{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0",
   "metadata": {},
   "source": [
    "# S6: Data-Driven (ML) Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1",
   "metadata": {},
   "source": [
    "This notebook has three sections:\n",
    "\n",
    "- [Multimodal-source-decomposition methods on simulated fNIRS-EEG data](#multimodal-source-decomposition-methods-on-simulated-fnirs-eeg-data)\n",
    "- [ICA Source Extraction](#ica-source-extraction)\n",
    "- [Single Trial Classification](#single-trial-classification)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:32.586144Z",
     "iopub.status.busy": "2026-01-13T10:35:32.586034Z",
     "iopub.status.idle": "2026-01-13T10:35:32.590974Z",
     "shell.execute_reply": "2026-01-13T10:35:32.590368Z"
    }
   },
   "outputs": [],
   "source": [
    "# This cells setups the environment when executed in Google Colab.\n",
    "try:\n",
    "    import google.colab\n",
    "    !curl -s https://raw.githubusercontent.com/ibs-lab/cedalion/dev/scripts/colab_setup.py -o colab_setup.py\n",
    "    # Select branch with --branch \"branch name\" (default is \"dev\")\n",
    "    %run colab_setup.py\n",
    "except ImportError:\n",
    "    pass"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:32.592125Z",
     "iopub.status.busy": "2026-01-13T10:35:32.592043Z",
     "iopub.status.idle": "2026-01-13T10:35:33.945087Z",
     "shell.execute_reply": "2026-01-13T10:35:33.943782Z"
    }
   },
   "outputs": [],
   "source": [
    "import cedalion\n",
    "import cedalion.data\n",
    "import cedalion.sigproc.quality as quality\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import scipy as sp\n",
    "import xarray as xr\n",
    "from cedalion import units\n",
    "import cedalion.sigproc.physio as physio\n",
    "import cedalion.sigproc.motion as motion\n",
    "from cedalion.sigdecomp.unimodal import ICA_ERBM\n",
    "from cedalion.sigproc.frequency import sampling_rate\n",
    "from cedalion.sim.datasets.synthetic_fnirs_eeg import (\n",
    "    BimodalToyDataSimulation,\n",
    "    standardize,\n",
    ")\n",
    "\n",
    "# Limit display to show 3 items at each edge, then \"...\"\n",
    "np.set_printoptions(threshold=20, edgeitems=2)\n",
    "xr.set_options(display_expand_data=False)\n",
    "\n",
    "# To reaload packages and modules automatically.\n",
    "%load_ext autoreload\n",
    "%autoreload 2\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4",
   "metadata": {},
   "source": [
    "## Multimodal Source Decomposition Methods on Simulated fNIRS-EEG data \n",
    "\n",
    "In this tutorial, we show how different multimodal source-decomposition methods can be used on an example toy fNIRS-EEG dataset to extract the underlying common (neural) sources. In particular, we cover Canonical Correlation Analysis (CCA), its regularized and temporally-embedded variants, and the multimodal Source Power Co-Modulation (mSPoC) algorithm from [[Dähne, et.al. 2013](https://ieeexplore.ieee.org/document/6472075)]. All these methods can be found in the `cedalion.sigdecomp.multimodal` package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:33.947096Z",
     "iopub.status.busy": "2026-01-13T10:35:33.946822Z",
     "iopub.status.idle": "2026-01-13T10:35:33.962031Z",
     "shell.execute_reply": "2026-01-13T10:35:33.961570Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define helper plotting function for later use\n",
    "def plot_source_comparisson(\n",
    "    sx_power, sy, sx_power_model, sy_model, corrx, corry, corrxy, title\n",
    "):\n",
    "    \"\"\"Plot comparison between original and reconstructed sources.\"\"\"\n",
    "\n",
    "    fig, ax = plt.subplots(2, 1, figsize=(12, 4), sharex=True)\n",
    "\n",
    "    ax[0].plot(sx_power.time, sx_power, label=\"sx_power\", color=\"red\")\n",
    "    ax[0].plot(\n",
    "        sx_power_model.time,\n",
    "        sx_power_model,\n",
    "        label=\"sx_power reconstructed\",\n",
    "        color=\"blue\",\n",
    "    )\n",
    "    ax[0].set_title(\"Sx | Correlation: {:.3f}\".format(corrx))\n",
