X6dSoX1l67jfHo2/F2cMKdnZ7TyaH6UXW5tJXamJzBxfWxIG2bhbsnnJ85gxYVL7P88LWDnpIBfhwJ2rahHo+UhNd8DWq1xLOcvcsKZaU8b7m+7cwsvHNtv9frLho7FuHDjtcDR/Bt4/8ZW1DWI+F3cQrG06xzYWzhc789bgzMlO82WTQtchGjX/uz/Y3evxs2yQogEagyMvGO1bbiK3PBZtHWxNqHUKlGoKIGAp8WPqR+jUmU8dqu1fIQ6tMEz4S9hfcZ7yFfcMp/D1woh13KfVYIQOIk7wUEoxRi/3ggxaQTTo9NWQFU6Azq13vkBEDi+gjxdCG5X/AKlOtGsTEzMd8PAgD0QCZz+sfN6VcPysNVvgt+M45hWrkDawx/9V44PWjrw/2lIhavIBOlJYaOKIRA3DHJC6+AcWgfdzKch69kHni8sYl21Ih8fvHAuA+/uMu541O3x4nDrKp9GSTQ/cDB0GmiubkbR0rVmi0m0ou5s/yXmYvY/DQn3dJModRh9WYd2mTqUOJVhl/g7PDX50/v+fmWrVlstq9i0CV4Lnwff3noCoGrPHnPxnlCpULX/ADwef4zdPZ9airmrYg32jL9fzGKV/E8mv21uj09nzYNvAlETAdPqQhLZ3P9c9RIN1KkLn26W1Jw+bfM5tLwpAZ86rk3Fe+J8/nkcyTxi1Y1MnV8HFvbHlis5bFKGChfIMrMxKEt8dtRspFem41AcH6sSrC2ADt4qQGcfe5SuWo3qQ4fAd3CA64wZcBphHCToIwTeU81BnU5iJt4TVN86t7IaL0skWHZtGdq7t29UvCf6X6hB7yQdisbzcbadcXTC5/EN1u562nu0x7u938W3175lFvyedp54qdtLCHMJww9Df8B3177D2dyz8JR5Yl67eUy8J6IDXYwCPl8Bu8DV4Am4ibR0iQjT/H2xtLAYw+QKOD70NMsyJaoOHLT6vHTyPJbZCZ+0nYm1Qz8DX9cXGpE7pG3aMFcJM2Ru0HR/HjzRavBvbQRSjnIuD/0Wgh2g7hwEMs9w9qAdp5s5PFTu3Yu8V17lHBxoDvaHHxD43VLYd+0M2DVUae9ZaCbeE1scrTsB+aIqyIJXQJ5Jdq3c6d+t9Cr1vqGkroR1qifXbkdkOx76JujAN9nt6hISzAT8WVGzMDJ0JOKL4xHkGIRw13CDvSeJDSqtDr1ba8zEe31xyq83f2UCPl8iQdAvK1Hw0ceQ59neNmxFIuihbiu6TV9x3kS8JwSoLxyHQxmfoL//bvw87Ge8cuoVJBbdhNjzEOpLjJPaDko5jhfJgCIuUmX9xUxse6qvwRZVz7dXvzWI9+x76NR479x7VjlIemj/uph/EX387zF+pYUWWmjhXySjCWFo0dDWGNnBl3UbV9SpmFBPXcAvbr5uGKbRRfxLI1o3S7wn9psIrnrotXbH52Hd+Uyz4R/lMFNn9q8PW0+K/ZOQdbepeE9QZ/yn+/+ez7byTJrVsp1xeSzjmmzULaGsclPxnqC7u67nGQR8sqcnW3C9VfaG2Cw8NagV6yLWi/cErX/6XpM7B5hFG9DvG+xuO7uwOUzvHsRulpy6U2w15Nd36zYl4J9OLjET74mrWRVsbGzZjUwd2VTMsPVKDhPxKct8RDvriRQDg14Dus4DihKwNtUOnx+zdpHaf7OAjb9XnU3H7vh8SAR8PNgjEJO7BFiNm0kQbky813dT03Ye0/kicOcAevB5COQVIVtnPrafoj1kJd4TXrxKwC/EfKFHBFfATNdANQWcQ9yQd4CArvhxtgpLD91hndK0bqgDm0Rv/bi5McrghPfVRjep/f37M3cDRgJdD1v/kKMFF3FNzQn4vcPc4WXPxyifGozsYjEJJHWCvNciQOoD2fVVXERU23HAgJc5wTv1GHdz8geiH+Q69Bs4llSIJ9ZeNUR7UDf50unRDfEPXPfdJ/sTsf2cN05JRJCauBCQeD9V+S5u6oxihzNqUAnjmNCt4hagG8uORxsuZbExb2PHCTMBv/MsIHI0kHUBcAkEfDg3qqtZ5dhwMYvti31auVtFRNG+u/x4KhPwaV5i9bzueGfnLW5fsfG+dCxqKm6CioyoAMlSvCfoNdddyMTq+T3w/IY4xGbYtvhPzK9mN/0196bHe6O9v7E4iPjmaLJZoQF9D4pX0TtrWJJXqWDb4NiOFkXKLbTQQgv/weSm6i2sKQvcfOz74MJRGDWrHx54dgQqS2vgFeCGC4dv4sMnV0NrEj81a9HIZon3xNndV6zEe+LUtos4e+AmNKRq2kvZx6GirZ/e2Yov97yEf5O83HIcPmheiKqkz7bsML764eH7/n7bfjOfRyUunEhCXlYp/IKsHRmPxyZbiffEwXOJBgE/LbcUj378B6rl3NzPzlM3MSUmGlXVdWbiPfHTtnMYN6A9XBzMbc8DPJrnsGCL8a3bspsl5zOzrERf4lRaZpMC/vWSPDPxnkisKMLvyVfxZDvz+SsHkQTbRs/C9rQEJFeUoLOnH0aHRNoU74n5rXthYnBHJFYU4Hp+EZactf499qfdwZjw1thwNR47b3DC5MSOUXiwizHW0l7Mif46uvwwvJUO3VunGsR7bokWxwrX4HqZCAfySFjnsX3E8lJUXixCWn0N69mzJJLGkyZ4SZ3xSaeH8HnCbhQoKuAolOKR8MHo6RGBaNdgrE4/iNNFNyATSjAxoC/G+HG2/h19TK8ndHAOroRQojH0EoqD5dDV8aHOsMe8Ll3QrRW3fW1MvGHzd1S56KBWA9JMITpF+8HN1Q6tHNwxKayd2ePsRCLM6B4NF5kdNl+7gac37UJM6zA8M6AX7MViXMrMwYnkdLjJ7DAxOgru9saGpQuFWXj46CYoNNw+sOzGWXzaaxSG+IfDzY573A8XYrEi9pLhd6ACBEfvaqt1LODrEOxVhoxCD5aTTpSVyqFWa6Di1eN8yQmcq7iEYM86ZJe4sWx7PTeLC80E/CG+Hdj6vlqWDg+pI6KcuXWVUJ6P9WlXUKmswyDfYMRXWxcDnCjaYhDwVw6egrcvHsa5wgSbhR11WmuXMz1ivhiBMj/8nvmDmXjPvitPi5Sa2zhcuA/Tg9/ArpwvkVZ7lV3HqnQCyLXcNUedWohbNXVQarnih91557Ek+nF0dDHXnzQ1P5mJ94S6+gtcr3OElkIFLD67UluG/NqDCHKyaCD+L6awsBBLly7F8ePHoVar0blzZ7z22muIiDAv/l65ciV++eUXVFRUoGfPnvjoo4/g7+9/z49pihYB/5+GRNmA7kDOJaN434CdmxKwz2f/Jxt7vZU9ZcdRZw9V7ZPtIk0WtXXio3TlSpZhLo1qC5fp0yFwbKTDhvLRbaAuq2GisyU1J0/e1bI5rjiOWU+3dr2HQoJ7ILs6m83Qvb5JgyiTOQhl0h7Ud3gEEoud5a+iLrOeDNDV10NTU2tTwEcj1j+82kJgy3ygIgtLSx6FUm3+m3x3LBmz+UkmUy4N0MTVheWcBTxNpnWbD4RY5z/eD4QetrtxhJ5Nd+lQh7ktbpTcsBLwCZqQerS/0V7lbpD1N92u3iaLRGsB31EiRP7bb6Ny5y7DMvnFi9At+QzO4xsyyTvNBM4vxwFFd8Tw42y+jzeNNsgdoSIF5QrzE55YqYNSzIOjXIeJ57VMvCdGXNXhrMl4ZFL4JINVuVpDVoxFyCmXo1fYUBx5YDwTnkmo13d+077yTu93bH4e2p+3X8vFlcxyCB2SDOK9KXsd7DEseJhBvCf4drbzGxVCMdJ0fvh5wFo8r8lE4WdLUL1/P4q/+QauD06H99tvQ1tby9alKGMrvKNN3AWOf8hNvKrqgOsbDItLj3yFsof2ICI0DDq1GkWfLTGI93yhFr5d8iA7PAk4AqD1CG4y84p1h7qqkc5vgSwbAvtkaGpbM4vQ2arNyK+Zj4f2PsRFG3gBh8YLcDlci0U7jYNIaaR1hayHnQcGB3E5RgTZcC7aFGeYfN+XkgyZjQg16obXQ8eX4NWr4KtR4vutI1FcZ6zsJYYG3T0qIz7H2rVBp3GETuWKC/kXMCliEotxuFV6C2LPExA63YS6Nhz+FTVIg7mzAnWTrjiZauVgcbWICh3MaUy811Ojarx7qYX/X9BFZEJCAjIzMxEYGIgOHRpiJFpo4T8MskvXZ5dbUtpgBWovEbIbQQIldbduv8oVQU3q4o82Po6sa5dE4ggvB8zsFdyojbWsEZv9epXGojCL41yq9ZjF7HlqDTvHU1e4paB0vyDLZ1scTypisVuUgX0/KbVwOCCoE7dCrrQp4DcW21lVp8ILG+NY52tJdb1VzvXPp9NY/rUlJOivPpfO1ivZ9j/YPeju3eZ/Elvfh/BqZLkecmuwBW2DtjLBqfjv4b730JHm6M1uvOJM+kVsvJ6Q5ZCvOU9/5yDxk9YdXVsyqEDz1Bds3Hw37hRWA8mH2P8FPB1WiZbgddWjuKRrAyfU4hHhPjwk1FuU0oyOyXVu1ATAq2ECjCYDUw4DJXeAwF7AoltAdT7g4A0IuX2S9pX3xrdjN0tGt/fB5ggPViDRFH3D3Y3iPdFgJWqJHBKDxfzPndKAPS8AydXAaR63fiYuR50azApeEr8WHwt/Nj6ZOhzL0wGZB9edr+fo+8ADq4BI7vrowz2JBvGeoP8/s/4a+z+J+K+NisQvp9OhhiueUC3Ce8I1COEXQg0htmn6mYn3hKl4L4AGD+u2o6RsASb8fJ1FVDQGHQetoOi2NsYiX4p+enzdFbY/E3tvcHMTluSZvA8VzlB3v1arxeAvT5o5SRDD2909von2i8Y4m1LCrilpPqQxAd8UOo58dywFP842zwW9nGF+3Uc0Jt7rIUeOFlpooYX/Jtr1CsfJ7ZfBs6EMVZdzx2epTMJuRO/hHfDNzkU4siUWKpUGg8Z3QWR0EPasOolbsanwC/XCmIf7w83L9hjWzsH2eIjmX8rL6wCZybyVQIDEW9z4vDHUKg0SLqVBIhMjspP1eOl+kJ9XbrM48+aVdFw7mYjOA62F6b9CJc2926CirMamgN9YRJNcocRHvxxCWk4pKusUBvFez7YT1+Hj4mjzGmbjxXjElxSyglcSTIdG/j1W1x625s9p3OzQdJHt9bI828tLbS+XicSYGdl48aklbhIZ+nqHoaTS9nwZuQd8c/I8lp8xNvFczclHWW0dnurfk90f3bo1vjxzFiVq4zhHJNDA0c56DrdSVYikCqMbEtvc9NscCarFUnarrhHC3r0OPIFxnNjFtTXaOYca5mzOZGXidmkJOnh5Y/vAl1CsqIKr2B4SAVdQIBWI8UT4OHazZEBICEZEhONgcgqEMrVBvDdF6KtApCYMXcOMYqJM2LibGbkPdOoQgEeiu+LlIwexvz4V352PxciwCHw9YjRzOVh89AQ2Xb/JFQFoAb4aSD9/BckUb+Drje9PX4DWQQutTIvPb57EkkGjML41l8n+yZXjBvGeoMiCl8/tA+QC9PANxHt9BmP5eYtmKx7Xh2YLkVADJ1kdKmtlbN0LM4CcilKsK/wchfV5TBntGEoFLWU4lxgBXUNjWRt362tLB5EUA7yNx4eLRRmYf/p3qHTc73e2KA6jQq2vkytVxusWH3tH/Dx4MnS6Sfg48T1kyjPMHtvZxXz8aotMORcva7YKqGZLp0Ni1S2M8yP7/05IqTUKamK+Bgq1EDlyJ5hWnKi0avyWfghfdH7S7PW0ysvW7wEt3PhqlGhtH6PUun9nvlmns+6xbexx98L8+fMxYsQIrFixAiqVCkuWLEHfvn2RmJgId3fu2L18+XK89NJL+Omnn9C6dWu88847GDx4MOLj4yGRSJr9mLvRIuD/G4z6DPh1JGCRncEoScbtgmpmDxibXsZy18jCcVR7X2YfTpNUqrw8pAydDG0lJxBV7duHih07ELppE/gyG5MTXeYAl34xz7iTuYPXjbqzrbPHSdwjkY5nkQVNnM45jddOv4YqZZXBQv3rmK8ha2RS5M9CFtVts2Em3hNipYblfvsuXnxf389h4ADUHDlqtkzSti1E3ra7xp0nTGCfg5WeNcCTiOFUvByo4k7mdxRcLqLQKQ4iF6ps0kJZ1Qk5sh5oU2aRwSOUmmW349Z2YPo6oM0Y3G+cxoxByYofoc4zTsgInJ3h8oCFhb8FYc62xfhwF67L+a9CBSq/X8xEVZ2a5U7WNzgXEPZiASYGSVC5e4/V80p/XWUU8MmxYPY2OP2Ui1hNG5Z9KbHI0jzXIHy3c2/H4gXSKo1dZK0KgNc3qSFWw6zTO1IahPGtuqKyvhIxgTFMfNXbpVO32M1co7Xv4wPDWAdacyFbxo2P9WKdcwcySnDMxrzULScPbOk4GhM0KogaBmnOkyaibM0aVmiip1YoxYmAzuz/ybdyUbDxA+MZSqtF+foNsOvaFbWnTqF6/wGEj7fRSX51rVUeprsyF5tWfYD6x79BpKCOOXXo8e5aCacgkwHrnQNALQkt1mfGUXxnxMO2yOApvY02dXI8LdyJ9v4u+DRhDSfem3A+io/xF7Xsd3IcNgyyrncf2Hx15I7ZSVpTFwhQ5SHf/Pjby5erUDVFLBBj6aClePXUq8yOngaiw7wH4NEOj971fSnn1krE59eBJ6xkxR9andbMCYAvKYFYUoJiati6Iwe05sfUNBsdqEFOQSiUW9ttNYZMKENvv97NfnwL/7tcuXIFjz32GDQaDfz8/Nj94OBg7N69G97ed59ob6GFf5I3x7RlY+I6lfWEQ2pRLevQpy7Ks6mlzPL46ZhwJuK393Nm4+ay2noMXHIcxSai86Yr2dj9TD+b+fUPdAlgeeum70dFhGTL/OtZ8wtsgsYr1GFKlvWWXEwrZTbqekv/bsGuzHra1vv+FboEu7AKfosmd3Ym/ulUKpbPvPv58l6IaePFOslNCXKTWTnF6JnQyR/fHksxuFIRQj4PO6/lQW7jdzUV18hVobLOfLwi4vPw2QFjth91ui+dFm3eXX6fIGE3zNMeacW1ZuNSWyK8KeFetgur71ukQdI+JhqPr1XgK/FTKFMatz8aR4/p4IupK8yjIIifTqUZBXxHH2DOTjitSESJjctSUzoEuAD2xomscH4eNks+QK1OAglUEJJ3pR4S4yOGATVFXKZ6t3nccioQXTsZyDpnfGzXh4Fx3zT7a1NW6+p5PXAsqQj7b+Rj2zVrIcBOJGCd5gqVxmh/3nEaFzugrDbrbt+q4azd83IygIynTMbAOiD+DyCwBz7L74WtV3NwSLzP+gPRNVvDpJ0B+p4bZgDz9qLGp4fNMZyeMykleHlLvcGhgpwQYpQd4YEqPOCU0GjhpQuq0Z6fgccFu9HTQ4WlV0qaFO+pUCAm8u7ZvtSlrhfvjdB984m63q2srUz5fD6+n9mFFSfoO937tnLHS8ObtqTV7xdF1bYn1X1duGu3PfG2J/FtQdEXlgS7y3CbClGaiVjAx+A2f18ecgsttNDC38HDb03C5WMJkNvIu89JKUBxbhl+fHsze4yLhyMeeGoYE+jnvz6O5dQr5PVYMGCx0VZfq8WB38/i24Ovwt3HuiA0ZmpvrPtkJ2orjfM8Ejsxxj46GPt3xZN2Z4ZOIERZURXcvKzti5OvZ+H9eStQms8VdYV3CMT7a5+Em/f9LYCNiPSFWCyA0qJwFLUKbPp6330X8Hv0j8T2zHPmNtnuDohoZ7v7cnDPSCzfeBpyhXFejoT3szcyUNMg2rNocR5Q76pFnZ8OWqEOklI+3MT2KCg1P9epXflYetb4/oeTUvDWyEGY3YObO7yf9A0JQjtvL9wqNM4ZigUCzOnatNgeYcMinWjtfH8KdM9kZOLXS1dRXFsLB5EYNSrj/iHk8zGtTXs8um671fNWx17FE/16gM/jwUkqxbppUzFtyx+oUnG/g0ojREWtDC725vOc7uIAKNQ0uae/dqScekIHRboDtNWcaKeuE6E6KQAzhwWgSFGOzq4RGN/gmKnSaPDYnh04mWm8/hzbOhLfjBjTbGc5etz348bhVEYGjucm4aDcumFT5MBHv6FBkKtVsBdx16hjWkXi84tnUK4wHVvqqHKUVGLcLCvAokP7UGvSFHogLRm/xl1BvVyD9ddMHC74gFYICNTA6dQMnEvNhMZNA40Tt/8poMVzF3bBUSZBTEAr3Cizkc/eEFdAOfVPH9mNOhsOFdoqV8DdfMytnwuWQoPach7ssgXwUzshRX2JE+9NcHOshY9rBfLLXdHF2w+jW929YXV50hmDeE/UqCSoVYlhLzI//oY5dLD52zwS9gR+TP0OeXXcdXWIXWtMC3zoru/rKw1AoSLXWsQGD25iLqrgYtklaE1yDhR00OBT0YkOKosDc5aNeWWeMBg6lbWIX6PlQ6PjQWR67cfgw1tmbKb7J9HpyOXi7vtEcx5jyq5duyAwaeD95ptvEBAQwOZPhw8fzoqXFy9ezMT5WbO4Rrz169fDx8cHGzZswMMPP9ysxzSHRvohWvhb8e8KDP/I5p9qvbti5soL7GKeqvNTimrYRXDUOwfQ9p0DeGLdFcTNXWAQ7/UoU1JtipsM73bA1FXc+5KdH+Xbzd0DeDViB6dWQ6dU2uy8NxXv9RbqP8X/hPsN2Y5PczLmi5uiym3+xXtz8XnzTUhMunkpz9vv008afbw0sjUCvvka4rAwg9gfOCcKIonxpB3NT4XI9Qzs/P+A0D4VQvt0SH23Y2/bEEBgMXGrsXBCoBMATTIV3wYKbHe+/1kEDvYI+f13uDw4HdKoKFaMELxhA0R3EW1Gh41GWzfzgSzdt9V9f6+QTeqzG67hQloZEvKr2GS4r7MUHg5i9I/wwO8LesFDU8d17VigLrXowAnugzmDO6EcTnhTPZ+J+HouSSVY4+wIR7Ejnu/yPOZEzWF59Hru+ANqO7GZeE94jh6Pj/p9hO+GfIcpracwC31izbkMM/GeWHEyDclNTQ7VlgDZsVyWpslk5KgOvvh01DS4S60rcAs0crwf+zEWnlhoWCYJDUXgTz+B1yGaCfdxHuF4o+9jKG+wuvdOvGyzvKzm2DFU7eMsfQQS6/VpKd7ridSlY+qP5/Hc4RzkBTQ4YPB0cAqyMVmYd83m6WWGT19WnGOLrzXbsFq8BN3FWcCwxUitsK4oJMrH94H/11+xW3OgPFwztFLU5U+CyOR3Dy3QYeRXF1GfQu4P5nTy6oStIR9i6Q4XLF+mwiMLj6Lw+RegVVhX2ZpCk5WUqWmKxPMInKUyTI+czrY7icBGlyJVp9qoZqTcXEue6PiEweXhboU25Ezw5aAv2bb/3wpNKFM0yc64XPav9QTz/aeurg6nT5/GkSNHUFpq3eGYlZWFPXv2sMcoLc6bubm5bMBnCmU0bdmyBfUNhTfFxcXsPlVWX7t2DTt27DB7n9TUVPb6t26Zx4HoSU5OZn+/evUqs3RqLrW1tWywGBcXh3379iEtLQ1lZWVsYNlCC/9pkLDzyWTbDhEdA5wxc+VFHL9dzMRh6vx8eUs82r9zAG3e3o/5qy9hyvJzZuI9kV1WZ5bpbAoVz/44uwsT211kIiZ8/b6gJ8I87G3a3NGp1laXJjn0PP9HnEG8Jy5nluPzg0bh+X5B0UWUQW+LXOp+us+8NqqNWVc/daN//WCnRieTAt1k+GVuN0MHMLkgkDDWlHivx8dZCqnIfExh633IlpxEQ7IJt2Xl+meRCKnQsjce7hOC9v5OGB/thy1P9rGZsW0KRUf1CDHPeqRCgOk9Av/6h7q5DfjjISDtBJwLL2AD3sBQ5zw2bu4V5obf5veAh6PErGBCT0mNhUjq3wVzRjQdrUMuCG+ObsvlvpPfpgn2Ip65eE90eACY8B0wcxPQ8zGgofiUFYmaivfEldXcuLgRyNWBnBYq5SqzzjQqrFjyQEcEulk7UlHxzcf7kjDnl1ho9WMFJz9gzg4oA/qgWmeHWG0k5ihfQ5aOu/5pW3vJ9hj4zgHmlEW48myI6ZbivQEtsHYS7LfNQoxL08WWZP0uNhkz6sBHMVyQF/YAOkTanjz8RLQS68SfoL/oNjDiY6TYEKyJHiGu+Gp6NFbN6w5+Ix19pmRa5MBz8CDhmR/j4rLLccOG2xRFYnz7YCf4OHERBFRYRfMXVSYihC0WDYuw2s/1xTLz+4YYCjOaS9dgY4SBHirusnwPOhbZwk0mZsc0r4bv0UILLbTw34JviCde+9l2w0FklxC8PeN7nNt3HUqFCkU5ZVj+xkZMiXgJE0MX4Y3py/DSpK9RlFfR0M7JY13zJLjv/tW2U6urtzPe2/gcoge0gaObPTr0jcRHO15CSFQAhBLbXbzVFbabOj5/ZrVBvCdSbmTj5/e34X7j5GSHCWM6mc+X1SvBL6pAUfbdnV7ulVlPDUHH7iZROK4yvPLpNIhEtnsq3Zxl+OqVKWgbxo1RArxdENOrtUG8Z+iAenctKttpoXTTQe0E1IZqoezAh72dcb6ZvqHW0/r8+ePpWOTmlOFOUj40Ji5BfxUSutdMn4IFPbqivY8XRrQOx4YZ0xDVSHOcnt7eIRjkZ+4K4CdzwuzWf70I+VR6BuZv3s7+TSwqRl2lCp4Se3jYydDVxw+/jJmE1m7uqKm31kEq6hRMSNcT6eGBdweZi5QXksOh0RjHFwKeCEN9HsVDIT0hsnAhFauk0Fab6wHDQqOwMPIBfBy9AFODBkHSoBfsTb5tJt4Te+5YLzOlRlGPa9l5KKuVm103DQwNxbt9R6KVg3VEV2U9D18lnsCME7+xzHnCWSrF7+Onoo9/g30pTwfIKGheC0h1qBUrUKOrZ84BYod6CKXcOO9oehp23kq0/mB8Y4uXmqeFxtH0GlDHXv+J01vx8LGNCHaw4RxHT254gfTKcsik1seWtvYRGOTZ1bBbc4I2+/AQJEnhHCeGXbkQC6cNRJGFeK+nf7ArlgwagfXjpkFiGnHcCFk1lscLHi4VBEGjMT63RiHB71ftWfGBJT5SX8z2fRG5qT1w9nIbrDxih/nb96JUbvsYqWe49yRI+ObXQBrQNZkYw7xHG+z2baHRWF8P6B0fTBHYPwbwzMfJNfzWqNIJoYEASq3AsK6FfEd09PgA9qK/xzXl38JUvKf5hc2bN8PZ2RnR0Zw77u3bt1FQUMC69PW4ubmhe/fuOHHiRLMf0xxaOvD/LbrOBRJ3ARkmeeTtJuGIoi1KasxzXwh9N/KBmwUoDByCj7OtsyeV6em2xcIdTwLJhzmLjKjxwLhvoZM4YuHRpzEomIcOmeaTXLKePW128pNtvql4r+dU7iks7GoUFu8XE6a+iZQVJ6xEW1lv607Zv4rI1xehO7ZDceMGK16w69wZvEZs8vVQXjzdDG4F1FFiotu+KvwDD9rI4txUdB5PLzgGadwGoOA6QAfVtGPWb1AQD3zfg/u/Z1vgwd+5DvP79H1933vvnp5DYuPqkauxK3UXEssSEekaiYnhE2EntG3lbouqg4dQQWKVWgXnMWPgPGUKG0xQNxDB12nRtjQDWh4fKfwQXHprmKFLjezHhX6+Zs4BhMMArnPGlGdiwln30cZL9pis6o0FQXmIjvbFFU0RnhXZY3ToaLjbuSPKPQrLBi/D2sS1qFBUYEDAAIT/0BOlr74FVU4OtZLAaewYeDxq+wKIJuJtQRONEbY6rI5+AJxbxrlviOyBYe8DPTinBoLW5YphK/Bp7Ke4XGhd6XYq5xTiiuKYqEzY9+yBNpv/wAub4rCtwSpYT5nQ9sQy39mZfS+iJldq3j2vzyQtSbZ6XqIuCHVqDfbfKsTFXo/hx13vwlFZy4UNWXbb07Gm73PAmaXGZc5B4A94CcvtnDFn/xzcKb9j+NMwn17oFdyKm+DtMBVwCUKH8mvMat6SvvPfhJNL86MZSIC5ZGGZGVjtgxWHynCyzgnOtUC7TJoqTUTqE49h5+KhoNijcWHj0MGzA3QqFfIWvYCAYmOhCLl1lPzwI7wWNX7cIyvfvc/1x7oLKbhelACeYxw6BflgXvvX4efAFU9NiZiCNQnmUQPDpJ3hP7Atvj6ZYTbh//hA632/h28PrB+9HpvvbGbH5iFBQ9DLpxdeOvUSYgu4yfBAh0As6rYIgwIHQcRv3AbrP50DN/Px/u4E5Fcat1cq8nl3XBRGtvf9W97zxo0bGDZsGOtQ9/LyQlJSEt59913Mm8d1Er711lv46quvWH5RdnY2E9BJDG/blit0On/+PB599FGWcWQq+E+dOhX5+fms4pKEebo/YcIEJqJTllKbNm1gb2/PKjH37t2LHj16oKioCJGRkUzsJ6gAYO7cuSyLqUuXLsjIyGDWSzt37mSd9HdjgMVxk96PnldpURzYQgv/KVD+NXVfUmSNnkGRnkzcsdV1WtcwbqYu3cZIsyF4kcj06pZ4HLxVwM5sQ9p44fMHouFqL2aFhrbqhtr5OTGR2ZYoV1ClsGlr/3fw5ugo7LqebyXa9m5lXRj4V/FwkGDH032ZgEfuA91CXFnMV1P0j/DEgYWerLCBChfJmaA5kFX69if7Ys+NPFzPqWRZ7idsRCqQE0PMF9xFcAgrwuiKNj7W3V1/1kbflp17U9B3/O2RHizK51pWBXPmmdY9kNnDNxfaVij/u1apxugOvpjVM5gTYWksyTK8ebimC4cGfKxQvALBonguy7yBSG9Hq45jW13YZN1Pr/vb+UzmLkUi7Mh2PiiqVjAXi/HR/g3beH/mdMXevyofCB8MtBkL7HqWs8Sn4si2Y4GYN2x/oewLjSy/yDrdLVl+IgXfHElm18E0rl84tDWeHNTKbB2vmdcD7+66ZdNSn+zWKX6DHCMYAd0gfnQ/Pt51C6vPmU9+lugaKXCUuhisbI9oupjEBDRA+ZeV1hNyDLUCvNv78ZPoDAbwP0W+1lpUJkgfeWpQOL4+mmy2zS0a2ho+zh2x8adzuJJtvAbvH2KP4W1GALwRQPvJ7PqwY0Eqc6Kw5LXRbZmLX3PpHuKGoxbHKE+UYx5/P5ZoyL2PI7W4FnNXxWJcRz9odFq2jfQIdWOTW3SsND320W/zxcHb+GBC+0bft2uwG/Y/PwBrz2ew302l1qFDgDMW9A8zuFk81CMIXx42Xj8Q7XydMCbalxVG6ScRybXjuSHWcXvRgS7MeWXthUxWyEL7woh2Pnj+j2usCIzwc5Hi5RGRbH+j4p0WWmihhf9Gug9pj0GTu+PENi7jmGjfKxz+rbyRedsiGoXHY133xLVTSbbjQvl85KRaF6MpauvxzXOrcHJrLDRqDboMboeXViyAu68rlr26AcoaBflXmz3HN8gdQRHWzUN5GcXITrF+j4uH729Dk565j8XgwLL9qBGLoHGiOU0d4GqPjv3v7hpzr9g7SrHk10eRdjsfVRVyRHUKYm4HTREd6Y9Vi2cZxs2frDK6N+r11Fp/raVBDs6VZWHnm7NwPjYd1zPyIZQKcajUWisoqZVj7oPfg68BvHyc8eaHU9C2EUeAe8XFTopXY6znae/GigEPYHdGAmKLsxDi6IbpraLhKmm+2+/5jCysvRzH4gUGt26FOd06QSQQ4JdLV6BtGCTo6HfWAWVlcuyfPwetPYyd/10C/HA1Jxd8GRUt8qCVC9ErJBASC3fiyW2ioNZqsCruGsrq5IgQBqOXdiLsfTLZ/HaUc3+4iLlt/Kee87A69TRy68rR3T0MIz064e2S40gq4sYd/cNC8NoQ2+vqcr5tkflqfh4GhVgLrr9fjMOXR85AriTnVgEe6dsVC4f0NfydPtsXnR/GF4k7cK4kCRotD/J6ERRKblu8VV6Ag7mJGBfEjdeiPLywfsI0LI09g29vnDPr0aK1KXFVQOZQb8idV9UJ4SQVo5zfeLMTZd6Xq+Qm262OvS69hlKrwcn8NIj5Aoj4fKj0WhC9mbLBcqKBx3t2wzenLhh+VxepFC8N6IsIT3eUK6txrUI/XuQhXBaILh37QBMFDO3WGmF+7jhbkofzpdbi6cNthyHKufnRkl09gpCbdcNsWXGNI3Ye6wLP4AqoNXzkV7pAp6vHc8d/x0v9faHRKRHt0gNtnDqyxy86uA+JRXQM5hq8LuXl4sNTJ/DVSGPElSX+smC81vYznCk+jDvVCSxywE8WjCFeIxFsz20bg7wGYF3merPnuQr8MT58OH5M3Q5twzy+m9gR88OsGzP5ogiIPXZBI18LnSYffHE/OEvHI0C3GDm1R8l/DUKeD9q5P45Ah1EQWBQU/KPoeA3aRDMe19BYZQrNpTZmZb9x40a8+uqrKC8vh4ODA2vu0ruW5pBuRIUYPuaFMXSfGrqa+5jm0CLg/1sIJcCcXUDyQaAokeuODxuI+ka6gUy55hWJEqkTPEw6eAm7Ljbsb5h4z+UVQqfhbP5E9jjb/SGczj2N26P4eG2zBgENDX91/u5otfgDm+9LOd73svyvQl3wtfOegvTX5RA0dDfEu4ch3aMbXmvuixQlcZ0dikou36+tdSaM6cnMriN3ACWou5Mmse5mc5pZUY/rOYUI9xiJdqlGG/62/EzwhIGG/BQ9crUctUIJpEl7gApjLqUVWpNOh+JEYPsTwKPmg7Z/EpqQoczt/Np8tPdojzGhY+4pOiFxxWrgq88M9+XnL0CZncNEUMo9DaoqwHsXfoWvnKtgy3LwQtmDEXDpyHWeUEFF7RsLUP/qh3Cq5baH/CB7+Dz7mNV70SQkCZ6WoucTNj7XwMCB7KbPqS2oVCCQOtQz05nYLfJqvFI0zMMBJxomfMyWe9ro5rhzCDj9pfG+qhbY9zIQ0g/wMjobRLpFYtXIVZi282EkVlyxepmMqgyDgK9n8YT2VgL+hTBnFKUAXiZ6XL0QiB/gj47qCajYtAmFV50hstfAzp2rltS5hoI3bS0Ux7+ANJETColMrRdWqY0n9DI1D7fe+w6jU85AoT4ImdJ4Ycggi9U+z3KTuClHOYvWdpMBiQOorGD9mPU4kH6AfZdoz2hWOEH7CWXqbr6Sg+vZVxDk2RtBjoeRVW2cYJ0dNZu5c9wL745rh9nLj6Bcw4krMijwofBXCFOk6FdprsTwcvJx8cR6pPrx8EfSH8x1YUiFHzQm4r2e6oMHAY0aitt3IG3fDm5z5kDo6mrVNfrBBDou022m1Ws83/V5FomwPXk71Do126eoGIoKOUZ0CsTp5GL4ONthRDvvRicRg52CMTRoKCtIoW2H+GXEL8iozIBCo2CFNs211/pPFu+fXHfVKpSB9lVa/sOsLn+LiE/ifExMDOtUJxQKBQ4f5o7B1HH/ySef4OTJk+jXrx8T7ydPnsxs6elv90poaCjrvtdD9kpnz57FzZs3DYL81q1bDX9/7733WNFAeno6ZDIZOz6T4P/ss89adf03hd4N4MyZM8jMzMT3339/z5+9hRb+CUhA+3lON5xKLsGtvEqWbT2otScT2v8s3YKtx69v77iJ/TeNr0kFA69ti2fjCYr6scRJKsTSabYtId0cxGwywrIZ3L2RrNC/ChUZLOgXiu9PmDvYFDaS9WgLEsEpzojOx4PaeGFcR98mzyEksOmhTmcqgHC2EzX5HBL2qNAxzEaRa2M2+jTBcDSxCMlFjefqma5mcmJ4dv01HH7BtpvXP8XVrHJklsnRzt8JEzv735N4//PpNHy019jBQi5VyYU1WDyxPYsqytJ6YZrybRSAK9DwQSnWZech3ETAJ7Gbijz1hSfUffzMYNvRV3N6h7DbXQkbxN3Yb6NlWejej52HtCIFkDgCzk1M/rpHNLLc+jNdzijDEpOYBBLxPzuQxERi0+5qGnOvfaQnnvr5CPalWm/rZF8fY7GMiv9IxDV18snTNVLo4uiDqd0CmMPWp+qHEMbPR09+Evc3J39g2lruWvOqeUGmKSJVNXb2z8av6IaL6aWsoMMUFzsRZvQMwoj2PjiaWMj25bEd/di+RGx4vC/238xnMXsd/J2Z+wCfPxDlchWz9r+ccQX+rnZs3HnHpGBjateAexLviTfGtMWN1EwUqbhJODGU+Ej0K35WW8e6ldUqseY8N05fdyELH0xox34f2v8soeMqfR+Kl2rj64hH+oZadbeTq8U74xovlKEOevrF6BhVp9RgTEdfvDG6LRylIgyP8mEFL+4OYhY9aCcWNOoGQuvPxU5sOH6tmtcDWaVydvyK8nVqllNBCy200MJ/Oq8un4eRM/rg9rUMBEb4oMewDrhx3rpRo7lEdbduKFj51kYc22iM67l67BY+e2QFnvn6Yez77Qy3kI6pDUUBUjsRXv1qhs1xoqOzDAIhHxqLQlRXz7/HQVBqL8GMNyfi+z8u0IUGW6Z1c0SBQ/NFqMK8CuzdHIuSwip06hmGIWOiIWii+Css0jhnQdfvNZV1sHeSsgiaxiivkuPa7Rz4uJsXpdIa1Nq4pKDzZL1Ag9PJmUjI4goieO6AiTEpQ1yhYeI9UVRQiQ/f3ILftj4LwV0Kcv9OEiqzUajOQydvZ4zy6whncfPnmzdfv4k3Dhxm65WMoS5l5yKhoAhfThjFihVIuKdGHWYBz2wJgNjsHDMB/6khXfHClURoKVOVHqoU47me1gWmxLSoDuxmjvVjO7sFsxtBefC51VXYOHc68quqWWGAv3PjxcZhLrbHcKE2lt8pLMGH+48brjvJNeDHU7HoEuSHARFGsd/HzgVfdHkYT57ajMMF1q5waVXWrpMv9OiHVamXUd0QG0Dw+Voz8Z4Q2akR4C1Ad7d2+PLUWbPX0Gl18HSQ4avJY3EqJR3fZZ1tsOPnxHtTSMh/MLwT3MX2uFSQg4vZuYCJS6mTToyJEW0xIjwCh5NTYS8WY1zbSLg2xOV+1PEJnCu5ieTqbITY+6K/ZzREfCGqlHU4VBCHn+PS4C11QoBdGHLqjM2xnVy6o22DqN5cXmgfg6NZd1CLeqOZQJ4E9UI+skqN25a7YzW6RSbjdEkcu3+u9CjG+E5He/shuGkSUavnYFoylt08g6slOQhzcsf8yB7wtzePEnETe2K8v7G41pJh3kOg1qpxuPAIatVydHHtjBlB0+EockRvz7ZsHTkI7TDAsyNkFOtsC4EfIIkBj2cPgZjTHHv7fIZaVT7qNeVwkbQGn/fvS8s6qstphgGf/jGBgeaOeNSoRXOsthgzZgxr2qImrC+++AJTpkxBbGwsE/HJHp8QWhT5iEQiFldKNOcxzeHfX8v/n6GTdOQo7tbAkLZebHJFYRlIYYGlKCwOD2fd4GbUlXOd95bc3IKkMG7HK3Ll4YUFArRqKMKM6tsfXYIaLFIsaO3ammXek22+HrKBJhvy/2PvLMCkLLs3fk/PdneywQYsS3csXdIhSAiKIoqKgY2FgaKimCgp3SDd3Q0Ly7Ld3Tu7s5P/6zyz07OBAuL33993zSeTO/G+M8977nPu+2HxtV1bpPR/Fy2LkpFv5YTbrkEQXs7F8wNkcLZpID807Rzw5whAWftFemMd0O1VoL/lBgVTS/fvDt1DQUUNy/P8dHgLdA0xz+RZsO8ulpxMqv0S8MFwh8+wSDoPPI4aXJ4QXW0DcUZiLNKHO4fDKLyZLwABAABJREFU5eam+sV7S2ReBCoLANsHkwF0v8w7Mw87k3bqzq+6vQqrB6+Gk7jhwhBNU/gt+R2mfbbFq1fD9YWZ6BXmhr4Hv9WJ94R/ZT6qF34JrF7BzitVSrxZsgxFL3IQkcFFlYiDJO8aTEhdg/c93//Hr2/dhXQsPHCXFcNcbISsIDQm1LJ4L6lRYPHRBBy9m8cyXLW5lQRlblLxygxq2DBDDcTvMxLwtZm5NxKdIDTZ5Gh/I8HbkrUpTcMZ2qKq7NPw0SQexp9WISxTjWxnDrZ15SJKkIb+773HVkllO3ci7bgYVn4iqEqLUVPNgaNkOzzm/oaje3sg+fIBJt7vUHZHBYwXz1VObvB4ay4gfxmVv3SCoDQVIu3bUJED7J4DjP9T05xkwc1hRMgI3XmaLlt85B7yK4wtq3ycXsIbgypxJjUBkIbAR9XROM+0EQQXZ2DbnV9RkZKLakcRmrXKh7tzOZK5ljO2FLUPTQv8xdcWo1/UTxZvJ8vOQtHSZezfklOnULFvP5pt22rRvaQuaCKeohzoZAqJU3Sqj2Ppx/De6fd0+aj0/fx97+8BtRA3U4WQKfjwFDfchPQ4Q8V1mry3tBbTJrLS9f0jPXUTcg8K6sCkqXiaoHd0dIRYLMawYZomMBL1e/XqxcR77WLsvffeQ5cuXZiwbrogbIg5c4zdHFatWsW6PA2n6WmhqGX58uVscv/gwYPsIJVO9De3bdumOWhtZNPGhg0bUFVVhcuXL2Pw4MG6TtImmngcYfZ/zd3YyXCqm0Shsur67ZlN8XWywog2xlFSJEbuvWUylUQ5kXfy0KmZZXGvQ6ATwmpt4U2hKdAhLb2wx+QxZ/Qwn5h4UFjKd95xIwuvD2jOhKv6oMaI8b+dg6Q2D5Syxc8nF+GLUQ1PIVC0yVf77iK7TMpypucNjUS/SPPvk5+PJeLbg/E6QdnDXoS8cs3ahdZTNKVOzgWG+Dtb43xSUb3ivaVGCbo9uSxYbKp8BHy66w6Wn9FPPP12PAlbX+zK4g4aYvu1TCPxXsuGS+l4vX9zOIX0w1NnonXiPUH/nnWoGocMPq6fjiUauUbQ8eXSU8n4fsI/zzylz3z+7ji29qR98M0BzTGli2XxntZuvxxLxIVbkfiZ6wpXlUFjpF9nTbybhf3OEnS5mT16zg20z1iBvXiqUVbq9F1C25U2p53QifKmlKTgzbFhbCJ846V0TFZ8hGdsz2G2bCns6LiMxPvBXwNiB+AsrRktH8O786vxTv9wNkk3+PtTSDBwAKFjj9c33cCaGZ0srv3IBWFEa/17u+1qJptop/3NEIpQmPdEBJt4p7VApLc9O2axETW+5KNQqtHSWY3LeZXw4JTiHf5a9OXdwArlIDPDLVPo2HnHi10t7o8UhUAxFwS5Iuy6no29r/a4rzUqCes0WW9pup6O1+lUH2cSC5nzR2ltHANtG8uf7gAHgRL+uQcBWSXgMPBfO9ZuookmmnjQRHcPYyctLTuFwMXTAUW59biu0Re4ybGko6sdhkzRHPcacmyzvjas5cbJONw8a+CWIq3RiPjgILiFJ8KiLdeb7Zxs0P/JLti/1lj4Gz3TpM79AEkolujEey3nLiUjKTkfwUH1W75nphZizpTfUVmucQI7uucGrpxJwLtfP9ng3z13+DZ+/2IXcjOK4e7tiGfeGoJeZOlvwubD1/Hd+uM6i3tXJxsUlkhYDYSs6lvZeeC63Hi95GZlg7TkEp14TwjLgBoqUda+VL4CcL5t3PRYkFeOhLs5CH9AU/j3y9LEw1hqMBC3KuUElnScCX8by3U7Qw4lJuLdQweh1tbyaKhbocbu23fxWq+u6BUUiLjiAmMFjAv8cukiJrfRv+/LM47oxHtCKZThz8wTaO815R+/voMpifjw9GHkSiphJxTipTad8UIby80BJPT/fvESdsXFQcTloUalF/kiXd0wJNQ8XulofDKoc0FoK4dCyodKrnkzjtxNMhLwieSSYhxPTAMsLJvauVquYwXZO+NGkf6Yli9QmgnvRJ6iGB93HoEquRxrr95ApawGDo5iFMuqUcCpxvr4m/gsph/EN/lYdOcUlLAsYNJDv9mmJ5uwH7d+Da6W5kDN4YInoRhdBV5fswcbX3kKIS7mx+g8Do+J9nQiDmTexdc3j6BElQOhQP/37PlivB7xNG4UJSK/UgilJArl9HxFjY9PqqlRwa/GG7crssGhEKxSHjhSHuBk/LrCfbLBM8nqPZS3A9EhPcHnctlnrkcNhYMUi26dZOfIleCv1NvYNehZeFrfX0PTYK+B7GSKt5ULxtYOMtaFQnYV1cXPQa3SDC1yBS1h7bwSKo4LYsvzUKGQoI1jJVxEFiIPHnMyMjJgb68/5qpr+p6gqXs6BQYGsvqpl5cXVqxYgXfeeQeutQ1AFINqWLstLCyEm5vmeKIxt2kM/15r1X+QTfGbMGLHCPTa2Asfnf0IZTV/02qWdsy0s0DSMdojzKZylkxpzwqLhGmGMtHBAfDg678MrDt0QLOtW8wt3ymjsDar2wguHxHO4Qa3IyFUcwp3MRYSTSFx6NmWzyLUKRSdvDqxTHCann1YpBZJUGDthGN+7Zh4T8iUqsbleZ5YoBfvtZz7RSOC18PZpEK8u+0WE++JxPxKPLvqsllmJE3V/HZCK95r+KssCLt779NMY7x2B+8N+AV+dvofQDcrN3za9dO6c+1bTwImrAesLRSKKQdH8O9Yktwuum0k3hNp5WlYG7e2wfuStSo1OrhWm+8v6qoqKMsr8EyUM8JLzN0nOJcusIgCIr4kHnlVeVDwObjVjMu2V+JEpuUsrvvhRkYp3t9xixXQiCKJDHO33GCTLpaYtfYqm8ShCROteN8uwBGTe/LQte1NXM41tr+vUdbggsEkuRFW5j92y06noKaoG5RS46niJwImoZmFbBoqRL5sMlGlkjuhyIGDX4fyMGcmH1+P4yHRhwMvWy9wxWJ4ffIxwq5egTA0FFXJlZAWC6GulqLkz9Uo/P139BkxDYPfWA5+5+fNxHtaqNH0Sk5lDp47+hK6OKrQ3d8Xn4hdUF4k0OwTcbsBef058QRNy3ywI9ZMvCeySpRY/JcDDp1rhUPXrPH+9lhMXnqBFT8Nqbp2DRVHj0FZaZzbKc/ORvrTT0MalwWBVAn73CqUHLOGopoLx74dzP5ekieQ5qH/zs2V5ELZzIfFipghMxaLZKmpKN+7F4+KKnmVkXhPUHPVgtN/oufXx/HK+mt4c/MNdF1wFKct2Mr+V7iYUmxkm28KbWp0Pd3uQUMW+UKhkFnox8TEYMGCBTqLebKsDwoydoMICQnRXXe/0N8wzKenxRxZ5luCBHey1L9x4wbWrFmDtWvXYt26dczin3KVaKL+fibwyfafGhVo2p8cBJpo4kFBIuSg70+i3fxDeG3jdeRbsJNvLDSxTaIPCYGGkDBFk/naPHISgU0hoU47yUq08nXAgVd7mjmb0D0tNQLRZTSVaYkWPvUfsH47Phqv9g1lolynZs74dVJbIyHuQWNp8pV+k9OL68/R04rrWvHesKE1o4H7UuY8fb5aMTGtqAovrr3KJloNofU02VwbCsok3lPs0W+T2+L0232wfFoHNPfQV5OoWZfew7t1rMeGRXvht8nt4O9k3pxAH6Wt+N/pVScngxVnje1K6f2htWNDUATCZ7vj6nQjoOOR3I7vIBPmB/wJ+RImlBL0/tN7bgo5GfxTkgoqmeCsPTaiBpp5O2/jSprl32Jajyw+mogLBXwMqpqP7xWjkeY9GPFtPsCSgG9wOqmECc5ayBErPtc8to0w3Jd1XFiCiZyDaMcxniSaHMFDaz/L+6jpujlLXUeB2DGAxUN8OCwSsZ8MxN3mS/CubDHsUAWoZJrJe4rIGjAfeCMO6PGm5ccJG8qOLWeuvlIr3quZNX173CWTVpxOLESRybGmJS6lFuONzTfMxHuisFKGX48nMXewE/cKWYPj+CXnzL43b2aWskYI08Ynmqif8Ps5HM2zRjlskaD2xWz5q6yZd0JQw01SJIwL+DwMsNC8Q9uuIfT8N1+uI3rgIUD71asbruvEe+3vysrdR4Af2wGbnwZ2vgQsaqE5hmmiiSaaeMQcu5yAqR+tQf/Zv+Ddn3cjp9Dy72BjoKn7S0duM4t7Q/gCHj7+cxYCaifBuXzzerGzux0cXfVrscAwLyw5/j6bWK8vH9iwNtUswrhJli3+VCqERFkW77XMXvAkpr83AsEt/RDZIQhvLp6KoU/3wMMiK9tyJGZmHZcbsmXVaZ14r+XEgVgk3c2p/2+mFuCLV9Yw8Z7Izy7F16+vR4rJ/fJLKvDdumNG+fSFZRJMHNQWC14ehq3fPIPlY8chykX/m2svFOHbHkOQnG08Rc1TAFYFwAD/IHw/dih6ZtlCVG7ecGhn4ozzqCiqqcDKZGM78xJZJVZYipo1gQTez4+dMO4x5AAqnqZWlF8pwbR2bTTT3ia3ITE9vTbusExWhZul5jXpswX3WFTQPyG3sgKzD+1if4+okMmw4MJJHEu3fFzwyeGj+O7UGSQUFkNWrQRHoRHun2ofjiFtfXGxKBkqg+ckVymQw0uFb7dMeHXIZf91DNZsw/Zi88907a0bqKkE1DXG+387J39087DcaD67VRdwDQZJVRZy1AlvK0fWXPJGz2648uos9GkZhMKaKvY5kSX+jvg4fHLyKGa374KL42djbutepikQjP6+oahUVGHh3eWQ+11AVMt0NHMrgFiqAofMpTPzkF5o7GhlibuleXjl3FZkVRcaifdEuUKKhTdu4NcrFdgaX4QvrhzHqD2rmYhvyJ2ifBxMTWRxCYZQk8JTWzchtjAf6ho+VDUCKMRcqHhqdHD1NbqtnZX5ul2mqoGCW4GR4SY6nEgFhdYeo5aimiqsS2xc/NyDgI7Lqkte1Yn3hEoei/KSjzHn+nx8Hf87fk1ai1lXP8Dx/Av411Hfx4n2C3t7o1N9Ar7p1DzdlmqyRIsWLZgj6tmzZ3W3kclkbECKMu4be5vG0DSB30jI4nj++fm689sStiG9PJ1ZXTeWuJxy7D51AZMT34SXrLbAb+sJTFwP+LTV3Y4mi07O7c0yPe3EfHy1P57Z49FkENmFfjW2FVxfiUH1rVsQeHpCGFiH3aHYHogcAdzeZnx5m8no6tMNMb4xOJ553GjCfkxz/YSfJcgynSyeH0bmfV05fKaTS47WAjah0yAWcryhkmsm3+vprN95TW+R6luRj7EJx+EtKcDNqnPoNe818Bw1haCziZZFsTOF1hgRM5z9m5anu0buYnnmZF3S0bMjs8yGd2vg3j7zO7d/FvBtB+S9ABz73Pi61k8xC/J/g7giy4XEO0V3GrxvUn4lKwhfdQtFh3zjwpooNAQCD3dUFGSyBgUryoY3oFJsC06tzYijyBF2VUDXOBXEMuBicw5yXDjs8n8KbWOmkyJ0jEGTeKaTdYn5FThpIXv1Xkk87lkvAuiqG8Do0NF4r9N7WHBhAXYkbmeff3cPN8wvKIJrbXed3NoZArKWNyGfmkdUVqhKmQ2+XRw4ghIoJcHo3UGzXR2+k8eK4An5FSzP8YOhkXi6oze8Tr2DLWXhUIGD4dKTWCaTI1moL3S6iF0wrvk43XlZSgpq7ph/hmU7/4LbSy+x6UGyoLcR8vH7yWTWPEPT/u8ODmc2nRN2P8eaOwgpl4stXjZAkhWm7K+BXx8JBJYaiEzYcqX+4h0VEw25nFaCw3F5zDJdWVaG9Oefh/TGTXYd18YG3t8shF3v3qz4e33zHvBlSvC5fEh5QtjLq6CSc1HmPgcub3wEVcAfrGFBUVqK2DARfowxPgCjZgnbpOOwanMPBaU1qMy1Bc/LH1wnd1SdM+82l9Vm2zwKruVfMxLvtew4z0e5QQG4SqZkzSnH34z5T1rpU/7ug7zd/eDj48Mm3KlT8vjx41i4cCHruLx+/TpcXFyMsu2J4mLNQThdR5AVntYuSQvZ8FvC8LOhSX9qHKC/awlaMNLCccqUKQ9McKeO0rFjx7LYgCaaeBDsj83Faxtv6M5vv5bFmuL2vNK90d9FJD7+cTIZ+2/noKxa08znZC3Ar5PboXOQvtGRXG+OvtFLs24W8VmO9IaLGaiWK9E12AVfjWnF8qSp8dLdTqTLUzaF8iVHt/VljjyGDIv2RudgF4xs7Y0d1/VrRGoamNa1fstxcox5rX9zdnoUkCOAqWhrJeChpY+x5Z4lkvKNm+AIWhuRBXl90/s0iW0oyhO0XiDrdvqs6L3XNshagp7vmwP1DUv7X+3JMrDJIrtLsAt7D29lljFHAFPGtfNDz+ZuyC2rxse7jNczg6O84G737xQib2eXW7Txu5XVcPM3bcfUSGoJbwcxcxS4kUEipPl+RJdorcPpGJL6wE10U2bP/k/ZdyvHyH5ey+6bOSzL3DTuxvBYrhAO+F4xFr9n8lCVTMUp2t/SMSTKEz882Rpf7LuLtefT2TZkCq1Bx7S10ABTkQsrjgybhJ/iuKo1ktVeaM+NR5voubrJ6y/3xeFOdjmbSn93cARGtvZhE+OZtU3hdL8bqiBEcw2KqTRV3/E53VlORS54qeZ5mbi5ARj0hSYyqu88zfHa8QWAQgqQJWXMO4B/J7y29AIT6msfDQVwwlDeBSzkLcEMxdtsAqchaPq+PotIEvFNt8W/rmdjfAc/No0/Y9VlnEsu0n03LBgTxZqKqM5A7gzUzCyAAraoQgnsUQ0xNrX8DXPH90Xp2VQsOZHEjlOoecq0AcDTXgzP/DNYJPkK3wvCsQ9dYefgDA8XJ13GvCEZJQ03Fj0oyGHEtBmfiI5fBCgN1u/U/L/7NaD5QICO2ZtoookmHgGX7qTjnZ936b7fj1y6h/i0PGz6cjpbnzaGnLRCbFtyFCf/uoLyIlLn1LCxt8Jbv0xHx36aTGsipJU/fjsxD/mZxbC2F2PLz4fx1/ITqK6UMtF8zreT4BngirgrKbBztDEX4w0Y+HRPbPpuj9FlnYa0RotOIRg2vSd2rdBMkBJu3k4Y82K/el8D2c+Pf3kAOz0Kolr44naccUQWWci3qOc1a8lIKaxzMj84vO54v5N7bkJR21inEnJR7W0DpY0A83/bhy/njYOHi+Y45WpcpsW1VkJGAV57ShNlROwe8TQu52WhrKYaXbz8YS0QoszP/PeVowaGRYVjQGRzCMZK8fWnxgNa7TsFw8evjjihh0xiRS4UFPlrwt2yhvOhS6qrkVE7ZGEEF3AQi9DC053Z1ltUiTl0G82xgogngJgrgJQ0AwPsBVbgNaKuWR8k/pItvCm7E+PR2994KKSipgZbbsdC4FoNnr2cGTspSoXIEWQiozgBqO2V7eoWgsXtJ+HXe8exPvU07KxKwa1dttDTdQgoB6qsMa6dft/XUiChYz4O1CVCqIUqgK8C5FwMbt6SHadfyc3CZ+eO40Z+LkKdXDC3Yw/0DwxFiyoPxMnyoeapwSsXQaWWg+ukdyyw4gkxqVk33XmJXI7DycbRbsTOe3fxZZ8BcBFb46WorrAXibDg2jFUKeQQcnmYEdEJvX1C8FXcMpwtuqaZ9OcA9p4SKGxVyMpxhjhFyBpsG2JnWiyUajVEXMtNGMVyapTS6yzJ5cXYlHADM1p0RI1SgZcO7cLhNM1rEPJ4+LhrHzwVGc2aOlbfuYy86oraHIDafHUOENMqGEuGD8fm+Fj8dO08MivKwVG6AAJjtwxrng3SC1VIKiwGHxz23eNuY4swf0ccNtFOiIzKhhsWHhQqRRLUSnPXaHnNEeRI9a4o9D4sTdmITi7RsOL9O8fdhFrNYaeGaMxttFBcKTmvvvTSS3BwcGCi+1dffYXc3FyMHDlSV7t95pln8O2332LEiBFsMOvTTz9l1viTJ09u9G0aQ5OAfx/T96aQKJtYkogQJ8tZgoaQBeXUZRfxI/cbePEMpvMqczU59S9dMLOI0xbLvhwdxbL6aNLX1sACz6Zz54af+PDFAOXG3NrCJu9JvCcLefpSpmn6YxnHcKPgBhOqhjQbAnFduRf/Em8NCmMFV+0EJk1WfTqiZeMstP06Are3G18msgfcDNwHLKCtK3tJCrHoxGLYUvGF2JOCtITrzCabRGVvR8vT8KbWmDwuj7kVGNHxeSB2K1BoYC3VagLUPm2RUpYMx47PwlloA1z9E1DKgahxQM86JjoeAZSjbfHy2szt+iArVRGfi99ajYTv2T90NvkSazsEfvYZ+3dUM3f8GtwNo+8dM7pvQq9hLEWIJq6l8cX4fhkfdpWaz2PiCeC3IVwMfOmfRzjQ87OEpe2sWGJ5AkUiBct3N2zykZQW4kBB7UELh4PT1lZ4wdMdi/MKcEssQl6nyZhqYQI/JswN1zPox5kHRUVLXZGtU5AzKz6+sOaKbvKfcjSnLruA4yPlGFC9DwOE+saQnjlc/OkZiFs+LRHs1oLFXbhaGUwY1SGiaMUVcj+oPHkKMyqKMPWZjsjg27HmGcpwTS5L1on3hpxswcH4UwLkJTaHL7/hIjFZ1d8vlAE7qCVQ8NPPOvGeUEkkyHnnXRz6aQM+25+AYok3eEM+YQcrCh4fYcVpeO3aJrhwNUKG63PPsRNRmn0OVUdf1rl2kM3/Z/4jgE1TwFOr4MncZosAm2qUR86wKODbdLRsgfUwoMx7S1SUm0890TQkfYfW9Z31ONNY8eVhiDSUcUT2SCTIk329s7Mz+vTpwybkyTqfLJPKy8t11ktkX08W9NpJfGoAqKioYNPy7u4aC74TJxp2DKFJBvo7NFlPufZaSNCn50LX9+vXD8uWLcOMGTOMMvO0z7khDJ+TlmvXrsHX17hTuIkm/i6UUWzKnZxyNvHYPtBCzIwJJNjS5CiJ8IYwq+mN13Hq7T5G0/L0u+VbO4VNjWfvDA5nE5eUjayla3DDFowfPhHJ1prUXEaTAqPa+GDeE5HsukVPtmZi/oWUYjbVT5nmhuvyx4E5/ZrjXFKRbhKf3iJ6/hanlk1oG+BkZsFP1t0tveuPc6mrIYMa7sb+dhb7Xu0BayEf3nVYx5v+NtExkGGDBvFkBz/WzExipBZyAuoR6sqmwYe08mIFborkoca1IVFemNOvjrz1RwBlfFsioo7LDfFyEDPxvUKqL4gRPA4H34yLZtt9uJc9hDyumcgd5GbDnCWo4EufJZ/HgVKhfuARDqbuFfWtm0urZRYFZ/qcDNl7Kxcq1XXsv51b59/tG+5ulpvOCO0PJB1hEWZ9edfQF9c0x71BMUgrkmD6ykvs+4CIzSrHMysvMeFaK94TKnAxWfYe5tgexkTPLFh7hgJdZgNOBk06dTYfaS5XqdQ4mVCAXOEYdJv+JPxUmYBLCGDtzBoN9eK9nu3K7vhY8Cd+dlgDB+tn0RCNyXc0hRp+iSUnk3XiPUHfr+9svcUacL7YG8ccAl7mbcNz/L2w51ThtioA78ifQ7mwN7v9010D2Ymg43OqbZDTmtY1cGFPPngbxsBaJcd7vIt4D38Ccgeca3/IooBvup8/TChqzBJtVRaa0SX5mmN0jxYP/4k10UQTTdBx5LGbZt/vmfllOH8rFd1bGwt8lshIzMVrw76DRDsRTseHajU7/83Lq7Dm2hcQGqyJCXdfzXp82rvDMemNIZBJ5Uzw19KqS8PrqKfnjYZSocS+lScgr1Gg5+gOeHGhRpB48Ysn0XlgK1w7eReu3k7oO7YjbB0aHzf4KJg4vjMuXE5GSmqh7mf+uek94VorotdHZLQfbl9LM1vDhkU1cDxdu5RQ8Tgob+kClUizdrpdXIpnP12PtZ9PgYOtlU7IN8XTxXxd3t7DuLlxUPsw7Dgbi2tJ+uaEjmF+6NM6FCklJWjZoxnmzhuO7ZsuoqJciq49mmPq8/qmgEdNkK0HE8lNJ91D7RquaziKxXC3sUE+E6X1UIXkq2EDWc68n70DbIVCVMqMmxw9bW2ZgE/TxnEFBVBUiAEb43rvU8264p8i4lk+XhSbZGITFTUycNwqwHfQPw+hZzUUJkvQswWJeO/aNhzIiYW1QGZxiRrTwQX+zub15l6BzbA7gQRiDiDjsRPdvWdAIPKrJJi6ZwsT34n44kK8cHAnfug+BCnJxRAbyIiKMnvYN1OheYQ9ghzd2HsVYqevR9a9auaw40d6389kpYOvEGB978lQcBQIsHNmwr5UWYPzRfphAC2ONtXIFKrBD+XAy6n+Y1TDerNcybOUDgKZzPwzSCjVrJVX376uE+/ZbZVKfHjmCJzsePju7n7kScthEwDIZTzI5HxAwQUqBLAWCdjrGx8exU5EdnU6fkyYjyplpe496OU8BjO27YK01nWYBN0ilQTjQ3taFPA7e+jt1x82HC79PtB7Y3w8Wqo0r/FXK6VIkWQi0r5hbfShon6wD0f1XNpGmzfXDGKQGytN0+/evRtt2+qHsL/++ms2zBUcHMyGrcgyf+fOnfD09Lyv2zTE41V1eoyRKCT3dbkpi48ksCJLL775FxAK7gJk1eJYd2bu/WQ+GyGyA0b8DAz/yeybioTlfgH92OlxJcDFBsfejMHBO3kor5ajb4R7o7IjGX3mAWnnNE0S2ja0gV80OMU+pp0vNl7OwBPJZ/XifS019+6h8vhx2PXrx4qDPx1NZJNJWig7/alO9dtCMaydgeePaxorSlKAgG644eCGd7cPRUZFBstsGRY8DB/OOs1ysv9totyiMDhwMPal6sVh+sG5nn8dyWnHEXR9C5B9TZPlTtaR7vomCco2fKl3CL47pMKMfm+jdUEibLgqvP7OZFiFeuosUr3nvoHffrRH7/SrUHK5uBzRDa9+OpdNdlEOKE17OPR4B9Pu7MWgtIug+JiZJ8SI/Pyfb780cUdFLW1xTzvlM6K1eeet0DobHF4l1Erj7Ygm5U05kXPa7Fs2XiTEQH/NAnuGtT8TIkgMoNiMF2OCUaNQQcDlItrXATcyy3TP5etRLaDYugkrLhZBYRVs9JjkcLDrZikm5AshcpSDJ9T8cjmqVHjFPhIYutri6xYFBUEc3cpIBCccRo2CorAQaU9PgyypdsHC4yH4009gX5vDza0jgUUb61OZYG75llcuZdM6IW62UFdJ2P40ppk19t6y+FDMRvdenvmUeWt/R132vCkZCj7mbrutmzhTUgG3lnjnAHzU+Vkc6WOeL9bFuwv2jNqDA6kH2CJvYOBAeB6eD5jaZUnyYedTDfshg1G+V78/OI4bC5uu/3xx31jCncNZY9CFHH3zF5fDhacDHzmlxs+ZJlJpH/svQpO1JGbQBJ+l9Rj9qnk6iNntHjRz585ldvQkptNE/G+//YZBgwbBxsaGdVDSebpu5syZrDuTOiqXLl3Kbku0a9cO4eHhePLJJ5kQHx8fj9WrLe+Lpnz33Xfo0aMH+3s0GZ+Xl8em/2/d0uws33//PXr16oWePXti0qRJbNKfmgPob5OtfkPMmTOHLRy7dOnCGgDIaWDXrl1sEdlEEw8CrajT2Mst2bmbiveG1sv38iosZkUbCox1iYz1QettahSlEx2wGYrT9O++ER7s9LjiYS/Ggdd6Mpt0muIm5676pucNeaVvCE4nFiCjWC9qvj0onMV71Qc1OVD0j6UpIWog23MzB+Pa+6F3uDtaeNsbifD0+/R014aLETTtu3VWVzbhTRP7bf0dmUtQ/0Un2XlqVKB1+Y6Xuv39Y6YHSLCbLSZ18sdaEzeH21llOHo3D0fv5uNyagm73ayYYCOHBHr+lHNP9udaqKmEogK6hmiaUKgh4vNRLfHWlpu630YS/ZdObc+s0T/+6zab5DeFRNYR0f88woHWx98fvmcUuUANBWPamhet6fLGQg5LLTipmMI7CBdOBY6o2mCTMoaJ6wS5Obyz9SbLeKe1wXM9g1iTSYK0L6J9p6NTZq0zHl8M1eCF2HRXjt9OXDRa3xO01iYXAVMoMuqQ+zQ8O6OL5SdIE/bBfYAkE0vX1k+x9S3FPGldFmibfH9oJJ71czYoVpoL8DwaraKm6OprgKIG4Ov3NxLUiyQ1CHW3Y85S5OZHjhMbLplbvBLBbjZIKpDAAZXow72GGghwRNUWrf2c2PUUQ2IKfc/O3XyDNQaP4p7CG4ItuutacNOwQvg1EsJHmd2vrb8TO0bfczOb1TgGt/SC36XPNW53htSUoUvVCUzs2BnrL+qf9xOtvDCoReOLVv8U+h4c3NIT+2KNG0RUjoFAifFxEHgioBGiQRNNNNHEg6JKKruvy03Z8usRvXivpXYNW1EiYZb6UfUI8gIhn53uF76Aj+e/mMhOputmom2vCHZ6XHGwt8IfP0/HuQuJKCysRPu2gfCrbWxoiLHTuuPCyXikJ+t/Wyc+HwNPH81vbl3EPNEa638+ggpnoU6811JQUom9p+OYTX6bMF+0bu6D6/f0U+giIR8TB+qFo7oQCvhY8upYHL6WgHtZBYj090CzABeM3LAWdwoKWA2lT1AQvlsyFXaNtI5+mLiJ7TEpsAf+TNEPO6hUHFxLk+CwXSKuX83EpXuZ8Ha2x7QB7REdpK/T8rhcvNmjO97eT3U8DWTh/s3gQegTqqmbCng8fNVvAF7Zt4dNYxNWfD5+Hz4CpzNT8f7pQ0grL2UT1GKpmOXI04MpKkR4ome7f/z6BgWF4svzJ1BaIzVqzB0fbj4dLxJxwKfJ+0ZwLJdimNTg1jFd7m5jj4+PHMGxlBS4WFtjetu2cLaxQmGVBF39/HEmI51tCzT1PrdbD9zMzcUv1y7qxHstlM++MykOSoEaXAW5OWi7UDjwrvbEyp6Wp4hthEIMCg7FnsR7xseO4RGQKuSYtmcbLuboXZDmtO+KOR18jdbNZkXA2vMV3BoUSiVwFevH6MjiPk8iQYiTM1RQ4W55Drp4BGD5vQtQqbiorhHAWqx/bT5iV1zNpfNqcHiaB1YrOWjtplkDnsgwj8Ykp4h5N7dBptLUNOg5CkVKqNQcKJilgww9Asw1IW8rf3wQuQhXS86iRiVFlEN7bLqerhPvtVQrFLibXYQZ4Z2w9K6+1hvjHYxRgZpmgEcBl+cMgfVYyKs2GF1+Q2Z+jETRCu6iB1+P/bcRCoV4//332amgoIBN4WtrvYZYWVmx4aslS5agsrKSDXWZ/hY25jYN0STgN5J+/v3wx60/jC7zsvFCSxfzL9y6shCJArUj/DgmB8809W5hCveB8h+0TjYsZA2PbtjCyAyXYODlK8CdnYC0FAgbDDgHNcq2/9tx0ai8ZjnfXZ6Tq3tem1/ogt9PJeN6eimbTH6+RzArnjYKmrBv97TmMZVyzNk6AIXVms5PpVqJHYk7EGAfgBlRM/A4sKDnAkS4RGDRlUVM4KT/3c25CNvLuwBF7Y9gXiyQcBCYdQ5w0BcIX+kbygo9B+/kwl4chvHt/eDvYlxQnt4jGIlhH+B4fD4r0H3UwhOZJVUsY1NbFC4T2WJx67EIKstG89JM8CqrIEtLg7iOrOjGQja4K6d1wFcH4hFfeg12XofBEebivXPh7DVXK6oR5RCBHvd4UCZfR4D1LaRVPaUT8Xk29yB0Nc9nUjObJMv7np3QDltOuCOjQLMgp0IrCfmGhLrboneYO57v2Qw1n8xD3u7dqG41CggyFvCJnJ1nIBULwBWqoJSpIbStLaqGDan3tfsuXozcDz9C5alT4FpZwWniBLg88zTyZo/Xi/eEUonczz6HXf/+4NnbI9AhENFu0czBw5BetzSLR76bPqaCio5vbr7Jinz0UfoKVZh78g80z02At0CApX1H4G2Xnkxs8HdVITq4GkPCW6N3SDCGLj7FipFayIkgsHbb4bu7s+x5Q856RZnZxRqSZ+OMWDtvWPIv8bDxwNQWBo4OcvPiN8FRSOHz3XdwnjaNNSGIW7SAOEJzYCqNi4M8Lw/W7dqBZ9dw5/Y/4Yce3+Hnv97H2bJrcOE7YHrXV1AkbYk5G68bFYhfiAl+LASNvwNNGpIDzaw1VzWuVAbXafcsut5SbvU/hcR2mqo/cuQIs0uiafepUzXbB1nYnzp1ii3AyF6fFnMkgpOoroXP5zNRffHixTh27BhatmzJbjNv3jxmo0S4ubmx6X7DKXoiIiKCifV//PEHe3zq1Dx8+LDueuoCpcz65cuXsywlR0dHTJgwAaNGmRfZLUGLx61bt7LnRU0K1EH6ww8/NGp6v4kmGgMJJeQQYwg1EjV24jK1qO4GWdrfXWwfflPSfzF2hKDGBRKz7xdqkD30Wi/si81BYYUMvcPd6owbMIQaKX5+qg3LOa+sMW+60Lpo0ee27rnOWHYqma13aO01o0cQa9ZtDPQ7Nradr27Suc+3x3VOA7S2IHGfXBjIfeFx4LORLdl78+HOWF3EwLWMMjy78rLut+xubgWOxedj98vdmTW+lundmjFRn5oftK87xN24cZSaIjo1c2Git72VgO1z5VI5Xlp71aL9vDaH/G5uOTr9w8lnmoL/89lOWLAvjjlGkYhOiTGfbLmA+YE3EahIBjxaAkJbWGWlIQTOSETdjepaotV3sU74OUQU9kkuC7wraM+9hzflL7BmVsp1J8cF7br58uorBvfuj+FurfBDZAI4XWfjo2MlWH2+jg5RAIfu5Fu8vH9kA6Ly6KXA7jnA3T0asb3NZKhiPsDMlZeNIhLoM/9ybxyGtfJi7xcd21BMHuXTGzKGp3Hq4lBzN0/zvUbOY+9vj8WWqxr7XIqPq5ErUS1Xsf2oczNn9j4UVMrg4yBGCx8Hts8PjfLEoiVL8FL+x7DhaBylSngusHMne2MveNTGWZiidfUayTtjdp0rpxyulA0G8+YMek3Tuhk4OsjrsMSXV+HL0a0wuXMAYrPKEOZpj9Z+mtoHRavQ8R4dJz6IeIf6WDQ+GuG8LBxKrISDmIdpvVvB0f4DYP1Eqtjqb9hppqbZvokmmmjiEdG7fSjO3TKua1iJBOgSVX9Uk5bsFPMGLUZt55iTe8OTqv9f183k4NSj6/1HXTk42eCnjS/i3NE4FOSVoW3nYASFNbz+9vJ3wYe/Po1PFu+GpV/N/GK9G9b3r4/C+oNXcflOOjxc7PHUwHYI9as7DtYQAZ+HwR3C2YkYtnYNE+8J+tU/kpyMBadP4fO+j8dA34vNB6GZtRfeu/AXZAo1qitFyFcV4/nc7bC9wwNPxsG9zAKcuZOKVW8+iQh/fUP1mJYtEOrigr/u3mXi/egWkQg3qEcSg0Ob44SnFw4lJcJKIMCgkFCWIz9+3Xpm3c7gcCCtFqGmTAyOSrM9x+bnwdP2n9X1HERirB02Hp+fO47LeZkQ2qih4qrw0dV96OLjCTmkaGbjDhupE+4W5dU9um6CXCGHWKyASs1l607DkpiAw8O52xJcTdPUmzPKy/DKwT0aa4Ja/OztEePXDM+0a4ctt2/j8xMnmD0+LMwQHk1LgZp6U+jvyNQQVHJAMe19WpjXpg35os8A8Hk87E2IZ98RI8Mi8GGP3pjz125czDeOIP3h8lkMDw1HkKMzRDwhurm2wckCw7U+UCqhWjAH1nwBbGsdX6l56NPTx7Em9jrkKhVcHLkQOUsgUdawRgCKlkgulSCnqgKuAkd09HRET48WGODVHlNqNuJCcYpOMuNzuAhz0jRMe1ibH6PyRQqdeG90OV8FpsXT+yuyfBxmw7dFDzd9PIhUbh4vwC5XKPBe574YF9QKVwuzEGTvgg5umuOopLIipFYUo5WLN9ysGncM/XcRO3yBlCpb8OUHoeZYwdHuWUTYtAO/YLFR5EUfj65w/ZcFfPVDsNA3hOq2jYklpdM/vU1dcNS0pT9CyG6WCt1kPaC1nf0vUKOswbzT83Ag7QD7kidh9aueX6GFS+Os1V5efw27bmRjMu8QPhPUTgdo6TQLGLzg4TzxJv42JRs3Ifejj8wuD9qzG6Lg+n+kDCmVliJLkoVgh+A6IwpoinbGQXOhPtIlEhuf2IjHhU/OfYIt9/STGePKK/BhUYn5DWPe1eQ9NhIq3hy8ncumh4a39mFFfrJv3/D9WsSdvIRkB2+c82oJJVcjQo5OOI7nbu8Gx9oaoSdPgPc3vwBNSStPw5i/xrD93RItUlWYt14zB7SmpwDb2gSCw5OAJ8qHrcDWKJO8o3sHJCRfQonpU1Or0de9PaLdnsMnWxuXYdPdqhrvr5/H/h3rHIi5PWcbXc9XKbC/5m2EOOmniZg9UIsRwLhV9TbwqJVKJs7TDwGHx2MnHHgfyR9uRE2Z+crNb9lS2HbT5BoVnPken974ESetrSCqAfpfU+OpEyo2he/50YdwmjiR3e67g/FYfDTR6HFcq0qx8tAXzJ6e8PrxR6xzTcGy2N8gU8nA5/AxOWIa1uyLYJbJhlBDz+KJbVB58iQyZr4AGYcHYe0i6vDgZ/CtSGN37FeRh845t1ElEOOET2tUUpwIdai/0KVRFs6I2wVsNO4mVfPF4My5Bdga24+rqquR+fIrkJw+zc7Ttun92XzYD6m/gcIS8cXxOJR2CNYCawxtNpQ1Flgi85VXUXHwoO48NTQEbtqISxI+Nl3KYAV8eq8GtfT6z/+274/NYdOIWiGIoOk7Eu8fxetrool/k//i2tlUgKJpabKgb6xbxvvbb5lNL2uhKd9vx0c/4GfcxD9l981szF53zexympxvF1D/NJIhNMmcXlTF7OBp8t4SJAI+8aPm99Y0tunEXI3d9+MA5a4vOWGQqV4Hz3Rrhg+HadYujSG5oJJNElME1PDW3ixGhpoa3t9xy2jK2dIE/pl3+jyw2BlyVur77QnmrGEFKbYKP0Ek1zw+g/hFPgxfKzXrQoJiHQwz1Ml56rX8DxDDNd6GaKLlZbcV6NyuDebtNI9uMmW14AuEO3PRpeBdnTDdWCiSYcW0DvXmDdP7TMVBEZQadzcenzntfXfIeLpIy89PtcXQVpp1yroLaXhveyy4UEEMGcbzjuM9/loIOUqg74dAjzfY7SiL/rM95s5ehiwc2wqlVXL2d2mKnoT9KR198VHKU+CUmWwDIf2ByVtwKbUYE38/b/S+ULNwQr7m+GW9YD668Cz83ac2aTLhGyLlJLBqmNFFag4PnJcvmzXRkyvCK+uv6SITaFv+ZHgLTOjYCCc7UwriNbF55LpFsXNOdbh67JwNXDNwQrJyBmYcBqqKgMsrAFkFEDECaDUOD5v/4u96E038V/gv7l9Ulv9u3XFsPXqDraHdHG3wwTMD0KVV42JvVnz5Fzb9dMj0QelHC10GtcKHK194OE+8ib8NxSO8unCb2eWL3hiFrtGNjzuqlNcgpaIYAbZOsBdaXt+ll5UiZsVys8udxGJceeFFPC78fP08Fl4yd9kU53BglasfSBneORKfTG3EuqSWjLIy7EnUCMjDQsPgbWfP9rmvzpzEb3cumt9BCXDlNFcMHJn6DAIdG38cUx/lMil67/oVJTU0KKSGvV01BJQ/r/2z1TxUJDhCFFQBrthQBFbDUWiFMoMBoxA7d2SWFYFDhVjmOqCCiK8An6tEgNgLwz364LXt+vdSzVFDbUGY58gAT2s7lMirUUN1YbodObqalJC5VRxdUwM7LwU6uHlhxTPjIBLUPRtMkXRylZJNadP7z+dyse7kNXx44QgUFsr4X/YagImRrdi/D969iy9uroSdp2adWiKxRnaJA9RqLmZGdsY7bTTHfJvu3MJbx2rrolwV7H3K2RLdkLmRQ+BqpcC69G3M8p1Z2Lt1xp6kasSXGUdctXHxwZZ+03CnKB+jtq9DDcUa174h5IqVx9e7YmhRKLiQSjUNBd91GY6RgQ0P+8bm5WHk2rWsFi/ky2FrJUVZpQ22T5qKFiZxl0qVCm+d34NtybHsPLn2vtW6N2ZE3n+Ma6ksG3Hlx9lvRLhDDJyElt3Zvr51ECsS9dGxNnwhVveYDhFfhgO5p1CuqER7pyj0du/M3GD/jd/18trL/X77CFyrho9vVdVSZLzwyX9qfaClaQK/kVAe8te9vsbcqrkol5UjyCHovjoM5w4Iw+XUYqwp649ytQ0m8o+iuYsQLp0mavLQm3jscBw9CpLTp1BxqHbqkceD28sv35d4/8PVH/Dn7T+ZIGkvtMc7Hd9h1vimWPMt25ta8R+vzGqpSaSASx0TPmwK3z1SM/1dR96PYU7uBztidRPD3x9JwPpn2sPmw7loffYstGbnN12C8H6356Hg8iGoFWtdZ858YOI9sTNxZ53iPXE7kIurIWq0T1Rj4mk5TrVKRqk1F/0C+uOtDm9hV9IupJanoo17GwwPHo5+q0jo1rxnnsVq9L2ugq0U6BMYi9tjaZKlcQJ+Zbq+M7FlcSpeur4VqyMGoVxkAw/U4OWEVQiJNrYCZV9PtP3U8T1Fwn3+d9+hdMNGJj7bxsTA8+OPIHB1Aa6shMBGaC7gczgQGmRku8Vuw4/5hZCpgLIEG1SmW4Hrqobj82/AoVa8JyzlmRZaO+Kukz9aFGs6zbP3bcOv0foFpkKtwLIre1FVZZ6jc742v/OIfTC+nvgtsqpUCKkpxtuBSkx6ehyWLT6DzndO4eXrW8GtnXObHHcAb3efBUFwMJvyaRQRw6CKeRfyU99ApJQjl8fDT95+GFaRgk627qyZS7tQKVq+XCfes/e3qgrZ770Pm27dwHPQW+M2xOZ7mzH/3HxdVtPvN3/HH/3/YDEWhlRfv24k3rP3LD8fxav+RNe332pU1vN/CRLpaSruYkoxy5El8YGEwIcxef+/wPbt21mGliW6du0Kb++/4WrTRBP3AQlgX41thbmDwlAskbHoFMqFbCyv9g3FmcRC3YQ1QU0AU7oE4Nnu/zzDu4kHz5CWXhjdNh/brmqKGrT8mNkz+L7Ee4pO+PFoAqRyFWxFfDZNT1O7ptA0tiXIpedxQmqS814X55IKWaP3wBaebJq9PihaytCd6vvDCVj1TAf8cTKl3vx44pnuzR6YeE9sv5ali8UYxTtTp3hPvCDYjS2qXkhWeyMmzA1fjIpirzk+r4JNY49r54eqRSVAbW0yQ+WK9cq+KIQ9CouL4WjVuEixK+rmcCy5Vqd4T9tIXfEcJCLXJd5TofeHIwlYfjoFFTUKdA9xZa/Bz5mP1efrft3+BhEW5BJBqMDBSO4pDOOdw3V1CJy7TENID30Bfb+Jzbsldl7PxpmkQt3xE20PRy5cxsciCw0cqZr1KX0X09Q8NUOK+VwMaumJeU9EYsjiU+hYeQwduXfN72vvAwQ1simmWU+oB3yOmiNfQqysRIHaAYu4z6BPrg36Ue8W2TTUOg7R8Z/h9kqxBnQ8GBPmzqKRGg3F0W17Xj9Bf3KhpuEgSO+IxCi4ZyzeE9XFwOlFwIifAL/7L4A20UQTTTwoqLb8xqTeeHZEZxSVShDg5VxvM5kpY1/oi4tHbiM1Tp957uLhgMGTu2HcS/2bPqjHkM5RgRjbLxpbDusdLcf0ib4v8f7Pe5ex8MZxSBQyWPEEeDWqB56PMPeatOILzNwMCWvB4xWzaGonrkVtsCuoeMCV7Gz8dT0OA1qEQlyPeEwcSUnCi3t3QcbcUYFF589i2bCR2HM1Hpvv3gLqOUyZ0LLVAxPviT3pcbXiPcUcKIzEe4JnpYTQuQayDBsI/SXg1k5yd3BphvmtR+NYbhziyrMRZu+FUX5t8dSpH5Ev19SvaQq/Wq75PGOTgImuTnW+h6aX51ZW6tRBZo9PCQICjYhvxeNDKlEaiffsfnyAI+bVK94vuXUBv8deQpG0Cp08/fB5lwEIcXTBptM3maBvKbTc315fO911IwG5cR7IjXOH0lYBpYPm/ZgQGo23W8fobrc/WT8sxhcrzMR74mjuDVRxYpnbMXv+UON4wTkUKsgRylhTuFaUxfLui2QSeLkJkS6pgpDDR4x7CD7vOghPn/sd6RK9ey6txeVyzTGok9AK/XzqjisxpKWHBz7r1w97MpcjxDcZfB4Nw1kDog7kdwa1WgVO7YvZkXpbJ94T1Ez8+dUj6O0TjGCHxjurJVVcwF9Z86FUa5qozxWuw3DfDxBiZ2yNn1ddjj+TzhtdRt8zv8WfxA+dxmNWyKRG/80mHgxNAv594mbtxk73C9mFH32DstxzUVbdAn7h78PFqXGZlE38O3AEAvj++COqb9+GPC0NVq1bQ3AfoseRtCNYemup7jw1fsw7Mw9tPdrCx9a4w4nEOZq2v1Okz7skngx7Eg+DnMocJJYmIsw5DO7Wxp1d9UG54LuTd+vOn7IW46VSvV2kjqwrwKYpgG8HYOpfFBxv8fGqZAos2HvXyO6bpkn++nk9hp89a3TbVkXJ6Fv2J05G2sHfyRp+c5fB9gFnjpNVfkNkugLtEwGeCvjF5w049R+g+zyfa/Wc0W07BfXC/rQDCM1S48N1Soi069EbEnTiLoSQN7ROm1ND7jn6QSYQQVi7OHsi9RwGpl0EnpwMV2se1FXXLd9RYtkelChcsgTFy/RduJVHjyKrpASBa1Yx63iXyBpIckVQGyzU7IcMgjDAoJBeuwgWcgG3MAk7MXp3MvpbdU3QOVlXALXrngyOuZMDR1AGDsgdwLgg729Vg6vpJUZW8YkiZ8wp4uEEn491k1qhZtQ7OvGecJRJ8HrGUbSdP/G+RKS17j740dcDbkolMvl8qDg12HfkRdZcUyWtwOs3fdHhaiXUFpwo1FIpqi5fhl3fvo1ukNFGVGiRyCWsEWjpQP13CVFjGG9geHmisdPB/xIk1ncJ/me2v/9f2Lx5M7P9t0RAQECTgN/EI8PVVsRO94t7bZY75XkXVtQwUSfQ9eHaxDXxz6Df1u/Gt8bzPYOQkFeJVr4OjbbHJ84mFWLhgXjdeRKG5+2MRftAJ4R7GnfIk91812AXnE3SNPRpsST2P6hJ8zs55WjuYccaSRrL0FbeWHWubnFXS1xuBXNrC/e0w8aZXdh0uiXkShXm747Tiffa9+m9bbFMCK+Llt72mNMvFP0asoe/T6oMGhRCOcY2mKbQmmxlfy5UrWJ0+/LMXsZN0eLI3sCVFYhX+WKs7GOWSa/5QwD3YjpshDxIGmiKCOLkoDknA868ahQrjT+rgZEeLJrg2zqm5cmSvi5WnU1lzRJaTiUUYsaqy9g/pweqapsYTOkW4oooX30hUt9UwME6VX+sk2lElVVBHRHSiHWzIZU1cqPjJ6JI7YBqiJkbgiHlVj7Izatg8Qra5yBVqLA3NhdvDAjDumfawfWPGeCZZlCJHYDJW4Fai9LGsEU4AvMk3vDkFCNT7QYF+HDc8An62B4Eqorxm8OrWC/tgrxK88+RntvpxEJdVEaDKBXAwQ+M7e+p2fzQPGCmJppAR4GF5oT6Lm+iiSaa+BdwtLVip/vFzskGP+57CxcOx6IwuwSte4QhoHmTS93jztypfTG+fxvcSytAqL8bAr0bb0MdW5yLj6/oBzqqlXIsuH4UbVx9dHbbWtxsbNA/OAQHk4xrRZNaaSadHzTFFVW4k56HAHcn+Lk1Pi54SLPm+OnaOWNZVw0ISzUipkIM0NIuuaIU72zej1+Pnsfq58fD1damzubL+aeO68R7okapwPtHDyM3tVwjItNVVG7kqMEVKcHhqhFu64FZkd0wNPSfRbWaorPqZ/OBluvAPLECskIr1CTY47lebTAuqiWa2Wk0qElBxiLrAJ+WWJNqvN6htWGxfQ1+jjsJZysrFFdratwctSW5XHO5dqKbRGF2GdWAa4Cu/v7oHxCM+ceOm99RDRRW1hGdBGBb4m18efmE7vyF3Aw8fWgzTox5HlUyGYQSDmT2as17X0srFw909fE3mjrX/C0OeBUC8GoPdXp0Nh6otRHqj5sM69eGCHjVFgdcnK1qUCQxFvDt+WIUSCvx/MnNbHshZGoFjuTH41Vpdyzp9DSGH/wNNdxqqFVcyGQ8KFU8iDlCrOw9AbaCxtc+2gRKkMTT75cqThUOZX+Bm4XfolpZAqhDsDM5HPElll/XyZzk+xLwT+T/rhPv2d+DAsfzfkewbWej9zSlsghKC4btieV1xLX863DqjC82v91/k4frcdCEEVZCHka09sHULoEso7GJ/wZWLVowG+z7Ee+Jw+n6vGIt1O11POO45amjvj9jWNAwOIocmd3+p10/xeBmg/GgWXhpIQZtHYilv72A1TP7YNdnM6AosWCDb4EYvxi83OZlnWNAgaMfktpOBLh1TMVkXjKfdjAguUDCplhM4dyzXEwJq4wD3/EKfvM8hUWcI3jQ9A9ouDs5WDvozuEgtHWMWTOGIa+2mwMf8DH2tEov3tci+es4fhjkryvSkqZc10QZWcDfmTCLNZVosQ0JQuTLz8F1/DhUlTkY1a50hOrzdUwp276D/VfG5WNTaG+81X0WPuS1wIVLCUDYYFi7yhHYvwCOQRLYekvhOdgT3l8vNH6QqLHmD+wcDHi3NbpoioWCekdOHPp2v4WAfgXg2QlQMdh4McreE74Eba2NF6Q8KPESbzu2Xsk0K1xSUXffrRw0qyqEWGbejNGiLJM1U90P8Ue34dUtaryykoOnD6lgV6WGTClDWU0ZJhyVo93eZKhy86GWG9v8a+G7Nn4SPrMiExVk32nCnWLjxh5C3NJ4Il+LVVTDVk1N/O+zbt06bNmyxeKpQwfq6G2iif9GlvsTrbxZxnKTeP/fgcT2YdHe