    "    ax[0].set_ylabel(\"Amplitude\")\n",
    "    ax[0].legend()\n",
    "    ax[0].grid()\n",
    "\n",
    "    ax[1].plot(sy.time, sy, label=\"sy\", color=\"green\")\n",
    "    ax[1].plot(sy_model.time, sy_model, label=\"sy reconstructed\", color=\"orange\")\n",
    "    ax[1].set_title(\"Sy | Correlation: {:.3f}\".format(corry))\n",
    "    ax[1].set_xlabel(\"Time\")\n",
    "    ax[1].set_ylabel(\"Amplitude\")\n",
    "    ax[1].legend()\n",
    "    ax[1].grid()\n",
    "\n",
    "    plt.suptitle(\n",
    "        f\"{title} Reconstructed Sources | Correlation: {corrxy:.3f}\", fontsize=16\n",
    "    )\n",
    "    plt.tight_layout()\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6",
   "metadata": {},
   "source": [
    "### Simulated Dataset \n",
    "\n",
    "For the simulated data we follow a small extension of the approach presented in [[Dähne et al. 2013](https://ieeexplore.ieee.org/document/6472075)] that can be found whithin Cedalion, inside the `sim.datasets.synthetic_fnirs_eeg` module.\n",
    "#### Brief toy data description:\n",
    "EEG ($x$) and fNIRS ($y$) recordings are generated from a pseudo-random linear mixing forward model. Sources $s_x, s_y$ are split into background (independent between modalities) and target (co-modulate between modalities). Each EEG background source is generated from random oscillatory signals in a given frequency band multiplied by a slow-varying random amplitude-modulation function. The latter is the envelope of $s_x$, and it serves as an estimate for the source bandpower timecourse. fNIRS background sources are generated from slow-varying random amplitude-modulation functions, using the same approach as for the envelope of $s_x$. The target sources are built using the same technique, but this time the same envelope used to modulate $s_x$ is used as the fNIRS source $s_y$. The $s_x$ target sources can be also time-lagged (`dT` $> 0$) with respect to the target source $s_y$ to simulate physiological delays between modalities. Upon simulation, fNIRS sources and recordings are downsampled to a new sampling interval, a.k.a. epochs, `T_epoch`.\n",
    "\n",
    "Random background mixing matrices $A_x$ and $A_y$ are built using normal distributions, while we use Gaussian Radial Basis Functions (RBF) plus white noise to generate the ones for target sources. The latter approach gives the spatial patterns a more realistic local structure, by using the same center for the RBF for $A_x$ and $A_y$. \n",
    "\n",
    "The SNR can be tuned with the `gamma` parameter, which regulates the relative strength between target source and background source contributions in channel space. The exact relationship between SNR [dB] and `gamma` is given by $20 \\ log_{10}(\\gamma)$.\n",
    "\n",
    "The EEG recordings and their channel-wise powerband timecourses can be accesed via the `x` and `x_power` attributes. The former has the full sampling rate used during simulation (i.e. `rate`), while the latter has been downsampled so to be in the same time basis as the fNIRS recordings, `y`, and therefore directly comparable. The simulated target sources are contained in `sx_t` and `sy_t`, each of them with their own sampling rate, and the powerband timecourse of the former source can be obtained from `sx_power`.\n",
    "\n",
    "Finally, the simulated data can be fed into a small preprocessing step, where each dataset and source is standardized (zero mean and unit variance) and split into train and test sets."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:33.963650Z",
     "iopub.status.busy": "2026-01-13T10:35:33.963571Z",
     "iopub.status.idle": "2026-01-13T10:35:34.851992Z",
     "shell.execute_reply": "2026-01-13T10:35:34.851514Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Random seed set as 137\n",
      "Simulating sources...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finished\n",
      "SNR: -4.44\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 1500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Configuration dictionary for the simulation\n",
    "# (equivalently, can be loaded from a YAML file)\n",
    "config_dict = {\n",
    "    \"Ny\": 28,  # Number of channels\n",
    "    \"Nx\": 32,\n",
    "    \"Ns_all\": 100,  # Total number of sources\n",
    "    \"Ns_target\": 1,  # Number of target sources\n",
    "    \"T\": 300,  # Total simulation time (s)\n",
    "    \"T_epoch\": 0.1,  # Length of epochs / Y sampling interval (s)\n",
    "    \"rate\": 100,  # Sampling rate (Hz)\n",
    "    \"f_min\": 8,  # Frequency band (Hz)\n",
    "    \"f_max\": 12,\n",
    "    \"dT\": 0,  # Time lag between target sources\n",
    "    \"invert_sy\": False,  # Invert sy target source\n",
    "    \"gamma_e\": 0.5,  # Noise strenght factor\n",
    "    \"gamma\": 0.6,  # SNR parameter\n",
    "    \"ellx\": 0.5,  # Width of RBF\n",
    "    \"elly\": 0.2,\n",
    "    \"sigma_noise\": 0.1,  # RBF white noise strength\n",
    "}\n",
    "\n",
    "# Create a simulation object with the configuration dictionary\n",
    "sim = BimodalToyDataSimulation(config_dict, seed=137, mixing_type=\"structured\")\n",
    "SNR = 20 * np.log10(sim.args.gamma)  # Calculate SNR in dB\n",
    "print(f\"SNR: {SNR:.2f}\")\n",
    "\n",
    "# Plot target sources, channels, and mixing patterns (set xlim for better visualization)\n",
    "sim.plot_targets(xlim=(0, 30))\n",
    "sim.plot_channels(N=2, xlim=(0, 30))\n",
    "sim.plot_mixing_patterns()\n",
    "\n",
    "# Run small preprocessing step to standardize and split data into train and test sets\n",
    "train_test_split = 0.8  # Proportion of data to use for training\n",
    "preprocess_data_dict = sim.preprocess_data(train_test_split)\n",
    "x_train, x_test = preprocess_data_dict[\"x_train\"], preprocess_data_dict[\"x_test\"]\n",
    "x_power_train, x_power_test = (\n",
    "    preprocess_data_dict[\"x_power_train\"],\n",
    "    preprocess_data_dict[\"x_power_test\"],\n",
    ")\n",
    "y_train, y_test = preprocess_data_dict[\"y_train\"], preprocess_data_dict[\"y_test\"]\n",
    "sx, sx_power, sy = (\n",
    "    preprocess_data_dict[\"sx\"],\n",
    "    preprocess_data_dict[\"sx_power\"],\n",
    "    preprocess_data_dict[\"sy\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8",
   "metadata": {},
   "source": [
    "### Regularized CCA\n",
    "\n",
    "Canonical Correlation Analysis (CCA) looks for linear projections that maximize the correlation between two datasets $X$ and $Y$. In certain scenarios, such as when dealing with high-dimensionality problems (more features than samples) or co-linearities between observations, or when looking for sparse or smooth solutions, regularized CCA is expected to achieve a better performance on the source reconstruction task and help with interpretability. Some of the most well-established regularization/penalty terms are the L1-norm, leading to Sparse CCA, the L2-norm, leading to Ridge CCA, and their combination, known as ElasticNet CCA. \n",
    "\n",
    "All these methods can be found as classes in the `cca_models` module inside the multimodal package: `CCA`, `SparseCCA`, `RidgeCCA`, and `ElasticNetCCA`. The latter contains the first three models as particular cases, so each of them can be also instantiated by picking specific values of the regularization parameters in the ElasticNetCCA class. Its implementation is based on [[Parkhomenki et al. 2009](https://www.degruyterbrill.com/document/doi/10.2202/1544-6115.1406/html)].\n",
    "\n",
    "We now show example use cases of these classes utilizing the toy-model fNIRS-EEG data simulated above. To this end, we will use the bandpower timecourse of $x$ as one of the inputs, and the timecourse of $y$ as the second one, both sharing the same sampling rate. The reason behind this choice is that, from a neuroscientific perspective, we expect these quantities to co-modulate, rather than their directy timecourses."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9",
   "metadata": {
    "execution": {
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     "shell.execute_reply": "2026-01-13T10:35:34.885611Z"
    }
   },
   "outputs": [],
   "source": [