9yXeEwcsTB3T7/zB23kWb//rpHaY0MGPxS41c7Vh9tsPQ8D//vA9dFtwFNNXXGL/HfvrWeYE0xjIKYaiXigiinCxEWJUG586p+zv5lYwobguckqlKKw0d4pKrM2Fr4vY7HLsvGHs1PQgGNzSU2f0dEPVsEOZf1jrevdlTsy7yBX44SfFSL14X8v55GIWM0DvIbstK9gZr5tbcZIwiHsRIo4CC8ISIRbo3+dAF2t8NLwFxrX3g63I8nq7T1jdTc0UB2IKNU3QJDnlz5tCjR7Lp7U3umxEa/NjSXc7EboEuTS4bjaENp8+4ebPtQpiLFUOMYsg+EE+krklmLoSkI39XzeyESwohgMVCU0hy1D3CNwPmy5nQAoRUtVeTLx/gnsWb3HXgltVgJ8Uw/F1XntklMnrbGAmh4BGQ43KFRa265yb5pd5t9ZEHphdbnzM0kQTTTTxX4Uv4KHb4GiMeDamSbz/D0FuC/07h92XeE8czIy3fHmG5cu/HTgIU6Nbw9XaGn72Dni7ew/MbP/g6wKrj17FwHlL8eIfOzB44QqM+3EtckrLG3XfCBd3fNVzEJxEVrrs+PE+LWErF7BJcaWJQU9aUSmWnbxc5+OV1UiRVmbueppWXsqGZshGXVjMA1cO8O1lbAKept7vyXOwI+/afbkuN4aBvs1ZxjqhUFpeiyqrtE2cHHTzCtKJ95aY0qwX7JS2RsdNEqmQWczfrM7Gm727wsNGs+7mqABbU8cFWopRIhQds3j7wlaov55iBub37oeRkRFwsTZpKlIDXCUQE1q3W8SWxFu6G3P49L4qkCMrxpI759A/ujl4cg5s07gQlnDArwS8q2ywcdQEo/f8iahws8e1F4vQ0+TvTmoRDW7t/ZRSPpQy4/UeNWr09rRcJ1XIzLUMdQUfu1Jv68R7LSRo70yNhRVPhMIiPioK7FBZZANZhRhKCR+SSjXCHRs/IElcLDhqdF7EkcGeJ0G1kibdyAUhATG+hyA3EN0NcRM3/nhbppKiWGZ+PFMqz4ZMZdyMEWbvAWFthLEhLZ0eUydP9X2c/r9M4FdXVyMjIwPBwcHgUVayAXQ5TXzRdU38N7iVWYaE/ApE+zki2O3BWZE3BFlPxxbGgs/ls8nz/0UoE90SdkI7i5e7Wrniix5fPNTndCrzFP688yee26dE/+u131yXzuDe/qEI3bSlUU0Kz7d6HpMjJqOguoCJ1/QZovfHwNHPLIv1JOJ3mmnxsfycrVlxjaxSDVEGBAEWYi7T3TlGVuPTW06Hr5U7cHMjkHEecAkB2j4NWN/f4ldLW7kabweNwc8Z+1Epl4DH4eksdogud1SIStO8bw5jRkPUrH57K187X/wV+izi8xfXtnUavkgletnKcOG9vmyqiwp9tOhYcz4NGy6lI69cX6Cl6/q9NA1OM8dAcuYMeM7OsOnaVZNX7+IC39/XoHj5XDjZXQRX28kZOQLoMMPoTxZU1GDFmRTE5ZTD26szhuUVYVGbJ3HBq4XuNie3JyPAZgzW2OfAD1fg1bEM8O8CjF3OYiS0lFXJ8WtZf0SIr2FwzX4I1TWATztg5G86e0wto9v6sqmxZaeSUVyQg37cy3ibv4FdR40CQbPbwKPH0/hxx1YUS/VWRHZ8a/yE5TgjuIsDyg6wQxUm8Y+gnawMB9WvWHzPqTYp9PMFRySCusa4yC0Kub/fpuobNzDh13jdRJJ/oRrhmUq8M53Hfvj7afehOrBu3x5W0Y3Pafa29WbfG5Vy40J8c6fmZrcVhzWH06RJKFm7VneZMCQYTlOmNPrvNdFEEw+fmpoapKWloVmzZhAYNGEROTk5LLcrLOzBdvc38fCg38872eVo4WNvNhX+MKEJkltZZawwQ5PtD7qg9DhgJ7bcDKoVv01xsBZgwZhWWDDm4T2nK2klRlPXxOW0EvT55gR2zu7WqGOn6d2aYWJHf2ZbTus5Eu/Jtpxy01daEOuvpdfdVOtuLzLLjid8nayQZhA3YQmyq5/VKxiRHtbA7W2avHLHAKDd04Dt/RWbtJATwLPdmmHzlUzsqe6MCTiJztDbOxoRMVyzTqwPOw+cGbAbx7ZeMrtKXevMce7dvridXQYPezGzw193MR33Lh1Gq/JjmMA7psmTt3HHgOFP4ZzAE8fv5cNeLECv5m46O+LNL3TFu9tu4kZGma6OQ7b+5B5hRFUxcGEJkH0VT1faYSH6IN/Ea/WDHbdhL+bD39kK6cWa5tEoHwf8/FRb1oSkRVKjQE5pNROoycqe3rsIL3uWZW/a0NEv0gOLJ7bBb8eTcDe3nK1tDenUzAXP9QjGxkuZyCqtNooA+FY+FvFKHzzBOw8pBNio7I0ryihMryNSQEWX23kDIgegxsRVze3+fpvu5VWwfcaQK6owyNQ89rmsVvSr9/6RXvboEXIfEVA27pqTqeOYh/64RoejP9DjDY3Fvu6yAKD7a43/e0000cRDh+rJqampCAwMhNBATCIKCgqQn5+PFi0s7ONNPJZkpBQgPjYTAcEeCI18tMJP0p1syGRyhLXyA9ekPvW/gF0dU752QsuX2wiF+Lh3H3Z6WCTlFOHbbSfYpLyiVle8VZiPwT+uwroZTyLSq+H15viwKIwIiUB2ZQW8bOwg5vNR3luKFSeuYMlp87z6W5l1xw7Re+FpY4tciXF9jS4rKdasm7kKymVXmVnMn8hNwoWCNHR09cfh6wk4G5cGNwcbjOkaBQ8nyzX9hqguV2BmQBesz7mG4hoJlHIBeAL9ml5RKYCsRNOl0DXQn53qw0FojXf8xuOVG+sBGyXkCh6z0tdibc3Dyeeew+28PDhbW8NBLMaG2zexPvYma37QiPccOIhF+Kh3b7jb2uJ4Sgp7z3sFBkLE1xyDbZjwJD44cBiXsrKgVqpZw0NHP1/M7mkc11Ahq8Gft67hck4WUio160GOQAWuQF/v/+72cVgpreARZYfC2xWwyucixMsFX00eAiuDWgmJ58mcAri04qOorAqqQh6aW7vh02H9YCsy/m3o7OOH3wYNx89XLrDXKk22hZWDFBxHBSDlIlwdiHH+fXC++CyyqvXbC9X7czNoGE4AWJFYzwGqeSivUTILfUuo1Go4CMVwt7ZBflWtA63mlSLQ3hECC6J3XWSWl+FIciZCDb4arbnmbmAOIimC7AuQWOZhdHmgnRP6+5nXiutCyBXDUeDNBHtD7AUk1hs3TjuJrDEnsg++jj2ku8xdbIfZEfrogiYeYwF/1apVmDlzJitGOjs74/vvv8cUA7Fg48aNyM3NxTfffPMwnmsT9UHWIleWA7HbAYEYaDeN5TfXBRUNXll/DXtu6bvWn+vRDO8PfQhiOtnVGHyJJZcl45WjryCtXGMpGeEcgcV9FsPT5sHaOv7bjG0+FlsTtkKu0v8gdyh0QPTKi8hUX4LT8GGw6fho8/ZOZ52GT6FaL97XwiksQdGy5fCc90GjHsdaYI0AgcF0iJ0nEP6EZQG/nuIPFSFn9w7BNweNrSxTWnWDOOsCpDf0eVDJnsCpFvqCNXVMppQlw3f7bCD5mP7Ol5cDzx0DbO6jAFSZD6wdB+Rcx2QSnG3ckTtsIdyD+rH3LKUsBZFcb4QXJ0M5qgC2PbrDbtCgRj20sNNMOAWuR0WsXpgmuNbWEIWGgifgGWWyv9a/OWb3CcHum9ks7zvQxQZPtnKGY+wy9vwcPFoC7WKMxHSrVq1g9f0BQFqmaZhw8AfcjH/Iqdg76pczyCypLfR5d8Ihx1DkmzY7cDhIqxKhR9UbeLuLNWb1bAY4BZoV+yYvu8DEBOBJvI2RcODLsWzIILR0s5z3/mQHfzzpVQAsHWF2Hb/kKhxEDlg1aBV+ufELrqYXQJLfE1y5NxYqzmIOZx3GCk9BruZBQIXZwNEY1cYX6y8a53xSMwhNg/HsxXCZMQOFP/+sf1liERxmPV/PJwWoJBKUbtmC6tjbTCCvvhVrZifaLA9omapGnB8HIstNkBCFh8O2Vy+4PGccqdCY/Wp2m9lYcHGB7jKy6n+17asWb0/7q/2QwZCcPw+hry/bJrmi+7eqbqKJJh4OW7duxdNPPw2JRAJ7e3ssWLAAs2bN0l2/Z88enD9/HkuXGkdkNPFo2Hw5g02lUvPcuPa+zCWrPgH9na23sPGy/ndnYkc/loH9oMV0WqNTZIiWjOIqZtWttUgPcbfF0qnt/+dcCegzWHY6xSif3FbMZ2LtG5uus8+nZ/P7jzH7J5yItxxFRLb1Px9NxHdPtm7U44gFPOYSoIVcA4a28rIo4Id62NX7OG8MaI4Pdxp3uXo7WsHX0QpnTCIFTKGm7cjTs4E7O/UXXvoDeO4o4NBI2/LaNeVzqy7jYqpmbetgxcdnY9oiOuoYkHIAyLsNOPgBJWlAWYYmj7ylBdcmC4xqF4CfT6SislBiYn3JQQtveyZ2tzFYN7/UOwToFQTccQdSPNnrkEZNxuY4ilu6w/aXmI7uRlnCJJzveKk7E9VJcKZmgDBPk/ddXg0sHwQUaibZxpELl/A6Rss+NbNfLJcq2GlUG2/M6dfcovsE7cPnkvWfD+3i5M5Alv6WGB7tzaIP+nyrtx/VQutvcvbbOLMzazA5n1TEGmXpe6OkSo7d8i7YreoCPhRsCr5niAvbf/44lWzUDEDv6RPR3pqos5h3gAPv6q8kd7Web1l8bkbv0bU1QMZFwLU5Vhf0Nms2yIELDqvaYQjvIiSwbAsd5mmLnqFu7LO8n5gr8PhA/0+BHfS7WvuHeUKg/yeWb9/nA6D5YCDpCGDnBbQcDQj/t75Hm2jiv8z+/fsxceJElJaWwtraGp988gnefPNN3fUnTpzAhg0bmKNYE4+e4zuv4uDG81ApVeg9qh0GTjB3UDRkycK92L5aH4vZa1AU3vpyHHgGv8cPAiX9/hk8ZnFBBT55YSXu3dJMmnr6OeOjX59GYPP/rXrzyMCW+On2GVTUxmwSVjwBCm9UYt6FfejXtjl6tXm0w5Vn76SS2zkU1ubZ9j8eO4dfnzKvBVpCxOOjmYN+rWdvLcaQtmEWBfwgt7qHt3hcLuZ27YE3Du0zutzD1hZtwjxxND6ZnVfXZs2bklheiP2H7mH7WX1z6sYTN7DqjScR6NH4obGqGjleX74L5+5qNBAbKwE+HT0Yw1tH4mZpKuLKsuAudERGhgzp4jK09/PBiJYRjTrG7BsVirB4P9yUZxldTvds5ewNPpeLaC+9U9TzbTvguTbtcTgpCSdSUuFuY4ORERG4mJiBKylZ8HN2wLhOrXTiPRHk7Ix1E8dDKlfgakYWnKytEOFp3IyhUKnw1M5NuFVQ65zGo8kqmr43f2+rUI1EKDBwUCjeax2DQHfj5lhizrkdOJhV6yZhDXD8FXitexe09bF8vD4gKATt3LzR+6MlGqkzW99kHccpAWcyFx+1mINNGbtxo+QuKmRAQZkDuDZcoEQFlIpq15IctPH0wohmLfHznTO6WAGCagbDA1totqv2PfDWyf26RmAhT4U32hs3NJhCTQFbE2NxIScD/vaOqKiQITbDA0GemeBx6x8O42qzDqgW4OCCrp6BmN2yK9tX7ode7jOwK+tzqFh2BL1aLnq5P2dxW5se2hVd3INwPPcenIU2GOLb8r7iAR4p6kZO1/9/mMDPyspiRcePP/4YPXv2xLZt2zB9+nQ2df/ee+893GfZRMNQ/tt5vViFxMPA8J+AtlPqnMIwFO+JP06lYHCUl5GY+I+4d1CTQUfZcu6RwIDPgJC+mHd6nk685yvUkN6+g0Wqj/HViN/wv0SAfQBmRc/C/tT9KKouwuhUD/RbeQtV6q3s+ootW+Dw/ofwnjLxkT0nFysXBORb/saSxt+FLD0dxWvWQJ6VDZtOHeH45JONFwTJrj2gO5B2Wn8Zm+x5pt67UUHpu0P3jAo+B+8WYNAbC9Dj0l5UXbyIKy5l+DwyATKB/kdFwBUgorzYWLwnStOhOrsEUtchEHh5QeDZiIX6oQ+ZOK7FWpKPoAMfAa+MwKBmBkL934mI4gngtnANqiY9BWVxrX0ThwP3t+aCZ2t5ckvA4zKBmk6QS4Fl/YBcrQXRRuD6WmDGEUBka55VGWJ5uoUs53XifS1m4r0Jv16TYdYIY/GeoMxZjXivgawypQoRVpxJxbfj65k4Z00V9BmabIO2mk7CQIdAzG7xMQYdOoEq5sqgQCY64jBawAbVyIErogUZ+CSyF7OlXTA6iuWYkrNAkJvGPtedWw6cXQq3FmWw+upt5F24jbPlN7AmKAfF8S9jhHIE3u7wNgQ840k/VU0NUqdMQc2dOHa+fBfAsbJcaLSvAhR8Dq6EcNAhwfi12PToAf8/fsffZVLEJLR0bYlDqYeYoD88eDhzcqgL63bt2KmJJpp4vCgpKcEzzzyD119/HYMGDcLevXvx6quvsqmir7766t9+ev/v+eFwAhYd1jcPUu4y/ZbM6GEygVvLsfh8I/GeoCaygS08EVOP7fb9QBnwn+2OY6489Jv29qBw9vjv7zDON0/Mr8RrG69j+0vd/qc+Ry8HKyZO77iWhdxyKbwcxIjNKseWK5qC1NarWXilTwheH/DoHCtc67Hzps8pu7SaifAUCdU+0IlZnzcmv5zoEOiMfhHuOByXb2SnPr2b+brLkKFRXpi/+w7kBg2G55KK2FQ/NTjQxHmlVIFbWcZ2pVSXaSPINBbvico8yM78gtst58LVVsTcsRpi0aF7OvGeKKtWYOGBuywegDWQ19NE3hAk4K6Z0QmjfzmDXAM3qtf7h8HdTlzXnTRibMvRrAFm8pJzzClBCzlb/fVSdzjV2u9roc+qzqaQ29t14n1j8xX33srFl6PNDxZuZpYaifcEHfdQw0pnE/t8QxytheBzOWbW91qbeYrke2tQGAZ8exylUn3jixBybBB8ira8JMRzmsGmzdfw9bbH9xPaYMHeOGSXSeHnbIUPhkbC0UrA3LmKKvti2KD1CMvdDaSdBUpSgc1PA1HjgSELNSK/0QtQAqtHAenndBcVqWl6yfz1F6k1biWDuRewVdXL6Lo2/o7Y/uI/+C5rPRHwiARit2qaDqInAK6hdd/et53m1EQTTTxWVFVVYdq0aWztPGbMGBw9ehTz5s1DYmIifv311/9J56H/EjuXn8BvH23Tnb9xNgF5mSWY+qZxbIuW29fSjMR74sT+W+jSOwIxgx9M7npcXDZ+/OkQ7t7NgZeXA6ZP64l+/Vpgyed/6cR7IjejGF++uhZL9r2B/yWcxVb4tGMXbE65iYRiKbwEDoi/U4g/HW9BzQM2HI3Fs4lt8c64vo/uOdlbs79taal0N7cABZUS/Hn1Ou4VFKKVlyemtI2GvbiOtZ0JoR6uGNY6HLuu6+NWHa3FeKaHcVyRKQODQjBPIECVQeTljbxc9OnUFd2CAnAwLgES+2rcUKSb3dcDtlh41jjSs6xKiqUHLmJ839ZwtBLD39mxwee+8sglnXhPSKrl+GXLOYxq1RLd3cPZifE3k8D+eGI8xh1eifQq/dr3+fCuCLC1XO+l79P+ISHsRMxcsR2n7+mbijddvIWNLz0FDwfjerNYwEfXIMtP8mhasl68J5QcdrL41V3bb3M4MxFf9zIfjEutKNaL97XQSnhZ/AX09al74txaJIBYyIdUZmx972xrxY4vnIQOmOg3Bkuv/4aiGnJgkLFtleNCTbBqcARqcBU8DG8VggA7J/zSfQw+u3oYaZUl8LK2x1uteyPA2gnrL91Abnkl5rfvh3tV2eCITwCCJFyRXII0vQuG+7wAMc+8QfT5w9txLDNZ/37y+JBJbHHweiu0CUqFg3UVJDJnhDgZN5BL5EIkl7npxPtDw+ofTKuPUPtumCr6BXFlR9l7GmHfG27iup2Fwx082emxR83RnBpzu/91AZ+6Hfv164d33nmHne/atSv69OmDsWPHQqVS4YMPGje528RDQFoOXF5mfvnpRXUK+FQktHh5YuGDEfALE4ANTwHa6fP8O8D6iSiZcQA3CzW5dB3iVZi5TwX7akDBPYGcm/Ph+cEH/9riXKlSgncfdif1cT3/OnMZKKnR/IA2c2iGTjuywTEJ7c7+/gd4PTVeY4X+CBgZMhIH/FaQym12HU3wpowdB1W5puBXeeQIKo8fh//y5Y17cCqeTd4KkH0Pm8QI1ThBNCASH4/PN5vWIPbuOouIzT+yf1P64txUK3w5TAZV7WQGTSq7lhlbvxDlmWLkvrUByuo17Dk5jBwJr/mf1v8e3ztgfhkVrgrv1esgkF2ZjcLqQuYiYSoIG0JW+8EHDqJ83z72/tr27g1RY6NGqCClE+9roaaYmxvMLPL1T+w6cPZHzdRTYA+g26tIT9MvFAyxVBjUQtEGNHVouk8WVFrOfjXNhE0qTcL5nPPwsPZAL79eEDgFaKz97+wwvmPXl9l/1CoV/li4GlXQCNZcYT7AUaC8xhvl0CyAbsj98PSWDJwKDsGEjv4sy7RCKmduDhya+PppKCDVbN+03JwZ3QE3pbULSaUUG+M3Mpv6Oe3mGD0F+my04r0WdbVxwwNDIEBQv+G4nL8fvw+SwkNlDf8kjbBi1aYNvD6bj39KtFs0OzUEvV/yjAzwXFzqbAZpookm/h3OnTuH6OhofPrpp7p1c//+/TF8+HAolcomt6p/Ecp9Xnra/DfxtxNJeLZ7M4vr0LOJliebqaHtQQj4OWXVeHblZd30OQnCL629iq2zuuBUQoHZ7a9llGLOhmv4Zly00WTxo8TUKeCfQFP2z6y8pIsPInGRmg5NVyc/H0vCrJgQNn38KBgR7cOaPYok5naGQW62GP7TaRRWaq47HJeH/bG52Dqra6Pfl18nt8PO69k4n1wEf2drZrXfUAY4NZsYivda/jybivSSKhazQJC9vKGbAdnn+8uumN3vlLIlXjvbBoUnz7IiG+W5fzc+2sj+3VJDiyn0PlBzZ7uAuo8jc8ukyC6rZlbp5CZQF+QocPTNGOy5mYOCyhrENHdHpHfjIivoczAU74mM4mpmtc+m9euwfqf9n2II2gc44YVewXAyEKa1RHLS4MSXoURhkiFaC+W6035hCjUHWSLf9PKiJE0TPjW8hj8BZxsRxrbzxYZLxs1Dhlb/W9f9gVKp5nwAJxe2kOKO2h+X1eFoiySEqVOAvU8DIdfYVP8TUV4or1030+vtv+gkCis1z+MnOi7zSkFgSYrmwZUy4PoazVT7sEUmb9oBlKbdxArFGMSqmyGMk4H2nGvYayLg064Q06ENEHsOH6rXoIDrj5PVmkJhSx97/PBkG/xjvKI1pwagYxraFui1UwRHE0008fhw/fp1eHh44Ntvv9WtmwcOHIghQ4awevOSJTRV2cS/xaafD5tdtmPZcUyY3R9CCxFI1y9arj1dv5D0QAT88vJqvPX2Rkgkmt+vnJwyfLlgFzw87HHhqHFNh0hPysdHk3/B+0ufs/h8HwVKFYmED2bNnlmVh09u/4L8miKW1Bnp44Dsm1xUuerXIDInNZbmXsULlV3haGt5MOVB0zc6FN67zyBVXWEm4oe4u2DM6vXILtfUzo4kJmNPXDy2P/2U0bR3fXw5ZhB6Nm+Gs4np8HSwxbgOUfB0qN/O/mJ2ppF4r2VT7C2UZFSxXHM1Vw3r5iJU8fTrsqeC24Fbab5WJbf1HWnx2LxMs51RDvyiMUNhLax7uzp1p3ZdZYCkRoZryVnoHlm3eFomL0VRTQF8rPwg4tXd6OAitsG+wTOxLzMOOVXl6OoeiGiXup3lDLmYnIFTteK99iMrqJBgzdlreGNwD4v3Ifv9ZScvIamgCC19PDGjZ3tcTTd2AGDIOBBzBJCa5LerFbV59Wo1ahQKwOTQp1Bq7MKlJV9qHIWQXVWKk/nxsBOI0cczAlZCIZ7sGo1Vx42Pd57urW/yePXEX7XiPUVPycHnKVEDnu74X8VXYuHdg4jxDUZf31D08QlBmUwKe6GYvS8jfl2N7DJ9Y/2EwblQCjRxawKOHKkVh7ArS4Vx/nONngNN3R/LTAKHrwaHp4ZaRc4U1DTARXaJM7Kv6HWT30YKkSfbDblKgiq5KzbeC4NCzUOogyt+6jES/xRXUSB6uNc/aKkls6oEtnwRHE0beZt4fAX8yspKeBnYbhC0mKKJoqFDh7IDIqs6phWbeMhUFwMKC4Jaubm4qcXH0fLO5+P0gD7DGxv04r0WZQ1s7u6FiCeCsEKKV/9SQVjbGEWuKqVr18EqsgUcx4zGoyShJAFfXPgCl/MuM6GRMt7Hh43/249H+8L7p9/XifdEenEy7EvMM1RsJGUoySuCs/eDmd5qCHdrdyycshY3bs9G+DH9IoLv7cWet1a813I4uRwbvzyA9Co1myx6f2hE/ZmvFN/Qfrrm1EhousQS4njjDM3oO9VYNGgcUroEoLtPd4Q5hwHpF4xuo6jhIPucI9TK2g1LpULZtm2wimoJp4n1OB3QBDjtR4ZweICV5eYDuVLOPmNyVyArf2exM77o/gW6+dQ9QcKzs4PT+Pvcruj1kbuGJQo0k4NUKDxxLx+FFTJ0D3WFtzRRY/mpqBWfMy4wwbxzgTNWwli0JkisWHE2lQkapgyO8rQoZHQLdoUVT4nROIae3JvIUzthlXIAejWnVgsNf9z8A4uvLdadD3EMwYqBK+A4+neAYgDu7gasHIFOLwBhg3UiekFqJjjBjhD7rgbfWtOlqqxxR3XmFKhlbjrr1oO381hRk4rkum3o6Gc68Z69dD5fL94bsOL2CrYNtffUL+SkcfpOXkMEfn5MJNfGHnh+8gneGvAEXla8D6lCCqeXnCDLzKQdH0I/PzwqJBcvIue99yHPzARHJILTpElwn/tm03RCE008JlhaN/fq1QuHDh3CgAED2Pnw8Npu+yYeKdUyJSqkxp35WgGShFEhn9Po9TFlmj8IyBnLUGwlqLlu140c2In4zJ7blB3Xs5n9dl2uAQ+L1EIJ5u2MZUIyTWzP7Bn0j5/D21tv6sR7gkQ2S1Ch52ZWKcsAfxSQyLfjpW54/s/LiMvVF2vodTtZCXTivZbrGaXo++1x9lpa+TrgvSERiParezKHHJdoLUOnf7puTqvN8tRC29PoNj4I8bBF9xBXtPJ1BExcuKrVQrwkfxXl5E3JjmHARHMS2OsSuwk3WxETfy1dbglaq7637RY2X8lgTbuO1gJ8OSqKOb/VhbWQz5o077cRhLZNSyTlV+pioGjbpaaZLkGuLMtyzC9nUVGj2cfIUr/09mEsqFpjNkAm5sixsJsar5zjoUpmflwX09zNogNDh2bOsBJwUc3cpfT0Mpz+v/gHsJeKfbWfkXMQMG0vPhvZksUv7L2VwxpXJncOwBOtasMyEw6jJP0O7OGBnwU/oAdP89pTVR44qjSId5BXaRwFOs9iE0jabWjxkQSdeE84oRz+xefMJ+eurADChwCh/XUXVeclYKzsIySqfdCCk4ZktRdq1HyMdM7AzhI/ti1RtBU5Q/h1GgoMeQMOMgn+tHFFVmk1O+4wjJV42NzIKMVrm66z5iiKDhjf3g+fjmj5wJqQmmiiiX++bvY0cU7s0KEDjh07hr59+7JalXb93MSjhRooSgr0ayAt1ZU1qKqUWhTEPbwsr33cvRueVm4Mp07d04n3Wuh358CBW7B3skZBjt4tUnvlxQM3sfGH/Zjy9t93Cfo75FRWYN6JwzialgIHkQjTW7XFy+07/6O6zZKkjRrxvpZiWRnU/tVApvE+JLdR40xKKoZG6et0DxOafl712gS8vnY3ruTrHX8drEQI9HTCsSzj6Kh7hUV44vc/kV8qQYSnG97o2x0dAupeE9MaZmh0ODs1Fkex5WO1nJIKCGrz4jkqDqTxPAzpHIUIf1d0cPNHO1c/5JZUsHWCtjmT/l9G5XBSX2s5npCCn0+ex9x+lsVuwsXO8nrHxc6yLkPfd5sz1+J4/mFmdS7mWuFJ/yno4lL33yAr9ZEBUbgfkguL8d5fB6Gi3gA1QGmlHIVmGZhcoK+Pn81JQ3pFKTp4+MKOI8JTSzagpEpzrHYtPQcHYxNQkScBzA4dOJgQ0AZbs67roh7orVPJNI0R7dx94GFj3oAR5ewFJ6EVSmTGx4M9PfVDcLszr+Ojm9uhrP0sPMT2WNr5Wbz2RA94O9ljz9W77LMb3aklRnRswW5zNTcbxzJSwLdSIdSjAM42mmOZGgUPySUukMg0xzFylRK7Mm5hdkQvtp86ijTb0B+nLxmJ91yuCnJxArhQI1iUDzd+OWuGVihWI7OiBXzt9A4l90oLwBUpmcxA9yOUfDU8rexRUFjNjkeEPB5e79wNA/w7QKmaCZmqElZ8Z4xtVgGJXIZgh0dz/EsklOfhvWubca8iD3wOF4N9WuHDqBEQ3qdl/6NCrdacGnO7/yqNfufbtWuHP/74w+zymJgYnYjv5+fH/tvEI4Zsyp2DgeIk48tD6rbKodzO1edTjQpPwW42GNyy7kLKfaE2L2oQQnBZNnzGptU68d6QisOHH6mAX6OswcxDM1FQrZluyqvKw/zz85nQHeMX87ceM6MiA+kVxvY7Sh4HSZ5cBOcaF24ybd3g5fBgFrGNJcghCEG/7oXk3DlIzp4F39MTDsOHI2vOa0a3u+vkj886PQ1VmeaDOpVQiEl/XMCJt3rDtpH2oI2hf6QHm7QyLNYKocbQFPPJl/BUJfo8/6z+Av9OQPRTwI117KwkVwy10ryrteLwESMBX56by6bzBe61jRNdZwM7XzK+E1kw2lq21Vx1ZxX2pepzlIqlxZh7Yi4OjzvMbM8fCDWVwLrxRoK0EX4dUSyR4ak/zuNubVGZFiifBdzARK14r6UoEQM4HAzjnsUuVVfdxWOjXfHO4HDM7BXMCoOrzqYiobbASZaiZElvCXd7MQ76r4Ffjt654EnBKXCbdWT/zpXk4ufrBpEeZPlbmoiVt1dqJt97zdWcTJCcPoOOufdwvGuyTrxnr0uUDyvvjYg+G4OooiTkkqtDhQWxwCAGQYPlX2eVWoU3T7yJQ+MOsSgGdlmlcTenFuv27eDy+xIocnIgbhUNnq2NLpueTlr3Clpkl27divL9B5jQ7zThSdh0qT8X7u+irJQg86XZUFVoPnd1TQ2Kly+HKDgIjmPGPJS/2UQTTdwfbdu2tehO1bFjRxw+fJhN41Ohslu3/y0b9P8CJMqSuHoz07i41znImeVrW2J0W18sPZXChCdD8X5U28ZNNzSE0nL0IhOsp3VrxoQ2S1Az26MU8KmANW3FRaTWirc0WfzZnjiW6U7v0d+B1jJkld9YPOwfbfYeWcrvm9MTl1KLcfRuPhPvSRj/oA6hWPveXEgpxuSlF3Bsbgy7z4OCxPgwDzujWAXSIC2ZKUlkCrwYY1BNc48AOs0CLvzKzp5XRegcjgw5eCfPSMDPK5eywhLFHBC0zV1OM55uGRDpAX8Xy2vg9RfTjSIoSqvkmLPxOjoFubBt50FAGfDkYpFv0AhiSJsAJ+bYNGXZRdZooX3f2gU468R7LSPK14HDM98pVSED0G/gCJyLUWF/bA7+PJuG2zmabZeinb4aY3mq0F4sYA53Z5L0xXYqjnYIrHUrqCqubdg1+BCLk4GTX4P/xCK2TqeTGUlH0Id3FQGcPJ14TwRy8zCRcwzHlVE4pYqGJ6cYY6rVMG1LNozDItR1xgOogS3PAK/H6eK7dlW3Ag93cVT4BoK4ueyys8pIJHk8g9ef7Y20Ygla+TjqJ90FVpqTQePTzutZzIGC3MAmdPRDn3BNpNaDhpoFnvvzss7xgBq11l5IZw0Ej7oBqom6kcvl7ETZ5038/6N169aIjY1lYjHXYEq5ZcuWTMTv3bs3Tp8+jRYtLNcnmnh40OfRunsorp3SR08RQS184Ohqefq5x4CW2LD0BDJT9c6vTq62GDymwwN5TrSdWEKpVGHUtB74/cvdxlfINHXvs3uvP3IB/7m9OxBboHEuKpFK8d3Fs7AXiTCtVdu/9XgKlRI3y4w/C8LKWgYeVwmlynhq3MfNAY8SD0dbrH1pAm5l5eJwXBLsrUQYER2B70+b13eJ1JIycJXAtcwczFi7HbtnTYWf04N7zpRn3tbTC1dz9Q0FtNrhSY3XPBw1B6U5crwwUH9s7ulkhxkDO2HJvvM6wZUiAjgm66XD8UlGAn5BlYTlnfvYaYbfpsS0xZm4VLaW1tIh1A8RfpbXPZdLzuNovr7WKlVVY3XqUjS3jYCLiGJJ/zlUv3xpw1/ILKs9BiMHcr5eyG/t7wWpQo5njmxlAr6WLvb+OvFeS15FJQRyQJzHgdRD/xrbuXvjrfYxeL1tTxzMjMfKO1dxg2rx4KC1mxd+iHmizmaEjs7NsD/njt6CX8lBW2d/9s9qpQwLbu/RiffsOUjL8fO9w1jQZjwm9mjNTqaczEgF5Bz4epfqxHv29/hKBDsX4WYu6WGaP1guMx+SvZ1jPhxGePDL4C7QH8vyOSrEFn4AN+vOEPE0q28ZFOAJVLCxrgGPp3mPFAoufEVW2PrEJCSVFCPS1R0utWsgHlcIK67mvp7Wmu/Z/Rl3sS35FjtaGN0sCoP9H84wCNXLX7+8Dul0fELPU63Crszr8LJyxEthjy6S475QNzLf/v+LgC8UCpklaBcTUYImivbt28cm8pv4F6BvtJG/AhsmAlW1hQES9Ad+UeddSICjvDnK3kvIr0BrP0c82z2oXjvDuiCxjizjKaeZspsZLccAZ34w6kxjrUYtR2OuSwh2xpYBu3eYLw7tHq0N9Oms0zrx3pDtCdvrFvDv7gGu/knj3prX2Way5jOoxVHsyERBuYkDwaYBrnh1XRms6X70I8wT4PzQ6ej/gApX9wuJi4YCo3WH9pCcOaM7fyCgI1Qc40I2WYgeiM3FmPuYFGoI2uY2Pt8F3x++h0upJQh0scZ0YT7cdmiKQYYIvGsnTgwZ9StU4aNRuW4hSlPMrYkIroMDjt3JRdyRM+iyewXEaZpmF5uePeDz9dfg0WdIwvvl5UBNhcbmvdbWvWTDRhQtXw5FYSFsu3eHx3vv4ljGMbO/USGvYC4OPX174oFAFpp1iffBfYHIkfhp7z2deK8trH+cGonBQhs4coxth7gcNX4U/oRnVfsQp/JHS24qouJTgD/awnnIQkzu3J5N9WQUVyG+9BZqUACpmn6wLeTd5N1h4r2Uw0EZlwt3pRIitRQ4vxgYuxzXC65DaaGJ52r+Vd2/aQJq1blUlnVLXY3j2vuiv7s7uuRuh8hWCNNDMp5VJl6+vRJOtS+L9+kl1Pj/wcRzjrB2H/JoAVToF+Z+CiWmlVbgTwdbqEw6nIukRbhVcAttPWoPnASWfw5rEhNZBAKd6iN/wQIUr/pTd77i4EH4LFoE+0ED8aCh/VQr3htSvndfk4DfxN/OnSSaiqYPjpCQEHai9fHgwRqXES3t27dnIn7TJNG/x5ejo4ws20lQoknXuiDL5W0vdsUfJ5MRl1uOFt4OmNG9GRPm7hcSvS+kFDExVGs3Trnm3x2KN7JGp5+tEa19EO3rgNIqGf48py+eaLETP9ou+IspxTqB2pBNlzPqFPBP3ivAmvNpTEwe1NILkzr6swkaLTYiHmsMrTQRUUV8LmpM3IFC3G0R6PLvRMZQZj2dtHRq5sym1euDhGFyV5jerf41xP1AzZprn+vE1s0U7UDuEJSjvvBAfOMc1wYvAMKHAoc/hkOWBDB3FWW56Gfu5ePctes4libD7WKOrsll8YQ2GNTSE0untsfKs6koqZKxZlyynSe2X8vET0cTkV0qRddgFzaBfeiOecGLPlvaNka2eTBNMBeSi5FbbjniiYTyce18mU2+VrwnqOnhcqqJAxdZ0XONn+9NVTP8qhiGfbGdEfHjWXz4RCSe7ODPTtml1biTU45KqYJFT1mCGn/OJRvHcNCeTk1BPULdgOxrlt300jUFY8NGCNrXaL1P3w3TbT3RmXsXURzz4x8rjgzzFVORpNa8v3+c4WNleDlr2NfGI4R72esadx1RgRjuDdxUN0NrjgXr45pyIPU0EKbJKk3neGOxYLZOvCe68u5AVHoU/i7P1dnMoYW23+8PJxg1jXw1Joq9pw8aar4xiyugJoSbOU0C/kOYojaFx+M1yqmTLNJ/+ukn3L1r2RWtif9t3N3dWV1548aNmGjinBgZGYnjx4+zCNcm/h1e/GwcPpj8K/IyNL+ZTu72mPN13Q6XIrEA36x8DttXn0F8bCYCgj0wempXOP2NNVx5iQQ3ziawZoGWHYNY7ah79+b45dcjqDFZO/bt2wLt2zdDRYkE6386pFlMy+SAVPMbYGP3aF2Dbxfk68R7QzbFxdYp4F+/lY5tu66hvKIaXTsGY/SwtuAbxBrxOFw4COxQJjeuB/HAh6p2olyLj8gerT0t1FAfAVE+nuykpYOfDzbcMIkGZdPv+n9LFQrsvBmH2b06P9DnsmL4aHx/4RxOpKXA3cYWfXyb4du9p81u5+1o3pAya2gXdIsMwJenTuF6WS4USiU4CjV41RrRn3AUi3EhOwOb797GlaxMpJXQWpOD1h5eWDx4KDqF+eOXF0Zh9fGrKCyXoFtEIGb01ww/HUhIwA/nziGttBQdfHzwbq9euFGur5tqUUGFW2XXEOOud0P6J8Tm5CGlyDhyiqAGhQgPd0zsHI11924YiffEufJ0iAUCcOUcs/vZZHMhKlZD5qiGUshBbGEeRuWvxdv9e2JUaBRGNYtCnqQCd8tzUKmshpJjHlFGlEircTg1GSoVT2M3T4tmFQ/LYi/jicBwJFbko9LCuvlasfFz3Z4ci3UJ1yBVKjDEPxyuJI6ruHCyNj+WFfKUsBHK2BQ+/b0NcbcxxKsVIpzddBEPYR5uuJahOfYjJ14Fl4P0LDdEhmaaPZ4KMhRWn4GP7TDd52dtJdOJ9wSfr0IJpxDedvbsVB8r7l7E/Kv6KJMjWQl4r01fzIjohAfN3bIcnXhvyIHsW4+xgM9pXL59Y27zmHJfVZ+//vqLdelYokePHqxj8t/KL/9/D00iv3YbSD6hsTGn3OsG8txpouTjOiZsC++cwA87TuNshTt8rGSY1S8KXbqaC5Orbq/CoiuLdGIdiZeLYhZB6BkFjPodOPQhUJEN2PsCAz9jeeL0rEZN/gRJ66/orKkZPB6cJtRjc/6Qcu8twa2qQfWNGxD4+4PvZJDlSML9Xxphl5F8DKCcwL4f6i6yF9pjXPNxWHdXMxWuZeioV7DD2x1l+w+Ao1aBH9MH855+QGLvA8Bp8hRUHDsG6Y2b7LyU8g4tUC1ToGTjJpTt+gscLg8Oo0bBcdQ/y2GhrMuvx+qzC1UyGVLW/wZZot5VgufqCsfx43Tn5fn5KNu5k9n+S+PvQXIyw/JXGo+HX61bYO2fV/D5mT8hLtA/puTkKeR+Oh8+333LmkvYyYCyPXuQ+/HHRqKsLCUF9q9aLjbSZ//A4NUhCvh2BCZtYQ4ClJlqCtlXXlOFojfPdBpdQ2tuEjvpyL4KrBkNzLkFKV+ETy+/ynLr2VPg8PB6u9cxtcVU4wcpScFvjvZY6WAPCZeLQJkcHxUVo32xpoAYaB9o8W8H2PkDcbuBlBM4kSvCD/daohSaRTIVVKXtO6K7/XrYVUtQZmv8W8JTqiEyKDIrs7ORPGQouHZ2cJ46FW4vzwZ6v68pdsr0xaM3SkowWlKF6Z6uKOIZfyc6ivTuF0Ivywc28hzzRhJTlKWlKFm33vhCtRqFS5Y8FAGfa2U5/4ojrjsXq4km6mLPnj0YNmwYmjdv3lQ0fcCsXbuWTZPV1Rh748YNyGonQpp4tJAAf+qtPjiTVAgeh8OExoay5D3sxfjgiUiL151OKMAbm2+w6V8SpGfFBOOl3qFmtyMB7sOdsTqhngTR5dM6MLHr56fa4tPdd1j2u7udCHMHhrEGW4IccUg8N2zao0OuqV0t/94+LCzle2snXK+ll7BjC8NpcxK4Z6+/qrOrO5NYhHu5FZhv0CxBYuL0boH48Wii0WO+3r85kgoqse1aFpRKNfuMFj1pPk3xb0EW3JR5f9ZgqtoSZGW/7WomE15pYGx4a29M6uT/j46Z6T3+bGSUUVPkwdu5uGHgKmEv5mOawfZBTgf0PFimfOkZdMm6DCodt+Yk4LraeFutqq7GpOWXas/pn+f55GLM3XITq57piH6RHuxkyLH4fLy28Ybu/JG7+cwpQLsdW2qMeVDweZbfz+YettjwfBfW+GBp3Wxpi76oCsconqap+ZaqGUbK5kMFzfdDXE45a/45MTcGTjZCfPzXbSY+E/SRvtInFK/1b270eNQca2nXSdfGHpBdPnufTW7kHMTe0xPxBcz6/WSCvumcHEQqunTAHBt32EjMxQGVmoMKtV5Ez69UYMgPp2At5GFK5wC8PSgcr/QJYU0U7WvO4yfBj0z017wQnmU3PXLAqqWnaznCuOYFyyiJvhm8LqRyJWteMIW+Ax6GgF/XgIK4DseVJv4ehYWFcHNzg1gsZqK9ofPQ0aNHm97WJhrkt99+g0RiOfs4IiIC165dQ4WFJvYmHj6+Qe5YdvIDJqTTlHt01+YQNuDK6ehsg+mvWo49uHstDQteWYP83FIm9g+f0g3T3zJ38z3+11UsmrsBshrN8VRYtD/m/zkTTk42+Gz+WPyw+CAyM4vh4GCFqVO7M/GemPr6INw8GovbF4zXlsOe/Xsuq38XwwlhQxRKFe5eT4eblwNcPPTT5hevpODtj7ewdR1x7WY64hNzMW+u3jWA1o+jffphRep2o8cc49sPrbhWWBd/HTK1Eu1cffB9b8sTzv8GQyPCsPfuPRxJ1DcJMst2k6WPVC7HnpR4rIu7gWqFHEODwjAtsi14Bs4c94u9SIwPe/YGQCcNZ+PScC5Fr0dYCwSY1qWd7nx5tZQ1E+SUVSBXIcGFktqMd9IJBWwgHPzaryu1E/Dkro36PygAOHI1rufl4NX9e7B1/FPoEh7AToZczsrC7N27dZP5p9LScGfLFsweZLnRxJr/4KKHBHXoRT5O9lj/4gQIeDyczzV2FtaitFKBKze+P6+2T5Kr4EDF54DLUYErUCKpsBgvbdqF3S9Mgb+zA364dwB7svTHCpObdcXcFsbDDjlVFVDya2BlJQPNFKpUHMirBMzGnz1HK0fwOTwoTNaq/jYuOJ+cjqPxyUhVFuFQqd6pIrY4F2OCopgrglLBg1FxWfu6VFw2g6qQ8lGukGPkztUQy0UYH9kS83rEYEa39jhyNxF51RIoaYnNAS4mhKCbbwKc7MybAgRc/fFPhJMbE+xNKVWUMZ21vuNC2j5+uXPW7PLf7pzF9LAO/2jfsIS4Di2irsubeAwFfLLO+fbbb1mBNzAwEK+//jq8DSZiAwKMv4yaeMSQLV1tV/w/QVWUhMlr4nBXpSmSJVUBZ/8qwWbHeLSJDNPdLqM8A99e/pZ1Hmk5mXkSW+5twVMRTwGtxmkEUercsXZhgqMWmpgNWLkC+Yu+R9WFCxD4+sJ11guwbtsGjxLKwXYQOaCsRl/wGnhFheknzyFVeoI9T5fnn4fb7Fp79ZPfmD/I+d+AHm8AQv2P6dsd30aAfQAOpB6AmC/G+Obj0TegL56MAKSTurJCJuUYPk6QNXjg+vVsuleelYXx7pE4ftCgwYJETj4X3U9vQ+4yfZxG1cWLUBYXweVZA2v7RpBalopfbvyC24W3EeoUilnRszS59vRdQ9vH6tUo/vNP1lAgDA6Gy7SndZb30vh4pE2ZysT7+hC3aoXkoROxNk4AW1kV2tbmxhtSfugQvFUqTXmyLAOwcQOEmoJX6cZNZrevSUjAWMFonMEZo22/pUtLtHZvfGFZnpOD6pu3IApqBlGoeZEfIf0AOy+jiXIGbWu1+xJFD9DUjyl+AcFAZq2AT40Y3ecAV1ebP5YWaRlSLu7FTpFcJ94T1Jjz7ZVv0S+gH7xt9d/1+9WV+NlJvxhJFQrwirsbDnp1APVUhzuHo39AfxxKO6S7jZ3ADtNpAXj4RyikXEQlWWNLpTV+ch6Fv3x7MLeHn+5UYtK6tRi1/R2stDWeJOt1Sw1rCzoXTaIX/vwzTinu4lJ7O/Tq/zYG7p8PjlJ/42ayGswqKcNnrvrCY2evzghy1Ntm2g3oj4JFi8wen6+NWagHcmdQWxDp5NnZeBiQcwZ9Z8ozjQunTk+Ox/801HCVdhaozANsPYCArg02qj0olEqlUTHSEBJoBQKBxftIpVLY2NgY2f3RtDtdRot0uk11dTVsbTXTCHR7cjsytI5UKBTg13b93s/fbwzZ2dl44YUXWPxRQoJli+4m/j70uf3www+swZVipl555RU0M3Dz8PV9cG42Tdw/tKbpHdbwd3xD5FdIMXX5RZ1AV1mjxMID9+BqI8KTHf2NJu8NxXutILrsVApe7huKAS080S/CA8VVMjYBbdhQQN8Xfz7bEV/vj8ephAJ42ovZxLNRhvYjoFOQM/vbppPOd7LLMeqXsyxbmkTj94dqGh1+OZ5oljW34VI6EzgNrdNJrCcXhO3XspgQS+I4TRgTJFQrVCqWif44QaLg2hmdcC6pCEmFEiYGkrhtCInGFVIFvt6vL1RdTC1m+etzB96f7WFmSRUWHUrAlbRiBLnZ4uU+IWjjr2kyJkeDNTM6YcWZVDZtHOBizZzVtFPQqYUSjP3trC46bQmi8CLvSbwl2IgVwoX4VjEOJ1TRcPf0RdcIf7NmCkNIRCYrenJNoGYT+hy1ue/rL5gX+ug2Uzr7Y19srlEDCE2CU1zT/exnV1JL2GuiBhxTOgY6M0v0lEJj8YeaabQ5535O1jgP84mSLsHOOJekuZzs3Cu7vQvcfQkoTcNWZQ+deG/YlEGOGCSGa8V7grb1H44kYHCUJ8I99U295KBhiSif2tfh3AxoMwm4tkZ/pcAav6tH4YsV2kYKc36/Uo5Zs/dDtGsWkHHB6Lp9qg7Ih0ETei1VMiWWnExGfG4FHK0FeKG7L6aeXwErucFztCTee7dl8V1aOoQFQLWLC66JZ5bAxtSo35yyarmZ4wZBbgYPg7b+jgj3tDNqgCKe6vTgmwUeN2ifo+Yv2n/c7cQs6kG7PzwsNm/ejCeeMBaNtOtdQiQS3de6ldbO9BtYV3G7oXVyE/8daLtYsWIFE+opZuqll15CeLj+t5Iuo1MT/w48Pg9te/5zy2ZJhRRzJ/4CBVsPcyCVKrDpjxOwsbfC+Bf6GN1u8bubdOI9EX8jHRt+OoTn3h+Bdu0CsWrlcygtrYKdndhoSp34aPUsrPx8By4eioWDiy1Gz+qHXqPa41ES5eaBIEcnJJcaTzpXHcrCax/+CC6Pi4HjOmD2p6PZ8f+6LRd04r2WIyfiMGNKD3h56utvI337wlFojyN556FSKxHj3hH9PbsCgcD7nWOYfbuN4N9xeq0LPpeLJWNG4FJGJu4VFsFOIMRb2/YbtS7StzzXjoMXj/ylu+xKfjZSykrwWbf7mzwvrCnHH4mHcbU4Gd5Wzng6KAZtWcOkhl8mjsDai9eZiO9lb4epnduguYfGnj6vvBITlm5ATnkFOGIF4FsDsbuKicgKCf1+cZiI7+/uiGGtwvHdLRNxlZaNtDlSNEBuDrIrytmEdXZpOezFItiKNc3Omyg2xORAqaiqChxJBPicU1Co9WslJ4ELWjs2fvstrqnCpYJ0eFnZo5WL+bBSuKcbWni543aOcRPo9K7tmHhP+NlajjLoHhiICzc1WgGXw8GkTtG4fCEdqbnFkFur4RRUCgffcnB5asgkAhTcdcX6m1cRGGhtJN4Ta1LOoq9XJNo66/VEiaoKIhv9upTLVUNoI0OUnea4wVlki4mBnbA65axRQ4JrhRum7dsKNUcNWYCMNVIY8lfqbewa8gx+i+MiH8br5tJKK5SV2NT20tauN7hq1CgV2HDnMqzsbqC5O/DRRD+8t6sGRVWaz0ah5GHz1Y54rece5nqrxUbQDG5W+vjadq5+4IIDlUmzrp3AqsGmbnoORVLzBoHimmpUKeWw4z7YeLkgO3e0cQ4wczQY6/9gIlAeBhyKfmiEPX5jbvO40uiVLi26u3fvjqysLJ2F0fr163Hv3j2j4nQT/z5UVKFctxsZpQj1sMPULgH3lb14+uge3FUZ5+wpwMeqw1eMBPzzueeNBEwt57LPaQR8gsSVOnLEBT4+8PlmIf5NKK/8pz4/4ZNzn7CM7ohiKzx7kA7uNT8WapkMhT/9BKs2rWFLObXltV13hsglQHWJkYDP5XDZe6B7HxqYAqhRKFEtU8LR+t9dZHG4XNj20GT3UCDGG2orZjcpkSlZwXb+0DDUPKt3G9BStGw5nJ95ptHTRNQw8fT+p1l2PJFekY4LORewbfg2eNlS7gyY84H7q69avH/B4h8bFO8JtUKBM840BZMAlccZvDWdBysZMPCqCl3j1LpmASQdBfa8BpSmA0I7oPurQM+5LFvcEp0FzfF97++xInYFi2Do5t0Ns9vMRmMp/PVXFPz0M32xsvP2w4bBe8GX4BgKhHwRMGUHsG8ukHIKcPAFer5p1KRDxXvKYzUUA4a28kLIU8uBrNmahgT/LoCtO9DtNeDePuQc+QheJfrGjAyVG16Uv4pbezWFRp7NM7DyWQ8OeULV5t9czL2IkSF6l4W9OebTNRU8Lk4GtmfbDfFVz6/QLbEbzuWcg4e1ByY4t4bf6rGQS7hIOeQGpVTzWmem7EJkThq+6DgVpdVycAOD8Pqbm+EetwbbErZBppShv2179P3KvJnCEOW+o9jtzENutRSDDMR7LU9w7LDLLRol0hIWj/Fi6xeNrieLfJtePSE5cdLocucpU9AQwmbNwPfwgCLP2HLVpvODtf7SwhEI4L9iOfIWfAXJuXMQeHrC9YWZsO35+Dh6PHDu/AXsfxsoN2iKsPcGBn0FRA5/KH+yvLwczz33HJtQp65Ysj1fvHgxoqM1biGHDh1ijYxxcXGsGPnkk0+y67Vi/Pbt2zFjxgyUlurteu/cuYOoqCjk5OSwAtSpU6dYpuMvv/yCjz/+mFmPkrU6RRWtXLkSX3zxBZKTk+Hl5YWPPvqIPZ4Wun7+/PlIT0+Hk5MTpkyZgs8//5xNPjW2IDpp0iS89dZbbG3XJOA/eCjn/vbt2+wzp9zOP//8k62bXVxcHsJfa+LvQuuvtRfScCWthAmAU7sEwtOh8Y4mvx5Psjhd+/PxJCMBn2zzDX+vtZxKKGQCvlaIrWvNTuLLN+P0bkX/BgIelzkGvLX1BsuttxJwmW24tNbqnl7fH6dS0NrPia1HcsrM7Q3pNiQmGQr4tH6c0NGfnSw1WghNBFSa+CcB8EHlp/9d6Hl3DXFlJ4LE+kWH77H/0uc474kIfLYnzux+K8+k4uU+oY2OLqNt9Mkl55kVO0ExBmeTCrH75R4sVoCwEwvwSu12ZAoJ8lrxXssS5ROYwj8EL04xPhOsqL20Gb7nbKj3uQi4XNzIKMO8nbFMLLcS8DCtWyDeGhhmFnmgxc/ZBiumdcDPxxKZoE9uCm8ODGu0kLjiTAq+2Bun23/Isp8cK2jb0EL7zqrpHfHhX7Fsqpze/+d7BmFUG32j1HM9g7DrZraR1X2PUFesfrYTa0JJLZKwrHq2//e7BNzbD9W+FMA8bQ0/Hau7yYGcJgwF/EN3zCfkiTBPA6vWYT9qHPTuHWDr9uyQp/DlcvMJd1MxXmLjB9GzB4HLK4BLS1kUWFmzIXjzvF5st8Txe5oXFclJxSyReVMDRA76aCpqKu79ntHVHFt3cKhRP3aL8eWdZqIhyM2EGjiSCoybLboGP5hcV0v76crpHTF/zx0cv5sPNzsR2xa0TUL/q+yPzcEnu+4YfQ97OYjx0bBIFmfyKNm1axcmT56sE9xpGIjWrGPGjKnzPrS+njlzJi5evMgs+AcOHMiaIj08NM4fO3bswPvvv8/WVfb29uyxvvnmG/bvJv6bjBw5kq2XW7VqhbNnzzIxn4bHmhpeHy9kNQoc3HQBN84nwd3HCcOndoOHb8PNW1p2rz5dK94bs2PlKSMB/+61VFRLzOtx107dM/p+p2l8S9g52eDlbybh34Se39KhIzH3yAFcyc2GmMeHzdUK2J7WDJCplCrs23ABoS39MHhCJ+QXmtc4Sd/NL6wwEvCJGPcO7GQKCZmm09UKhRKSyho4WIpWesR08PNlJ6JGrsQ3h0+htFoKRysx3ujbHb8lXTS7z8b4W5jbvgccRI07PlOolHjp0lKkSTRrnYyqIlwpTsYfnV5ABNVVKWpIKMCM7h3YyZRlZy5rxHtbOQTNK9gUOCGwk6OmTIia4tqBL0ENxDakEqshspVBVDtxVCMRoqZcCA5oEp2D1MISzFy5A4n5RRDyeRjfPgrvDO6FGoV5MyMhVDnj1dC3sSdnB/JrchFiG4bh3mMg5DbuuGdL8g3Mu7IPslrH4W4ezbCk+zhY8Y0V7V8mjMD8fUdxLD4ZDlZiTO3UBpM66I81p0W0x6aEW6iQ6/fDNm7eWDZkDJJjipGUX4QW3h7wdXaAfJASZ2JT8UfSfhS76QckhTZyeLXOxU7ZIeAeByIeIFPyoDZw+LpQkGQk4B/KNj92Iqkh0l3fmPpG5GC0dPTFsbw42PGt0N+tJZ79fRcT7+UOaoBv/h0jV6kgEvCwqNsMnCpogQN5R1Ahr0SEXSS+T8g2t1dXccDnKTGk3XXUiKpwq/ZldW5li30X20Cl0mwYqcXu+P3cYLzfpwjViiy4iDsh1Gk2OORoVYsVX4gx/h2wOd14+54Q2HDNmD631i7euF5kPCAW5ewFO8GDFe+1LGo/Ed/c3ofjeXdhL7DCU826YHxg/ccW/yrqRubb/38Q8KmgTIXlpKQkVngk66Ju3bphy5YtePrppx/us2yi0ZAQTAUe7VQuTTuQXeLul7vXKQ7T5Kj03j3wXd0g8HBHcbXl4ktRjfGXmae15e5XT5v/VlcsTU1vH7EdRdVFUCxfj2L8bHabyiNHNAJ+UIwmm9wQ1+YacfVvQKLQtwfvsQxJKkS28nXAV2NaIcKr7gPPwupCKFSKh/Y+kwXqhZRi+Dtb44WYYDzboxmzhPV1sgKnsgL3LGTbKYuLaQwU0GaRN8Du5N068V5LpbwSOxJ3YFbrWQ3eXxp3p1F/p4bEsuo8iL22ged4Fam1i4Q4fx5kfCVibqnhNG4oOBsnA4raqQ9ZBXCU4h7CYTd4EItSMITn5grr9u3RRyhEH//7z2Ej94CCHxYbXVa+axfbvhxi2gI2rho3DcI9HHh6F1u1F0mLsSd5D8qv/YTe/r3hYxXKbDtD8pMh5/JRZmWPft0iMH907YLLp63mpIVcBVqOwc+XF+IzgwbgOfIXcUut70RVSppDmjsMVj56wdzLxrjIw+da/ukQWOsXVAKuAGOaj2EnxnWNxXzxPVudeK+lR/ZNNC9JR4Z7IDp9cZhNIL435ElMidSL59kj5CjbbmwTZkjt2gk5fD6bBTI1EbJxi8SaIWtYYZMVR+/uA5oPBET64qn7wq+xdsVrOF92E24KK0xsNa1R8RDUeOH1+efIeuUVqGqzxGlC3n3um3hYCP384PfzT/h/AYn3m6aar7bKczSXj//zoYj4JI6npqYyAd3Z2ZkVEKlYSAJ+RkYGhg8fzgqHb775JtLS0jBixAjMmTMHS5cuve+/tWnTJly9ehU+Pppi8qpVqzBr1iz2WFSQLCoqYgK/VsAna/Z3332XTTl17dqV/f2xY8di3rx5WLiwcY1xn332GRP7Z8+ezR6riQfLhQsX2Jo5Pj6euVXR5Fnfvn2xZs0avFpHc1oTjx6acpmy7AIup+l/GDdf0aybSWSqa6KRbLRJPKYIIJomtUSVzLgoQ5n3lvB2/G/Fn0R62zPhuKiyhtnbf25BoD54J5cJ+N1CXFkGvCHUEBrqbp4x2VhIBF5yIgnlUgWbqv1ydJRuEt0SZB1Pn4Wv08MpWt7OLsPphEIm+k7q7M+menPLpGzbIIF6zkbzSCNqjJXUKBot4O+LzdGJ91pIhF53IR0fDots1HM0RQke7qr84MUzWI+XpKATl/Kn656OfaKVF15ad1W33dM0OjWxUPMLfeYnaoVhLXZiPpu0p4n9+5m4N7Sfn7/7jlGTzKE7eVh3IY25VtAUudadgabzSail4yt6fjuuZeHbg/GICXNn2wo5YBiK90OjvPDt+Gjddk0no0bayBEYcWgCViMYarOVZd34mOzT5ExhCVdbg+Mmct6JnqA50Wd2Jw9qdf0CvohcRL45jpgwN7w/ZCLc209nl9O81ETuHSw/Y25Tb0qu2hkyNQ9C8rE1enKhwDP7mN39kbh8yOKr0Cfczij2QDnsJ2yrao1jyRK48GswpUsAmneehsZAx7sURUD7MeFhL2LC8sOC9k9q+vj/Aon3s9ZcNatT0ncTXf7r5LYPTcQnNymqG2qhtSYJs9rLSMDfunUrazxt0aKF0YS1Ic8//zyLd9q/fz87v3fvXvZvqj1SbXLatGnYsGEDa5bMz89nDQI0sb169eqH8rqaeLjQevncuXO4desWgoKCWMQURXwtW7aMNTE38fgw/4WVuHyC1goaDm25hO+3vQLvQNc6m8ZTb2fC2t4angGuLNPeEjVS4/W0q5cj+w5TWQnZQCy3SsaqeW7elmN5HleCHJ2xdcxElut9fu8tLD662ew25w7HMgG/XetAZGUbrxvtbMUID/37td8dmy9hzYpTKCutgl+AC155czBat6s7gqtMVsXyxX0MYnMeJIkFRTiRkAIXG2s80TIMI6LCkVNeCU97W5Y1/skt88gVEqLp/WusgH+u8J5OvNdCdutb0s9jXtTYBu9/J1fTeMn3kurEey1CexlkZWKolVwUVlVBUiODlb0UVg56kZsvqmYW8jVF1ugfFIx3Nx9AfoVmu5cplFhz/jp8nBwwpHlz7I43dh4V8XjoGxzM8trn2L2D+6VIKjES74kzeSlYFn8BY32iYScWwUasWX962NvipyeHs3VzlbIGR/OuYEXKXrR1ao4I+2b46OQRlFfIwBPS3DgHMT7B+KnPCNaUEOLuwk5aBHweYloHY7tCBm1ClBaaxBdwVZCreGy5K4ASMqW+puxp5dAoe393a03TspaB3lHsRFxKzYRcqYRSDKjpoeVc6oQwur2Qw8OwHavRzTsA73fsjc9adtFdJ608je+vGwyq0V1ruAj2yoGjjfELcravRKBnPpKz9ftltSwCnbyms6aM46kpSCgoQEwzWzhb6Y//34gYAit+FlIkV6BWC9DKsR+eDdbHOtTH/A6DMO34Bt0kvovIml32sHAS2uDzNg3vK008hgI+FSGHDBmimxqys7NjRWW6vInHB8piNLXUpkmHjZcyMLOX8VQ9UXn6DLLffQfKgkJWOHAYMQLdnh4B4Z0cyEyKN32jjCMSuin5iJQrcceg+GTNt7I4df5fwMXKBcUOlguAXG0n9+CvgdUjNZPahJUTMPzvi2jrLqYbTXBQnuGzlKv4Vm825WRIhawC751+DycyTjDngzbubfB1z6/rFPIpzoCEcj6Hz6anO3o13C316S7jYk8Lb3usf74zAl1ru1odHJgtvfSmsUWodefOLG6gsRhGFhhSUmNsLVUX4vAIVGYb28FrDLjMaeUPCKrMi6e7OvMwpuuzcOvuCOyxYNkYuxXOU5ZBnp6B0s2bWaOLMCgI3l8tqPe1xhbGsqnxaLdo8CwsPCSnT1u8n2T5u3C4nlXrADBHM21fS0JpIqYfmK5735bcXIJo66kYtP0qYrL0ry3pvA9q+m0D36nuBpCbju74wiUXM0vKoFTa4Ypa76qhRVFBiyCNgE+vo6On8bYzOnS0kT0+4Wblhh4+GvcGLVT0I4tOL0cx3L018QI1ZZZ/dgLKc3HPyR/VchUTTygXdONM/YLK64vPYT94ECTnzqN02zaoyoy3oRNRmk8/S8DHbltrDK80WGRRw0H31yC/egDSpbMgsiqF0E6p2X8nbQV8NVlXb1/+EEcdLwHsmLAGR2V/YG1pDIIdzb87TbHt3g0hx4+xz5djbc0aMmhS3pCa5GTkffElJBcuQOjtDdcXZ7Hv3CbqgQ48aPLeYqtk7V6//x0gfOgDt9Mne3kqLLrXxiiQUE4ngibmg4OD8cEHH7DzYWFh+OqrrzB69Gh8/fXXTPC/H7777judeE/Q5P2LL77IJuQJuu6PP/4wun7u3LnMFaCmpoZNI9EkPVm0N0bAp8n/X3/9lVlU/pMc5ibqhtbH/fr100VN0fQYuTQ0rZsfL0hsNBTvtVb3f55LtWhxfjm1GK+sv4bsMimbBBjS0gvPdA/EtqvmDk19I4zzwWlSWcjjQqbUFxNogpiszv+LuNiKjAVIA7Qi37uDw5l4TPndhJ2Ij4XjWv1tC2dqBlh4QF/oIktsEgHPvNPHzGKfptbf2noTe25mM/GXmmR/mNCGCc2WOJNYiC1XMpmV5ag2Pkz0bYjvD9/D94f18SNBbjbYNLOLft1MNpMhrsxlwZCWPvbs/WssJVWWm0RK6rBmN4WEaVP7cB6UCOMaR2UREZ7W4EBu9qvLgRrTuwWhtZ8Da9yw9Nn8+UxH9lmvPJvChHJqBiahlsT7uojNKmPNDG0DnMyOfYjTiYUWHS6+PhCPj3fdYfvV9G6BmDswTPd7RmvIsb+dY/uy1oGgUzNn1qBsyN5b2XhzQHM0czMuCBrSzqYQX/N/xzeK8ciDcz1HHBqoUcB03x/X3g+bLmcYvQ7aR8wEVKUcyL3FYoIivZ1Bu4ml166FHA/otPN6NhLyKrHnle6694AaO/pFuLPvOIqmyK99L0wphj3WKvthOv+A/kKqVvd8E0nJCfh17SZcq3JDktqHfY6/T22nm5R/+6972HJH//21+TgXG5uXItqvYXGlfaAzzr3bF8fjC1iDQ68wN4hM7I+peYMmyMlRwd1exJzHJnduimxsCGoyo/etnpUzu75/pOdDsdMnYd4wdoqaUg0n7UnAp+imDh06MJerugR8WofTY1lba5qvqFFVy5dffsmm82NiYpjQ6+DgwJpYScxfvnz5346WauLfg9bHNCBG4j1BkWJPPfUUjhw50vSxPEbcuZJqJN4TFaVV2L78JF76dLTZ7RNvpOHzqb8gJ0UjiHYcGI1n5o/HtpVUEzP+/onuHGJ0nmslBCfSG3Ktu49cCau8Uox5vnGC1+OGk9gKzo6W1xu29hqR79nJ3XEnLhuJte+XWCTAW68Ogkj0977TLp1Pws+L9L/vGWlFmPfWRqzd9jLsHYwbW+UqBb6I/Qt7sq5DoVYhxM4Dn0WPQ3N7y/Xmu+WJOJp/BjKVHF1d2qGjS8NxuKvOX8WXB07ozi8+dg5rp49HgLN+3dDLtxn2pBiL2oH2jgiwb3zjRpnc3G6cKCX33EYQ4emGy2lZ4IjMI4VomcXlq6BUataszewdYW1vvm4W28swyqsTBviGYNb5ZLPH2XcrHhtnTsRrXbvi90uXIJHL4WVnh/l9+zLxvi7iS/NRIqtCGxdfiHjm6+sLBelG4r2W36+cx2+rLrG11thOUXhrWC9ddnqRrBxzrv6AvNp6/Pr0w2guCseFwjwMiEqEj0PZ/7F3HuBN1V0Yf7O7994tbdlQyix77yFb9lZwghMVx4cgKqKCoExliAiy9957Q6G0dO+9d+b3nH+acZO0FAUF7e958kBuM26Se5PzP+8570GlXIAHmcl4mNceLVyrdzCykZgDJt5+/feHhftVIzR8LBy0IryGF3yaY1PsZXYcajAXiNDfswnndgqlEhF5WezcomICem0yQdWaqUzALPA1nfjkZFEhVaFCVYlDCQ8RkZuFkyOms9EOxOyQjujo7ocTKbHYHxWJ5Lxi8FQ82BqI9xoMt7/ati3uZKZj2r5dyC0tZ/c1EwrxQ/8B6BGgziefzFqPAvlh2FctAdMqf0N8aRACrJrhUTR2cMO5wa/idLpag+3iXs/IUSGrvBgL7x7BqfSHsBObY3JQO0wN0uXU/9WoeMYOCtXd7jml1qXkmpmt+tB12l7Hs4Ph3D8NZAloiKKkFKmzZ6vFe0KpZB2ugiuR+KpNKSyhFjVpSoefxXVUuN3T3VmlAn/PK1iTloaX8gsRWlGBwcUl+FXgB39b3XzX5w2bAf0hsOeK+CTG2WkWnY71gNdvAuO2A6M3A3MiAJ+2f/r5qDPEEEoKX4kztjL8+trXOJ18Wju24FbWLXxwznTX5Mb7G/HqiVdxKP4Q9sXtw7Sj07A3VjdHyBSRGUVGnRr304qw4UICZ5v7559DqDd7TOTtDbdPjW31a6KLVxeT27t6da3V/Z3feB18a273VqWJ3KDA2xvyQE+AZ+wqUeJpD5c5s8GTVDMCRGjGOqvdPvkYQRfOo97xY6h38ADMm3KDCw2ZpZkYuW8kxhwYw8YDDNg1AFF5UcYP62o6ABYK1IU3capyrL2xFNvOzNMK9stvLTcqeggv+Q1tcriFCfUKUnHi+0WoieFBw7HFxho9fDzxghcl4IyDOzMRmGj/asirWNVrlZHA19GzIxZ0WAAvKy82LqKte1us7rUaZkIzTjFR2KITGLLiAsIWncS8i3KoWk2DmYPpJHSUPdc2l5KsMVm6ZDPtA1nEu77/Hvy2bIFFW/V5J7W1wKbufJxrovs5m2/ngIxO7wCBvYDmY4CpR5G16zpixs1GykkJYg+4IOO6rXr0BY1OIFeG3Ac4mcyt9i2VlbIxCbVFYGMDm/79Yd21q5F4r5RKkTR1mrqAQyaDNDERae/PRck50wUddVRBM+/1bfONUKlHm9DtnjCUGKQOoS5duuDLL7/E7du6843sHFu2VBd+aKBEJHUY/Bkrev3kJQnyZAeqKRYwhBKVZMVP3f9OTk5wdnZmRQbTpk1jMZlmxmh1UAcUFQYsWbKE2f3TdZlMxiqv6f80MqmOv05d3Pycx805xusbsm2f+etNFqdpEgEHwtNx9mEOpnU07mSxMuOKUWQ7ry/eE43cbdDUy/R8weeBvo3dmSWzPlSkoJktTV3ox+Z0YcLuT+NCcenDHugU9Phd2DXFzSRukwhoyDdHo5iorBFAqUj2lc03TT7utmvJGLf2ChM6SQyd/Ms1bLjIjX9NzaRfdoL7fU/iNbkD6PP5kCZsJr2+A8HXwx9vFEL3Bi4sYWhIj4aPLjIgyK7f0WDcQCjvITx43PWGytIVJa5tTAp/QgGficJk1W8KSppRrDa3XwNcn9cLZ9/thjPvdkVYPcdqnRGG/XgBA384j9GrL6PjVydxM8m4kLe6cRZkH69xAPjxdCxzOiBXCGLZiRiteK/BULxnrxc8LN7GLUg1InQiRgrP4qLkdVwVz4I5jIVwIZ+HNv72eK1bIH5/qZ1RIUJLX3v8MCaUFXjQ59jazx6bprXhdLMj5gTwXWNgTTfg+ybwPDkbMzvXfk1NBfw3k3Qjewga7fBB/4bYMas9ugQ7s+emggdDvpCPRWy7hUBQH6DpSGDyASDrAXw3tsU3iq9xQvIuloh+ZF1mH+4MZ/FCUm4ZdtzkOgRQ0QY5ZNQWS4mQuTaQk4KheE/uKJN+uYrjDzLZ9yY1JMzbfQ/779YUE9ZB0Mx7U+NLNND5TX+n2z0NyB2K4knNhcT7vLw81jlPBa4Ue9IYqQsXLjBHq+qgMVXkWET3p8JZcpvSQAWoZKevHwcPHDiQjbSisVB1PH/Uxc3PB6kJ2dVs5xYqErQu1hfviatH7uDwL6cx8Y3eaiWUqaF8drF2sGK/Lxq+W3ZUO6KJIRLApV0QmhkI/c8TrTrXh6c/Nw7mC/gYNF697reztcDaHybhuy9G47O5g7F9wyx0bk8jQXXov0eP4sSRcKNtFeUynD9jnKf8JfYs9qTc1IqmMcWZePvGZjZS05AruTfx2f0lOJN9CZdyr2PJw1XYkXKwxn3JLyvHkuPc3FdaYRF+PHOZs+3jdt0QbK9zc3A0s8C3Xfo/VtNBO6cgCPXsyzV0cm5Yq/tPa9+KOQIoS4yTzPR2KKTqx7YSi9HG2wsqE/lmnkCFj7t0hW014w3JSp94rV07XJ45EyenTsWZadPQraqIyRCysZ94+lcMOLoa40//io77l+FSprHTkpu5aZezilK141GlQIrfky7inVN/ILtCnYPelnRSK95reFjxAL0aRTDxnpAIFQjxTMGahzW7TfZxM7aEVyh5kGssU5nGxGMz1icHdMT6DjNgIeSuUYJsXPFD2xcRbOPCynya2ntiVdh4uJjrGtWuZ6ag046VGLR/AzptX4kPrxzGzC5twJfzdEJtsQgoEkJZzodKyueIt4nFBTiXyl3rtXL1wvstu2DHkHHo7RcIAY+H4lLTjTn9A7qgZ716zEVhw/DhKFZVYuiezchRlkJlroRSrEC5XIYPjx9nzgAl8gJczTvEeQylSo6z2VtRW8yEIvT1bsAuhuI9MevSVhxOjUClUo7MimJ8FX4MW+Nv4D+B6jEu//YOfILmEJGFq/51Csr1t1HCuXfv3k92L+uoNa39TH+5tPI13l525TKUJuzQi44dg+rTYTDL/xzvZMswUJoOM5UCR05YIMKpFU5F2yD6wR18nxcH+vp8vaAQ0OQLip68iPJ3QnPXfTdtZBbn5ffuQRIYCOfXX2N21VoEIiCoF+d+ZM1JMy533UxlMejwUC98NKDhI60xyXrGFKaq4Y8k6HVGVHE98zqz1Hcy1wU4MoUMq8NXG932x9s/YnC96m2mbyZykz4abiVzt5vVD0bgsaMou3aNBdoWrVtzZ7cboCguRu66dSi7chUiT084Tp2Cxo0a462WbzFhWqqUMkv2KY2noL2nacHKELMGDRCwfz+if1uNI+E7EBJRATe93ZTz+Pg5dBiOBIRB+m0MzG2nQeW0BTyhLiHf2atqXnj9fuSvDnAslngsYad9DRZWOJZQivT4ONZ1wrHYrOLLq18iMk9XjZxakoqPzn+E7YO5syGte/WE2M8P0gRdsMAXKWFXrwx/WFvic0cHqOi4SNiDFRnn8HOfn3E/977R8yn5cqQ6AkHaPJYKlm6V8Mo4COS9BDiYTvpNbDQR5fJybIncgmJBMXw9spGoZ/1DvNypEeb0qtk6fkjgEHYxBSVQ3/j9FhM7hNbhEDuexa6cIiQ6t8W3c7+B+L3vIM3QOYWcatwNSSYqe0srTQuJkgB/+G5YD5VUihJVJWKOTgPyHkAiVWHaUSU6PeAhH9ug6NMHbp99isroaOSu1j8neMiPsYSlewWscYfZ6icW65JC+kTfPoW0gx/BfsyL1RZv1IbSs2chz8gw2l6wfTusOnX804/7r6ck88ne7jHo3LkzSxYeOnQIJ0+eZEL+mDFjsHLlSvD5fCOhW3Nd03VkapFJiQxT6HcKae73KCGdOoxofx4XshmlRCpZk9JFUxRAHVGUUKXRSH37Pj07rv8SNBZBP0am6ykpKZxtoaGhbBxDHc9Y3Oxn7MhE4mJOlUCoz5H7GXizRxDWnecmAdadS0A7fwck5paz29DMeEPupBRArlAycfR5xFwsYILlN0cf4kZCHvydLZlYrD//m2JaQ+t0Gvn15aFI/HE9BXKlEoObe+CTQY1r7NTWzDmvbdxsSuij0Qex2SWoZ9BxTZ30hpA4P66tT7Wfze3kApPd0bcMRFTqxj/5dldcic9lnbHtAhxNdprrOwesORfHuo5pjAONsqK57FQIQOMKSLCm1zu+rQ+zgK8N5DpwdE5n7Dh7G9lXt+FcRT1cV9XHavkATBAcgwQyfKaajl3F3VG65AL7HGi0lz7dqhwJOgY5wdPO3MjSf2xb3VrJTMjHg4widty39ndAiImO7C8PPeAIzplFlXjz91s48043zufcOciZFboYOswZQoUXJyOzsHl6W9bVX1vupZcjJqsEgS7VdOHTeqCiEIJLK+BSmo3RNglYn8PtGCbr+E8HNa7xeUiopotJKkuAP6aQTRVOKUKwQj4EKVedEOZ1F9+N6ogvDkVyChLsLUQmXRkMx3Zo8HawwIapbSBTKNn3zaSfr+FqQh7EkOET4UaMFp2D6IpCvSbq+yVQkgWc+B8nUTRccB7nFM2wO7cjE3+pOcCUhnAxNhdztt5mRTzVfb/WBiq40Dh36PP71WQMbKZ2tqnDNFnFFU/0dk8Ccogisf7atWusw5piXcoZUuxZHWSHTxbqFIcfO3YMb7/9NpYtW4YZM2Zou/DnzFEXYtfx74AKlPVjZLpuuK1Ro0YYNWrUP7SHdTRu6c/OX0MRuXEr40JWss3XF+81XNh3A2+tm6UW7/U4uuM6mrTyQ0VBKS4cuo1bJgqRElPyUFRUDpuqjvXnDYFQgEUbX8LG7w7jzqVYuHo54MVZ3dEwVPf+0fsb2pzrNqNQKLHp20M4sPkiKsql6NivOWZ9OhQ29tU0I+kVB5jcDxPbj6brNexVkVqej/uFqWhq580t1Erer20s07A39QgGuPeAmcC0w9T99CxITeQ3bqdwnVXdLa1xdNhkXMtMRZlMhnbu3qyTuToqFXL8cvcmTibGsU7syU1bIMzTB/OaDMfXEXuYNTwJxv09QjHIqxVqg5utNfbMmoCNN67jt4IzKIOueLsi15wJwQIzFWAlR4cdP8HT2RJlKm7M0srBH+YCMUK83Vl3eExWLufvo1rpcov0+uJKcnE0NQohTh5o7cp9v4kf7p/FxSzdWjO/sgyzL+/GuYFvQKyXjw918kIbZx9cza5yDSaUgDBTCL6jFMImRcxo6az0Lq6efYBlLSchusS4mM5KVAk7c+PGEIkkGlGZOajvanpkRkfnELwmG4ltyceRU1kIZ4kjHhZSY5bufO/n0QKfUMFoDXRxC2YXU9BxNOv0bmSXl4IvVEBsJsfpgjtItkzH0hH98MW5c0gtq2oGU/DhZG2OHKlxcX6Z3LSTmYulFVYPfIEJ7zyeCr8nLURMia4IPK3EAZuTItHZLRD/azUAcoUKE4/+ARo0oIUOWaUK2WWliM3Pg5VFPhPsDYkricWHt7ZhiHco2jr9+eKkiIJ03CswXvtui7+F0f7cxqM6/uUCPtlSkY3V+vXrjf6mv42sjuoE/H8OmjVJ4rF+RTzNxRscYrzQ5VuZrswqEitwKe0SphXnYEpVRRYxorgU5za8g8XFb8MGClRKhJDwDL6ArLmWgc8jJNp7/cCdUf4oPt59n/Oeb7qcCIVKhS+G1iz4kaWiYUcIdem08TdOeJgJzJjwqo+AJ2CzxvUplBaatKgnQVmhpKSfabG9nrNlrbcnl6djhXwPs4sPOBOAmc1norGjceKKdWhMm6613C+/dQvFx4/Db+tWTGkyBUMDhyK6IJq5NmSWZTLBO7ssm3V4j2kwBiIqlqgGkasLGs2ZB/e4EcjoP5Tzt40N+2KXdztApv4BLc4PgrliPISeahG3iWMTvNXqLfWNJVaQD9oAHHwfgpJI8BwCgK5zAV91MUFBmRSjV11GVKauG/yNHkF4qxc3mDiTorOC0hCVH8U6810tdecFXyKB7+ZfkbtmLXs/xPZ8OFocgdxaiSUO9mrxvoq8ijz8cOsHBNsHs/dHH6FKAPc8ubYAwKdrLswdZfBBHrCsBdD7c6D960b7RAsC+rzoorG5p/mge++kMSvfF1v7YJaJcRuPA9l1kngvsIqErcevaFtRAZmch6v5R/AqPxlbDp9BydGjkKakwLJdO5RlWwIGHTvO1hKWgKXZqQHVWJvSKANriLF5wGbmTiH+ag1cwqnKmE1LQ9GBA1ApFaxgwhSlGRJYB9sCIkuEOIew80mh4i4qgsMLUHhmJwr37oXPmtWwDKu9BRElW9edj2dJ58DySvSUWMGekrR6qCpNW5rWUYWV65O93WNiZ2fHRHK60PxO6u4hu/smTZrgt99+Y99xGsGdihopBqJ5nYS9vT0rciRxnLYTDx4Yz4o2hG7brFkznDp1ymSCSvN3sh39MwI+JU71Z5MSc+fOxe7du5mzQB1PBho1RYUSj4qbaVZsnYD/z0Hd75Pb+2G9Xrd1Gz8HjGnDdYUh6PfIFGS5fi7GuPOIeGPLbTYapjocLSXPrXivwdfREj+MebRtpj4k3v+i5/C07XoK66he/ogZ1SNberH55/q4WEtYd7EhpjqNCcPiWiom0Lgq6JNbKkVxhRz2Bp3rGgyLAGranllUwcYs0AgGEvRf7x6IliaKq4kZG68z23gNRyMy8PtLYcw6fFBzD1aEQGuFonI55u4IZ0J6+0BHTGnvzwoqqoMs+1/q3xYFYcFY85W64PoL+Th8Lx/OoqZyUIeQOm4m8V5/3APZwn82WB3nU/HBirEt8NHue3iYWczE/Fe7BaJ7A/XvMNnhj117BXf0CoDpHNPcXwOJ7YYk55UjJrsEwa66NSoVK/w2oy1WnY3DlbhcFqteNuFURtDntehgJBq4W3PidoLOMlNnYpLcFj2/PYM3ugfird7GY6UYFE9XxdQfKZSwOh6NnVXrvuEtvdi64C+RcI6J99eU9TFV9g5UVSaJu1KAOydjcOadrjgRmcUcQ1r52uNeWiG+OMj9vbYxE7K/u1ibob6b6TU+fXZ0ofFo9P67XJqP5skndN0okfsBsp2t193k/TsL7uK4qCscLMVsJIVEyGcW/vrQsaN2skjFj+Naom+T2s/tpTXXz+fjcTulEBbVnL90vtZRM3QMPMnbPQmuX7+O2bNns/FTBLlFkbOVJmauDh8fH+aIRReyyF++fDkT8DX2+3UC/r8Hjbvro+JmGutaJ+D/c9Cc+zGv9cRvP+jca4KaeOGFydxRigTNvNdibgZY0HBq9f9vXTDtWPfDvO2Q5RWpf5YaerGue30sLcQwq8YJ6HnB2d0Ob3/94mPdZ8sPR7H1R904idN7bqI4vxQLNrxc4/369G+GYwe540+trM3QsYtxvGNWTe5VYpBvJjIqjJ0YKpSVKJQVwUxg2mnLz9GONbDRukkffyfjouncylLsT7uDS1kJ8Ii3xcsNOqC9i+kGpTnHD+JgnK4Q91hCDNYPGI6+3i3Q2aURIotS4WZuz+KVz24cQUJJHlo7eWNKcBtYi6v/HbQ1N8PrHTtiiqw1Wq/9HhAooSgWQUmz1S3lkEuUKJap87FpuSo42AuhrNJHfCwcMa+putmJckXfjumPuYePIDI1C65Ca0zr2AqDmjfUFiBMPrENlzJ0gvvwek2wpMNAzv6cSo82+T6F56ehpRNX8F/TaRSbeX8+Ix5mKiFuXEgHv4wPYdNCJt5rqFDI8G3kQbR19sC9QuNuflNQMcmQlZswoU0IPupnepzFAI+O7EKQg8PG+DPYk3INcqUCvd2b4yVySv0L3M5JU4v3AiXMrKTaWqD48iwsiT+EQxNexYWkJDzMy0FzVzeklRdh7gVuQ6S9pQpl/Cw8LLZCsLWXyecRVRVGjPP9BDElt7Ar8ST2JmYio5QK1Xk4kxGLVy/uwCivlkbHNaESqCBRCeBmZQULsQ3M+JaoUHILPdLKxLiZexeH0+/if82GYZBXzWthfUpkldgYcxU3cpJhaeBioEGqrL5Q8l+Fqpbd9f+FDnwKlDXVrnU82ywZ1Rzj2vngbnIBS4CQfZ4pLFq3giQ4GJUPdT92tARf7B0Oe4UzE+wN6SC9CUcUIhe22KLojsnCowY3mI3/GiSA7r1jbNW240YK5g9uXGNidkRLL+SVVmL12TiWKOxQzwmfv9DEZCfRiOARWBOum4FM9PbtDVsJ13rV0cwRfjZ+SCjidoIxgbKGGdFtAxzRrb4zTunZkJKIOqUDN1AqlhYzi3jq/CeSipNwNf0q6zT3tuYGDmWXLmnFew2qigrkbdoIjwULYGdmh9ZurXE76zamHpkKmVLdTXIp/RJuZN7A0u5LcSX9CisUCLQLRCevTsyyXR9re1dk0A+rXjXnMZ/WRq+vojgAqzqsgaedNRo76ZKIBTt2IOOz/8HSuRhWniLw7BWwfqEhNO8UdUEZJgGXn4zGiFAvyJRKNvuUurAUNO9UwO26EvPFsBIbJ3KFjo5wnft+1S9qKbC0Oe7LClFaNX9Hn/DscCzrsQw3s24yS3cN05pPR5zbRjRLKIZjgxIm3uu9y8CxT4EmwwGbmrtUKJH90YBG7FITlJA7ci+DdX71buQKF5vqg12bqkVVa6tDWJGcCseqruO4TAtczAjHg+NvwH/sdNhWdZ2+JlMgOb9Ma3VLnVskflNymIKxOT2Da0yOUhFLT89uiDpPSU8uxUePweW9d03eT2imZDM+yUnCzdINr7d4HUtvLtVWE/tmqjD4SlViUi5Hzk8ray3gF1XIMOynCywZTZylWatd3sTyk0tgKa/gjO14HEgwTsgtY7arlED910OFNHQMF6VXE23x1H+vKrh5kkyePBmdOnVC9+7dmWi+b98++Pn5sVmcr732Gr7//nuWOKSOoPj4eDaDnrqFbGxstJ3VZBNKXSNkARoVFYUPP/ywVs/96aefMnG+fv36bOZnZmYm5s+fjz179rC/f/755xg2bBiCgoIwceJE1tl/5swZnD171mTiq46/H5p3T5c6nn1IWKR47Bp1kDtZso5fU53ejT1smXh2PdHAYjCzBAHVzFWvSbwnZnYxbZP4b4c67w05dC+D/XZqYghTkNU2xckUh1HHNhW8zh/S2KTjFRVhLDrEFTlJ6CfBWR+y7m7uZYs7Kdzi12BXq2rFe6Khuw1zDqACSA302/ySwWdK64TRqy9p4wH6Dacu5b2vdeA4FRB3Uwo44j0hU6iw9lwcWvq2ZI9PHfw09mroiossJiPoPtSxT0I/HcfXE/Lh72SBng1djdYhZlY2MBPxmd05UcaEe2NIvP9uVHNWcEAd9JpitQN30/HWttta4Zbiw0C9ooVfLydyxHuCCmRGtvJiny3FzbSPheXGHeR02tnp28pXYWchxvt91V3v1EXedfFpIwcADRST73u9AysmLdDrUp/e0Rf3rhzHRZnpeHLZyRgMDvGsvhO/ChLA3+lTn11qgj53ciAoKpehe0NXo+OOg5l6LbdcNlgr3hNh/PsYUXgWRb+tw6BOk4DmPdl2Ou6pO337DXKwULG4uahCjk/2qB27ZnTyrzGup3Vmr0auwD4TdrexJ4H63KSxhiyVHV7qHMDON7p8PLARPtlzz6QTBW0jF4vaCvj0fo1ceQnRWSWc48HwsamI5XFJzC1ldv1OVqa7Av9t0PFBo00yCiuqi5zZaApTDQNPi6ZNm2Lz5s1sRj3FrBQPZ2ebtuLWQPPtyUafxPri4mIW4zZs2FAbJ9PfqSiAYm+K0y9duoRt27Zh586df9OrquNJ0q9fPyToORTW8ewyYU4fdB7QHLcvxcDVyx6tuzY02dHt5uvEZt5fvRADnq2usCynTIm05FzILYSodDZjrtZm2RUQlsohI/cfHg88lQrC7ELIPbjfU8OGtoJY/FhGwv8Kjmy7arTtxtkoZKcXsIKA6mge6of3Ph6MDWvOIDOjEA0ae+LVOb1haWUc+w3zboWIQm5emzrvg004ZTa0CcTdQm5jgpPYgXVbV4eXnS1Gt2yKLdd1+WELsQgzO3FH0pIQOvncr3hYpP6NSCzNw9WcBPzWZTKb+65PQmE+R7zX3H/Vravo7O0HC6EEoQ4BSCrJx7Bj61EkU+fhLmYm4ERaNHb2nIL7+RmsUMDT0g69PetzutkJEkYtK61RWFHVeMNTQWXB/XVVKvnIyZXg646DEGznhGb23tq89amUWLx2ei9KqdvbFSjglaGeo65oYWfsPY54T+yIvYcR9ZoiwMoRS69cwqWUJGRKik0OwXaQ6BXKVGElkuDNJp3ZhfKHQ+9uQowsGzwL43VpZFEavmoxChdy7iJPqst7d3TqgvyKgxAKueuj+AT18bDp6m0MaNoAIV41u4HR+zA5oBu71IRUIcfJjEhWlNDJNQg+ltXHKDZVhRdCsdxoxFhGRRGmHd+K6fXD8EYbde6W3oOHBTn49cFtJmj7updCYFaKH2P3ALFUcNAO7zSo3hGA1kBB1qE4nHQJGaVc/eVOXipGeFdTyK7iYULzENiZqdcA/T1exu6UpVBWjbEtk4sQWaA7v1ZFn6y1gK9QKTHp7K+sgKPqyVh8z3EBoOf0qtkhzBRF0nQI+GJYCqs/n585VHUC/mNTWFjIuvXr+GcJcbNEE14JRK42uJB6AdsfbkeFogJ9/fpqba95fD6sVizGkbeHoVmcArnWwJ4wPm4H8OCccw8SExVEfJ4KYqgreP4nn4gElRtetLiOBt6uQKspQCPTltr/ZihAMEwuePMy8QZ/D/irFwBuTQGax12NHcpLneuxy6MsVGkeOf347YjeAalCin7+/ZgNPUHXSeC1EdugkWMjzGs3D6+ffF3bsU8i/9w2cx/5WlZNaMU6SsgVgOwWyZ5TX6iNK4jDitsrtOK9hjJ5GXZF78IboW9wtssyjbtriILEVPy0+x5L+lFi51DWeq14r4Hmkc88NhMX0i5ot9Fc9p96/gSxQMwZe2A7cCAKq4QtQmkg8hN0ODfLSYGbwAVwVLGFgTwvDxn/mw/nxjlwbKARx2OgXNsZePk44N6cJUENoc/7XEw2vj36kBVeECJ0gJnrAc7thsEKluE7gZBx6tlephBbAhP3wOvwexCrEiE1iEAC7AKYu8Guwbvwx8M/2NgEuVLOCikarliAHZsWY3KZbja37gUr1HPBm47AX4U6rEavuoD8ijIILaPx+QlzLB0yHH2beJq8fZf6zvBztMDC4nta8T4vyhKVt2zBzHsenEPS0fPw+OpLJuLTcfDlsGaYN6ARmx279nw853P77vhDDAnxYF1+fwabvn2RvuZnCHJ0x6PAQgi7t78D2uo6nKc1nYYePj1w7tp24Puf0SJWBYHeuS1NqX5OoyE0TkOTrNeQYWGPM817ov+N/eBZWMBx8iTYDhpU68ekxD7NeKWkLc1bJbeVBUOb1GjF+9xDRUd9vwK20UgLOjf0v2yrzhWye62hOOnPQoI5CeULFy5kXfSUQDx4UJ3spnmbZKtPneshISEs7qG58v/73/843fs0B/SDDz5gdvfUtU8Jx1deeYVZ8Gvs9qnjxNBun8R5srIne9AFCxawjiXqPNJAHduHDx9mf6duJHqubt26sX3+M9DMUNqPOv5+6uLmZwPqWCVxlAoXyVqanJSom7dPY1eMae2jFfSXvhiCzotPMyt0fa6aiBWqgzrDW/jYMUFzaAvTFf//ZiiJQiKsIfSejvjpIuq72eDVbvWMxG0NE9r5sgs9Rk2/fyQ0khvWpkuJLM7o18RNK2rSfSm+o451Eqf/N6QJJq67wkRQgizkybL+UXw3OoQ5nZ2PzmGC2Lh2vhyhloRDEjEN4wFyKdp8OYkVI+hDgpspqLP6s733kV8mZaI8ifUa8V4DdaVP33ANxx/oYp3m3nbYMqMtLPSS3SS8ktuSvutEdWQVV8LJWsJiMfqZou76uTvucrquc0qkGLHqErbMaMcEQcMCFw2XYnPYmImaZnNTR/CRiEy82Nq72s+Wtv86vS0+3XMPZ6ONnS+CXK0Q6GKNo7M7Y8vVJFyIyWVd26UyFT4d3QXRx9bgy8w2SIFxh9jluNxHCvi1gebDv7jyHPKKS9GJH45T+0UYPGwsXmhp2hEKPmFsvXgzQdeNPEJwBt+IVqmv0JSnxL1A/2+ANjMgrMjHl4Pq4b2+DdjnSMeYPmvOxWNIiCeaeNr+uTaUoF6osPGDmV4xeDnfEsED3kT3MF0BBLlCUFHMHzdSjPaBSM4ztiutjkP30jniPUFfs1SsmlcqZUUn49v6ssvjrF/e2HILkRnFrBhgQDMPLB7R7JEj7p53KIH76aBGmPXrzeoiZ/Z3Uw0DfwWKZSmWFJqwOqZ59RT/hoWFsUJYcrWiC8WfGkiE149FFy9ezGLwmTNnwtzcnIn/FPdqxnaeO3eOxb0dO3Zk96Ntmr/X8e+lLm5+NvCq5wKJRAg7ZxtE307AntUnUZhbjDa9m2HglC4QitTfA++unoFxXRZBZhizRCajoLm91ka/wt0cVg+LYJamcycU5hSDJ1eC726H+qH+6NWjEQb2D8F/EYXB+8cQCTHvpV/gHeCCUTO6ILiJ6TVFr37N2EUuV0BYNXfdFMN8WrPZ2b/FX0SBrAydXerj7Yb9tWLhzdxkCHl8hDh4YYLfCCyI+B6FMrXgK+aLMD1gjFGzlSGf9O+ONn5eOB0dD0cLC4xu1Qy+DroChIzyAqyPPYuEMmreoH2tGi2oUuHX2GtGAn5GqfFIYCK5qBCLjp9BdkkpOtXzwz1Zila813AvPwOvX9qJIylR2m3Bts74vfsE2IrNOb9t40NDsOLiFXZdpdstA3goiK5AhYMCylB1eoqs3t89f0gt3leRpyrHlO3bsK7fCLRv7o/r2cZFzcS1zBTMO3IScQV5UElU4CkAgUGI6qSwxtk7ifBoawtJ1TlntFc8Hn6aNhSL9p7C+cpr4Em4azByC/CycMaqVu/hcPoVXMiKRk4pD5n51hhe711cyP0FRYpYSOUCxMR6IPqh7jO4mpD8SAG/NmSVF2H8+bXIrMiDCjx8fY+Hdxr3w4R6ppunGtg7o62rN26XxJr8+63MVLwcuxdvt+uA11q3Q5GsDO+06ojZLTpgf+pVrE3QaQfEgbTL6O4SglCHmh21DEeHaGjl5okAR1skVmQzhwOllA9UCvFum06Y2bKN9nbN7LrA17IxbuWfxzcRx5FRZgOlXlVGWjmNZ1M+8jwizqbH6In3BI+tpR3NLJEnLYWIL8Aw3xDMCO6A2lIoTcOx9M+RVUEF8Dz4W7VHD7cPIBbU5QmfBXiq6o7Ax6CgoIBV1K5duxY9evTAN998U+1ti4qKWKKbAi9Nl1odTxbqKM76ZgkU+fm40MYaS3twk0bTmkzD7JbqTvmovCiM2Gcs8NGMmHk5uRhVzP1BvKkMwjCpTqAgqDv2zZ5/0TrwOeflTddx5L7a0tMWJTgmeQ8uPL3uEwtH4JXLgJV6fuST5FrGNbxz5h1mt67ptF/eYzn7cTmVfIrNl+/m3c1kJ/jjsP7eeiy5saTav5NDwKdhn3K2ydLTEdOzF6c7nljXdDC21+uss1Nquhq58rha7cf89vMxNIhrma+USpHz008oPniIPedP9ftij97jE2H8CGwRL1Bf8QgFJuxC0bmryHz/NQQOyuRYCTEaDARe3IwPdoazBKAh0zr6M3t0fUS21yCyuwbw5ZhamoQ5RWnqTv7QScDgR49loOKIlXdWcsYmrOm9BiEuIezzJOeDW1m3tH+ngo3fB/4Ot2PzIbq7zfgBp58EvKqfd6NUqpjN5YnITNbdRAlx6ijTh56343e/IaMkG+Zem8ETqANfnswFh0b9Ck8b0wFbZlI0XH9Wz5hSKYHo3a5QSA0WDO4eeG/Y/xCeWsgEjfHtfBCVUWwyIfv1iGYY1cp4FpQ+aR9+hEKDrgvrfn1xY9I7+Pzn03jx4QkEFqQgwcYdZpOnYubYLqbfl/JyRHfpCmURd96q7ZDB8PjqK9SGBfsjOIUIGqZ38sf7LewgsLMD38K4WrY6SGzo9NUpZBRxFx7v9qnPrGv/aZ76b3vEXuDw+0CRXpBq46kW7xvVzQ+v4/mCOsl+//13FjfTOIQ1a7juOobUxc5PF3J/mb8/gjm/WIgFbAa5/uKI5qAvrBqJlJJfho5fnar1Y1Ne0nClRfEDda7+l3n3jztM9KsOa4kQB9/sxIpJnzRUDEc29dTBTzT2sMEvk1vDTCzAsfuZLEnYp5EbbC3+mkUrxY4f7Qo32Z1M0Dz0FQYjA8hCvO0XJ4xsyQU8Sl7qrrvZmBnFA9Uxb0BDTO/EdQWgouGVZ2JZDJhWUGFUDGBIfVdrJppHZxYze3xThAU4Mmv2RYceYNUZ45j+pU4BWH2udrG+qffGFORMsOCArgNMJOBh3aTW6Fw1UmHyL1dxWs9ZjM7vXa90wNbLMfj5svGcyI1T22jvWx3776YxtwgrsZDNeaciCUNe/3Y9UrPzsUa8BI48dXI7BS5wmnkQZm6m18zFuRlouviG9vp5yRvw4hnEw+YOgGMgkHIVoBmzLcbjtcJx2B+eUavP3YjDHwKXV3C31euOE61W4oONxzFTsBeh/IeIU3kgvclMvDradNEpHU/0vWh4TPZs6IK1k4xd0UxBBQDfHuN20RGjW3mzPIONuYgV1tQWWr/0+PYMK3rV5+UuAfign7qL+5/k7/hdP3wvHf/bF8EpmqHOfBLv+zb56wn3Our4uyBrfSqKprjZzc2N/b8m6uLmp8uVo3ex4r0tyE7Nh8RcDGmFlDlraOgytDU+WKN27y0trsCINtz8MZEX4gClGTc3xK+Qw+FyOlDOHTHY68UwvPX9BPyXWb1gD3at0xvZKRFzGoTEEiGWbnsFfkG1H1tTW6KLsvDKpS1IKVPntwOsnLCq/Vg4mZnjWt4dSJUytHZoDhuR6fE9teVY+h18Fr6NFQsQdEgVlZtBqVK/zo4uAfi50zjOfcplMrTduBJFUu4xI5EJoNKTMlyCREhXGo+ZNcXrjTtidpMuRk1766/dxI7w+0gsK0SpsAIqS27sLCgHPPeQksKDp4cdvl04GjnCcgzct8HoOfiVQIdUT2yaPx4rwi9h8S3jcawv12+HNZdvQimkAfbqbTyRAjyJAjy+Cvx8AYSpYvBUPHQI8sWaKcMe+dr2JF/H5/d2ax1HBTw+vmg+Gj3d1QXFb57fg72JEdrbi/kC/N5rHM7dj8ZPZ25AVfVZaPhuRH/0a1yzI9Wx5GjsjY9gzgYvBjZHa1fjnO6ECz/iYXGytpue1k5KJQ+r285AqKPp0QmFleVoteV7iO25nz2tuyvSLKFS8GFtxkeH5ha4XRAPIU/A7Pvpa+dguvFaZqJfL0wJ6Fvja1l2/yy76NPcwRPvN+/OXCPkVccu0dU1CKs7vlhtjDr87FIklHLj/Bb2vlgXVjvnc7LOX3CbOxaA6OPZAB817wNLkRjWoscblbQ9cVaVeK+jke1AdHV7G/80RdXEzZrt3osXgE+jWh6BsrwCye/Oey416T/dtsfEwVOnMH78eLi7uzMrWRLvp06d+mT3sI7HoiIiAunzPmbiPbG9uXHl++YHm7VW3NTd62RubLFPX+hLHOxw1MK8ytwDuGtmjoRuP7DOT/05oSRI/deh7mFKUtAPzjDhea54T5TlArd+feLPS53Yc8/O1Yr3xO3s21h2cxmzpyehe1C9QTWK99SV9NXhSPRfeo4lui6YmONKc+mX3lpa47509epqtE3k7g7XDz8ARLokaJRvU+zx41bSZWUbV4sKeaaTNEU7dyG2/wBEtW6D1LfegiwjA3yxGC5vvol6Rw7Dftw4TLl/EL0Tr0CokIOnUqIL7zaWipbrHiTtJnDhe4jc3CC2lhuL9+xFq3+4Xu4cADuDJC515NnyyjFDsB/fin7ENMFBWKIcssLWKEt8BWXxb6B5vpvWhh+3NgEGdlTVuSyQwwAVQ0xpMgV/DPqDifeasQL64j17L6RF+O3BbxB1mAMYfsY0V0gj3tNzX1sHhG8HZLqCnnl77uHtP+7gYHgGfruShCErLjBbU32oCCQ1Rwwzjz+04j2hEmXhi8uLq30trq7uUFFykSpmpXxj8Z5IT8P9FPV3FSWPqWOorJoksk8tkvhuH30I2yFDwKPjTSiETf/+cJ8/H0tPRCPHwg7LQ4Zjdtc38X3oKCyLLMWe6AP4+MLH7HxJL6EqXzV8c3O4ffoJ57gVeXvD+c03UVvC6pm2G2pfzxEiD4/HEu+Jm4n5JpP1ZGX7n4BE+tn3gEn7geHr1P/ODq8T76uhtLSUzbk3dVEYFFTV8fdx8eJFFidT3ExdZe3atWMdaXX8cyTklGLO1ttMvCdoDruh3vr7tWRkFau/f6m7mhxmasv7feqzmd0amnrasvnn/3U+GdSIibTVdYAWV8qx+Ypx8eRfhdav5GSjEe+J+2lF+PzAA2bvTvPMqViwJvGerL6/O/YQA5adw4R1V3AyUl3Aqw+NAvh8f0S14j1B6wZDqJhy0bCmbLa4BnKG0Bfvicyq41Gf6pppefd3AT+2BxZ5A1vGAnlxzPHrte5BOPF2V7zSVT2TuiZolNT3xx8yl4Hq0HRPT2nvz5ws9OkQ6Agrs9qLrxTbULHAoyCB+rcZbVmRzfSO/tj/eietAE82/vriveb8ptFYkzvVN4rtaTxGpyD1mpi+Dygu3nUrhbkOaPjyUCRe++0W27+t15Mx/KeLOB1l4DaWcB7Xs/j4WrRaK94TXsiCdP871b4WczsXrUAthsxYvCfK89TiPaGoBK6vg28pd1TZ48TN6Pkp0HIKzZQiaz518fKwNfjhZAyzy58vn4gXpAvwluwVfH9XgKJbu4A9r6rHdOXpijHoePpiWBPWJa9fZPJh/4Z/OW6m7R525o8l3hPUdW8o3v+n4mYyqGrijvPvd2fuGOQeQ//S9Trxvo7nhevXrzMHBoqbP/roIzaK4Z13qv8erePpk5dZiIVTVzPxnqgslxoVqp7ZdQ1pcerfRktrMwQ24o4+IQ3QULwnlGZCTHyvPysK0OAT7I7JH9QV6096px96Dm8NITnIkHBv4O4prZRj32+X8TSYd3OvVrwn4kpyMP/OQdZs1Mm5LXq4dqxRvJcpFPjx1hUM3rEJY/ZuxcFYXce7hkqFDN882KsV7wl6iRYSnUtrN3edS5EGc5EIi7v3hYVQF9PZi8ygLOUelBmZtXcEOp4cjYF/bEKTNcswef8ONkedz+NhapuWODBtIt7r1BGo5JM1kc7iRsaD43m1eE+kphVg1fozcDG3gsDQ450Vq/AQn5bL/j82KAReVlzHpBAnD7hLqsRFvburZAIoS8RQFEmAQhET74kL0Ym4nWRcmGrIEO9W+LndSxjl0xYv+oZhQ9hMrXgfV5TLEe8JqVKBlfcvY0zL1nCy5OabG7g6o0cD9Zo2v7wcW++FY3vEfRRV6tYoP4ZfwoxTO7Av4QEbCzDqyGbsT+COXoguSkd0iU68Z+8PT+3+vOg+t1NeH1uJORwr7CEvEGu/g+jwkeaaMfGeELnkMvGekKsUOJh2E4kGorkGd/NH28W/0rAjpgS3Zccb7W5nt3pY3n44VkVd4Ij3xJnMaFzPOYGT6d/gfOZPyKskOy2dK8JHTYbAUqhbL9mLLfFeY9MjrEzRztm0q1dbZz+4Wdg8tnhfLMs0Eu+J2OLTeB7gqWp/eV557OExaWlp2LBhA9atW4esrCz4+PiwZOSKFQbV23X8IxQdOsxp9ck24ZxHVvok+FqKLNnsaOpopg5uskEnfKx9kF+Zzyy633Z1hr1CAbFKBT/vDljbLQwdWlYwi0FaTLf2+/tmpz3L0IxM6jCgzpns3acB4wYCoMS0nfxfISo/Clnlxo97NpVbFVYTH329HS2Pb8W8ghTE27hjwZV++PjdkWhfT1fYQTPoqVjAFCS0T2g0AV28TXczO4wbB5s+fVB2/QZEXl4YtysNsirbeQ1lWV3R3DcTcUXqYI5cA4YFDsO2h9yu8jZRSrTZeQ2aexcdPITK6Gj4792rtaB2emUWyu/exZwbf2DW3d0w9+ejQStuJ3RJhgSlv+yDsLs3eP6toJQfAd/w29BT3T1Osz/3v94Rv15OQnphOTrUc8KwJraQreoOc5HaLnKY4DyGCc4xd4pKiCGEHM34el1G9GNekATYmracJ6jjj4onzMUNMK9tB6Okdkqx6U41tt21ETDjFHBlJVCUCtB8IRppQZBov+tlQPP5Udfy5P1I47vjdwNnAbJ0XX4yBhum6mx+LsSehMDCEnwRtxuduJt3zeQ+qRQKpH3wKcxShXBsWAmBRMkKJaTF3Df5voOf0biDkgo5q5QsUWRDJbcGVGLW1UUzXx8F39KS2fK7fT6ffQ/yq2wZU/KN56QqHbdh3kVdp9PWqK3Y1H8TAmzV3Uq2AwbAonVrlJ47B76NDay7dAFPXPuZ890buDCL+x03dZ8bXe9W/8+5cJDNrymom+w/A/mQ+Xf6p/fiucDX1xcVFaa7M6nze+DA2i8O6vhr0IzXjRs3srg5MTERgYGBGDJkCHOuquOfhzppaYZ0TZAdXVZRJbP3pljj6xHNmVW5xm6dRH2ZXIGsEm5sQ2L9zK6BGNnKGxdic+Fkpf49MxyZ8V/E2kzEOqxJ6P50z33WCW6IpqjiSZKUV2ZS1DsdWfsYfcr6a7gUq066Eeeic7B6Qkv0bqzrenqQVsTEYlNQeEed2y+EmI4Jh1XFCrTWcrU1w1tbbxvNi6elXgM3ayZSEhQzjm7lhd+uckf9dOCHY2rGlzoT7agDQGY48PpNQCDSiuDXEvOZLT9BGqxMadqpgtZ+XYKdcOahcfIrxFu96CSR/wCLmxORkFuG1v4OeCHEg4ndj/tZBblWnxAmW/yLMblsvMVngxsbWe7T/at7XB9HC+x9tSN+vhDPrrf1d8CEMF92bp54kIlZm2+ymJhwsnqAzdPbwdVGwm6vD313UJFoV73YrjzyOEL5cgTyjROp1mnnqy0s+XiPerQYIYUIt5UBCNFfS1TDhLIN2Gb5AczLUpGrskEpzNHMyxY9Gro+8r6gxOGg74F+X6tHb4nUlrEp+cajuebyNsJmzyHdhqtrgCkHAA/13M/uDVxxcW4P9v7RyIYeDV0ey6qecgqT2/txRjv0beyGgc3+XKc4OXvhvx43V303VFccUUcdzyL5+fn49ddfWbd9VFQUGjVqhE6dOmHfvn118dMzwOXDd9Rz6o3gDuzISsmDR4D6t/GN+cPw8Uu/oDBPHX85OFjD3NEGKbnc/JK3ix1enNkTA8d0wM3TEbC2t0TzjvUh+DePC6wlEjMx3v5mDGZ+OhTrvzmI/X9cN7pNfvajCx8fl/zKMtzNN47Rz2fGMLGdOrgfxevH9uNwgm7MzqW0ZCyRyzG8vm42d1JZDgplxnGbUKBgR9Zgn6YYE2DaWbSPfxAuT5yJi6lJcDAzx6LDZ3BfxY3reUVCNApwwv1idREfCfIj/UOwNY7bIEU8yMqBolSdtzydFI972Zk4M34662gmxjRthsspKTgcEw1VuYrFn9bhcpjn6o5/qRUPh9Lj4HjDBX296+NAkp4wqgIsk/ho5K9eN9ibmWNP/0nY/PAWYgpyEeLsjlH1muHl1TvZbXlKHlT6cz2r4Fdy15NJuYUI8eEWy+gjUypwMSORuQnMbtAfEgE3N5tcYtqhIKmkAM5WlvhjxlhsvHwLsTl5zDZ/fJsQ1lV/OSUZ0/fuRplMvVZZcFaCDS8MQ30nJ/x0j1tUQq/i+zvnMdBPV+B5JpMr6GvhAQmlWSiXS2EuNM7DfnH6DLJLy4AyM8jzxYBECSUJ91VFDXyhAmJz4++q2OIcuEhsUSLPhlQpgFwlgK+lK7pVNc7VhJDPx0chvfBes+6QK5UwryocSSktMI5rneNxOUfn2hdesBuDvb+Gp0Vzdr2loz8OdHsHZzMj2eN2cWlo8nVWR7CtC15p0BE/RZ7XfvN2dA3AKH91XP64CHhi8MCHCtxFoJD/eIUA/xiq6ieDGd3u3y7g3759G5988gmb/0rzXt977z2MHTsWK1euREaGsW1bHf8MPL05YkSTBBVuBnG/2L0sPeB5bx9QmsW6dDv5dcKxkcdwMe0irERWCHMPw764ffj04qds/ka+QABrkTXmhM5h93exlqBHaQIqrtxHcXAQrEjYqm6+93+Mr49E4WG4G7ZzPwY1Qb2e+PM5SBxYlZ/GAkeDo1ntFup378Rg/NavYCVXCz322dFoeC4Rmxr5of0b/bS387UxPW+wnVs7LOq8yKSLgz5CJyfY9O3D/h96oxzHH3C7lezNbLF14O+4nXOddfuHeYTBVmyLB3kPEJ4Trr3d4Lv0xnLF2MroGJTfuAGLVmrBXWBtDb/Nv6I8PBzy3FxY+FoCG3pqb595ywZ5UVQ9WAbc+AYCBwcU+vaEPY7rHtTaHeg6V3vVy94Cc/s10P392loIC7izHhvzEzFIcAnbFV3wpnAnXPVdGKh60r0ZS0aT/S7N2tXMI6VOLrKQJzvXgjJ10BPgZImN09qw59XQylX9+gxp5Va13TkYGPgt94/Ubb//LRQoJJgvm4EDyrawrKjA+E07EDZgisnOMJrXqkFRVATxruMQ1/dgdkk8HvfH3N3SdFKt6MABFB08iCLYQFoihI1POWz9SpET5QiVVB1EqaxtsKrpEOM7m0fAyf0PoCILfJUEbR1GYFm/dzk3oaTq9YQ8WEiECLEuBu78DkiLgYZDmOsAOTLoQ+K/JjFN8MVZENnd4O6ztAg/h/+MBR2rxiywik0X2A0fjj8DJYGXjGqOKR38EJFWhEYeNrWYRVo9zbzsmBhEx4o+49r5/OnHrOPfS06O6criOv4+IiMjMW/ePOzduxcNGzZknfYTJkxgtp+XLz+dDok6Hh/9TufqoBnMVxNysf9uOnNRoQ7fSx/0wJmH2ez+dP14RCZe33JLWwxA4tFHA9TJCUcrCVytJWw2eFG5jM0wp47VOoAfT6lt3E3RrUHNVuZ/BupmJ5t1mUFLO815rw30G6wv3mv44UQMR8D3dbRkwhkVf+jTwtsWP45vCXdb3WzN6gqD+zVVx1ihvvZMCDcUIbfNDGOFAqkF5Uygc7U2Q3xOGS7F6fZvmtlp8AyDPSoojTkO1O+nLRAk6/j7aYXIKKyAu505cxcw7KijgpXFR6JgYyZEp0AnnNNz7KJz5N0+ujjZxcYMb/XWWWruuZ2Kh5mm55SaglwrWvjYA2V56k5vp2DArKoTSV6JexnlmLLhurbIg4poKG6u56zrDmrlZ2/yM9AUhJKIT8K/PnRbGnsglJfhM+EmDBFchFwmwIXNA6Ac/ZVW1NcnUe+zoZh+5a1yTBScQplKDAset6iHR0W0JjgZmYUtBsUXn8km43eLxTBTVCXkRRaAieS2myoXlyzfgVCRhEqeBPe9XkTwuCWcQmCyuKfvHzr2vezMseNWKltz9Grkqi7GN0gYtgtwYN93GlyRh0lCA5tOcvM7+w0bN6Z/HFDB0p+FPo8xbXyYe0KQq5X6GPiTUAE2OT9ciOGer+Paml7T1lFHHf8sCQkJ+PDDD7Fz5074+/tjxowZmDRpEnN9peLjuuLHZwOR5NHjhcwtJUiISsONMw/QuE09tOnVBBtOvI/r5x6yoruWHYNwMzoVby/dA6lcXewoEgowZ0xX9jlb21nAJdANd24moFAagQ5dGkBclTv7r7N/3SnsW3EEcHYwOidada7ZyvzPYCEUw0IgQpmCW0hqL7aolXifWlSIw/HRRjPjl12/xBHw3czsIOELUWnQNFbPyg2LO02Cl6XxuCJ9bCQS9A1Qjyhq6eWB+xlcAZ+s4Nd1Ho3kinwkFOehlbM3fKzskVdZimOpuu47CU+IMuqs1yOnvAxH4qIxrGp/RQIBfhw4CFE5OUgpKkSApR2mH/sF8qqcfKk7H0X1qFhQhWXnLsFcJETvwECcTowFTwaYp/JhX2GGN1/RjXx1NLPAG810s8rPRcQjPC4DEkugwkEFZu2qt1uCEh4EUt2bSgUJLf08UVhZgdiCPNSzc4CtRC28VsrlSC4pwKST25Baqi6acTa3xC/dR6KJg27tEuLoDjOBEBUK7mfQzlWdb3SzscZ7vbljaol5J49rxXuiqLISM/buwZZRI1EsMy7GTihSu3cQJIJvibxH1lMmsRNZQGxQaEBcT0nFuhtV+Vx62xV8qMp5MDPT7b/YqENPjaO4DN1cM1AkS2M5bjNhc4zzmwVJVWEzQUUON7JTmM7ib+6AAzcikVNchg71fREW7Mvmy9NFQ1tnX8SX6OJNCV+GVk7cZjmFSoarORsw1EeXs7cRmWOg158T3InZTbphiG8z3MhJhp+1A1o5/fncsIXQHv5WHRFXwm0GbWxX54DyrFDrX8Hjx48z8f6rr77CW2+9VRdAPaPQjObcNWugqlR/UU46oUSyC1/bic9TmaFJrAvKwz+DJa8SOP8d0Olt2PT4BH39dPM+Xgh8Ac2cmuFY4jFYiCzQz78fE2lVSiVSZ89B8dGj2ttatGsHn9WrHqs79VkgKbcM++6msQTHoOYeLPnzuFCiZuGBB9h5M4WJoeoZkg3wg/wFzBLshZCnhBJ88MNeAQJ7VPs4ioICFNF7qlTCumdPJnjXBncrd/T2640jCdykyuTGk2t1//JDB2BTJd5rMFdI4X+dbFJ0Aj6NWhgYMBD74/Zrt5GDw7tt3n2keG8ICeG3kwuQU6I+Rmkkw/+GkO2iEO3c23Fuu7b3WuyK2YX7OfdRz64eGh86Ahl0gr6GouMn2Hsm9tPZyJg3Vc+rZQT3Ax4egqxUgLyHlpz7KvLyUC7rAvvZ84GHhwELR6DxMF2i0BTZpiwWgDGCE5gsOIwmfJ09DmgUwIAlWHA0ERsuJbCksbWZEJPC/HD6YRbupRYZJRjjckqxYP8DrJzQkvMZzGw+E6vurNIWbJCoP6r+qOr3M/0u8u/L8JL5W7jmqJ63Sw4By9IbQRmbC0uxAKVVHWICpQId0+5iYFY+CrbnwmbgQBTu3oPO5wtxJKgU/FInZFpmqwf6VjG1qemRKaWXNOIUDwWxluxCOM6cDrGXJyAQwqpnD6jW3ASqLFfZrQXFyDRfA3mFOuGp5FXiUv5mXExvg+4+3dm2m0n5eHnTDW3Slt7rX0TL4MwrAi4sBfotBtq+xNmfTwY2wvi1V7QW9BaWxsl39r4X1m426+NAov1fEe71+Xlyayw8EIETkVlwspKwOcpDWxiPn6ijjjr+ec6fP8+SkFT8Shd+XaHjMwnFfzR3WdP5agj95JVVyjF/n7o7gOaGT2jni89faIL+VQIrQWLrCQ8bJnqRSEaPqxFpDee9h3jbMdtvTSHf80JaQTnrwqYiBeqKJZH6cSEBdPGRSDaWgP5vShAlxrTxxgC999cQ6tw/fC+DxeG9G7nVaO1uaFE/oqU3m0+vT23HgR24a9qeMrGqq0wD7c/4tj7YcEkXD1Kxx7yBjR8p3hvyVq9gXInLY0I9QbrsxwMbMcv/tgbuROuntsb2Gym4kZAPfydLdEyxBLhN44zLkUlwtCvmdLg39rBlF2JoiCd2VlNYQUK+hUSA4291wbGITGaNP6iZO3tvqyNWL9Z7FPT6KG5zuLpEvU4lq3iRJdBmBpB4AUi5BneeA3pLX8BmqAt06b35ePc9/DZDt46g9/mDfg3wxcEH2oJV6kyv6bOmItawkuP4TLIBtjydWN6/+A/I77nA0bIbcg1cxCim33Q5EUNbeOLIvQysK2yFweJdiFZ5ogkSIND3auz0lsnnNRSZiduqQPwYsgtveT1UO3k1GABsHgmkGnTdlWZCKFfHxBJVJUKTNwCR7YCQsWzbg/QiTN9wnXP8aN6P1Wfj8E7vYDZOQZ/3+zbA3ZRCrYtBfVEmhAYdOfrjxp4kVORMlyfBj2NbYuHBCBy5nwkbc/Xaa1J705ajddRRxz9vl79lyxaWa6acs1D4fMVI/xXaDwjB2s92oCjX8HddpY2bVTw+Vs37g13fTqM2h7XG+z9NRYdeOsG2XRM/7PhyCo5eiWIuNL3a1oeHkzoGWfn9Eez8XTej2r+eC5asnAwr6+ekE7SK7JJS7IuIRLlMjj71AxHo9PhuKAqlEt9fvYTN926jVCqDRVQhHM14EBaVQGVjpdVluvRvhj7DTHeoExWllTi/7yZKCkvRrl8I3Hxql8OlLu0xAa2xLprrojQ5iDsStTqOPjAW74mMEq5bgLXIHGP9OuGXOF3HMs0sp07xR4n3hsxs3wbn4hIRn6cTit/q2oF1kdMl1EmXP/uh/TDsSbyHS5mJ8LK0xYO0PBzNiTV6zPNJSWhg74xGLjrHJeowpwsxqF8Idu27CSUfKPblFgDQ519RpsKpsS/h5PVoiEOE7Hh3sKl+1FF8lnqsqbAM4NvxoJSp1AI+vZdyQJyne1Ppf7N7d8Ch5CgsuX4B5XIZ+9zGN2yOiNQcXElJgcBeCZlAt9bNLi/F3EuHsH/AFI4l/aetemHe1cNQVFXxBts64dUm7avdz7zycsSW5EJlpQT4KkDOA69cwIoeVl26xkYDpBh09tNYgV8irmNYvSa4mpGMmKxyOLvyIRTp4kx6erpMDOhsslDkYpLxmDUaJzCoXn2E+fqgQi5Hr4BALHjwO67k6nL3fCjRyuEhiqoKYqlBrVJxC7ElxxHqMFT93hflYdqZbazQgxBI+RBHi8Cv5GPDmRuY3KUl3h7ELWR4vVEXXMtJYt39hINECiHfOG7O17PRf1L4Wzuyy5Ogh/tcWGTbI6b4FIQ8MzSyG4SWDur1RB3/PDwV/VrWArIv+vLLL1nnEM0gmj59OqZMmcJsQakD/5tvvqnVExYVFcHW1haFhYWwsalBIHuS0IyLyP2AQKye7VaTMPcvoPTKVWR9uwSVDyJh1rAh4ibNwsxb16CEDPLS+oBSgvb8e/hN/IX6DjwBMPsuYPtoIajkzBkkvzzTaLv7okWwG/oCnheoU2rW5hvaDhxKqq2b1Bodq2Yf1pa5O+6yJKQp3JCLBvwkOLn54Js2pUB5AdCgP+CutkzRUHbrFpJnvARliToI5pmZwWvFclh10FXg1YRUIcW6e+twKukUrMXWGNtgLHr4Vl8soE/Kku9QvGa10fb4bkPQ/yey3NShUCpwIP4Azqeeh4u5CxOOfWz+XIUXJcop8UpzJXs2cq118UTehg3IXMTdLy08HpxmzYTzG2+wq/vvprEELVnTD27ihIn8Iyg9vBsp2w1mH/JVsGruA++ft9EAytq9ALKl3zHt0bdzbgiETkDG3RM4nyLDJnlP3FHVbvYtiev35+uKajQkFCbgRuYNeFt7o7VDI/BItKZOKitXoP1rgF9H7W3zv5mD8M2XMLHPx0aPQ+/5mz2D8MHOcGZ5//nFtQjVK0yQNGoIixahUN5dA7uGZbDgS5HEs8Gntv6IFjviyyFvo6On7rkqoqKQt3Ej5JlZrBCl9KKxVarH4q9hO2iQ9npyXhk+3XufzQ91sJSgfchDnMr9yeh+VED0deev2eKu6zenOd1OxFD+OXwn/knndvB2JCDmCguU5D8VmYVKuRKNfJQYdWAQFGQXqse4huMwt43OeaGO2vOP/LbXUccz3km0aNEi1jVkb2+PadOmsZFThw4dYh34ZA36rJ5fhWUyHInIYLm43o1daxTm/g3cSsrHooORuJ1SgGBXKwxr4YkvDkbWaK1/bE7nGu29NdxIzMPwny4ZbSeBcmrH2onGzwIXY3Mwdf01VFR5q1ORwg9jQtG3ia5zozaQmEqiYU34OJhjRqcAVqjXtYELQg26cEmQHLf2CvKqhFSxgI9lY1rUel+oG3nt+Xg2C5ucEpidfYvqRxzp89PpGHx12Hh2Z5CLFY69xR0lRTELFXSQpTh11NOc9kCXPydMUix75H4G8sukbERPrYsnbm0G9rzC2VSsMkf7yh9QDAtmWa7pQicxfuOlBBRXyNGroSvrzN99O5UJufoIoEAHu1xsfGMIYFG7UWqnorIw5RfTY5f08XWwwJSOfrh0NxLmSWcxRngSbfnVi8RTpe/gpDJUez1mYT8jdwuKNWlElXr0mz3WnY/HsQdZsLcQsdevb39/58h6NL/0puknk9ji0MArePP325AqjJNyAc6W6NPYDatPR8EMMmZl74Ec/E+0Hu3FMbAcvhxopHOeis0uYftC+0fFzKeidE5RGuYPaYyJYXqCc3EGcPAdIOqQOt717wxE7Dbe18BewHiSTcDcFO6nGY/B0nc7uPxBD9Y9rw8V11B8Tmu2bj4i2K9sBhgUfaP5GGDoymofu47qqYub66jDeFQrxc00Ysrc3JzFzBQ7k7BPsfT27ervtGfx/CotrsClo+GQSeUI69UEdk5PpgjpWSX+fgpWf7Id96/EwDPABX0mdMTP/9sBaYWM5eRMubN+u/9dNGytHlVYEwlxWXhprPHvyoTpXdjleeFOWgYmb92BkkqptkP6y/69MbSpuqmmtiy/fhlLLl/gbLOILYX3hmR1tYRIBDsHC0z8bCSyMwrRIiwQzVpz1xdpcZl4d+Bi5KarHUL5Aj7m/DAJvcbULt9M3ci/xV3FvuRwJqYO9Q3BSD9d7FUTf1wLx3tXjkBlUI/jLbLBuWncphvibFYETmXeg4VAgiFerRFsU70lfE1I5XIcfxiLrJJSdAzwrXXxBHXav3zYYO462dhL1fPthzdqjK9792aFE+cTErHh+i3klpWha4A/PIskOHo5EqfMuG6zhJVYjGMvT4GjdfWivT53EtIwYdlWyKxUqHQyXo9KMnkQF/HgbG+Jaf3b4nD0Q5wp140g0sAjNwEloHLiOihouDXqTdhLuLn49LIinEuPh5OZJTq4+GHr2Ts4fisaFmYijOrUHN2b6/LZP9+8jvl3T3CLNBTqkQVmEOKHYf3x2rk9uq5+rc05D56WNhgd2BxLbp4DX6SElVUlJBLaTxVUSiE+a/ECBnnpjrOk4gKsDb+OuMI8mPNEOHE/jn0m+rzVoQNebddWe71QWoolkXtxOvMe67Af4ukGmXKn0fvgbt4IL/p9z/4/7sRmVtChD7+YD/NoifZcPvTBVHg4cH9byE3gXGYs8qVlCHP2wv6UKahUcgud/K3aY4CXzvG1Dvzl3/Wiqu2+Xy0A3+zRRV7Kigokvj/vucxb11rA11BcXMwqIynxSLb6Xl5e6Ny5M7temyrJv32xEnMC2DpeZzlnbg9M2A14PHq+xb+FlzZex9EI4x+RveKP0Ixf1ZYxdhsQrLY4r4mspUuR+5NxQGX34mi4f/YZngfokO+y+LTRbMT6rtY4MqezNnmdkFuKei5WsJIIq5292PSzo9V2DxGBvBTstVgIC4Ve8qvvl0C7Wdqr8aNGo+LuXc79qJM84NDBWjtdyBRKRGUUs/EGZFtZW8rv30fC8BFG2902bIR929Z4GlTIK3A08Sib3U4d5E2dm2Jd+DqcTTkLezN7jG84Hp28TM+5JqE5Y8ECFGzfAejZ9Ojjv3cPdhWYMWFan0lhvpjX2gExPXsxgZmw9iqHW6tCCM2UgNAMCHsN6GEsdhtBAciW0Wrh3CQ8ILAnYOkM3PlNu1WmEmCy7D1cUOq5A1QDJQJPvt215httGAzEn9F7WgEwcY92Tnhczw5IyAOm9v7Q6K7O1hJc+6gn68i5uWUPApf+z+g2LoOC4WhJbgw6SlRmLPG7+qUeWhvSiogIJIwdB5X+zG36PZDrqjzF/v7w371LO5den8rkFMjiYnHcJgUf3zUu0BgaOBTzO8xHTFYJen6r93qrsEMxbpu9jH1WFvjd2hqlTvXQM2AAXmr2EsRUuGWCn+78hB9v/6i97mXlhY39NsLZ4slb9v4XqEtE1lGHacrKyrBt2zYWJ1+5cgW+vr5o1qwZS0aKa+lc9HeeXzSehIS24qqOdIqBfpnSWm2z/B/hnT/usC7mmvh+dEitRN81Z+Ow8KDxbD/q0P9hzJ+3zPu76b/0HCLSi4wKAc+9143ZoRZXyNhsebKtJpv66mj22RHWwV0TZiK+tlCAmN0zCLN7BmuvT1h3hc2d14fi34tzu9d6NAG5HkVmFDHR8nE64hNyStFtyWkje3n6LOkzfRrQeoOKXmOzS9HS1x7t/B1YAQJto+7viWG+6NukGrcC2tFjH6vnlcsrkKJywlzZDJzXi0O3zwxjDkWv/cadA0od5VRo0m7RCVb8SHTh38GXojVw5+WpC+NbTQP6LuK4M5neDRV7/APhBkW0Brbtwa7W2KjnWkCdMj+KlqKvwLT4f0DRBq/KZnPi2pqY9esNHLqnG/1Hu71mQitWTExkLO0Ot3zuiCUttE6Yl4nMogqsPRePNeeMC1Ha+jvgSry6Y0eDGDKck7wJ1zE/qrvoKT7PLsGQ5Re037OE4WgHOr8Oze7EnBYMySgox4OMYjQruwTHvRON97XhIGD0r8gqrkCbhSdqfE80zzWwuTve6B4Ey2rWvbj8E3BYr8jV2gOYegiwr+to/zPUxc111GGaiooK5mBFcfPZs2eZnT7Fzvv374dZLZLzf/f5FRuRig/Hr0RRvtqJR2ImwryVk9Gqi27G87+dlR9txe5VVb81fBq7aBwTvPrlixg45dEC/KG9t/DdF/uMtrdqVw9ffD8Ozwvjf/sDV5K4awl7c3Oce3U6JEIhyitkiE/LhaezLWytq49DO21Yg5Ri4yK8gCUxEBXK2fst8XZFZZWrJjF0Yge8/H5/7fUvpq7E2V1c9x5LG3NsfvANzCxqN0KK4rjIvBxYicTwtqm9u2R2cSm6Ll2DUnu52gaeDhEpsCCsJ8a2fjqaDDXpXMu7g8TSVARY+SDErjG2J1/Aycy7zKZ/sGdb9HavvgDh+2sXserWVZRTLpPEe+oqV+qO6bVDXoCQx8f07btZcYOGbvX8sWzwAHRctgbFVY7IGug1W5TwMbh1I8wb0aNW65VPtx7D71F3ITPRYybOA9pZeKJpYw+su3ADUjsF5HYmpD0ZD3wpH0oHKceCn7AWSXBj5Btsjn11/G/zMey6dI+zbeHEvhjQRv39NmjXeoQXGWtNvCIBRDIB7rz+Ghu/sDHyJpbePq/5q/Z2HZ19cS47EaamMXzToT9G1FOvV9JLi9F/1wbkVejG6YqppLhQpRXxnSwscGDiBDhZGhc5Z5WW4F5eFmzNMnE251Ojv3tbhGCE79eokMvQaNtik++FxW0zOLoVwqdhBrzcJGjl1Br93IfBQmi6qDqi4BBOZSzRzpQ3F9jhBZ8lcJQ8PwX8zxJFdQJ+7S30NVhbW+Oll15il/DwcBZY/frrr3BxccGAAQPw2muvoW1bXcXLPwp9mR54izsvrjwfOPIRMOUA/itkVllNG5Kloo6WeLBvS5faVQJKAupVs/3R1ZTPCjTzz1C8J6Iyi1mSjJIyP5yMZslD6oJ+v18DbveD3uFlOFfRkHnmO7niPXFivtrW0MwWKrncSLwnpAkJzNpd6PjoSsFz0dl4e9sdZBVXMit26hxbNKxprYIC88aN4TpvHrK++w6q0lLAzBwur7/21MT7wspCTDw0kVmVW5epkHNdifhcCXKdpEhqxcMDcx4upV3C8h7L0dnLeL4OTyCA+6efwuXNN5H6yhSU3jTuyim7fAWrMo3dJLZcS8bbferDcdpU5K5ZC6GZAh5h+dCOrqGuknPfqGep914I6M3AMYLm8Izbrk5kXTHReTJpr3pe57fc80rEU+A1wZ5aCfizutTDzcyb2Bu7l10fEDAArd30Ppe021zxnqCO8ss/agV8pZwP97Ic1M9LQpQD1y1hUDMPbdJOrMyFqYnZkrJbgEE8YsWrQHf+LYSntNIK+LnrfuaK94RcDqvevaDML4B5SHM4TJliUrzPWPgF8jdvZkUVvuZC2L1hhgK+7rH4PD6GBQ1j/6duKepSMuyKdOIVYoeVJT5zrjpfSlIQe3cVfo34FZ7WnhgeNBxjG3Ktf2Y1n4WuXl1xIe0CXC1c0cu3F8woOVtHHXXU8QSxsLDA5MmT2YXcrChuJvcqZ2dn9OvXD7NmzUKXLs9OR8kne+5zRCXqvqRth940XVj3b4QEukfR0L12CeFAF91Mbn3qOT++/fw/BcW6huI9QQWAZCdOtvJfH4lCmVTBxPc3egThla6m3YZqcjXQOGLpi/fE8pMxGNvGR1ugeiNRZ4mpgWJgiu0D9Gag1+SK8MaW22z/KcdMoxCWjGwOM1H1CSwNVKCweERzzN93nxUiUPf/zK71npp4T05VL66+jPDUwmoLHC7G5mLpiyEYEmKioIReYO8FQKd38M2vu/BjrBMb7WVo334i0jj5RnPryUqdiie+OhwJG5RihWgpiwMrVCLsrmyPiPPlaFK6DYOHjKjx/aNk/opxoQg8FoWlJ2KM/r5yQija13NCm4Xcwlja12XyodUK+Pwqy15iZpd6bHb6tuvq8Qz0mXQOdubY4+uL95q13OpzcVoB31Zges3MaDKc/eNqYwb3akY2GLoVEFKIcFjRBpPSbmkF/J8vxHO+ZwkS7/s0dmXrVBpl8HKXAJPi/ZKjUfjxdCw7LyU84Iq1G+yk3NeFlpO1BViGx4sp6FxYdSYOmy4lwsveHMNDvZgLBhXnaKHi84CuVePGnIDGQwHJo8+3Ouqoo47HgUT6sWPHsktcXBzWrVuH9evXw8nJCX369GF5aPr3WWH157u14j1RWSHDio93YN3pD/8z47PyMgq5P6wmBHz/xrUb++fj5/RY259V7mUYx1X55eVILSzC/ftp+H7zGZSUVUJMTlD9WmLWSJ2zpWFXrylUAvV7LHKw4Yj3xO5NFzFgdBt4Vb1nEVeMLeFLi8qR+CAV9Vs+Oo9/PycLrx7di4RCdQd/D98ALO05kHWVPwpna0t8N3QAPttzHLmKcgh5PEwMDcWYVlxX2ieFTCnD5xE/4EFRtHabQmGBrEqN/zxwuyAepYpKDPUyPQZgduv2mN68FebsPYDjycZd3heTkxCdkcsR74lTsfFILSrC21074H9HTuoiVCUgKKN4UIntN+6hQFqBL0b3hYW4hnwzieeje8H/qgPmX+Y2VBELh/fBoIYN0fmLVey6usDA1BpLBaVQCVAnviX3WJrasBWyKlNxLucMKhTlaGHfCiF2usKGvOIy7L1y3+gRN5y4rhXwRdXE/rQ3PerVg7lIxC7eVlT0Yfy9cCs3HTztqCnu38NzMrQC/qaIWxzxnpBCgd4NAlFaIkOwkyOmt2plUrxfefcqvrl+DjKlEjyo8GpbRwiF3NFVTe3V8TnNtbcVm6FQapALUABWwflo2iKOfb2VqEpwOvswTmWdhUzphy4uoRjl3RtCrbgANLLrBw+LpogrPg+xwApB1l0hEdTFzU8NFZvfUrvbPaf8pYiiadOmWLp0KbM7+vHHH5Geno4dO3bgmaEoDcg3thFBkrG187+ZLnrJCw3mqEBrjSVh2KuAnXetHsumT2+Y6c8Wp8qngADYDlMLbM8D1BlkKvFCsyIpKbj4SJQ20UHzwSlxHWHCepASVZRoMaSNvwNe6VoPnw9pjM5WJjq4qKAkW22/yRMKIfI2fu8FDg4Q2NrWKrH3yuabLHFJUDKH5qzqz9x8FA7jxyHozBn479yB4PNnmcD9pInJj8Gs47PQfVt3Jt6bV6iwcIMCIy+o0CyyAqPOK7FgowISKU13V2HD/Q01Pp7g+lJIygxmQFYh8vLUvh/6UDKvoFQGl7ffhs+GDXAd3VIn3utzZRWweYS2S79aNEnR+gP0NwId31JbWhYkqwV1A7z5WWiaHQOJnDtDk2jgZo2u9Z2xZmIriO1uYvLhydgRvYNdph6Zip3RenY/JcaLAkaxrrvJuv9g9u8H1zehUW68dtb9C83d8F7f+trbmTU0LuDJk1jjhqWvyaeohIjNp6SO+Ek/X8XVS8aBHWE7YCB8N21k77nQwbh7s/j0aeRv2qR9r83K5Zi3rgStef4w40sQbB+Mb7t8ixAXdXWuo5UEw0KNE9QzBAexydbYqq5UXoqH+Q+x6Ooi5vJgSEPHhpjedDoG1RtUJ97XUUcdT5369etj8eLFSElJwS+//MIqiX/7TefS8k9DMYUpoZYsy6nD+r8cN+vzYmvvWs9opseizmJ9qHBufDvTv6/PIlQcaqoQgTqeU/PL8Nm+CCbeExQ/f304ClfijGd6E4NNCN00l/zVbvXw6aBG8HGwMCn639c7LsmhyBAquKW587VxrJr5603tPHBW6303HT+dNk5uVseIll648mFP7H+9I+v4phn1TxoSm8lBLfTzYxzxnjAlxj5qLAFurIdZ4ikj8Z7wdjBHVpFx3Ey1FjkllZjVtR52vtIeC5pkaMX70dJPMFf+EjYqeuO961YYu+YyK4J+FG/2CGad/fpMaOeLvo3d2T6Yem3JKhfcUtZDgcr4c3/g3B+dgpyYAwKdV0N/vIDNV5LYWmjiz1exVq9LnkYymCJLr2DHvJnxODhKK8qDB6gd1Kpo7GFj0g2qvdL02kQCqbpYPj8R2DIWKdf2m7wdjUfY+nIYPhnUiBUKmHJI+eFkjLaAvFIlxJDi95Dj1BoQmgNO9YFha9QuYFRAJhZiXNvaf9fQefwwswSLDkVi8VHjURFwaQh0nMPGg9WJ93XUUcfTJiAgAAsXLkRSUhJzrlIoFEzMf5a4d63K0VSPjOQ85KQbF3T9W2nVQzfbngIrQ5PfjoNC0biN6UYwQxo380ZYJ25cZe9giWEvtsPzRLCzccGBtUQCRYUCX6w9xsR7QipTYP3eqzh303QcOii4gfFjW9lj0pTemDF/JOq1NH5f6f2Pvp+qve4VaJyzFomFcPV9tPMkPZa+eE+cSIzDkquabupH07txEE6/NwO7po3H+Tkz8X7/LrV2mq0tZPv++vnd6H5oIUe8JwSCMkj05r8TWxKNXT31OX4+ElfOG4v3BDkQZFHzmwmyS0oxtmVz7Jw6FgOCgyEsBcT01pG2KKLCCxpZFYNxP/2O0qrxCjUxuU1LjG/KLXYY2qARhjZpjMLyChRVqI8jYSmPicwc6DSk3aect5IPlPIRbO2M9m6+WNy+P/r6O2Dhg89wKus4LuVewI8xS7EnVZdvzispM9mwmF2oe+0vBOqd+xqUQJirDxb26qXd1NjB+BikHawUVoIvVkIgVoIvpBege7769s7IKivBq6f3YGXEZUpkk4c45xFae3vht9Gj8FmPHvAyoZ9E5WVj0dUzTLxXPyMP6281gkreCAKeGexEHujh9ibq26ibKQR8PqbUN25mVMn58AnIMapN4vHKkF2Zgs2Jh7Aq1njMi53YC6GOL6KJ3cA68f5po3qMy3PKY3fgm0IikeDFF19kF6n00V9CfxuWTqzLGRUGwZND7YKHfwszuwSwbhPqsCDMRXx83TQftjZTgKBeQL1utX4snlgM3w3rUbBjJyru3YMkOAh2I0dCYPX8VBJRNwGJl9S1rvk9ouTk+33r4+h906Lo0YgMNDKRrPliaFNI5SqcrOpc6d7AFd+MbKabFxvXGCgyEPEFEsBR15lEM9vT3ntPnUWswum1V5m4XxNShRQno9LYrEpDjtzLwLTHmK0qsLKEoNHjzWOqLaWyUkw7Og15FTpLyS73VHDTxYAMzzygY4QKJ0J4yC03nfhllGQBF3+AfaAShXEWUEh1yUizRo1g1aULuqTdNuqyoYQvJSlLpCU4YBsPu8YW6HOzmueIOw1EHwXqG8+g1y8IuJlUBNuuK9GwUzSQ8xDwbgM4Vn2/uDUx+f0TLmiMOUknkRmlxI/NhiLZxhX2FUWYEH0Cb879BgI7OxYo996xnBUz6LPi1gq8EPgC60qHTztAZAnIDILHqqQd4fz6a5AlJwPHj2PJuRUo8fWD75dfwaVFM/Z3coAgrLp0hmXHjig9rwvEv+88DSJhATqpwsHXC5QyVXaQ+nVjc0S7fXOG2a76OdVDgzyDYimRCBYta56NVXr2rNE2nxzg3S+imQW/4/ROcBncg/P3hUObwt/JCgfD02EhFqDvpd/QrfAGVvjUXPCy+cFmTGs6rcbb1FFHHXX8HYhEIgwbNoxdnqW4meaBu9pIkGkg5pE9uaX4iSwZngsmhPniclwejj9Qx3bUZd2zkQvcbMzRMcgR3fRmZtcm5lw/pQ123kzF9cQ81HO2wpg2Pkbzpp91qBOb7Mc1HfSUwKBtJyOzTN7+yP1MtK1y6dFn3sBGzNWBYjTqXOkY6MS63zXd9dRBHZ3FnRdITcBkra5hTs9gvLTpBiep9Eq3QCZW1gTFbedjsk0KuTRffs5jCPE0H76JZ+0tRB8H2s+xa65oiwxqAwnt1VJZDJz5Gi8KBNgo740skAObzgmCHAiuxOVh6/Vkzt3ou4AKS8ukcjzMKIZQoC6u2Ktojzsq7lr6ZlIBi8uGtqi+w06uUOJWcgFbn9CFRn819bLVfrZ+jhZwszFjcaU+bcUJWGY2EwXFZVgo+hmN+InIU1nhJ8UQTJk4C2/Zqa1n+3x3Vruu07DsRDQrlqGia3ouOu/ySqXVF+y0fxPIiYYq/A/wVEqUm7tB/MIPENbvrX0NbJ8CHNG/qRsOhuvWGt9ZbYKDNA2nFc2g0PjEUjErStDDUwHU7w/81B7Ii0UYj4fTUMfiGuic0jhbVcepqCw05sXDhVeA68r6KIYFElVuWJ7eEJ+Jb6rX9M1Gce7zUf+GrLhhz500iPg89C/bC1l+Mn6UD0Yhql+//3opEW/3Cq71WIo66qijjqeFQCDAwIED2eVZipsJTz8nJMdyYyFLazPYOT0/+dG/So/RYbh15gFO7biqza227dscLl4OaBoWhLB+j9dt/fGikTh5OBy3bybAzd0OA4a2hKNT7QpnnxXe6twB07btglShU1Xf7BSGa3eTjDq3iVPXY9Ap1FineLttB9a5v+fhAyZCtvHwwpKefeFVZWOfUbAXkXe58RvhH+ym/f/Y9wbh/uUYyKS6vPELM3vC7hHvqUIlx72cVI54r+FIfDQ+7dgdtUUsFKKRR+3XT48DvZ+TT27Fw8Ic+DiaFtbFfCUq9QTufCl3raGPTK7Aym3nYVYGlLmpoCS7oyo8bWwwtGFDpBUUIzqHm7O2kUgQ4uGOSoUMsbJ0SDykEETJgEoh5FZKqMxU4Jfywa/k42FGDnbfiMC49iE1vq5bGWkY3qgJxjVtjvvZWWjg5IxGzi5ad4MAZwfEZeeBp+DBLEMAmb0SQgs+7MzNkVlMr1FPcVbysaLzEAQ5qItLvo5cyMYN6HM08xB6ufZhtvABro5wd7BBeh63uL99Q11h6LjgEETmZ2Nr9B0oVCrYCiX4vF1vDK6n1hYUSiV7HQ0dXDA6qBm2Ruvch63NRShTVWr3kFLcfKESSrkA/tb2GBrQGKMO/YbwXHWszcRzgUrdI1fVRd3eg+sya8ipFCqwIlcQjXDLQ4nUDEsveoIv98bIhk0wqZ46xtfwRtNOcDKzxM74cCbRFJfJ8LAkD2Kh6RFwmlz5sYwrmOI/BBZ1rq51PCVqnY27ekTw7SMAAQAASURBVPUqTp48+cjbkX1+t261F4SfKkIJ0Pld4Og8vY08oNsH3NslXACu/wzQlzjNjAsZ98hZfk+NhPPAtXVAZZF6X1pMZHNt/gqU0No8vR3CUwrZLLxWfg5G8ymLpcWIyouCj40PXCxq/mHlW1jAYcJ4PM9QginQ2ZrZQ1Jy9YUQTybQm+q0J0xZGBIk1K+d1AoFZeqFhFa419B1LpB4QX1saej0FmCh68ayHTQQIk9PFO7axWa803XLMNN2PoRcKce3N77F9ofbUVxIgdnLRrehmZh/NyQ638m+gyJpEbN6N6dOEKpeTDzOEe8J13zTZU9uVdtN2edryY0BlDKIrQC/XtnIe2gFaZEA5j6WcPhxPbPZ/3hgI8Rml7AuEsLJSsISxNnl2ZhwcALSStNgrlSihUAAF72gmkPmvWoFfOose/W3m8gpUX/u1F23euII7nEiMgcGfg/sehlQVC007f3Rb/KPeHh4NNzz8rD65GIUi8xhIauAACrIMjKYgF8uL0dGaYZxl1B5FiuIsBZbq4sDXlgB7H5VJ+JT538H9SxQgm9uDq8flkGWng5FcTEkQUGs2lVRUoKM+fNRdOgweHw+bIcMgef33zEBv/xuOKR+gbh+SwyV0guzZa/gTeFOePOycFnZEAcFI5FZIcToVZdZkrUeLxVoxEOu3AaOcVSswKNVNlw/mAuhU/VWZ4rCQhSfMraD0iKXI3flKliWn4almwwI7gO0nQmRUMy6wehCRK16Dbll1mjhB5ysin+DU1ToEk4WScC5xnzcd3NCem4IVpyKYd1/3iY6/Oqoo446niR3797FwYMHH3m75s2bMyv9ZwGKh0gcnbsznLOdLLT1rZRvJxdg48UE5JdJ0b2hK7M3p2TdP8GtpHxsuJjArNx7NHBhYt1fFZwkQgGL7ch5IDW/HKG+9kaCO7kV3EstZL8nHlUCYnWQeDi2rQ+7PK/0auSK/W90xK6bqUzEp9/S5t52WFNN57eNuek4lCy9l48NRVGFDHKFyuh9fa17IE5FZaOwXOf4MLm9PxMgNfRo6Ipdr7TH1mvJKJcpMLCZOyugrSk+XXL0IdZfTGDFA6b4J+JmzbmUW1LJ3Lusq2LI01FZjyXeazq3q6UgicWJTjxgt+RjrJP3x0OVF5qL0zBt5hJ2fL7btz5z39B0+9tZiPDdqBBWJDx85UXEZZdCCGe0Ervigcr0cRyZXgy0ML0LtAZ9adN1pBeqxXk6dtZNasXicw103tIIMHIWo8+VIMe0D6fPwrQN1xGvKkV/6SLYoASlMGcieY+8Mu35R3G/ITTmgIobvOwt2Hm9ZFRzvLHllrb4uYWPHbdwQygGhq0Gr+f/gLJcmFPXPJ+PcqkC8/ffZ4U4lMyjY27R0KZs/XgtIQ8BjuboevQyeHw5fhQtxbfyEYhTeSCEFw0za0dMl78Pu9WnMSXbEl0FwBTBIVaEsFoxECrwWZHK273rw9exhtEa0lKMi3oD70qusKulKgnelb2Mg8p2cOHlq12/aKwXjdiiLGhgd6Ddq+CLLTC1oz+7ML6dDghTkaOywRrFQJNP5YlsDFFchOrMLaDZCMDJ9EiMOuqoo44nBY2Z2rVr1yNv16BBA7zwgrFbyj/F+Nl98eUbmzhd5y++2hNiiS4vFBeRij0bziEvswihnetj4PgOrAP6nyA6NhM79txAdk4xWof6Y+jgUEj+4r4IBHy8v2o6xrw9AKmxmagf6g8HV26RY2WlDJGxmXB2tIKHq4mh3noIhQL0HhjCLs8r7Xy9sW/qeOy6Ry5VMvRrEIxW3p7Ye5q7xtJgXc0seolQiMU9++KTzt1YMYCjOTePNWJqJ5w/dh/5OboYqPfQUPgF6eLiZh3qY9nJeTi04SxKCsvQfkALdBzcssb9P5/9By7m7EKFogSDQqxwIToYeaW6ohRrsen9fdo8KExHZnkRWjj4wFasjv+uZiUz8Z4ol5rO28uoA12Pdo7GzgYa8gpLUVBczjyr7B8A5a4qyCwAcQUPO2a8CBszM7zWvi3upKfjekoauw+NE1g8oA9UPCUmnP+F7SejKaAo50OqpHNMvVYWZAsgThfjYUZ2tfsQnZeL6ft2IalIHZfXd3TCz4OGwsOa21T42Qs98MrGPSiplIIv48G91AprRg3D3ItHkVlsXMwQX1igFfAzKtJNvE9S5EpzmYBPa/+FE/vgrTX7UFCqjt+DPZ0xZ6guV08d61+E9cGckI7ILi9FsJ0ThHw+O1a/OnUWf9y9z/7fK6gePuvVHf186+NieiK8rGzxXcRpwMDgj8JXB5E5rGUWGLNnK8KLjXPi4NMsYx5ead4WTZyqX/9VKuTYlxgBnkj93cy+ojXiv0qt5297cA/xaXmQVArQxs8LUzq0hLWZBGODQtmF6PPHL+yzyyy0gb0VdxSzUsVDhUJ9zMlUciy/fxZDfENQ3+7pFKvUUQO17a5/jjvweSpDf5tq+OabbzB37ly4uekquUwxc+ZMzJunL5hzIbtQW1tbFBYWwsamdvMj/zIPjwDh2wGBGGgxHvDVE0ejDgG/jwVUepZ9bWcB/XQ2eX8bpval9XRgwJKn+rRbI7diyY0lTDQU8oR4scGLeL/N+/gvkpxXhj7fn9VagWqSWCfe6sLsu/8UlDi7tRkoz1fPPgz4a7NuV91eieV3VrD/09lbFv8mlJXuXGf3Rq64n1bEBOVJ7X0xuvXTTRqTQD/z2Ew8yHvArluLrLG49Xx0COqJ3yN/x8IrCzm3bxupxNu7jG0yF43kQ9ixLZZ1WwYrUuhNUZYHfNtQPbPecDbliJ+1V+mr7VpCPipkCrQNcGCJu6+ufoVfH/yqvY2/VIZvsnIQLDNhDTxuBxCk62bXQN03Hb46adShOLm9Hz4b3Ni0YwB185vZAUG9WXIw5fXXUXyMO+dTYG+PwDOnwa+aJTVi7whE5XPtKwPtArFriMHCljr8ky4DVq6AR+0WOSlz5qD40GHONvMRQ+C3QP29R91WIf87BmlVp5EGCmL1t/CgxBbxArSrGsdxr8IXp+TjMPOdSRA94rciY+EXavt8IzReT2rsg0vgFlpVWGPnpy7MsvdTF8L4tEPSyy+j9MxZFJsDi4cL4Fyowqv7dCaxF90bY0GbCVDx1AtTsZDPRhQ8yiK5jsfjH/ltr+NPc+7cOXzwgUExI8ASZzSbvY6/Ds26pzmdHh41z8amGZ9ff/31M3V+XYjJwY6bKezreFioFzoG6YqxLsXmYsK6K5xZ5jQvmYSxv5vLcbkYv5a7L0NCPLD0xWpUxCfEzpspbLwSicEkvI1q5c0cmTjzov8jUDd7jyWnmVCqb2d/ZE5nJpr+GTKLKrDtWjITXrs2cHksxwNTrL8Qz2z+H1WgQB3h5EJBhRaT2vvhaUIFDNPWX2NxquY9+/yFJux8o+LiN3+/XevHIjH8l8mtq3d1kJUDS+obO9KRY9N47ug7GiVG+xYW4MiE/e+PP8T3x3VWpF68bHTn38RGhfH84WVjWpgckUDxeI8lZxCXw00kDmvhiW9HG8et+aVSnIjMYi5LVJjACgz+uMNs8fWhv1/5sIe28GH0qku4Es8tGPawNcO597tzCowoxiXHAVrftfDRuRHUxAc7w7HlahJnW6+GLlgzqcpmkxZki7y4BdsAXpK9haOKVpy4eY3oW/QUqC3ASlRmOGY3Ei0nfg0fx0ecL6e+AM58xdlEIn6fyq+wU/IpXHjcz5dGDiyzfAPnhGFsvMTLneupv8t3TAfC/2DPPUs2G+eUXCeA9vx7+Fm0GGa8qrURXwgMXwc0fnYEs38D/7a4+eeff2aXmti6dSs8PY1HodVRB7F9+3aMHDmSxc012WsPGDAAq1ap5z4/K+fXvWtxOPrHVdbh3HVQC7TVs5R/eDcZ7476AVK9AsKwXk3wyeonP7byUURFZ+D1d36DVK8Tu13rAHw5f8RTfd6zV6Lx5fIjKC6pYLnK7h0aYN6b/ZhQ/1+jpLwSI9/9BXmFOiFQLBJgw+fjEeBZswtPdRTkluDorpvISi9AaPtAhHVv+Jcs6u/kn8Ke1O8428qkYvxxtQ0UKnWWrYdvPcTl5bO1z6gGTTCjRSvwn2ITZLlcijnXtuJCdgy7bsYX4p1G/TA6oBVOpcZg6uk/2HY+T4kGHpmwEOvyuyUVYuRLzSAUqteL9azc8U3IVDhTQ5QJKN879M01yM7nxnRNAt2x9n9jOdvupmcgr6wcrb09YSkWY1PsJXx9/7Dx/peLoNQrIpBES/BZn54Y3db0+nnI1s24m8UVr3v4B2DtwKFGty0qr8DpyHgmnHdtGAALsQifXziFdXducG4n4vNxYeLLcLFQF4uuiFmKOwVcS1pLoRW+bvYdRHzdmqJSJsf16BRYSEQICaj5+1nD16fPYfUV9VgpS7MK2NuUIMi2AdYMm6C9TYc9PyCjvNjovopcEXgqPlQk1FsYN9u5mlvhtz5jUM/OeESrPmvvX8OC69wmZKZ+yniAlK8dj8CvACSFfJaFdrKzhK2VGRwtLTClTSi6BQXg4/PHsCniNju2QgMS4W6vjrcVKh6yKqxQrhBri0cScxzZefBF6/4YGfD350b+zRRV87uu2e63cCH4Zo8ep6esqEDCRx89l/F3rUvtgoKCYG1tDUdHR0ybNg3jx4+Hg4mZxs8k1LlJlypkaWkoOnIUPAEfdiVrwNcXzIlra9Wd+5Z/7gf0T3P2G654T9xYD3R5H7B6OhU88YXxTFzVWHXLVXImcIa6hqKXr25myX8F6qTaPL0tvj32EA8zi9HU0xbv9Kn/58V7ws7H2PXhT0Bd1BmfL0CH0yfRzBw40JqPPWF8mPusQ2VWX9gq2sLLzopZ1JB1qZpyvL9Dbf3yYpunJ+Ivu7lMK94TxbJifHBkNtZ9UB+d5s6GkC9kzgEargbz8DBQieAYXRBT2aMtPnjzPTR0eoSVP7kXdP8YOPqRbpulM9D1Q87NKLCgjiZ9InK5Cdx4sQjjPVzxS3oWGuvZsWV6t4JLve6IyouEmcAMfrZVidycGNy7QuK9cfLhRGSmaQGfzl0qHNLD+a23UH7nLuRZVXZrIhHcPvlYK94Tc9vMxasnXkWZXB3ck6PBB21MHEcUeOp9vz0KRUkpio8eM9pesHsPFg9yQHe/HghxDsELLTyw7To3WWpYckFdQ2vl/dFOrBbwm5glQtVE8Ujxnig9d87kdtdWBcgJt4GiUr2gE0r0nrWgyqY/JwqIOwVMPw7X999H0oNIWGdlYf6vCsgF6kID9f4Ba5oM0or3GmvaBTtvocO0FhDWCZV1/EfJzc3FzZs3cfToUc52Cn7reHJzO52cnFjsTHHzxIkT4eLyfFRjdwh0Yhf9GdH776az+OJoRCZHMCd23krB7J5Bf7u7yY+nY432Ze+dNDaTvMZO1r9ARmEF3tt+V/u89M/v15JZJ+/TLpZ8FnG2luD3l8Kw5GgU7qUVor6bDbPd/rPiPUGzv1/vEfSX940KAD7dc59Zu5uCBG+ybCc7/GMRuhFan+69z2KFGZ0D8LRYfjJGK94TpVIF3tp2BytPx+LD/g2ZOK1fTGwKOuY+HtCIOUTUCDlC9V4A7H1D13ZAsWOPT41u2tLgschlQp8UlbNJ8Z7GVPVr4obIjCII+TwEulhrC6N/u5JoJN4TJNKbwt5SjBEtuVb81CV/OT4XyXlqZwLS4z8Z2Egr3hPzBjTC+HVXtO4NNPpi/pAmRu4g5EzXrSbHAgOUShV23TIYh0ZWmQ+yMHfHHQwJ8UIrP3uIWk4GLi3X/j1B6coR7zVx82r5AK2Ab8WrwFCXDOBR4j0Rwy38JSx5lWjBj0ElDVbVe5m07psknYs7leRWVcLGUlyMzcVv09uibY9PgOSrsCpIxCbxl+heuQRxKl0h+EfCzTrxnr0BcsgOfoBcz95ws6tzsKrDND179kRwsM7NgoTY3r17Y8aMGdptlEeso47q8Pb2hru7O8zNzTF16lRMmjTpuSn4aNI6gF00FOaX4szhcFRWyBB+Pooj3hOXjt1D/IM0+Desucj3SfP79qsc8Z64fC0OD2MyEBz46PzNn6G4tAKff3cAFVXvAf0+nTgfiQaBrnhxiPGs6X87VuYSrPxoFH7cdh73Y9Ph6+6A6UPD/rR4T9g5WmHU9BocTGtJUUkFvv/5JHJ9t2mngmqwEEvRxL0CFRU+sJeY40S8zoFr0aWzKJFJmd3/02JT3CWteE9UKOX4/O4+rD1xB3O7dWX7lF9ZDqWKj8g0VzhalcJSKUOxQoKcIiuoVDy08HDAJ617oIWDf40iNDlCzZ7QFZ+sOAhFVUOTuUSE18caN+I1c+eeNxGF6o58QwQCJUfAd/G0wJDQxkgpS4MSSvhYqOPezKIS7Lhz30i8J04nxLOiWMN9tzE3w+AWDTnbXgltizNJ8YjJVxe20j3eb9dZK94TwzxHIr4kFkVydazPBx8veo/niPeERCREh0aPV9i8Pfw++7dlgxg0CUgCn6+CUnkXv8bmINh2CJrbe+PFei3w/T2DkaqVfCbeM5RVFwNjPW+R3SPFe+JMmrFLHL11JLlpxHu2rSrdrBQBWRWl7ELjEa4kJmPlyCF4I7Q9LqUlI6YgF9dj/WEpqYSFSAprh1KYW6jj5UqZAOn56jwa5Uu+uHUcLR28EVCL/ayjjicu4A8ZMgTp6enYsWMH6yp6//332TZKSvbo0QP8v2jz/ndRcuYMUl57HaqqjluboRngG2qzShlQnPb3C/iFxrNraNGM4vSnJuCfTTlrNGebOJ18+pkW8Mmq/Y+oP1AiK0EPnx4YGDDwL1UZ6kPdGJumtcWzBP1QJ8+chcqoKDZV0a4UGHdaiRIz4ESLEph7bMfWweMgUXmg09enjO5PtqEk4JP1+92UQgS7WaNzkNMTe8/Op+pmp2vIt+bhYU4EgmZ/iK9/WYiFN79GbkUus66fUliEIa2KUOYrRkWBEGbt+8Pi1XW1f8L2r6nt4h8eBsztgaYj1P8+gmD7YNzM4lYZlvP5mOjuit6lZQiQyRAuEaN/t7exYs8QJBSpBWMaCbDcpiUsjnwEByV1p35v9NgOlrUv8pD4+6PekcMoPn4cypISWHXvDpEr1/6nlVsrHBp+iI0goM+/p29POJo/ie8k8gvinvN5VsAXowRIityEjZGb4G7pjm86fw8riT9205gJHo/NvKeZtYZkSu1RUSqEmb16UdZUdq9We0H2+tKEKkFeDytXKRTlZci5bw2+SAlbf65NkRaFFPLLqxDdZhG89uwH//J5KAqLkPHZZ9qblIjMkWFpbOMfXSDD/e694PLCILh99hkbu1DHs49CqWDnb3ZZNpwtnBHqEgoB/+l+dr/88gv279+PyspKdOjQAbNnz2aJJSIzM5O5E926dYsJ36NHj8aoUbrZs6dPn8ZXX32FQ4cOabfFx8djwoQJ2Lt3LyuCpPu+/vrrrJOEurATExPxww8/oGnTpoiJicGyZcsQEREBf39/vPvuu5zkaHR0NL7//ntmOUndKvS4vXrV/neb4raOHTs+sfeqDi7du3dHSkoK9uzZw+Jmcqfq378/S0qSZT7N83weoLhh8i/XtJbWpqCfFLL8/rsF/NT8smr35WkJ+GceZhkVDRDHH2Q90wI+CbG/Xk7UjhoY2cr7iY09oBFU6yY/e0nYWb/e4Ijkhqye0BIBzlZovfC4ybiZBPybSfm4kZAPfydLJvo+qffsTJRp28yHWSV4/fdbzNFi/r4IreW8IR0DHfHr9Ha1f8LQiYBXGyByH0BjmChuNhEfGdLAzYYd249iZud6GPTDeURmqDtpQrztMCzUk70GU+cL4VidY4AJyCb/2JwuOP4gk82wJ1cGw+8bmnF/9t1uOHQvHZVyJfo2cWPFIH8V2vtqXgJ+v5bCLlTIsnLsbLQkt7/bm9n6PdtnCmDCSCEHBoVy0mriXEPIacsE8So3bFD0wTz+Zu22a6r6uKPiZt8VShXWn49F255iYOoRIOUqc2VI2eFEbUTsNnwo0ZifaPQcotI0DP5qN9o1a4jFI5sxV7M6nhOUCiDxIlCSqT6GfNsDTyF29vHxYRcNEomECbKaODM8PJyJ/D/99BOWLFmChIQEfPfddygpKcHnn3/OKShNSkpi7kT6rlBlZWVYvnw5Tp06xR67S5cueO211yASmbZLruP5g0ax0md/4MABFjf/73//Y8cM5ZsHDRr03HzW0fdTMXfGzygt1vv9FgrAk3Pj6IzkvL9dwM/MMj0uNDOz6KkJ+DfuJmnFe30uXIt9pgX8+JRcbD90i3Vht23uhyE9mj4xxwAS7b96czCeNRYsP4QLN+IQ6m066FncvR98zEPQfO2PRn/bEH4Lb7Vpj4jsbFxKSYaXjQ3rGBc9ofXuhSydeK9vt54kzcHs3QexZGR/LLh9AsklBVAq+CiOsIUqUgiFJWBlo0Jzd3f82mdsrfPfPdrWR7CvC05eeQiRSIBeYQ3gbF+NQ6wewTamYzWlkvu8s7q0wMKoxYgpoRntgK+FF8KEA/HxjvPM+h2k+xrsqp2Zea33n0YtHBo1CScSYpFZVoLO3v7wt+Pmy93NPbCg6Ve4kX8NFYoKNLdrASfJk3FipPW4m2MemgXqYkoS8RMrTmBDQiJkClcsajESs9EZv8feQrlChvbO/jhwN1Z7exLZVRUCQKIAE0FUAL+cjwqlsZOvKZzNDT4vmlXPU4FnRh34FH/zmZ2+sJzHXPXZc+i/BnIXunoD7/fthM0DR+JuViZyykvx9cXzyC6pQHa+LSQSKQR2UlTKdSMSiCJZJbpvXYdePkFY2rM/LES1X/PU8SdR/fst9B9r2I2ZmRnGjRvHLpRYXrduHauMpGCKAvBhw4bhWYZEMLJt1oj3RFmmGDY+BskRSxfAufqZKI8NfQFH7AZSrgPOwUCz0YCYm1ikZES5fWt4luw32BdnwJlbTfUksZWY7razl9TOUvCfgMTi1068BgXN+qMOjqQTrPv7vdbv4d9Kxb17TLw3pPsdJU604KOxY2ME2gfifpqBPWYVReUyNvOROtM0dApywrpJrZml+F/F2dwZmWW67iWCp1TBthRQFOegXbI5jo08huSYI3DZMh5WVQKyhbOUXdBnzGM/p0zghsIHtpDnZsOq8j6sOj1aiJrSZAo7XrLLdYlTAU8AKV+B/dbqc7KjZ0esubdOK94TEWlXILi6l33b+/Cz0Jt/DUeV3AXHNM1sySquxudh2YloNpOTuqPe7V0ffk6WnPn0toMGce6jUirZ91NisRy/X01Szxdu0JklIZ8UAisrWHXvhpLjJ7Tbfu7FR5KrLuBIL03H/MufYPvg7fhkkNoRgSxVzzzMNuoIaxoTi/hIF1i4VMK7Ux74ZG9fCxymTUXZjeucH1Brr3KIrRWQ2QmhDHaCf0AERBbVB2jnbkdiypXzMBPx8Xr3ILzaLxD5W7ei8oHaDcJSVgHnsnxkW3C/zzyLsyCWVaLgj+2QBAXDYaLOyqmOZxMqZPny6pec7xlXC1fmVEHFLU+DFStWYOHChfjyyy9Z5/TFixfxxhtvYM2aNSgvL0f79u1ZlzVtI2F+ypQpyMjIYNeJnJwcXLp0ifOYpaWluHDhAqRVjh9k3UTXqSCSLO1JoPf19cX169fRrVs3NuPxzTffRFZWFl588UXWNU+Q8E/Fk6+88goT9uPi4jBmzBgm6JNDUm2gogR6XrlczgoG5syZA1eDQqI6/hpisZh1odGFijOoIOTVV19l7zkdV1R08azz+YGIGsV7wloiZI5FTwrqeD0akcHssP0cLTE01JONBNKHumxpLnpsdqnRjPXmXjXP1vwr2FmYXoA7VLP9WeB6Qh7GrrmiHYtD3eZklb545L/X2i8+p7RG8T7AyRKhPvas2IOETVNx80e7wrH5ShKnO/3XaW1Zx/5fxcVGgqhMY9tIguaz08z18+93x7nobFZAY8ifKRbJswzAH6phSM+qQIdEBXo2NO7iMWRyBz9WyJmSr+58J0QCHmRVgi/Rytcef9xI1or3xO3kArYmqU68J6Z14sbNd5IL8N3xh2yUAX2f0Ez4+m7qTn6CrPQHNvMwWtuTWE9uC2RxT+OtOgc7Y1Qr9yc20oKKNmg0wHYDC3/DURKz/wjHmXc+Ab+n2tmgqUwB+4cnkF/GHdPVmX+Xe2d77vtQLWGvQvnwCPhV61/ioqIR7qkCYKMsQ66ZDxwr1Mdrnsq0JWRu1EUg7lNAIAHCXgF6fobQ65dwOU7doUUDqB4qPRHMT+XcL1Nlh1yVFVtHBrpY4Y0n4JBRx99AxF7g8PtAkV5HoI0H0PcroNHfKx7px7sffvghE2UphiZBnuJrfUisp9tSnErQv1QUSR38NK6TznsqkD179mytZqbX8fwgFArZMUKXtLQ0rF+/Hu+99x773EnQnzVrFp511n57mCveE2IRVHKFVt4RiYVo1OrJjeqhc+LijTgmlrs6W6Nf18awsVYXnGsorZDCxs8a0iQeRGUq3b4IBWjamOt68ySxtTZdSGdrw92/Z4mHCVmY+fEWbeHB+euxuB6eiEXvDMG/lbyCUly8qe5YTrvjBucgbgxtLXREPcsQlEgVaoHZgBKpFF+dP4fVlN+roqGTM7aMGMlmxv9VnMx08aA+KjkfFXI5MrJLcXrwTNxMTcZrn++AslIdf4pK6cLD8N5NH7t5zcbeHHI/IeKKCmCbl4q+tkFs5ntNjPBthd1JtxFXoss381VCKBS6+zW0c0GS/LpWvCcSy1IQXbgZUoUXE64FFSooDE6R6S1acq5H5mVjyY3zCM/JRAMHZ7wV2gHNnHV5Yyqe6FsvmPt+qVTs/SqqqMTWW+FILSxCW18vDG7SkFnwPymGNG6Ae6UG8W4V7uZFuJtvjQ9vb8fRHu/g9SbqPL5CqcStuLVIK1avJ9gnSIUPFUK1+C5XC/g+brVb509p2BJ74yIgZy33pP7Tuod9IIBQARtzMcrjleDLedA0/eujNFPgojweAw/EQsjjY1xwCD5t0wun4hNwNF5dUFJZKQZfqmLFJPowY20lcCwhBt9eu4B57bs93htYx+OjqhPwqyUwMJBVvVIn2hdffIErV648ewK+QgZEHQRyHgLebaGwawpZEnd+XdYdG5g5yCC2qloMC82BwcsAgV6iMPkacOwTIO0W4NpIbd9dj3sCpufFYN/lHyCzsEG/kCkIsKuyUKLqoC2jObZ3qsurkG8zA4rCClh17YpDMjvM3RkOR3kfbBZfRwC/qstVZAEM/oHNzH5a9PbtjeW3lnNEEbLqHh48HM8qK++s1Ir3GrZEbsGMpjNgb/bsFh78FVQy4yCJECp56OzVGR+3+5hdb+hmAx8HCyTlcbs5GnvacsR74lx0DttmaFP5ZyBh/O0zb3O2dYxQwVGTy+PzIOKLEBA8UG3ZeWoRoKhUz1UMe009h/MxqIyLQ+KYsVAUqgsWaJa6w5QpcH2/5iIODysP7Bi8A7tjdiOjNANhHmHwtvLGb5G/IaMsA2HuYWjv0R5D9nCDc3eZHHMdbZEr4KNjWQW+LlyO+rIXcJQXBluvRizB2b9plf2kUoGH2WXMxpMsWIkDd9NZAv3k211hKTFdN5X7y3rkrlmDB0oLvN/5VVTw1d9BZGNPxQEfD9QbLRC+HaozX0OVF48i17awfmExBK4NjTsuLq1gcy7Z9xl1X5G9J70PCxbgdEE0XG8ksWrDG0HGwWxUfhR7j9ws1UEgiSeLRzTHO1upQlIdELfIeoiR0afZ/8uyJMh56ASXd15GbbDu1g3eC95C3vIvoKjkw9qzAg4N1HOmvncbgSs+YTjttgxIr34O7FG5enZqhUyJxUei0MLbDiEffYjkl16GsqwMNMlowoPD+Db0RbVfEiVilQpMu39A+xjkgvCkBfzUklRUyit1vwN1/GXx/q3Tbxm5xWSVZbHt33b99qmI+DQnnoRXsj4n+vbty5KKxMqVK1FcXMw66TUd+bQo/PTTT5ldqGZbbVm6dCmb6ajhnXfeYV0nmzZt0m4jgV4DifY0X33BggXabdTRPX/+/FoJ+LSvVBxArgGa19OwYUNWGEAFBHU8eeh9pcSjhYUF+5zOnz//7An49Lvx8AiQdR9wbwG5fzfcSzXdraOBbKoXDG3C+W2LSCvCFwcf4HpiHgKcrJilfc9G3OKQpLxSfHPkIbv/1I7+rItbA3Ug0++mhnXn4zG+nQ9KKhXoEuyEnBIpZv9+26iwgB5rocG+PGloJjd1Y5NArC9oTgh7ds+b5aditOK9hu03U5gI93e7Jvxd0PzK6ugQ6IiFLzRlAi+9/obuNniQzj3OW/k5cMR7gooeSCSm4/WvMqNTAC7E5FTb2U2iMV261nfB50MaY+HBByzWIU16fDtfDGymszyvDVSoMHTFBWQVV2odBka38sZXI7jzzw1xspLgwBudmHidlFuKtgGOaOBmjY2XEpFYdX1Icw+EfcmdMUnoi/waaP+pO59ew7BQL23BTmpBGcauucxGCRDkPHAtIQ8n3u7KRh2YYvOVRFYoS6K9gKdtImf7ej46G1+P0BWoHI/IxDdHoxCTVYJgVyt8MbQpQnzsjZKa9Lp23ExhnUPDQz0xqb0f+72kEVnhKQWIyuTOQ9WH7P3Jql5TdEAFB9+ODsFrm29qX1dLXhTmCHfovSFCtatYbfDriNTBvyNy5yK48ApwRtkMK+VqEfaiqgl6l36Oq34rIUi+hDD+fZijEuXguoN151UVg9Aa7Px3gEco5g3ognFrdaMHFsnHYpXoW4h5Cu2Mzy9lY6Coak06fC/jiQv4aQXlKKmUI8jF6om5w/3nIfF+G8WvBudhUbp6+6iNf7uIT1DTD4mzjwMVPxYUFLC4iQRegjr7qej07t27aNas5u+xOp5PyF3s5ZdfhqWlJT777DPmbPasCfj0u3HjTCSi76XAv4E7WndrhKhwE8Ve9OPHvJtVEAj5mPnpC7B10HWHJifmYNWyY7hzMxFuHnYYN6UTuvbkjmZMLy7Cd2fOQy5QYmLLlghx0cUBX688hn3HdGLZlr3XMXxkKxRLpWgd7A05lHhr/X6UVEgBXyEElSpYJ8khVvHx+qwesHuK41FCGnsjKMAF0XE6Nx+Kv4b3D8WzyuY914xcA85cjUF0QhaC/J6PcWiPCxWzakw6M+67QGIthX+HJEisZPCxaIT+HrMg4ItgayZCWw8vXEnjHudhHt4c8Z54kJONX27fwpvtwv7y/k0ICMPJ9EjI9XQAZZkAqnL1bwIJ6+Qa2srLB59M7IPFm06yohU67fq3b4QhXZo81vPllJVi6M7fkFyszjdvuHcL/QKC8FOfmn+/rEVm+K3zDOxLvsNEfLKKb2rrjV9jbiKmKAehjp4YF9QCr956y+i+YttiuIamoaLAHEVJ1oBSAKVEhaYebhjduAnGNmmujZtzK0ox+sDvKKhUFwullxbjWkYKjg6fAk8r00Wcux9EYMnFi0gtKoKQMqUVSvCUPOy6G4GTD+OwfISuuexCYiIWnzuPB7lZ8LW3x/+6dkeYnsuOhh3X7+GP6+GQKhQY0Kw+JndoyT6Ld7t0xMLLV2jFb3SfCoX6M8uXluJeQSpaOKjX0HS/73r1x4z9u1CoGW+rCQkpaU1hqBnwcrvaOXc0dXTDTx1fwKyDu6GwkRs5GpTxK9HBNwBXYlLUVv10/FfdRsVXQe6ouw8VAWyIuonGDq54L6wjbmakIae8jJLLRuK9DvWdD8dFP3EBv1BWgBJ5MdzNPMGvfgf+U/DUBgu1ut3zymNnuGQyGfbt28e670+cOMFmW/3+++8YOHAgnimkpcCGwUCq7kdE0GQ0m3ksz9ZVQ8lKhUi61xKB388BKouBoF7qGdsaijOATUMBaZUSmXoD+G00MOsC4KRevF7a+wHeyN2LiqqKpTUJu7EwbD4G1B+qFu4NZtbxciIhO/o/5D20Qvzqn/HBwP9BquIjHY7oJV2MTvy7GNXADP0b2gMFSUB+ImD/dBKDFiILrO+7Hitur2C29AG2AXi52cvwt/3ryamnRUqxcVBM89VJbPy3CvjmIc0h8vaGLJk7ZqHVhDno32MGJxheMTYUszbf0HbLdK3vjHrOVjgmiIPY/gIE5slQVrpAmteJJSOfhIDf2683VghXYNPZpchNiEKbKCUGXFN/MwqdHWHVvr3uxh3nAC0mqgUCp2DA+vG7y3N+WqkV7zXkbdgAhwnjIfKo2YqMjhEqOIgvjMfO6J04lXyKjWGgQggivyKfdeXrF4nEiEWIkagTiLfMzHDbTIIfM//A24EFwPhp6hsVJAMH3gZijuE35XRI5V05z0sJxkPnr2BED+PZUIX7DyDrq6/Y/7e0HawV7zVQovWlzgFqK9D4s1DtmE6GQiwksEs/h5wf+yKmdByCWzSG3fDh4FOV65EPgSsrdQ9C310VRUCHNyCws4P/ip8wfdsoNI4og1gOlBs0lIn5YliTzaoeA5q5w+eT13EzXwGHiiIEGsx4KikPhstjfFdZDZ8BM1EEhDd/1m47o2iGXYpOkJULUTzxGGwyrwKlOUBpFnDsM/rSZq98p6IDtiq4gdCR+xloP6QV6h0/huIjR3A/pQA/p9qzBbNzWR66pdxC9+Sb8C3WFSzxrWq2wiqTyrH0RDSO3c+EtbkIk9v7YmgL0+dMYWUh3jv7Hi6mqTtJguyD8G2Xb+Fn++Qq7P+LtvnUeW9q1Attowrlr65+hW7e3Z64nT7Zc1KXkJubG7M8b968ORNfiWvXrrEOeX2hngR46pYnhyLqaH8c9K3sFQoFS1JS14k+muemv1PXEY01unz5Mkse0YWSm7Gxsay7nzq/a6JPnz6cBCr9n14fJcgoUVrHk4M+LxqjQHEz/UvH1c8//8wKKJ4p5FJg83D2G6NBWH8A/B1nID6XWxToZCXGl8OaorBczrpdyT5aA7m1jFt7Wdt1GpFehJd/vYFdr7RHs6rO+K8PR7L59fpi8of9G+ClzvVwIzGPI94TVJT4xcFI9n8S7CRCPuu61ScswAEDm3sgt0SKuOwSZo3+NBAJ+Ngyox2+O/YQV+JzmQD8WrdANHmCDgRPGsOiToKSdMn5Zf9aAT/I1dqkMD+zSwDm9uMWPC57MYQdo3FVbg7tAhwQ6mOHU1HG1vE3kvIxFX99jUTnDXXzf30kinWr62NtJkSPhrqClwlhfhjc3BP30wuZIwXZyT8uq87