    "from cedalion.sigdecomp.multimodal.cca import (\n",
    "    CCA,\n",
    "    ElasticNetCCA,\n",
    "    RidgeCCA,\n",
    "    SparseCCA,\n",
    "    StructuredSparseCCA,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10",
   "metadata": {},
   "source": [
    "#### CCA"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "11",
   "metadata": {},
   "source": [
    "We have four optional parameters when initializing `CCA`: `N_components` is the number of components to extract. If `None`, the number of components is set to the minimum number of features between modalities. `max_iter` refers to the maximum number of iterations for the algorithm and `tol` regulates the tolerance for convergence by checking the norm of the difference between successive vector solutions during iteration. `scale` (bool) determines whether to scale the data during normalization to unit variance or just center it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "12",
   "metadata": {
    "execution": {
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     "iopub.status.busy": "2026-01-13T10:35:34.887979Z",
     "iopub.status.idle": "2026-01-13T10:35:34.904796Z",
     "shell.execute_reply": "2026-01-13T10:35:34.904552Z"
    }
   },
   "outputs": [],
   "source": [
    "# Initialize model\n",
    "cca = CCA(N_components=1, max_iter=1000, tol=1e-6, scale=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13",
   "metadata": {},
   "source": [
    "We can now fit the model to some (x_train, y_train). Each of the input datasets need to be an `xr.DataArray` object with exactly two dimensions: one for features and the other one for samples. Both x and y datasets need to share the same sample dimension name and shape, while features can be different. The dimension naming can be specified with optional parameters. By default, the sample dimension is expected to be named 'time' and the feature dimensions 'channel'."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "14",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:34.906191Z",
     "iopub.status.busy": "2026-01-13T10:35:34.906008Z",
     "iopub.status.idle": "2026-01-13T10:35:34.925101Z",
     "shell.execute_reply": "2026-01-13T10:35:34.924902Z"
    }
   },
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       "  * CCA_X    (CCA_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>channel</span>: 32</li><li><span class='xr-has-index'>CCA_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-94c31bea-ac1f-4095-b8d2-2196d49f9c3d' class='xr-array-in' type='checkbox' ><label for='section-94c31bea-ac1f-4095-b8d2-2196d49f9c3d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.02794 0.1259 0.04475 0.174 ... 0.008922 0.02993 0.2225 -0.002854</span></div><div class='xr-array-data'><pre>array([[ 0.02793967],\n",
       "       [ 0.12594654],\n",
       "       ...,\n",
       "       [ 0.2225475 ],\n",
       "       [-0.00285405]], shape=(32, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-e102a96a-471f-4387-be95-b0cc79971f84' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e102a96a-471f-4387-be95-b0cc79971f84' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;X1&#x27; &#x27;X2&#x27; &#x27;X3&#x27; ... &#x27;X31&#x27; &#x27;X32&#x27;</div><input id='attrs-d43414c2-9554-49fa-815e-06333d8d9382' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d43414c2-9554-49fa-815e-06333d8d9382' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-989589bc-7bce-49e2-8a78-4d0792f68bce' class='xr-var-data-in' type='checkbox'><label for='data-989589bc-7bce-49e2-8a78-4d0792f68bce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>CCA_X</span></div><div class='xr-var-dims'>(CCA_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-453cee40-c2fa-47ca-8542-aa0e276e2b16' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-453cee40-c2fa-47ca-8542-aa0e276e2b16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f74adb1-3856-4e88-82a3-a84c205779db' class='xr-var-data-in' type='checkbox'><label for='data-5f74adb1-3856-4e88-82a3-a84c205779db' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9dc0a7a8-8990-4621-ade1-3c19ed9014b4' class='xr-section-summary-in' type='checkbox'  ><label for='section-9dc0a7a8-8990-4621-ade1-3c19ed9014b4' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-03e6c42c-b9dc-47b2-9016-fdd4ce021144' class='xr-index-data-in' type='checkbox'/><label for='index-03e6c42c-b9dc-47b2-9016-fdd4ce021144' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>CCA_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e9c94216-86c8-4458-a514-b337d6c98ffa' class='xr-index-data-in' type='checkbox'/><label for='index-e9c94216-86c8-4458-a514-b337d6c98ffa' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;CCA_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-64621628-b0c9-4f29-907e-1d9a56453637' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-64621628-b0c9-4f29-907e-1d9a56453637' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (channel: 32, CCA_X: 1)> Size: 256B\n",
       "0.02794 0.1259 0.04475 0.174 0.03087 ... 0.008922 0.02993 0.2225 -0.002854\n",
       "Coordinates:\n",
       "  * channel  (channel) <U3 384B 'X1' 'X2' 'X3' 'X4' ... 'X29' 'X30' 'X31' 'X32'\n",
       "  * CCA_X    (CCA_X) <U3 12B 'Sx1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Fit model\n",
    "cca.fit(\n",
    "    x_power_train,\n",
    "    y_train,\n",
    "    sample_name=\"time\",\n",
    "    featureX_name=\"channel\",\n",
    "    featureY_name=\"channel\",\n",
    ")\n",
    "\n",
    "display(cca.Wx)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "15",
   "metadata": {},
   "source": [
    "The learned filters, available via `cca.Wx`, and `cca.Wy`, can be used to transform a different pair (x_test, y_test). This test set must have the exact same feature dimension (name and shape) as the train data. The sample dimension should be the same between x_test and y_test, and its name must coincide with the one used during training. The number of samples, however, can be different between train and test sets."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "16",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:34.925892Z",
     "iopub.status.busy": "2026-01-13T10:35:34.925814Z",
     "iopub.status.idle": "2026-01-13T10:35:34.942307Z",
     "shell.execute_reply": "2026-01-13T10:35:34.942127Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Latent space dimensions: ('CCA_X', 'CCA_Y')\n"
     ]
    },
    {
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       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 600, CCA_X: 1)&gt; Size: 5kB\n",
       "-0.2433 0.1107 0.5429 2.071 1.619 0.1281 ... 2.217 1.67 2.113 1.802 1.129 0.6403\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * CCA_X    (CCA_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 600</li><li><span class='xr-has-index'>CCA_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a9447e06-1c4c-4965-8057-ca974ee12060' class='xr-array-in' type='checkbox' ><label for='section-a9447e06-1c4c-4965-8057-ca974ee12060' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-0.2433 0.1107 0.5429 2.071 1.619 ... 1.67 2.113 1.802 1.129 0.6403</span></div><div class='xr-array-data'><pre>array([[-0.24326681],\n",
       "       [ 0.11069271],\n",
       "       ...,\n",
       "       [ 1.12854801],\n",
       "       [ 0.64034589]], shape=(600, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-2bd4235c-ecb1-4718-8f4d-502e5f6c4d2f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2bd4235c-ecb1-4718-8f4d-502e5f6c4d2f' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 299.9 300.0</div><input id='attrs-38da100b-ec48-4e8c-b244-b80cf57f9912' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-38da100b-ec48-4e8c-b244-b80cf57f9912' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d10f941-772a-413b-8050-b23b434d915a' class='xr-var-data-in' type='checkbox'><label for='data-6d10f941-772a-413b-8050-b23b434d915a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 299.799933, 299.899967,\n",