EasV7DVuvJ7Mu+GBX011NGmzNRWqXqfwE4MYqIC4bnwX1AchFisdjbgGmzklTkHi/85UO2q71T/bcY44QpG1IDQR/+g7ZffICpg4yTnrRZ/PRLt3IJsNaASp+fblLPbb+CU8pxMubbkBRlZmOSC/GCz9eRId6jmwsAo0YI+eO745Hs+8XDeGphaxY6J0+9dnff57SBn2+PY0SqenXSa/B3oIbv5PVPwn6eUkPsFS8As35BvM4LZwAl9o77Xm36I0tmT6c708NuTIR0ofthFdxOGyL0/BteWO8ty8exVUiRB/+VUwRHObeKXI/mgwbzEYPHAhPR2R6ETZeBvpJv8QwwTkIocBeRQfcV+niWCuzmtNHlXIFVpyKxYG7acytYmwbX4xt61NtjE3FWMceZLLvJHLGWD42lFPQVcefLMajznuTPqFVGerDc4EGA56KnX5N/JnRTdSln5eXxwpbNTEvXahwlcZM1Qn4/y6USiWOHz/O4mYqlG7Xrh0bLzZ8+LPVYESzsRe8/AsuH9f9FoV0CIKXvxNiIrg5EgsrCd79bixKCsvQokMQnPQ6SKWVcrz/+q/IyVbnmxPjsrHok52ws7dESEv1d++G09fwaeRpqKq+fnekPsBrjdvi3bDOiEvK4Yj31EmaxC/Dt3vOseurD12B2EqEcj0XWoWEB7/OXhjZvDEqpHL2GAE+jx6r82egoqwln4zAL79fxLU7CXBxtMbYYW3Qook3nlXSsgqr3f5vFfCdHazQopEXbkWoc+2Jl72QeNkTQ/s2xeRpfTi3/aZHX8w4uAeRuWpdpbmLG7r5+ONKUiL8PLLgaFeM8koxElJdcDPN9Ez4xyXEwRu/dJiM7++dxLX0JChLhJDnqjv7zYRC9K2vKyzs36ERuoQG4kFCBtydbOHp/PhrtPXht7TivYZDcdG4np6KVu6eNd7XUijBi/5tkFVRgL2pV3AnKRKt3IPwfkg3CHh8KFVKWAjMUargrs8oDhLbyCC2kcPMoQKZ191Qz8oJe0aPY38vLK/Awv2ncPj+Q8htVCi14To8lcik+O7ieXzTu7/RPt1IS8Pbhw9rowIq6qEaT0G5Op92NCoGd1Iz0NzTDXF5eZi2axcqRHJADDwszcGY/dvQxsMLXX39Ma5Rc9hKzLDhwk18deiM9jki07ORXlCMeYO6QyIU4v12M7Eq5i7KFYUc8T6hRKe3ORg4U9NzhLp74lRivJHgTkjMhWjuUXv9oFdAEOY27YqFCcbj0kiUf29QZyjKVEjJL2TXPz9+GgXlFVCaUde+cex0JPkhRgU1x+nx03AwJgoPi7LxS8Jl4yfWC7+sxDWP2pUrlVgbdQl7k+5BwONhuH8IJgW2NlnQKlPKsDFxDa7nXWa5UEexE6b5v4IAqzpnrP8CtRbwyfqTZrFSN5idnR2b4UmzidzdH68D4G/j5iaOeE/w7m2F84QPkf7dBt0MaD4fLrPfBhr0Nf044dt14r0Gqlqn+XY9P4OqOBtL03egwkx3Uip4wDcX56NP0CAIM0zbhkjsqxKbDn6o1PProOr2OJUH2iQsAOJy1RsPfwAMWQ6EjMXTwMvaC4s6LcLzQkvXljiaqJuTprH8r2fHnfX3d0MLyasZVxFTEIOmTk3RzPnJVYPz+Hx4//Qj0uZ+wOz0eWZmsBs1Es5TphrdVjMDkpLmlASkObDbb8bDwncVBJKqZKRVNIS2d+Fmv/yJ7SMJ4J3HdmZCes7e5VAoS2DhXAnXlg/A2z0dGLZW5yZh6aieYf8nMTVOgNwuKmNjHyngE7eybmHG0RmopHMZYEI+OTi8EfoGE/j7+vfFgThdl7ame1vDOQtzPDS3QnCX96vU+QhgXU914RCbeWM6GVJ4diUQ4gY4co/Vwt27tf9PsnY1WRFL3X5MwL+5kYn3+jjxCrCmMge2ny9A0cFD8F37IyLu/ooj/2fvLKCjOrcovMeTibsrMUiAAMHd3QsUirVQo6VAnboLdYd6ixSKu7t7AsTd3W2SsbfOfzM+gcADCm2+tWZBZiaTkTv3/vfsc/Z2sIeFWo2xNTXwUTRN5Pfm7L19lfb4dr0deFm18CtR4Y8hhs95UvAkWIkMF1TKmhoIE2LRrZn3Veime+9rGxTYcSWPFT+pgGmuGEffGeG4L/BCRidICi8hRe2FMyrOaaCjjz2zNaKJIy0dHgTyLmFDqgAvHDSdCqXJKvY8HB3hMH06OjUooKapsHo5SiztMdBIvKfPlT91LPak74G9hT26uXcz6WBcRIXFON3vLFlXwYxVJptpfPnswmda8Z5ILk9mgv7fY/9u5h1r5UZQ5r1xPIc+tHAl9wy6X1f325ujR1MeNDW9bt06ltlJtuc0OURT61VVVSZ28zY2Nlqb0JuFpks0kFUoib62tuYL2HQ7NVNSnFG/fqb7Uc100o0ikfShKCRqSDC2MW3l1iHrTyo4/vHHHyyvlSIWaB1NmbD3JNc2oCgtBpnqUITwsmHHqwMSd+KFnjPx9BFdBjQdDV8YHooh7cyfPO+5WmBiGU3HsHXns5mAX9egMCs+fbw7AbN6+LPp/RthTigku/TTTTbQ7+4E3hxD7jh3phnV3c7ihpPL9xLdAxy14rQGqVhwW2MPbhWaso7NrWRiO01z305WzOyC59ZHs22D3Bkmd/HCs0NDzYr9B5/tz9bNliIBa/44qHfc18flJnLbb0SvIGdsCXJmU/3U1KL53pCF/sI1l/DdQ50hFXP7czupCL3a3HpxPSHfvF0/2d7fSMBnFFwFfh2pOye+vAro+igw+lMm0k7r6sOm16+HgA8sGcpZeWaU1GLCdydR0TT13RyV59YAUU6Ah+H3beN17Ow1pBbVMAH/7wvZWvFen5Oppeyy6VIu1j/REz8fNxLXSTQ5lYFFQ4JZ446thRDu9lLtWtMYstl3pXW6EdSg4Q4R2vN0Vqla7PSKwPJ6IHYLUJXLOf15GVqlMtRqvDg8FBcyy1lUlz6BLlbwdpACDt3ZzyOpEbFDIKKzKuCWdxBtDn1p+nilKewxafsikV2uVGFvXAFSq7zwieJBs69zHn0esZsBavKl52kkAL+y6RpzMdD+vPkqE/UfNrM//nxfEvbpfdfSSmqxYPVFHH5+QOsk/v8DZd7r2+aboOa2M7pfQF/cTfTXuy2FHK8iIyPxxhtvmNxG0VOt/DsoLi7Gt99+yxqY6TyIolqvXbuGNm3+2Rpfc5w7GGsg3hPRJ5MxecEQZCQVQqGXef/QE4PQ02iiXsPZU8la8V4DHbJ2b73EBHxyFHr/wlGojVyjv7t2FvM7dUVKhm44jZBb8aAW6tWueFQKMT3WXssrQvoZ3X5i/vTemPvA/z8pbQ4HOymeffzORN7dCSLbeiE22bCZWCjgo33IjeuMd5prGQW4mpGPAHdHdA/1va3HyjefGYX3vtuDC1ezIBDwMaRXKJ6eOcjkfj62dtjz4Gwm4JMgHezoxATirhEpcLbXbcteLmVwlt2+aOJIR1/83m8utsUm4OODx1CkqmUCtKhQjte+3oFlz4yDjRW3DrOyFCOq7c3HTWnQNCeYXF9WfEMBn8iuK8YT579DpZwT6XflX8CZkgS8ETGd1RuHug/AltxdZibTuc9TbC2H1EmGRYO4QbiC8mpMW74GRU1ukI3UqGeGHRfjMSOwAzoHGdYqN8XFmbb0kSkIudM3mU2klpYyAZ/u2yAgv3q9+/KBcwU57LIhMRZbJz2En86ehcJVzh6HXyEAv4GPDRevYcmwPrCSiCGAFOfT+0FkcQ7O1jWoUkoQX+mORhXX7NrXNQR+1qbnNpcL8pnNPd+Cew4qmQBoiiBws9I16FOUw57MJNZo0d3dB13dzA9ZzesXhbPKTBzI1zXpsseier6dC4QOfLT34uoaw9oG43JOPhJrivDmpf1svcQjy332saiRXVvBBHdrsRhT27Vn9ewjpUlIrzZck6sbdW/enIi2yKk5CAFPDDdpD/B5hs2+H105gD+Sz2l/fj96H6rlMixsZ1rn21e4E+fLdBGdpY0lWJ76FT7s8CUEvDvnQHhfoKYNugX7w5bc5x6lxZ/w+vXrWbYqTW1pCsZUlDSme/furAj8j0LqyrkVZm+y96+BeBxQFVfLvBPsQoWwbHedqW06mTZ7PWdV0nj4T8Q3TebqU8JXoKS+BO4enMWzMbJy7kvrLDMt9L8gXAdnVZN4T9Ak8O6XgXbjAaMOpf8ii7ssxrWSa8irzdNOCr/e83WIBf9c/ih1Qi06tAjHc7lOV2J8m/F4r4/O3vj/RRIUhIAN66EoLQVfKmUZ6s1Bk/j602BCm6s68V5zH2E1YEu2NrfXvspx6ng4ZL8MdUOdrqYTt5UrRPVedFv+hkV4OBqSkgyvFAohCdErzFbmcFb9WacBx0Cg3/OAbw920w/RP2jFew1/xP6BWe1mMQH/7V5vw13qjr0Ze1FUX4RGZZOFjx5FYz9HiE9XoKEG+H2UVrwnhgkuYJPKsCDChwpD1Wcg3/spRDN+MHwwvcJiWHkW8qxdDF+viM/iEQhFY73ZHXexjQNk9B24eBGrdn+IT9wcoG5a0P9qZ4MfCovRta5Ee/+yX38FL4v7DpFbglSmxKFIPnhtgzE6ZDx7L4yh7U7h6ARhmd7+SXsjn8UYEDnldZi6/DTyKrn9JNnbLx0ZxqahiFp5Lb7d/hokmw/AqQoIa98Nv1hMQV4ttxClac73J5ixubKwBQIHYLBbI+xPUXek4ckoFWL/Pp+NqV05gYxslH+aHYWXNl5hDRDv9n8SbxUcgX/mNYjc3BEzqxvey3kNDZncthDqEIofh/0IRwuuKzS7rM5AvNfw68l0swI+Wb0bE18Wzyz1vaxvvNBvxZTiuuLber+bZdSoUexCfPLJJ5g7dy6LC6LcTk0evYaEBG5CWFNoool5mUzGFvaak+vCwuabETTQ71Fz5NWrVzFu3Dizt5MrQG1t7S1NMjUHPTfNlH8r/z+7du1iGa2U2zp48GC2DaxevdrkfuR8QA4P/zQfnqjALw3fQAEhLCHDUuFfmC3cjw7yq3C3i0JehUxrC+1h1/z6w9jWXgPZfxOUp20OmqDNLKtlkT+3gn7WNh1SP9idgPGRXnC4jYLr/cqSISE4m1bGxDFCyOfh7XHhsLEwLCDcTcj+0TgqYUS4OxOtyTr+duDrJMX6J3qhtKaBbbfXi1ag72e4p27bU5mdXKX1/u333ZvYyQsf7443uO5wYjG+O5yCF4bfnsInnROcyzAsLtFhKVy/uZLyOg+/z7lw2PtwjlmBTW5Sxz41bWi/8AvXFGrvizfGtIOTlYR9vwsqZWb3A9T40zfYhYnE0348fUPxnhjGO4vSw3w4zTA8r7/Rp0DbuMbxg8Tj60GNG+/tiENdk829PjS9TnFYJOBTg4I58Z6mxid08sITTWtcY6j5Nq/SGbtU3TFGYDSl02sh929NEfDrCKCsqbnp0LtA3+eBwa9r6w65297B79E1yFS5IMrNDrn27ZBbwa1fafJ/2WTTpiJqAKFGEfiMBs65AzVNMX367lzU3Ntk40+v8+fZXVnjS1JhDYsHIdcHstd3spbgtZAc9N47EGhseh+cgoHZW7WNCOW1jWb38bRuNifg775m9HyouaO0jn0m+t/HVm6SmsLbe787CK07qTGVpq75TW6WxmtlWlfv378fvXv3bm3s+Bdz9OhRFjHVt29fVnMmhwWqQRsTFhZ2T7hYbfrxsNnrq0uq4eZuj9wsru4iEgmYLX5zNDSYPxbKmq4/HZOORqkZJzoekFxRipBAw4lwlYhnPhfY6GqVkZvMr+tOYUS/dnB3bd33zprQDediMpGcydUXyJr96Vn94Wj/z9bi31m9H5tP6ZpGerb1w1dPjIdIeHucVFycbPDVG1NQWV3PGhaspNefHA5z0tUs7W2rDcR7QihUwdfj9h9nRrcNwc8/HYe8XK21w74Un4MfNpzEi3MG35a/EeHihgOZpg3nEc66AY7KOhmW7z2DE4kZcLaxwtwBXdA/nIvQXJNxVCvea9hXcBkz/Qci0NodU7zHwVJggaNFp1DcUIGKRiXqlYbnZY8P6oRh7YJZLemxHzZy4n3T91hYz4fC3sz6VgZ8c+gUfm0zxeh4eePzl46e3HBuo0IJtf4mZbTvSKsow4cXDiPfo1x7m9JZAWGOCI2VQE1DIxPw1yddwykWxcedy4gkckisGuFvZ4eR3u0xL8j8QJ+rvQVqVOVaa3q+VAFltQhqmRCPdYri3vsGGabt/gsJ5boa4OywTnin51D2f4VKia+TNmNvwTnmrOth4YFAG1ukVXODAjYiCZb1HA1h07pDAzkH9PD3QReVJ35NPo+s2jIDi/yU6mJ8c+04lnToz701PB5+6DMZz53ZjtjyAgh5fPhZOqGyUQE7BwvM7WANS8uXcLqQ+7tSoQf6eXwPGzHXXCJTyrEuzbCmSPyZfN6sgH+5vCkKS48qRSVSa5IRYtNyR69/JeoWbeYtu8/9LuDb2dmxqSGyqaJLc9Di+x8X8K+sA8pMu+gZaUcgtcyFVL+pfdtC4Ommjpf6CiBpD8ATAKEjONH8yAeA2mjaJ3wi96+1K0IK5EgwEvEd5Go4WToBQYOBkBHcYzYhKxeiMo0rkrepzENUUQIuuOoKNF34hp1BjIZKoCge8OZ2WP9lfGx8sH3idhzNOYqaxhr09e4LZ8s7Y/nUUnan7zYQ74mtqVsxts1YdPfgJiFuF0Knm59QKqwz7CDVkF5pZpK9hVBsgZCyG00e9Bh4ijr2FTIgcc9tE/CdFzyJmhPHoSzWCdLR/Sbggx3p6BFYhYe7e0D6+2jO7pOgghgVJB87DLiFI63SdP/QqGpk8Qwk4EsEEtYoQpfPL36O364ZWkpLhVJEBjXlVSfuAurLDW4fITiPx1Xb8KtyFOQQwgZ1eF24Er78IlTs3YzK/TL4fPcdE8QJu/HjUHvyJPv/zPi9iHFug1JL7kSP1l0vjwhj0zHs5/BJQOIOg79Xq5bgjCwMjyi3o1EALK86oBXviQY+H1852GOVrW7/URdtmC0/8KoaA68q4fnZfNhF6LK49SGDpdVhwzHn1BqD6/MdPdHtk3dg3bs3a3o6ueFrTK+NxwV+KMvopJXdZ/uSmOhNeapfbnoeIz44AqmmhyLxFAI6ZgJvr2bCS59gZ0iucyJCeaivj22H5/6OMbmNLGE1Aj7RLcARh57rz/JfHaRiWEm4zO86eR0+Xj/YoJEjsTyRNXe82uNV9rMmD9SYCqPpUg1WYitUyw1PXKjD1lJ483a3rXC4SA2bWf7f+90M3333HRPQNRPTTk5O2uIiTVPT7Tt27GARQvX19cx+fsSIEVpnovDwcDYpv2fPHibQ0n0+/fTTFv1tynz86quvmLV9RATXzPL9999jwYIF7P9PPfUUE4fpb/fsyU1L5OTkYOvWrey2G0GZ99SI4OrKFX3I2p1+97PPPrul96oVU8iRwdfXl0Uq0KU5HnzwwX9cwN8XW4AVObr4k3pY4E3FHPTix+KLrDCteM9ukytZU9SJlwYxoZXcVg7EF7Ipe7L9Hh7ujvd3xptkro/pyH0vXGxMJ1Q1+DhImcg6PtITW6P/P8tFEt2u5Faif8jt3zfcb9BU8N4l/XA4oQhltY3oH+py3SaMu8HBhCKTqIQ9sQXYH1eAERG3192NhMebRX+b18fYyeBmoCk6KogacymzHBX1hlmrxMH4otsm4D/ePxD74gq08VpEqJsN3toWiy5+Dniktx9s/xzPxVtp183HgYd3A77dgRKjplmCzo1LkpmAT6+LJtXpQo0H1LipDwnBkztzx9LjycUsVso8nMoghYw1tIfzM7Ev3hnLvz+J3+Z2066FJ3XyMtl+9Fk8JJg5ZRBjOngyS/3rsf1KXrPuFZrGj8tZhmt9DY/0CcDMHjeOj3pW/iQSVD6sybeOb41u05aC33Y0azDYvXE1Ugo7oyPfDoP5l8GnivSJz4HOswAHf+RsfRvjLnRAGbiGi315QFfrPLz/8Ai2r6PGCHJCaBaJNTDuG2DNFNPbLq/UCvgaJ7d9S7h1M7kOaBt9lHLgi3CdeE+UJgMH3gIm/6R1j6BjgTEVtebXzeQUZ/Z6yT/XXPSvwNrt9t7vDtKuXTsmTuzcuRNjx45lja/UMKvPo48+ihUrVuDdd9/F66+/zgrmFBdF6/B58+Y161jVyv0FuTOQ81lWVhZ++onbp5iDGqv/aQH/yqkkXDuVBIhN91U5OeXIyyzRal6KRiW+fH0zovqGQmIhYoL9mRPJkMnk6NE7GN17BcPCUgSZUd1hwGBuYt/J3gqCBkBh3I+qAgLtHOBsaYWJIyKxeQ9X2+HJ1YBEVwei//FUMBTkqCG3SmXSWElT560CPmBrbYlfP56JM9EZKC6rQbcOfvD8hxsbLibnGIj3xOn4TOw8F48JvW4u3/1G2Nnc/DlCWYNOSJXw5Ai2KIQlTw4179bdtUiEFZqJeUnOKkZhWbWJw/qJy2m3TcCf274TtqckILVC1/waZO+Ez06fRAc3d8yL7IxFP29DdAa3Fs0oKsfFtBz88OhE9A7zRwbFf5ohvbaQCfhUIxznOYJdtueexNfJGwzuR7b2YwM5d8no9Dz2+NAzzOI38iAq40Nur+Im5cnxXQnI3NU4rMzC6A0r8fvoyXCVck0n48Pa4q+rVw2fDA2WN51+zOvRBW2cuSGmUaEh+DH2vFkLew278+IMb+cBCncF2lq6w82Wm5K/VGS4tpY3iNhldJteWBDavEYisFaAp7fUpLK2yEaBj/uMxcTQdux86vXD+wzEe+LPhMt4MLQj2jm64ofkbdiZr3OWzGvIg9DaGr91mQ2ZUok+Hv6wFjV/fijiC/Bln7GYvN90aPnv1BitgE8E27lg2/BHkF9XBSuhGLZi7vyD1jZ7sieiRq5zF6xT5COm9DP08fiK/SxTKtjFmKpGGZRqFXO40MdCYL6OYiForTf/F2ixgE8LZ7rcF5CgZg6nIKCwqTChT0kiZzNGWfNrpgINTV8wS0dg1iZgwnJg36tAbTFgYQcMep0rZtDBaeBMPH38DSzxE0HeJJjx1Go8Ke4FkSbH+sE1QMJOIOc85Ep7ZL31F1QKXQHo83Z8bO8SiqNJxaxL36YqDMjnxDwt9Fj2Lc+W/rdD0/ZD/bjuqmahhof8K4B7e8CNs+W+U1wqvNTs9bdbwL8Vunl0Awz1Wsah7EPYnrqdNRoYI0tIgKqmBpYdO4In0p2cRBdFs8zpa6XX4G3tjYWdFmJUoF7OjrSZRRrZ5rcAtVKJ4m++QcXf66GSyWA7YgTclr4MQZM9NSH28UGbHTtQuW07irLysDTXFpdtfYDkEhxPLkFjzEYsqWgS7zWQUHv+F2DM5yzeYH8mWeLosBZZm41hIGt9es1ku685aL7d+21Yi62v69KxVLQWjwp3IVvtghBeDqx4XLGyJs8CddlnUPrzz3B5hrOztxs3DvL8ApT++is8KsvwZ/5ORM9chGo7ZwwOc2X2rhoEHSbj9IUzaJ/5J6x5MmSrXLBUMR+DUi9DADWKbIEqnmnhOUkiAUbpCiKSwDaov3DR5H6SQK5r1BxldY1Y69oZ8b1tMCib+90DPlG46hKElB49uQaoX0cgqFCBv5UzcEXdBl4oQS5cmJhD1shdAqSw33RMJ9434RGTC7+GAkg7dkRL8G4mA5YWdMZQoYdsRWXx8SjatRs8kRDJ/QJQIzedpDqTr5uOIktfL3tLVsTUZ2g78wWvaaHT8NUlbjGmYbjfcO1Efys3T2fXznCTuqGorojZ5Zt8tuCx2+l+txuyyKe8crKXp0x5skT/8ccf2c+dOnVidvokvlKxqaCggP27RS8Og36mQiMVmahASfchwb0lvPrqq8xKMioqCkFBQez/U6boCu9Lly5lNv402U0NBtQ8SXaTy5Yta9HjOzs7s0xJstKnJoP8/HxmTbpwYdM0YCv/NxS1QJf7ARIKjVGDj/3W43CymPa1hkXF/EoZUotrmHA0+9dzTBQmKCf6lzlR+GZGJ5ZtTSIdXbdgYBsWpaLZf1qJBag1mnalzHGNUPbltEgm4p9NL4O1WIjfTqajTK9xanpXH7RxtWaNA9SYVVrbaGInTUvyAKdW1yoNNFk7LPz6mYFpxTW4klOJIFdrAxenO8EFo2lwDefSy2+7gH8r9Gxjfs16Oq0Uf57OwOyeukxwDcmF1Wxb7ORrb9CEGJtXiTe3xjLbcw87CywaHMxy1zU05xJBzYotgQpEFEtBdu/UeEhNNG+ObWfQuEDnl7sX9WWNMYkF1dh0OYfZ59OF1s2lMbvxbrXROTI5wJ37kTvnJRetIqMGfoEE8DBds83rE4AzaaXscQmxkI93x4czdyV9Nw5zzBfsxmjBabTh5cGWx629Dqk64VJWBb44kIS3xnGCBjUL0Wv89lAKe88pZ35YOzc2cd4vxNlgertfiAuGtnVjOevNUdNgfkr/PT03KG6fY7qvJJv+5qB9JO0v2f8hwrfKiexCXPIdCstGJR786QxisskGPISy9GCFOnwmXI4RwgtA7iXAzgd/xNRqxXsN52ucwFc2YFh4C2NZbJv5XpEwbwZa/9I2veJoGlt/TfWugJ+5ie20IwauFyFu1mx6vyXrZmp8eG2LoSBBTVf0OK38H/j1Amw9gar8ZkaNeNztdL9/GG9vb9YA+8ADDzS7VqaM+w0bNrAmVmpmJRcqEnkp0tPyOo6ErdxfUDNrRoZR/eYe5ey+q5zrK130JjhtHaQoLTatL9RU1SMlLg82TlZ48ZnVKC3hGv4lEiHeeP8BvPnRVHz54Q4UFlQykX/Sg90xcBh3/GkX6A6vSitkSmsBPS2zHc+JiffEc48NQb9uQTh/JROW1hL8deEKiit19eaRHULQKcwbB64kQ0qDZ6VyXKKMaSN8PK7jTPsfQ8Dno3fn5utiRG5JJWLS8uDjYo/2AXd27Rqdar7R8HJq7m0X8G+FNjZhrC5jK6jFOPtoWPI1a4ssFFUFwdWWq3vqk15WjsLaGnR0d4elXr05s7YYn8RtxYWyVDiJbTA7sD+m+fXW3m5nbcnO84zTkextW348+C36En6+fAEl9XUY5B+IN/oNhIe1ruZqb2GJHQ/MwraUBMSXFmFzfDxSSkqRijKcyM7EtoR4lGdSE4FOxabns+rYZSbgh9v54mql4f6MDx7aUc3aiJEePXCxPBEnSziBnUTbRwPHwrNpSLFBrmBOAyS2k+W9BlE1H9JyPlRyFWp9VFCLdc8lrqQIH50+is8Hc3X6bt7e+GjoMHxx6iQKa2vRxsEBIwKDYSUQo6e/L7PO1xDp4YEHQsKxIcWMdsa9UlQpzDQ6i9R4ZVx/g4YHcwTZX782mmM0HMf+Ik+Nzl7ukCuUeOznTTihToWdRx1EYgWUSj7qaizQIBMjujiPCfi7C8hp2BA5alAir8AD/i0binWVml/fk4W+OTyktsioLsOvSWdZxMEQT0fUyLNN7ldYr7PLtxdborOTNy6VGjYaD/AIMhHvif4uQ5BSY9hUHWAVBF+p6Xnpfw0efUdaMF3fkvvcq/yrQhKog722QQlHaTM7hAFLgYNvAxVZhteTEGdhD+yYpBPvifoyYNcLwPwD3MR9ZTZ3siPSOzDweOj18F6s+mU29loVogEiDHIcjm7zv9Hdh7rG2o1jFzosBUTOQMXGTVCWlcF64EBY9+0Dmpd7amAQd/+MV4GVEznBUUP3xwEjW+3biUwhY1PkqRWpiHCJwBDfIeanq+8H6Mi5YwlwUW9quvNsYOzXJlnmtws/W/PNFb62t567czvp5NoJM9vOxKr4VQbXU0Hm0wufYoT/CIgE3KJJUV6OnKcXov4iJ9AKXV3h9dWXkHbqhHJZOZ448ASzQCdyanLw8vGX4WntiUjXprgIKgZQdES+XscAHXy6P9Gi51ry/Q8oXa6zyqzctAk1hw/Dqk8fOM6aCcsOnEWkwM6O/bxs4xVcrjY8MJYW54N92Yyp46zfn+70NGuuKJVxP9PC67mo5yAVmRaMbMQ2+HPkn0zEL60vRZR7FOwkeoXt0FHA7hcB40VMyEg4B/SD0/43wVM1skGl8hQpqrO5rrma4ye0Aj7h/PhjcJr3CFT19VDV1cP32lVUO9rhp3NZuJpTyYqTZM/p4yhFj4eX4e9T83Dk4jXkpFdhQNwxjMrkFimBg8bDXnISFQ0V7Ge10gKN5T0hVoXj87M1mN2rgU3B09+q3rcPygrufoTtqJGwaNu89Q4JJW62EsQgGDEuwdrrqdjPpsrO/4TConzMbvwMteD2kyTe86glFHyWz6lSK+FWbv6o2ZiV2WIBP8rf0ay4Pi7Si1n4r7+QwyaBhoe7sVzdyq1bkbf0Fe5Em/7W30LATE+ah5Xu5IumS0mIemr1JW0Btm+wM54dZj5vcV7EPNa4tT5pPdun0vfqqU43noZupXkEfAFe7vYynj3yLPue6ov4mhOml7q9xO53u6Fi4uTJk5GcnMwmfUhI18+Of+aZZ9gkPlnnk0uRuRxOKkpSwZHEf83tlOlI0/wENQIcP37cJLeefqYcSLKSTEtLY5b9jo66tQ3ZSpJYT6J7YmIi7O3t2X1amoNHr40m8GkynMT/gIAAltPeyn8LsrKuqpfD3sr8tKND3/nwPFdgYnVNeeIu1hLM//OCVrwnahoUTIzZ/2x/1nxG076uthJtjreGfUv6YeYv51i0iYAHNhH+yxxuyoCg7XhQmBu7ENO6+bB9Ollzkxg3pK0ru8/8vlxh7VpuJaYsP21g2z21i88dFYHonIMmgKkxLdzLFqPbezKh8n7lw13x+PF4mrYYNqaDB756sNNts7M3xq+Z5ooA53tDuKNc+GcGB+Prg6auaMv2JGJSZ2/WnKLZ7p9cdVErWDtZifH19E7oHeSMukYFZv9yjonMBK0lXt5EsRQWGNDU1ELNgr3aOOFUqmE80SNmLMfN8cuJdIOJ920xeTiSVIx+wc6s0YCciAiapCbB9INd8ex8WZ/K0iJA3Py6Gf1fBFIPA1V6BaZBrwFWpg5oFFewcl53xGRXIL+yHl39HQ2aCeg7TJPXtEbTp0egI17s3BOCPZsgUNRDpeaxOKq/lZyNPzW660OW7PT66P2nfRk5GdhLxez1U8MErTkf69eGrVF/mhOFteeysOZsJouS0BfsR4S7MbcOY9cFK4kAmy7nYk5Pf/Z50eex5XKugXsAic3NNXsQtE+g52Hs3ECNHPaWIqw6m8neJ31qIcWTisXYzH8TkS6h7Lw2U2XeaS6z1NCe9bpQQ7trO9NGjPZTOKE3ehVQWwIED2MOguTMsmD1JW08yXp+Fc5IhOCrjSaF7AwjpWi/8fjKi8gq455blJ8DXh1t/tyCtkd6dGo+oWPRiAh3FrXQyv8JrYlHfAz8Pbtp/lb/vKtpnz7iI+5+dwgS3DUuTxoRnta75taar732Gh577DG2Vg4ODmZuV7RW1v99csQiYZ/W3NR4GhoaarAmb6WVu4FSoUR1RR1sHJrWKo1yOlnlal1qNcbP7o2YmFwU5hoKULRmdXazxddf7NWK90RDgwJffrILK9c/jT82LkR+bjkcHK0gtTL8nmx5bi4e+2E9ripKWAW/p6M3fp031eA+XSP92YWYMKwjtp2ORW5pJbqG+GBwJH2veHiwN1dnycotw2NX81BTqzueDegRjJDAO+fKoVSocOJoAhLi8+Dn74yBQ8MhuY/dVn7ecxY/7DgNVdPCuU94AD5/bOxts7M3xsfFfGOtr8u90XThKHbGeK/pqKp6XU+85yiq/BKOVjMgFDQJ0goFFu3cif0pnEW9rUSCZSOGY2hQEJu6X3ThVxTIuLVRaWM1vkjYAUexDYZ6cHVgD2db9O8ShCMXDB3upg9v2UDH+rhreOe4LgJjT2oyjmdlop+3P6a374C+flxtn5oKprVtj2/Pn0GVrMFArM+pqYLEigeRUb9ORS1Xm5zh1x8nSuKQoxdhOitgEDxoSNQIchl4K+IRpFTnIl9Wgna2/nDSqzd3aeMNF1srFFXXQmGpc9No7+GGOV074d1NB1AjNnW2Oppl2KQzNSICk9u1Q21jI4sKO5+XC1uJBQ5mpuL9E0fhbWuLR6Oi0NbFBZ8OHYm+fv74/eolpFWWobJR9/j9fAJQxCtDcpXutREWAiH2FSfC09EW3tb2mBHWEWsTryCrWhcb3dXNC4N9zEdOaQi1c0NMmWEcEwnd7pa22BuThPPp2bDtXQ2+SK2NarC1r0NFGQ/B9s7NiuxUJsuuNd9Abg4vKzt0cfHGxWJDcX2sfzjKGmqwNecyCusr0dMlCP1cQ3G6KAPzj69l4j3xR5ICb3WikyvDOF6p0LCh/uOu4/DEyb+RWs29n+H27nirs3l3xq6OPaFQK3CgcDeq5VVobxeJid73x8DIHUf977fQ56mpbb8FrFmzBl9//bXJ9bTAps5Zyip68sknTYrQxtDEGBW6Kysrb6vd1VcHkvHz8TSWVTfapQTf1D4Pvkrvi0LT60+fB2LWAtuNur/6vQj0eBJY1kyh5LViQKhX1VA0AtGrgYwTgIMfEDVPm/122yCngIu/cxOtYaN0lv13ALKSnrNnDhLKuPxeoo9XH3w3+Dtm7XI/sfFiDn45eAXlZSUYJLiMF4XrYMdrKprMWA+EDGv2d1UNDeDfooBR2VCJaTumsaxrDWGOYVg9ajVzC7gTXMmpQINChU4+9mYtOc3ReWVnyFWmkxa7Ju1i0QRE/utvoMIob0zk5YU2+/dhffIGvHvmXZPffyDkAbzZ803dFXVlwJGPgNRDXNMLWedTnITxNq5xSHCPYJb830V/h66P/wiH6mamc0Qi+P3+G6RddBkYM38+ixMphosHLxTjuOWz4NP0kD4TVwAdH2T/rW6sZhn39O8AnwEIsGtZoVQLfTcpK5TiMegzptdMTT8iK6DnU8Agzoa9/uIpFD07E43VAijquP0j7XRP9JmEmEGTWW4lFbDCmjLuS1b8yBwIoOAKZPt9ovBF56lQ8/hwthZj96J+2ikmYkvSJqy68BN7HQNdeuGZYW+x1/XmqTehUglQl/E0VA26RYK3gyV2LuzLbEjlBQUoX7cOivwCWPXuBdtRo8ATXP+kY/PlHGZdr3HIJFvU5TO7sGkorH0IP11T4X3FTJPfi/C0xY5n+rL/L398MvofNSwgqijH7adnMbT7DFjRe9gCEgqq8Pz6GFzLrYKFiI+Z3f0wuoMH2yY00508YQUGdEmHy+nN6Hy1Hh3TdYe8b2ba47iPbtUt4AmwfOhy9PDoYTLVT8VdWwsRKwS3cveO7RoOZB7AR+c+QmGdbvrLXerOxPshfkNaP5JW7jm2bduGDz74wOR6KuJ5eXmx6IOnn366RY0Td+L7RWvmbw+nsEgQX0cpCqtkbE2hwdVGgoPP9cexpBI8veaSwbnO3F7+eH1MO7R5xbzj1YXXhrBGMQ1kqbz5ci6zzna3tWDHPGpGu52QI8DqM1koqWnAwDAXjO/oxYqVd0q8f+ins2yiWkM3f0esmt/9vhPxqQnh8/2JSDVjDf/Vg+SE4HXd94GaOVraOKQPCdvjvj1pkClOWeLbFvbRCuO3G5qEJ9G4s69Diz+nTu/sQ7mZ2JwdC/toXQqo+WHFMcNoJhLxTy0dhH2xhVj4F+fgpA+tVb6boSs0Vsvk+OZQCg7GF7LvDjWnGE8t0zYenVWBYDdrLt+dTuGPfYIh+5yQojTvrkBfAWqOGRimE8IWrL6IXVcNs8cdUIXz0mcg1D93JkYu45rIiYYaIG4rQLagwcNv2t2MPvMv9idhb2whG1isqlewBiALIZ/tE0jkpW0pKy8fL3/7J3Owylbr3gMvewt09nOEtUSA6d18tRn35Ijw3g7T2A6CGgV2PdPXYH+zPSaPPQ/6290DHfHJlI44kVyCZ/66rBWr9aE1986FfVgURXF1A9aczUJmWS16BDhhQievG25L++MKWYOH5rHpM/mCuYx44YX1MVh/0by9/wyXdHzwHGdt/+bnX+OPItOC597BRQjtMxFoit26IaWpwJYngeyznINCp4eALo8Af4wBmorlDN9e2Jxnjx11bXFQpTvn+tL6D0xQ7NV7QB4wbRXQdoyJFTOtmy1FAtaA3MrdXzcz4rYBe17inCY12Hpx4j0Nl7TSyj3E4cOHmcOYMXRcINeFrl27YvHixZA2RRDe7e/XrtWnsPLTnagoqYGbjyMqiyogq9GJWjYOVlhx7HWkJRbgjSf+YPtBDYPHdcLzH03BuCHLUF/faDoN/NeT8PbVNYNRif7IwTicPZUCO3spxkzoDB+9228HeYUV2LI3BoUl1eja0Q8jBoS3uKZ4syiVKrz6wjpcPKdbKwWHuOOz72bB0vLO1ErvFIfS0/D5yZOILyyGsA6wKAH4Cm4dvHTaIEzt1/wwSqNCAZFAcEvrZpo8nvPZWsRn6ZyA3B1ssOblh+BgfWecSJILSlBWW49IXw9IRC1bm8fl9YZSmWlyfYDLOlhbcFP03589i89OGDoOW4lEOPn4Y4itzsRi/UG8Jro7BeOrqEe0P8sa5fh92zkcuZgCG6kEU4ZGYlgPw9ip3KIKxCTmwdvNHh1CPNl1PyecwacxR9BIdeIGPtQ1Iq4QSSi5KfkvR47C2FDdY718cB/WxRnZz5PzXLUQKDFcez41oieeGMbVEhuUchwpuoqihkp0dQxGmK1hw+ONaJQr8OPes9h7OYmt+Wsb5SitroNIyMe4buF4dQrF2fGRXVGB/mt/0TaTaHC2skQvX1+IBUJMC2mPrm7c398YH4vXjhyArKnezGatyIIfPFgKhdg8fQZCnHWNoyeK4/BD4j6UNFSira0f3ugwGdfKivH48fVasVr/T5PYvmX4XPhaO6BCVo81iVeQUlGKTi4emBISAQvh9Rt3ThelGwjhxNudR2JGmy5Ytu0oViWchqS93uCt5u/yHLB/xAvs//PPfIP0el0Dg5CvhBAqTPDqhwf9RsBG1LK1aV5tFV44sx2nCzMh4vMx1i8cC8K749Fzv6GUzovYSliNKGd3ZFVXIK+mEfWN9Pq4bWqCbxK6uxg6GXR1eQv+toYOyLTPj60oYFP3be3/+Xije5GqZo7rmusD3/gA/BY0dpLLc9o7r9zZ9fcdosUVErJb1eSw6kOTW2R1RYstKlbu329oS3032HQph9nqadhZ7IxGq9ewPPAwBOXpANmtDHwFEEqwTTgU2+XPYSr/CERQYLuqJ3razcEDEhvOMp8EOH3oJEdfvCfWzgBS9F7nxT+4bG372zht7RZuYHd9J9mcstlAvCdO5J5gl37e/XBPQBEEp78HqIMtZATQ7wUuz0+PrdG5eG69JhPbCauVQ5Ci8sQ6yXvcVelHzQr4dZcuofC99yGLi4PI0xMui56B3fjxN/X0aCKbxPq1iWuZi0G4Uziz074T4n1RlQyP/HGeiZYETSH/OLuLgV1kc4Q6hDLre33sJfbMglpDzRGdFaIGeW4uGpKToaIxcjMo9Q6uDHLBGNWMlTMd3bcvAi7p5clEzsQPvqH4+erP6KEnIJg+ETlKf/pZK+DTVHyD/VpYeJRBXhUJZS034ZrPc0HlkE/gcPQNLquRGlG6zAU6TDOYrKfGg1vmr+lAli5XhzHqUyByBiDWCdCWXXoBAf2hOKOzZv+uwyTsdO4FNOV3UjbnmvndEdFQguIvvjB4yKHZF3DJNQRHfDqjpKYRf1/I1rp1bErehDdPNzVO8IDVJbuRf7wBXw36Cu2c2uHzI6ewt0FXtCVoInL9xWxWHBa5u8N10aKbetkTO3kj2NWGFUBpMm9iJy+dxb9bBBqvxZv9va5NE2Akhu90nwg/p1L4l3JirAo8rIzsgJ2pX2NF4SasHLUSzk2WUdeDmh52LOzLCqpU8Kf8zzm/ntOK93xJPqR+y3GBpqXCgd3hAkw6qcKDx7ht7Mm/KtFz/VIczTkKB4kDZrSdwdwqjKGTWSr4m0NZWQmeWAx+q4XjHYVE+oE+A3Gp6BKK64pZ5j3Z5t+Jyft/A2St39BgPmP4ww8/ZE2XrdxZyDGhuXVzUVERc1dYv349Tp06xZph7yYH4grx3k7dvpomJUloIYcRmuiM9LHHs0ND2MSuVEyFJsMTc19HS7b/N+eCYi8VsWYnfZasi2ZTsRrWnMvC5gW9EOR6+4QdsrF+Y+ydjUvSsCMm30C8J85llGHX1Xwm6N0LHEsqxo/H0lBQJWOf6+LBIdr8cA2HE4rw1BrzEVDEyZQSswI+OR68vvUaLmdVMFeehYOCW5QBrg+5Mmx8ohdWnslg69l2nraY1cPvjoj3FXWNmP/HBe1nRoLs8pmd0cXvxvE2tLY2bhKl74SfnrvDwQRTW3WauCex3biYpkGpNLyevmuvjGrLLuagqXn6PDWMjHDHN/6nIDz8PhpVhutGfUg/+P5IilbAp8+O1kzGlMMWRYO/guexl4EGmpThAR2mck3qGui8iwTfW4QEcmML+peGh2JWL3+Dz93X0wO2bYcgO9awySC3QobcCm4/Qo4cP8+JYt/7t7bFaptKjaGGjVVnMrG06X2l76h+QwU1E1TWX8Dax3oy14UvDyRhR9PaXAO9X6vOZrF9Im07i4boHKhaAjVi7FrUlzUxkaAzLtJTe84W5tF84ajBp4+2qHdR7gc71KASunNfXxQg9OSzwJWPgUf2ckMFN8KpDTBvH1BTzDkK0me64RFD8Z7IOgUaHZgo3oU/FEPxpuJhdvWSmlkYPn4ILJN3AVQ76ToPCOQcEvSh5ik6jpiDYh6o+dfYmaWVOwCJ9GGjgcxTAMUfUOY9OeW1rp1buQehQrq5dTPtA2nd/Nlnn7GhskuXLrFos7vJ1TMp+OblddqfC7PLIBILETWoHXJSi9AmwgezXhgNBxdbiNOLwVMomxbOPOb+59bUyOThZY+0FMPjoIWFCA5OhnXNbz7bg+1bdOuzXdsu49NvZyI0jBMhbweebvZYMFtnd30nOXs6xUC8J5KTCrBv1xWMn9wyO+s7TXR8DlZuOYe8okp0bueDeVN6wtHecKjkfG4uHtu+lVvbCQG5LaC0AKwz1Ez8PJuYZVbATy0uxVu7D+FcZg6crKSY3zMKj/TUNce1BJrs/2nRFGw4fgVXMvIR6O6Eaf063hHxvrahEYtXbcepZM652F5qgU+mj0Kv4BuvM6zEEaiqNxTweRBBItKtnQ6lppn+TbkcZ7NzILVrpt5sVIe2EIvwxAO92cUcv24+g582ndKev/Zo74duE/3xYcxB7jmRvmqhAgSNUJfrms7p7t+dO6sV8NNqClFtmQdb92o01IjZRSPOLh7YG7/vOo+KWs7BaVBEGzw8ULc9SwQiDPe49ZjHt9cewI7zhrXV+UO7Yu6QrrCx1D1nH3t7TA4Nx/oEXZ1fLVCjWFGLrWnc729MuYZvB4xFD3dfvHJ4PxqVevV7vm56uV6hwB/Rl/H+EC6u+FxpEl6O/lPrgnm+Ih7PXf4Vv3Z/BntHPYbvYk9ifdoVg+dY0ViP3xPP440uw1gUwYKONxcp3NM1ADuHPY7NmVfQoFRghHdbRDpx56MhHs7gJZlf9Ld30WkaeSUWqBWIIZU0wkrUCNsmh4IjpftwsfIUXm/3Irwsbxx74Wlli9WDH0KZrI4139iIJHj/6jY98V4FW4sGpNSms/fR2RaolYlRVsPtO7ZkBeOhNqNQLT8BAU+MQNuJ8LAyrcNRU0+Eg/nnUy0n9weK/G11y7wuLbTQv58n8Ft85jRs2DB2aY7CwkJ06dKFCfhDh94gm/w2QyfExuyvDcKhqAdNphc+2ZuAbGUX7FfqDpgn9yZiUicv8EkU3mvU9dn/JcOfM08bivcEicokLo/8CPcjxuK9hvjS+HtDwCfxnpomNBQnAAVXgVmbDO5G9nvGnFW3Q6LKG6H8HGbxR1bky/YmsAIWZWL39rZChy/fQEAhZ98jz8tD3stLIfL2NpjybglOlk54KvLO22W/vSNOK94TVDx/dl0M9i658We1uMtiLDiwAI1NEza00FzUeZFBo4HA0RGKYkObShqVEdjbY4jtEHx24TPIlIY2k2MCW5brzEg9aCjeE9GrkFfahu2RTrXlYcSl5veq9BkRNGX+4rEXWVMBX+IDqKgwzVm1T43ygUPv0UCXKUDBFcDB38Ti8f+CnAOMxXsidgvQzdSX3ee7b5H3+uuo3rUbxRZ22B3QwyQjkyYhP1MZNldo6FKUyAR89qcrdWKJcSQCcTj7MPJq8hDqGIpgK2AvDK2liB8ubICbZ1uMbWPY+ddSaOrMbD5ut0cx8tJUfF6shFI/pI3Z8XoCNUWQrXsUW3EU6iHAubowbMjpgzNOEcizs4A1Ylksw5+xf+LZqGdb/Hz0HQloKl+D2PkAeALDQvXWHjyMuAjY1wJWoWGY1W4Wu9wsjTk5yF/6CurOnwdPIoH95ElwW7oUPL38rlZuLyTWd3XX2Wy30jzvvvsuE4rNQRmjrdx5+vTpwy7NUV5eju7du2Pjxo2YMmXKXf1INkebrpvJfn5CpBcmdzE8VpI1t7E49tXBFMzo7seErBc3GJ60PzUgyGAilfK29cV7jaj2w5E0fDa1ZZEp9xqxeaZd/0RcftU9IeCfSi3B3N/OaT83mnInsX3LU4ZFrj9OXz9r1tPeEkmF1fh4dwIuZXH57WTHvulSLqqa7M/JTpxiE6iZQ3/KuyVQQ8HTg25ODL0VPt6TaNBwQYLsM39F4/iLA2/o0vDcsBD22uuaGgOJxUOCmeB+o6x6J2sxa0wwZxd/M9sJ/X198Z7Yfa0A23Ojmcg6jn9Km6tujtxybt14JLGINTLQJHhbXiZeE65CFD8J6Wp3JLVbCM/ejwNdxwN50ZyzHK2dbxPZZXVm8+O3XcnHk5oIOT2+fDCSCfNrz5tmRxL0GijeYEqUT7PivQZNBBLx+0nTbf5MWhni86tYlEEHbzsTAV/jWEKuJDfbqKKBmgNeGmE4GUZMjfLG6jMZSCsxtcIf29GTuX3JNjyBrXV7wJMAh1WReF7+OGu4KEDTNGZ1PnDic2DsVy1/QvqxfOSIdh1mCQ7gV+VIZKrd4etkDYsejwI9H2v539L8mSoZc82ihhghn8eag96bEMEiF1q5g5BYH9DatNnKvQ/Vkn/++edmb6+pqWENyH/88QcefdRMDt4d5PAWLlpSH3mjAlFD2uPdNYYi+Kov90HZaHjM3/jjUUx8pD9mzu2L997YZDCdP3lad1jpWeYXFlRi5zZD5x6ZTI41f5zE2x/e3fOF20VqUoH561N0znr/JPGpBXjmnfVs0ITIzC1jgv6fn85mE84aVl2JNmnMVIkBhRUgqgU8HG2RWVGBj48dw7nsHLhZWaO7mxf2xqegpJY7zpfW1uHjA8fgYm2Fse1N1wXXw8pCjDlD73zDw/JDZ7XiPVFRJ8OLa3fj4MvzbziJ72a7BDWyE1CpdbbpzrZPQiTQnSM4NeOi4Si1RISTH8u9J+t8fUZ4NsW1toCMvDL8uNGwVnvmaiai25huhzyRGmqhCpDrPue8au5vx5RnYOGFX9CoUsDSFrC0bUBttQRV5VL09wjEvJ5RmBkViWvZBXC2sYLfbYwzICv+3RdNdZpdFxOxcKxpfeHD/sPgILLAT5cvsKYnyqPXh7bbzy+fxLPteYbivQZ6+UrD109syDplEGFJJFXnIaYiHZEOgejs7K0V8K2EMoz1vYJ2DvlQqfcjqaIIIfamzqwtwd/GEUsiTBtER0aGYvVZb6QrEsATGj6vER4dUSeX44UDuxFfQc3XdhCJGtHF17DuUa2owcacbXgmuMlhrAU4Wui22aRq3X7LQqQA30g1trJoRHW9BHKlEM4W1ohwmgIRn3MBvhnKG+qw9PwOHMpPZs4Qw73D8F7UaNZE0Mp/00L/trU+u7m5Ydq0aYiJibnrAn5z+Yx0cqiPTK5EdpnhpBBB0ynVdTLYUaGi63ygIpvrSI98yMD2mzr4f9xfjBLZrxjAj8HropXw4DVN7JeaZiTe8zQV98nq3RxtnZrPwr6rUHOEORG4KAFw1T336nrz04ZVsAJsvVEUOAkzvjvDYhaI8rpKXM2tBHo+ieEZZ7Eoej3XS6dWo3LL1psW8O8KuRdxKJYKS4bbdmJhNcv9pqaE69Hdozs2j9+Mbanb0KBsYBnd4c7hBvdxnDMH+a+8YnCd7YjhELm5gWaivxr4FT449wEyqzLhaOGIBR0XoJtHt5a/hvRjZq+OrKnADnsrrB7Ih029Cj0S1BCoAbkAEOmtMax6cuL3t5e/ZeK9SmGNuqx5gEpnl7LxUg7m9QlAsJst4N+8gKJBrVJBrVCAr9fNTTa872yPw4H4QpZTSVmbj/bj8nZNJlU0NHM938oKIg+uo67AygkqM9EUGSW1EDZT/C6z0E3o9AnSFd2qGkxFBFpgkZ2+dupdF++kpVYQg1dOrISDhQOLy7hdXK7NRuHox/HB5Vx8Fu8GWbUCc9IOob8sF26f74eybQKsC05rN9+eVvHIC3LGRvlA8EU6C9G40jjt51J37jxUNdWQ9ugJgfWNrfXbe9mhsIorEgssTBfpSgEPeY6Ag0ICtxc4i6VbIWfhM2iI5zpa1Q0NKF/zFwQOjnBZyNmdttLKP0mvXr1aP4B7HAcHB8yaNYutm++2gC9oxrpRSIH0RuhbnOtPUFIevYu1BA/39mdT+zTBPz7SE8PC3Q0csj7eY75JNK3E9HHvdTQF13BP81Oz7a4zTXs3+e1khomoGZ1dgYuZZQZT5xSf0BwU2TOugyceWHGaWY0TZCUfl29YUNOw4WLOTQv4d4O4vCo2dW0MNb8mFFQzgf16dPJ1wL4l/bDxYi6zuaeM7ih/w8l9Wm+eSzd0cKOcd43DxG9zu+KVzVeRVFjDHCqe7N+GPU5LOZ3alENvxCmZLxPwFwo3owj22KzsCzmEkKARDXqB9r2COEejLw8kM+HbGnVYLX4fjjzuOxjGy0ZY4stAThfAOwrwNz/NZPxdkKtUkOhlvdJ+4b0dcay5gFwKSOx+emAQa5Kg28xBuefmIFH3RjEbGaV1zAHiRvQJ1jk6Nfc8NNd3NfpsNVADBzWq2FqKMI6E9dsERVc83q8Nc7s4kFAEQWM1FltsxzibJLhcCgTO1sEy7bB23TxYcBnL8BMelT8HD57edpHHiT1UtD2fUY6y2gb0bOMMO8sWNJV6RHLN8c1AhckQXg5yeR7MIeJWrH81Dgxnm74ncqWa7TOoueXNsYbnoa200kor5rC2tsYjjzzC1s13m+aa/QRmLOezkk1F6QaZHPlZpUyonzSlK3JzyyEQCNB/UFsMGKLbB57YFY2fPtltIPBryMlueXbzvQIdk+i1tAkxv+ZpE3RvWEVv3BOtFe81pOeU4mx0Bnp1DtStWWTm681qPmBtKcGE3uF46O/1yG8SQMtlMiSUlIDmSfTz04nNV2JvWsC/G6Rnl2CnGeG4vLYeV7IL0DXw+kNRFuIwhHgcRHnt31Aoy2BrOVRrna9hTudOOJSWZtAM0cnDA509ufXVZ13m4INrm5hQbCWU4EG/Phjj1fLGhQuxuuYDfaplMqC5ZVGThTzRy4eLlv0t9RAT7/WRWjegptoCRwvTcCwnHf28A9DlBu+J5rtAwrlEL3K6rlGOj44cw/a4RIgEfEztEIHFfXtByOejRtbIIuiMqaozHKTTQL/jZ+EAUZUAar4ajdaGz5vIqCxnTSXmn6Duv338dM2q1QpT/YxdL+eu7+rCvVfEnODT8LPR7KeqEFP6BQQ8C7Sx+z9cb40oaMzDU1MCcTJZiv2Vcajl10MIASxkjlh3Pg1/89NxMCOFtHvWlGAhUILPN30f02t1LhGXinNRWFeDbm4+cNIT6pujnZ0nYsq5bUzAMz8wIxIqoVSJ8FKHwRDdousRifcH8jincRXU2JkdB4lAiGXdWiOQ/qvcVu8yyiOqrzf/Bb+T0LTtkUTDiWGaEundVLDQLwaEuduwgo03rxgdealIUXvCysEDtn8M0J28krg2+jMD8Z7s2enEHWyqVIBdqu5Ia/TAbvHLnP2Kj+FE7T2NrBLY9SIQuwngCzG1wzRstwtGbKWuCaG3V+/bKuz9X9SVoDLDEiWx1misEULq2gj3zpWQkPOBHsMt4pAMwxxzN145IrsPBvouxJboGq14b8xe/+7omxuDLsXcDlJtbAn/D6OqrYL8iyGQKBLhqPwKudCbnKBJYwHfYBroevja+uLpTs2LjPaTJjJL8PI1a6CqrobN0KFwelw3adHLqxe2T9iO8oZy2IptIeTf5G7Ezsf833XrCDSkoEHMw1cTBPi5Xo2OPB8s+TYXaiVXWJO0bQunJ55g/6cGAkJR1dFAvNcvDL00KAAV69ah7sIFiHx84TjzIRaToL+QKv76a5Sv5l6rVe/e8Hj7LfA93DFz1V9ILqyFstGXFe7e3xUPC7GAWbzCpzsgdebcN/Qhm8ImTuedxo9XfkR2dTY6u3XGXO82bEkYWJkLS7kM9SLD50wFYZthvVDzsQesS3TF5hqhBXb699RO6gwP153okKU4xTbo423tjWAHbqKtX7AzJnX2YtNyGoTWsRDacpP+H5z9ABHOEejr1RejA0eDb6axoCXUK+qx8OBCnC04q82SXzx5CXouXQ9VGuduUZuXBL59gXHvCcbwz+A5PAaxky66gZ4/uUBkzZuPhqQkbROE15dfwrrv9fdLzw0LZcVLKsYq673BFxsWvvlqHoqn9IfX8Bdh5ac7IbsZKE5CI97rU7l9e6uA30orrdzUurmiopmGsDu8bjaeineQijCkrWkhLdLX3kScpElUsqFmTZBNNoQvjwgzEO/Jnv3Zv5svskb53b4phTtNfaMS7+yI1R5Lx3TwYPbQJIpr6OrvgFHtb2zFdzfQCO7GlNYYXk9NF+aY2sULCweHMFGxuccyxlyR6Z/+zCZ8d5I1uJqDtlkHq5atm6k59nq26cPD3bFiVhf8eiKdvV+D27ph4aAgg/XdviX9UVrTwNbqN8pMN4bcDcxe7+EJ5AESngLLRD+xifpim3YYXfkCIOcKSoEuVnh+WCj7f3pJLft3hOC8VrzXQtakl/5Eo3tnrLuQjZPJJfCwt8Ccnv7wdzZsniRL/p+Pc6+1R6Aj3p/YHoHOVizCSPOdqGlQ4PP9SazJnmKfqLnF28GSxTjpo++UdyGjjDUZUNNQJ197dLnBPoL2If1DXNn+qMhMLAAxur0Hc9nT/3vG2wQ1q2hikqhhY24vf/xuxtWN+Gh3PMu0793GibmVUMH1VpArVXhy1UWtKwFtj7TNPJW6AJKCCwA9xUTzkVSD+JcghQwLBNt0V7pFoLJOjtm/nUNM02dA3+/Pp3bEyBvtl/q/CKQeAmpNHRIIMgaeE1SPpSOiEOh5a0061PClEe/12XI5t1XAb6WVVu75evPQKd2xe/UpA2Hd0kqCPqNNp4LDOvnhzAFDZxMrW0t8//V+xF7RucpMn9vHQLy/di4VHz75OzcE6+VM3VMGj9Eu4p93eGop5E7wyzubsfevU1DIleg9OhKRnfwQfVknmgWFuGHYqA64FyivqoPCApDZ89hEvaARkJSrUVFluK3ZsGxrI1TA6NAQLBjVC/GVJVrxXgulKAi5x7yX180KpRJzvlmHSyUFzNiUJ+KBLzcs3TlYtcyuXyRwh6vtM83eTrnsv0yaiJ/PX0AhOWv4++OZpiEtIszWC3/2WoiKxlpIhRKIb7Le7EE+5mYI57vhJAzt/R3FUsjUQtSCqzd729piaV/OVSPLuNbbtF4TCFVQNfKxNukKenv6YfOVOBxNTYeTlRVmdumIIJcmh6QmyJL++3PnUFxXi84eHnh30BC0dXHBiwfX4XRWOmoapVCr+Vh+5jxranhxQF94O9khxNMZSXmGz2Fghzba/8dW5OHbhMNIrCxAW3sP9LHiGkJUNBHOGdMaEOXmhShPL/jZ2iOzSq/+QJtikw7d398fMzvoHPL6urTDlQrDNbFUIEFnR+48J9DWCU+H98b6tF164r2O8yW/Y21OHdrbB2KEe3eIBbfmVkqDe8tTf8HpUq7eTI0Y88OHYHe0Gqcz89gQZibSWfMC+5BkAkCqhEwuZnOrxmmFvlIv1MobMe/QRpwp4MR4MV+A93oMw9Tg6++X5rbpiyOF8civr4RCxYdIoBHx1RDyVKzxtY+7Gx4PHoeOjrcWs022+TR5b8yOrFh8GDXGwBmklSZaJ/BbDlm17t27F8899xzuNlQwe3tcOCsokJVjrwB7fBkcA/Ha7wELO8CxDVBbDDgG4u1ho3Fh7ft4grcJgiarizpBAHjF6YZFjD1LgXYTuCxvyus8a9rFlaD2xSV1MLp4WALdb95K7h9j20Igbiv3f2UjRBd/w6qu87Gt10yW397epT2G+A65ZTHvdqKiydYsfxSdacpjpM+rUILMw87gXXsLPPBhN3YsnJ98Ak83/II0/ljsVnWFGnx4oRhfi76FKHIFVGJHlFzew+3pm+GKSxutgG83brx2CpsKSlS8M2sZfpeofPMBOFgnsv8/KtyJtxRzDW5/IMq7ZVMWLcRuzGh2aQ6avqDp+1uCcuhPfQ1U6H2n7HzQd9R3GBn9JfZl7INSrUS7gG54u88HcJ4sRO3p0xA6OUHaowd4TQerSNdIXC66DDWtiM0ga1Qg+9HHmMW5hsrNmxGwYT1EXtwJUPmff6L0h+Xa22tPnMDpFx/Fu+NVKLDMhdQfUDU6oS7rYajlzlh7LosT8IUSYOofwIZ5QE3TlHfYGKAPZ/seWxLLogoUaq5hZHf6bsRIPfCFvy+sMrLw+NWt+DryAaiauvFoUomyNRv5Qizu+TjGxB5Au7IMZNm4YX3wQNQ5umD/gt66rPkmnun8DLKqs3Aqj7OI8rTyxKf9P9V+d+lz+nxqJEL8CvDFqY3gWxRCKNXt66i5gC70/M4XnMc7vd+5pY/0r4S/tOI9QZ/f0Q2fonuawvSAaiTgK3l8WHr/BqENZ/XvKnXFnPA5KHrvC614T6hqa5H3ylIEHzp0XZt6skA9+Fx/VhTMrpmPA+Wvo0quW6DSgvY7yUkcv/Y6fvX+FRKBxGB/U71nDxrS0mHZKRLW/fpptzcDBOZFD14z17fSSiutmGPXrl2YOnXqXX9zaCJ12QMd8NWBZDaJ3NnXnk0MP73mEjsePeSWhV71RwF7H7wxcDwmZ1egQWHYYa4R7wkaoFi2N5FZPpPtuibnvjnauFjhif66AsS9Dll5k6ipYeOlXEyI9GTrAbLeDveyxej2njctzN4JKJKHmjHM8e6OOLy9PQ5jOnpgyZAQlNeZF+fHRnrBzdai2clvc0zs7KXNmydLcpqMJjH0n4IiBJoT7zXCrofd7csNJRGfLtfDyfrWLA9pWj/osLWBGwaJzjOmTAOORQMx6wCVHLY+EbCduAJnLH1wNKmYTYv3C3bROtWRIH4ooQiSpiKlCQoZFqzWicrEhgs52PxUL62bwPoL2Vi2hzsfIeiznvnzGTaJTxPxxqw9n8UEfJpe/G5GZyxYfYntcwja51BEAUGv7aGfz2r3MzTFfz6jDEGuhq9bg0TIx8sjw5i+QWK4udv/frwHOvoYboNPDwpisRD74rgJSRL/v57eyeC7+9a4cAS5WOO1raaxVnkVMuRV5GF7TB4bHlg+69bc2tZfyDF4n2kfevrQDjwruXDD31Xz+Pha9A2GCJoslqVOQN/n8NXBZK14r4lFoYiT/qEu18+bd2oDPHUWuLoeKE3lGvypbtIED2r0yfoB2HIMmLcXkNgY7G/2xBYgsaAK7b3sWYOEOWfE5pIqWguQrbTSys2wc+dOFj91twnt5IeXvp2DP5btQF5GCYI7+KDb4HB8+eJaCIR8+EX4oLJKBkdnG0x4pB+iTyVDprfGEthZGoj3xF+/n8Cg4e3hF8AN5uz96wxrEKDdJb+8BipH66agbsDdww6zHr4Hok1byO8fbsPWX3TDGUe3XES3YRF49e2JSIjLg3+AMwYODYdE8s9HDypUKlj6SlFTyQNPyc1gKyVAZSDwSdoZvJ96CsODgvBsz96ozauHuBJotOdqWjwFYFkIDO0fAh8Xe/wcfanFf3d8B87ttqqxgQmIDhJLRLl63bLLzf/L4rU7cL6uEJByf19NHw2J1U2bce8QPwS5GQrT/w/9/P3Z5XrYi2/svmmOHh390TbADfHpOjcMa6kE7w4ahd9yz2Nd2mU0qpQIt3fDJ93HwcPSDscyMmApEqGfnx/LOifa2/shr14XwUWQGKwgi1iqNysUeHnHPmy9qmu43BQTi9WzpqC9J3dOsC8lBW8f0VmiXsrPxyPb12JQVCmqnbIR4QQ0NgiRcM0X1VVSrIu5ygR84sM5I7Hk5+3IKubWdl3aeOG5CVxzAYnHD5/8HbUK7gMqLKjGJVEWwr28EFNRBH4DHyoLZivAEPL4eKP7IO6HBjXbdsk5guWGK2iCX4A/HpiEnr6GgvNU3z7MCeFAQQxzerUXWeHV8KnMGUHDsx36Y5CnAMmVB0w+i2p5BY4UX2aXE8VX8HHHJ29pGz9XdkEn3jext/AArpX6A2ozU/MNAtaUIJfwkFvqAB8X3edoKbDERK+x+Cn2nFa8J2ibeO3MPgzxCTKwzDfGzcIW6/s+jd15V5BZW4yzZRdR0lgJC4ECwqZp/+zGRHyX+js+sXkWdiKd64FSrcKB3CTElucj1N4Vw7zCzE7ok2U+XWjy3uB6Hu8f20fc6/BoW25BX1RL7nOv0uJWpvj4eFy8eNGscF9QUIBNmzahpKQE48dzwufdZk4vf3Yh6xvh9oXAMdNsaKK7zffoztdNtxbQzrkuCyZfT4WM2ZUjmIsDMC5capANeBPoP5LasHBfUF8BxG83uVoYsw6TyHXgHqL2zBnkLl4CJZtOM9xJKWV8IJubhCr5/nsoq6vh7mKP76u+Qp7aEeVqG7TlZbGCgUpsj6w5c9ExvQi8gUtY4cMcbrVlELg4w/mJJyHt0plFJpCFemNTYWhgqAt+mNnlrmf1NebkQlAeAzTt9+cK98EKMvylHASZbQDG9IzAY31vbZL4H4Hs4OcdAE5/C+THAO7tgZ5PQ2rrgWX9luHV7q9CrpLD2bLJQcMKrEnDmJe6voRH9z8Kle01NBYPa3LH0DFelWcg3hPK8nKUrVwFt5dfYj9XbN5i8rjfhmWhoF63vdEEt4XHJtRnPcZiOLSQNf+SWO41WDkZZIX+nfS3VrzXkFeXj6Mvv4i8z8+hTWUuJqYexy7/HmwS38lKzESP8tpG5AqssaLDBIPf5TUqEWA0AUXYiG2wYugKZFRmoEZeg7aObVlOuDGzOvfFisSlJs9Jny0pWzC//Xzm0HCznM03XEwRdjWG+0yVgo+qbEvY+Rl2Mlt2m4tvI4azx6AGhAlBE2BvYY/kU4a5VYSyuASyxCRYRpix26Tq5+WVwLWNcBZIML/zbKDvGDzbsAMfnfsIO9J2GNz9SskV7Enfg/FB3DFLWVOLzFmzDCbrbUaMgPeXX5j8KUlgICwjI1EfHW1wvf3kSc2/Sa200sp/itTUVJw+fdrkenJ+KSwsxPbt25GYmIjp06f/I8+PpvDpQuvmD3cnsMlXDbuuCvGD6BpGCH5DmHQFnBSvIU+TtwyYnXalSRIS3CjX+HrrZrIbpyzoe0HsbgkkDm6ONszOI3ZezcdHkzuwKdx7hctZ5Xhs5UWW8W6O7Kbp5xVH09h9XGwkzJXMGEepGA//fg4nU24s4FP+++P9AjEozJU1zr208Yr2s+8e4Ihf53aFleTuniPRWsrYNUKDi7UYD/Xww5MD7p8GEjrvWP94T/xyIh2Xs8sR7GrDvkeuFJs1/jtg+AcAWVnacMVCqitrvof6LB0Zhis5FdhX0wVvCFdCwjMU8q+4T8KBc4ZT2ORc9tOxdHz8ADeNQu5WxuRXmt/eCFmTEwDR0ccex14ciNi8SthaiAwm+9edzzLZZ5TUNGJKFx+zAr6FiI9AF2v2/awwY4tPj+XnZGX2vfxxdhSySutQVteICE9bCM1M0U/t6oOvdl1AsdzQLUsfEq6v5lSivffNN3ifTDWd6nLhtcyNRdhxKoZETAaS9wM2bkDkTPbviZSjJvelz+9yVoWJK6G+wyA1JNFZz+QuYzFulCcw6DXgwJvAhV8N71wUC1xeBfR4kv1I50Qzfz6LC5m6omj/EBf2nTcW8V1tLTAg1MXEMZGcxVpppZVWiKysLBw7Zhq1yBwTi4vZsNjZs2exfLlu+OJu0m9sJ3ZRKpRY++1+rPqchoMAtaUEJ8/qJlStbS3R2FQzYoOtliLkWfOgcLcEX66GpKwRQhl3vLtyKVMr4Dc26I5l/Jp68GSNUFuKMWJadyx4ecw9IXa3lP3rzphcd35/LJ79fBYGDG6He4XE4hI8umEL8qqqAQceEzLFVYDCUg25A5BZzTUr/x59GTlVVXCykcIymQdJKeWmA/wma3xHGyme2bgT+xKTAVo2GOlrAk35SwDYWkgwq1skxkSEYX9WMhYd2446BffZd3T2wO9DpsDB4vY1mLYEmVyBQ1l6A41NqMRquPAsMalnezw+6O43ztwq1Bz47dIHsHbvJVxOyIWPuz2mj+gCX3cHvOU+HM93GMCEbzdLXUPimFDOrUqfx4OGIro8HYXkYNxUbqyqoGl57gPu6eaLT3acMPgdEvV/PH0e30zm6tcb4gzdOAg713TkND0mIZYoENw2B5fOBrPf1xDk4Yxtr81FQk4RLMQiBLjpBui2ZkVrxXsNVXIZJnf2QMyRItaMwq/jQ02ZtISSh3AnzvWqvK4efIXhRqpSquBla+pcQML+W+2n44mgEShpqEKIrZdZR4SOTr2QVGkPHjRrWe7vVsh12/LlimR26ezANe/eDHFV5qOe7O1qUV2tp+bpD4xRo4VcgDCXXlgUFoqL5TGwFlqhv0tvOEkccTzP9HhDIv65wmyM8DPdHogDsSnYcOEac6wY1TEMz3fphnrlEKzK2IttefsN7psvK8auvGOY7jdK2yz06Im1OFGYpr1PlLMPfu/3ELPG18dKJMZIn7bYnmW4/Uzy78hE/Fb+mwhvptvxhWbygp2dndGvXz/89ddfsLBo/kT3biCsyQNi1jR/h2qdeF/H42G2pxteLC2He50ZKyY9QY7sMvWtMjVd+137DaIjBO4byF1AL2tGd/29ZRmvlsuR+8ILTeL9jalYvx6uvy8Ff8uj8OSVsQuj3QRUn45FfUwMAnlqvJX0G5YHjkO+yNCC3t9Jike+eQ01X3+Jwg8+QOGnnyLPswtU4WNYzABxOLEYXzzyGh4bGALHh+fetc4neg/kdYai7BThMXbBpLVAqM6m876BCk7D3jV7k52kZYWwcOdw7J60GwezDuKCtxx7L1qgtEbOnAhooicg8wxME9CBxqwsXCm+ggZlAxyNohJkIiDe1/RzFVqlkYqOsR2NLFTpQOttOn1jLpuesHAUYU3ESBPLrAAXrjvDwUqMjt52iMnRLeiIPkHOZguMGvztrt+9KuKL2FT89aCOysTStFsS8D2sTO05YwJ4UPN54Om91vzzdrDo0AWSukvc96rTTPCGvIXBQgk6OfVFdlkdJHwbVMnkKPfyh02hUYYcnw+hi+F3V8vBd4ATn+t+Tt4LjP0adl3mNOsWkVSum/Cv+PtvE1t8msavPTsdVt27mfyu19dfofDdd1F96DCz93d4aAYcH3mk+TeplVZa+U9x+PBhPProo2Zvc3R0RM+ePXHkyBHYmjlZvpuQ1fXK04Z2guRi9K1iArPaFtYVYr5wJ95RzL7hY+kLZmPae+BYkqFYY2shZG4z94t4T9CSmYrHxtChzdxy+p+CnuOSddHNivfGbIvOw1cPRuJESonB6+gb7Iz8ShkT7/lQIYiXixK1HcpguJ2621rg5zlRWHE0FZ/uS2R26dQMotR7LLLM7vnhQTzaNxALBgaZncy9E9AaormPZumotpjU+f4TDWl9+Pxw88Uk5jZHlxtALk5HXhiI3VfzcSL3M/RP+RjC6lxAYgv0WYIMKxLpm6a69UgvrWVCdbVMftOWr2M7GObF0zbQwZtaDAxpLpveUixg0/TG4n6AM7duJgt7WiMfTzYUxCniwl4qbvZ5+TpJ2aU5aB/1s+gzPKuYi1S1l3kLKXLcyr81Ad9cLMJpVTso+WIIVEbOGN7dgKJ47hy+w1Rg+PuA2AqVXgOQUVqLNmJrWDdUo61VDXSrWh3uduZrM8uPpuKj3bqCKLk2FFTW47F+bQCbZmz3C68ZiP/64r3mMQ7EF5p1o/hyWiTe2BqL3dfymWPDg119sGTozRdxW2mllX8n586dw6xZs8zeZm9vj65du+Lo0aNwdb21KI/bhUKhxMYfuYlaqnXASFivIdt1AR88uRIqSwmq29lBKeXqiUoLQG4lgHVWPYQNKnh461xiqDng2HbdMZinUMJCrsDDTw+9r8R7jRhobp1Kw3/3Ei/u3MuJ902QKC+3BpRm9PMDaalYMXgsDkensvUul3UARPi7M9v9/YkpTMznN6rZz2zJoAYEdYCwnsfs5394ZAL+SLiMbxPO4uv40+BRo4BejS6mJB99NizHw22j8ExkL4jvkrtjvVwOhbmTGh7wdLdumDbi1tyG/kmspBLMm8jFkBpjLZKwy43wlDpiXZ9ncaQwFtEludiRmIn6ulpYCkWYFx6FUGvzdcmMsgqk1uSisrEGSpgOUDk6mDamWkob2WVUoOGgEmkObX1MI+5IrDcHX6CGrUSCqoYG8NTUlMKtXQMc9PY1gQHYnWi4Ymzj6Ahfe9P1uQZ3Swd2aQ4ej4/YukD4ieNgK6wHT61mBiJtpCUYxbuCvSXhUIKm9HNvScB3Ejfj/ks7VX3U5NTrgbTKMjQolBgTHIo3+g2ArcQCvpaBSCsvhwhS1CkaYS+xMLu+d5caut5qWHf2Ct7eelD786mULGSXVmDRsN5wb+Y8LL1WF1l4IC/RQLwnLpRkY0d2LCb762ILNLzbZRQkfCG2ZV2DgMfHRP8OeKXjEPPvQyv/CVos4C9ZsgRPP22am83n8yEWN3+CfNepzOFOcFvAHisp8oVC/GJviz71MljoH7TaTwGcdWLdw70DkFVWh7XnstlENtl/kjX1/VSEZFAkALkKJO8zvJ5e7z2ELC6OTdu2FHVDA9RBo4Fpq4FzKzinAWZpvhiyL76GtacMHl0r0NYyH7OUB5GY44U/fF5Avn84Irxs8UjvAFQtfAJ1p5u6RevrMTb1BOr4YvweznVMEeeFLpiwbBnbxpzmzcPdwKJtGArL/WHfGAeBWLeNyuEKUTBNnv93IbF/UvAkTAoGnuhey6w+7aQiZo0qdTa/0NxoGYdfdj3E/j89QIqJemsXoRKQNvJQp/c+E2qlJaZ09seCAbpmCYpXoGmzwPQ16FP0F8T1xdx3a+THGOQ7CAeyDC2EhHwhRgcNQkb3Iqw8maa1z6d9yDN6WanLHuiIR34/r7UYpVzR9ye0N3kd0UXR+Pry10goS0CYYxgWdV6Eji6mB36CLPUthBYsq7451CoBnltVhl9nlbG8VnOQ7aiQz2NTT/rMbDsTO9N2QqbULSQ9gzrC/dXRKPr4Y6gbuWKk9dBREC/8BBAaHno+3pOAX46ns32rSMBj1lRK3ykIsu2JFy6sgW8NNxFmN2ECRG5mTtoba4GzZrrxSdDvMgftnMx3eutfL4s17Y5l11+7ZlbAF7m6wvubb6BWKlljQauVUSuttKLPww8/jJkzZ5q8KbSvkEhuzUr7TkDT9BqnIX2y1bqiRDDPdOrWGHIpItFMw5Qob6SW1OCPUxlsCtfPSYqPJ3e469PY/y90jKaorq3RuhNwYkS4OxMX7xXSSmrNWpg3h0KlRmc/B/z+cDc22V1S3YCBYS7M7pyy3HvyY/GpaDm8eKWQqwX4WzkAKx2fhpu9NULduQlwihYgq3MO88JulUyBz/YnQaZQ4oXhXDbjnYYaSagx1/j9sJYI2Gf5X8ZaIsSUKB8gag6KK6dg1/l4qMQ2GNXRF11Uas65zOijzCqtxdhvuQkjKzPbvLnfIUZFuOMFvaYDileg79HxpGLE5lehtKYRvYOc8MbYcAxr546/L+SYPC410NOU/TeHuJglgtahi4foztHfmxCBh387z74DGnGcIkKMuZZbydabZDMf4maDZ4eFoFcb85PpREfLIqxUfog+DV9BZeTypeHtbbEsioEmz83BuQeotREEGih+469zWaiW6Qq7rm5ewICvgZ1LAM16nc7zpq4ERIYFyu8Op+Drg8loVCjwtmQNZggO4itVAxaIffCc/HFcU3PObMPD3dDGaM1OUCMGNd8Ys/xoGub3CQTfwzTXmaF3vX6Mij7U7GFOwKeGCoorUKoi2Wfbum5upZVW9Jk0aZLZfPt7bd1cXVGH+pqmZkkSWM0N9fD5UPN4UDhItOK97jYeGhxEiHRzRZduOhfN3iM7YtZzo7Bh+UHU1zbAxdMeT384FfZOpvvwe52Bk7pix++G062d+oXBweWfbVrWp6S2FrGFhq5DBOW/Nw1Ym0AT3MsXTcaf+y8gv7waPdv6Yd6IbtgWp2uG46l44MvIyxkIsLNnwqm/iwNm9+mEr2POYENiU82JrLbN6BaUy/3tldOobJTh3Z6cG/CdxkFqifbubrhaYDg8YyMTYNQAM86X/yEsBGKM8OzELo8F1WH1lRiIIMC4kDAm5FNDokyp0NrR83kqWLTJwhMXPmW/L7ETQ2pji7pqXVeIUiGCSGQ4XEX1z94+bfDakAHa66obGrA9IREnUjOQkFGEkvJaRPl74eXRAzDYIwx/pJo6/Q3zbAfbrg744ITOlYkmtp/t0Vv786sD+yO9rAwJTXqLq5UVPhk1wuSxShuycaTwZ+TUxcFB7IneLg+hjY1pXVT7GuCIizX+GGAXbxCd5GdZhvY2uYiu9sV7By/Atr8XRgaZF/EzKsqZ8B7qbLg+H+DaFwcK90GlLmU583RuaiX0wvTOU/Hy/oOoaao39/DywU/jJ8DaSKP8LeYSPj19AnVyOQRSFfgWXPMMmTNzX8MmVwV3X0S6GDYfa/jx6DmT61aeuozHBnRDkI2P2d8JstZdT7b55rhWlm9WwKcmk4+6jcUHXcewn1sn72+AJrK3Jfe7T2lxFU0gELDLPY97B24KQc+SxATKiqsrRUnT67kmkWCGpxserKqBs1KJWv9eGDthucnEwDvjI/DcsFBU1cvh49h81/49z4QfgK1PcxOqtMcKn8TZL/5TNFQD6ce5z82vF1sEC5yaz9fhWVhALTPsOLPq2RMCayugLe3c1MDJrzmbv+p8SP3bw6VXOfhC7ptKumlbv1y84RcP6cMPs+vkhYUo0oj3egzNOm8g4Ds1bVflq9fcNQGfcrVdP/gW2UufgJ1rNsQ2CshFAbB5dQP3YlrBoYRCPLHqEstiJL7Yn4zf53SBvY8P5Nm6vLE8VyFWhRVrD9BrI2vhWG+PgRcaoaqrg22XrpgRHIqfM9cavKvzO8zB4qhO2p8TCqow9Zed8Jb+hRBJLAp5MkxWNkCcsAMoS8OYJ04itjQW6xLWMdt6W7EtXuvxGsT7TmHWN9/iwdxcFHq1QfTEeRj5wBBWDNdA/z/6wgCczyiHUMBDF18Hlh2qT35NPh7b/5hWkKf8+kf3PYptE7bB3cq0aEbNA9TosDp+tdmthXqXGopGQl4rwcubruLAs1y2kgayGn181UWW9UtE+TmwOAmy32XbqN6JK1lKKWrCcDZlDEZaumDuu7/iIZsqSHx9IAkydYvYG1uAH47oiohyvfG9FHtvvDdoAVbm74Tt0CFwmDHD/NZO2VTyOvMNXbSQ9R+Gjckb2fukoat7V3a9BgnZZu3cafIQ7Prr0Jp730orrdzP62ZqEqO88sIqw8nt3nxdU1O+VRi0jnhmaOdha5IFTceFpSPb4umBQSivpXWz5X0r2Lw7IYIJ3nuuFbAJIhIbP5ho2lh3t6hvVOJUagksRQL0CHRiawR7SxETNul5GkP3ozxsfcjth4RHutBr+v5wKrZczmPbwYAAKWaJvoAdjzuuinhKPCQ8iCDPKHR/8BV2HU1j0/G7pZDLw90S8IlvZ3TGvN/Po7DJkYBc01bN737XY7DuVc6klbJm0bpG2i4K8NG+VPw0O4oJ2/qxCnT+W6C3b6htVDIRn7Y5Ep87+dqjq78jfjxmOFHyUHdfvK/3HckoqcWkH06hrNZwupzczZKLzuLw8wPw1MA2zK6fGopsJEK8OrotEguqseMKV/CysxSyBtPFg0MMpt6pYYPWrTQNTsJ0V38HE9cq+rszfjrDGkoIuu/c385j1zN9EeTajDgS9QiOHTzbrHhP1MtVeHnjFZx4aZCBw0RBpQxPrLqode9r72WHH2Z2hjfFHrD9o+4xKOGyD+8qPqj8HfwDaiDqYS6my94PcI8w+ZunU0vxyd5E9v+5gn2YzdvFcj6JUH42Vkm/wJPOf6B/O0883Nu8QxftD8rrTF0P6H2iZhtp0BAgZASQxFlEMzw7A5FcAzQR5m5eiAnzMD+5pOFuOXG00kor9xc0GPZPu7m2BCc3O3i3cUVOahGgUHKFFKP1raOTNcryyqESmR/28gp0xvvvP2SyLp6xeDgmPTYAZUXVcPNxhOB+cnrVY97rE1kTwtEtF6BUqBA1qB0Wf647ftxtGhsVuByTybaxzpF+7H21EothIRQaWJYz1ICNUoRqoeExMsDeASFOTuA501SzGr9tOoNjRxJQkVeNXn0Na1w0iU+P4yu0wYp5E9l1SpUKW5LiWywi/Z18Fa92Hcie491g2bgReGzdFmRXcvVuJ6EFfpo/ATZW9/538m5wNb8Ac9ZtYpPtxFfHT+PLcaMQ7uOG83m6qDVH72pU8HVurA3qRvi1qUJBoh3K6xsR4eqKcV4h2Fe22eDxezj2wFM9dEOVBdXVmLp+NaolBRBZKNDoIkJDgxXOpGZj3i8bsfeFR7C47WAsTzrKGggsBSI803YQSssasfFSLPgyHqzJ3dXTHc/06IkuHrpoLXcbG2yfMwuX8/LZ9h/l7WXi9tCokmFt5kuoVXBOSwWyJGzKfhszAz6Hh6X5+mg/l4E4VvgDBGZCxv0sSnEkvR1q6vhYemg/BvoHwEKocxYpq6/H0zu340wOV7+l79r3o8ci0JEbLKNn5yyp08YGSKBAXUMe3ri6D+M7tENfd3942NiivZupW0FscSHeOca5pkCshFKi1DnG8ahZn4cIB08M8ArE/HZd0RyFlabOCXWNclTLGtDWNhD9XaJwtPiC9jZfqQdGefbV/hxqZ/rc2PX213eVaRXuWwaPDsUtEOdbcp97lftrDKYliKXA2K+ATY8DSjM2km7tgal/ovbUj3CMOQA4cvdJFovxrjO3c/ii+4JmM+3Jnpsu9zVWzsCMtVyTA08ASP7Brs7kA8CGhwGN5Tjloc/cDLG3N2yGDUP1PkOnAPc334DVwEHIW7xYmz9tEREBj/ea7NiT9gHryHqLOqoEEF38Dda2vuA1iff6WIr1LGOb8UHl6a2sxEo5JqQeZ/9X1XJTHrdCnbyO2b5XN1ZjoM9AeFjfeBpI2rkz/HacRP3VqxDY2MAq2MjK/T+MSqXGm9titeK9xhL4rbXn8ImeeE+8PFOFBrHuRIhsz77rXYNRH22Fl9gVAmtrPKNWwz0xCNvStrHF97g24zA1dKrB47y79yhUHp8jWyBDNqQ4aCXFMaklfigsBoriwMs5j5e7vcwy5UlsD3YIhvLSFWQtnavd1txyUzHyz48QNHsws+GiIiZZ35J9LTUI9WzTfBPLttRtJtP09PP21O14tIN5y+bnop5DTnUOjuaYZmTKK6IgL++jnRYqrJLBzVa3WH9ufbRWvNcUPt/cdg3fP8QJNivjVmqn72W5D0FRzRUcC+UN+Ph0AeRDQ/CMGfGeuJEAkM23RvWH38D/ehaldt6AcwhQYmQeGjhQGyGwYugK9r1LLEtEqGMoBvsOZtdrcJg2FZWbNqExQ5dhZ9W3L6x692r2z8oLi1C5eTOU5WWwHjCANRK10sr9RFFREXbt2oXq6moMHToUYWF3T2Br5d6AhC7Kcn9q9aUmMQ/w4RVhqbApjsopCCOmv4ekM+VsUtvcamluL382gWAOGwsRu9zPUF73dzM6s7UFid3/5OuhbPfHVl5ARZP4FuhihZXzurOp48mdvbHuguG656URoSxH/Jm1l3Eqlcu0D3O3wRfTuEna8xllmPfHBa01OmWcW6Rew5gm8V6fqFpuDXwr0LZF6zXjhsSWQFnbtFYgcXFQmKvZbHNjIrzscGrpYCagUgNDO897Z+rrXuDt7XHa7ztBFvUvbbzC4hP0MWeZTyL+lgW9EOhqzb4bRLCrNf6+QC51aozr6ImHexkKxx/tjjcR7zXklNfjRHIJa/CY1yeQOd7R46WX1GL8dye1z6GyXoFTKaX4YKKEbUtHk4uRV1HPpugDnK3QLaAZe00A22PytOK9BjpvWH8hm8UqmKX/y3ApWQFcxHWh9yytuIZFFGh4dfNVg+g9mlZ/eeNV1kSiaWjRTN9/LPwJU4VNa3M6vTzzPddgHzb6huvmcYJTJrfbK0vx13AlENjmuk4MHX3smRuBPp197SEVN9VAHlwDJO4Gci8CLmFA+ARAqJuCndTZC2vOZiFO7/yAmifMTd9rKK1pYPuYgioZ+oW4YGDoP2uF3UorrbRys5DovuijaXhr3k+orZJBLWsELHX7RlcPO7z//Wwc2nIRf607hzo6hhmtfcYPi4SlpXkXWwupBJ7+947jwK1gIRXj+a9n4+mPpjEB38r27ma665OUXIClb2xAWRlXv3V3s8OyD6bCx9sRD3XqiF/OGx7kF/Tqhke6dcHz+/fgUHqaVrz/dtQY9tknZxZh8YcbIVco2TlRQUkCLlzLgkSqRoOj7nMWyNSoT601Gg7VW1PRmD8tA/RlB72bG5UKyFVKWNyCZNOoVOJAbhIK66vR1z0QQXbNuw1paOPsiAMLHsaV/ELWEBzubl5s/K/y4eHjWvGekKtUeH3fQZQ2GJ4vSexMz58a0YgVDwxFiJUfbJualIJKXXGo6AiroXZ1jMIId0Nn3W/OnYTKIx12Ym6tLrWXQWpfj/JzLiitrcOhuFQ8GtkXU/2jkFlbigBrZ5RW12PULyshVypZHbu2Wo7zKXlw6i9l568ns7KQWVGBrl5eCHF2Rmcv85PmRHLVKa14r0ENFWLK9zQr4A9xGw6FMh31sh9NbiuttEFJPufUV9kgQ2xxkUFTwXtHj2jFeyKptBRL9u7G1ulc48+5soOoVRgO6UolMlhb5WJlfCMalEos62/qIkDsS9W5eEFs6nohV6vwaERXjPS9fh2sZ5AvTiYbxg62cXWEqy2npz0XOhsDXKMQV5UKTwtX9HHpzBwcNAzzDkPnFG9cKtW9znb27hjv2/xQQKVMhg0JscipqmTuAkMDg1oF/f8w/z4BnwifCPj3BVIOApTTQSfBOecAxzacxXVdGaxGvYt65ycgP/kNhM4HwONRNjwPk4IfYMLOv5bGOuDKWqDgGuDREegw7Z97LtQ9teUJnXhPFFwFDr0DjPsGnp8sQ2lICKoPHYTA1g6Os2bCZjD32fiv/QsN6elMDJUE6qynyD7/uDIc7ytmIkHtiza8XCwt/wtDBFkmf55noSvmidzdIe3WDXXnDG1RynoPQbv6QriU5uGB5CMIrOKmQGyG3ZqdUWZVJh7Z8wiK6jm7pk/Of4J3+7yLMYGcLcr14IlETMj/L8BsyXk88Pg37jomK/vsMlO7tWtVtMTggQ816sVAlZQWHeYLxy9uykBxZRb6Brtg0eBgTAubxi4akgurIZUItZmVcbXbwbMyLHKekFoiWiJGZEMjoOBuc7Z0Zhcib/MWk0YRVVUVMncdwBP5Tkgq5Dr66Pzu7XHhmNXT/NQMCdA70naYva1O0bx9LonVn/b/FBO2TkBuja5LVK0Uo7GUE7o1RT39JiUquJIbgDH7YgvZQpBOZPJrue+FSmENRbWpXT0V+J4ZbL7pRFP8vR4tiioZ9y3w14NAfRn3M