       "       300.      ], shape=(600,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>CCA_X</span></div><div class='xr-var-dims'>(CCA_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-0aac53d6-c954-46e7-bcb5-e4a99c8664ac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0aac53d6-c954-46e7-bcb5-e4a99c8664ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fc197d0-ce56-4e21-b24c-416aea10c028' class='xr-var-data-in' type='checkbox'><label for='data-3fc197d0-ce56-4e21-b24c-416aea10c028' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-06983811-1fb9-4bc2-84df-268b8d099d54' class='xr-section-summary-in' type='checkbox'  ><label for='section-06983811-1fb9-4bc2-84df-268b8d099d54' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-a98ee42d-c24a-418f-8e93-b2e48a6cfdd9' class='xr-index-data-in' type='checkbox'/><label for='index-a98ee42d-c24a-418f-8e93-b2e48a6cfdd9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "       299.09969989996665,  299.1997332444148, 299.29976658886295,\n",
       "        299.3997999333111, 299.49983327775925,  299.5998666222074,\n",
       "       299.69989996665555,  299.7999333111037, 299.89996665555185,\n",
       "                    300.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=600))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>CCA_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-f91f7fdb-1db7-454e-a0f6-cb1773c1e427' class='xr-index-data-in' type='checkbox'/><label for='index-f91f7fdb-1db7-454e-a0f6-cb1773c1e427' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;CCA_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-441d1e0d-04b3-4f21-822e-225ad9592659' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-441d1e0d-04b3-4f21-822e-225ad9592659' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 600, CCA_X: 1)> Size: 5kB\n",
       "-0.2433 0.1107 0.5429 2.071 1.619 0.1281 ... 2.217 1.67 2.113 1.802 1.129 0.6403\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * CCA_X    (CCA_X) <U3 12B 'Sx1'"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Transform data\n",
    "sx_power_cca, sy_cca = cca.transform(x_power_test, y_test)\n",
    "\n",
    "print(f\"Latent space dimensions: {cca.latent_featureX_name, cca.latent_featureY_name}\")\n",
    "sx_power_cca"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17",
   "metadata": {},
   "source": [
    "The `transform` method returns the \"reconstructed sources\", with the same sample dimension as the test input but with a new \"latent_feature\" dimension, generated automatically from the class/model name.\n",
    "\n",
    "If the decomposition was performed successfully, the reconstructed sources should be close to the ground truth ones used in the linear forward model of the simulated data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "18",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:34.943077Z",
     "iopub.status.busy": "2026-01-13T10:35:34.943005Z",
     "iopub.status.idle": "2026-01-13T10:35:35.052458Z",
     "shell.execute_reply": "2026-01-13T10:35:35.051824Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Normalize\n",
    "sx_power_cca = standardize(sx_power_cca).T\n",
    "sy_cca = standardize(sy_cca).T\n",
    "\n",
    "# Calculate correlations\n",
    "corrxy = np.corrcoef(sx_power_cca[0], sy_cca[0])[0, 1]\n",
    "corrx = np.corrcoef(sx_power_cca[0], sx_power[0])[0, 1]\n",
    "corry = np.corrcoef(sy_cca[0], sy[0])[0, 1]\n",
    "\n",
    "# Plot results\n",
    "plot_source_comparisson(\n",
    "    sx_power[0], sy[0], sx_power_cca[0], sy_cca[0], corrx, corry, corrxy, title=\"CCA\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19",
   "metadata": {},
   "source": [
    "#### Sparse CCA, Ridge CCA, and ElasticNet CCA\n",
    "\n",
    "`ElasticNetCCA` admits the same optional parameters as `CCA` on top of `l1_reg` and `l2_reg` to encode the regularization parameteres for the L1 and L2 penalty terms, respectively. These parameters take a list of the form $[ \\lambda_x, \\lambda_y]$, containing the regularization parameters for $W_x$, and $W_y$, respectively. If, instead, a float $\\lambda$ is passed, then $\\lambda_x=\\lambda_y=\\lambda$. L1 and L2 parameters need to be non-negative, with zero-values corresponding to no regularization. Additionally, `l1_reg` components must be smaller than $0.5$, while `l2_reg` components are unbounded. `SparseCCA` is a sub-class of `ElasticNetCCA`, obtained by setting `l2_reg=0` on the latter. Analogously, `RidgeCCA` is equivalent to `ElasticNetCCA` with `l1_reg=0`. By choosing both regularizers to be zero, we recover the same `CCA` implementation we explored above."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20",