00ujfzY4PWP8B/BLuYQ2NnBf8N6VG7ajMaMdFh26gTbESOanRhtSE5GxkMz2WdIlP3xJ5yeeByuixeb3FeukkPAE7Aog1ZauVfYuHEj5s6di4EDByI0NJTZvT/77LOY0ZzTRSv/WkhEOf3yYBxJKoKVWIj+kmSIsuYB9j6QhYxHSR0PL4xwRbiXLZ5ff8VA1CNL8sld7r9M8ZZCNn5k+0220CFu1v9ofjqJls+vj9GK90RacS3e3xnHGuremxgBf2cr7Lqaz+z9Z/bwY2IqsebRHsgsrWVCLU1Za/jzdKaJSHu20o5GG0wQWOh+j5oYhrR1w744Q7tNiqXKKKljzQ76DAt3uyXxPr+yHlNXnNau897dEYe3x0cwC/IbQZO+Xfyaz2v8N0HbBtGS95gaIvSbMjUYi/fX48Pd8SiuaUT3ACcsGRrMbPmZNX8TqcU1EAv4Wse6s+lNa7PrfM8IRysxuxAbL+WYbJs0OU4C8L7YAsTkcIU8WqY9PyyUxT+Yg57LuvOm54FEbaNpNqkWPh/9Jz2O4OzjSGZW+Oah16lxpNI0BhxONLXlPZFSwpwr6LuT0xSTZQkZxgtOmj7oxT+AYe+ZtWa2tdCVbxrRzBpacGPx58OJ7TH3t3MsRoUgJxZ91wTOsm5Mk7udKST0b3iyJzZdymVOCeQyML6TJ0TNTIySm9ekH06ipIZr5PjtZAZm9/RjDofGUGwCTRy1Tuu30kor9yIR3dvgzzNv4fyhOAjFQtg62yDmQjocnW3Qe3A7ZrP/4IIhCO7kjzc+2oIqV7FWxO8Z4Ycpg83HHv4bUMiVOLYzGvEXM+AV6IKhk5ufaL0bfPLFbq14TxQUVuKrb/fh048exEsD+8LD1ppZ4Iv4AkzpEIEHOnCW8T+Pm8BEM7LmDnVy1taENh+4AhmUaHTkQSXmgadUQ15TB6tcQFSjhsKSB2G9GhYVgG2I7lgs5PMxLjiMiXFaGvkIdXBCYUM1Kho0azDu7/T29ION+OYbOUpltZh+cBVSqrimXeLFjgPxRLsbD5rQa6SJ7f8CKrWa1TIFLag3EzStbkxpfR3A1xvrFahB0rk5vj9yAblFp9HJ2wML+/VEd6du7KIhs4xrqPRz5ETu6Jp4CK0N3dPEUgXE7jLIc6VoaHKOsBNbooOYOzf9LfYyE+/1oZ83XY3FhaI8A4H88aiueKmvbjpcn9zacmzIPANzc6tyley6289IrydxOOc0yhuuaq9Xqng4kqqLYqD1nYe1TfMiexNXCwuRX10NDxsblDeSi64pUjG3ptySEoe3ew9msQbG2OhHsDQzfS1ugbPxq2MHYv6vm5BXUaWNnnhv0jCD1x/lGM4uzf2NP/vPZJn2ZKcfaueKCX4dzD5noqi2BhM3rEFeNeeM9vuVyxgf0hZfDtM5RGtQqJTs7wv+6/VmNf7V/OsE/D3X8vHHqUxUN8gxvF1nPNY/kJsKCh7C2ap/2QForAasXDFr1DKMnvAgTmf2RoG9BMOCO8DH1nx2xf1KQ1oaE37FPj6AvB74bQSQH6O7w+WVwNydBh31dw0S62vN7IhTOXsTvkQCl6efYhdzSAICTK7LrlJhnvx5NIIr/qSqvfCkfDF28ZYimK8TLRlCC6C2FLDiJp29PvsU+a+9jprjx9l7ZjdxAka98gqG5uQid/FiNFRyv2/Vry9cX3jhll7yV5e+0or3BNmrf3TuIwzxHcIyyv/rKCsrUfDOu6jat499BvYPTIbb88+DZ5Rho4+DlRhOVmKUGk32+FmQXK/GqoF87OnCQ6OIrKzM79HPZhRCrbBFanEtLmWVY+tTvdkBkDLfF6y+1JRhCTb59dWDkbCUVkBnMKojWyREpNiZi4IwRmW4mNLwcx4fSXqFQapVvrsznokiTtaG30sS3ufumYsauflC4hC/IbgetI39PuJ3/HjlR0QXR0OodMOF6M5Qy3XT/vP7BsBC3QAUZgAOfpAIJaw4aZyRbG0h1J7IkB39qbxTgJoOKaaLBmPrXn2md/NlAr+5DGaNvfOGi9nMdnRiZ6/mBX/f7sCSWCDtMFe4DBzQrJNKc5ADg+NscvC4McXffa8V7zWU/vIrHB96CEIXLgu1sLYQ7555F8dzj8NKaIUHwx7E052ebhXy/4/GnroLF6EoLmbvsTSqyx2PMMjMzMS+ffvQ0NCAXr16obNRE9XBgwdx+fJl2NnZYcyYMfDw0DmqJCQkYMeOHXj++ee11xUXF2PFihVYsmQJrKys2OOvXLkSzz33HLZs2cJ+fuihh+Dj4wOlUom9e/ciLi4OAQEBGDduHEQi3fZPt9P0fGJiIjw9PTFixAg4NtmM3YjU1FQm2H/00UdYtGiR9vHi4/Ws/Vr5T0BCE2WeUx41HeMWDGwDkdgNaNMHq85k4pNPT6OyXg4HqYhNql581B2nkwuRLgzCsAh3k2zn+x2a+qWCTqCLNXPHmfXzOZzL0ImPq89mYeOTvWAlufunUBmltWw62ZjjSVyGIQlnTw5owy7mMDe5Ts4/xiSrvbFV0QPjhYbRUpuEI9CnSgbXJoceyhkXbr6KvbGFEPB4GNPRg+WRU+MfOTpoBNbuAY5mRbqW8OX+ZIMmTVojUcMCNSbc945ot4HaBgXe3h6LLdF5TBuY2Mkbb4xpxxo4moNiBLwdLNnkuz70ftJ3vSWcTS/XNpCcSy/F3sX9mJsHibRPrr6I2DxufdSrjROLM5Cw6ALzj01/l6axm2tKMOZ0aol22yJoaf/ZvkS2TRhH3NH2PWX56Wan/0dFXN8FjV7TX4/1wLeHUljsgETIN/jbBDXK0HtK5wye9pbM8cFKLES1URMLXa9pSO0Z6ISdV/IhgpJdTKBGYArlJKc8I6hR4ucT6cxB4S/FQPQQGx6362yD8OU1W7hmpTFXDjpPMge5Uhx/aSBzPyD6BDs366TSHCTi0+tvCT8cTdGK9xpWnsnEI70DWOMRQZ/Ta1uusiZheq+ndfXF0lFhzTYFtNJKK63cbWIuZmD96lMoKa5G526BmDG3L6xtLNA+KgCHtl7C4yM/Q2VZLaxtLTHzmaH4etlDOHc6BTwHCXr1DEaw77/LeSQ/uxSKRiV82riy9fM7j/+K84d1x6Xtf57AF5sWwdbhxu5Jt5vyilqkUNSBEZeiM6FUqpiV/tyozuxiDm9bUwfI8uo6yGjSvqkhQy3godGOB4UE4KsAQQOgsASqrQFBkCXyKqvgaccNjr3ddzBb22xPSWA60/CAYHzQfygaVAo8fWQbzhVyAmukiweW9R55S695RfwZA/Ge+PzKUUzwj4C79N91znYrkPD90f5j2BwTy2LHRrULwesjBsLG4vp6SJCTI+KLDLULK5EYtcpG8Gzl4Nk3srnRWoUIFmq5Qf+lTC7Eicw8oF6I9LJynMnIxu4n5sBSJEJBdQ0WbdqBy7lcg0AnLw98NWkMKB3YnOevUKKAUCTE4Ham53rKZmrd0UUFBuI9seLCeYxvG4YwZ8P1d41chpnHf0WVvAYPBFAjpeFjhtpyrq3Xo7fHd0gs/xlF9WdQJ7fB8vNOyKjQ/Z1JYe3gYmmF1LwSuNpbw0ZqARuxmOXTG7xWPh/SptpXG+sInC07YPK3iqq47xa5VZArgjmvjwmh7fDt+bNs8h8NAkBsuD53spDiTGEWkitLMTkwAi6W5h2q/Z0dsPu5uTidksUaTXsH0/r/5uoBEoEQUwIi2eVG/BJ9USvea9iaFI95kV3Q3pVzyKiWy/D+lV3YkxfLzsXH+XTESxEjYCH4D54jq1so4N/HIv+/SsDfGp2LRWs5W3XiWm4V65j/enonVMQexFe7knBc9TrceeV4TLkD/dbPBZW6R2us29v8hX8LjdnZyHlmERqaivHS7t3h9XB3CPXFeyLnPBC7Beh4+yfxaadG1ny2liKDaR8tNu6cOwIVKAyuNyymVO7cibLffoeirBTW/fuzCVealjXHNsvxWvFe+zwgxGZlH7zIX2d458t/AulHgceOAFJHJgj5rFjOstAhFILfJBpLAgMQuG0ra4bgW1hA5Nm81cyNuFx02eS6yoZKpFamItzJfKfWf4m8l15GzZEj7P9quRzlf64ETyiC24vNN0xQUWfJ0BC8tuWa9jpaT78wviOOV3pjW6SeRbuZSRa1mg+1SrfNXMmpZBPnZMX59BqdeE8cSijCsj2JGBLQA5szDAtmfLUanax8gfErAIGIncCQrb1UxBUTbceMReXWbQa/w5NKEcOjLkvD5RlN75D15uC2htZVG5M2Goj3lDfP46mhVlqgoWgEPt5ai28elMNO2vwB293KHW/0fEP3mtoWYt35bJY9T8XPCfJdwGfvAg2V5AEFq8Gv44GoHkxk12eOnkPAQ20fYgI+ZczzLbKgkvka3Hd0h+YLpKHuNlg5rxu+OpjMpqQcpGIU1zQwa1E3GwnSSmqRdjyd3fen42nYtKAXXG0smo9QacZy9HbTkJBgeqVcjobUNK2Av+TIElwt4bpPq+XV+OnqT7ASWWFe+3l35Tn+m6CmnsIPPoSiQPd9Frq7w+2VpbAdZmg5drs4dOgQE+UnTJgAV1dXJrSPHTsWr732Grt9ypQpOHbsGCZPnoz09HQmyu/cuRP9+/dnt1+7dg3vvfeegYBfWFiI119/HfPnz2cCPv0e/UzT8EFBQQgJCWH7jtLSUgwfPhxlZWUYOXIkzp49i08++QRnznCCGl0/bNgw1kTTp08fHD9+nP39PXv2oFOnTjd8bcuXL2di/8KFC7XXUV57RMStiWyt3J8cTijCI3+c1/a2kRXytbxK/P5wNyaS6R9XKS/5pQ0x6CB+GSP52VxsSQdaN/87ikGUWb1g9UVcyuImICjbe0oXbwPxnqB8cJoAnmNkEX47oGnj61m+O1mZb6hzszM8Ju6PK8QPR1LYayJR7vnhoc0eN12szYl7PLyseAxqHh99+VdRoHbEcsVYbL/sBteUE9i+sA+L2bGXitnkf30jdf1zwrBG1Nv6dB/WDEE2nMai6s1wIdN0clsmV+FabiV6B93YEvTfDn1HN1/WNSj/dS6LHUMoFuN6vDA8FIvXRWu/+/T5LR0ZxmIyrjdtbg5qfj2SWIwh7dyw5O9orXhPUGwDNRhMiPTE8qOcFa0+XvYW+PLBTlrbdmpIkIoF7Ng2vpMX/jyTadB7S9u/uaZQ0vppWzHe1miKX1+8p7x5NfiwQj0WCjej1/HvALffAJvmrWKdrSV4a5zuHO1kSglbE5PLxKj27qzA2PPDg2wfSc994aBgPNTDD8uPpho8zoPdfLQC+dQoH7b/PZhQhBOqCPQT6CaVGG3HchPwZqDXSI4an+9PwpmCwVhtI8DUhk0Q1Rcj0aYHHi54AHlFXBzUimNp2PRkr2a/g/R8jM817hRx+aatz/TZ0j5VI+AvWnsZx5saCkgQ+vVkOiQiPl4a0Rrv00orrfzzXIvOwsvPrGLiL5GWXIi4K9n48qdHkBafh09fXKc9ZlVX1eOHj3dqhV53Lwf06Wg6gHS/Qk0KHy5Zg5gz3LEusK0HJs7ubSDeE3kZJdi56hSmL7w1B9PrQeuduLQClm3fNsD0WGYllUAqFaOuzrB5zNHBmon3Gk5kZOK702dY/ns3b288368PPG3NRy/Zu1sDWWZqirSMaQQaHAGlBXf7/qx0nP9xNdbPmw5fR3sm+H4+ZBQ+GDCUbSck4Gr4e9QMZFVXQKlSIcCuZQ355rhYbCjUEgq1CpdLczFS2nosXXbgONZc0GkiW6/Gsxz4rx+4viPu4r498dTmHVCodOdgi/v0wq6sOFxRc7VKQqYQobRWCmtJI/h8FWRyEWpkEkCl22byqqqxNyEZE9q3w+u7DmjFe4L+T9eNi+qCnzJyTYfX5A5466GxsJdyUnW9sgEWfDFbN49pG4IVp88ZCPkk6lJagznO5eSYCPi7cq+hUEbrNTGOFgShp2sGLIVyKJR8RGf44VRMBr4b3R5ezXw/CLHABu2dl2h/9rDIxcqr0SiX1WNoQBDc5VKMWvozSqvqWIPvzCFdMDuyEz45ecLgccaHhsGuKXKgg30PxFb1RkyFzrUqqcANJTVcHaKvtz9sm3GscJZK8dekqfj8zElcLSqEvYUIlbw6lDbUwsvKDhk15fg5gXNiXhF3GuuGzkSIvWljMSESCNAv9O7sx+NLzLsOJJQUawX8N6O3YW9eHPs/tT/8nXGRxSe80fHGDs+t3H/8qwT8n5tEHn22X8lj+Y8LNhcgRsl1saWovXFKFY41vPfQg5+gmwbfsRiYuRH/BvJefEkr3hN1Z8+iUJ4DrxAzdy7Ss/G5TVzMLGOTy4VVDdpJgxWzuxhOz9p5Ae2ncpb+WnhAb24akKjauw95z+nEj4q/1qIhKRn+q1cZ/D2yBf3mUAqO5FKOiumUhdLMVDD3gJmcC4He3+RLmyly6Fv13yJ+tn4oqecKE/rW3l5WuvyX/yqKsjLUHDXNZ6dc8usJ+ARNfwS5WjObW5GAhwe6eKODtz0eK/QDCq+fsS6v7AyoDAvbZbUNTEzW2Nrrs/taAQ6/+Ciulp9GSqVOxH2y7Sx4d3+J/X9Pxh58efFLNjEfYBeAF7u+iD59+8Dt1VdR8v33UJaXQxwYyHLXnS/EAVam0yt+TqbbYZnMsJBdRxbHChuo5A6AWoxjFcV4Z0ccPpvaclu2QWFu7MLIuwz8qPu+MRF/1/N465FDcLYKYhNeQgEP06J88Ghf3ffBUmiJX4f/iouFF3ElLxcbTkgRm1vHzleHtXPHK83lizbRPdAJawJ1LgBEXF4VRn1tmLdL02K/HE9vPq/0LmIRHo7GDK5AqoFcIyTBnIVrakWqVrzXZ2vq1lYB/xbE+9xFi00cNBSFhdz1X315R0T8X3/9FbNmzWIT8xouXbrE/t20aRO2bdvGpuPbtOE6oJ944gk8+eSTTLinQsLNMHv2bCbAa5gzZw5kMhmuXLkCa2uuC5gm/TW8+OKLbEp/8+bN2uuWLl2KZ555hon5N4IaAfr27Yu0tDTmEkB/gxoPgoPNR1208u/k5xNpJsY0JMTRJClZ5RtDvja7lN0QRgJ+SRIXgzTftBv+fmTppita8Z64nFXR7NQuCU63m9i8Sjy+8qJ2KpoaCH6aHcXEQw3UnDe9mw/+OG2Yv/dEf90UxvHkYjy28oL2c/37Qg5rTNy9qK9BJAxlh9O6uTlr83pYYLH8aZPryW77z9MZLK9cQ3PT3pRL/v8S4GzNBGJ9aG1hbo30X4Os8HdcyTO5ngR9ckKg6fHmGB/pBV9HKbM/p0LfpE5eiPJ3xNGk4psW8An6rhRVy3Ax0zRyac+1AsS8OQxn08pwWS9z/cGuPvhwUnu2XR6ML8T7O+NZ0yZ9ttRMMCLCAx9P7oBP9iaySXp6vmS5vsJMIwDh62hlNnNdnxXCz+HPL4QXrwRWvAaAvko7lgDT17T4tVLjiKZ5JK24BkM+P8oaCAiaiv94TwJWPtINNhZCbLyYw2xayRnhqYG67ylN4v8ytytz/crP/hr1ca/CMpfy7HlA0BBg9GfXfQ6RPvb48xGN9Sq5b72H7LI6jPzkMPTbe+h9+/5ICj6cdP2GjrtBey9b1thv/F0Ob2pWooYjjXivDzVMtQr4rbTSyr3ApnVnteK9hrirOYiNycI3L641XFOT44perE1Bbjk+evFv/LTNNG7vfmT5+9u14j2RFp+PVd+aPyfISDS1H/9/ycwvw/Ofb0VWAbfuCPZ1wWfPToCbk66xWCwWYvKELli55rTB706f1l37/+i8fMzfuFkrzG6LT2B26XvnzYVYz+mvuK4W354/gwO1qah3VUFcwYOg0VAZVYpIvDd8nhX1Mvx25hLeHDVIe51FM5bZvjacffr/Q4CNIxPrjQm0ufWmgH8Tm2JMtY8DCSmoljVcdwp/cFAbbJo9HRuuxrIp/tFhoejl74tUXi6u6JUEVSoeGhQidtFeVyfgJr/1KKurR71cjmOpphrW8bQMfD5hBC5UxONyRbL2+gFOnfDG4zNYXFZMeRJWpG5EZl0+XCQOmO0/GoPcuuHzcSPx0eHjyK+qhoetDWZFReLPK6ZDhISvnen2VtagO+fKqnFEdo097MQyVJZbob6YvluFeH7vHvw1ZSpaSpSnF7sQxRU1GPPqr5A3RWc1yJX4Zfc5LHtsNF7rNwBrr11hsVqjQ0KwqIcu9oHPE+Ahv8Xo7zIWadVp+P1KFqKzuHPYHh4++LT/9R0r2jq74KcxEwyuK5HVovfm7wyuq2iU4aurJ/Bd34n4pyGR/ni24Tk/Ee7qqnVLOJBv6p65LTsGr3cY3WwU7L8Vnpq7tOR+9yv/KgGfsrCNoUUUZc7F1BjunFTg4zfFCPQQ601RphwEFA3/jJ38bURRUoJ6vUK/huqrBYA5Ad/zxtN6NztBtHDNZa14T5xOK8VnexNZbqWivBxlf/4J2ZWrbLrdMepliIqOAhb2QLdHgSAu554oX2Uo1BP1Fy+i7vJlNCQlQJS6Fhb8ZChkfNjJ+6FESXkghjsqPlQYJ6CiSDOU6A6Kd5onOz6JJw48AYVKZ9syq90s2NNr/69DeT1mbH/INrsl9Ah0Yhd9JGJzJjqAU6UaQhXgUOCD8zzDAzlNvvVs46ydKDN+SlSQsxHbYMO4tTiRe4Llv3dz74ZAe07Qji+Nx0vHXoKqyVkivTIdiw4twvaJ2+E5ayYcHpwGZXU1VHX1SBszBpMlTjjT9yk0CHVTcGM7epq1Je7r1Rcbk7kmI5XcFqo607zP3dfyb0rANyBuq9mrxYnb8Oywt/HssNDr/noXty7s8nAnILeintlf6osP5iChKLmwBh287QwmhEjMMEdqbiGQkA5Y2AJ+vc26KtwNnJ96CrWnT0NZphM/nJ9aAKETtw0q1cpmO8VbaTn0/afJe7PxF3Qdj8dutxk8+Lbb6ZMtPU20k3CumWrXWOiTdf2QIUO04j2xYMECJvbTVL3+9S1h+vTpBtsINQgsW7ZMK94T+pP1GzZsYBP6ZIFP96cLTfefP3+eWeHTNP31KC8vR01NDUaPHs0eh3736aefxjfffINHH330pp57K/cvJdXmBerLmeVsH24OS16joYtTTTFgbb5L/X4SQo8kmXa5kx24Oeh4dbtZvDbawNKcGghI0PxiWiTLzaa86PMZZfBzlGLxkGA22UzTvjO6+WJYuLtBpr3x7pIaDo4llaCwWoZNl3JYRj2dM5F15K1Atul3i6cHBeFESjGbutfwYDdfFqvzX4c+Z3MfIcv1bMHvd/J1YBd9rme93xzkstA/1IU5MND/jbcra4mQ3UYOSiTQUhREV39HtPXghNuMklo8seoic4IiMkvr8NSay9i9yJpNqlNzAVn70+sa9NlR5tBkTP8QF3TxM3wtxMAwV/zU1OAvhQxDBJfBN67cJO2+5fN/io8w9xnsji3ABxPb46mBput0fTrT+0+X3rsBimqjqXtyqLsO1DQQn1+Nth42LOpDAzmomHsu5FZxKIEs6QXsPOmfypV/ckAQDsQVoaBKl586v2+gdu1Pn685WtfNrbTSyr1CRZn5BreMlEJkJhYAYj1h1sy+Nju9GDkZJfD2v/8dhE7t17l0aSjMNWzS0hDcnsvovp2899M+rXhPJGcVY9nvB/HZcxNQ3yjH2uPROJuUDQ8HG8ya3xfXzmeyqfuRwztg0ADdMMia6BiDqWqCJvEPJKdC1aDCpsvXkF5ajjxRDRp5TfezIpt8NaR5gEDOfc48JaBsJvUzo9S0ufFO8Vi7HtiXm4Qaua4WP8a3LULt/13RDbeKuXgmWn80twbRp52bK95wM3wfLfVquBp3V2ryYWIi1QTrhFAWW0B/dU3XDwgKYA5O5MJgbB1vIRSyJo8vujyOy2UpyKgtRFs7H4TZci6nZY1VeDv2RzSouHPy4oZyfJ64Gh6WLhjVNhQjwkJQXl/PpsUH//4bSslh2IguHp7o52/qJtfPLRhfxx/WvR7wUdEoRWONrjPlbG4Oyurr4WhpvtZ+PY5eSdOK9/ocuJSMjx4djUeM4iqN8Za2YZd+Q4Giuhr2ublbXd8NMLuqAldKChFs74QQR92+N6WyBI1mYm7jygtxOCuNrZd7evpC1Iwj1p3m4Y5dsDMlCZmVuv3qtHbt0c7ZVecY3+x5II1d/LcEfLRa6N9fDAh1ZdaB+njYWcCmmczkMrWR7YfEFuDf/z0NPIkEIDseowMB36ZJ8MrU2Y6wnOiwsbf179PkbF6l7uRcw4H4Irw5ogGZM2ehMZXr1qw9eRKVe5wRuGmT1nZaHxI6zZH73PNwco+HdQhXRCSp5HXRatjw6vGl4gHt/dxtJXjZcgvCK007l7T49sDdortHd6wdvRbrk9ajurEag30HY5j/nbF/vt9gmdY9e6DutGHmqt3YsTffwHL1KsR+/pgSMgVHsjlLfg1u5Wp8uUIJgRqQi/Lx/SIn7Emp1IrznzzQgeVx0mVoWzfsiys0+P1ZTVmPAr4A/X04q2x9dqbt1Ir3GhpVjWwq/5GIR9iUttDREcVrv4daJkOwLBdfHf0K2wJ7o1xigwERXpg31XwH4SDfQZgeNh3rEtdBzafvNy04DBcU3uJazlHEpe1NZ8CrRVbmD/MS8zlAxlDme1FdEUIdQ+Flb3nDxfMLG64we1NNBMFD8nS8OCYCNoMGItzTVCDpw7+Kbwu+AdY2nTy7RQAzN+msTzNPA2d/AGpLgOBhQI8n71hDFovW2LkDVdu2QVFWDpuBA2AZqcsyCnEIQZhjGBLKDK32RwfeHYv/fwss817PNt8EtZrdTvez6q6ZRrs9kLU9TcGThT1BGfNkn09W97m5ufD2NixGeHlxncV0280K+M7OupOJuro6Jq7ThL05amtrUVlZybpq6X76DQdk198SAZ/s+8kpICUlBR4eXMTFxx9/zCb4yXXAosmurJV/NwPCXJBYaLjOomOfsSW7vv30BIHeGlIg4aJL7nPoBJ2a92h61ljM7OrvgKNNGfNEZ197TOx0e12TyEXK3NTzgfhC1hT70M9n2RQ9cbzpM9qxsI9ZW+yqZjLMX996DVll5hsS9HG2FsNeKkJKUfMivTmh9E5Bk8b0WledyWJT3oPCXDE+8tajrP5N0PY5rJ0bc4bSZ3R7j5vKDC+vbWST4NQU8WBXX2y5nGtWCNZAa+MDCYWsaGQlFuCd8REsUoGY0MmLTUzrM6snt26mYxZl3feD4fne9pg8rXivgbZ7eh4vjghjTgJO1hL8fjLdrHjfM9ARP87uYva59mrjzCbfaWpfoRKgASJYGju1CS2BonjAtR1gVIi9EVKx+feZmhZaRHUhUJkDuLXjnOluwJtbr2ljBXhQY5ZTEt4Z6Q9ETEI7D1umFxl/duQm9sjvF7SuGDS5r9l30EQ8xSbkV9ajb7AL5vcN0MYZ3G7ovGDvkn4s8pCm7Wlb0G+89rS3RPcARxNXkAmRrS51rbTSyr1B117BuBaTbXCdRCKEj7cDoJADlIesGS6gfbFRYYUmZ62biwK8z7C0kqCxwfCYLBQJ0H1QB5zco3PxCmzriZEzet3Wv11ZXY8ryaYORKdi0pkF/cIft+J8su5zkkpEWLnkQQR5mDZOVDWYDgESXx06iaz8CvYZKsVqyMVGB1c+ILdVw7HeEh5W1kjJLOGMYM187p18mo+TvN2E2Llg+/BHsCr5Igrrq9HHPRCTAtrftb9/rzMmIgwbog2bT/oHB8DOsuXfS5rWv5iZC1cba0z274g1qRdYTIEGlZIPZaFUa5s/MjAYB+NTmbBK4vyLg/si0IlzRJgSGYE/zhsOX06NjGDiO9HJMYhd9DlZHK0V7zWQYHuo8Dza2gaAz+PBSSrF5rg4s+J9Rzd3/DF5MrufMe3sPfFsuyH4JuEwy5Wn9aayWgxVvU5To8aDtNIyWLm7QSK8uTUjfRfNictWFi1bf1fKa5BfXwI/Kw+4Sm9co/7k/HH8EHMWKuqwEarhYW2D5yL7YnJgewTZOUPMF5iI+PlVNXh4Dzc052Vtiz9GPYAge269mlRQgt+OXUB2aSW6Bnrj4X5dYHsT287NQNb/O6bNwrakBORUVaKHtw/6+uice21EFhjgHoJDBYkGvzfGuz34FFXdyr+O+1+t1uPF4aFIKKhiUyuEk5UYX06LRJiHLSvMGWfmDRIYTal3m99s3tz9hMDGhomeZD2uj8OMh4DZjwEJO4CCa4BHRy4v+ja/Zir8mcPRSozqvXu14r0GZXEJKjZsgPOTT5r8Dk1VGmdN8ywtoSzMhX0v0+LiHME+rYA/o7sv3h0fAYG8O3DWH8g4DlRmA6Wphg0MZON/FyFx87UeXIZyK4Z4LVuGvNdeQ+2x44BQCLvRo+H6gp6l+w0o/f13FH/2OdRNzStB48fhvfnv4udrv6CgtgCdGz0wY2sOBOp6CJyc4PXqK1g+istppWISFYr1p49o8o2sO2mq3UoiZOL9w72vn3nT3NzTkSupWL1pPWxFaszpE4Re9bomF7/qQiyM4b6vTp0eb9b2lIqfr3R/BXMbBMg4/TlWCs5gt7K31mniPeGvmKY8CixXAjYewITvgTY6u67mqKhrxJvbYrH7ajgkyp8xQ3AALwj/hpC6jEVWQIcHr/v7SpUSb59+m9nDU/OCg8QB7/Z+12yDgwYqOGvEe0LF42GlOBCdX/0I/Rfmo92MGZga5c3sfwkhFPhSvBwWSj2Ro/AacPBt9joTr65Bxp7n0VEmgzu5NlCjEk2HPrgadwqhgwMc58xp9vYvB36JN06+gXMF52AhsMDkkMmY337+HXs+/0YUxcW39X43g42NDb7++mt2iY2NxVtvvYVBgwYhMzOTieUFRo0F+fmcPSDdRgiFQigUhoUNfcG9OaRSKRPYqRGgudvp0rNnTyxapIt/uRnCwsJQX1+vFe8JstSnhoWMjAx2eyv/fiir+WpOJZvmJmwthGzdTKKKg1TEMp31mcA/CQ+enrjSeRYg/v9t0v9pSOyc3s2XCVn6kJj56ui2zN6bBPQQdxuMjHC/KXG0JVC8lLnJZVo3H0ks0or3GmgamWzsXx3dzuSxaBrfWAAju+6WiPfjOnjg82mR7HnQ459IKkRelRwpes0F1MBA6+u7CTkS6WeQt6Ljo0kdWHFtX1wBWyOOiHDHOxMiWvwWrT2XxdZ/DQqu8Dg83I3tA747nIrMslomuuZXylhzC53fvTKyLaZ29WF27dnldWjvZWfQKE/W/eS8tC06l21307r64vF+148ga65XgOI8qDGf1sQzu/tC3JQfb2770GTLm4PiHhykYry3Mx5/K/tjjnC/4R0U9cCP/QErF2DMF1z+/A2oaVDgne2x2BZtKiDQ66b163WhD233S8CFXwByZSMnNrLNb69rQjeG4jH04zOo/PlnaSgGr/sI/cvT4dP3OTzSOwA/6+3HKPtU89kSdL7z7o44/Dg7Cjti8rB4XbR2v3M+oxynUkuw9jGdZenthpqPZvc0nfjS8M30Tnhx4xUW5UD72cmdvfD88Ou7f7XSSiut3C0mP9gD8VdzcOZEEvvZUirGs6+MRXhUIFw8HFBcUMlN4VOUGp0D6k/kk1A4ogPsnVo2GHGvM/ahnlj1jaFl/sCxkVjywQO4cDQBcRfS4RXggn5jIiGWmK8P3yrUNGEhFkLWaHiebWMlQUx6voF4T9Q1yLHqyGW8NX2oyWMNDQ7CgRTD+jQdOzMLyrUio7qZZX+fiACsGDOe/X/jsSs4fjUdeapaxFXpGn/D3Fwwt8f1p4pvN342Dni1M8XrtGLMK8P7Mwv83XFJTFDvHxSAD8aabhfNsetqIl7fsh91jdw5cu8gP3w5aDJ+SDyOlKoSeFrYozBPjiqVAtZiMZb06IWHO3VG/uBqZJZVoK2bi0GzwEuD+8FGIsGWq1yO+fj2bfFUnx63VG++mJ+LqGPfs/8/EBoOn2YiGfwc7CGlgc9mmB/SB8619nh92y7IhXworIy+AHI1Zvz5N+wsJHh16ABMaG96PmqMTKHAB2ePYEPSNdR3VkJcyoM0mw+eisca6Sf1vXGTye/pO7Ax5xAUaiUsBRI8GjgBIz2abw6KLsrHd9FnAIEKEKtYb1WBrAovnNmJlKpSvNxpIJ6K6IUvrujiJwXgQ1ZP62buu59bU4XXju/H2rEPIiY/Fm/tWI2CYktUVVnjcmYeTiZlYO1TXKzBnYC2oRkRzcdgvdtpPPjR23AoP5E1ZIz0isBL7Ufgvwiv1UL//sLBSozNC3qzYmSVTI4ofwftCT0JcS9siNF27o8Id8MjvlHAtRSAulMipwM9nsK/Bfe33oTQyRGVO3eyiV/7Bx6A07x53GIyfCJ3uUNQVz8VgMhWUJ9H+vhDfsY0E5pozDGc1tDg9NijaEhJQfW+fazYIXR1hdjXF7Ir58yaJdigjgmZFJFARVZmE1iVB6Qd4QR8EjV7LADsvAGXME7c/I9lg9zrU/i+K1Yw5wWyw+ZLTafLqEknv0KGzn4OrBCkoSEtHUUfLzPwkancug39e/TE+InbtdepptVCXlgIsbc3eGKxdiLFXFYrifZUNL6ZwvGYwDFYFb/KYAqfpxbieFxbqBXc67m8Mx/L2nuivbFHP48H2xHDb/g3PGPWw7Nehs7CH+GFCmxT9sJ0wSHMEB7SVUKr81GyYS4KZ29AkGtHSGhSshmogEeFUqIRUqxQjoNYKMRz/pnA4DcAe/OTwBrIEWBzii6Lu7yhHC8cewEHphyArdjI6USvEGmOyy7BiPhhORymT2fZpyMjPHAypQQdBBlwPmtqP6ZIPYSXjjyHfZn7AFcnCNRqLCivxGOVVVyzUnES4GIuO+TO8z/2zgI6qqvtwns0ySSZuLt7kGDB3d0LpaUUaAtUab+6t/QvdQdKhUJLi7u7hQAJkhDi7u4y+q9zJiM3MxOhUKC9z1p3wZzc8bkz5579vnu7WbjhpzE/UbcNIU/Y7nvAYhhDzix/Z7+uQOzoe/XqRUWRsLAwai1PrO2JyE268UlufV5enqZT/scff6QZ8j4+qiIfb29v2i1PcuZ9fVUCxq5duzq8X3J/kydPxpo1a/Doo49quuFJEQF5HOTv06ZNw7fffotFixbRQgO1zeyVK1fQu3fvDu9j1qxZ2L59O0pLS+HYmqMVExMDMzMz+rhZ/huQLtE/lvSjzkkVDS3o5WWrKWL7+qEeePbPa5oc+MEB9vgwyAdICAfkUiBiFjDwefxbIJnb5PXYcVU1H53ewx1PD/en80giiuva1N+N8xfS1b+1TecyEeN0bfV1yas0PP5otBd9P3deJdnbqo56YlVuKFu6LWPCXahYyq/NxtLc/2Fp/nFAZIfCgYtxwGoOnScRt7N7ZcHNoo+VSIA1C6KooMxpnbe2hRRg5FY2oLuHDS0KUUMKV9/YlcgoHCHnbqSAh3RKqyGRUiRSw93GjFrhq8/1DDlAkL+/Mi6Ybp1lcjdXfHMiTa8Ln1jCq/niWBomRKjO60h3vi4TIjvubNt3Q1Vg94FsAeogwnTeWZhCAltOPaCerzeUoXLrs8ibG45Ab8924wRe25GAPdeZ4r2Qx6XxGi+MDjQYg8Xgxhbg0lrt5eZqYOeTKqc8seHnY+wYPqcIx5BzXwHRK/DGxFB6jJ5JIwI4hxZitOVMahn+t+26pkBWl4uZldSNgVr73wMcxab49bE+NDaECPjqzxsLCwvL/YDQhI/3Pp2L7MxSlJfVITTcHSJz1fn9y98vxKonfkJlieq3K6KfP/pP6YXj+66huUmCgaPCMe/JYfi38NCy4VSYP7ztMqQSGQaP74YFz4yk56m9h4bQ7W5hKhRg2vBIbD4UzxifO6YnCiu1cwddCioMxzNODwtFQnEx/ryeQK30rU1NEeXgijM3tcVwXCOd9aP8/GmndFlVPeKu5eLqtRyYmwnxyKAIuPjawMPGCsMCfWnHMsv9gblQiE+njcO7E0bQtRML4l7chuyaKmRUVSLCwQmO5tqCm9qmZryx8wiapNrCkfPpOejh6YqdI7URhKRAIL+2Fq6WltQin0Dy6MnWFvLZeGZwNN06y0CHHvg1aw9aFDqF9kogJrtR07S6JvEyRjj5QsjjQdImkpbky3fE4dhUcKsEEJIblgBS8jKQj7ECUEpVHfQ1zS14/dBB2Nsp0dPRDyK+8U70Dy6exKZb11QXuECLgxJ8ARAlc8aSiX0R5t3+eXZsRSL+ytMW4DbJW/Bt2hZEWBFL/VY31jacK8hW/UegEu91+TXlCpaFReOZiIHo5+SF4/lpMOMJ8OWlGEDJ3PliUR6OFf2Aq1W7MGCgaiw5xQMxF0Nxs6AU59NyMCjo3qyfWQtF+KrPXDTIWuh7Iuqik9i/CmU7VeFt9+siJCI1Li6ONln17dsXtrYqBw1dSHPUiRMnUF1dTddjAw0cZ53Z5z/Tga8mwkA2JelIIPl4V/Oq4Cw2bc2M6wUMeQ7/RrhCIRxXrqQbsaq+mFmBysRiDPS3h7Xo7h/UX87pQRdjiP046eh6tL83pnR3Q6Oyr8H9zfsZrjLjmpjA/asvIS0ooDbVpiHBKF+7Fo1XrqCxTAiRA9M65oSiBzhcHp4Y6EOtACGTABunAbWtnYx1RcDF74FZGwD/EXf+ibPcMRcJQxm1K/6Ip1EMBOKq8eG0cEzvqepyaTh3zmAITMPZs7Ceps2555qbw6RVTOsKZPHyQno5XKzM0N/PzmiVXYhdCD4e9DG+jP8SBfUFcDf3ROqtEVDKmIthG1Ma8Nt771LHAHl1NXjW1nB8cSVMQzpxsiNVLdybcqR4Q/A73XQhr8JHtjbYKraA7MjjsDaxxlvRb2GUl351aUlts0a81+Uv4TSsXNi5yt0TeSf0xppkTYgpjMEYb8MFCc5GLJrtm2toN7VSIqHHP8kvJRvqbIFLXO1Cayt7rWxU4n0rcg4H39haY3hjEzxkUhxN34W8Qkv0cuqF3s4dC5t3A0thBwu5LEYR9YoC39kZspISwyFPHA74Tk50vzvN1q1bqWg/ZMgQCIVC/Pnnn1QwJyI3EcA3btxIu+DnzJlDJ3UHDx7E3r17Nfb13bt3x9ChQ6nYP2PGDKSkpCA1VdWx0RGff/457fYntzFx4kSaUX/r1i0q0BO++OILjB49GuHh4Zg6dSoUCgXOnj1Lxzoj4JPbJEUA/fr1o8+F3P6WLVvwzTffsPb5/0FCXfULrcgc6sIrw3Etr5o6WgU4ke+xvsDAJ/BvhAjXz48KpBvhUlYldYqJ9rOjHcV3mw+nRVAL8/0JhXR+Q7rcSfdyapuIAzX9/bXW022fx2ezu+HFMYEorW2h4v3vsTntCvhkUWNeH0+Mj3Am+TbA77OA8tbvqsZyuF75Pyye5AqEGHecYbm3GLJsl8kVeGHLdY3QTDrD35wQggWtHdCkOLKt6wOBzAl13aaIkO3v2PWOwdLaZpxJK4edhRCDAxyMFn5425vjh/lR+PDALdohTrr+yZy7LaS4gBTkv7c3CeX1LTT26vmRgQwbdmOQIgSCFHx8KptDt7WCzzGGp/pNJXwsnYOf5OMh+TkJlqapeHtSGGZG6XfSk2KJAwmqggBd+DwOtj4ZTcWLDiEFpm0hC7Fph4GohQavQtYvDI4TV5SWGqCpmkZKDQywpxsRwdefzWJ04BPEZgKD4r2a/TeKcDa1nEZlDPC369zzucMYiz9kYWFhuR/w9nWkmy5hvX2xIfY93IrLgoXYDD6hqviPaY+o3BL/bXC5XMxaMoRuBPK8Lxy6gfA+frB3Mdz5eyd5+qHBsLMyx6ELt2i2/aTB4Zg5shuKq+poJ2rbTPM+gYYbUshv3DsjR2B5v34orKtFkL09DiWmMQV8BQf8ekBm0RpsTjqlg0IwO1TlePTyl3twM1PlzFfb0II9h27gmYcGY1Q00/qc5f4S8ttCBP3XTh/Fn0k36HqqgMvF830GYFlPlYZxJbuAId6rOZuWjeXDtHoGsZX3MyDwdURFUyNO52dBLDTBEA8fo9nrtkIx3gpbirUZ25HbWAx7oTWuZ3LR1MQ8Xz1ZlIU146bg3VMnUFRfD3OBAE/07k0LTzqiqdVhgIjCJjWgm8QSkOukpNp5VMHeswqfZP4A0xwTPOI1GRNc9R1YSawF6bxvi8RWiTWPzIBI0LE+FVOh3wiqgBIXKxIx04iA72zeugZrYBrbIpehrKkBYqEp+jh60I0UOvx09SrqJMxYjVDHRlyrPsYoAggOykNengPyCx2QUncJ0pJLcDXzRaBlz3tiX29+l2Jj/+sCfl1dHR5++GHaSNWjRw/a/HTt2jWsW7eOrgGrIWvBZO2WCPykcWvp0qV4/fXX8dprr3Vpn/+kgG8MsgBBsvD+S5DOqYfXx2q6GEwFXHw+uzvGR7jc9dea5BaSTRdRz56weWQBqn7bqBmzHD0a4taMYTWk6EAiV2gq7wVubnQj2Mybh9o9e1EYK4P7wEqYWqt+RCVO3WHe70uc9QmgOXqUzJNa8V6Xa78DYVpRl+X+Z8OFbI14TyDVha9sT6CFOSQbk+9g+Ng2Nt7V+35vX5Km66ebuxU2Lu5LbW8NMdZnLBWuG6QNyMrIw6QrmXr7VEr5sJk1C1ZTpkBWVAS+iwstvOkU5LMb8y1zTGgBSFQ2t7stzLHZSisaV7dU45Uzr6DnzJ6wM2MudLZdvOUqiYOFvpWvIeJL4qltfm5trsG/G+u+JxC74t9icjTdnQSX+nIMKrhOs+SJeM/AzAYws6Vigi4xTj5Apf6E7qTIDAcsHZGeqv2umRM0Bw/7P0+dWMJcxXfN6ojlzkGcOJxeexUFzz6nUpnaOFYQyN/Jfnea1atX0y57UiUpkUiwadMmKuar2b17Nw4cOID4+Hgq1BNR3ctLm0tFOHz4MBXG8/PzqfhPOvpJ57yFhUoMIfuTiRtZBNHF2dmZTg5Jxz4R/aOiorB+/XrN3x0cHKiYT+7/xo0bsLa2xhNPPEEF/c5CChCOHDlCnQbUj4M4CLCwqCFzsM6IY/8miOi18JfLiMup0nTVfjAtHLN7te9E83ch4uqzIwPopkugkyWeGRFAi2LVX3+DAuwxp7eH3qITEerU82ZSbEg2AnnsRLC7pdPRTPBzMMfSIb7o72uv7abOi9WK923nzVGsgP8gQRwddLvEJTIFtcsnHdrk/XawNLzY42hkvCtsj8vHKztuaLrqg5ws8fuSvkaLYUaGOmFEiCMVx7PLGjDpu/N6+5B56ehQJ+qwVlDVRAtBO9uhTbr0U44yi2EUAgvaSUQ4LO+FH+QqG1wCmSe+vP0G+njbwtOO6TRARAG5gYJC8vhoNn17U8uCeCD+N1WUnSGIlb4RZvR0x7ozmSiu1UZwOaESM3hnVa5ylswFTJJl72LBQbYqWVCDt505SusMZ/6Sh64bJTKluyteHB1E5+pk3mws4ouFhYWFRZUBTzrv/0u0NEnw7qIfcfWMKvaUx+di8ZvTMHXx0Lt6vzwuFwsm9qabLi62Yjw/ZRC+2H1WI+J393HF/CE99OfNEhlMW+39HSzM6UYYHxGIvy7fwLW8Ik3nPb+ZAy+RFRYN64V+nh7wtVEJtJn55RrxXpe9Z25i/vhed+35s9x5DmSkYnPSDc1lqUKB1RfPYpinL0LsHWBvaTg2Tv25+TscykrFsyf3U2GZ4C22xh8T5sDVwvB6anebIPzQ6zU0yprQ0CJH72tr9PZRcJSIdHDE6ccX0wx14ibQnnW+LqO7B+JqJtNpirhbN0JVECuyaoKjjzayrVnegnWZWxEq9oOPBbP4lRxC8jZNWAQyl+5oyTmjrhB7Cy8ioaa1m74NFnx9NzA1E3yD8M3VGOQ0VwB85h25isTwtmQ22BG3AjeZJZLBnCOP8eOBGSqows2tHN7BxcgSnkNWq/l0kGUvjHJ6EpWSBgSKXSAwZBvN8sAglUrx+OOPU3dUNR988AEWLlyICRMmaNZ0ly9fTtdTjx07RmNUyRru9OnT6T7dunXr9D4dwX6a/uV8eSyVYUHYLFXQBYlhQY7tWgPeTZxfe40Kl00JiTDx94NZJDPTY+3pDKw9k0kXC8jCCVk4JQuYurnT3tu3o2b3LlTn5MAi2A7m0f0hdImAXn2rgmkXox3Xr5xjub8x1CVOijxIdu+kbq6wGDECQm9vSLK1P+7Egt96bvv57Z3pIPpgv1a8J1zPr8GPZzKxcrTxXEZSzWshtECovx9cuXEoVDAnCCPFqmwuItoL24h+HTLsdVU0RNIuVUe6UwTQZwmwl+RhK3FcpFMa2YpEIcHZgrOY6s8sXCGdTr29bZCSko/l17fDp6YQu/wHI9stCD+cTMOjA3zoImBb9mfux6tnXzWaweRv7Y++LoYdNwhOYlPseKo/vtt5GTfjkxFUlomZaadgbmUJpzff0L9C/CY98Z7gzDfcFZZsYor0Ngu7xOr/54NOULS4UivY7+f3RKT73a8QZ/l7iEePBr76EiWrPoJMJ3eedN4T8Z7+/S5BBHFjojg5xsmEi2zGIJ37pGpTFzLpU0Ps9nUvt73u7Nmzjd426fSfNGkS3W4X0rFPNhYWFhVrT2dqxHv1POPNXYkYFeJEre7vBS+MCqQW+1eyK6mNfS9vZlfHxos5+OZ4GhXlunlY44Mp4Qw3MmKrTn5vd14tQFppHRVoB/jbG/79Y+fN/xpOpWiLXtWQqSyxV5/f14u6shFR9mZhLaOQZOGAv2cDSWLs3tydyLDETympo5/Rd6cYLzIjv6mk8zrc3Yrav7e11Lckmbet8zrStd8Vnhzih7zKRnoMEKGdFK8EDnsW2HsWUMqpgN8WMu8/eqsEjw/UuhEQSPHu8CBHHE8u1cvM/ep4Gh4f5GO4wDflEPDnPHp/BrH2BIKYBe1t4xK2L+uPtQcv4+bNGwhTpuEJ/l5Ym/GBiV/q7X80IR/fNLyMa3x/7JP3gylHgincCzht8qJR8b7tjH73tUK6EZzEJvh6bg/0/Y8VdbGwsLCwGGfvhrMa8Z4glynw43s70X9cJBzdut6FfCd4ZFgURkT6Iy4jH842YvT2d2e4yRw4cxPrtpxHSUUdArwc8MLC4egerBUdSZTkhkUzsf9GCm4Vl8HO3Az9fD0Q6e6i50rTNtZHMy7XFyxZ7m9O5WYZGc+kAn6kuzN6e7vjcnY+wwL/0f7M4pCuQvLhXz17BAJBPYRCJeqazJBdW41PLp/FF8OMrzMRRHwziPiAuVyABh5TZhZJ+XAQW9BiF2/rrkUjzRnYDdmlVdgRQ+bzcrjbWWHJhL54/ehxetnSvsHg9S5WXNcT8MlrNNE3GDvTk1QDHCU4QjlMBDx8l3QOS0L6wdZEX4i/VpWBl66ug1QpBwdKELMx3cPPRmCJQQ7GX3szvgBbJz2ET66cwZ78REha598ivgCr+o6lrwvjsafkIDuvGjxLLhSmquOa28iBvMYCMDD1FZrIYefEjOZIqbuCbTlvo7TFAjZCc7wZPhP9SZEty12HQ4qoO9Fd35l91BCrfF3xnjB+/Hi8+eabNCY1MjISlZWVtGnrjz/+oMI8gTikkpjVv/76i4rzndmnM7AC/r+cc+n6ghfpKiCWqMQW9F5hEhBAt7bsulqAjw4mw5NTgsHcNGTlOGPhz404/b9hNAtPDc/CHLbz53d8R37DAHMHmmvIIFJrd6FLVYOEvmbELpZ0nbEduvcPxjqF1ONECPfa+BvK165DU3w8FfPtli6BSWsetSHK6lqwNS6P2swODrTH8GB9+539Scl6i4iEmIyKTj1unkCIb0aYYPnRShRDdRIzgJeElTP+RgaaUATM+gWoX63qurdtfY6mVsC5L2CpLOuSlTvJOo6b/TlE1UV4ZuhzqCe3T/JHD6fieHKZQUvQb69+qyfe8zg82JvaoXuZCLO2VCLz+/E0rsBi8CCIJ00Cr7VCTQ1ZgP1kyVAoGnqj/swZgDMCFkMGg2umX4CAmzsMPvbZJbnYJhChTtaoGfMT2qDRORAojtXbn2eWTwV8kiu8/I94nH5xGHucPwAQkd5yxAg0XomjEQsk857Y5t+Nzvt/A//3f/8HmcxwoRopCuhq3hILy3953kw62y9nV2J0WPv5fHcTItyTrS0nkktogYGa63nVeOTnWJx7eTgjD50U7RJb/g7x7AdYewHVOZ2aN9c0SXEurZzamZOiAGM26Sz30by5tQuenOP8vrgvvj+VgQsZ5fCwEWHpYF+EuepH0emeJ22Ly0d+VSM9jxwd6qw3hzqeVILGVst6XWIyOzdvJvPNV8YG4/39t7RjpPhtWucdZtpCChM+mdUNr44PQW2TVFsAYPEncGY1xPlKQNvYroHEwBli9cxIjPvqLKOTnTiDEQH/aFIJdq8YwDhvpZxapS/ec3hQmDvipjAS7zZMR9nnF+hxPiTIgRbttI29I0W37z00GJD2BtKOAPJBQOAYwER/ft+QeAARvGxEIBsL+Mc04yb1gTgvGoPyRu1jcTAjHYqOOJqkX/ShpqS2Bct+j8eFV4fTLiwWFhYWFpZrZ1P0XgSFXIHr59MwarbxZo67jZudFd3acj05Hx+sOaRxtUrLKcPKj3dg21eLYSMWMUT8aT3DMK2D+wnwdIC/hz3S85jnD2MHGI7FbJBIcC47ByY8PgZ4e0LArmXcNziIzDsc/+HhKfjxzGWcS8+Gk9gCj/aPQi9v/bglNbUtLdiechPZNVXo6eyKCX5BVNDW5Wp5JoK8E2BtrlrPrGsyxdVML8QUGXY5NcT7A0fixTMHoWitH+W2AG9GD9UTqTsLud5rM4djxfj+qKxvgpeDNZ2fO9uK8c3ZGBRzmK5uasyNdMS/O2AkrhQWIK+hGlwLKYjLvAQKrEuJwdHCFOwZ/bhefvtvWUepeE9QggOJnAcBVwk7EwvwFZbIKTLDuD2/wM9OjEEuPpjsGQl7U+Z6s6PIAp8MHo8P5WNwqjADjTIJhrn6wcpEf735YGIqff14zVzwdM4Jjl83w4SRdmhUaM9jOHJLDA6JwM36s3q3YyFsogJ+laQBb1z/E3uHvgJzvuEYLJZ7Z6FfW8v8DJuYmNCtI4gDqkgk0jiXkphTEmcaGhrK2I9cTkxM7PQ+nYEV8P/luFqZIbNMvzrKNe5j4PglwDkSGLQSsOliB/BdgiwKPc/fhqd5O8FtLY052hiFmLQQDA52ZeyraGyEtLgEQnc3cIxZjwvMgHlbgD3PACUJgIkVEL0c6Kbflb3vRiFWbrmuyQokXSkbH+8L23vUccXCZNFAHxxMLGKI6aTTrK+PtrKXiHrOb7zeqZcup6IBD395DE75aSg1s8GvF5zxaLSXXnfQ1sy1JDFa7/oau9lOEDViFs6FJeH6haMQm/IQMOAhwMr4RK/TWDiQKSXTWj9sKmaXXsOBQwsh11kodLdwx2C3wZpc1F/OZ9PXkyzwP+pvBr+cm1gTMVkj3qu5klNFBQ2Sh1zeVI6v47/GhcILKGls9QnSgdzfml2OkMZfo5dJDag0Jwf1J0+iYv1P8Nr8BwSOzLw4AtfcXBWjkX4c+GMKUJEOePQDRr2LbLhSu9BuPAsYkPXhLldiU1kxfjHjIlsgQI/mFjzWXI1fPEfgHPQFfHmLtkgjr7KJOpSEuxlfrGa5fyBivXnfPvf6YTwQtLS0UMsnQ8jlRrr/WFhY4GptimsqgxwGu64V4LuT6QhwssRTQ/3g59D1TPC7NW9uS1WjFIcSizGjTX53s1ROi9eIA41R63GStzjvL2D3cqAgDhCYA30WA72X6O16MrmUFsKpxVrS1fz74n7U2pzl3vNItDf9fBD3NTUBjhYYHqydhxGB+LXxhheZ21Jc04wp352jQi5hQ0wOFZlJLr0uZNwQpECgszw+yBdDghyx/mwmTPhcPD7QV8/K/nYg53SM87rA0XR7qLgOf3xzjjpuqCFOFerIORLttik2B3uuFdJigMndXFGhEwGlC5lXHrlZQm37axql+PRICo7fKoFt3Vws5llgAvcirir9YYlGhHDzsNRqLY5lqCKwgEbkVDbiVGoZLazY/mR/w8+bnN+GTsGlrEp89msi0krrEeluhf+NCabFNOQ4d+W38c5vJZKXhR2CN7GGNxApCg9EcjOxlHMcW2w34GgHrx95zsSh5L8WScjCwsLCYhgHV8NuhrFHbmDfL6fh6uOA2U+Phk+IKg71XnPgTBIjkY/Q2CzF4XO3MHd8FGNcIpOjoLoGTmJLiITGrcdXPzcZ7607jGspBTAR8jF5SDgenaS/ZnEpLx9P7thDRV2Cu5UYG2bPgJcN6wh5P/BQaCQ2Jl5jZKC7W4qp6K7G3ESI50YNoFtHVDU3Ycr2TchrqiR+9tiQcBV705KxfjyzLORS7V6NeE+wNGtGhFceFDW+nX7s07uFoY+7G9ZfjINSocCjfaPg6/j3HTDEIlO6qenn7UG3kuZyPBO/Cs0K7VzYki/CEEeto9WWhATsTEqiwv/k4GCUVzaBY6Kk4r0uWXWV2JNzE3P9eqBR1oIfUo/jREkSmhTqpjSlShtSkux6HixbQnEoMw98k1oIRTKUVZbiYmU61qWew8bBCxEg1l9vJvb4oz0CcaO0GCsO70diWQlC7BzxYr8BcBFbILu2CjCi3UrkAuw53hcubomwt61FRbUlklL88dJUpj6lpkGqvaFGeQuuVGRgiFNYp19zln8GDw9mHOHbb7+Nd955p93rxMTEUPfUjz76CGatTYfqQgAbGxu97v2CgoJO79MZWAH/Xw6xDCQdD7rWPhOF8fBKIqIkgMKrQOphYFkMILo3Fke6eEjS8Syf2Wk7iheH5MwdQPAKzVjFTz+j/PvvoWhoAM/WFk6vvgqrSfoiK8WtJ/DUOaChXNWhwNf/Zm5okdE8dbV4TyCWkl8fT8M7k9kv2/uB7h7W2LykH41XKKppwgA/eywb5q/XGd5ZDn3+M77e9SNM5SqR67xLOD5WPkwLBbzsVFWWRfVFyJOeA8/cH/IGHesbjgSLBxnv7DcE3zkUUdNDgfw4oOiG6rNIOuZbIYuDp1PLkF3RgN7etrctKhNXgX2XhHBuWoZG0RFwBBXo59oHz/Z8FgKe6sTj9Z2J+OuKVqFIuV6JDWRxVmTYlSO3spHmhD117CkkV2ot0toSUC7QiPdtkRYUoPKXX+H08v8MX7noOvDHbE28RUvyYTx/KwwHJKqFYbHwEXyiLMcY3hXm9Syc4Jt3Ee+3qVOyOXYJpl5WaOZobY2kdaFQNDGLlazMOpcDxcLyIEEmoCwsLF1nySBfHEsqZQh5REA8kFCsidA5dqsEh54dfF8I1WT+aghik64r4P8em4PVh1Joxzz53Xt5bLDxjnzHEGDJCaCxEhCIAIH+8yR56i9tu8HotM4oa8DqQ8n4vI2gy3JvIPFjW5/ojx9OpyOnohF9fGyxfJj/beeYv7EzQSPeqyGW9MRiXj1nrWuWUpc3Q7S1ou8If0cL/N+MSCQW1CC5uJYK04wYC7ICn3kKKEsB3KIAD2YObmchIjsp0PG2F1GHAXLK3NfXlma/q10sPjp4Cz+e1Vqrkviu9s4+yLyZsOS3K7iUrcoILYQXnlMsx1t4FLVQFQB14+Xguka815/Pk6Khj2cyo+bUZJU3YMFPsZpzVxI1dj69HDK5yh/LXBCB9zEQ03nnGNdztrOGoPQkVglStYMKQHLxJ5jwpzLOhQ1hbcYWtrOwsLCwqJi6eBhO7oxDS5NWyBOa8HF+v2pNKPVaDmKPJOCbI6/AzVdfWPunaZYYLnC/dC2bIeDvvX4LHx08jarGJiraLh/aD48NYAr8atwcrbH2jTmoqW+CiYAPUxP99SWylvbywSMa8Z6QX1OLD0+cxroZU+7Ic2P5e3iIrbBt2lx8H38J6VUV6O7kghVR/WDWydz4tnx4+TiKhMWa0yiFhItjOem4UJCL/m6qczCFUoGUuht617WxaMRU74gu3Z+7nTXemTACqSXlyKyohFhkAnsLpqvApfx83CwtRZijI/q4315DWYNUgj9upkBaHQRTi0IIhBIEi73wsNckWAlUjlDfXryILy5c0FznYn4+uDwOOG2y6NWQznzCa9e24kypar3ZjK+ECU8BE74MarMvpZKLU7nZIFUAAjPmOXCNtAnf3jqFr/oajqAsaajHvF1bUS9VfVddKMjB7IPZUArlUBCLfi4fckuAV8eUSQOd7XEsuRqZFSHgyIkrGAdyMwVeP5qFib3FMBFqO7lrJKYobWa6YlmSoluW+64DPy8vD2KxWDPcUff9tWvXaHTqE088geeff14zrhby6+rqGPuTy+q/dWafzsAK+P9yBgbY48+l/fDrhWxU1kswwiwVj6Z/wdypvhi48RfQ7ynca+baZwMG3PsC6uPQIpPjk0Mp2BqbDXmDJUb4jsRjN/fDpLISha+8ArPIiPazxM2NdwsQy9F6A4ughqxUWe4dJPe1bfbr7SArL0f/nevAbxWLCQOKEjEx4zxSivtqBHyRQAQ+hw8z942QVkVD1hAArqAGLm4pCHPtyFCrDc21wOa5QM551WUuHwqHIMT79ket7yh8e8wU8Tn1jIXONyeGdu0upHLMWRuDzHKiZpMq58dgLRLg2bGD4Gqh+mEor2/Btnhmx16pyBaZzn6IqMhErIt+wUpfHzvElcS1K94T+I2S9h9fUmvukSHiftWI94Rf5GNxQKYVAWolwPPcZ3CR+wTEnCbVoP8oIOuMwZurl9qjPO0RCG2uYEgYF478UGw6zqx4Gxni2CUnBRYWFhaWfzc9PG1obMwv57Oo+wv5DT2UyHScqW6U4s/LuXhu5L2PovCxt8DpVP25akW9hLrtEEvvjTE5qG7SLlgSEf/1XQm0Y7fdYsF2CntTS+rofKIt7Lz5/iLC3Qrfzze84NwViDB/MsVwPFNycZ3mc0S6080EPGonr4tIyKPRZF2d0z65KY4K0wQSz+BjJ6LH6GA/G4xIWAlR1hHtFbo/DEz9rkv3QQrcH/rxIu2aV2Mu5GHl6CD4trpskCKZjRf1XQXIczUmdvfztcWtolqNeK+LWrwnXJe374CXWMjM1tRly5U8vfvXdSlrkCrxMudJDODehBOnio7le03DqSwzPGzg9hxRobm9aF87+DuaY+NFpn1rH29bhLpqF7tYWFhYWP7beAW54Iu9K7Fj7XGU5FfCxt4SZ3bHMfZpamjBvl/P4In3ZuJe4+1iYG6rBKprVA0r605fxsaYeFQ0ta430XmABKsPn0GoiyP6+jK7NnWxal1vM0ReTQ3yqvV/0y/kdN4mneXuE2TngK9GtZ873xkkchkOliUwus25QgV4FlIkl5dpBHwuhwsznggNcmYxJw98DPfo2nkmyaZ/adtBHL6Z1nrbHPhYWiEq1A7R4e7YeT0HR9O1xajjAgLwzYSJdL+usPDwdlwqVq8nW8CEx8PLk6bB21zldCpTKPBzHPM7gNwDn8OBRMIDzPXdIPs6eKKwqUoj3hOaZXxYCls04j29HY4C9rbVKCwnlv76jy2pusjo496RkqQR7ykCBeRC7WNpIWvR9sRCnwdIVTce6eqExOpSyNRTdzJN5sogt1NACg523QqEn10ZRnrZwtPSG1/fuknt/tUEWLqgh03XCphZbg+OsnP59up9iHivK+C3x/Xr1zFy5EjMmzcPX331FeNv/v7+9N/s7GyEhGhd7bKysjB06NBO79MZbq8En+WBgnTzfjevJzYv7YfFDskQkLKhttQZ/6L7J+kWbrjKjGfjiQ/338L6c1mokSqpzfduv0FYEzlVtYNcjrqjHRn/GcfF2vBky+U+6K5iuX3qJfX4/tr3WHR4Ed48/ybSq9LpeEPMRYZ4r6Z3STJjYcrKxAoTfCeAw5VDaHcOIs9fYOqyA4/1GNP1B3Puc614T7rdOUpM51fgseLDePbCi0gRvgyumXaB8KdzWbjZzsKdIYhlrkq8ZwoNf8TmMhb1dR051HwR/ShmOyoQUZ6hGSOTomdGBNAuqDoJs1rMEKluQI258QmgabDWfkqPFuak9YS8h94ujQo+LozZD0xbCyw9TfzwgWbVomRbjsqjoJRboKV8KMqyJuODUY9i9cwe6O5iihlWt/Bu91p8MiMSHx24hb6rjqH/R8fxxdFUKniwsLCwsPx3IfE8X87tgT+XRiPUxbDA3bYT+V4xOlQbC6MLsd3+8lgavjmRzhDvdZuXDyTc/tzfUWxiMO/e2Hya5cGgSSLH96fS8dC6i3j+r2u0+51wJbsK8raes62Eu+l0L/B5eKiPvrPDYwO8wTXweWkPEvWkFu8JZO6aXtaArXH5eHpLAvrdmoVzcp3Yq2ubgCz9LMr2OJ1ayhDvCQ0SOTZcyNZcrm2WMmIItI9HgeHBOjFWOs+VFBnUGjjuDNHeqxLqIu6y+4YuUiUXp4fvUM2bHz+GD/hPY3MNMypMzVGF1va0tK4Z70+NwDcP9aBFIHbmQvpd8+28Hvj8aCqdM5O5M3EmIAX2LCwsLCz/XXxCXLHyywVYve1ZhPb21S4k6ShslSVdW9e6W/Tv4Uu7aDWdmkT0UQDuzjb45Xwcvjp2HhUNWvFel0M3dZxruoitmQimfP3+SRdLZrcuy4OFRCHHz6kX8cjpTXju4g7El6tcThOriyBV6s/TiIgf7sA8dxvmOEpvv4EOQyDkdpzHrcuO+Jsa8Z6g5MpR5ZuKM6an8XH670g2PQ8zsfazfTAtDccytGu/neFycb6OeK+iRS7H+oTL2ssyGWp0nCZ03dtGuwUCTcwYt5k+kRjk7It6KfM65LSBx9U/97CyaIa5uBl8nu6BrCLYytnoY2+QtGk2Exg+r3lydC+snjwGvz8yC/5udsiv154nKLlKyK215wQyBQ8pZc7YdtMWszwexkc9HkGElSdsBBboax2MT3s8ih9Tz2PEoa8xYP9n+OD6ITTK2m96Y7m/SEhIwIgRIzB37lx8++23en93d3dH9+7dsXnzZs3YjRs3aLb9pEmTOr1PZ2A78O9ziJhEsgQPtWZVL+jnhREhhhfrOkVlpuFx/5G4LwgaBziFAyWJ2jEzG8h6PoatX+p3/x73iMJTN3ZBqJCBY9q5RUNpcTFqDxwEFHKauy1wc4OPvTnNKtx/Q7uYSRYmnxrid2eeF8s/DrEjeuLoE7hRrrIkuozLOJJ9BJsnboaTveEuIAdPF7i3yeh8K/otOJk74XD2YQh5QswMmIl5IfO6/oBIvrsOn9haI0OotaHk8htg5roFDRkvapbzyIJpmGvHVvqNEhl1kCiqaTb4d91xIsa7WZuhoJp5YhLZPQCBc2ZhZ00NLubXI69BTu1W1Tm/fV36wlJgiTqpcSFfzuPg02lcPLdbDrs2u/GdnWG7aJHxJxE6GUjYorlozak3aIFj6+IDuIUA57802H3fpBTic9lM3FBqj93s1qKG2Y4FmN2yBGipAJKBouzV2FX9AkqgqsQmnYrNMjleHde5PFgWFhYWlvsL0j3ze2wu9lwvpNb3c3t70vnd7ZLXaoXdliGB+sLdvSDazw5RXjY0l1q3g3jRAG/MXXex3euSrujOQKy8yetJhLpx4S50zuxoaYrZvTyw+ZK2QJCs0y4fys6bH2SWbryCs2laR4f9CUXY9mQ07C0MLyK6WZsi2JkpMr82Phh2FkJsj88Hj8OhUQ5LB3U+x1PNmVTDHf9qamGO56VP4QL3GW1xeu5FwGdQp7r7icDemXmzi5UZAp0skFrCLDQdGuSI9Y/2pgL/tdxqOq/u4WmteT2IiE9eN0NOFboYaxYhojmJPDDG2HBn/Baj7wzQFlsHN0gCu+PXC1k4fDMZSnhjueRpfCpYCzOOBC1KPtbIJ+OcQltEn12h+t4jx3ppbTMqGiQ4klSC2KxK6uChZu3pTNQ2yfDR9K7ZvLKwsLCw3D8c3XIRx7fE0iWokbP6YeTsvrd9W+VF1QC3TZ+gUomoYV1zlrxbBPk6Ibq7D2KuqjqRyaqbUMDDQ5N74YU9B9u9rkjYOSv16oYm7L+egvqWFowI9YO/kz0sTIR4pGd3rLvEjINcFt3nbzwblnvNi7G7cDD/luby4fxk/Dp4HpxFhgswbUxE6OPKtK6f4DINpjwzXCg/DblSjj62/THWpfOinppz6cw5oYVXLYTWWrGYy1PC3rMK+UkmUCpUx+iVwgKMbu0Obg8iylc3N6OowfBacHGDdo5sLhQiytUVcYWFjH36uLlhzaQpqJeMw42KQuQ2ViHMxhkRtqrzdH9LR7iLbFHQWAE70waIhc3gcxVokAuhUGq/U4jZlNBENe/n8RRokRBZkwNLgQmWhwwx+hzG+gXg27hY7YCRvi1vKxtM8g7G5is3sCtJ+95qvjAMnD6XNNWjSSaFG98JKSkC5NWaIhnlOJPxExpNta/NxoxLKG+ux5d9770byX/dQr8zlJSUUPHe2tqaCvDr16/X/G3s2LFUmCeQrvzRo0eDy+UiKCgIa9aswbRp0+iYms7s0xGsgH+f88auRPx5WZtVTToRvn6oByZ3c9Xf+fpmIPkgQHKuey4AfNtYMVTlAGmH9a9nFwD4DMZ9AXnsC/cBMd8BebGAnT8QvQIKK09I5fr223IuD3IOF1xifzFhfIc333DxIvKefArKZtXCTNlXX8Ptm69hOXQovpzTHT08rHEiuRS25kLaQRHl9fft2imka4U8p6ubAKUciJgFDHwB4LGH4N3iYtFFjXivplHWiN+Tfscb/d6AaVgYmm/e1L5FfD4GvrKC/l9aUoL6kyfBNTeH5YgReLrH03QjC37b4vLx8rYbCHK2xOzeHrBozcfsEEsXoFj7eM6L9AtOuMIKmlmvlKriHrztmZlFbVEolFh14BY2xebQ7iBfB8P7hxZuw0vv7UECAhDi64WVowPx/r4kVDWqFuFCXMR4ZVww/T/fygoDrfSLBkicwKpBq/DcyefoxNIYKR4cLF/Gg1exEj6lSizk9YNn2CBYT5sGnrW18ScTMgkY9CIQ8y0ga8Zj5hdwrL4XFEpt5Tax++3tbQP8NgXIOm2w02hcyypkg/n9SAoRoFAAO5YCjRWacZfmTLwm+APPSlXvO+GPi7l4ZWwwOF20kmJhYWFhufd8dDAZ685oi1WJGFndFI75ffWtqkkHOi3c5ADTe7jpFchW1Ldg9zXm4oPanWlM2N8opr2DkN+qDYv64JdzWYjJrICHjQiPD/KBv6Olwa5hXfF+ag8StdM+V3OrsOCnS5qYqc+OpOKLOd3pecgHU8Opa9HhxGKaT06KjPv7G4+r6iqbLubQYgwy9xof4YynhwfAVNC5ogOWrkPixHTFe3W3DMl+J53YxFadfMbUkGnSJzO7aYo8jiaVUFt5cmwQ4Zls5Pq7rhbg1R0J8HM0x5xenrASdW4B3EnccedRGWyQrPREBKfVEtSu40KBz4+kUJcr0mnvZSuia3Ft13Iyy+oR8c5haitKCmSWDfXHhwdu0edJIPPttyepIqfEpgIMNlDQQ16L7+b1oMePpAvuTn19bOntzentYbRwgtDfzx4vjw3GNyfS0CiR08IdcszrOiX4OZhjaJADnt58FQcTizXj+xXRONnSHcGcPGQrnVEJsZ5VPuGlbTcYbiO64r0aUqjx1sRQmHWyIIiFhYWF5f5h85eH8NvHezWXr59LRWVpDWav0BcVYg9fx4ktFyGXyDBkRl8Mmqp1blFb5e/fqHWcpHA4ENtaYMSs2y8KuNOsenEyth28ikvXs2Fva4HZ43tSYZ/hKEN+SnWWgwQ8Hqb10I+abEtacTkW/rgV1Y2q9eZvjl7AW1NHYHafSLw0ZCB8bG2wPzmVduPP7RaBoX53zl776L5r2P1XLOrrmhE9JBiPPDEUZqKudXGzdJ6sugqGeE+QKRVYlxKDnwY9hJGuQThWmML4+4e9VZpFVWMTjt/KoHPpkSH+GOk0jm7Efn5v5i28du4YPMXWmBsYCTuzzkV+Oloy14KFtvpFqkTENxFJ0Fyvchr2tmZGjBpi7aXL+CH2EupaWuBmLQaPw4VcyZzXNseXY/DR1WhyM0GolysW9OiO4vp6FNSqutfdxGJ8MFLVNGohFKK/izf6w5v52DhcrO4xF6turYIpX1soYK6UoKzZAvJWEb9BqtMExwF62bsh2j4QM7x7wMnMuHMVcT54f/AIrL54FnUSCUQKU8g4zZDqPBdXkRjjPIPx9r7j2HY1EVKRkiHYc8jaNDklbiMBhNs6wVwgxOunjiGvVus20iBo0HPaOlxwC5UtDbA1aX+tn+XuWuh3BolEgsmTJ9P/X7zIbIyIjo7WCPiDBw/GtWvXsGnTJhQUFOCDDz5Qh8/FAAD9D0lEQVSgdvu6dGafjmDVw/sYUrFPbALbsuZUBlPAzzgJbF8MNOosuiRuA6auAbo/pHODaUCbL1oK/z77UTezAYa/wRgiX9FjwpxpJ4gufcpTYd83Cg4rV4Jv0/GPT8lH/6cR7wlKqRQlH30EiyFDIOBxsXiQL93uOKdXA6dWaS+f/BBoKAPGf3Ln74uFUtygXajSpaihiC54e/60HuVr1qIhNhYCFxfYLX4cZhERqD14EAX/exmQqhapFHb28N/0GzgeXrSb7Vpetea2/rqchx3L+lN3jA7p/zSQfkxVwEG6/WVyNAiZ1clKBQ9KublGdB7UwUL4LxeyaayEmsyyBlia8NEgkUHtkj+edwlrioPoIichObESJzPqsGfFAGSUN9AChF5eNp0SrOul9QbFeztTO+p4UNWi6gBUcDkIEjfiRVk1nOTbgcoLQK45YD27/TsY8SbQfwVQU4Bo+wD8mlmLtWcyaCfU4AAHPDcyAJyCOIPiPUHAUeBl8TE8WzsPktafN2exKV3gREU6UK3fqTSEe51xmeS2kteOx+r3LCwsLA8UxFL6txit9bWaH05lMAT8uJxKLPs9niFMESH/7UmheGyAdiEtp7LRoPBGRL37qciL/I4/PSKAbrpM6uaCzZe0RcCahQ4vW7w8LkjPcchYQYRavFfbmJMCwHHhznTeTER7st1pfj6Xhff2aQt3vzuZgcLqZlo8wHJ3KGzjzNR2/MdHe+H7k+k4nVoGB0sTLBnkSws2TqaU4smNcZr89Hf38PHnE/0Q4izGY79ewvl0rehPCjJ2LRsAG3Pt4psxFg30wYGE4nbFby4UsOe0LpS5dAOC2+9Y2nolD1+fUMVpqY9xIjxLZQrIWifO5BjJKNPGUZHC7ouZFXTeTD6DRJgnAndnIgHIfNzQ4yfd9eQrpLxe30aTdLlnlNXDRiTEvL76cQS6PDXUDw/380R+VRO87cyRUFCD706mU+eQfn52dN5MnqOueK+mEWaIVwbCRiQAp1GqKWIgRexvTgylNvq32sQLGEIqV9DnaGaoJYmFhYWF5b5FLpPT7Pq2bP/+GGY8NRI8nmqtKj0xDx8u+QnFeZXU6QoSCc7ticOC16Zi/ssqcYNQXlSFpnp90VAmk2tu637ARMjH/Cm96abL+IhA/HwuTlXY1/qjSH7rw92c8OyI/vB3NOziqctXR85rxHu03s5nB85iYvcQ2sE/KzKcbncaIt5/+s4uzeUdv8egILcC731xG86hLJ2iqNHwHKmwUTUv/aLPdKxLOY8TRamwForwiH9vDHMJxJWcfCzdtAsNMgnkpkqITpzAz7NmoJeXG5ad2I3DOVob/N+S4rFn8gI4mXcctTC/b3fsupaERknrOjbJm6dqMxO5VDVf87O1xZRgVROXMY6kpWP1GW08VUF1LYRmXMjMAClpkCJ9arlSJEMOqS+Z28txtjgPl44WYuvsuahpVp1r93V3B7+tM4cB+Nx6hnhP4HGUcDXjo1YiRk59M5pkzHOI+KwSJMVLYRJtgcf7RLV7+wsiumNGcBhyaqrhIbZCRl05vkk4j8zaSkQ5uOHZiEGobWrBjmuqRj+elLjMMm/DTmKBKl4DFK1KMOn8f7fvSOpSEFuQ36FarIASTfLOxWyx3Fs8PDwYXfftERwcTEX5v7tPe7AC/n0u4BvKqi6p1ZkU1RUDf8wF5AYsAE99xBTwXSIBrgBQtPmycGv/S+5+gXT6kIUQsnBEJkKDAuzxxRsr2u1O0EUhkaAlhVkBR5Dm5EJRU9N+d/DfJfYH/bH434CR7wLCzlXUsXSN3s69aRUfEZZ16efSj/5L3m+nV17W+4wUv/e+RrwncCvKcfCZNyF75yOGeE9IKanDjvh8LIhmVg8ahFh6ProHuPAtkHMOj9XU4m0H5klAsPlIOIb5oLe3Lc0Q7WhxkFjatqWuRYav5/agERD+iV/iYlImDoBpzUXycMl1VwxnLvZ3RHaNvjBCGO45HIE2gfgw9kN62U8iwUdlFdofmLoiYOcTgGMo4BzecQEP2UiVWqCDfldTdoHh6wlEwIi3Ma7vE4iqa8GxW6UwN+HRwh/asddoT3IKAAVzEluqZB73ZH9Dub4sLCwsLPc3pDvUUNe57ryZ2F0/+jPpKNcvRvv2RDoeifbW/AYEOFrQrlbSqatLd4+7OF+8g7w+IRRVDVIcSSqmhWlEdPxybne4diGnnnRlt4V0IRdVN8PT7u7NX3+5oC1OVEPmLW9MCIFdJ+f9LF2jt48thDyunuA8oLWYlBSK/G9sMN10naDe2JmoEe/V89C5ay/i45mRDPGekFPRiD8u5bZrDa8m0t0afz3RD2vPZOJCejlqm/UXISe71MDFZZDqXLbXIoAv7PK8uUkix8czImBpKsDhm8UGXTdIh/uWK/l4bXzXIpZIYa2x6ItRoU549s9rBv9OhP3XdiZQ6/5erd3wxiCPO8RFoCn+7ePDnPOnFjNdFdSQiJHnRgZi6WBfVDdKcOyWykFhdKgzLUwmzhfEqYM89/YY6G8PK7POuSqwsLCwsNw/tDRLUV+tHxVVW9UAaYsMPJEQkmYp3lqwBlVlKlGNFrCaEAtuJbZ9fRAznh4D09YubycPO1jZWaCmghk5E9SjE2tl9wErRvRHWV0DDiSk0HX4CFcnfDxrHLztO24UU5OQr18wV98iQXZZJULd7p57167N+rFZsWdTUZRfCRf3O+Qqy8Ig0tYV5nwhFeJ16e+oKgY34fHxdOgQuuny7r4TqOW3QOospy4PNZDj4aNb8MOYKQzxnlDcWI+fb8bh1T5t3JUN4Otgi02Pz8b6s1cQk56DxkxLCG1aaMGoGmeeC0I9gxDq4IiHu3WjdvftsTdZP8ZY2qTEG/2HwdHaHAn7krD/7CUUTGWu2bbI5fgj4QZWjRiFrlDcYrgJL0TsjijrSXjmyka9v8nrBbRQ4KOTZ+BnZ9uhq4VIIECIverxdrNzxfqhsxh/Tygk582tRb1SDq3CUQgBPo+L5dF9sbR3bzQrZDiSq3qvRnsGwEpoSq9jY2qKKp2GUUUTHzxz5vlLhI0r3EQPxlrCf91C/36DFfDvYwIcLalNZ9t8PkbuZtJuw+I9oTpXVfKn/sa2cASGvQYcf1e7j9gdGPwS/W+TrAkmPBMqet4OMrmC5v+RXMy7YaNHujV+fawPLWwgX47kfroCVyiEwMuTCva68J2cwLXsuKLNEPWSehzIOkC7vUlGONn0IJVpzQaq82TN5NePFfDvEh6WHngh6gV8EfeFpmu8v2t/zAmeQxelSG7rpaxKeNqK8Eh/b5oLL8nMhLxKmyOrxjknGd9e1V/QI5BMTFKJnFneAFuRsP2uIu+Bqg3A9JwLsMw6iK0N2WjmcjDGewweCn4IDdIG7M/cjx8T92GQ2yB0dzTebSYwIjS72Ziq4h8Sc7BPqW+HTzDU9dMRPRx70H8VMnNIa6KglFqDJ8pApEN3jPcZi5N5J3Gh8ALGNTTq/7iQQorE7R0L+B3h2R/gCQF5m8c/4Fmg35P0v45iU/2uJZEt0GMBEPcLY/iQ1Vziwaq6CX87vDelY2s0IgBtjMmh1sJ+jhZ4rL8PnK269n3EwsLCwnJnIcK0v6MF0kvrjc6bjyWVGBTvCSTnmXSbq8UoIoy9Mj4Eb+1O1HTi2FsI8cLoQPp/MpcgXei3W/RFxE/SOUvywjvl5NNFiOC6ZkEUKhsktEvWSdz136lAJ0va1auL2JQPx07YmxuCiKV7rhdQIZeIjeS9MeRmUNMa8aMLWUwl7w8r4N8dSEH0u1PC6OddSgImQdwabKjASz4/W67k4Xx6OZzFZngk2ovGPBXWNNFzv7YQEf+PWMP57KklKhEgq7yBRi+0V4hNcuTXPKwqNI/PrcK+64VILKilFqOjw5zx+EAfNMjmUmG+4FQh+vvbUWt5Y5Dj1RDknHJYsCP9fjBGeat9flcg9vuGn5c1Jka64lBiscHueDWkmKAjAb8junta0+8CXScNAnElIR38BHJMzenNnDeT4ldS0LTmdAZj3MdOhKyKRs3zWz0zslPHPYnEiG097yIxdR62bAE7CwsLy71EZGGKkF4+uHWFWTQZ3tcPpiLVmlb82WSNeM9AwKfd9tVldXD2Uv2OC00EWPrOdHz23CYoWosBLaxFWPSaqku/RS6l9tt87u2tFZM1t8KKWliZm8LC7M4Xc5oK+FSwf3XCMDRLpXC26voaMenSL69r1Ltdd1vDa3IdIZHIcOp0MnJyyxEa4obofv4Gm3zq6gxrAsROn+XuYCEwwQdRE/DK5b1oaW0SCrV2xorQQVSv2JF2EydzM2FnKsKCsO4IsLFHXXMLUsvKIXVXifdqmrhSrEnQyWfXIbVaVYiZU1sFM74AjiILo48pxMURn81W2fQn5ZfgRO4NpPPTIeFK0M8uFHM8h4LDUeJK5SWcrNgHf4tAhIkjjDrLCYx0zduZmmGCTxByK25CJjJ8PJc1GC5ibQ8/c8MFvt7mfhjgEIhJbj2wt+CqZlxSJYSsTltEuicp+W/HUgQ5OcDOXISKBtVxzJVxwJUB07qH4OnoaDpmAj5m+UfoOfQt6dELq2POacbkNUL42lkjp1n1HoZaOeOz3tM7fAwtchn+yryKmNIsOJuJsSCgN3wtO3YA+U+jZAV8lnsIWRD8bHY3PLUpXpM5F+RkqcmqVtHOoqFXf614r2bQC0DAKChu7oe8mQtu9EKkK6rw/oGHcb3sOmxNbbEofBEeDXu0S4/1yM1ivLX7Joprm+kiwbJhfjQv8G7Q2Y57Qzg+/wIKVq4E5K2LtxwOHJ5/DhxeJyeRRIxv/RErayzDgoMLUFCv6gj+MeFHzA+Zj1f6vMK8Dtk/aByQvI857tEPMGe/hO8m5HNMhPH4kni4W7oj0iGSTvzn/xyLCxnariASVbF7+QC4urhAIRCAq9OBT8i3cDCY+0ggC/1DPz1FF6P5XA5m9XLH+1PCaYVeu3j1xyiy6QwV1hfSz1RpYym9vO7GOiyJWIJnej5j8CZm9/bAlRxmwQHpGOzp2bpgGDgGQ5O/wzfyaXrXdbU2pcUw6uNJ0diI6m3b0JSQCBN/f9jMma3nSkEKIAY7T8WBs6FQylT5QtKq/jgd74qp/kKsHbWWvtam578CqrUWXhp4t9ehQ6xL43Kq4OdggZEhjuCP/xTYv1LrJkJE/Whtjr1RJnwG2AcAN3cBQnParfVM6GRMrWikh2ln7ITJIvZD6y7iZqGqKId0+u+ML8D+ZwZRS1kWFhYWlnvHp7O6YfGGy5oiNW87kSarmtCe832Ii1ivk5TYw0f72mqsvEkutUyupL8DJA+c7L9ogA+eGeHfJVv9c2nleGXHDSrgmwl4VIh8cUwQ7gbEEvt2eWlMEB7fcFkj6BJWjg7qdBY9KVJQLzSSLt+Za2I0BRbfn8rA9J5u+Hy2fqHiqFBnmq2tCzkH8rJj8wLvJsT9aUSIIy5mVtIicuIIRXhi4xUcvlnCsKInEVJEhDUVcA06X5TVGS4UdbI0xcjPT9PPATnXnRTpQrv1Tfjtf6bI3FYzv22FzGNn/HCBzsEJ354kLhpeeG+K4WLR2b08qCW+LqSAd2CASvQfHuKIHVcNOz152JqhtLaZFomqC3jI+UNcdiUtZiCCeNt5IClAIJ/xHfHM27yQXoHHB/rih4ejaDHoL+ezDboD3G5xEJkzx2ZVwMNGRJ2l/m9GBFZuua5xSohws6LfWR3x8tgguNmYYc+1Amp9Sr7/pvZwQ35VIz0l7owLBznvIq4nl7IrNWM7r+Zjz4qBrIjPwsLCco955pN5eHP+dygvVDkuObjaYMXHWhfX9ua2zl72cPRgFpkNn94bwT28cXb/VdTL5BgzrQ94jnw8EbMJ50vTIeILMde7N54NHUHF/M5yLbMQb286gpzSKpgIeJg5MBIrpw3pVJxNV7EWkd/522vOWDGqP67lbkezVFs0t2RoH4jNTLs8b25qkuC5lb8jLU07/xrQPwDvvTNd732JHhKEXZuZArCTixV8A51v63mwdI6JnmHo7+RDhVY7E3P0dfCi781Lpw5ia2qiZr8tKQn4a9JchNs7QWxtgmaiCLehqKHO8PzTwgrj9/yCpMpSqv6M9gzE54Mm0Mz19gh1d0KoO1lt1q44N8oasDp5FQqbtOdYfW2j8bivqhGqLTMjwrHnVjKjadnWzAwj/FQFoH2Gh2L79gugVm+MY1EJHwcrFDbUwtW8dd1YIcfOjJu4UJwDdwsrzA/sDpfWv6lxMXPFMIexOFl2SDNW22SKv5LqMdFFiXe7zcBc72hsvhWHP2OToWjm35F5c0ptAWIr0uBkaoUhjuFYNWU0nt+2XxNHEOBgh+eHD+jwdp7q1RcO5ubYdusmLf6fFhyCuWGRKG6spUUeXhadK8pdEbMNp4q0kV87c25g6/DHEGDVxp2WRQN55zvz7j/IXrscJQ2x+eeora2FlZUVampqIBYzD1YW41XrFzLKaXdOXx9b5o91XQnwdQ9A2qa6ydQaWLgPcGZWBREqN/2Osi++gKKhAXJLM6xYLkQFh3n9TwZ/grE+Yzv1lhSTfOrVJ/UsF39Z2Jt2M9xvNN+6hZpdu6FUKmA1aRLNPe+QqmyVYJh+HDB3oHnmq4XN2Jikb+Gye+pu+Fr5Mgdri4C/5gMkv5vgEALM/R2wU/3wsfxzkGNp3o/61Y1k8ZxkPsa98QFE237XjMs4XLzd73GETh5F3TCO6yz89fGxQUZpA+3a0+X18SFYMrjNZ6ATvBvzLralbmOM8Tg8HJpxCM7mhiff689mYt2ZTPoYhgU54J3JYVohWiEHdq/AF1da8J18CmTggwNyUsClnWwCHod2Vr04zBfZ8x9Gc0KC5nYFnp7w2bYVvDbf0+/suYlfL+hb6R96bhCCnVv3rcwEvusHyHW6lUjX/LKLXf7Mv7DlGmPhk3Qt/bG4H8wkFUD2WUDsBniqYhH+CUhO8vI/4vXGnx8ZiGdHdi2S4N8E+9vOwsIeX/cLRFgj4roJj4u+vnaMk/m6ZikGfnxSryiPWEVvfLyPyr2mDdvi8mnuO7mOCZ8DMyEf1W06xD+cFk4FvM5Abqf/R8f1rPm/mtsdU7q74X4jraSOvgbkdZ3YzVUj6rYHiS14c1cinTORLmviVEMWc744xrSGJOxaPkAvlqCqQYInN8XRjl11IQZxE9DMM1j+MRILajDxG203iZpZUe74ZFY32rH/W4x+t/2U7q70X11L+kg3MSobpbRwRZenh/vTwpCu8tHBW1h7OlNv/Mjzg6l7hCH+iM2lOfFFNU00HoDMm0mBKIEsi5B57m8XczSuGwRSoCtTKOl3CSnqeXNCCB7+6RL9nlHjLDbFnqcH6DnEfX40FV8f1//cb3kimrpQEEje/LBPTjG+E8h9keLicLeude21nacHO1viryeiqShwPqOcFu7qrSfcRc6mlWHBT5eMnnf9V2HnzSws7PF1vyCTynH9XAqtcu02IBB8nSJNSYsUi/q/h4oSphsTXyHDu5uWo+dwfffC0+dT8Pl3R1Fd0wgBnwfZI0qU8ZnuWM+HjsTiAJUzZUc0S2QY99Z6VNUz5w6vzh6OOYO74X4jp7waO+MSUdcswagwf/Tzb+MMaYCqhiZ8uPskjiamwUwgwKy+EfBsNsUPPxzX2/fjj+agdy9ml3FjQwtWvboVly+oRD9HZyu8/n+zEBzufgefGUtnIJ3yQ/9cr+fUPcY7AGtHT8U35y7g01T9efUwd1+4mYuxKZnEK6muHWjtAA5PqenCV/NocE+8269r9vSEg0V7sbOAud5MeDn4DfhZGF7L3JWUhK8uxCCvugZ93N3xxvChCHXU6jy/rt6PH89fRPFgKyj5XMBEDoGVAlKlnHalz/CJxKo+4/Dk6V04mqedD9uamGH3+EfgYck8B1yfdBlfJe6HragRTVIByuosoQQH64fNwEgPVfFpXUsLhq35GdU6dvVkVrvpoVno69m1z/y69CP4JfOE5rKHyB5rej8BgVKI85k5EJuaoJ+PJ30u/wQ3Kgsx4/jPeuMzvLvh/3pPwn+VWiNasno8dNkq8Ew6LpSStzQj6fvXHkhNmrXQfwAgdvQjQozk5Vg6AfO3AAdfBkoSATNbIGQi4DcckOrb5TQl3kTJBx9oLl9zakYFR7+zeFfGrk4L+CRbs614T9h7o/C+FPBNQ0Lo1mlIi8Hvs4DyVNXlhlLg6JtICjdcgZVckawv4ItdgCUngJIkVQa3S8d2gyx3h+xy/ZwvtZUnocd7r+OVGnP4JF1Co8AUB737odjJG58M9AFHUIbS/TuQUtQEc/MaeHkMxqUs/c/4/oSi2xLwkyqS9MaI/f+tiltGBfzFg3zpZhBiTzbtBzw/NAcPFWTjcJUT3t6fQcV7Aumo++5kBsLLMuCtI97Tv+XmonrbdtgteowxnlxsIA6CjBfVaRfWbX2BeX8CR94CShIAp3Bg1LtdFu9JxEHbrqWrudXUxvXR/t5A+Ix2r6+UyVB37BiabyXDNCQYliNHgsNv/2evsLqJ2pnyOMCESFe9bqqcSsNWUMbGWVhYWFj+WUh3+LAgw/NPYou/YVEfKjreyK+hHfTDgx0wMsQJZCpLBDxdYYvMDf637TptLCC0yJRokenPm4nA3VkB/2RyqZ54T9h7vei+FPADnCzxahezv5f8doW+vgRS7PDFsVSa520IYtHfVsAncUREdCRd2qSQOdxN/I8JjixMsisa2h0n3e7EWj9DJ++d5KsvGeSLMFENZlb9hPiCBvgKKuHi1B8z48MNzptvR8BPaP2MGSo6MCbgk4glvZilVshn7N0p4XhyqB+u5VWjtKYZ7+5LouI9gcyfiThOCn50xXsCcaEj8Uptn0dykZF5c3GtRsAnov+vi/rgg31JuJ5fAz8Hc7w0JrjL4j25zbZFtsnFdfjtQjaeHhFAbfvbg4j8pOjmel41jSMZF+HcoTMCKT44cKMIxKRjQoSLXqSU2h2hLcbGWVhYWFj+WYhgHzXMcEEVscV/f9NT+Pa1LUi6nElt93sODsTgiT3AMxFAoVDQ5hA1FZX1eH/1Pkhlqnluk6UU1Xz9dendudc6LeBfSs3VE+8JR+JT7ksB38veGs+N6dxzU/PSHwcQk66Keq2Tt+Dn01cQSdb2DZCWVqwn4IvMTfDB1w+jILeC2ub7B7uA15EjKMtdIae22mDMdnaNyjn16YH9cbQsHdertBFKfA4XT0b0gb+NLbKk+bhenQs+h4dIFytsTyKiN/McaH92ym0J+NkN2YYfc0O2UQF/amgo3Yyx8H8TMLl0EJKS85BvKcHbKUdotz2BRAlszbwOWxMRQ7wnVLY0UbH+3b7M55FcVYq6ZjO6tR1XC/iWJib4dc50fHD8FK7kF8LD2grPDYzusnhf1FSFDZknGWN5jeXYlH0GzwRNwNhQVWyeMci6wZmiTFwpy4OXpS0meobAlN++62xVSxP2Zd+iNvljPAPhYcE8B86t14/0bW+cpRXWQp/lgYBkaj91XpWnnnES2LEUiP9N9Tf33sD8rYCZynKw7thRxlXvhP2CqZET+87aa9735MVqxXsdAusqEWdgThRg004XrtN/t9PgfqG3t+E8SnVH2em0Mmy3CIS8t/bH+pGebvCxF2HSzhXIleXCxAEgpkf7c0g3/jK92yILe7dDgHWAnojPAQf+Nn8zjsLGC842Xqht7QAykbVgevoZRJUmo8zMBlebe8HbwNUkWfpdTcR2k1irtkVvkZEUET01nBE70RWUCgXObd5PqgH0/kZyUKmA3971pVLkLl6Cxlit24Kob194rv8RHIHAqKjyxKY4SFotRj85nEIXVHW7DUnXkiGMjbOwsLCw3F8QsZjYN5OO8vicKjz1ezx2Xi3U2OhvWNRb00V7NKlYI97fKYjleFfGHzSIiKgW73WpaI01aEuIs/GMUSIistxbiG096QZXF3+qUWezX86uRG4lU4wdG+asmheunYRBJdcxiNROKoG0RDIP/eSOzZuDnC0ZkVi6438HFyszum24kG3w+D+YUGTwehllzA5D9bz5SFKJwXFdyFxz94qBDPvcrnL1OOmqcjI4b+4Icr9LN8bh2C3tY/3lgjX+XNKPNhMYIjazAo/9ehmNrQVJqw8lY+2CKAzVKaBi580sLCwsDzY+Ia74bOdzkDRLkZ6Yj/cf/xHn9l+nf3P3c8QHvy+Dk4cqGvTCpQyNeH+nIBnyhjAxMv6gUVRdpxHvdcmW1YMpYarw9TVuo+3myUa03msi7J1hwuNTgVaXXs6qIu2b5SVIq6oAyGHSOt0b7O6Dfi6eeOzcBlyrVn0WSAf7wcIECEz5kDYz1y9FRtYzO8LNzB1Xq6/ojbua/T2nBltHMQY6hmFXVqJGvNflQM4tg9fLqNWfw0fYOWNbRqLBcV3CnZ3w5/w5tEjgdrvjf0g4A4UBVSyxRv94NMTKmL3Yla19rOtvxWLLqAUQCw13gidUFGP+sc2olaicav8v/hS+HjQZ4720MdlR9u7gcTiQtzFL7+3QsZPHfxmOUrV1Zr8HlX/HShGLll1PARKd7JT8yyjY9Y7mItecmR0ZmaWEdb3+J3iy7+ROv6pjI5xhI2L+gJCFnjm9PP4d7wzpmDfAY3IzOJgxJ0/T/KdpBPwL6eWY+cMFdH/vCBb+cgm3jHRgsPzznWRPDWV2ghNbdpKZSfjyWBrtItFl65V8XMiLR24d84eca5YLkbn+otjD/TrXhdeWJZFLYGPCLDCYGzwXHpZ35liybj1O/+/cGjySfBhhlTkYWnANUw7rW/SYuzTDXnxUZYV/5E2gWfX5Jc4CnrbMzMuF/b2NL7LfhnhPqFi3DraHdxr8W0AnFvRrDx1miPcEcpmMG6uefHvPTY14TyAdku/tZRZUEHtl9WdFzZBAB0zrwdqTsbCwsDxICHhcrNx6nWGnT+Zqz/5JrAtVkPiqzjC9Z+d/A4i4Rey2dSHrDvP6/DtOzNsKvWosTPk0R1yXceHOGiGY5HbPXReDbu8ewbwfL9IOaJZ7j6u1GVaOZnagEFv2J1qdpog9PHF0attRX5p5AyhSLfCrCeAWoI9Q327/4U66V7SFxEA5iZlOSdN6uCHMtWud6x3Nm9uSZaB7PJp7E69WvAF81xc48D+gUVXs+ki0t577xPQebujhabig+LbzfC/9CP+UNUbPfTridGoZQ7wnkE78bXF5Rq/z7t4kjXhPaJEp6JhuQiO57xXDmIXIfbxtb/tciYWFhYXl3iA0FeDLlb+jurxOtcbD5yE/uwIfPvmLZh9zETOXm1/FBa9c/3dtskfnO+ejAtzh5aj/mzlz4L/D1ZS4GBhCYMKHl5c9Yyyqpzf69FatZSYVl+LxzTvQ5/Mf8NBvf+FSjjbXnOXeYWNqhjeihzJEZR8rGzwb1Z/+//trsWiSycBRcsBRqLZTuZm4VJKL2PIsvdsTGajieDio+209tmGOI2FPutF0iLTqjmBx15zWjGFlRLjOrao1mD1ekl+PqR9vwPtbj6GsVlUEO8svAt3sXBj7jfIIwGBXpuuEmtsV73elJuGPBMOFBT7mHTtJx5XlM8R7QmpNGTamtcYmG+DDuBMa8Z4gUyrwzuVjjKIHF5EVVkYMZ7xe4TYueDzwn4uNZbk/+XeUrLGoKIgHmvUXu5qTj9DuCFLZbzV5Cgp+/AXcuhrwlQoI5cDruwXY8JQfEmtTYG1ijYVhCzHed3ynX1WxqQC/L+6HDw8k4Up2FXwdLPDCqEB0a2OH+cDiGQ1YeQA1zAUMl4iHsL3bLOxK34XihmL0c+mHoR5DNXmhC3+5rIkWOJVSRhdBTr44FNZtJrUs/zwvjw3G5G6utHPEy86cCrDqBbMsA90zTVI5yuv1KwnJXCEs/CRcmlfgVEopHMWmdDFxfARzwtERtZJaHMs5hhZ5C9aMXIPzhedR1lSGAa4DMMRjiCZPlojJJ5JLYWchpNakHXWht2VyNzcc2HwIwdXMzzJXqQDXygqKGlXHnLlzMzwGV4LTUAkQR9SyW0DhVWDhPtqVePDZQdhzvZDazff3s0e0XzuVvk3VQM4FwNIZcOvZ6cdavXUbepcUIqI8Awn22oILd7EQ8zqx0Nt886bRcatJE/XGy+sleh1kamtfIkboZigTu9g5vT2onT8pXOjny1Y6s7CwsDxopJbUoahG39YzJqOCOrKQGChiOf3p4RRU6WTeC3gcKmAmFNS25rt742EjltzGHKp+X9KX2mUTG24PGxG1t+7vz1yke1AJdRHTQru0UuZ8amZPdzzS35vGDeRWNKCPjx3Ghqu6KfKrGrHgp1iNGEi6quf/eBHHVg6hndAs95ZlQ/0xOtSZWuW7WJlieLAj+K3WrOoIKl2I5XxejRSGlr/W2v2JVa7f4OitEtiIhLQIdG4Xi1fqW2Q4lFiMumYp1j/Si35eCuic1I4+TkJlg4QeY4dvFkNsJqBzZlJ00JUohjFhznC0NEFpnXaxTY3YlI/aZlWRdxQnBZuEH4FX2boIX5YM5F0Elp6GlUhAHT/2Xi+ktvG9fWwxOKCdY72lDsg+B4jsAI8+nX9R4jegNzcFI7jxOK7QzrcdRDw8NqDj8wUy3+3KeItMjiQDxenk80BiM0gMhpoXxwRhSndXxGZVwstOhIH+9mwkBgsLC8sDRkl+JfLSS0i3lrZJgwOk3SzAqd3xGDqlJwb09Ye9nQXKK7RzQJtjpnBdZIuExgKY8YSY7R2FRQGG40gNweNy8cOK6fh0+2lcuJUNRysLPDaqN4Z3+5sulfcJbrZW6O7pgmu5THefST1CsOLFfjhyNBE5ueUIDXHD0CHBdN2ysrEJj/y+DbXNqvlJXF4hHv9zB3Yvfhi+dqwz5L1mQWgPDHH3wam8TNibmWOklz+EPJWbUVarlb4upOwxv87wfEssNMHEoEgczE6BuUCIh4N7YElYF+aHZM4ml+JUaSKqJfV4zOtZ5DQlobS5BP4WAYiyVd1WnaSFCsz7c5JhyudjXkB3PBMxgB5/nWWQiy+8LGyQo2P3Tms6W3gQmQjQwNPOp3nNHBSn1YIj5yCzpBKX0vOx438LIBIIsWXsPBzKSUVaTTm627tiuLuf0Xljk1SK2Kw8WJgIEeXp1un55Z+3EiCT8NFUZwIzS+3jEvFMMN97cIfXT6w07MaVWKmNRmjL1XKV458upU31KGyohZeltkhpSVA0RrsF4UJJFhX0Bzv73Xahwn8GZSctxh/gDnxWwP83QQQyA5QorPHHhWw4WZri5d2ZiBn+OkQKKSbnX8KTpiUY8uwzGNutG+ol9TDlm4LPVX0siLXowcQiurhJTrQj3Y0L8qGuYiri/yvh8YF5fwG7lgFF1wCBOdBnMdBnCWw4HDwWzswIJ/x1OU8j3qshi7/7bhSxHQf3CSFiCUKcswC7AFK2pxmP8rLByZQyxr72FkKMDYjCj8meel34M0NGY05wj67deXECELcBkDQgzzMKD6X9ipoW1YRNwBXg0yGf0m58XR775bJmoSy/qol2i1uY8NErQI7vrn6HhPIE+Fn74aluTyHMPszg3ZJFxHfcGmGwxlcug+eGDWhOTIBV/UZwqtrY5GefBYpuAC6RtCPxoc4stiZsA3avAGStmWXeg1A3Yz3KFU3wtPQEj2vcMlUpkYALJT648COOefZCkq03POpK8dSnL8BWZ1HQGCZBhrNUTQIN5xgRFxF7CxOU1zMXaX3szRnivRrS3XWnOrxYWFhYWP55SDEc+Xo31DD+y4Vsaqf/yo4bVIwi+wl5XES6W+GF0UG0cIuIiKZ8rkbIJA4uRCwkxWDENlrdWW4IPwcL/PJY1xZfHhTIwsmPj/Si7gakq57koZOiN+J+RF6rxwfqd1DsiC9gdPKqXXB2Xi2g4jHLvcfBwgS+DubwsjXXfObV82YyL9WFzE+DQrsBsZFA8Q3G32x6TsEng7qWWZteWoc/YvNQ3Sihx+B3pzJQ1iqqkznap7Mi8cQQprvWU5viqGCs/iz938Fk+lkcHeaMz46k0KJzIiY/PTxAk0VvqNhmQT8vfHZUP0qtWabA9qf640p2JSanbQQvv83smrgPECHeZxC9nVmdcaZLOQRsX6x103PrhfqZf6JYakYfK3ENMYpMFVGxRvAFdskH4KIiBJ7cUjw0dzkcO1EEQ4qSDBHkLDY4bsLnUUeutsWvpOCBFEy0hXTid8YJgIWFhYXl/sTSWkS7wqUGFpN2/XIGPYYE48tV+1CXUQG+uQA8kQB+vo54dN4A9OvliwZZC4RcPgSta0BymRwXj91EXkYJQnp4o1t/41GkrrZifL5kEv6tfDp/Al7fchixGXkQ8HiY2CMYz4zpT2MCpkzWb4LZdzNZI97rFtZtv34TLw0f9A8+chZj2ArN4G9iBxdLS414T4hyckVSBYli1SLk8jDYzRd9i70RW87MqZ/q2R0rw0bhw+gxnX6xcyuq8delGyivb0CErz12NR5HUXOVJqL1heApmOfFvL0Xzu/D0XxV5GqdtAVf3ThPRWPS7f9D2lFcKs+Ei5k1HvMbgn72hs/N+FwulgcMxEsx+wGBAlBwgCY+IOPSefPehx5FTHEOYm7k4sr1POpCoCanrApnk7IwPMKfRhBM8e04fvhiVh6e2boXNa3HQpCTPb6bOxFKgQTOpnb0+8YYErnqvLO61ALNjQKYmEkhl3Hxet+Z8DQ3HlOhJtjacJd+kJXx6/pb2eFmJdPtylJgAiczfYdZLwtburF0AeW/+9ViBfx/E3Z+KHIdBZdCbc69XMnBOvlESBskeHzDZU03TCNXgD89+2Novyp41xwFUoth4T9KU0lZUd+CWWtjkFmm6qpYjRQsH+aHl8Zoszn+UziFAU+cBhrKAaE5IGh/IaRBYth2v6HF8DjLP8z5r4ET7wNyCcDhAr2XAOM+pi31r44Pod0mpCObQCJp34tqhmlzBb4b8R3eiXkHcSVxsBRYYn7ofMwOmt21+04/DvwxB1Couvk8rv+Bh6ytsMZGJQZLFVKsil2Fwe6DNcU0xEbWUJfLptgsfJvxFsqbyunl/Pp8XCq+hO2TtsNDbHih0KVbKAoMjHMtxTDv24duWPOr4cfeoFPYUJEBVGYCrj0BczvDnfd7ntaI9+S39IuaBPyxcyxalHI4mzvjneh3MMDNcPW1ePx4VG7YAKFChvHZF9Gv6Caqw6Mg9umc64B4/DhUbd6M5hvahWPTiAiIJxh2FyGL0cQi9tUdCdrXhAO8NMZwIQALCwsLy4MNcZQhBapn0lS/obpUNUiw7Pc4xOdWa7oHyMKDm42IitJE1B8Zou1Crm2WYu7ai4zfaiL8vT81HP9FvO3NqbhJuqDNBDyjGdodzY/ZefP9we+xOXh/XxKapQrqPjWjpzs+nhFJxfMXRwfhclYlClvdLMjcaVoPV9Q2SWEx9w9g7zNAxknV+VOvx4ABz3XpvsnxRiIViD07YcdV5iyWuCS9sycJ48JdqFBOyCyr14j3uvwRm4ufz2chr1I1NyXic2xmJXYtH0CL0Q1hzGXJXMijxQtkQ5a+e5fevLkqGyhPA5wjAUv9nHpIm4BdTzKi8L7K8cCaT2LQpODBwdIE708Jw9hwIy5f4TOAU6sg4Mgxi38GI5RXkSOOgsizczarI0KcEO1rR11B1BDr/9m9jMeDkDnys39e1RRBkc8G+TwYKnxlYWFhYXmwEVmYYsD4bji1jxmPQ6itasDqd3bh8oV0eplXLQGqJXANFCI7Jh2SompEj4mEgK/6nW5pluC1+T8gKU4rVg6bGoX/ffkw/ou4WFvi56UzUd3YTIv1zE3ab1hpkEi7NM7yz7LvejLe2XUMja3vx+jwAKyeNQ5CPg9P94zG2fxsZNeqzjHJjGmqVwiam2X4pNdMvH1tD04Xp1HRf5pnDzwdMqxL951SXIaH121BQ4tqPft4Uw1MXLSFtkoo8W3qfox07gaxQKTpAj/WKt7r8kfaNZyviUdGvUp0LmiqxNWqbKzruxjdbQy7oka5uAONAoOFnyTHnmy3LpUyxHs1lfXaotCi2jqklJYj2NEezmL9AlC5QoGXdx/SiPf0OvxMLL36IRQcGawE5ljiOwWjnA0XzE/yD0Z8CemI56C53hRN9SawNRMh2qlz6819nbww0i0Axwq0r5unhTUWBEYZvc6L3Qdjycnt1DpfzbORA2DKNxzZxcKiCyvg/8swm/sLvvh0JYYgDhVKMX6Rj8UFRTgWu4px/qw2T4ULBdYKPseoa/HaK/sNB+ZtAXgCrDuTqRHv1fxwKgNzennC046Zf/2fwrxz9qZkEWnzJaZNOVnMIFaMLPeY4kTg6Jvay+TH89Ja2iGDkEkIdLLEqZeG4eCNfDTFbsCosl/hElsJXBbAe/T7+HXsr2iUNkLIE2oE9i5x6iONeK/msZpabLSyRENrAU1JYwmKGorgYakS4Vuk+vb9hNKGatSaM4WHJlkTtqdtx3NRhhdIpcXMij81NnN0ChECx+p1TMHUShUnQfJ5SHfQzR2qcQ4X8rCHUXxBgMb4qxB6ecF+2TKYW5UDUu0EbK+FOX6xFgNK1XMhsRMvnHoBR2cdhViov2jq8PxzkFdXoXr/AawJmYD9vgMg53AhXnWMCiJTuruhPbgmJvD6bQNq9uxBS3IyTIKDYTV5Mh03BnEVIF2Ru68VgM/lYEaUe7vOIywsLCwsDzbfzeuJXh8e04iDaogo9+sFZgcEgXSE6+7z++K+VDTcGJOjV2i38WIO5vbx+E+7tXTGMYdArPTXnsk0OJ9mubfkVTbizV2JGpGWFLOQGATStT67lwc8bEU4vnIoDiYUYUNMNq7n12DjxVz8cSkPz44IwDMLdgKSRnp+Sbcu8vXxNL3jsy01TVKkl9Yj3E11rBnbv6pRoinQVUMc00iBwofTIgxex1C8EmFaDzfmvJk4VenCNwV8h9IXTLZ3JXjxP4MDJWTgIy30afyIqTSuw93GDMuG+WOYSRrQpLUcPSrviS9kszSXiePAM5uv4cz/bOBsZSBjdNALQF0RcO13fNI8FT/KJ0JSxof5quN4bUII5ncQP0XOUzcs6kOt/knhcICTBS3UIK5bxpjUzZW+/zvi82khxdQebjSyj4WFhYXl38kLn8/H5dMpaKhjRlB1GxiIA8f086TPnriFC8WqgjrfMDes3voMzMVmOLr1EkO8J5zcFYexc/ohMvq/67xkLTKcId6W0UH++Or0BSioP7mWscHGXQxY/hkqGxrxxo4jkMi0a7hHEtPQw9MVjw7oCUeRBQ7PegxHstOx6co1XEstxJ6CZOw7n4KF0T3x3Zh5aJYT9zdOux3kxvjx9GWNeE/gWzHnvYQWhRRpdYWIslUdaySD3VDzcouyERn1TGt/uVKBLTkXjQr4mWWVAHnqbWq3R3lrj+vBoT44nqAq9tGdhw4MVrm0fXzsNH6+FE8fE5H5h/v6wMrdFKcLsuAkssATEX3hY2aD4lptAa2JVTNs/as0brM10gZ8nrIZwWIveIj0C2cfjehBYws23byOZqUUHB5QKWtE/7/W4YWoAXgismOnvO8HzcDB3Fu4XJYHb0tbzPSNhFho/Bge5uaHPeMfxdaMBDTLZZjoFYwBLl2LxWUxDEep2jqiM/vcr3Q+zILlgcBabImgWe9iIXcVlkhfRIwiHGOENeh75RBEEm3V1WDOdYzi6Yj3hIwTQNJu+l+S7dwWsnBzLV9/nEWfwYEOtCtB1NpxROy5P5kZSTuSWO4xaUcMj6ceZlh/zsJxPFL+OVw4rR08RHQ/9CpQmQWRQHR74j2hXN+GU6RUwlmm7T6zEFjA3syeIRKQzNG2BHkY7vipbjF+nDacO2dwXOCis0g+8HkgYLT2sqk1MH09IBQB1/7QivcEpQLchN+guLEDsuJiNMbGIm/xYrRUMi29jpjrF/40yhpxNr/NgmcrXFNTuH78MZLX7cQev0FUvCeQvNGVW66jqIZp12rsNmxmz4bzW2/Rf8nljiAL0mQR990p4ax4z8LCwvIvx9JMgLULohhCs7edCFWN+pnXhjqDt8bl0/9fzdXPM1SNs/PmztDD0wbvTAqFZatYaGnKp8V6akGW5d5xOrXMYMzEyWSt/SdxWODzuVS8V0ME3c+PpuJmYY1q/ngb4j0ho8xId7sOQj4XbtZmDDt4Pwf9cy5jXfbEUcMYJ1OYNqdqiHCtoc9SIHSqzgOyBKb+AIhsgVt7wY//iYr3BD5kCEn6AilXz9OYusvZVVi84QoSapnubgfkffXukxQbHE0ykq1JXt9JX+LElMv4Tj4VktY+DRIf8MauRFrg0JnXkRSvkmPvkWjvdsV7Nd09rPHelHA6d2bFexYWFpZ/NwKhAO/8tBg2DtqOWCc3G0jrm1VZ1+2QebMA+35Trf0kX80xuE/yVf3iWRZ9/OxtsWrCKFiZqppTzIUC/G/4IPTz7kRcD8td5WJGHkO8V3M6RVuoTCzirRWmuJ5UBI5M1YlOijF+vkDin/JgyhPclnivEdB1kDfq3w4XHLiLtOvNbuZWNGu+LT0dDRdSV5PCXCOcysii+faQaXPJORLAT8cOfnLvUEzpHUqdmwimQj7enDkSzjaWiMnOxU+t4j1BASUO1qRic+oNFDbU4WpZEZ46sQsptWXg6eTCmzvoPyZy3XNlbRrT1K8Bh4M3BwzD+glTabGB+v6IsL7q0mlcLdXPqzcUGTDJOwzv9R6LRcF92hXv1YTaOuHt3iPxUb+xrHh/J1F2YXtAYQX8fyHjI1wQ+9pIbPLJxYHkl7Ds3P/h5UpnNAq1CwNXlQGoVxr4csm/TP/xc9TP4CAEGBln0Wf5MH/EvjYCh58bjJhXR2B6T+MWhCz/IMbybNqOk4IWPZRA5sm/d/8e+gtylVwucgXahc0lkUtgxtcer8Sil+TJqo8/ksM7v68n/jcqimYYtWWYh9ZmqaC6CefSyqkdML0tO8OdMTw7HXcJstA6fyuwLBZ4dC+wMhkIbBX0b/ypd10yb7IP0Vp+KqVSVB1LAHyGaMZMFYa7oXSfpyGOZTErPgkyhRIndBaOWVhYWFhYbpehQY6IeXU4Fg1QVcBnVzRi97WiTl1XLdyz8+a/z8IBPoh9XTVvvvTaSBpBwHLvsbcw7KJg12b8TKqOXTxjXD+ioitQi/oOWDzQBzY6RTgcDgdrF/RCWKtgT1yVpvd0w7uTww3au48M1eZYltQ203kz6Xgn2FuYGI3g0MAXArM3ACvigEf2qObN4dPpn6pvHDB4/SHca4xih/VJHCBksmbMlKx2GsBM2P6C7pE0/cgtIqocu2XYgYuFhYWFhaUrhPfxw28X3sa8FSPBUShQklmK4wcTAAOiJadNQWxyvEqg9/AzECVDLKgDWMfSzjK9WxjOPrMU+5YsoP8uju7FfpDvA2zNDa9v2rVpaDqXbrhY5Vy64eKWzkI6/XVpzrGAUs6c+05x7wsn0qSlwzeDJqOng5tG3B7vGYQPoibBxEAhwRAnbbRyeWMjzuXmoLhetR5sJxJRe3x+Mxe8Bo5qk3DhZKHVknhcLt5/aAz2v/YY1j05A8ffXorp/VSxcwcTmQ1vSoESyjY1wESD3ZmVhKndQrVjbZ6jGlNe+25wZ/INvw9Hc5gOASws9xrWQv8Bhtg8E1t7stAwKMABr40PoR0QP5/Lguv17zG77hdwugNrZBNRKWN2sNTAAnvk/TGP30aktA+k/zwx2BeHEotQpdORMLmbK0JcDHcusBjG0lSAIGc2z+S+Imyqysa+toDZKRP1KHM/SyMnD5b6lYldYtR7QEE80Ni6oMnlo2Hkm5jGqUOzvBljvcdikPsgvauRLrSjLwyhVqZiMwGszFSfq5f7vIyv4r+i1vnEFeCR0EcwxGMIlEol3t5zE5su5tDOKRM+F6+MC8bchxeg5sBBQKo9tom9vHn/aMb9NcbHo3rbdirGiycoYDl0qOoPPMMLmZw2vybymlrgoc3A+a+B9GOYZW6BI9IsmrmkxtXcFYPc9J+rBoUCwchGIqcGuUrmSZ61WedsebsCec3Ioq8xpCUlqFi7Dk03bsDEzw92TyyFia/vHX8cLCwsLCx3nsM3i/HtiXTkVTWin48dnTfbWwrxy/ls7IjLR0Y5MzqqM/i3FtY91t8Hu64WoKRWu1A5NMgBfY3kZ7MYRiTkI8hZP+eQ5d4xPNgJvvbmyNQ5PsicckE/puWjk9jw/NDZynh0UWdYOSqI5tQX16rseon+vmK4P2oapahrlmFMuLPBiDJybO5/ZhAtZCV59dYi1bzx/6ZH4N29SahvkVExf14fT0xtjWX6+FAyfjyTSQtFSbHsMyP88XA/T/x1OQ9NOnFWxKVDV/Qn3MivxuZLjahvEWN8eB3GRai+G2p5NjAUxlSONufmTVJgwXog5lsg5SDmogVbMohVKbOYgsRNtDePlcoNF8yqzxv+yXlzRX0Lvj+VgcvZlfC2M8cTQ3z/05EiLCwsLA8ScedTsembY8jPLkdoDy8sWjkWLp522LvxAo7tvILslGKAxBOackjHCbjNUihIbRtP1SfIaZGCU9tgUKAfNy8ah/66iOLcCs3fwvv4ovdwrSDH0jGmAj4CHTsX88ryz9DHxwMhLo64VVTK6NR+OLoHYz9HS8PNkU7iv9c0+cTQPjiXlo28SlUjlLxOgJlmY8Bzrke1pAEDHIIxwqmb3vU8LKyxY+wCFDXUUocAW1NVwcH73Wbh/YSdqJM10+ax8W7dMcNDZS///eVYfB0bA4lCTp/joh5ReKRbd/wWdw11LS2aZjMnSwuMD1FpTWqSy8vwe+J1VDU1YaTSH1MCg+mc0oTH9N5XGmk7rpE0Y/3E6QhwsMPhW2kwETqiDPGQU/9+FeY8Uwxz7Nnu6yWTGI6rFZt0Ls7iTs6ba6VN+DntHGLLs+BiZoWF/gMQacM2gnYGzn/AQp+jJJ+gf5Da2lpYWVmhpqYGYjErBt8ux5JKsPi3K4wx0p1LOgzqSjJxWvgceK2fzLelj2KDfIzebUy3PgdH0WaIlApMq2uAh20gsPgYIFRZDhbXNOOP2BwU1pACAXtMjHQ12LXAwvLAUZUDnFkN5McBDkHA4BcB5zbZl2UpwLphgFTnpMMpHHjiDMDlQVZVBfm5DRBm/Q5OQwky3SfjpPPjsLN3pItrJBPXKM01QNIeQFIPBE8ArD3/1tOpldQivSodnmJPjfX+/htFWP5HvP53xwuD4ZqXioof10NaWAhR376wX/YU+DbaDqfagwdR8MJKVctOK44vvQi7xx8HcmOBn3Xs9VspvWGBkmQxzoZxkOrGQeigyZg76VXg1EV6X7KSEsSN9cGW4CoUNZciyiwIz/o+hoBu2i59BkU3gC2PAFVZ9OIpeTeskD6NeoioTerxlUPaf427QHlTOT68+CFO5Z2CudAc84Ln4aluTzEmV4rGRmROmgxpgbbwgysWw3f3Lmb8wH8U9redhYU9vu5nYjMr8NCPFxlW4CR72llsiis5hu3v20LikHQLW73sRNi9fIBGGCyvb8EfsbnIqWhEX19bmpEtaF3EZGF5kCmtbcZXx9OoEOtlZ45lQ/1o7IEuRCgf9+UZGnWke4wQRwUyXyOC+5YredgWl4fC6mZ087BGD09renvjwp3btWtvlMhwMKGYZtiPDHH625FkRLy/VVQLDxuRJk/+bFoZFvx0SW/fHcv60/Pr706mI7u8Eb28bfDMiAA4ibULe6dSSqkNPhH+1Swf5oeXxgSjqSwb0m+jIeZorT3zlfYY3bIaLRBgIjcGfbnJCA2LRPfJz+BkvlxVaFTZCB97cyrs51c1IdDJEo8P8saECFejUQNPboxDmgGrfCL8n3hxKMSmd0bEr26U4K3dN3EosRgmAi4tgiDRccQxTA0pJBj/1VnG4yHRcntWDNQUPv2XYefNLCzs8XU/k55UiOfmfAe5TFsUZm1nAb8gF8SdTdHuSNaLyBqxjuim/iV0766AaZCqm7j4uBimjY74at+LsHNWFXLVVTfg4OaLyEsvQUhPb4yc0RvCO/Q7xcJyL6lubMIPJ2NxMSMXLlZiPD64F3r7MIXYyoZGTP5+I8rrGxni/Z5lC2BlZopaSQv2JCZh+5WbyK2oQaibI7r5usDD2grjAgIhJsUzRmiRynA0KR3ldQ0YGOgNf8e/V1DeJJcgpbYITqZiuJip5v/XS4ox7a/f9fb9dcoMOJlZ4IeYWKSVVyDC2RnLB/Slj1vNlcICzN+1FRK5Vjx/OKIb3h86EiW1dRjy9XooWqeUSo4SEgdZq3+4Eg7iOthaNKCvUwBWhs3DrcoafHnjHDJrKxHmYA4z80oUN5fBzdQZ4xyHYrxHd4OieWFlLZ7bsBc3S0pQ7yOnNvpqxEIhjs98HI6iOzNflSoacKnsS2TVHQUHPPiLJ6CX/QrwuNqmNCLNzj/7IxKqtevNAi4PGwcuRpj132wi/BfPm2tbxyMeXwVeJyIM5JJmJPz02gOpSbMC/gPKwl8u4VSKYavC6dwz+Fy4RnP5kLwXnpS+oLefmec68M1VOSxmHD7WDf8O3d3738VHzcLygFGcAJz/iubew6s/zYZXmlih+L33Ub1tK/G8BF8kQ0Ivf6y0XQZlayoJEQW2PBENV508zjsN6WpZdzaT5uuShbClg3xVC5rE+j9uAxJzS7Gusgf2KAYwrvf6+BAsGdx+13jG+AmQZGozmghcS0sEnDsLLpkonloNnP4IUKpO6KQWocjYKsF745qR4KNdvPMQOOLdT4pg0aRd0BR4etKuflmRyp7YLCoK7t9+wyggoCeC3/QEKpmPYQtnFD4RDUCj9U5421liefflGO87Hn+X+Qfm40abbKQXe72IR8O0rgzV23eg6PXX9a5Lih8cnnkG/3XYhUgWFvb4up95ZvNV7LnecZZdZyGZe9/M60Fjq1hYWFSQnPU1pzPov0Scf2qoHxwsTLDqwC3qdKErcOviaGmCv56IpoL13YII4evPZiI2qxJetiIsHeyLACdLWtzze2wu4nOrqFDelqeH+2Pl6KB2b3va9+fpfFwX4lJAoiCsRAKcv3AG1Yf/Dz7KfFxT+GKf9cNIarDEx7LVGMPTFuRLzF0xuOoNFCu0PfsuVqb0tki0ByHCzQrrH+3FKCAgTPrmHBIKmLFTpjxgoDANr8jXwt+GDwx5Cej5CP4uj/58CafbRCa0fZ2IuP/kpji96y7s7413Jofhvw47b2ZhYY+v+5lv392F/X/G6v+BxCK2/SknazcCZhGe44BKhD2Xq213VHAw0vp59HQfdRcfNQvLg0VeZTXWnbuM1JJyhLo4YsnA3nC1FuOLK+fxw7VY2tlOGsqJDb2Sz4U6PdXG1BSbps9CiIOReNg7QKNMgp9TLuFCSRZcRGIsCuqLMBtnJOQU48+z13C5pgDpcubcl/BIZHe8M3REu7e9cPd2nM7N1ju3PrdwCZwtLLH70k28vfcYmnkKcCWAh60lylya4WifDhdb7VxXxDPHmXQX1LVo1Xc7ExFsYYG0qkp6OdDGDuvHToOnmOmHtXjtNsSm5dH/y02UaLFXwMmhHg+FX4ebZS5MeXYItF4If+t5+LucLnoL2fXHGGPBVjPR11Gr010qz8Lyi+sQbZMJB2E9UhqccL3WHZPcu2NVT1Us13+Z2g4E/MhFnRfwb/z8YAr4rIX+A0pji2GbD0K+kvklPoZ7BTN5p7FNru10NbOL1Yj3hCalDN8m/Yz1ugJ+UzWQfQ6wcAI8euN+RKlQQJKRAZ61Nfh38ceL5T8K6cqfsZ4xVLVxE6r/+ktzWdbIh1tMCYRjZGghGZjkGKxqwtfH0/B/MyLvysNqlsoxe20MMspU7gCXsipxMKEIJ0eXwPrQCjqWIe+PJpggiJOLFKW2w99WJyPUGJIc/dwlRV0d5BUV4Lq6AkP/B/RdCuReBKzcIXAOR8n0Y0g4+zzjOnnSUhzrBky9qB2T5uYy9mmKi0PpJ5/CddWH2sHSW3rifa3SDBdlniivdgGn7jGk18fglbpX4GLhgh6OTDuqrpBZnakn3hN2pO1gCPhl+cwsJs3zKdVaY7GwsLCw3J+QDt6/g5DHgUTHy1quVNIYK10Bn3T1xmRUUKvq3t427Vrk3StIdT/p1LUwEWg6j1lY7hSkoPTTWUxbzu1x+fjxrMpNyRildS345HAyvp8fdVfeDJIxP3/9RSQW1GrnzYnFeGVcEO0kN1JX0Ol5c7aB+I0WmQKFNU1UwB/QfzDqo/rjclYlIixMMM/dCi1ZF2CygemmJ2woxKPcg/hY8ZBmrKhGFR2ghoj0b+1OxNoF2qzbopomPfGeIJXLcKPJHo9zXsS8ihNYuvtpcCycgUB9J63OQqL72or3BBIzoCvgp5XWGb0+CwsLC8v9TXOjpGtXIPEtpBOfzH05SoQuLmN6FXOVuNK0GT2hFfBbWqSIu54LU1MBuod7gHufur1mVlTClM+Hq9WDJfaw3P942Frj/cnMopaj2en4Kv6CdoAHyC2V4LQoabY8oaq5GavOnsbG6TPv2mNbfHYLYku168IH85PxTsAYfLzhNGQKBZptFTCUEWVrprLeb4/sGn3hn5xb59bUUAF/Sp8wjO4WiPjUfIjNTRHh64Kchly8k/Q24zqN8ga4WJehrkQbL1XR0oiKFjLXVDWWpVZV4OXTh7F50hzNPg3NEo14T+C1cCCsBBaOPA57kco5qllehhsVn8CEZwMPy3H4O933OfUn9cbTa/ejj8PzmvWC8qY8vBW4D44mqvsfjSTEVPoiscnvtu+b5d8FK+A/oBCL7kvZqooiNRYmfLp4eEkZggvyUPTnJdFx8n2wWvgrFo4YjwyLAJiJyrEy5hW920yrStNeuLkL2PUUIG21c/HoB8zfApi2n1unlMtRtWkTag8fAVckgs1Dc2E5ov3qq9ul6do1FLz0P0jz8gAuF+IJE+D64QfgCO98NjYLi5raw4f0XgyxtAndy9IQ66LtKOmsJa8u6aV1dAGMHMejw5wxLIiZr6mb46sW79UQW18F6YwH8Il0Nr6TT9X5Kzl54lDr+XERxrMz1Yh69kTj5cuMMYG7O/jOOtc1swaCxmouZjQyhXk1uQ5kQtJ+Ukv9yTYTGlNycsS83nLpszirUBVEKOWWaCmZAnDk2JW+628J+FKF1g5ZF7mSWSS1wzYLkw3sp+ijnx/FwsLCwnJ/MTbcBcduMQuuTAVctEgVBn+hiGX2mxNDqD0+sZ1+7FfmbyIhpbiOYaH99B9XUdeiKhQIcxXjt0V9YGdh0qGgTrp/iTuAgMfBnN6emNzt7tjkEcvwFX/E0/kDOTcYHeqEL+Z0p7nzLCx3i4OJKseljoi7jXkzLfaM2wA0VgCBY4GQiQZ3O5NaphHv1ZC59pfH0toV74n1/NTubh0+jF7etjiaVMIYszMXws/BgnGePixYO683qdCxINYhkJPf4f2dSGZ+l4kEfPqd1dbhQA4+SmFDp9MfyeZBAQ6eurrxbwn4xlwUSJGELsSFwRChLqwAwsLCwnK/M2B0OI7vucoY4/G44JDfGql+MxlHqcSiF8bAzsUGjj4i7Oc8q7dPtbQIUkULBFwT3LiZjzc+3IWaOpXzjZeHHT59dyYcHTr+jThy4DqOHrhB5+8jx0Zg7MTuuBtkV1bhme37kVyqKlob5OuFz6eOp/bmLCx3i4NZBuaHZGmUqwTk2iKX+KKuO8sVNtZgS1YcSpvrMdDJD2PdQsE1UHAeV57PEO8JLXIZvr5+lor3UnMlpCLNMrMGYus/KzS8w8fRy8UNOW1EfHOBAKEO2nmymYkAAyJ8NJdLWooN3pa5iYFiozZPKaYwDw1SCcwFKq1IwOfCTMBHk1R13q7gAd7d8jXivS7Zdbv+loBPzvWV0EaRqFEQawWdF9DP7CyqFcz7j7bNhLPs/ixsuu9Qdig7aPd7QGFXbB5QHu3vjfSyemy5nEdPpHtYNeCjaCXO1zrgg5gmLJK+hEcURzBJnI7QkHDwopch3CEQ5Ku0UWoDiysWqJcyvxzC7FrFx5Y6YPcKrXhPyLsInP0MGPWeZqhZ1oxvr36LQ9mHIOQJMTNwJsZsyUbtlq2afRrOnYPrJ6thNWnSHX3+xII7/5lnIVN3vyoUqN27F0IfbzgsW3ZH74uFRReuuWF7z0Y+c5Het4s2oMTCc8HPlyBpzRnbfCkPz48MxLMjA/T2JdmhhhC3FKFOaYaf5G0nGBxYmfGx5clowwv1xAot7TCQGwPY+sHppeeQu3Q55NWqSRXH1BTOb78FDtd4lm+4neGJmn9Rx7+QPF37fIKVOxA0HkjZTy9mK5w04j3jeiX94HnmFCSeBRC6d7zAaogg2yD4W/sjvTqdMT7BZwLjcoxlCZoGcTHznAI8JZlwASe7cdAzyhXMNCsWFhYWlvuNGT3dkFxUi99iciCRK6i4Nq+vJyQyOe0OVmtP1mYCjAhxwuMDfRDqKtZkOdtbmNCMe10i3FVFreR3+8Wt1zXiPeFmYS0+PZKKj6ZHaMbI7RB3nh3xBVRAn9HTHY1SGX48o+1OPp9eQfOlH4n2vqPPnyweLPs9HlmtncLE7fTwzRJ8fiQVb0wMvaP3xcKiS2cLRLpsn194FfhlAiBtLWglwnS/5cDYVfq71uhb4xNqm4w7c5gJeNj6ZH/YGOvATz8OZJ0GrDzwyvBJuJ5XTZ0ECKQY5/2p4RASu1NjuPU0OHxd0XGnDSks0oV0+U/p7obt8e2L/z/JxsGuPAm9yurhq1Nc0BVIMXAvLxu9QmVy/7oYiiMgeNndvZgEFhYWFpY7Q/SIUMxfPgLbfjqDlmYpxNYijJrSA6YiIf5ccxLy1jUrc0tT9BoUiGmLBiMo0kMz5zyf4YpqCVNgtDPxpOK9QqHER18e0Ij3hJy8Cnz/8ym887K2ZUKuUODHM5exI/4mFQ0nRAbBsRD4bd1pzT7X43NQUV6P+QsH3vG3/oVdBzXiPeFsZg4+Pn4GqybefhEcC0tHiFpF5o7wabuG2gGZdeWYe+pn1EpVa8k7cq7hnFcGVkXptykVNTKLXtXUKJrBBR8SS7LCzIFSqlRlx3MBAYeH36fNgoulpcHrXs7Mx9nULDhYmuPxblGILcxDfm2txj7/7cHDYdFOM6a3yFt1n20U2LrmNgU15M86hQ4EC4EQQq7WZl/I52NGvwhsOntVY6HPtTB8TlDSUIPUynIE2trjdhDyLOAuikZ+4wXm+2cxEhyOznmCIsPg9Qfbt3MuwaKFFfBZ7ld4XA5WTYvAylGBwIkPYHv1O3BOyREMDmb1fgxHvVbCx2EYIjz1v9RFAhGej3oeH1z8QPPlJxaK8WzP1irJvEuApM7wQoWOgP9uzLvYl7lPc/mLuC9QWAjMaHO1ih/X33EBn3Tfa8R7HeoOH2EFfJa7is3cuWg4fYYxVi22QKK9L2PRb8Vw/y7d7udHUzXivZofTqdj4QBvaserywB/O4O3UeHQB43FGWiGfsefVK6ki24G2f44cHOH5qKpfRD89u5A3fkrUEok1EWDb2f4PtX0cemDsd5jaUGPGr8iJYZf106weA72MPH1Q2MsM0/N9hEDeZwzfgROrgJu7UFDozVgoLBSXG+C/jvjkbFhFKwfmguXt97C7fD1sK/xxvk3EF8aDyFXiGkB07A4crGe0L99YAZORnLgW6xEgR0HZfYCzLEJvK37ZGFhYWH55yD2dESoJr/N35xIx28x2fRfwvhwZ9oZS4SlPj62etcV8Li0G/+FLdc1XabmQh5eGx9M/59UVIvyeonBrl9d3t+XRAsI1Hx1PI12zbZlzamMOy7gJxfXacR7XYiNOCvgs9xN5vf1xL4bhe12ugt5XDw7oovzqdOfaMV7NbFrgP4rADHTxaK/nz0tmiGFK7oEOlkgsdDwImWTVA4PGyPz5r3PAnG/ai76WX+DU08ewpFcJe3sHxXqpJdRr4dLNyBqIeN2UhTu+FU+mmHfTzLv21rWLxqg7UhSs2p6OJytTLD3ehFqm6SobtJ3mCqHNf6X1x+cz05jWg83GndwO5bF38zrQYuWSMERKVaY3M0N/xurtc9Xd9q3dVUg70G4G9uBz8LCwvIg8PCKkZj26EBsX3sCW789jO1fHaTjvUaGY9DU3nB0tUa3fn56kVHk8nCnpdid/wHkSpUoxuMI6BihoKgKhcX6sS+XrzIzsb85EYO1py9pLq8/ewVWZUq0lQe3b76IuQ/3B6+9orkuUlhTi8QiprMO4VByGivgs9xV5gZH4s9bNyBT6qwNK5iiNBG8n++nE3/cCdalnNeI92qIiL84sD98LZnidB8HD/A5XOZjIGuiZo5IRQWUrbW5RFCnjeRyQAYFXCwMz/E+O3gWP5/RxkYREX/D0hlIqiyjcQDDvH3h3kEeuaOpI8Y6j8XBYtX3EKFJIkBuha2mkV0sNEEfWy8cy2TGsS4I6w4BTyvgE1ZOHAwrkSn2xd1CJZqQ2eiAWqkpxALma7Q9WYwX83/FaG9//DBmMnjtNLUZY4DT6zhf8iHyG2PAARdeFkOpfb4uIkEIqpv0rfbFptpmAJb/NmwH/gOOXeU1IP5rnRElxDd+xoywMYCn1t66LbODZqO7Y3cczz0OC4EFxvuMh51Zq0DXZtFDg6U257OmpQYHs7RfnGqOdFdixjnmmKxEf+Jzt7qgjY2zsNwpLIcNg+snn6Bi/Xr62Tbv1xt+S+fhK4kHtbQkdrmkq0/XNrMzkEzatjRLFcirbISVGzO6ItLdGsuH+eH7UxmaxciJkS6wH/kFWn6bBseKCpQqmYJ7tK8RAT7nAkO8p5SngHdrM6ynvtSl57B68GoMPFGCawVxcKtQom+KEvzWOZ/d8mVwePJJWpFdsWYtao8cBldkTgsirKdP09yGoqEB1Tt2ojklGWZh4bB64g2ENhTA+/MztBNflwGFCar/KJWo/mMzmuKvwmvDr+BZtR/10RZnczdEcF9DSkEuPeEUOXuCo2RO8J7s9iRiCmNQKa5CpVg1eV4asQgOIocu3RcLCwsLy72DdMj+dI6Zx30gsRijwpwMive63aXhblY4cKMIJgIuvawW6BwtTQyKg05ibTFdi0yOLVe0WXvt2VGXtHbx3kmIfbchzE2Yv3UsLHeavr52+OHhKHx7Ih15VY20e5s4ydU1y3AsqQRiMwHm9vFAsHMXhd1yAxajJP6oIkPvXJZ09788NhifHE7RFOEMD3bEGxNC8OjPl5BnoFu8t7cN+DwDi3QlNxmiO6U6B6K4HzB19Ptdew6TvsKP1T3RkHIKOQonHFD0RQtU3UfEBYSI4mSRdu2ZTOy5VggBXxWzsaCfl+YmmqVy6upxI78aAU6W2P/MQDRK5Ij+6LjRogkyvONqAa7mVuGvJ6PhaNk1O2Cyfz8fO1oURF5Pe0sh/Q7U5cmhfjRWoFgn8/6Rfl633fnPwsLCwvLP01DTiL++PAgFybhv5cqxRPQeFoLuM3oZvZ6/ZV887vcjkmtPU5EvWDwEVkLVWo6V2AwCPg9SGdOK396W+fvw56XrerdbYweY8wCuzlXr6pohkchgxr9zUaqmAgG1Fle0mdybs3GtLHeZcHsn/DR2Or6MO4/Mmip0d3DBo8E9qIZ/OD0NpnwBZoeFI8KJuTbaEZl1ZUbGy/UEfEczS7zdczTeu3oEUuLWSubzDp5Y3WMSVmTtwk1lORSkAFSpnfwF2tvBVqRf+FpYVYtfz8YxxsrqGrDhTDzenT6qS89htsds3CwBTpdeQrNUgNJaSyiUqrn6XP9ueLv3SJjw+PglIR7bUhPp+IzAMCyKiNLchkQhx97cBFyrzIO3lx02DZkLjpyD/ju+xK+Z0ZjpGQ9Xsxq0yPk4X+yHmHyVI+6R7HQM/O1HbJ0+F+7irq03m/Cskd88DbvzHdAkl2Goc3f0duC3zvhVOIsfQ0XjfrTItMX+duZTYWHCRrZ2Bo5StXVmvwcVVsB/0Ek/pjekkAP12zZC5lEK84EDYeKr7QzWJdAmkG56OIYAAWNUltpqODyg/9MM+/y2GdGEJlPy5ckcNx80CHca09BQmHXvTjvxdbGZN++2bo8sfhxKLEZZXQuGBDkg0Mmw7QsLC8Fq0kS66UKMhyZ3IifTGN09bHDsFrPYRWzKh7+j4YWul8YEY04vT1zNq6L7hLlaYXvqdnzuZoM6s13gFDwMpUIlHrhYmeL1CSGG77joRtfG24FWWw9ZiMBlzKxgrkgEuwULwBEIaMKPwzNP060tiqYmZM9/GC3JyfRyzbbtqN6+A15//I4f5kZgxfZ0ZLSIacbagMIbeDhZ5zuKCCTJySj//ns4vfpqlx73e3uTsPGidqJELI6bJDK8PkFrK+xj5YOdU3Zib8ZeVDZXYpD7IPR27t2l+2FhYWFhube07YpXQ2JrKhuk6O9nhxAjGc2kMO/pEfqxNq7WZpjSzRW7rmmtQomY9cQQrRW2TK5ESxuXHWMMDrg9i7728LAVYUigg14n74Lb7PQnBQlHbpagqKaJdjeT4gYWFmOMCXOmW1vGR2iLw7uMWy+gghl/BL4Z4NQaCdeGJ4f4YXI3V2r97mUrQjcPa+y5XogGif75LInYeGdyWBfnzfpCQ2eIHDARc27a6zkSEAHfhK8qsFk+zJ9ubSGxHPN+vIj4XG2O6J+XcrFz+QD89GhvPPvnVdQ2G48JyKpoxOpDKbQTvyt8fjQF353UWn2uPZ2J6gYpPp6pjbsirl+HnhtEiwuIiD/Q3x6DA9miVxYWFpYHiatnkxnivZpjW2Iha5YiPDoAgT0MzyWthc7oZz9Hb1xsaYaJYyKxc7/KvlrNQzP7aP5Pmj4aJfpOMuByQPU6nZ/u0Ah3mLWJlvm7ECFyXEgg9icxiwXnR92emCaXK3D+QhoKi6oREe6OsNDbXzdk+fczxMOHbm0Z6dtxzJIxIm3dcaOKGWtBikTDrQ03cM7zj8IotyBcLMuBq8gKUfbuOFGUgorIKnCbG8FVAIoaARRVJhCbmOCDUYbF+OSiMr1CGMKtQn1H5c4w23cINt4i8Xc6Tq8cDhaH9IYZX+Vc+3hkFN3aQr5XnrywGRdKtR36mzOvYOuwxfh12HysuLgVX6fYwILfjMYmEzRXk4IEbZFCUX0d3j97CmsnTOnSY96QeR5f3NKuXf+RfRGlzbX4rNdDmjEBzx7hLntR0bALzbJciE36wdpseJfu5z+NspP59qyAz3LPsHBkXJQ2cZF7wh6SungAZAMcX3kZdgsXdu12Z28AYr4F0o4C5g5Av2WA9wDNn53MnRBpH4kb5cxFjOH20eBZ39BkZ5sEBMDxpa518XYW9x++R+mnn6L+1GnwbW1hu/BRWE1k5lZ3hpLaZsxaE4PcykZ6+cMDt/DquGDGwisLS7uQLva6IsB7MGChvzhV26w6+RCbMq3wdSFdNnFZ5ahqVp2NcKHEmxOCYSow3h3naSeiGyGlMoXGWpBYDL5FLcz9/w+y+mA8F7UMC/v0Nn47zoaz6+F8e1Y9lsOH02O+fN06KGpqIPT2hvM7b4Nnbd3hdWv27NWI92qaExNRd/AgQqZMwbGIXtSpoPaN12B2Wb94iVB//jyculi8Y6gr8o/YXLwyLoTGlaghLiULw7v4XcrCwsLCct/gYKkfMUO4lFVJN8KzIwLwPImo6gKfzOqGUFcxFbWtRQJqga8rVpmb8KmAdTatnHE90vVPulhJASnB206Edycb+V3+mxDb69WHknH4ZgksTfl4NNqb0cnbWaobJZi9NgapJVrnoBXD/PHiGKaFNguLMeJzq2hGel8fW4NW83XNUpCGH5LtbpRhr0KeeRq8+iLNkHzE2+CJjDtpkGKbya1xUsTh6vm/rmk68tUsH+qHFcMDYCb8Z+bNxKHgg6nh+OJoKioaJHC3McO7k8PoY+2IwzeLGeI9Ia20Htuu5GHhAB/ceGcMnTcfOrgbNqnb0AIBtskH46ZSuyh8Ns1wUVN7bLqYqze282oB3poUSr/r1FiLhFg0UH8BmoWFhYXlwcDG0XBRa2p8FlIvqYropj4xAk9+NLdLt/vM0hHwdLfFqXMpMDERYMq4bhjYL4DRGDIixB+HElMZ14twdoTAtgKlJar4GwcnMZ5/uetrwJ1h1cRRcLAwx4GkFJgK+JjbIxKP99MXBTuiqUmCF17ajJQU7XxlyuSeePZpbWQOC0t7JBaXILuyGj3cXOBmpX9MNkgkkMrlsDYzPndcGjgAJwpTUNikja9YGjgQziLjDlgOZhaY5KkqaK1sacBzsdvRomgtDOUCXBspHgnvhed7DDGaXx/obG/QzSLYhalldZYwWyd8NmACPoo7hdKmejiLLPF61HD4W3dcAH++NJMh3hPyG6upiL8sZDBip7+AnPpKfH75HHaXJQN8JckGYDgNnM1lRn10hr+ymRGyhOPFt1DeXAd7U23zKJ9rCSfLBV2+fZb/BmwH/oNO5Gzg3BdAbQG9WJFkCUkd820t++xzmkHfUYY1A4EZMPgl1WaE/xv0f3jh9AtIrlQJbtEu0XhtyGpYjjVBw8WL4Jmbw6xXL71MpDsF38YGrh9++Ldvh1g6qsV7NZ8eScG0nm5dthRk+Y/RXAv8PhPIa/1B5gmpHSa6q5wgahql+N/269RCkjA61Bkfz4g0uCBZlr4fX+9djUsO3dDIN0V0USJClf2B3h936qEczTlKxXs1HF4TBFZXUS88B9MqK6C+BHDvDQjbxEx4DwSCJwLJ+7Rjtn5Ab2YGfFewe3wRbBY8TAt5+A4Onf4OaElPb3ec3I719k2QnjEs3hMETvodXu1B7IslBqrKm2UKuqirK+CzsLCwsDzYkC5gIpJnVzDnfbp8cyINM3q6awrkOoOAx8XSwX50M8bqmZFY9ns8rrYKbsSi+9t5PWBlJkBMRgXtuiVi3t363SFFhB9MjaDb3+HHs5kM8Z7w3al0zIxyh7c9G2XF0n7R5JLfrmgKWfhcDrWxJ2IzoaFFhtd2JmD/jSLIlUrqGvHJzG4GC292ZwvwRsUHGMe9CFvU4biiJ7xSe2J9dOfeASJ+txXvCeX1EhTWNKGouhndPKxg2bb4lgj13ecD137XjondgegVt/3WP9zPC3N6e6CqQQJ7C5NO59K3PQ4146Xacb/MP7A88yXNqs8C3lE8KX0exxQqEcLZquNCAV1UXZH6Xf1kLk1cRswN10ixsLCwsDyARA0NhW+YGzJvqtab1b8D0Fk/2bX2OEbN6w+/CM9O3y75nZs+sSfdjPHmxGGoamhCbJaq2SLM1RFfzJ0I5ycscS1eJaJ16+kFfqtbzZ3GTCDAa6OG0O3vsHvvVYZ4T8f2xGPc2EgEBnRt7YrlvwUR5Z/dcwBHUlXroUQIf25gNJb170svt8hkeOf4CexKugWJXI5+Hh74ZNwYuBrIk0+qLEFhbQMUZD5Iuufr+Yi9WQZFqJLebkecKErVivc6lCmrUdnYiGsFRQh3doK1GVNDcbe1wvz+3bHxvNZxw85ChMVDb9/NdJpvOCZ5h6KyuRF2pqJO59Kn15KiVSUchU2olppA0hqbmq4TL3CluBB7cm5p1VKeEpBS8w8oFRw4W3TdrblJLtEbI2v3TXIDLiMstwVHqaRbZ/Z7UGEF/AcdUytg0SHg7GdA4TU0NpAFSebJvFIqRVNCAiyHDr2jd+0h9sDWSVuRVZMFIU8INwutDdCdvq92IwTOfAZU56qEyBFvAlbuXbqJuJwqvTGpXInEghoMD2YFfJZ2IMUzavGeQH6Y970ABI4FRLZ0EZJ0uqk5dLMYfB4H385jnqgU1Rfh5pcfYFCDHOMbLmrGa3bvgd3SpTDx69gNwozYhhpAdGsfsL81k9PECpi2Bggez9xp9m/Arb1A7kXAzg+InAOYdjGLtA1coRBcx65VVaa5KGGobtI0XCU2yOvqUL52Xbu3wXdi3iex4K/46SfISlWRIk6vvAyBszMjF3hQgIOerTLJRhXyOzcRZGFhYWF5MCBuNFueiMZ3J9Np5yqxgCeCnS5E0yMdwl0R8DuDi5UZdi4bgOzyBmqx72WnFbuHBt1eF0JXic2swNcn0pBZ1oAoLxu8ODqoy6K7oXkzORe+llfNCvgs7fLrhWyGCwUponx//y2MDnOmHecf7E/Cbp0oilMpZVi59Tp+W6S11SVUNkjouExphi3yYZrxtFul9Njt6WnT4TthrMM+NqsCf7U6M5kLefhwWgSm9mhjdTvlOyBkEpB1BrDyALrNpfP+vwMpAnI04EbQHsZmqd3cWyMtZC3AqVX0vy1KPvYqopGk8EJ3ThqOoVXAb1Mcse9GIS1uJw4J/XztaIGF7ncEKaYlhVD7bjDFCOKmYGt+Zy2MWVhYWFjuLTweFx9teQZ/fXMECRfSUFlcjfL8CtXET4ebsRldEvA7g625CL8umon8qhoaGeNjr/1tj+pjOCb2TpOYWYR1e2KQkV+OEG8nPDVtAPzcuhZ1dTMp3+B4UlIBK+CztMv2hJsa8Z5Autg/P3sBowP94W9vhy/OX8CWBFXWO+FiXh6e3rsP2+czo4UbZRI8E7sNCj5xe+WouufFclwqy8bZ7GwM8enYLUnENzzHSyouw8hTv9BWMhL99NqIIZjXgxk18crEoRgY6I3zqTlwEJtjSs9QKuL/HfhcLhxFhuNmjRFtXYb9PfbAx6wOdTIBfi4IxdqCCITbuGpe30/jzzBc1vlCGcztm8HjKf+fvbsAb+rs4gD+j7SpuxcqUCju7jZkwHDbBszYxtyY+ze3b/rNNxhDBsOGuwx3K1qgpW7ULfo9702bJk1aykaV/2/Pfdbc3CRvU5K8uec950C87TVx84PeoIdcZpyFb42Lxn+P70ZMTiY6+wXj5S4DEelpWZV3cEBr/HnVss1spFsAGjv/u+8OdGuV0Gd0or67sAnY9Qng4AFM/AWqDrb7zduH3niJzKoSvaHNg/c15uoBYMFk4OpeICceOLkYmDcauMFVTE1t9BgXJ1bDfW7sw4BuQVd2Wu/TFkqBcJFlJAL25W04nSxdZ25jzEYEplv34BTUV65UaSijmoyCk8zyJJxKL8cdV83aXBRnA8sfBIrLZezIFUDrscCID4Bus/5V8N6gViNv1y5cW7gQsffcg7Ot2yB66DBkLV9R6e1ic2LxtGwpToVarv7U9+gI1yGDpZ81iYkwFBVVej/Zy1cg7+/d0s85mzYh6ZVXoL58Gfq8PORu2IC4WbNgEHVZzXw0oZ0UyDAvafzuuOopYUxERLVnb3Q6vth6UVqg9dnk9lLg0JYmvtWXSS6CYebB+5pyLjkH038+iD3RGUjKLpICcFN/2G8zm7YyTX1davw5o4ZhT7RlCwlBZMGLChSCefDevMS7CNib2xSVLAX/bblkln1emVFtg+CsUlh9/zOvzpGv1uH5ZSeRkWdscWFxYOQIYPj7QM9H/lXwXqvTS4tIReummb8cRMTL69D7g234bV/lJTpTc4rwvx3Wlasi/V3LFhzkpQKFmSgy2GGq+jU8p5mNX3S34xNdWanjjWdSsPpEounv8/iiYziXnIu8Yi22nE3BXT8dgFprOW9+e0wb9I7wtlgw8Onkf9YXmIiI6q6ofRfw23+WQ5tfiCc/nopB47tYBe+FRhE30sTwxjTydLcI3teU+LQszP7kT+w9FYOUzDzsOHYJD360BFl5hTd0PyGNbVfCbVzBfqJSe2KuVrr/r7Nnra47npSM2JKWxqV2JUejyGAdJ5E5a3E503phti2DApvDw946aSw2psAUOy3S6vDWpu2Izyor019KBPBfGNUf9/Xr8q+C9yLIvjcxFn+cP4H7Ny9DxK+foOuib/DdSesy9eYM+lw0078hBe8FV6UGT4aewP2NczA5zJhgl69RI6nAeL1EZoCLe6EUvJcuyoCjudFYHndYunw8LREPbluO0xkpyNOosTPhCu7auFi6H3NPtRyKfn5lreaaufrjo06T//FzQNZkhqpv9RUz8OuzrW8bM+9LHfwBPhO+knrC6wvKTj64jx0LVRVWVFXkRNoJrL602hQk7ODXAXXC4Z8BQ7mg57XLxqx8cVKlCk7FZyM5u1CsQbNYiDOpcyOEswwoVaJYq8M1gxcCbV3pHix9uCtkMujM/mU5ogh9FeeguOoKNOljnAFIpZDkOB8sQ0SS5aeJXiGDQ9uqlbr1SM7DK78VYWFfAy4HyBCWCkzdqYZPaxlg/n1HnYvC6L/h2Lpqr5EbIUrdX31gFrTJlgsXNFevIunll6H09YFLX9uLjMQihmK5Du9MlaNLtAEhqcAVf6D16PZorTCeYLUPC4PC3R26bOsJobmcjRvg0rcPshb/YT3Gi9EoPHIETl3LSjYFuDtg2exeiM3Il8pHNfa6uVmXRERU+77feQnvrze2fRLm7Y3Fe+PbSuW6swvLTmoMbeWPdo08/vHjiApOfx6Jl8pJj24XiF4RN5apU10WHbhq1TImOadIWlg4vlPVqlddSMlFbEaBNH0xP387vHXAv3rOqOET2XO2StYLgR7GzHOb7SMMwJGYaxjU0t90fWUl5juZLcisTL5ai2KN5evBVlVFEbwW5fbv7H7zF8PHXSvA9J8PWLX0SMgqxOurouDpZI/R7Y1ZQeWJRcJqnfWA2wS7SRlQErcgqbz/6mtNcMxQ1lu4vHWnkqTHEYsIyj8HYiw7L6ThtlZlwRmRab/ggR7S+MXflK0ziIgannW/bMcXT8w1Xf7r+y148st74OnvjsyUsvMx7ftGomP/lv/4cfLUF5GQuww6fT78nG+Dj1M/1AWrd0ehsNgy6JmdV4QNB85h6uCOVbqPhPhriI1Os+oB3qljqLQRVUSn10MjziaL4LFeBB7L5r5BbsYy7oqSLPDyTlxNRLCrG5QK4/Wl2eK2dAq0eUbbSpFWi/wCA/QyGWRygzQ/12nlUkK/dFq7ZHiiBdbqs+cxu6dl9aybIbUgD9M3LsH5LOOCYOklZRD78/H+oZ1wtVfhrhYVxKuKtwMG60W+T0cUQGlnTIQTt2/m4Y2LWcaFxXb2Wtiqzr81KQoTQ7rhj4snpd/XXHpRATbEXsCEiLKEMFc7B3zV7W4kF2ajSKdGmItlhj5RVTADv77KTwf2fmW5T1MA1ZXFCF++DF4zZ8Jt5EgoXnkTc/vcjVdXnsLeS9ZZD9ez9vJaTF83HX+c/0PaZqyfgVXRq1AnFFUQxCu0XG1WEXFCYtqP+3EoJtMUYrVTyPDO2Nb4YHy7mzdOanBSc4sw4vO/8ciVPlJJSgsRtwGB7aWTZ3d0KDvp1lMehf2qx/CD4iPYzR8FfNcHyDWW1x8ePhwb+johsdw5R9msO2HnX7XVzDnrN6BZvA5vLNJj3n91eGuBDi3jgexY62D0b6cq7v37byS/9bZV8N5c1p/LKrxOKTc+jwa5DIeay7GsjxxHm8lhZ1aqSa5Swf/ll0wLHyqicDZmAeoryNbXF9peNS0yIhm8JyJqeERv7S+3XrTYJ4LZCw/EYu0TffBQ/yZSAGvOsOZSMOql5aew/XzqDT/OljMpGPPNHqlU+KKDV3HnTwfw656qVdKpbjlFtjPtzRcvVEZkQU/+fh92R6ebgnwioPrSiBb4+s6qncikW1N2gQZ3fL0He0sy7c2JCkg9mxiz0CZ1bmx1vfinNmv+Edz22U4pYCyIEu4u5bLnhTvaB1VYIaI8sXCloix+WwHu6vD2mjNWwXtzfxwylvKvqHSoLSo7hWWFrREf4gwqLzXsrDLOwQvLVQgrVVGVDjFnZvCeiKjh0Wq0mPu25bkbvU6PZV9uwNfbXsXUZ29H/3FdMeO1cWjRrw2+fGMF9myOguEG+wtfKzyI/QkTcDVnHhLy/sSxlIdwKfMb1AW5BcW29+dXXhGyVGGBGs88+Tv2770IQ7FORDalAMyMu3rhvXcmSS1piGwp0GgwZekf2BRzCeJ0s8FeJHcZX1stfH0wMMI4r5vU1rpqqEwDvLhkI4b/91dcTrsm7esX0BTeKutKaX18ItC+igH8rQkXUaDVQqdRQFushFathEEvh8FZZwreGwcAbLpoXSHqZvjwyC5T8F56KLOFA8Li82bVZ6uYvyyXWbYGeKPbEChLFzyYLZow56Q0BvwLtLa/QxdWsD/A0Z3B++piuIGtnmIAv74Smeai33Z5KaelLFX/l15E7OwXMeqcG37YHYPf91/FnT8ewA+7LlX5IcTk68ujX8Jg9i9c/PzlsS+lnh/msoqy8MKuF9B5fmf0XdwXXx/7Gjq97ZMAN01kuT7egkIFNLutwpvkqnOx/OJyLDi7AHP3nZXKA5rT6Awo0ugrzewg+mZbNC6n50vZLJPUb2CVrhf261shv++rwJTfTU/Qf8a0wbRuIXC2M+C/dt/CXWZ2ki7lNLDlDelHPyc/vD/mW/z4XEt8PkaO1SO8kPzdC2g1+0ng0E/A5teBi5ttpwaJYhTJh7HsykrbfxixOtLMfn1LzL1y87PkROn8gkOHrntMRW4Pvx2OSkeroP4dTe+w2Oc+Zgy8H36owvuR2dnBfcIE6We34cOsrld4esKpe/dKx0lERA2L6HUvymGXJ0pFN/J0wksjWuL+PuH4etsl/LDrshR8v/fXQ/hk4/kbepxPNp23yjL+fMtFq9Y5uUUaPP/nCbR4bT3avrkR7649I2UoVyfzDNpSIgA/pKV/pQsfRDWBX3Zfwdw9McgqsDwhIX5XcUxphgeRLT/tvoyzSTlW++/rHYZ593UzncR+cUQL3Ns7TOo9X56Yd7+1+oz0s7ujHebf3x3tSnq9uzko8dSQZvhwQjv8cegq3l93Viqzr68gQH8iLgsLDsRW+Y917GrVFoffqN0XK19cX750vbnb2wZIv7c58fVVVJGz0HIUWg+7r8L7Ee8B4ruK8T6tT+KKv8WASL9Kx0lERA1LdkYestPNSkmXuHo+EV4B7rjnlXG488UxWL7oEJb8tBMblh7CO0/8jm/f+euGHudS1lcwwHJuGZP9EzQ6yzmDWq/Gr1cW4P5Dj0nb3JiF0r7q1L9jU5v7B3SMqPA2YkwHr+3B1pT1WLdnLzLSjRm/YpYjF1Vz1HrkZRfB3p7FkKliC0+ewNGkcotHlcDE9q3x+7RJpkWcj/bojoe7dYWrSmX8N6YG7EpOOSdm5eCtVVulnx0Udvi1713o7G1cKOuiUOG+8J747rbxWHHmDD7YuQtrz5+Htlyr0VIx+YnYkr4JzQJTEOqbASeV2eIWG1PtqJRUaHQ3Px60O9G6vZT5OhhNZTEoh4GA3LoqnsxxksXlPkFheK/HMEArg6ZACZ3G+jvuxBBjNdeRYS2srrOXKzA0pOKqV1Q9ZCyhT3WWbwtArAoqF0g3v/zp5gtWpTK/3BqNu7qHmlbaV6ZQW4jEfOtehKkFqcjX5MPV3li2RZizaw72J+2XflYXq/H9ye9RpCuCh8pDCvYPDxuOEDfjyYGbpuN0IOk4cGSesZS+oxcw+nPA2Xap0vPXzuOBTQ8gq9h4EkadMhpA73+ciUS3riNXy/oEnTQ0xZOax6Sffw7qgsF2xjKggqO9Au+Pb4v3ehog+964+tFCtHFCJXQN6IrFE5ZDM1YDO4UdkJdmzNLPLJmk7PkC6HA3MNZyRXJMdgwe3vIw3EKK0FMJ2JuvSbGzw3vBd2OCbjd8ZVnYqe+Ar7VjEOxpdxOfjbLHUvj4QJde8clIURWkIgHOAfhm8Df47PBniMqIQoRnBJ7q9BSaelh/cfJ54AGpVUixec8npRIObdrA78kn4NC8ubTL8667oI6JQebSPwGNBnYhIbB/9S0sOJYsnfQUGVwO5plKRETUIIlMUaVcZpVxK/aV+nzLBasMVBHMFwFFbxfjSvvribbRf1vMK9PziqWFAqVeWHYS604ZK9aIhaM//n0FBWodQrycpMsj2wUgwq9snn0ziODcg/2aSBUBxIJVVwclXh/VqsLKMzHp+Zjywz6k5BhP0lS0tJXzZrqeI7G2+2u2beQOF7PvpPZKOd4Y3Rr39Q5H34+2Wx2/62Ka6eeOIZ7467E+UpBb3C6nSIMx3+zGhZQ8i9YO303vbHEfydlFUl/38ou4BdH6SixgL3/6UiwYqA6B7g7SwoSKjDar5FWeh5O9tIjhP2vOSN9LROu354ZGSs+L1f30bINFp/Mt/g4icN860BVPDmkuVUEQJnQKxsXUXGmxjmgBEuzhiBdHRGLNyUQ42imkeXNVziEQEVH95unnBpWjPYoLLYPk9g52pkV3i7/fjvxcy2z0tYsPYPy9fRHQyKtKj5Ovtk4w0xuKUKRNhJ3CzbRvXsxi7Ej723R5c8p25GkLEKBqhnxtIfr4tkVTl2DcTN1bheKhMT0xd91BFGt0cFTZ4bEJfdCsse3y15nqDHx24R1kqEvmKl6AR19/ZP1t2es+r9xzRlTekSTrOIzQKsAXHo5l55sVcjnm9OuLh7t1Q7d3voGs3Le1QzHxKNZoobJTooW7PxYNuAdqvU4KMhdpNJj2xxKcMKug2ic0FL+MHyfdb6lcTQFeOvEVcrT5EB2alAoNGvtk4kqKDzRaJZRFdigfNne2t7e4j5slwMkVKQWW37XNc9zuaFJxKw+ZzBHw/BWG3HcB9UFAEQyZy6OQqaxjQhOatcHqS+fxd3wMctOd4eheBAdHHZq6+eKBiAHo6WsM0ItA/TMd++C7UwekbHw/Rxe80Kk/tl+6IiWFDmsaATeHsr8X0b/Bb2D1labAOngviKCfWZ9Kq6uLtVIWUlVOCjrZOaGZZzNcTr+AQScMaBdjQLorEDUgxCJ4n5iXaArem5sXNc/087cnvsWn/T/FoJBBuGnEB8Ko/wL9XwCyEwD/1oBZ8LS8/x75ryl4L93c9TRwzfrNemirgJs3RmqQwrydcTrBOpOoojKSMhd/QKYwLjQx52ad6SIF74X935QF70sd/x1oMx6IGGzatSJ6BYp1xUjzkOH9yXJM36ZHWDJQFOaHyFfeQf5lB8w4a9l3fmavMNxs4oucz6wHkPL+B1bXyZ2d4XXXZLg3VwLpFwEf2ysSxSKGRaMWXfexxP2FLVqInLVrkX3uIvbbB2BvUBu0DfHCtE5lC4VkCgUCXn8dvk88AV1WFtZdU+K5P09CqzeWcA1yd8DiB3sixJs974mIGjKRUGCrXLYoKy8yyEVQ6qJZ4K+UWAgrSlxXNYDfKcQTB2MsF+z5uNgj0N3Ropy4KN9d3oIDV00/f7H1Aj6d3B7jOlatN31VvXx7SymIL0qRRwa4wqmSDCBRTaA0eI9KKs6JoB5RZcT82Fb5/HAf2+XuPZ3toVLKpSCyuQA36+95IngvLNh/1SJ4X9on/q/jCbijQ9lJ/eXH4m0G70Vf9/fGtcGmqBQsP5Zgcd2Mapg3Cw8PaIrn/7Qu9ymC5TO6+ONuz7Ni5TzgZ/uEZPvGHvhzdq/rPo5o67VwVnepFcDxq1lSOwzxdtgm2B1dwrws5vKiGsmjAyOQnlssvSc+vviYqRKAj8tZLJzVA839b+7iIiIiqlvkcjm0NtqqqIs0SEu4Bt9gL1y9ZN1qSlS+ibucVuUAvrtDB6QXWC7Ykxtc4WRX9rmr1WuxJ32f1W33ph9ASmGUtMR0fsxmPN58PMYEW5/f/Tdm3dETkwd1QFxqFsICveDiWPH3gfXJK8uC94IM8Bmdipyj7tDnl823e/czJpsQVSTMw3oxphDuaXu/g50S7g4OyCmybPvg6eQIO4VlwpII3gvLz5y1CN4Lu2Njsfj4SdzVqayP/N9pR6XgvTmx/j3EQ49Hmt2Bk5fS8NvR4xbX39WxHeTV0CJidtvumL19pdV3UpVCgXFNW6O5mw+i0lPR2sd25SiZXSRkXr9d93HE4oNfh0/AhisXcCQlARnqAuhkekS6+6CLp2WC2RPte+O+Vl2khQWJmbmYvWa11AJBeE+1E3PHT0D7AH5XrnaGKpbHr8cl9BnAr69UboCdkzGQb8615I2hOA8dZJfwN0KtTk7cSI/nF7u+iOgH70PHi2UnUG4/m4rigZegamp849Lor5+xLiZdHx/6GAMbD7z5vX7E71z6e1fiWOoxi8tKpyuw990AZI6AWmuQTpY8NyxSygYhqswjAyKw/VyqRTne8Z2CK+676eoPdJgGHCsrry9pNwXY/AagzgNajQHC+5Vdl1RB/54lM4CHdwNe4dJFUQ2jVFSoHC/eazyR+UTHu9G5XV980U2LzzZfkIIFIttOBO9LS2UK2rQ0XPvtNxRduADH1m1gP2Ua/jifjRPx2Wju54rpPUOl942q8Jo5E0pfX2QtXyFFS1xHj4JLz55QnF8C+a7/AAtLVnC3mwqM/Z+xN+c/JBcrGUeMxvRLe3BV9A/NSMGqUylYfSJROplpZ1bOV+HhAbWTK16fu8UigJOYXYSPN53HV9PYu5eIqCETQT6RRVs+W1xUYxGBQmiK0EF/Ggmw/FLuZK9AM/+q9dQWXh7ZEhO/3WvxWSMeMyoxG+0aGdvXiPKE12u9La5/d+05jGoXZPF5djP4uKik7Z9mTTso5SjS6qXnTQT6ekXYrnxFVGpW3yZYezLJ4vUnWjd0aGy7pZPIyp/eIxQ/7b5isX9yl0ZSW4vMArXUEsK8tLt4jdky58+TiAxwkxasCGLBji2i9PzwNoHSfQa4O2D1yUQ4KBXSnFlU4Sglgt9z91zBqYRstAh0w53dQrD5TIqUBd/Ex1kat5+NhQa2TO7SGJ5O9lLLDtFmQ7zeB0b6wv3Cn3DaNBM4VpKl12IUMPFXQFm1+XhFQXyx2ObbHZdMCx3WnkrC8qPxWPVYb4vFPG4OdnCyU2Daj/styvin56nx7tqzUtsDIiJq2LwDPZAal2GVge/i7gSdVoe8TOuFr0o7BZq2rLh6THnNPJ9GctYhKO2N96XXy7Dmj47wGp2Kjm2N56z0MEBnK3nNjGj1+tOlNRjq3wWOJf2pbxZ3F0dpu55LeRet9sntDPCI0OHaCSWUSjnGT+yGvv2sy24TmZvZoQOWnzmDtIKyc73dgxuhT4hlfKeUCNLP6NUJX2+zXOgysVsbfL17P9Lz89G3SRiGNG9qisecSbVegCO8t34H2vr4o12IMdmsUGe5KKDUqLAWGBveBqNC9fB0dMTKqLNSdafxbVphVrcupuNy1MWYd/oojqYkIsLTC3e37Chltu9LjENjV3dMb90Bwa5l1TYqMzysOX4bOhm/nTuKXHUxhoU2x7DGEdJ9vbZrK/44fVo6rm/jMPwwbAwc7f55BS3RpmBYeDP8eO4gTmQY2xmsjQWWRp/C6pEz4aEqe09wsVPB2c0eD674yxS8F7KLi/H2ju1YNnXaPx4H3VgJ/eupyjF1FQP49ZW9E9DlPmDf15b7ez9h/P/OD/GCbhVO4FXkwJgVrIAOr/b3lr7AV1XbdEe4XrRceSnLL0TGL78g6N13pcuhbqFo7d1aKntdmfi8eOSoc+CuqtkAuTo+Abkb1qOx0hXnzXuQixVpAQexctY7SMk2oImvs3TCguh6WgW5Yc0TffH7/lik5hZjQHNfjO14nZJdo74A/FoBZ/4CVK5AaC9g69uAtuTknOh1P+QtoM9TxssBbYBLW238g84D9n4FjPpMunhb6G344/wfFofIZXIMDjFm6YuswtdGtZK28rSZmbgyZQq0icYJSf7OXUj5fQk+7fcMipX2WIskLDsaj9WP9YG7U9lrw6DXoygqCjKVylSuvpTb7bdLm0l6NLD9dculbicXGxcrdLyrwqcrvTAdf174E3G5cejs3xmjm4wuq05QYvGhOFy9ZvmaFgsPNkYlSydBzZ1PyZUyLcs7XC5TkoiIGh5xQuGBPuFSeylz9/UJl/q3p+1ZgJgcywWmMujxYk/3G5obikUC5TP9Rbn6/22/ZCrlLbL5+0T4YHd05f2vRdn9pKyiGq8SI0qMi8VwpZnN5uwVcmx8uh8yCzQI83aSyngTXY8o7772iT6Yvz8WCZmF6B3hg4nle7XbqBYR6u2E1SeSoLKTo3dTH3y17aJp8ayoWPGIyGAfbjwR3jLQDWtOlusXKta0a/X4Zns0vixZrDmiTSC+2W5dsnd4G+NicNFaSdxn6f2aK1BrpQU6pWXvt59Pw/c7L1ksyFlyOE6aN5sH8UVZ/qjEHCkbSXyHMCcWIojNJCcJ2PA0YL5A/twa4/eEno9U+HxlFaix8OBVqY2HKKMvFiSUbxO18liiVZWCi6l50v47u1u2uhPza/MKHKU4byYiujVMfHIE/vecZQLKyPsHwtHFAesX7EXq5VRAZKSblcoeNLI9vHyrXqWlKC8QX7wxFpHtL0PloMH5U6HITHeDvHCfKYBvL7dDF6+OOHjtiMVti3UinFE2dy/QFSOuMA3NXW9u9arrSSvMx1+XzyKv2HrhgChp/tl/HkReogwBge7w8LBdsZPIXICLK/668y78fvIEYjIz0TU4GJPbtKk0GfKRQT0Q4O6Kv46fkY7r3SwE3x86jOySrPzFx07hzk7t8OZw43nilr62W0HoivX439b9+O7ecdLlnj7tMPfKX9JCGnO9fdqbAt2P9+4hbeWJnvRTVy/GmQzjYoHtcZfxy8kj0EkTZ+Pv8se5U1g1/i6EuFku6j2TmSJV9Gjt5W/xe/cNDpO2UtnFRVLwXpSwL/V3XAy+O34QT3etuCJHgbYQW1L3IjY/HuHOjTHYvxccFZYLcDdevWAK3peKy8vG4osn8XCb7hb7MwoLcSXTevH7saQk6PT6amkpQLcWBvDrC22xsee9eQDrtv8AHqHAqaWAwh7oNANoP8V43bHf0UZ+DTtUz2C1ricKoMIw+SE0cXlVFPis+HE0RUDUCuDaZSC0J9SxhbYPiy0r8yl8OuBTvPz3yziaehRKuRIqhcoiM1gIdA60KL1fE3J37EDC40/AoNFgXFMZPp6ggM7sXMasdrMQ6OaOwKot+CKyOBlpKyheIYUS6PmocRN+GVEWvC+18yOg6/3GAH+PR4FjC4ACGyf4U6KAHR8CcfvR3TsCrzWfjk8u/4lCbSHc7N3wXJfn0MSjyXWHlL18hSl4X8o/Jx39Eo5jc2g30wm8pUfi8EBf4/0Vnb+A+Mcfh+aq8T3AsWNHNPr6Kyi9LXt7mUiLEGwsc4veUmEAP7UgFdPWTENqoXGi99elv7ApdhO+G/KdxXGX06xXfRv3W/cTbeQpykfJpEBK+XYIRETUsIisUfFd3zx7/fHBzeDnpsKfR+Kly+M7NTJVpHlznxZRsPzcbIGrmOEeKzoCVvo4608n4VJJ0KwiMRmWn0ufTW6PZ5eewN8X06XFBSLjuHx1AE8nO/i739wsouvZfzkD9/56CIU2yqYK9/YJQ6i3M0Ir+MgnqkgjTyepPHtVid6R03uGSZvwwLxDFpWvhB//vox7e4fD11WFu7uHSgtrk7Kte8ueT86VMs/3Xc6Q5oOPD4qQ+rznFmul196zQ5tX+vot9dfxRKue9eWraYigtxjHM0Mjpcsx6fmY9dthKVAutA5yw48zuiDIo4Jsvis7LYP35vPmCgL4Ing/5ps9iBUVqURZ1KMJUusA0SZKvL9cf95svV8sQBAVSArKPecVtQsjIqL6S6vRSr2k7cyqsYx5+Da4erlg/a87oFFrMWBCd9zx8BDpuhU/bTc2ny4oEk2xRQ8WQKeDz3U+I0Tm/r4NJ3A5KgFN2zaGa6gPCgrscWyf5aK5+MSy1qfCfWF3S1Vdj2UZq1Sq5G5IKff55CC3R5BjzU5QT6Yn4a4NS6QsYzdHGXpGyKFUlFUL6O0zAI3cgwEWeaUb5O/igmd73VhLiPGdW0ubMOevDabgfalFR0/ivu6dEeLpgfGtW2HukaO4nFUWdJarjVt0cgbm7T2KPdGx8HVzxpRWo7EmfQtytQVQye0xOeQ2dPa6/px+c0y0KXhfSifODYupacn8ObOoUArqv9nHuLAgKT8HD+5chtPXjOX9I9y98UP/iQh3s92W41BSgkXwvtTOqzEVBvCLdMV4+dQniCs0ngvfkXYAO9L24722c6QFQ6Uu59hO9rqcY90WzF2lgqeDAzKLLL+HNHZzZ/C+JhhYQp9qW34GsOYp4NxaY5C+493AsHcBURZIrODp/qBxM6fOBwqNbzReslzMVG4qu86tknJGhZnAr7cDqWdMu5zCJhgfRzQPNePYtawkihDsEox5I+YhozBDCt4fSD6A53Y8B61Ba8oIfqrTU9L/byZNcjLydu6Cwt0dLoMGQm5vb5HtkPLe+1LwXuh0yYB352mxs58n7IYNxPCw4ejbyLI3OFF1EV84NsVsklo5hLmHYUz6WVgV5RWLXrLiAP9WxrL7dy8DfuhvfWfXLknBe8mlbZjs6IWR921AglKGENcQOCirVrpTHR9nc39AvuVE5ZJZQDxxzhxT8F4oPHYMKR9+iOCPPrK4Td7OnchesxaO9jHwspW86GKWbVTOgrMLTMH7UnsS9uBQ8iF0Dehq2tcl1AtLDhsDMeY6h1qfhBXlgmf0DMPPZuVYRUD/8cERFY6DiIjql9wiDV5beVoqDS1W649pH4S3xrQ2lYee0jVE2srblGU9Pz6LMKQ5ArbzE4zZuNN+PIATcWUnGQdF+tns3d093MsqODb//u5SOW4RYDsVn4375h2yKFct2jrdSNWsqkjNLcK2s6lwUikxtJW/VYbuO2vPWAXvne0VGNo6QCq/XZqlTFTdRNaNqKgkFpWI4P/ZpFyrY8SiTLE4RgTwRaWoRQ92x6BPdloF1a8VqPHhhnOmyyJov/jB7tIJtRAvJ6laVVWUr/pUEfMgv+hxXxq8F0QmvniP+vmesvmssDc6HX8ejUfz3Fw8jBubN4vM+9LgfalDMZnYejZFeu2W6hLmadWWoKJ5s3iOHurXFP/dUla1RLxXPTWEvXuJiBqKooJifPfSH9i6ZB/0OgP6jumMxz65SyqTLwya3FPayktLMMs01ZbNG1UOFVdmEosAXpv6FU7sKftcadevBZydVMgvsAw0tm9tmUXvaueCZyMfQ15JL+6r+WmYc+I7FOlKWjQCmB42FC7K65e6vxGZhYXYEn1JWhA8JCICLmbnm4X3D+2UgvdCTqET/j7fDJEB2RjdJBztPDqii6f1c0dUXbZduYxdV2Pg7+yMs2nWJfLF9PhS+jUpgC/Kyy+aMhkD//sTiqGDXAvIRd4oZNAo9Phgw07T7VQnFZh73+Nw9wD8HbzgVMXX2dUcy4U4FbmcXfZ+8trBjabgvRCdnYHn963F0mHTLW4TdToe69eeQLw+D7DRkcvXqeLFRDvTDpiC96Wu5MdjT/oRDPQrqyTQxdd2NY/OvsE22xg83qMH3t6xw7RPrFN4uhffA2qKrB6Xx68KZuDXdSseNK64F7SFwKEfjcF7EcSviFgxZOcIaMplz8sUQLiNYGCpgz9ZBO8Fu5hl8L33KaT9vMS0T9WyJbzvucfmXXiXrHgU5buXjF6CNZfXQG/QY2STkWjh9e97/Yig/I7zadgfdQkd9i1A2LptptQHu8aNEfrbPNgFGnu16HNyLAKNQpMUoMnSTES++jrkqprNaqJbl/h3++T2J7Erfpdp32J/L/wemw1388Uxjp6m3vaSoA5A76eAPZ+X7XMNAHLLJjSSwmtwPr4QzW9764bG5dSlC7IWLbbaf8rXsgdw1zBPUzuK4guW5YeFvK3bLC5nzJ2L1A8+lH7OkRvgPFwJlZtZ+Xo7Z2OlgQpczr5se3/WZYsA/piOQVh1IgF7ostWQI7rGCyVZrXl1ZEt0b6xBzZFJcPN0Q53dQ9B6yAuhyYiaiheXnFaKv9uZMDSI/FSUtBHE41l/iri5miPjALLNiv20MKxxfAKb7P0cLxF8F7Ydj4VM3uGSqXCS4OIokXTY4Oa2bwPL2fjicA+zXyw4cm+UtuaYo0eo9oHVdgf/EbtiU7HulNJOHY1E+eSc03j8ndTYdGsHmji62IKmJ5OyLG6vch6fun2FvBzrdriQKKb4eklx7HqeOlrWZS2t14ELvY19yur7hbm7SItfPlow3nTPh9ne6TlFqOd7BKGKg4jx+CEFcV9sPBgHN4b1/aGxtQt3Av/22Fdfr+8LiUB8ewCDQ7aaNW0/XwqtDq91L6jtOy+CPQLMgSgt30Y2spjym6gUAHdH6rw8UTZfFvEwoGhxkQsyW2tAqRy/ZvPpJjt87cI8pt7ckgztAh0xdqTSVI2/pSujatUqYCIiOqHH19big3z/zZd3rHsIDTFWrz22+xKb+fp7YKkuGvGzHsTA/qN6lDhbf7+64hF8F44uescRjw/Cit2n4NOZzwvFuDnhvvvsl39ykVpDMq1cnfGT13nYGPyIeRrC9HXtx3aeView/qnDqdfxfqYMzh5KRknEjJLyn0DXo6OmDdpAlr5+ZmOPZVueV6uQK3Csat++KTLVER4sFwV1ZzXdmzB76dOmC47KJQwyAyQGcpeo6LcfcuAsn+/Pi7OeOW2AXhn1TapoIbg7uSA1DzLalPFWh3m7zuBTyeZtUqtgm6BjW1fUS7Q2iXAGBAXpea3J1rPsw+nxSOruNDUd37XznN4580V0ndX6XcdpESRX9n3BIVMhvvbG1vX2RJfmGx7f4FlUL9XYCjGN2mN5ZfL2kX3CgjF2CZmk2sz93TshHBPT6w6e05aJDyxdSt0b1TBc0B0gxjAr8tyU8qC9+aOL6w8gK+0B7rcD+z72nK/+OIvynhXJPGYzd0+/RvBdcI65O/fB7uAQLj07weZ4voZQc08m+Hpzk/jZpq94Cg2nE6Gg7YYt23YY1G3UBMXh4P/eQY/3qGSMpAnRUxESEAAtMmWb852ISEM3lON2p+03yJ4L8RAgz+8fPBgesnKSFGdYug7xsU35kRQvuUdwOXtgHsjIC8F2Cx6ypeTcvrGBpVwFG7ajcht44Pc02Vl+s+GheK4b1mgoX+oCqPbGzMTFS7OgFIJaC2DHAqPsiCDQa1Gxrdmpe71MsRu84Zfdxk8OvoB3k2BPs8APraDGUJ73/bYEVe2crFUO992FpdFZuL8+7pj58U0RKfkoUOIB7qG2S6tJIhszDvaB0kbERE1LCIjfv0p6x7YK48n4v3x7SxKSZc3s3cTfLbZ8qTihM6N4SJ6e1bgZHy2zf0iu37HcwOlzyZfF3sMbulvUcq/IiKQPmfYv1/sau6FP0/ij8O2q+2IUt+PLzoGNwc76bmZ1KURIvxcrIKBIrvZi73uqQadjM+yCN4LRRo9HO3kKNSULXx9flgLKfPe3CMDIjCguZ8UJBf/djU6PS7/9RFesyvr4/uochU+Sv4UQNUD+OeSc6SM9hAvR1y9ZrvFnBDp74qpJa05VHZyONoprKpauJa85koX+f7X7L3HADnuVr+MZx3XYLp/DGQeIUCfp42LeisgguqibL71fstFQOIxRfl+sajnTGIOWgW5VbjotZSovCE2IiJqWMTnz5bF+6z271t3DPk5hXB2qzjLdsysgfjutT/N7ww9h7dFQGjFnykXjou2VNac84vxx48PYt/hS3B1cUDvbhFQmZXyr0igozfuCa94oe0/8cGJzfgluqTSpRIwiATcREdAK8e1wkI8uWkt/L2cpaD+uGat0MzTB0dTLecrrnb2CHKu2daxdGu7kpWJBWbBe6FIp4Wzix3UuWVz0Ed6d0eAq2Ud2Kk92qNrk0bYfuYy3BxVcHSww/PLNlg9xoXEtBsa0+WMa1h38gKaOnrhUkmFaEGmBgxmL+8QZ3fc08bY5lkEvd3sVMhSW5ahF4sRxFbqt193mYL3QtAuLfLa2cO3px8CXFwwq0NX9AiqOHDe3CUc62B9vrm5q1kyXYnP+ozCtGYdcDw9UVqU0z+oCeQWC5cs9Q8LlzaqYQaDcavKcfUUA/h1WkX/sKrwD+62t43ZvCdKsms73An0frLy24iy3efXWu/3awVVWDhUTWr3TWjNiUQpeC80yU6Ec/n+4SKIf/Q4jnRXmkpuv/ToeHR8fWnZi1ShgN8zz9TswOmWdyHTOmtduNhyBODSGijOBVqOBnyN/TKtNOps3ITL1hMNSX6asdWFaHlxPRc2AoumQWbQoVEboCDADsV+o+GgSkDLwn0I0WfghL4JmrfujD5T50iB79JAvfvo0chescLi7jyn3236WZedLW3mdEUKJO0E3L/dCVkVxjc1cqrUbuDstbOmfVMip6Cld0ubPVIHRvpJGxER3doqnDlL88CKv2yLntgiw/SPQ3FSwO+ODsF4bGDlLVZaBNg+Odfc3xUh3k6Y7h2K2iSCdBUF783LeZfaHZ2OyV0aST27tSUnRcTH/5yhkaZMYaKacM5GufzSQPWItoHIyldLC2NEANoWsb/0uvikZIxTLrW43l1WgPvUC6DTT6t0YU+pA5czMP3ng1CXZAcKvZt6S5dFqfpSfSN8MO++btLcVBAtKqZ1C8EveyzL1s/sFWaaW4t2G0nZlt9ps+GC1wunYsyMoVYLFGyZ1LmR1PPefCxjOgShV1PbgRQRtL9e4J6IiG5llZ9zHnNffyiVCqz97W8U5hejz6iOuPuZEZXeJrylddlpIbRFEPx8XDFmeMUL1WrC2YwU/HJxv8XXBVHEVuahgSFdBb29HhcL03ExwZj8si/pKsY3a4WojBQU68qCpE917A0nu4pbCRDdbOfT022+Ypv6eeHOPu2Rnp+Pvk3C0C7I9oLMpn7e0iYkZ+UaX/7lpseF14qg0emkUvHXE5Wcgjt/X4qCknbGSoUCHcMC4aa2x4Hoq9DZG6BzMKBzoyDMmzYZ9mYt4+5p0QWfn9xtcX9TIzrAQVk2H06Iz7Q8J6wF3I6q8dPzdyAw8PoV7Hp6d5L63h/PKqtA3cWzLbp4WSaMlerq30jaqG6Xz5cZGnaZfQbw6zJRKrvJQGPmrbn2065/W7kC6Peccauqbg8CJ/8AsszKzkeOBMJ6oy748e+ystopTl7QyeRQGCx7jCZ7WH7KLFIexbglS5CzZrWU4ew+5g44tLQOAhJVF4Nej3YXNZiwW4+rvsCRZjLoS07stfLvCLS590bv0Pb+pBPA522NGfttJwJFOcbXssh4L5/Vv/09wFD2JcPJRwMnxUbgyXNSJY4uGdHoEtID8LcuDRT41puwCwpCzvr1kDs4wGPyZHhOnWK6XuHjA7vQEGhiLdtXOHbqVKXgveBi74IFIxdg29VtiMuNQxf/LujgV7tf6IiIqG4Tfe6Htw7A2nJZ+KLqyvUC0CKY9kDfJtJWVVO6NcbiQ1dxKa2szGDPJt4Y1KJuLCj7buf1S32Xt+1cGtY80QfLjsRLQXzx3LFkNtUksdhGa95eqlxG+fQeN7YwppE+AZBZ9tYVnK9Focf7W/Hsbc2NGfPqfODaFcAzDFBZZid9ue2iRfBeEKXx9744GDEZ+TifnIt2jdzRrpH1ScNXRraEj6s9Vh5LkDJ2JnVpjPt6h5muF0H+tsHuOJWQbZXJX5Xgfel9LH6wJ7acTZEqaIjnqaLgPRERUencd9Ck7lj/W1kJfaHHiPZwdnO67pM0ckYfaauqAeO7Ys3cnYg+Wba4NLJjGPqNqbjUdU364dgBm2t9ZSqdFM80qKwjP5tjorHqjulYdeksCrQajAyPRPcAlsymmqXV6aR/uuX/hbbzD8CUjjfWLkpdqIFDuh5FPrKyFhl6AxIMBRjwwY94eGA3TO/VCUVqLa6mZSLQyw2u5SrWfbv3oCl4L8h0Mpy4lIzND9+LnH5FOJOQgsggX3QIta6M+kTbPnCzd8DSSyelkvpjw9tgVqvuFse0adcYx47EWOajBrjD379q7VGVcgVeafkIjmWdQWx+PMKdQ9DBo6VpcS3VQ4aq5TpX6Zg6igH8um78j8DqJ4ALGwCFPdB+KjD4jep5LBc/4MGdwPEFQMYlILQ30Hoc6orswrIPgAxHd2wI7Y6RMWUlnzQKYHlvyxO0KQUpcGzbRtqIaiN4H//Y43DYtg2lIe7TITK8N0WOJr6RmNh84o3fqW9LQK4E9JZl7CU58cDyWUDcIeDYfECTDzh4GEvzd5pedtw1Gz3mxbG5yUCT/satAjJ7e/g+/pi02bxeJkPgG28g7tHHYCg0lhhVuLvD/6WXbujXtJPbYVjYsBu6DRER3dreG99WOtcgKjaJ/49uF4S37rDdp+7fEqXnVz7aG38eiZd6TXds7IExHYKrlNFbE0T/7RuVnleMpr4ueGVkq2oZE9H1PLPkBFYcsy4HH+bthPt6/4NqcF5iIasToCmw2H1GH4q03GK8uPwUmqRvR7cTrwLFOYC9KzDoFaBHWf/fmHTL2woanQFxmQVS66bK2jeJ9wNR1l9sFXnzjta459eDyC0yzu2d7RV4e8yNvW+JxzGWu7+hmxER0S3soXenQKvRYceyg1IP+l4jO+LJ/5qdN7qJVI72+HjVc9i6dD8un45H07aNMXhSd9irqrZYrbplZWukwq3lY3gGtRwGEfWxsRY4V6NGgJMrXuxa8fkzour05tatmH/8BAwiid0sOT7QxQWzO3e74fvz93aDr84BWbFF0DgbUORpDOSLl0VmQSHeX7sTSem5WLPvDLILiuBgr8T9Q7rhwWFlQfbYzCybcdPYa1no1zQMbUMqbs0kziff26KrtFVk9qND8PwzC5GVZZyf29sr8cTTw0wVsKpCLpOjs2cbaSOqDxjAr+tcfIFpi4xZASJop1QBsfuAtLNAcGcgsL31bbRqIGoFkHwSCGhnDMIrq1jCx8kL6PU46qIeTbwRk1F2AuXr9uNxxisUc1IXw6NZe7zeOh1nXVMsbtM7qG5UD6BbU96Oncjbts1iX5urBnymGYeet78CB6XDjd+pWyDQ6wlg92cVZ+gfNOtBX5RlXATUuFtZiX7xc/QWy9u5+ANelZwYTb8InF5mrCMmMvxLjlVfvYqMn3+B+tIlOLRrB+/774Nzr16I2LYVuVu2QKZQQjagJ76Mnofty56Dm70b7m51N+5oegeqW1RGFJLzk9HRryO8HCo+uUpERA2Du6Mdvr6zE4pKek6LzNTjcVmISsxGq0A3m9nkWp0eG6KScSIuC838XHFHhyDpdlUhelnf+0+CijWgR1NvnCyX1VuqfSN35BZrcDnNMjDZq6k37Fgun2rJwSvXbAbvR7ULxIcT2sFZ9Q9OXTh6AP1fALaULYDPNTjiM23ZItqVe46jm11JOwl1LrDhRaBRV6BRF2lXp1BPJGRZ9r13dVBW2EZDuJpRgFXHE6AzGDC6fZC0MEZIyi7E9zsvm3rQP9S/CTqHemL3C4OwMSpZqkDQv7kvft0bgzl/npRae9zVI/SGKw/8IylRxkW+4ncXlQCJiKhBc3BW4dlv7sXjn94NvV4PBycVLp2Ow9+rjyKkeQDa9GhmdRtx3P61x3B67wUER/hj0JRecHSp2nktByd7jJzZD3VR18BG2B11EfAqWwArilbKE+zR0ssXBi8DTl9LtbhNWx9/eDqUq3ZJVEPOpaVJwXtBrpPBoDfAIAcGhofj8+Ej4aayzIyvCpW9ErOn9MFHv26BVmcMqJf3256jUJR0fxKZ+N+s24s2oQHo1cI4V+0YHIRzqcZWE6XsFQq0CfSv8HGTsnOx+tRZFGm0GNaqOSL9jZWk0grz8cOZ/TiZkYRm7j54sFV3NGnqh98WzcbuXRegVmvRo3cT7CvegtdPfw+FTIHePv0x2G94tWfU56svI19zCW6qNnBQBlbrY1HlZHrjdj1VOaauYgC/vrB3BnRaYNGdln3qmw4ylvpzCwI6zjCepJh3BxC3v+yYI78CM/6qehC/jnpsUAR2nE9Fck4x5NDjDsVe3N/hCFq2uh3o9yweKUrBuW1PIKvYuNorzC0Mc7rOqe1h0y2s8NRJm/tbpCj/WfC+1JA3gCYDgG3vAvEHrn+8COqfXV0WwBcZ+YnHgYKSSZXcDrj9E0BRwerno/OBvx4vqzez8yPgzsXQuLZFzNRp0F27Ju0uOHwYeVu3InzlCig9PeE5aZK0/+HND2NP4h7p5wQk4JXdr0Cs4RzddPR1h56cXYR31p7Bzgtp8HNV4aH+TTG5S+VlyYq0RXhqx1PYk2B8THu5PV7u/jImNJ9w/eeKiIjqPRGAF4Gwp/84bhEQ7B7uhWZ+LvB2UWFK18bwd3PAvXMP4e+LZScZ5u2LwdKHe0ol+euzWX2bYOPpJMReKws8ejnZYUirADw+KAI5RRrc++shpOYay4sHezjiP2OZhUC1RyyisUWUnv9HwftSfZ4CQnogausCrI8uxJ+6fkiGsdenoICNszlnVpkC+HOGRuJwzDVTr3qR7f7G6NYVvkesO5WExxcdg05vnDd/tfWitLBIlLUf/7+9pvsRZfhF0H7Dk/2kcvml89vHFh7FmpNlrUBeW3kaer0BM3uVld6vSEZeMd5ddxZbz6bC08kO9/UJx4ye17mdTgMsu9/4OwsiaeC2t4Gej1738YiIqP6zdzCeB/rmxUVY8+su0/4WncPRtE0juHo447ZpvRAU7ov3ZnyDv1ccMh2z4puN+GzLa3Dzsmw/U9/c3ak91p29gPPxyYCzDtDJ4H3NBUN9m+D+0T2gdTBg5vo/EZ9nXBzr5+SM9/uyYiTVnpPJyRaXZQYZZGINuw7/KHhfatzg9mgR7o//bdiLrQmxVteLShXlbTl+wRTAf7R3d+yNuWrKxBdh9BcG9YWXk+3FLnsuxWDWn6ughk4KsH67+wDeHT0UI9o0x+RN8xGTa+x5fzA1Dhuunse6kffDz8kFQ4cb2wMsiP0Vf6eXJc79Gb8Qan0xbg8ce93fNUddjPf378CGKxfhbG+P6a064MF2XSsN/hsMepxJfxWJeStKfj8Fwj1mo6kn5821xsAS+lTNolNz8fv+q8gsUGNwS3+MbhdY8RuFyH41D94Ll8yye/d/B/R+0jJ4L1zdB5xZCbSbjPqskacTNj/TH6tPJKHzoWcQmb4ZEIlDhw8AZ1ag4wNbsXniZhxIOiAFR7sGdJXKohDVFlVT2+UyVREVl9GsVH46ELsHcA0ylrn3CAG+6Q7ozHp7in/zImBv9aBmWUJ+LYEnjxuD+qK6R4uRxkVAthRkAmuesvw01KuBDS8jCzNMwftS6thY5GzcCI+xxslSTHaMKXhvbuHZhdcN4Ivgy8xfDuJ8Sq50WZQWff7Pk3BzUGJ4m4pXOC48t9AUvJfGpFfjnQPvoH/j/vBxZE9QIqL6KjYjH7/vj0VKTjH6NffFuI4Vl6zfdi7VKpv3wJVr0ib8sucKnrmtuUXwXohKzJHK4l836FXH+bqqsOGp/lh9MhHz98XgVEIOrhVosORwHNafTsKfD/eSsn73XEqHUi5DzybeUDL7nmpRhL/tk//NK9hflTYS+y6nw8tZha5h3eE3sSN++Xg7CnTGCh2CKIw7QWHZ/7f8vDnE2wnbnh0gBdtFS7dBLfzQ2Mt2f2BR/eOpxcdNwXtBZwDeWn0Gs/qGm4L3pcTl5cfiTZU8UnOLpAUA5c3dG1OlAP6D84/gSKzxRKcY6+urouCgVGBy10oWvx77vSx4L4g2XRtfAZoPB7ybXvcxiYiobkqNv4Y1v+6U/t+ud3PcNrUn7CpYfHb6QLRF8F44d+QKzh0ytl9c8f1WPPD6OIvgvRB3PglrftqGO5+v/gqL1cnNwQHLZk7DhnMXsWTPCUSdTISuoBjrL5zF9sMX8e3zk7BjygPYmxgrVdfpHRQqZRUT1ZYI77LFqOaaVbD/evKL1dh36SpcHcS8uRHev28kbvvkF2QXWs5d5Ta6uTqpyhJG/V1dsPaB6dhy4RLS8wvQv2kYwrysq+AJos/97NWrUaw0zs3F7FltZ8AHm3dC46wxBe9LZRQXYHH0cTzRro90uUhXiH0Zlu9bwvbUTVUK4D+5dQ22xxnf4zKLC/H+gZ1QyGR4oF3FJfxT8jeagvfGMetwOetr+DoNgJuKvayoejC6WYuOXc3EyC93S1/IVx1PxBOLjuGNv6LKDtAUAunRgLYkOBe7u/I7FNm0JxbZvu7Ad8DR34zBunpMlCq9MyTTGLw3V5CB9K1vSIF7EaTrHtidwXuqdW5Db4ND+3YW+1TNIuA+5voTCSvHFgCftQKWzAB+HgLMHQU4ixYbCwG/kl61Ps2B2z8Fymf3O3gAbcpKhRoH4gp0uBPoNqvi4H1pBQ9xIq+89HPQJFmXORW0ZitBc0UpUhty1CWlSitxKCbTFLw3JxY9CaI8fnqhZeBF2Juw13pMei0OJh287mMSEVHddD45V5o3//j3Ffx1IhHPLT2BZ5ccN11frNXhclqeqXx+aaC+ImJR2MIDxs+T8hYduCotFMgtuvE+8nWJo71CqjpwOjHH6nd/a3UU7BQyDIz0Q99mvgzeU63r38wXvSMsTzqGeDnhzu43Xj5+/akk9Hh/Kx7+/Sgmf78PY/+3V/r3PvfebmgT7Ga67y/GhqODg2VJXNi7AO2nWb2WxnYMloLoFQXvhTUnE6HWWS+kTc4pwpUM29/DzYP6eUVamMX+TUQw/nrOJeeYgvfmfj9gzJ5KySlCao7lSVjJpa027s0AXN5+3cckIqK6KSkmDY/f9h6Wfr0JO1cexldzFuKde783Xa/V6BB/ORVFBcbzzaf2XrR9RyXrZIsL1Fj1o43PBZkM25bux6oftiI3Mw/1mUqpRJ/GIbh8KBl2JV2m9HYGZLmp8e6arVJFoH6NwjGwcRMG76nWdQoKwtByyWH+Ls64p1OnG76v3RdjMOCjH/H4wr9wz69LMe6b+SjUaPHjPePQvrExeSrA3RUvjxwALwfL8832SgXG92xj9Voa2SoSM7t2rDB4L+y8EoN8UQnKnAzI1BbhQmaGzdskFuRYJGtpDdbnqwt0lm3ibEnIyzEF7839fsZ4fiFPm4kcjfX55oxC27G5jELrxDWqGTJD1bf6qn7XhqznvtoWjWKt5Rf8BQeuYvaApgg8/zuw9W2gOMd4EmHIW8ZS+SXyU+2RcdYFmnwFnP3U8GmTC6WD3hj0tyXhiHHb8yVw/yZjr/v6Ku2Czd2XL23AS5tm4evBX0Ol+OflYohuFpm9PULnzUP2ypUoPH0aDs2bw338BChcnC2OS8hLkErKB7lUEEjPz4BhzdOQmWfax/wN7e4voBz8ChAxBNCqy9pkiFL5298D0s4CQZ2MJfedbazCvHoASD4JBLQDQrpX8Nhptvc7esK5a29kLytbeVjKuWdP08+tvFshwDlACraXMhgU6Bc8ENdToNbaDv5r0zBj/QwcSz0mPW9i0c57fd6Dq70xW8rXydfm7fyc/K77mEREVDd9uyMaecWWnwsrjydKLZaOx2VL7VayCjRwsJPjqcHNKg2ylSp/f6XOJufi1ZWn8e2OS1g2uxcC3P9F25tadjkt32apw72XMjDxu32Ye29XaYEsUW2Ty2X49Z5uWHk8AUdiMtHE1xlTu4ZI5eXNJWYVQqszSJnxFc0fRcWmwpLFPKXl+T/ZeB7vjGuLNY/3hVqrh72yJJeh8Spg63+ApBNAQFtg8OuAh3XG+qn4bByPy0SEnyt6NrWd3ZSYVWR72mynwKAW/qZFqOZ6R5RVh2ri64IIPxdEp1oGQQa3uP4ctkBd9vuaEwuR7v7pAHZHG09C9m3mg8+ndJBaiUhcK6hqJSp+ERFRvSQy5nOuWS4cO7jlNM4euoyM9Fx889oyZGXkwc5egQmzBiC0SQWfM2ZzyOxy9we5HDKlEvHRqfj2hUVY/Nk6fLrueQQ1qbjXdV0Xn5oNbclCvCJfPXIiDFLq414kYeTK37BgxCR4OVz/OwZRTfhq9CisPX8e++Pi0NjdHZPbtoWPk+W/z4ziLBTr1QhytP0a1+h0eHHZBlxzLILO2/iCP12Uivc37MBnk0Zi0cNTodbqpEC90D2sMb5YvRunYpPQJMAbj4zoKf2/vPOp6Tgcl4AwLw/0CguxWW06LtvYkqI8pZ0cQ0Oa4ZcL1klYfQLKYmNudu4Id47Alfxoi2PauHXE9RRqbS+O1RgKseTq27iYK6qNGNDYqTXGNpoDNzvjfF2ltP08qhQ831xrDAbbvR1sHVdPMQO/Fl1Jt16FL8rtZZzbDax7zhi8F9R5wLpnkWMfiFX2I7Eqqyeid/kjP8kB6hw7ZEY74+p2b+O/w4jBQOMKAnFCxkXgQNmqy3opWKwms37jP6VSYX/Sfiw5v6RWhkVki9zBAZ5TpyLonXfgNWOGRfA+rSANM9fPxPBlwzFs2TDct/E+mxnlomy+RfC+ROLR9WUXSoP3Qlhv4N61wPOXgbv/NJ6MNKfXA0vvBX4ZanyvEf8Xl8X+8sL62v7Ddn0QbiNGwG20WRl8mQzes2bBsX170y6FXIFP+3+KQOdAGPT2KEyciILz/8GPf7WSehNXlt3Yo4k3vJ3Nfq8Sas/fpeC9YIABO+J24KNDH5muv7vV3VLfe3Ptfdujs3/nCh+LiIjq37xZ2H0xHXP+PCEF74UijR4fbDgvBfF8Xaw/Q8x1b+ItBbMqkpBViO93XUJ91jrYTco8tkVk6/7095UaHxNRRURQXfSC/3BiOzzUv6lF8D4zX43pPx9Arw+2od/H2zH2mz3Sa7S841ezkGtjcc6qE4kWj2MS3BmYsRJ44Qow8y+gURer2760/CRGf70br62KwrQf9+PeXw9CYyPTXlS8sGVi52Cp9P7dPUIs9ovL/ZtbLjz9alpHhJktThBdQpYfTcDs349Iz0FF2jfyQCNP6/6iYrFrafBeEG1DXl5xquyAbg8aEwbMiepezYZW+FhERFS3xV8qV12mxJmjV/DB4/Ol4L2gUeuw+JutiI1OgV+YH6BUVhjsaNWtKfqMNSstXa6EfGZKNhZ+Uq7taz3TNNgbjio76BUG5DY1Bu9LnclIxVfHyrWsJapFSrkcY1q2xPtDh+KR7t0tgvcF2iK8d+YH3H/oNcw+8jaeOvYBEgpTrO7jYko6khX50DmLFGVjuEXnCKxPKqvKURq8F5oF+eDrh8Zi53uz8esTk9G1mfWi14+27cLon+bjrY3bcO+i5bj796Uo0ljPzbs3bmTz9xrWrBm6B4Tg4dY9LKI/Y8Nb4/bQlhbH3hP2EIIcgk2Xc/Kc8cWOQty3djlS8iuuChLh4Y0WXtbnAYa3iMfFXLFwwPj+F1cQhb8SPjNd38h1MpRyd4vbOCobw995WIWPRfRvMYBfizqFeNpcnd8sdZPV/r26Vui1UoUnc+7Ckw6P497BLyPWtWxVY3G2HfJzGwF9nwVmrgbGfQ80GWD7gZPKyo3WS6IXX+8nLXZdtlNinrsx+/ZA0oFaGhjRjXlj7xs4mnrUdPlQ8iG8ve9tq+Oy7WxnlJ/J+2c9QXFhPRC13HKfuCz2l5Qh/mZ7NMZ8swcz9/pge8jjlsdG3g4MfAkyuRzBH3+E8FUrEfTpJ2i6cQP8nn3G6uHa+bbD+vHr0dPuM2izu0BvkEuZU6I38SsrTlc4TAc7BeaMsYd32HI4BM+HyuM4JnR1Q0KRWauREhtjNpp+bu3dGvNGzMOwsGHSY89qOwvfDfnO5opPIiKqHzqFWs+bRe92EcCztZj6g3XnkJZXcbDL1UEpZer/ek9XKWA2MNL2Z+3pBNuZAfWFn6sDnr6teYXX771kY+EgUR0kWs2J4HOp43FZeOYP6++1HuUy9s3L04s57o3afzkDiw7GWezbfj5NaoEn0WmBfd8AP92G7rvvw/stLBfFiGz9N0Ybe2K+M7YttjzTD19O6yj9X1wur2WgG7Y/NwBjOhgz4EVJfdFvd/3pZDxt1jakPIVchrnD7PCt6y/4we5TTFXuwJj2/oixUbp/y9lUU7sR+DQD7tsItJ0MBHcBej0B3LMWULBYIxFRfdWqaxOrfeJ8SF5uEXQ2FqAt/mEnUjMKAEcHGFycYYAMBrOeLg5O9pj58hi8/NujeH3RE+g9tqvN8yvRx41tW+orFycVnpjcD1pXwGCjxf2exPr9+9Gt47eYVThw7aSU9CRcyY/Hx+d+tTrO19UZWifrL9OFdlpkFlVQ5bkSZ1PS8NP+Ixb7DsUl4I9jJ6WfDQYD5p8+hokrF+HNfdswqLnle1V7/wB8ONIYDH+h40BsG/MQvuwzButG3o//9r5DamVhzt8hAK+3/gDh+kn4+0Qk9kZFoEitxLbYy5i94a9Kx/pWvy4YEJmCHs2i0cQvDbeHR8BOZZnNL8Tmn0S+1nhOwEEZiG6BixDkMh7uqnZo7DYdXQN/h0JuvYiWaoaMJfSpOj0ztLl0QqA0c0Csrn91VEuo0iwD+OKk5MvaB5BnKCvfec3RHd+3vQPv7f0ResgghwG63m+U9bJuPxXwagJc3mH9wKX9sm0Q5QS3nUvBtXwNBkT6Isijjr4B3fYWTvqGYdvON5CsVGKzkxPU4gkEpExforquQFOA3QnWvXN2xu9EWl4+XFUOUgBb0AV1xh59a/SWlwWuiw1KzJeNwvB/8uCx1j3ipcc5tQGKFiPxzJITWHsyybR/l6wnvhtxO4Y5XzRm80tVMMo4REZKW2X0Bhl2nrXuQ7TuVBI+mtjO9LuaE5n17x9/EnpHPezEW5FbFHwayaE4r4DOYHkC1kFhWd64jU8bfNL/k0rHRERE9ccjAyKw83waLptl4s8ZFllh2ejrFUh7dGAEwnyMVXFGtw9Cy0BXKShXXmSAcYGoLaLEpriN6C0tMvlDvS1b5NSl5y7Q3VGqfFNecF2d6xOVs+F0WTumUgeuXJMC1P6uDlKf+tIy9DIb7wEiwC3+u1GHrlyzuf/gmcuY2LmRVCkPR+aa9k/DDvQb/hn+droNzfxd0bnc4iNRgl9slRFBkR023o92XkhDel4xfErL35u78jci/hqHCL0GUABDcQQ6pyJsUNxu1bZPVOUQz4dJQBtgwo+VjomIiOqPsQ8Owr4NJ3D5dLxp3+QnhsE7wMP6YLnc6jPI4OQAZOXAUBIsG33/AIS3Mma59r6jC5p3boL9G09BX24xQFjJMbbo9Xoc2XYGKXEZaN8nEo2bBaAumjioPfwauWL6rmVW1wW7uNXKmIhu1N4MY9VScyKIH52bgCAHXzjZGSvV+bq6wE4hh8Zg+VoWr/zywfKqEGXzzRnkBhjkwJbLlzCzWyd8cGAXvj8uytOXeaR3N4Q6eSLM0wPdG1tm9Ie5eknb9aw5n4L8IsvzwkdTEnElKxPhHtaJAHEFl7Es6WN4uhsX/Ad6ZqO9RxAyiuyh01kmAcihgEJWtrDV2T4crX3fve6YqIYYqnDyp/S4eorLqmuROGG29dn+2BiVjIw8NQa39DOe+Eu6Fzj8s+m4RHgjxmA9sTnhE4E5fWbjtE9T+BVk4mnvtphmfkDjbkCrscCZlWX7PEKAHrNtjic5uwhTf9iHGLHqsuQkx/vj20plDOuiNu1n4sPELTiZZlzFJbjYueCulnfV6riIqkIpV0KlUKFIZ9kr06C3Q9d3tsLBzk7q+/nqyJbwcrbHgvAPsD96HvopTiLZ4IWftLejc69B/+zJ9gq3uTt13iqkJrTBupRGVouIfowChs2eWS1/3Ira0Hx/4nvoy00i/7zwJ/o36o9tcdss9k9sPrFaxkZERHWDr6sK65/qi81nUpCSU4z+zX2kIFhCZgG+2FpW4q+qCssF/sV9TevW2CLTVjzmQ/2a2rz9tXw17vxxP84l55YtxB3ZCvf1sf0ZW9vGdQzG8qPxFhnMDnZyPNDXOkOLqC4SAXp1ofXJxQEf75BK4o/vGIy3xrSWFoXe0T7IomS+MLZjsGXp/CoKMStnby70/I/A6hXAsd+trguO+hFTH70f/4bIULLeV0n7xr8/BUTw3ozi+O+4t+1YfHfM8vvGpM6NpZO1RETUMLm4O+HLjS9i/6ZTSL2agfZ9I9GkdSPk5RTif68ts4hjiJ/Lh+lkCgUMdnamK4qLLT9ffIO9MP6R2/DnV2WVEF09nXHnnFE2x1OQV4SXJ36B80fKqtRMf3E07nx2JOqifs2bYGRcJNZeOW/aZyeXY3b7SlrWEtUhDnIVslGuhLwBuH31POh1SowKa4l3ewyDs509prVqh9+iLBd63xYeAXeVZUC8KkI8jeXlRea/zsEAQ0lhrN1pV/Hs5vVYF1v2miq1/OIZ7J/+MG72vLl0HLZsTf0LGoNloP5E1n4M8u2Nk1ll72tCS/c+cFDUzYX6dGvgt7Za5qDLw5hwA+6Tr0Xo9seBnR8D7sFAx7tNx3ghF86wVbZEJgXvhVQnT7y04bK0Kt/CxF+ASfOMve2GvQc8tAtw8bM5lv9uvmAK3gs6vQFv/RVVaY/q2iSXyfHDbT/g0Q6Pontgd0xoNgELRi5AmHtYbQ+N6LrsFfYYEzHGan9xpui7qZB6+M7dG4Pvdhp77743pQeutH4U07RvYQ6eQrvug/HCiMqz3ivUbgrgZRmQKM5RICfGEZf+WG7zxGBKruWJvxslThKOam9dHWN4mwBTxlR58Xllq8VLqfVq3N/2fkyJnAI3ezf4OPrgoXYPSe8DRETUsGl0BnQO8ZRK53+xNRqfbToPO6Ucs/reeNBcBP1XlwvwvTeuLX6a0QUze4bixREtsOHJvmjsZTt49+2OaFPwXhBVRj9Yfw5pucWoq36c0UX6vfpE+EiZw8tn90abYMsefkR11V3dLfvHCwazKnKLD8Xh000XpMvvjW+LCZ0awV4hl4L2kzo3wttjjGXsb5SYq4qy9uYCkYFpiu3AkV8AvXVPT+SWVbL6p8Z3su4L2q+5r7SwyKZMy9L9EoMez3R1wAN9wqUFwd7O9niwXxOp6h8RETVs6iINIjuEQGUvxx8frsIvr/2BguwC3P3EEECjkQJeBq1WpMZb39hggExUrpEZt79+3ol18y0rSD7w9iS8u+xpjHloMO55dRy+2/MWQiJLqsKWs+r7bRbBe+H3D9cg8Yp1tZm64ouBI/FGj0HoGxyKcRGt8OeoO9EtwHbPbqK6ZnhgH6t92QUOUGvl0Br0WHklCv85tFXa/3KvAbirVXs4KJXSQpXRES3w8cB/VO8VfZuEoVOjQKkFRWnwvtSyc1EoFO855aQW5FcYgK+q8ZHW8/wO/oFo4mE7ez+jOMXm/jDn7ujtMwXOSk84KlzR2Wskbg8q11aW6hTZLVBCX2b4t6+QG5STkwN3d3dkZ2fDze0WLj1TlAP89ThwRvTjKDdZ8gwDHtwBXD0ARK0A7J3wuXosPj9YbuWUDSPbBuKbuyzLW1fVoE92WJQlLbVoVg+pdx8R3VwanQbfHP8Gqy+thlZvQFJCG6jThkgB/FJNfZ2x9dkBpsviBKXI8lP+26yZgmvIfnMs5NfOoyjTDpkXnaFTy6GRKXDPhPdxTWt5/3f3CLHZp/NG5BVr8drK01hzMlFaJDCibSDeHdcGbg62e5U+tf0pbL1qnFCWEgH7TRM3wU5u+zZUO/jZTsTXV3USvZpfXnEKq44lQFfum4u/mwqrH+uDCyl5WHk8QQrui4Vhv+6Jue79irL38+//Z5k0Y77ZgxNxWVb7v5/eGcNa182SoET1mVhc/vW2aCw5HCe9J2TkW2bNCCK4fegVMZc20uhEs7l/P2/OKdJg/s9f4XhCLprL4jFTuRF+MmMvTDh4AEXl3gvaTAQmllXU+yfE7/jW6igsO5ogtesY0tJfqo7nbat8vrDyUeB4uWoAKjfg2XOAPbOG6hLOm4n4+qpOWo0W3zw7H5t/3w2NyJyXyrcYr3PzdsGXf7+FjOQsbF6wRwqauQf74M9f/ra8k2K1FOQ3F9kxDJ+vf/4fjemVSV/i6I4zVvuf+XIGbpvW6x/dJxFVTLy2VyRsxYakv1GoK8blDAOSrrlDL+rZl3BQKHH2zmelRTqCVq+XbmensJ1kVVUFag3uW7kcB1Ksk7K8XB2QUWSZpDqgcTjmjpzwrx5To9Ph3b078cfZkyjSatEvJAwfDBiGQBfbbatWJvyGnWnrLPYpZXZ4o/U3cFHewvHKejRvzinZ3+P2t6G0u361CK2mCPvXvV4vY9IsoV9bxKTHvLS9ucwY4Oh8oPcTQKRxxdNTIpDXNBF/nUiUsghCvJzw7Q5jZq458Wb7T4nygOUD+CJQ2NiLvTGJqoOdwg5PdX5K2s4n52LY57usjinfc+iflP60yckLRZ6349pfliue7Qw6vN/BCXNOa5FTZFwZ2b6xB5697R9m+5txUSnx3ykdpJOPgq2+9+ae6fwMojKikJxv7HkqWg681uM1Bu+JiG4xIrN9+VHLfnqlRDn93/bF4rlhkejTzMe0v2cTb+k24mO0ub+rzTL72vKrAW5AqJeTzQB+aAXltono3xHt3Z4c0kzakrIL0fN9y3ZKgnlbd+FmlYkXi00fba0B0j6zvrL7Q8Chn4GCkvYU/m2Aoe/868cU8+T3x7fDm3e0lhYvONlf59TNoFeAq/uAayXnCMRi19s/YfCeiOgWs/DDv7Du5+1lO6RzSsYgfk5GHpZ9sR6PfT4TbXo2Nx3SoU8kNv15CBqNFhEtAzH/vVVW96vVWrafuhGB4T7ADlv7bVeIJaJ/RwTlxzcaIm056iJ0/OML6Mvl8CpkclPwXlDKb8682cneDsMim9kM4E9u3hbLo88gpcCYpNrE3RNv9x38rx9TLDp4s+8gvNyrPzR6ndQaoDJD/MfiYu5pJBZdlS7LIMPY4OkM3tdDsipm19fnDHwG8GuDCLKfXl75MRnRVrtGtw+SttIsgN/3xyK3JMBWamyH4H88rMcGRmBvdAbUurJFAJO7NEYjT56IJKpukQGuaNfIHSfjS7J5SkzqUsUSXcV5QNRyIDcFiBgMBJdV4kjJT8Hm2M1QyBUYGjoU3o7Gihqed9+FrJUroc8ue0yHtm0xdPxA9LvDgP1XMuDuaIdOIZ4369esUuC+VIhbCNaMW4OdcTuRr8lH30Z9sSlmE+7ZcA8clA6Y1HwSBof8+4keERHVbauO2w7el7pio4LU0NYB0iYUa3VYcOAq0vMsy9uP7Wi7zGdVPNS/CbacTUGBuuxk5u1tA9AioH6t5iaqjwLdHdE7wht7ojOsertXNbt97ckkJGQVoldTb3QJKyuvKdpgrDuVJJ3kvL1tIPzdSjI6Ot8DHP4ZyDMruenbAuj7LNDnGSB2N2DnDIT0KAmW3BwqZRWzoNyCgEcPABc3AQUZMEQMwR/ntFj5wz7phKz4TjHmX5wrICKi+mHbH3utd4rPpZLgXUK0MUHCXOd+kdIm6PV6KTs/ObZkYVqJgeO7/uMxjXtoMHYuP4y87LK2rR0HtESbHhH/+D6JqGrc7B0wtHFzrL9q2X9+YtM2Vbq9WqvF5qhoxGZkoVNoEHo0LWtrlVlQiPXnLkjft4dGRiDY3fhdeEKLVvj52BEk5OaYjm3s5o5HunTHM917Y39inBR07xbYyCpx7d+wVyik7XpElv2zkR/gbM5x5Gqz0Ny1LWSav3E5dapUKdvDaTy8XMTPRLWPJfRrK4D/fiNAY32y0WTM/4COd0k/ZuarEZ9ZiGb+LhaBr4NXruGl5SdxKS0fjnZyzOwVhhdH/Lt+dmcSczB/f6z0mINa+mFip0aQl09lIKJqkZxdhFdXnsK2c6lStrp4TT89pPn1X4PZCcAvw4DsuLJ9A14GBryAXfG78PT2p6Xe8YKT0gnf3fYdOvp1lC6rY2Nxbd48qGOvwqlLZ3hOnw6Fi0ud/Au/d+A9LDq3yGLfO73fwZiIMbU2JjJiKVCi6sPXF9D13S2V9pZ/bVQr3N8nXPo5u1CDqxkFaOLrDGdV2VrlU/HZmPPnCalvvahmM6VLY/xnbNVOWlQkOjVXyv4Xn9+iN/WUro1vWsYvEVUuI68Yr6+KwsaoZOk78rRujfH88BbXfQ2K2036fh8up5V9FxfvH+J95MDlDNw795BpYY5KKccPM7qgf3Nf44FZccD+/wFp54DgLkCP2VJVq7ro003n8dU2y6SA10e1wn0l75VUe/i5TsTXV3V6oNMLiDufZH2F3hjAv/uVcZj+6njp54K8IiRcTkVQmC+c3cqqr8aeT8JnT/6GC8djobRToP/YLnj68+lQ/It5ruh3v/rn7Ui5moH2fSIxYkZf2FfQTpGIbi6Rhf/mwc1YE3MOCrkcE5u2xStdBkll9CuTV1SMGT8vxbmksuqt4zq1xrvjh+J0UgpmLl6GnCLj93Q7uRyfjhmBES2M1T1S8/Pw8/EjOJuehtY+frivY2f4OtXNtk5pOd8jOfs/Fvv83J6Bv/sztTYmqloJ/Z7Dq15Cf9+G+llCnwH82rL2OeDQj7avU9gDTQfhYttn8HWUPdafTpb6XotM2DfvaIVxHY0ZuSKLaNoP+3ExNc9UVvDdsW0wtVvZSigiqn9En0vxejYvZVSpNc8YM4LM5MqV+HnIU/jt0gpo9Ja9y1p7t8biUYtRn2QXZ2PgkoFWv0u4ezj+GvtXrY2LjHgikqj68PUFfLLxPL7ebl2dSrBTyNA93FvKLt0bnY5VJxJRpNFLC+FeHNECd/cINQX27/7pAE4lGKvOiLVxL9/eEg/0bcJ/vkT1fN4sMnequuj8ww3nbLaim94jFEuPxEnvH+bCfZyx7dn+VZ+X1wGiwkCXd7Ygr9iyWp+fqwoHXxlSa+MiI36uE1Ufvr6ApZ+vw0+vlDvfI7LvZTIo7JRo1T0CI+4bgPMn47F56UEUFaihcrTH3c+MwMTZxgqHRQXFeHXylzi9v6wF1V1zRmH6C3fwny9RPabT66U5bVWz3n/adQifbdptuVNmwAOTwrEl+ShyCrTISXJFYZZxAZCfizN2PvrATSvHXxMMBgPOJXaEVm9ZdUQuc0PL4OOQyyovx0+1G8DvNazqAfy9G+tnAL/+vJoaGtEXr9tDgL0LoHQEwvoa+9QJOjVwYQN8/hyPXcfPScH70hOPzy09ibhrxpJDX269aAreSzfTG/Dm6ijpOCKqv5QKyz5E15VwxGrXI/7e+PniEquAtyD6yuv0/7x/WW3IKs6y+bukFqTWyniIiKjmPDWkmVSy3tVBCXuFHD3CvaTMWEGjM2B3dDqeXHwcfxyONwXfRODqtVWncS7ZWLbvx12XTcH70iSkD9afk7Lniah+z5tvpGLcyfgsm/tFFbrywfvSFh1ZBfXr+3V+sdYqeC+k5RVL5wyIiKjhmvDEcEx/ZRzcvF2gUCrQrk8kHFwdpQC+TqvDqYOX8PFj87B63m4peC8UF6rx87urcPqgcYHbml92WgTvhQUfr0HcRRuZ/URUb4js+xspWX86wbrlhmerDKy/tgsa+zw4ehTBv2UanLyMsarUvHwkZJeVza8PDNBYBe8FvSEHen0l1bOJaggD+LVFrAy5/SPg5QTglSRjr7xywSlPWR7GKCx7F4kv3KLfpnDg8jWruxUnHU7E2T4pQUQNlOi/aeaoSoXjDqoKDw91C4VCXsV+mnVEiGsIGrkYq4+Y6xXUq1bGQ0RENRuge2lES5x6cxjOvzMcg1v6o7hkgWtlRLLRxtMl8+Yrlr2yBa3egMOx1vNpImq4mvm53tDxvq4quDnWrxK/3i4qtA6yzizp3dRHqvJFREQNl1wux90vj8PSq//D2qxfMPjOPijKL2lFpVBAJvpDV9Ajet+Gk9L/T+29YPP6U3stg/pE1LA19fW2uKxQaeEYYAzWm3MPMgbtXVUqKQu/PhEZ9s6qnlb7He3aQ6nwrJUx0Q3QG6q+1VMM4NcFYuVTke3VSW6wflN0LekRFOLtZPM2jb1s768p+vx8FJ6Ogi6nfq24Iqq3+j4LOHiYLqZX0pdMLpPj8Y6Po74RFQne7fMuPFQeFuXz53SZU6vjIiKimv88yC2qejasyNoXQrxsn0gIqeV5syh1fTohG5n5xgwoIqpeD/QNh49LxQtdy3tuaPN6GfT+cEI7qWR+qcZejnh7TOtaHRMREdX8vDk/p7BsR+m5IrHK1QYnV2MZ4sBwX5vXB4T5oDapizWIPnEVWWk830xUE+7s0QFBHmWLQuX2OimMVZ7C3ljl9bE+3eFoV78WvgpBnu/DTlGWNKZU+CPY6+NaHRNVkeEGtnrKeEaLal/LUcDB7y126Q0ybNJ3sdgnvoSPaBMg/Tx7QFPsvJBmKrEvjO0QJPXpqy2Zixcj9eNPpCC+zMEBPrNnw+ehB2ttPES3BN/mwOy9wNHfgNwkdA3tCfuTn0CttwwGtPNph5e6v4Q2Pm1QH3Xy74TNEzfjYPJBOCgc0CWgi7QggYiIbi1DWwfgy23R1z3O3dEOYzoEST8/2K8J1p9OQoG6rIXMoBZ+aNeobGFYTVtxLB5v/nVGan9lr5TjgT7heH64ZVUdIrq5Gnk6Yf2TfbH44FUkZBWic5gn3l59BrlFliXnWwa64u0xbdA1zKte/gnaBLtj9wuDsPdSutSHtEcTL6maCRER3Vp63N4RP72yGHqRfVgauNfpYFAqLVo3OjqrMGRSd+nnMbMGYcsf+5CXVZZU1qZHM3Ts1xK1Ze+64/jy2QXITs+FQinHyHv64+H3Jt9Y+0kiuiHeLk7485E7sezIacSkZ6FDSAD+KFqKTE2uxXGB8iC8M3U8eoeH1stn2MEuApGBu5FXvBcw6ODs0FvKzCeqC2QGQwXL7qpJTk4O3N3dkZ2dDTc367Jut7RdHwO7PgW0hcgzOOBD7VTM1w2VrhJ9PgdG+uH54ZFo4utiusmZxBzM3x+DtFy1dBJycpdGtfbFvOj8BVwZO9ZqJWfI3Llw7mGcBBJRzVh9aTXe3vc2inTG3r59gvvgvwP+CwelcUU10c3Ez3ai6sPXl22/7rmCTzaeR75ZQL6UnUKGfs188dywSLQMLPu+EZ2ah3l7Y5CYVYi+zXwwrXsIVMraaSkTn1mA/h/vsOpH/d3dnTG8ZLEuEdWMjVHJeHbJCVPf+G7hXvh5ZhdT5Tuim4mf60TVh68v2zb+tgvfv7RIysaX2dsZK8GKTamEUmWH9r2bY8ZzIxHZsSz4lhSThpU/bEVyTDra9mqOUff1h4NT1SvY3ExZ6bmY2fFlqMtV4Xr6ixkYeifbKhLVpKPXzuOdM78hV2tc4BPpGoJ3286Cu31ZvIqouj/Xc0r29x7yFpRViHVotUXYs+WNehmTZgZ+XdJvDtD1AeDaZexOdsP5w+loUaiRTuKJbHtbJxhbBbnh/fHtUBfkbt1iswxT7ubNDOAT1bDRTUejX6N+OJ56HP7O/mjhxYw+IiJqOO7tHY6JnRvhclo+rl7Lx6KDcbiWb1zQ+tigCDjZW3/NifBzwX/G1o0qNFvOpFgF70sDiQzgE9WsYa0D0PtlHxy8kiGV16/NyhxEREQ327AZ/dB/QnfEnktAelIW1v32N9ITM9F5YGvc+dxIuLhbt5QKDPPF7Pem1ok/xuGtUVbB+9KsfAbwiWpWJ69ILOz5Bk5mXYKL0hGt3MP4J6DaYzCrLnO94+opBvDrGkdPILgzhgcDwzs3Q32icHG1uV/uyhVYRLXBXeWO/o3788knIqIGSWTHtm/sIW2j2wejPqkos9fVgV/PiGqDi0qJQS38+eQTEVGD5OCsQmTnJogE0HtUJ9Qnzm62syud3RxrfCxEBDgo7NHNu/ZaahDdStgEjW4at1EjIXd3t9gnc3SEx/jxfJaJiIiIiEqILHs/V8sypPYKOaZ1C+FzRERERERUouuQtggI87F4PuQKOW6f2ZfPERHRLUxmqPp2I/Lz8/HTTz+hW7duCAgIQExMjM3jvv76a3Ts2BHh4eGYOnUqYmNj/9ExlWEAn24apZcXQn+bB5cBA6Dw9YFzr54I+eVn2IfwRCQRERERUSlnlRKLH+yB4a0D4Ouqknpuz723K1oG1q9+bERERERE1Ulpp8AHy5/GgPFd4ennhpZdm+CN32ajdfcIPvFERLcyww1sN2D27NnYt28f7rnnHqSkpECr1Vod8/nnn+Oll17CK6+8glWrVqGgoACDBg1CYWHhDR1zPazRSDeVQ2QkGn/3LZ9VIiIiIqJKNPF1wXfTO/M5IiIiIiKqhH9jb7zw/f18joiIyERmMEjb9VTlGHNz586FXC7H/v37bV6v1+vx/vvv47nnnsPEiROlfb/99hv8/f2xcOFC3H///VU6piqYgU9ERERERERERERERERERLcsubzysPm5c+eQmpqK2267zbTPw8NDKrm/a9euKh9TFczAJyIiIiIiIiIiIiIiIiKiuk9fslXlOAA5OTkWu1UqlbTdqISEBOn/IpvenLicmJhY5WOqghn4t4r0aCAzprZHQURERERUp8Vm5CMmPb+2h0FEREREVKclx6Yh7kJSbQ+DiIhu4RL6sipsQuPGjeHu7m7aRIn7f8JQcn9KpWV+vLis0+mqfExVMAO/ocuMBZbOBBKPGS+H9QUmzQWcfWp7ZEREREREdUZqbhEeXXAUh2IypcsdQzzwv7s6IdDdsbaHRkRERERUZ+Rcy8P7M77B0a2npctN24filQWPI7ipZaYhERFRXREXFwc3NzfT5X+SfS/4+vpK/09PT0doaKhpf1paGvz8/Kp8TFUwA7+hWzm7LHgvxPwNrJtTmyMiIiIiIqpzXl5+2hS8F45dzcILy07V6piIiIiIiOqa759fYAreC5dOxOKje7+t1TEREdEtxnADGyAF7823fxrAb9WqFVxcXLB7927TvuLiYhw6dEjqcV/VY6qCAfyGLD8DiN1jvf/salHDoTZGRERERERU56i1emw7l2K1/++Lacgr1tbKmIiIiIiI6qLdKw9Z7Tt36BLSE67VyniIiOgWZDBUfbuJROD/gQcewKefforo6GhoNBq8+uqrkMvlmD59epWPqQqW0G/IlCpAYQ/o1Jb7VS6ATFZboyIiIiIiqlMUchkc7RTIV1v2IlMp5bBTcN5MRERERFTKydURRfnFFk+IXCGHvaM9nyQiIqrXPv/8c3zwwQdS0F3o2bMnFAoFPvvsM9x5553SPnF9Tk4OWrduDZlMhrCwMKxZs8ZUOr+qx1wPM/AbMhGobzfFen+X+2tjNEREREREdTaAf2f3EKv9k7s0hkqpqJUxERERERHVRaMfGmy1b8CkHnDzcqmV8RAR0a1HZqj6diNmzZqF48ePIyoqCklJSTh16pR0edy4caZjRIb9zz//jNzcXCQnJ+PcuXPo06ePxf1U5ZjrYQZ+QzfyU8DZBzi5FFAogY7TgT5P1/aoiIiIiIjqlBeGt4CzSollR+Oh1wPjOwXjicHNantYRERERER1ytTn74DSTon1v+6AukgjBe9nvD6htodFRES3EkMVy+PfYAl9Z2dnaasKe3t7afu3x1SEAfxboYz+kDeNGxERERER2Z42K+R4akhzaSMiIiIiIttED9/Jz46SNiIiIqoeDOATEREREREREREREREREVGdJ9Mbt6ocV18xgE+VyivWYt3JJGQWqDGohR+a+bvyGSMiIiIiKqdIo8O6U0lIySlGv+Y+aB3kzueIiIiIiKgcdbEGe9cdR+rVDLTrE4kWncP5HBERUZ0ooV+XMIBPFYq7VoBJ3+1Dck6RdPmDDefwxqhWuKc3J1VERERERKVSc4ow6ft9iM0okC5/uAF49rbmeHxwMz5JREREREQlcjPz8fyYTxFzNtH0nIx/ZAhmvTWRzxEREVWdoWSrynH1lLy2B0B11383XzAF70sXqoggfnaBplbHRURERERUl/xvxyVT8L7U51svIim7sNbGRERERERU16z4fqtF8F5Y/r8tiLuYXGtjIiIiqosYwKcKHYvLstpXpNHjTFIOnzUiIiIiotJ589VMq+dCpzfgZHw2nyMiIiIiohLnjlyx+VycO3yZzxEREVWZzGCo8lZfMYDfkOk0QGYMoCnLor8RTX1drPYp5DKE+zjfhMEREREREdUNItgu2kcVqnX/6PZN/VyqPJ8mIiIiIqqvDAYDkmNSUZj3z843hzQLsLm/cfPAfzkyIiK6pRgMVd/qKQbwG6rTy4H/tga+aA98Ggkc+P6G7+KJwRFwsldY7JvZMwwB7g43caBERERERLVn27kU9P1wG/p+tB1d392Cb7ZH3/B9PDKgKdwclBb7JnZuhIgKAvtERERERPXN8Z1ncG/r5zCz5bOYEvoofn1j6Q3fx7jZQ+Dh62qxr+ft7dGic/hNHCkREVH9Z3mWiRqGa5eB5bMAvdZ4uSgLWP88ENAWCO1V5btp18gD657oi0UHr+JavhqDW/pjeBvbqySJiIiIiOqbtNxizP79KIq1eulyXrEWH288j0h/Vwxp5V/l+4nwc8X6p/ph4YFYpOQUo19zX4xqyywiIiIiImoY8nMK8dbkz1GQUyhdLi5QY/FHf6FxZCCG3Nmnyvfj39gb32x7Fet+24Xk2Ay07xuJQRO7VePIiYioQTIA0FfxuHqKAfyG6MyqsuC9uc1vAO0mA20mAE5eVbqrMB9nvHR7y+opVZqXj4zvv0Perr+h9PaG1733wKVv32p5LCIiIiKi8jadSTYF7839d8sFxGUWYGS7QPi5Vq36VLCHI+YMa1EtT3KRRodvd1zCpjMpcHdU4p5e4VxYS0REREQ15tDGE6bgvbk/Pl6NnPRc9B3fHb6Nqna+2SvAHXc/P7oaRgloNTos+99m7F5zFA5OKtw+oy8GTuACASKihkZWxf72VTmmrmIAvyFSOlrtitH7Y0eMB3xjl2LI1g+gumc5ENgetSn+scdQsH+/9HOxWMm5bx8a//ADXPpWfdUmEREREdE/5aC0bBdVKioxB1GJZ/DxhnOYd393dA2r2snI6vLU4uPYEJVsurz/8jV8c2cnaYEBEREREVF1Uzna29x/9Xwivn9xIX55fQneXPo0utzWrlb/GF/NWYhNi/aaLp/eH42iAjVGTOf5ZiIiql/ktT0AqgZtxgMqN9PFedqhGKj+FG9q78GjmicxLOdlpK7/sFaf+qKzZ03BexODAdfmzautIRERERHRLWZYmwB4Ods+GSkUaPR4bdVp1Ka4awUWwftSP+2+XCvjISIiIqJbT5eh7eDbyNtyp1wGyOXSptHo8OUTc1GbsjPysHVpufPNAFZ8v7VWxkNERNXIYIwpXn+rv38FBvAbIhc/YPoKIKQXrsk88a72ThjM/tQxhgB8GdOoVoeozbhWwf6MGh8LEREREd2aXFRKLHigO/pE+EBZwTejc0m5MNRiybWMfLXN/el5ooYVEREREVH1s7NX4oN1L6Db8PawUymNwXuZrOwAmQwpV9ORm5lfa3+O3Kx86Gy0x8pMy6mV8RARUTUyGKq+1VMM4DdUjboA963HqYm7oIZ1VtFhtEJtcurUEXJXV6v9LgP618p4iIiIiOjW1DLQDb8/0B0LZ/Wweb1SLoPM/ORkDWsd5AY/V5XV/kGRfrUyHiIiIiK6NTVqFoj/rHgO/zvwrmXwvoRMLoOzu3Vr15oS3MRP2srrNqRNrYyHiIjo32AAv4ELC/CGzEaNiLCgANQmuZMTgj76EHK3slL/zn36wKV/f8Q//gQuDRuOhGefQ/GVK7U6TiIiIiK6NYT7uEiJROVF+LmgNtkp5PhiakeLUv9dwzwxtmMwHlt4FAM/2YHZvx/BuWRmFhERERFR9fMJ8pQy8svza+wDuSipX0vEots539wL7wB3075m7UNwx3398fGs73Ff+zl4Y9J/ceEoW1EREdV7+hvY6inrT1pqUEK9nTGxc2MsPRJv2ueolOHRUT1R21wHDkSznTtQeOwYFN4+ULi64PIdY6DPy5OuV8fGIn//fjRduwYKD4/aHi4RERERNWC+rirc2zscP+++YpF9/+YdrVHbejb1xr6XBuFITCbcHO0Q5OGIIZ/txLWS8vpX0vOxJzodm57ujwB3h9oeLhERERE1YE6ujpg6ZzTmv7vCtE8ul+GRT6ejtkV2CsPcw+/izMFLUDnZI6RZAB7o9CLSE4ztXBOiU3BsRxS+3fcOgiNqN8GNiIj+OZnBIG1VOa6+Ygb+LeDDsKP41GUhRsn34R6Xg1g9wRltG5WtRKxNckdHOPfqBYfI5shattwUvC+ly8hAzLIFtTY+IiIiIrp1tA12h6ejnfSzm4MSr49uhR5NvFEXqJQK9IrwQZtgd6w4lmAK3pfKKdLi+12Xam18RERERHTrCG8VDA9vZxh0ejg62eOe1yegx4gOqAuUdgq0690ckR3D8PeKQ6bgfaniAjUWfvRXrY2PiIhuAoOh6ls9xQB+Q3d5J+Rrn8IE7Rp8bf8V3tR+joj1dwL5GbaP12lreoRlD52ZaXP/on3fYkPMhhofDxERERHdOk7GZ+HpJceRWagxBcTfWXsW8ZkFNo/X6mqvDltmueB9qV/3xGDxwas1Ph4iIiIiunXEnU/EO9O+RGZSFqDToSArH7++9gdiosoqwJrTaXUw1FIAJTsj1+b+LfN34c/P19b4eIiIiKqKAfyG7uQf1vvUecC51Zb7kk8BPw8D/uMNfNYKOPwraprLwIE29x+MAD48+CE0euPJVCIiIiKim23lsUSrhdlqrR5rTyZZ7LuUloe7ftqPiFfWo8s7W/DT3zXfQ3NwS78Kr3t33VkUqGtvUS4RERERNWw7luyTgvLm9Do9ti/eY7Ev5Wo6Xpv4X4zyeRBTmjyJhR+vrvFAfvfh7SGTyayvMBgw942lyE63HeAnIqI6zsAMfKr3ZDigb4Epxa+iS9G3uF/9HM7rG0n7TdQFwPxxQNx+4+WcBGDNU8DFzTU6Upe+feA9axa0JctK1Apg/kA5rgTKkF6YjuS85BodDxERERHdOmyd1yu/X2Tdz/zlIPZEG6tZpecVS1n6q44noCZ1DPHEnGGRNq/LLdLiUmp+jY6HiIiIiG4dUkBcJoNMpYLMyREyBxUgl1tMnEWg/o0pX+DQ5lPSzznX8vDbOyuw9ucdNTrWkBbBmP3J3Tbn+ppiDS6fjK3R8RAR0U1iaPgBfGVtD4CqV3TIJEzfPwRq2EuXt+o74aimOXaEDoD71f3GbPyCDCA/zfrGx+YDzW6r0T+R37PP4Bm/bdBcuYKrvjLkORlnV45KR/g6+dboWIiIiIjo1tEnwgc/775itb97uDeOx2Uhs0AtBfDjMwutjll6OB5jOgSjJj06MAKbopJxIj7bYr9SLkOIl1ONjoWIiIiIbh1dh7XH75+sLQvYKxSQOcjRpnckLh6LQWZKFlRODog5Y73IdePvf2PUA7arsFaXMQ/fhgNrj+LIjrOQiYUGIu4jxqzXoVHzwBodCxERUVUxgN/ALUn2hxqWGThKgwa6eaOB3PPGHfYutm+styyFVFMUPt44obdc/aiQKaCU858rEREREVWPqETLQHip2b8fQWJ2kfSzo73C5jE6fe2s6PZ2UVntU8hlUNmxUxoRERERVY/zx2Oty1fJZPjymflIvZwiXVQ5Wc9TS0vt1wbPQE9T8L60ioDC3h4Ozg61Mh4iIvqX9JaFxis9rp7imZ0GTpTQLO8lu0XwKg3eCyIL31YdoTYTURuis6Kt9uVp8hCbw5JGRERERFQ9cott940vDd4LhWqdzWnzqHa1k7lzMdW6Z2exVl/hYgQiIiIion+rILdsfmwu9WpG2Zy0oNhmXKXPmC618geIOZtotU+n0+PsoUu1Mh4iIvp3ZAZDlbf6igH8Bm54mwCrfQPkx60PtPWP+MwK1IYglyCrfXZyO7gcOo/4x59A3OxHkL12ba2MjYiIiIgapuGtrefNttiaNq8/nYzaEOzhaLVPLgMSMgvx6IKjuPfXg1h6OE7qO0pEREREdDP0vL2DlMF+vWquerXGtPhVzEcNej32rj4Mvb7m0yH9Q7xt7s/NyMH707/Gy6M/xJoft0pBfSIiorqAAfwGrn9zXzxzW3M4lJTRdHNQQu5mK0PIxqTrzCog/SJq2qy2syArN56no0Jx7fFnkbt5M/K2b0fis88h/bvvanxsRERERNQwdQzxxGujWsG5pEy+i0qJEC/rALktu6PTcexqJmraIwMipJL55pr6uuDJP45j7akkbD+fhjl/nsT768/V+NiIiIiIqGEKbRGEJz6fDmc341xZ5WiPRk18gfJtpWQy6LU6GHQ6QATtDQZcOHIFR7dF1fiYJz4xAnb2lu1Zg8J98dF932H7H3txeOMJfPnoz9JGRET1gMFQ9a2eYgD/FvDE4GY48PIQrH2ij/R/j8HPWh/k4G77xtlxqGlDw4biuz5foHe8Mzpc0uPhtTp0Xml90jHj51+gV6trfHxERERE1DDd3yccB14xzpv3vzwYr45sZVUy39PJzuZtE7NslxKtTv2a+2L+fd3gYTami6l5Vt9P5+6NQXahpsbHR0REREQN04gZ/bDgzCf4ZtfrWHj2Ezz22XTIFZahBjcfV5u3TY0rK7VfU1p1j8DH616Ap6+rVAnAoNUh4Xyi1bx549wdSE+4VuPjIyKiG6Q3VH2rpxjAv0W4O9qhdZA7HEVGUYdpwJTfgZBegIMnIFMA2mLrG9k5A8G105cocsdlPDk/Gy8v0WPQSYPNnkn63Fzos9nfk4iIiIhuHpF5L+bN4v9DWwfgl3u6oldTbylILrLdC9WWpUEFO4UMXcM9a+XPEHutAFkFlQfn1Vo90nJtzPeJiIiIiP4hB2cVmrYNgbO7Ezr0b4X3176ArsPawc3bFQqlHEX51gtcRen99v1a1spznno1HddEcF5bUhGgZDzmK3b1egPSGMAnIqI6wLJuDDVsoiT+9veBa5eAxt2BwgygqKTUp7bQ8liFPTDqv4CDW60MtSjqzHWPsY9oCqWvb42Mh4iIiIhuHdvPp+LjDecRnZqHdo3codbpTUFyXbnV20q5DK+PagU/V4daGevphOsvaA1yd0C4j3ONjIeIiIiIbh0nd53FT68swqXjMWjSPhQqRxVyMnKl63RaNSAvC5DL5TLc88ZEBDf1r5WxRh+Pue4xrl4uaNoupEbGQ0RE/4KhiuXx63EJfQbwbxVxB4Gl9wAG4+pCxPxt+zivpkDvJwGdGpDJgeJcQGW73FF1UrVoAaxbV+H1cnd3BL79nxodExERERE1fOeTczFr3mFoSwL1h2Nt97b3c1XhmduaQa0zwFmllErUi6pXNa1lYOULbp3tFfhgQjupegARERER0c2SHJOGl+/4EJpirbG//eHLxvPJ5vQGOLk54KGP74amUA2Vox2y03PhXkF5/erUpG3lgXl7Bzs8/e0DsHewr7ExERHRP2WoYnCeAXyq6/56vCx4Xxm9Ftj0GlBcksnj6AXcvQwI7oSa5DllMrJXroT68mXTPue+feExaZJYvgmXfv0gd2YWERERERHdXC8uO2kK3ldGZOJ/tPECruWrpcuuKiV+mtkF3Zt41+ifZHynYCw+dBWnE3JM+7qGeeKBPuEo0uoxINKvVhYWEBEREVHD9tWTv0Kj0YvUerNsSOvjdBod5r+1BOkJxoWxKkd7vLroSXQb3qFGx9tnXFe0+SESp/ecN+1r1ikc054fjaL8YnQZ2g7uPrVTjZaIiG6QgRn4VN+dXApseRPIia/a8ZrCsuC9UHgNWDcHmLUV1c2g0eDab78he+NmFDs4wufhR6DIy4b6SgzsmzSBfVgoHNu0gcK15ldoEhEREVHDtjEqGe+vO4uYjIIqHS/63ifnlPWVzy3W4uUVp7D12QGobqI35/z9sVh1PEH6znpX91CI/PpzyblSqfymvs5oHeQOT2dmDxERERHRzXVk80n88OJCxJxNsOgfL/1sIxvSzdsFaXHppsvFhWp88ehP+O38F1AoFdX+51n/8zZs/n0X1Fo9Bk/tjeH3DkD00SsICPdFSItgNG0XCg8/Bu6JiKhuYQn9huzKLmD5rMpLRPi1BlKjAIUKaDsROL7A+piEw4C2GFCqqnW4Sa+9LmXdl0o/uB+XHn4BnYqKkPL228YJoL09/F98EV53TpOOMej1yFmzBnk7dkLh7Q3PqVOgatq0WsdJRERERA3LqfhsPLLgqFV/e3NtAl1xOilX6nk/pkMQlh1NsDrmUlo+0nKL4etavfPm/6w9g1/3lPXwPBaXheGt/dHIyxFvrY4SlUqlcT43tDkeHhBhOm7tySRsOpMMVwcl7uwWilZBPFFJRERERFUXfzEJb0z4FBq1FlDYCL7LgOadwnHhyBXIFXL0HtMFhzceszpMZOMnXk5B4+ZB1fr0//b2Uvz+8VrIPd0hUygQ/dF6dOgWhradwvDjK4uh0+qlcU5+ZiTufXOS6Xb71x/HrhWHoHKww/CZ/RDZuUm1jpOIiG6Q3lC18vhVqLBYVzGA35Ad+/36/4DHfw84+QAqF0DpCFzYABRkWB7jGgQoqjd7R5Oaiqy//pIyh8y5zP0e2UVZZTvUaimY79K7F+xDQ5H8xhvIWvqn6eqspUsROn8+HNu2qdbxEhEREVHD8eeRuEqD98Kro1ujia8zHOwUcHOww4Er1xCfWWhxjChVX93l6nOLNPh9f6zV/g1RKRaXRRuADzacR59mvmgT7I731p3FD7vK2lMtORSPufd1Ra+mPtU6XiIiIiJqOLYu2G0M3ldi2gtj0Kp7BBR2Srh6OmN2t5dw+eRVi2NEGX2vAI9qHatWo8XyrzZA7u0JWUmlAJlcjhOHr+LY1tNiwizt0+v0WPzxarTr2wKdB7fFoo9XY947K0z3s/H33Xh9wWPoMaJmS/4TEVElRMvwqrQNr8oxdVRJgxpqkHTGfpyVykkC3AIBlSugUAJ9n7M+pv/zluWQqoEuIwMyvfULybuorJenuczFi6GOj0fWn8ss9huKipDxw/fVNk4iIiIianjUuuuvyE7JKYKfq4MUvBeeHNzM6phHBjSFvbJ6v2JlFWigqcJ4S/2y+woy8orx654rFvvVOj2+2hpdDSMkIiIiooZKozEL3pdfACv1IwYyEjPh4ecuBe+Fu14ebwqglxr3+Ag4uzlV61hFX/tCjcHqsQWZyjpZbeX/Nkm3WfL5Oov9IsA//72yqrFEREQ1gRn4DVmbCUBU2WpBKzI5ENLdcl/PRwCvcODEYkCuADrcCUQMqfahqpo1Q5GHNxyyLLP/NQollDYWIujz86GOjbXZV6n4iuXJSSIiIiKiyoxuH4hFBy2zgsrr2cTb4vKkLo0R4O6ApYfjodXrMbZDMIa2Dqj2J7qxlxN8XOyRnleFxboACtQ6qVKAraD/5fS8ahghERERETVU/Sf2wJ+frYVBCtbrAb1cKpsvKZludhpsWRm1z9iu+Hjzq1Iv+qJCNfqN744Bk3tW+1hdPJwRGO6HlCwb82Yb62GL84uRkZyFwrxiq+vio5OraZRERPSPGMTnUBWSG6pyTB3FDPyGrOVoYPAbgJ2L7eubDgIc3K33R44AJs8DJv5SI8F7QaZUwuvd95Br72jal+AJpLnZ/ifqMXEiHFu3hkxl3V/UqVPnah0rERERETUsooz8W3e0lnrD29IpxAN+bg5W+/s288WX0zrif3d1rpHgfanPJnewaj1VkSldG6G5vyvcbPxuXcK8bvrYiIiIiKjhatYxHE9/NwvuPq4WWffGzYDQlkEIjrCeF7ft0wLP//oIXl/8VI0E70u98MMsyMpH6w0GGAoKrfYNvqs3AkJ94B1oXdq/dQ/r6ltERFSL9Iaqb/UUA/gNXd9ngOcvAZEjLfc7+wGjv0BdEjq4H759sxPemyzHwv5yBGQBIZlFVse5jRoFx3btoPDwgN8LluX97Ro3hs+jj9TwyImIiIiovpvZKwyHXx2CcR2DLfa7OSrx8aT2qEv6NfdF/+bX710/INIXA1v4w9FegTfvaA2FvGzeHODmgDlDI6t5pERERETU0Ayb2R8Lr3yN0Q/dZozcl/QhdnC2x/O/zEZd0rJrU/TtFwF9QSEMOj0MxcXQpaZLbVgh2rmWZHC26dkMt93VFwqlAo9+cjfs7MsWv4rFCrPemVKrvwcREd16WEL/VmDnAEz5HTi7Cri8E/BoDHScAbj4oq7IUecgITcBR3IPwtBUjunbtFCUWxgjsu0bffUlXPr1M+3zuvNOuPTujbxdf0Pp7QWXwYMht5GVT0RERER0PSqlAp9Nbo8RbQKw80Ia/N0cMKVrY+n/dUVesRbJ2YX4+2J6hcco5TJ8MbUDbm8baNo3vlMjdG/ija1nU+DmYIdhrQOkwD4RERER0Y1S2inx2Bf3oMeoTti/5ghcvVylwH5AWN0531yYX4Ss1BzsWbYP+iJN2RUicC+WHuj1kCvkeOb7hzBkej/I5cZcx16jOmHuyQ+xb+1xqJzs0Xt0Jzi5llWNJSKiOsDQ8EvoM4B/qxATkNbjjFsdotVr8d6B97AyeiU0eo2x3JIMCLZxPlKskFQ1b2613z40FF7TQ2tmwERERETUoMlkMqkcfk2WxK8K0Wf03bVnMX9/LIq1xpOOFdHqDWjm7yr9LuaCPRwxo2dYNY+UiIiIiG4VXW5rJ211zbw3l+DPz9agKL9YKt5qPi82iPPkIoiv10Ov1yO4WQAUCstCxd6Bnhj1wMBaGDkREVWJoYrB+fobv2cJfapd86LmYemFpcbgvVAylzrfyPpYu6AgKP38anaARERERER1wMKDV/HT7ivXDd4LXs72CPV2qpFxERERERHVJTv+2Ivf/7NMCt5Lyi1qlYL5JfscnFUIb9O4NoZJRERUKculZUQ1bEPMBpv7fxoqR4F92WWZnR38X30FspJSRkREREREt5LVJxKrdJzoc//6qFZSOwAiIiIiolsxgF8VIpD/4Mcz4OzuXO1jIiKiaiqhb6jCVk+xhD7VKpXCdr/6+zfpodQaf/a69154zZgOu8CyHp5ERERERLcSB7vrB+Tv7hGCB/s2RQiz74mIiIjoFmXnYGfViqp8a6mhM/pj6otj0TgyuIZHR0REN4VeVCfUV/G4+onpzFSrJjSbYLUvPFWGVvGAg4sbAt58E/4vPM/gPRERERHd0qZ2DbHaJy85D+miUuLl21vgnbFtGbwnIiIiolva7Q8MtgzYGwBZycRZ5WiPu1+dgDm/PsrgPRFRfWZgBj5RtRrbdAyS16zAUsUx5Dga0DnOHs/3eAmN1nSEXaNGkDs48C9ARERERLe84W0C0L+5L3ZeSJOeCzuFDHOGRWJgpB+CPBzhrGJxNSIiIiKijoPaoN+kHvh72QEp+16hlEvZ9gMm9YJPIy84uznxSSIiojqPZ3moVmUuXYoB3x/CANOeQmhWvw/l9m0M3hMRERERlVhzMtEUvBc0OgM+2nAeo9sHMXhPRERERFTiyJaT2PXnftPzodPqsfDdFRg4uTeD90REDYWhiv3tq3JMHcUAPtW4XHUujqUeg1+KGnjvfavrDYWFyPt7N9xHj+Jfh4iIiIhuWfnFWhyMuQaNTo8Xl52yul6rN2DLmRRM7xlWK+MjIiIiIqoLiguLcXLXWWg1Onz6wHdW14tM/D2rDiKk5bhaGR8REd1kehGYN1TxuPqJAXyqUeuvrMcbe99AobYQ78zTonmx7ePkri78yxARERHRLWvr2RQ8tfg4cou1lR7n6mBXY2MiIiIiIqprTuyIwlsTP0HutTxAJoNMLrd5HEvnExFRfcIAPtWY7OJsvL7ndRTpiuBcaEDzxAr+UYY0hkufPvzLEBEREdEtqVCtwzNLTlw3eO/rYo9hrQNqbFxERERERHWJTqvDB9O/NAbvBZnM5nHO7k4YMKVXzQ6OiIiqjcGgl7aqHFdfMYBPNeZw8mEpeC+o7YBCe8BRbXmMzN4eob/+CpmS/zSJiIiI6NZ0LC4T2YWaSo9RyGWYf393ONoramxcRERERER1yZVTV5GecK3SY0RM/+2Vz8PN27XGxkVERNXMYKhaeXxxXD1lu54MUTXwdvQ2/axRyrChs/WKSJ9HH4V9cDCffyIiIiK6Zfm5qq57zAN9w9Ei0K1GxkNEREREVBd5+LlBLpdVGqgZcf9gtO3TomYHRkRE9C8xzZlqTAe/Dujk1wlHU49Klxf1lyPbVYYZ8WFwVrnCffw4eE6axL8IEREREd3SIvxcMaiFH7adSy233wXOKiXGdQjCzF5htTY+IiIiIqK6wCfYGwOn9cHWBX8bdxgMMOj1CGnZCA7ODug/uScmPHl7bQ+TiIhuNoNYsNWwM/AZwKca9c3gb/Dz6Z+xJ2EP/J39MXnEPWjt35l/BSIiIiIiM/+7qxO+23lJCuJ7Odvjvt7h6Nfcl88REREREZGZZ3+ejbDWjbF7xQE4ezhjzKPD0euOrnyOiIgaMr0ekFWhv72hCsfUUTKDoWaXH+Tk5MDd3R3Z2dlwc2PJRyIiovqOn+1EfH0RERER581EtYnfS4mIiBr+53pOyf7BrndBKbO/7v1oDWpszV1QL2PSzMAnIiIiIiIiIiIiIiIiIqK6z8AS+kRERERERERERERERERERLXOoNfDUIUS+oZ6XEKfGfhERERERERERERERERERFT3GRp+Br68tgdAREREREREREREREREREREzMAnIiIiIiIiIiIiIiIiIqL6QG8AZA07A58l9ImIiIiIiIiIiIiIiIiIqO4ziMC8vkEH8FlCn4iIiIiIiIiIiIiIiIiIqA5gBj4REREREREREREREREREdV5Br0BhiqU0DfU4wx8BvCJiIiIiIiIiIiIiIiIiKjuM+irWEK/CsfUUSyhT0REREREREREREREREREVAcwA5+IiIiIiIiIiIiIiIiIiOo8A0voExERERERERERERERERER1QGGhl9Cv8Yz8A0Gg/T/nJycmn5oIiIiqgaln+mln/FEdPNw7kxERNRwcN5MVH04byYiIrp15s1aaIAqnIqWjqunajyAn5ubK/2/cePGNf3QREREVM2f8e7u7nyOiW7y60rg3JmIiKjh4LyZqHpeVwLnzURERA133mxvb4+AgADsTl5X5fsQx4vb1TcyQw2ny+n1eiQmJsLV1RUymawmH5qIiIiqgZhKiMlUUFAQ5HI5n2Oim4hzZyIiooaD82ai6sN5MxER0a0xby4qKoJara7yfYngvYODA+qbGg/gExERERERERERERERERERkTWmyREREREREREREREREREREdUBDOATERERERERERERERERERHVAcraHgAR1a5Tp04hJiYGo0ePtuojsnLlSvTr10/qMxIbG4t9+/bB19cXgwcPtjg2Ly8Pa9askXqRTJ482eoxNm3ahIKCAowdO9bqutL7FcTt/f390b59e3h4eFgcl5GRgW3btiEkJATdu3e/Sb89EREREVHVnD9/HlFRURg/frxVz90lS5agZ8+eCA0NRWJiInbt2gV3d3eMGDHC4tji4mKsWLFC+nnixIlQKi2/km/fvh3p6emYNGmS1eOX3q8gk8ng5+eHdu3awdvb2+K47OxsbNmyRZpX9+nTh39eIiIiIqpRly9fxsGDBzF16lSr65YuXYoOHTqgWbNm0rxXzFudnJxwxx13WM2xxbGiA/SYMWPg6Ohocf2ePXsQHx8vzakVCoXFdaX3Wzpv9vHxQdu2baX5c/lz2ps3b5bm7YMGDbqJzwAR0b8nM4h3QCK6Zb366qv4/fffpSC+ueTkZAQGBmL16tUYNWqUdMz06dOlyVJSUpI0sSn17bff4pFHHpEmS1qt1uJ+0tLSEBwcDI1Gg9OnT6N169YW15feb2ng/+LFi7h06RK+++47TJs2TZpwPfvss9JkSq1WS2OZO3dutT4nRERERETlffLJJ3jnnXeQlZVltfBVzJHnz5+Pu+++W1rYKhbHiuC8WKwqFsOWWrRoEe68807p59zcXLi4uFicQBTzb/H/3bt3o3fv3haPU3q/48aNg729Pa5cuSLNrz///HPMmjVLuj8xbxbHiROePXr0kBbkEhERERHVpJ9++kman9oKPTk4OEjz6scee0ya8/bt21cKsp89exaRkZGm49avX4/bb79d+jkuLg6NGjUyXSfOM4vzzeK8s5j7jhw50uIxSu9X7BfzbXH7I0eO4L333sMzzzwjLaoV8+bly5dLjy0WE+zYsaNanxMiohvFEvpEVGUiQN+xY0csXLjQYv/PP/+M/v3727zNvHnz0LJlSwwdOlSavFVkwYIF+OOPP3D06FHMmDEDDzzwgJS1n5+fL62AFEF9sTqTiIiIiKg+6NWrlzQXruq8efHixVJ2kMgiqmze/MMPP0jHHjhwQDoBKU5+ipOXhYWF6NKli7Qglpn3RERERFRfiGD7L7/8UuV586pVq6T/33PPPZXOm8VCVzFvFtn67777LubMmSNVBxALAFq0aCEtGihfMYuIqK5gAJ+Ibsj9998vTaBKnThxAhcuXLBZ5lMQxz744IPSJrKSRBb99YhS+yJ4L04+ijKkM2fOtCqTRERERERU1+fN5iciRca8OHkosvRtEScfxSLWhx9+WCoXmpOTU6V5s5hfnzlzRioJKubczs7ON/X3ICIiIiKq7nnzb7/9ZqrsWppZf++991Y4bxbnix9//HHpuJSUlCrNm0WVKtFOVmTli0Ww5hVmiYjqGgbwieiGiFL3ov/nyZMnpcs//vij1M/I1olCcYJSlA296667pD5GdnZ2VSrjKQL3gighSkRERERUH4ly9yIIX9q3XixsFftEln15UVFRUllPcZJSVJ8S82CRLXQ9nDcTERERUX03cOBAODk5Yd26ddJlUcWqX79+UmJXeaIcvuhvLxa+durUCe3atbOqemUL581EVN8wgE9EN0SsUJwyZYp0AlL0+xTl9MUqyYpWQ4qAv4eHhxS8r6ys0ZIlS6SeoP/5z3/w4osvSseKLCIiIiIiovpIzH+nT58uzZt1Oh3mzp1b6bxZ9OgMCgqS+nCKE5IVzZtXrFghBfc/+H979xNiUxsGAPz9EKKxUEphGtFIEhsjRdkYs5DCQllYKBHFQhZYmClqUhZIYWPDQsmCxt9EWVBWU5OFZIEFCkmSpPl63jrTvXfO1fhi5vj8fnXi3nvu7V4LPb3Pv97e3HUU3UTt7e2/+dcAAMDvEfFvFLIWU1/jz2Zxc0y4inVRCxYsyI9jAlXttNhafX19OW4+fvx42rZtWy4UiJVTAH+CCWP9BYCxD5AGBweHPV88F683igAquoeiwjEOGZcvX553BtX69OlTHv25a9euoe6hGEsUFZLRld9YQRm7i8aNG5eT9nFYuWnTpl/8SwEAYPTj5jgkXLt2bY5116xZk65evVp3T4zAv3DhQi58LeLmWB/1+PHjPOJz8eLFdfffuHEjTZo0KXfyx17PmIYFAABVUcTFESc3xshlz4Vo5jpy5Ei6fPlyevv2bS5Sffjw4bD3nj9/Pifii7g5Yuzorn/w4EFatWpV3f137txJLS0tafr06eno0aN5lVXcD/AnkMCHv9zMmTPzXqFGESg1G2O/YsWKnGjft29fOnz4cOnnRjf9tGnT0osXL/JVmDdvXq6U7Onpqbv/4sWLacIE/yUBAFDduDlG4n/9+jUn0EcSNy9cuDAtWbIkF7Xu3bu39MAwVkzFYeS7d+/q1k3Fe6Ow9cSJE3X3nzt3rnQMPwAAVCVuDnHmXDth9ePHj7l4tSxunj17dl4lFZOoYr99bbxdm5D/8OFD+vLlS13cHE1mETc3JvCj2HX+/Pm/+NcBjA7ZMvjLdXR05KAndnPGbqHCrVu3cgK+GEfUqLu7O125ciVXLpaJoClGGMV9taJKMpL+cal4BADgTxGd9BG/Rpy8fv36oefj8eTJk4d1yhcOHjyYO+xjbGezuDli6jhgbByVHweYx44dKz3ABACAKlq6dGleJ3Xz5s20devWurg5Grhid32Z/fv3p7Nnz6YdO3Y0jZs3bNiQV1PVunfvXlq3bl06efJkngAL8H8ggQ9/uWXLluWgKEbWxw7NOXPmpP7+/tzZc+rUqTR16tTS98WIz7jKxKjPGPkZn9EoRu9v37493b59O3V1dY3oOxYjkd68eZO+ffuWH8f3is8CAIDREIWtcagYh5B79uxJc+fOzWukTp8+nUdyzpgxo/R9cZgYV5lYLXX37t2c5G8UY/ej0DYS+SMdkx8FttHV9OrVq/T9+/ccN0+cODFt3LjxJ38tAAD8N7NmzcrTV3fv3p3j5fb29vTs2bN81nzo0KHU1tZW+r4YjR9XmZhWFStYL126NOy1aEqLFVQxEXbnzp0j+o7Xrl1Lnz9/Ts+fP88TtYrzZ+upgKqQwAfSmTNncvViVCvGvqDW1tb06NGjPH6oEIHV5s2bm/5rxQFm8frTp09zt1BUWzaKcZ9x8Pny5cu6z/1RN34xEmnRokVDj+OAVAIfAIDR1Nvbm4tQY3xnTLCK4tf79+/notjaA8uIb6PrqEyMBy1ef/LkSdqyZcuwcZ9hypQp6cCBA+n169d1n/ujbvy+vr58EFkcikbcHIWvEvgAAIymiGNXr16drl+/nuPmiGXj7ytXrhy6J853I76NuLdMjN8vXh8YGMgxbWdn57D7xo8fnwti379/X/e5LS0tTb9fNJcVI/7jKs6fJfCBqvhnMJbtAQAAAAAAAABjqnnLKwAAAAAAAAAwaiTwAQAAAAAAAKACJPABAAAAAAAAoAIk8AEAAAAAAACgAiTwAQAAAAAAAKACJPABAAAAAAAAoAIk8AEAAAAAAACgAiTwAQAAAAAAAKACJPABAAAAAAAAoAIk8AEAAAAAAACgAiTwAQAAAAAAAKACJPABAAAAAAAAII29fwHhi38aSbZ39gAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for model in (\"openphenom\", \"cp_measure\"):\n", + " wells = blocks[model]\n", + " for rep in (\"X_tvn\", \"X_harmony\"):\n", + " sc.pp.neighbors(wells, use_rep=rep)\n", + " sc.tl.umap(wells)\n", + " sc.pl.umap(\n", + " wells,\n", + " color=[\"Metadata_Source\", \"Metadata_Control\", \"Metadata_CellCount\"],\n", + " wspace=0.3,\n", + " title=[f\"{model} {rep}: source\", f\"{model} {rep}: control\", f\"{model} {rep}: cell count\"],\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "ac0c4ee2", + "metadata": {}, + "source": [ + "Under TVN each source still throws off its own arm; under Harmony they interleave, which is what the\n", + "source-variance table already said. The difference between the two feature blocks is visible in the same\n", + "panels, and so is the cell-count gradient the previous section measured.\n", + "\n", + "The detached island in the openphenom TVN panel is worth chasing rather than explaining away, and the third\n", + "panel already says what it is." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "6fdbf7f3", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-21T12:45:36.765275Z", + "iopub.status.busy": "2026-09-21T12:45:36.765154Z", + "iopub.status.idle": "2026-09-21T12:45:37.301263Z", + "shell.execute_reply": "2026-09-21T12:45:37.300751Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'wells in the emptiest cluster': 14,\n", + " 'sources': {'source_4': 14},\n", + " 'controls among them': 0,\n", + " 'median cell count': 11.5,\n", + " 'median elsewhere': 252.0}" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "wells = blocks[\"openphenom\"]\n", + "sc.pp.neighbors(wells, use_rep=\"X_tvn\")\n", + "sc.tl.leiden(wells, key_added=\"tvn_cluster\", flavor=\"igraph\", n_iterations=2, directed=False)\n", + "\n", + "medians = wells.obs.groupby(\"tvn_cluster\", observed=True)[\"Metadata_CellCount\"].median()\n", + "island = wells.obs[wells.obs[\"tvn_cluster\"] == medians.idxmin()]\n", + "{\n", + " \"wells in the emptiest cluster\": len(island),\n", + " \"sources\": island[\"Metadata_Source\"].value_counts()[lambda counts: counts > 0].to_dict(),\n", + " \"controls among them\": int(island[\"Metadata_Control\"].sum()),\n", + " \"median cell count\": float(island[\"Metadata_CellCount\"].median()),\n", + " \"median elsewhere\": float(wells.obs[\"Metadata_CellCount\"].drop(island.index).median()),\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "770f82c7", + "metadata": {}, + "source": [ + "Clustering the same graph names it: a handful of wells, all from one laboratory, none of them controls, with\n", + "a median cell count in the low teens against a couple of hundred everywhere else. They are nearly empty\n", + "wells, and a profile averaged over a dozen cells is mostly noise. A correction cannot fix that, and no\n", + "aggregate in the tables above would have shown it to you. This is the argument for looking at the embedding\n", + "as well as the summary.\n", + "\n", + "## Summary\n", + "\n", + "- An embedding is a feature matrix. Normalization, distances, hit calling, consensus and every metric work on\n", + " it unchanged; `io.stamp` brings one you produced yourself onto the API surface. Cast it to float32 and join\n", + " on the index, not on position.\n", + "- `var` carries no compartment or channel, so feature families, feature sets and the blocklist have nothing\n", + " to key on. That is the embedding declining to answer, not missing data — and it is recoverable, because a\n", + " block of named features on the same wells will name the embedding's axes for you.\n", + "- Normalize per plate against the controls as usual. **Select features on a CellProfiler block and not on an\n", + " embedding**, and say so: the standard pycytominer selection plus `drop_outliers` is what keeps a handful of\n", + " unbounded moments from becoming the whole representation.\n", + "- Keep an untrained model in the comparison. It is the cheapest check that the pipeline measures anything,\n", + " and on this page it caught a chance baseline that was wrong.\n", + "- **Measure chance rather than assuming it.** The shuffled-annotation level is a property of each\n", + " representation, not a constant.\n", + "- The alignments disagree, and neither dominates. Decide which the screen needs, measure both, and look at\n", + " the embedding as well as the table.\n", + "\n", + "Next: back to [8. Trustworthy features and experimental design](08_trustworthy_features_and_design.ipynb) for\n", + "the rest of the benchmarking vocabulary, or [4. Correcting and evaluating](04_correcting_and_evaluating.ipynb)\n", + "for the batch-correction methods this page compared TVN against." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/tutorials/index.md b/docs/tutorials/index.md index edf8878..e5b0bfe 100644 --- a/docs/tutorials/index.md +++ b/docs/tutorials/index.md @@ -17,4 +17,5 @@ reading_plates 09_scaling_and_sites 10_differential_features 11_dose_response +12_learned_embeddings ``` diff --git a/src/mantispy/_core/features.py b/src/mantispy/_core/features.py index 6cbf3f7..71cfaad 100644 --- a/src/mantispy/_core/features.py +++ b/src/mantispy/_core/features.py @@ -3,10 +3,16 @@ This is the only module that parses feature names. Its output populates ``adata.var``, and nothing downstream re-parses names. -The grammar handled here is:: +Two grammars are handled. CellProfiler's:: [_]_[_...][_][_] +and cp_measure's, which separates its tokens with slashes, names the channel by index and glues the group to the feature in camel case:: + + _//[_][_] + +A name is read as cp_measure's only when it matches that shape in full, which a CellProfiler name cannot because CellProfiler never emits a ``/``. + Columns that are not measurements (object numbers, parent/child links, locations, file names, metadata) get ``is_feature = False`` so callers can route them somewhere other than ``X``. """ @@ -122,6 +128,13 @@ def canonical_channel(channel: str | None, aliases: dict[str, str] | None = None _RADIAL_BIN_RE = re.compile(r"^\d+of\d+$") _NUMERIC_RE = re.compile(r"^-?\d+(\.\d+)?$") +#: ``cell_0/max/textureContrast_3_03_256``: object, channel index, per-object aggregation, then the group glued to the +#: feature in camel case. CellProfiler separates every token with an underscore and never emits a ``/``, so a name has +#: to match this whole shape before it is read this way. +_CP_MEASURE_RE = re.compile( + r"^(?P[a-z]+)_(?P\d+)/(?P[a-z]+)/(?P[a-z_]+)(?P[A-Z].*)$" +) + def _is_numeric(token: str) -> bool: return bool(_NUMERIC_RE.match(token)) @@ -155,6 +168,52 @@ def _split_object(tokens: list[str]) -> tuple[str | None, str, list[str]]: return None, tokens[0], tokens[1:] +def _read_suffixes(row: dict, rest: list[str], group: str) -> None: + """Move the radial bin and the numeric suffix of ``rest`` into their own columns, leaving the feature name.""" + radial = [token for token in rest if _RADIAL_BIN_RE.match(token)] + if radial: + row["radial_bin"] = radial[0] + rest = [token for token in rest if token not in radial] + + numeric = [token for token in rest if _is_numeric(token)] + if numeric: + # Keep the full numeric suffix: Zernike_2_0 and Zernike_2_2 must stay distinct. + row["params"] = "_".join(numeric) + rest = [token for token in rest if not _is_numeric(token)] + if group.lower() == "texture": + for key, value in zip(("scale", "angle", "gray_levels"), numeric, strict=False): + row[key] = float(value) + else: + row["scale"] = float(numeric[0]) + + row["feature"] = "_".join(rest) if rest else group + row["is_feature"] = True + + +def _parse_cp_measure(name: str) -> dict: + """Annotate one ``cp_measure`` name, whose channel is an index rather than the stain's name. + + cp_measure is handed one channel at a time and numbers them in the order it was given them, so the index is all + the name carries. It is kept as the channel rather than resolved to a stain, because the mapping lives in the + acquisition metadata and guessing it would put a wrong stain on every intensity feature in the screen. + """ + row: dict = dict.fromkeys(COLUMNS) + match = _CP_MEASURE_RE.match(name) + if match is None: + # The grammar was chosen from the file as a whole, so a name that does not fit it is a mixed or + # hand-edited file rather than a name to guess at. + row["is_feature"] = False + return row + + # A group ending in "_" means the name separated it from the feature, as in "sizeshape_Solidity". + group = match["group"].rstrip("_") + row["object"] = match["object"] + row["feature_group"] = group + row["channel"] = match["channel"] + _read_suffixes(row, match["feature"].split("_"), group) + return row + + def _parse_one(name: str, channels: frozenset[str]) -> dict: row: dict = dict.fromkeys(COLUMNS) row["is_feature"] = False @@ -179,30 +238,15 @@ def _parse_one(name: str, channels: frozenset[str]) -> dict: row["channel"] = "|".join(found_channels) rest = [token for token in rest if token not in channels] - radial = [token for token in rest if _RADIAL_BIN_RE.match(token)] - if radial: - row["radial_bin"] = radial[0] - rest = [token for token in rest if token not in radial] - - numeric = [token for token in rest if _is_numeric(token)] - if numeric: - # Keep the full numeric suffix: Zernike_2_0 and Zernike_2_2 must stay distinct. - row["params"] = "_".join(numeric) - rest = [token for token in rest if not _is_numeric(token)] - if group == "Texture": - for key, value in zip(("scale", "angle", "gray_levels"), numeric, strict=False): - row[key] = float(value) - else: - row["scale"] = float(numeric[0]) - - row["feature"] = "_".join(rest) if rest else group - row["is_feature"] = True + _read_suffixes(row, rest, group) return row def parse_feature_names(names: Sequence[str], channels: Sequence[str] | None = None) -> pd.DataFrame: """Parse ``names`` into a table of feature annotations indexed by name. + Which grammar to read is decided once, from ``names`` as a whole, because it is a property of the file that wrote them rather than of any one column. + Args: names: Column names from a CellProfiler or cp_measure table. channels: The channel vocabulary. @@ -213,12 +257,13 @@ def parse_feature_names(names: Sequence[str], channels: Sequence[str] | None = N Text columns are ``category`` dtype (so they survive an h5ad round trip even when they are entirely missing) and ``is_feature`` is ``bool``. """ names = list(names) - channel_set = frozenset(channels if channels is not None else _infer_channels(names)) - parsed = pd.DataFrame( - [_parse_one(name, channel_set) for name in names], - index=pd.Index(names), - columns=COLUMNS, - ) + if any(_CP_MEASURE_RE.match(str(name)) for name in names): + # cp_measure names their own channel by index, so there is no vocabulary to infer or to be given. + rows = [_parse_cp_measure(str(name)) for name in names] + else: + channel_set = frozenset(channels if channels is not None else _infer_channels(names)) + rows = [_parse_one(str(name), channel_set) for name in names] + parsed = pd.DataFrame(rows, index=pd.Index(names), columns=COLUMNS) for column in _TEXT_COLUMNS: parsed[column] = parsed[column].astype("category") for column in _FLOAT_COLUMNS: diff --git a/src/mantispy/ds/__init__.py b/src/mantispy/ds/__init__.py index b25621d..e8d5617 100644 --- a/src/mantispy/ds/__init__.py +++ b/src/mantispy/ds/__init__.py @@ -2,6 +2,7 @@ from mantispy.ds._blobs import blobs from mantispy.ds._datasets import ( + JUMP_LITE_MODELS, agnp, amish, bbbc021, @@ -9,6 +10,8 @@ jump_cells, jump_crispr, jump_export, + jump_lite, + jump_lite_targets, jump_plate, jump_target2, luad, @@ -29,7 +32,10 @@ "blobs", "chroma", "jump_cells", + "JUMP_LITE_MODELS", "jump_crispr", + "jump_lite", + "jump_lite_targets", "jump_export", "jump_plate", "jump_target2", diff --git a/src/mantispy/ds/_datasets.py b/src/mantispy/ds/_datasets.py index 3e90de7..740d6d1 100644 --- a/src/mantispy/ds/_datasets.py +++ b/src/mantispy/ds/_datasets.py @@ -15,6 +15,7 @@ import pandas as pd from scverse_misc.datasets import fetch, parse_registry, register_loader +from mantispy._core.features import empty_annotation from mantispy._core.frames import as_frame from mantispy._core.logging import get_logger, report_drop from mantispy._core.schema import SCHEMA_VERSION, stamp @@ -578,6 +579,109 @@ def miami(cache_dir: str | Path | None = None, **kwargs: Any) -> AnnData: return _profiles("miami", cache_dir, **kwargs) +#: The feature sets JUMP-Lite publishes for one set of wells: five learned embeddings, and the +#: CellProfiler-equivalent measurements of ``cp_measure`` for comparison on the same rows. +JUMP_LITE_MODELS = ("openphenom", "dinov2", "dinov2_random", "subcell", "morphem", "cp_measure") + + +def jump_lite( + model: str = "openphenom", annotate: bool = True, cache_dir: str | Path | None = None, **kwargs: Any +) -> AnnData: + """JUMP-Lite Target-2: 1,536 wells, four imaging sites, one feature set at a time. + + ``cpg0016-jump``, the compact benchmark of :cite:t:`Munoz_2026`. Four plates of the JUMP Target-2 plate map, one from each of ``source_3``, ``source_4``, ``source_5`` and ``source_6``, so the four batches are four different laboratories running the same 302 compounds with 64 DMSO wells each. + + Every ``model`` covers the same 1,536 wells, which is what makes this a comparison rather than six datasets: the rows and the metadata are identical and only the feature block changes. Five are learned embeddings and one, ``"cp_measure"``, is the CellProfiler-equivalent measurement of the same images. + + Args: + model: Which feature set to read, one of ``ds.JUMP_LITE_MODELS``. ``"dinov2_random"`` is the same architecture with untrained weights, which is the null model the benchmark scores the others against. + annotate: Join the JUMP well and compound tables, which name the compound of each well. + Downloads about 14 MB once and caches it. + cache_dir: Where to keep the download. + Defaults to :attr:`mantispy.settings.cache_dir`. + kwargs: Passed to :func:`mantispy.io.read_profiles`. + + Returns: + Wells by features at well resolution, indexed by plate and well, with ``Metadata_Source``, ``Metadata_Batch``, ``Metadata_Plate``, ``Metadata_Well``, ``Metadata_CellCount`` and, when annotated, ``Metadata_JCP2022``, ``Metadata_Perturbation``, ``Metadata_InChIKey`` and ``Metadata_Control``. + + Raises: + ValueError: ``model`` is not one of ``ds.JUMP_LITE_MODELS``. + + Notes: + A dimension of a learned embedding is a coordinate in the model's own basis, not a measurement with a name to parse, so for every model but ``"cp_measure"`` the annotation columns of ``var`` are supplied empty. Anything that reads ``var["feature_group"]`` or ``var["channel"]``, such as the feature families :func:`~mantispy.pl.effect_sizes` colours by, has nothing to work with on those. + + ``"cp_measure"`` is CellProfiler-style measurements and keeps its parsed compartment, feature group and channel. Its channel is the index cp_measure numbered its inputs by rather than the name of a stain, because the name lives in the acquisition metadata and not in the feature name. + + The embeddings are not normalized. They are the model's output on each well's images, so a per-plate control normalization is still the first step. + + The trained embeddings here carry the cell count in their leading components, where it can account for more of the variance than either the laboratory or the imaging site. The untrained ``"dinov2_random"`` does not, and neither does ``"cp_measure"``, whose per-cell measurements are averaged over the well. Measure it with :func:`~mantispy.metrics.evaluate_correction` before correcting for anything else, and read :doc:`/tutorials/12_learned_embeddings` on why removing it is not obviously right. + + References: + :cite:t:`Munoz_2026`, :cite:t:`Chandrasekaran_2023`, :cite:t:`Weisbart_2024`. + """ + if model not in JUMP_LITE_MODELS: + raise ValueError(f"model must be one of {JUMP_LITE_MODELS}, got {model!r}") + + adata = _profiles("jump_lite", cache_dir, select=lambda name: name == f"{model}.parquet", **kwargs) + if model != "cp_measure": + # An embedding dimension is a coordinate in a learned basis, not a measurement with a name + # to parse. Left alone, the parser reads "openphenom_nahualX_17" as the "nahualX" feature + # group of an "openphenom" object, and the model's own tensor names become feature families. + empty = empty_annotation(adata.var_names) + adata.var[empty.columns] = empty + + (counts_path,) = _files("jump_lite", cache_dir, select=lambda name: name == "cell_count.parquet") + counts = pd.read_parquet(counts_path, columns=["Metadata_id", "cell_count"]) + + obs = as_frame(adata.obs) + joined = obs.merge(counts, on="Metadata_id", how="left", validate="1:1") + joined.index = obs.index + if unmatched := int(joined["cell_count"].isna().sum()): + # A left join leaves the count missing rather than failing, and everything that reads it downstream, + # from cytotoxicity to the well filters, would quietly treat those wells as having no cells. + get_logger().warning("jump_lite(%s): %d well(s) have no cell count in the count table", model, unmatched) + adata.obs = joined.rename(columns={"cell_count": "Metadata_CellCount"}) + + if annotate: + from mantispy.pp._annotate import annotate_jump + + annotate_jump(adata) + get_logger().info( + "jump_lite(%s): %d wells x %d features over %d source(s)", + model, + adata.n_obs, + adata.n_vars, + int(as_frame(adata.obs)["Metadata_Source"].nunique()), + ) + return adata + + +def jump_lite_targets(cache_dir: str | Path | None = None) -> pd.DataFrame: + """The gene each JUMP compound is annotated to act on, as a set per target. + + RefChemDB annotations distributed with :cite:t:`Munoz_2026`, in the ``source``/``target`` shape :func:`~mantispy.metrics.known_relationships` reads, so two compounds annotated to the same gene count as a related pair. + + Args: + cache_dir: Where to keep the download. + Defaults to :attr:`mantispy.settings.cache_dir`. + + Returns: + A frame with ``source``, the gene symbol, and ``target``, the ``Metadata_JCP2022`` of a compound annotated to it. One row per annotated pairing, over every JUMP compound rather than only those of :func:`jump_lite`. + + Notes: + The annotation is sparse against a plate map: most compounds on the JUMP-Lite plates carry none, and only the targets shared by more than one compound contribute a pair, so the recall is computed over a minority of the plate. + + References: + :cite:t:`Munoz_2026`. + """ + (path,) = _files("jump_lite", cache_dir, select=lambda name: name == "refchem_annotations.parquet") + frame = pd.read_parquet(path, columns=["target", "Metadata_JCP2022"]) + # Dropped before the cast, or an unannotated compound becomes the literal string "nan" and + # every one of them is then related to every other. + frame = frame.dropna().rename(columns={"target": "source", "Metadata_JCP2022": "target"}).astype(str) + return frame.drop_duplicates().reset_index(drop=True) + + def jump_crispr(cache_dir: str | Path | None = None, **kwargs: Any) -> AnnData: """The assembled JUMP CRISPR arm, 51,185 wells of knockouts. diff --git a/src/mantispy/ds/registry.yaml b/src/mantispy/ds/registry.yaml index 83855b5..d611bb7 100644 --- a/src/mantispy/ds/registry.yaml +++ b/src/mantispy/ds/registry.yaml @@ -2286,6 +2286,40 @@ datasets: s3_key: cpg0016-jump-assembled/source_all/workspace/profiles_assembled/CRISPR/v1.0a/profiles_wellpos_cc_var_mad_outlier_featselect.parquet sha256: 2f52c600db35d9cc23645d6d94685ceb0df986c23d48c81499bf5f76df7b43b2 + jump_lite: + type: mantispy + doc_header: JUMP-Lite Target-2, the same 1,536 wells embedded by five models and measured by cp_measure. + accession: cpg0016-jump + shape: [1536, 384] + read: + objects: null + index_columns: [Metadata_Plate, Metadata_Well] + files: + - name: openphenom.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/deep_learning/openphenom/jpegxl_lossy_mq/profiles.parquet + sha256: 7cb8f7fa169a851b9e42ab2e412ea2eb9ea235fe820c383ad08ba4286ce546a0 + - name: dinov2.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/deep_learning/dinov2/jpegxl_lossy_mq/profiles.parquet + sha256: 3f9ba51e96bb0db4c43f7f773be21ee4b186573bc4ea4e2da9ae2bdbf0d103cd + - name: dinov2_random.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/deep_learning/dinov2_random/jpegxl_lossy_mq/profiles.parquet + sha256: 9846dceb04fe978e04f0ad6805609c7fea8d3f089f2692cfe19524f52db5cd65 + - name: subcell.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/deep_learning/subcell__clip01/jpegxl_lossy_mq/profiles.parquet + sha256: 80855ee6458775227746225b38a1d72993a7454749bd9f48c7c0ad09d1b81bed + - name: morphem.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/deep_learning/morphem/jpegxl_lossy_mq/profiles.parquet + sha256: c3d9b7e4a52cdc52aed3abd4da406147c9d8dd33531dfca77fb2f52c83a8cbb7 + - name: cp_measure.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/cp_measure/jpegxl_lossy_mq/profiles.parquet + sha256: 4263a0340c19f7fbaf7612d3e2ee220d7b6b77a381db95953894881a57fde7cd + - name: cell_count.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/target_2/v1.0/profiles/cell_count/jpegxl_lossy_mq/cell_counts.parquet + sha256: 3826de923a2cc10f0db4b21b162ceb356cce13398212b87fed0388046b3efeef + - name: refchem_annotations.parquet + s3_key: cpg0016-jump/source_all/workspace/publication_data/2026_jump_lite/metadata/v1.0/jump_lite_refchem_annotations.parquet + sha256: 5a766a222907e1b3805f84cc2eccad0e5cd2f3eaac1add4983689853601db960 + jump_target2: type: mantispy doc_header: JUMP-Target-2, one plate map run at eleven sources, 141 plates. diff --git a/src/mantispy/metrics/_relationships.py b/src/mantispy/metrics/_relationships.py index d2a09f9..fffcdf5 100644 --- a/src/mantispy/metrics/_relationships.py +++ b/src/mantispy/metrics/_relationships.py @@ -63,14 +63,23 @@ def _pairs_from_sets(net: pd.DataFrame, codes: dict[str, int]) -> np.ndarray: Raises: ValueError: The sets expand into more than :data:`MAX_PAIRS` pairs. """ - # Mapped once for the whole frame rather than per set, because the reference relationship files - # are distributed as one pair per row, which makes every set a group of two and a per-group - # Python loop the whole cost of the benchmark. + # Mapped once for the whole frame rather than per set, because the reference relationship files are + # distributed as one pair per row, which makes every set a group of two. positions = net["target"].astype(str).map(codes) members = pd.DataFrame({"source": np.asarray(net["source"]), "position": positions}) members = members.dropna(subset=["position"]).astype({"position": np.int64}).drop_duplicates() - sizes = members["source"].value_counts() + # Sorted by set and then by position, so each set's rows are adjacent and ascending. That is what lets + # the pairs be laid out by arithmetic below, and it means a pair comes out as (i, j) with i < j already. + members = members.sort_values(["source", "position"], kind="stable") + sets = members["source"].to_numpy() + positions_by_set = members["position"].to_numpy() + + if positions_by_set.size == 0: + return np.empty((0, 2), dtype=np.int64) + + starts = np.flatnonzero(np.r_[True, sets[1:] != sets[:-1]]) + sizes = np.diff(np.r_[starts, positions_by_set.size]) total = int((sizes * (sizes - 1) // 2).sum()) if total > MAX_PAIRS: raise ValueError( @@ -78,20 +87,15 @@ def _pairs_from_sets(net: pd.DataFrame, codes: dict[str, int]) -> np.ndarray: "net = net.groupby('source').filter(lambda block: len(block) <= 500)" ) - # Sorted so that a set's rows are adjacent, which is what lets the pairs of the two-member sets - # be read off as one reshape. - members = members.sort_values("source", kind="stable") - per_set = members.groupby("source", sort=False, observed=True)["position"].transform("size").to_numpy() - - blocks = [] - if (paired := members.loc[per_set == 2, "position"].to_numpy()).size: - # np.sort rather than sorting in place, because to_numpy can hand back a read-only view. - blocks.append(np.sort(paired.reshape(-1, 2), axis=1)) - for _, block in members.loc[per_set > 2].groupby("source", sort=False, observed=True): - positions_in_set = np.sort(block["position"].to_numpy()) - rows, columns = np.triu_indices(positions_in_set.size, 1) - blocks.append(np.column_stack([positions_in_set[rows], positions_in_set[columns]])) - return np.concatenate(blocks) if blocks else np.empty((0, 2), dtype=np.int64) + # Each member pairs with the members after it in its own set, so it opens that many pairs. Expanding by + # those counts walks every upper-triangle pair of every set at once, with no per-set Python loop: this is + # the whole cost of the benchmark when the annotation is resampled to build a null. + within_set = np.arange(positions_by_set.size) - np.repeat(starts, sizes) + opened = np.repeat(sizes, sizes) - 1 - within_set + first = np.repeat(np.arange(positions_by_set.size), opened) + # The partners of one member are the rows straight after it, so the n-th pair it opens is n rows along. + step = np.arange(total) - np.repeat(np.cumsum(opened) - opened, opened) + return np.column_stack([positions_by_set[first], positions_by_set[first + 1 + step]]) def _pair_keys(net: pd.DataFrame, codes: dict[str, int], n_labels: int) -> np.ndarray: diff --git a/src/mantispy/pp/_batch.py b/src/mantispy/pp/_batch.py index e4c3396..6845c15 100644 --- a/src/mantispy/pp/_batch.py +++ b/src/mantispy/pp/_batch.py @@ -148,6 +148,8 @@ def regress_out( Missing and infinite values stay as they are, and a feature holding one is fitted on its finite rows. A group with no more rows than design columns is left uncorrected and logged. + Whether the cell count is a confounder at all depends on the screen. In the ORF and CRISPR arms of JUMP, whose plate layouts were not randomized, it is largely technical, and the recipe regresses it out :cite:p:`Chandrasekaran_2023`. In a compound screen it is partly a treatment effect — a compound that kills cells is supposed to lower it — so regressing it out removes part of the phenotype along with the nuisance, and the recipe does not. Measure both ways before adopting either; :func:`~mantispy.metrics.evaluate_correction` takes a ``covariates`` argument for exactly this, and :func:`~mantispy.tl.cytotoxicity` asks the question directly. + A numeric covariate with a missing or infinite value is dropped from that group's design and nothing is regressed out for it there, with a warning. A categorical covariate with a missing label is refused instead: the all-zero encoding of a missing category is also the encoding of the level ``drop_first`` removed, so those rows would be corrected as the reference level and take every other row with them. """ diff --git a/src/mantispy/pp/_select.py b/src/mantispy/pp/_select.py index 710377b..8a6b2c5 100644 --- a/src/mantispy/pp/_select.py +++ b/src/mantispy/pp/_select.py @@ -121,6 +121,14 @@ def _op_noise_removal(X: np.ndarray, codes: np.ndarray, stdev_cutoff: float = 0. """Drop features that vary too much within a perturbation group. The statistic is the mean, over groups, of each group's population standard deviation (``ddof=0``). + + ``stdev_cutoff`` is an absolute threshold on whatever scale ``normalize`` left the values on, so it is + only meaningful next to the normalization that produced them. pycytominer's 0.8 is calibrated for + whole-plate standardization, where a feature's spread is 1 by construction. Normalizing against the + controls instead, as :func:`~mantispy.pp.normalize` does by default and as the JUMP recipe does, measures + every feature against the spread of the DMSO wells rather than of the plate, and treated wells vary more + than controls do. Dividing by a MAD rather than a standard deviation rescales it again. Either choice + puts the whole distribution above 0.8 and the operation then drops every feature. """ n_groups = int(codes.max()) + 1 order, offsets = group_offsets(codes, n_groups) @@ -163,7 +171,7 @@ def feature_select( outlier_cutoff: ``drop_outliers``: drop features whose absolute value exceeds this. blocklist: ``blocklist``: ``"default"`` for the bundled list, or explicit names. Matched against the current names and against ``var["original_name"]``, so it works either side of :func:`~mantispy.pp.standardize_feature_names`. noise_removal_perturb_groups: ``noise_removal``: ``obs`` column grouping replicates. - noise_removal_stdev_cutoff: ``noise_removal``: drop features whose within-group standard deviation, averaged over groups, is above this. + noise_removal_stdev_cutoff: ``noise_removal``: drop features whose within-group standard deviation, averaged over groups, is above this. An absolute threshold on the scale ``normalize`` left the values on, so it is only meaningful next to the normalization that produced them; pycytominer's default assumes whole-plate standardization. key_added: Name of the boolean ``var`` column to write. copy: Return a modified copy instead of mutating in place. @@ -213,6 +221,18 @@ def feature_select( removed[operation] = int((~mask).sum()) keep &= mask + if not keep.any() and adata.n_vars: + # Selecting nothing is almost always a cutoff set against the wrong scale rather than a screen with + # no usable features, and on its own it surfaces further down as an empty matrix in whatever runs next. + warnings.warn( + f"feature_select flagged none of the {adata.n_vars} features as selected; " + f"uns['mantispy']['feature_select'] says what each operation removed. Every cutoff here is an " + f"absolute threshold on the scale pp.normalize left the values on, so check it against that " + f"scale; noise_removal's stdev_cutoff is the usual cause.", + UserWarning, + stacklevel=3, + ) + adata.var[key_added] = keep adata.uns.setdefault("mantispy", {})["feature_select"] = removed get_logger().info( diff --git a/src/mantispy/pp/_well_qc.py b/src/mantispy/pp/_well_qc.py index 14ab7b9..9af0e0f 100644 --- a/src/mantispy/pp/_well_qc.py +++ b/src/mantispy/pp/_well_qc.py @@ -12,7 +12,7 @@ from mantispy._core.mutation import inplace_or_copy -@inplace_or_copy() +@inplace_or_copy(expects="cell") def well_qc( adata: AnnData, min_cells: int = 50, @@ -36,6 +36,8 @@ def well_qc( Notes: The table keeps plate and well as columns because a MultiIndex in ``uns`` cannot be written to h5ad. + + ``min_cells`` counts the rows of each well, so this belongs before aggregation. Run on profiles that are already one row per well every well has one row, fails ``min_cells``, and the whole plate is flagged. At well resolution the equivalent is a threshold on ``obs["Metadata_CellCount"]``. """ selected = feature_mask(adata, key) X = get_matrix(adata)[:, selected] diff --git a/src/mantispy/tl/_design.py b/src/mantispy/tl/_design.py index b2a738f..0ef77ba 100644 --- a/src/mantispy/tl/_design.py +++ b/src/mantispy/tl/_design.py @@ -239,6 +239,10 @@ def cytotoxicity( Together they are suspect because a well with a fifth of its cells has a noisier median and drifts from the controls regardless of the biology. On a synthetic plate with one purely cytotoxic perturbation and its morphology effect removed, that perturbation's distance was 21.1 against 7.0 for the controls. + Run it whichever feature block a hit was read off. Cell loss moves a profile away from the controls however it is measured, so a screen's most distant perturbations are partly a cytotoxicity ranking on CellProfiler features and on learned embeddings alike. + + Where the two differ is the geometry rather than the ranking. An embedding of the whole field encodes how full the well is, and on every trained model of :func:`~mantispy.ds.jump_lite` the cell count lands on the first component, while averaging per-cell measurements over a well leaves it as one signal among many. That costs distances, neighbourhoods and batch correction rather than this flag, and :doc:`/tutorials/12_learned_embeddings` measures both. + The flag is a diagnostic and does not correct the distances. How much cytotoxicity confounds a screen varies. Over the pki dose series, the rank correlation between phenotype distance and cell loss is +0.79 (p < 1e-8) and the four strongest hits have viabilities of 0.27 to 0.68. diff --git a/tests/test_ds.py b/tests/test_ds.py index 44d3114..a413a63 100644 --- a/tests/test_ds.py +++ b/tests/test_ds.py @@ -1,6 +1,7 @@ from __future__ import annotations import numpy as np +import pandas as pd import pytest import spatialdata as sd @@ -68,8 +69,9 @@ def test_the_downloads_read_back_at_the_shape_the_registry_claims(name: str) -> # Regression test for #63: every well-level dataset publishes an exact per-well count upstream. if name not in ("jump_cells", "pooled_rare"): assert (adata.obs["Metadata_CellCount"] > 0).all() - # jump-profiling-recipe's count table, which jump_crispr reads, has no field count. - if name != "jump_crispr": + # jump-profiling-recipe's count table, which jump_crispr reads, has no field count, and + # JUMP-Lite publishes one count per well rather than per field. + if name not in ("jump_crispr", "jump_lite"): assert adata.obs["Metadata_SiteCount"].between(1, 36).all() @@ -133,3 +135,77 @@ def test_selecting_without_the_annotation_is_refused() -> None: """The mask is computed against the negative controls, which only the annotation names.""" with pytest.raises(KeyError, match="needs annotate"): mt.ds.jump_cells(annotate=False, selected=True) + + +@pytest.mark.network +@pytest.mark.slow +@pytest.mark.parametrize( + ("model", "n_features"), + [ + ("openphenom", 384), + ("dinov2", 384), + ("dinov2_random", 384), + ("subcell", 1536), + ("morphem", 1920), + ("cp_measure", 2550), + ], +) +def test_every_jump_lite_feature_set_reads_back_at_its_own_width(model: str, n_features: int) -> None: + """The registry records one shape and the generic shape test only ever loads the default model, so the + other five widths are asserted nowhere else. The rows are the same wells in all six.""" + adata = mt.ds.jump_lite(model=model, annotate=False) + + assert adata.shape == (1536, n_features) + assert adata.obs["Metadata_CellCount"].notna().all() + + +def test_jump_lite_names_its_feature_sets(): + """The six feature sets cover the same wells, so a typo has to fail loudly rather than + silently fall back to one of them.""" + with pytest.raises(ValueError, match="model must be one of"): + mt.ds.jump_lite(model="openphenome") + assert "cp_measure" in mt.ds.JUMP_LITE_MODELS + + +@pytest.mark.parametrize(("model", "parsed"), [("openphenom", False), ("cp_measure", True)]) +def test_jump_lite_does_not_read_an_embedding_dimension_as_a_measurement(tmp_path, monkeypatch, model, parsed): + """The parser finds structure in names that have none: it reads `openphenom_nahualX_17` as the + `nahualX` feature group of an `openphenom` object, so the model's own tensor names became + feature families and `scale` became the dimension index. cp_measure is real measurements and + keeps its annotation.""" + from mantispy.ds import _datasets + + names = ( + [f"{model}_nahualX_{index}" for index in range(4)] + if model == "openphenom" + else ["cell_0/max/sizeshapeSolidity", "nuclei_3/max/intensityIntensity_MeanIntensity"] + ) + wells = pd.DataFrame( + { + "Metadata_Plate": ["P1", "P1"], + "Metadata_Well": ["A01", "A02"], + "Metadata_Source": ["source_3", "source_3"], + "Metadata_Batch": ["b1", "b1"], + "Metadata_id": ["P1_A01", "P1_A02"], + **{name: [float(index), float(index) + 1] for index, name in enumerate(names)}, + } + ) + wells.to_parquet(tmp_path / f"{model}.parquet") + pd.DataFrame({"Metadata_id": ["P1_A01", "P1_A02"], "cell_count": [120, 130]}).to_parquet( + tmp_path / "cell_count.parquet" + ) + + def files(name, cache_dir, select=None): + return [path for path in sorted(tmp_path.glob("*.parquet")) if select is None or select(path.name)] + + monkeypatch.setattr(_datasets, "_files", files) + + adata = mt.ds.jump_lite(model=model, annotate=False) + + assert bool(adata.var["feature_group"].notna().any()) is parsed + # The compartment and the channel are what an embedding cannot offer, so they are what cp_measure has to keep. + if parsed: + assert list(adata.var["object"]) == ["cell", "nuclei"] + assert list(adata.var["feature_group"]) == ["sizeshape", "intensity"] + assert list(adata.var["channel"]) == ["0", "3"] + assert list(adata.obs["Metadata_CellCount"]) == [120, 130] diff --git a/tests/test_features.py b/tests/test_features.py index e8b8d0d..3d0e585 100644 --- a/tests/test_features.py +++ b/tests/test_features.py @@ -63,6 +63,71 @@ def test_parses_feature_names(name, expected): assert actual == value, f"{key}: expected {value!r}, got {actual!r}" +@pytest.mark.parametrize( + ("name", "expected"), + [ + ( + "cell_0/max/sizeshapeSolidity", + {"object": "cell", "feature_group": "sizeshape", "feature": "Solidity", "channel": "0"}, + ), + ( + "cell_0/max/ferretMaxFeretDiameter", + {"object": "cell", "feature_group": "ferret", "feature": "MaxFeretDiameter", "channel": "0"}, + ), + ( + "nuclei_3/max/radial_zernikesRadialDistribution_ZernikeMagnitude_9_7", + { + "object": "nuclei", + "feature_group": "radial_zernikes", + "feature": "RadialDistribution_ZernikeMagnitude", + "channel": "3", + "params": "9_7", + }, + ), + ( + "cell_4/max/textureContrast_3_03_256", + { + "object": "cell", + "feature_group": "texture", + "feature": "Contrast", + "channel": "4", + "scale": 3.0, + "angle": 3.0, + "gray_levels": 256.0, + }, + ), + ( + "nuclei_1/max/radial_distributionRadialDistribution_FracAtD_4of4", + {"feature_group": "radial_distribution", "feature": "RadialDistribution_FracAtD", "radial_bin": "4of4"}, + ), + # A group separated from its feature by an underscore rather than glued to it in camel case. + ("cell_2/max/sizeshape_Solidity", {"feature_group": "sizeshape", "feature": "Solidity", "channel": "2"}), + ], +) +def test_parses_cp_measure_names(name, expected): + """cp_measure separates its tokens with slashes and glues the group to the feature in camel case, which the + CellProfiler parser read as the `0/max/intensityIntensity` group of nothing in particular, with no channel.""" + row = _row(name) + assert row["is_feature"] + for key, value in expected.items(): + assert row[key] == value, f"{key}: expected {value!r}, got {row[key]!r}" + + +def test_a_cellprofiler_name_is_never_read_as_cp_measure(): + """The two conventions are told apart by the slash, which CellProfiler never emits.""" + row = _row("Cells_Intensity_MeanIntensity_DNA") + assert (row["object"], row["feature_group"], row["channel"]) == ("Cells", "Intensity", "DNA") + + +def test_the_grammar_is_chosen_from_the_whole_list(): + """A file is written by one tool, so one cp_measure name settles how the rest are read, and a CellProfiler + name in that file is a mixed file rather than a name to guess at.""" + parsed = parse_feature_names(["cell_0/max/sizeshapeSolidity", "Cells_AreaShape_Area"], channels=CHANNELS) + + assert parsed.loc["cell_0/max/sizeshapeSolidity", "feature_group"] == "sizeshape" + assert not parsed.loc["Cells_AreaShape_Area", "is_feature"] + + def test_zernike_orders_stay_distinct(): """Keeping only the first numeric token collapses Zernike_2_0 and Zernike_2_2.""" names = ["Cells_AreaShape_Zernike_2_0", "Cells_AreaShape_Zernike_2_2"] diff --git a/tests/test_metrics.py b/tests/test_metrics.py index f3a124d..aeb2623 100644 --- a/tests/test_metrics.py +++ b/tests/test_metrics.py @@ -417,6 +417,23 @@ def test_known_relationships_matches_the_definition(): assert measured == pytest.approx(_recall_by_hand(adata, net), abs=1e-12) +def test_a_set_expands_into_every_pair_within_it(): + """Sets are expanded by arithmetic over the whole annotation rather than one group at a time, so the + expansion has to hold for a set larger than a pair, for a member listed twice, and for one not profiled.""" + from mantispy.metrics._relationships import _pairs_from_sets + + net = pd.DataFrame( + { + "source": ["big", "big", "big", "big", "pair", "pair", "lonely", "outside"], + "target": ["a", "b", "c", "b", "a", "d", "a", "gone"], + } + ) + pairs = _pairs_from_sets(net, {"a": 0, "b": 1, "c": 2, "d": 3}) + + assert {tuple(row) for row in pairs} == {(0, 1), (0, 2), (1, 2), (0, 3)} + assert (pairs[:, 0] < pairs[:, 1]).all() + + def test_known_relationships_refuses_input_it_cannot_score(): adata, net = _gene_map(seed=4) with pytest.raises(ValueError, match="aggregate first"): diff --git a/tests/test_pp_select.py b/tests/test_pp_select.py index b7de377..48beec3 100644 --- a/tests/test_pp_select.py +++ b/tests/test_pp_select.py @@ -157,3 +157,19 @@ def test_an_all_nan_feature_is_selected_on_without_a_warning(): mt.pp.feature_select(adata, operations=("variance_threshold", "drop_outliers", "noise_removal"), na_cutoff=0.05) assert not adata.var["selected"]["Cells_AreaShape_Plain"], "an all-NaN feature has no variance to keep it" + + +def test_selecting_nothing_warns_rather_than_emptying_the_object_silently(wells): + """noise_removal's cutoff is an absolute threshold on the scale normalize left the values on, so against + control-normalized values it drops every feature, and on its own that surfaces as an empty matrix in + whatever runs next.""" + with pytest.warns(UserWarning, match="flagged none of the"): + mt.pp.feature_select( + wells, + operations=("noise_removal",), + noise_removal_perturb_groups="Metadata_Perturbation", + noise_removal_stdev_cutoff=0.0, + ) + + assert not wells.var["selected"].any() + assert wells.uns["mantispy"]["feature_select"]["noise_removal"] == wells.n_vars