   "metadata": {},
   "source": [
    "With these regularized methods we can achieve better performance compared to standard CCA, even in lower SNR scenarios, as long as we make the right choice of hyperparamters. The latter gives us more flexibility, but requires a bit of extra work to achieve the optimal model's performance. For such a hyperparameter exploration, for instance, one can run a small random or grid search together with cross-validation in a validation set. \n",
    "\n",
    "For the sake of simplicity, we won't follow that approach here, but rather show how the performance of `ElasticNetCCA` on the test set varies with different hyperparameter configurations. In particular, by looking at the `l1_reg=_l2_reg=0` in parameter space, we can see the increase in performance compared with CCA."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "21",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:35.053560Z",
     "iopub.status.busy": "2026-01-13T10:35:35.053473Z",
     "iopub.status.idle": "2026-01-13T10:35:38.969567Z",
     "shell.execute_reply": "2026-01-13T10:35:38.969292Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Best L1 regularization: 0.06250, Best L2 regularization: 0.58333\n",
      "Max correlation: 0.688, Correlation X: 0.738, Correlation Y: 0.956\n",
      "CCA correlation (L1=L2=0): 0.680, Correlation X: 0.732, Correlation Y: 0.952\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define ranges for L1 and L2 parameters\n",
    "l1_reg_list = np.linspace(0, 0.1, 25)\n",
    "l2_reg_list = np.linspace(0, 2, 25)\n",
    "\n",
    "# Initialize a list to store correlations regularization parameters\n",
    "correlations_list = np.zeros((len(l1_reg_list), len(l1_reg_list), 3))\n",
    "\n",
    "# Loop through parameters\n",
    "for i, l1 in enumerate(l1_reg_list):\n",
    "    for j, l2 in enumerate(l2_reg_list):\n",
    "        # Initialize (default names for sample and feature dimensions\n",
    "        # is 'time' and 'channel')\n",
    "        elastic_cca = ElasticNetCCA(\n",
    "            N_components=1,\n",
    "            l1_reg=[l1, l1],  # L1 regularization parameter (same for both datasets)\n",
    "            l2_reg=l2,\n",
    "        )  # L2 regularization parameter (same for both datasets)\n",
    "\n",
    "        # Fit model\n",
    "        elastic_cca.fit(x_power_train, y_train)\n",
    "\n",
    "        # Transform data\n",
    "        sx_power_elastic_cca, sy_elastic_cca = elastic_cca.transform(\n",
    "            x_power_test, y_test\n",
    "        )\n",
    "\n",
    "        # Normalize\n",
    "        sx_power_elastic_cca = standardize(sx_power_elastic_cca).T[0]\n",
    "        sy_elastic_cca = standardize(sy_elastic_cca).T[0]\n",
    "\n",
    "        # Calculate correlations\n",
    "        corrxy_elastic = np.corrcoef(sx_power_elastic_cca, sy_elastic_cca)[0, 1]\n",
    "        corrx_elastic = np.corrcoef(sx_power_elastic_cca, sx_power)[0, 1]\n",
    "        corry_elastic = np.corrcoef(sy_elastic_cca, sy)[0, 1]\n",
    "\n",
    "        correlations_list[i, j] = [corrxy_elastic, corrx_elastic, corry_elastic]\n",
    "\n",
    "# Find (L1, L2) configuration with highest avarage correlation between corrx and corry\n",
    "corr_avg = np.mean(correlations_list[:, :, 1:], axis=-1)\n",
    "i, j = np.unravel_index(np.argmax(corr_avg), corr_avg.shape)\n",
    "max_corrxy, max_corrx, max_corry = correlations_list[i, j]\n",
    "best_l1_reg = l1_reg_list[i]\n",
    "best_l2_reg = l2_reg_list[j]\n",
    "\n",
    "# CCA correlation with L1=L2=0\n",
    "cca_corr = correlations_list[0, 0, :]\n",
    "\n",
    "print(\n",
    "    f\"Best L1 regularization: {best_l1_reg:.5f}, \"\n",
    "    f\"Best L2 regularization: {best_l2_reg:.5f}\"\n",
    ")\n",
    "print(\n",
    "    f\"Max correlation: {max_corrxy:.3f}, \"\n",
    "    f\"Correlation X: {max_corrx:.3f}, \"\n",
    "    f\"Correlation Y: {max_corry:.3f}\"\n",
    ")\n",
    "print(\n",
    "    f\"CCA correlation (L1=L2=0): {cca_corr[0]:.3f}, \"\n",
    "    f\"Correlation X: {cca_corr[1]:.3f}, \"\n",
    "    f\"Correlation Y: {cca_corr[2]:.3f}\"\n",
    ")\n",
    "\n",
    "# Plot the correlation heatmap\n",
    "plt.figure(figsize=(10, 8))\n",
    "plt.imshow(\n",
    "    corr_avg,\n",
    "    cmap=\"magma\",\n",
    "    aspect=\"auto\",\n",
    "    origin=\"lower\",\n",
    "    extent=[l2_reg_list[0], l2_reg_list[-1], l1_reg_list[0], l1_reg_list[-1]],\n",
    "    interpolation=\"nearest\",\n",
    ")\n",
    "plt.colorbar(label=\"Average Correlation\")\n",
    "plt.xlabel(\"L2 Regularization\")\n",
    "plt.ylabel(\"L1 Regularization\")\n",
    "plt.title(\"Correlation Heatmap for ElasticNet CCA\")\n",
    "plt.scatter(best_l2_reg, best_l1_reg, color=\"red\", label=\"Best Parameters\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22",
   "metadata": {},
   "source": [
    "For the other regularization models, initializing, fitting and transforming work in the same way:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "23",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:38.970450Z",
     "iopub.status.busy": "2026-01-13T10:35:38.970361Z",
     "iopub.status.idle": "2026-01-13T10:35:39.378303Z",
     "shell.execute_reply": "2026-01-13T10:35:39.377349Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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Z2RQcHCwH/S2KwBEbGyvfXy8vL1qxYoXGuRSEJM5UrFiRzp07Jy+/c+cO+fj4EAB65513NPZ5UVGqoPrr/v37skXO4MGDNeqw7Oxs2r59u4bom52dTU2aNCFAxK5TL/cRERHUvHlzAkATJ06Ul0dGRpKenh5ZW1vTsWPHNPKYmppKf/31F126dKmQK6dJcUSpF63rJDHSwMBAoy6Ij4+nnj17ymJObkFOyqu+vj5988038rOlVCplq7LCnsXivjfyE6Xi4uJoxYoVed5ZsbGxNGrUKAJAQ4YMyXMNdKlX8qszilP2pTJsYGBAVlZWtHPnTnndkydPqHbt2gSAPvvsszz5KK4oJQl/a9eu1br+0aNH8v3SVZSWYlR99tln8kBG7s/IkSPziIrDhg0jADRs2DCqVauW1v169uyp1Trx22+/JQDk5+dHe/fupfj4eIqOjqZ///2XKlasSIaGhvmKWgzDMKUBi1IMw5Q5kguf9FEoFOTt7U1DhgyhdevWaW1kEakavLmDdUsEBAQQAJo6darOedm/fz8BoI8++khjubrLQnBwsNZ9pUajeoevIObPny83JLVx6dIlUigUVKVKFZ3Sk2JDAMUzw+/RowcBoE8//bTI+6ojWUWpd9auX78udyh07bSro02Uio6Opg0bNshCw8CBAzX2iYyMJGNjY7KystLqEpSdnU2BgYEEQMPVU7KY8fX1zbfsqbNv3z4CxExI2twBpfTc3d01OhqS+KJQKLRaVYwfP17ueEo8efJEFtl0pSii1OjRo/PdpjiiVEpKimy5mJ9rbG4KE6XS09PJxcWF9PX1tbpREhH16tUrzzGXLl1KgJiJUhKw1enWrVuRRSkiopUrV8oTC0gfT09P6tevHy1btowSEhLy7BMfHy9b1WizDDp9+rRcNtRdEV9UlCqo/pJE2jZt2uhknbl161YCQIGBgVqtjR4/fkwWFhZkYWEhizOS61J+dV5xKI4o9aJ1nRQgfezYsXnWJScny5N3qFsNqee1a9eu+aZd2LNY3PdGcWNKubm5kZmZWZ57XFxRqrhlv7AyLJXH2rVr51kXHBxMlSpVot69exd+wmpI+VQfGFAnJSVFztPZs2d1SlMSzwwNDcnS0pJWr15NiYmJFB0dTT/99JM8SJfb2lmqnwwNDcnAwIDmzZtHz58/p4SEBFq6dKlsDZVfmV68eLEc8Fz906JFCzp58mSRrgvDMExJoweGYZgy5osvvsCBAwfQqVMnGBkZgYhw69YtrFixAv369UP16tVx6NChfPcfOXJkgcv37NmTZ11iYiKWLFmC9957D+3bt0fz5s3RrFkzfP755wCAS5cu5Xu8wYMHa13u5uYGANi0aROysrLy3V9i48aNAIAPP/xQ6/ratWvDw8MDYWFhePjwYaHpJSYmyr/Nzc0L3T6//Yuzr8SxY8cQHh4OMzMz9OjRQ17u6+sLf39/ZGVlYd26dcVOv1WrVlAoFFAoFHBwcECvXr0QFRWF4cOHY9myZRrb7ty5E+np6ejQoQNcXV3zpKWnp4cuXboAAA4fPiwv37JlCwBg7NixMDY2LjRPe/fuBQD06dMHLi4uedYPHz4cxsbGuH//Pm7dupVnvb+/P+rXr59neWBgIAAgLCxMXubo6AhjY2Pcvn27wDJaXPIr28Xl+PHjiImJQcWKFTFw4MASSfPkyZN4+vQpAgICULduXa3bdOvWDYDmfZXqgaFDh8LQ0DDPPvnVI4UxePBgnDlzBn379oWZmRkAIDw8HOvWrcPQoUPh6emJf//9V2OfY8eOISUlBZUrV0b37t3zpBkYGIjGjRuDiLBv375i5aug/GpDKveTJk2CQqEoNB2p/hoyZAgMDAzyrK9QoQICAwORlJSEc+fOAVDVkSEhIXjw4EGx8l8SvEhdl5SUhJMnTwIARo8enWe9mZkZPvroIwCquiE3ujxn+W1T0u8NiQMHDuDTTz9F586d0aJFCzRr1gzNmjVDfHw8UlJScOfOHZ3TKoiSKPtDhw7Vuh+gWV9KjB8/Hg8fPszzHBZGWloaAMDIyEjrevX3Q2pqqk5pJicnAwAyMzMxb948DBo0CBYWFrC3t8fkyZMxduxYAMAPP/yg0Y5Q32/KlCkYO3YsbG1tYWlpiaFDh2LmzJkAgEWLFiEqKkrjmBkZGQgPD0dcXByMjIzg5+cHLy8v6Ovr49SpU1i6dKnO+WcYhnkZ5G1FMAzDlAGtWrVCq1atkJqairNnzyIkJAQ7d+7EoUOH8ODBA3Tq1Annz5+Hj49Pnn19fX21piktv337tsbyCxcuoEuXLnj8+HG++Xn+/LnW5Q4ODnBwcNC67v3338fPP/+MFStWYNeuXXjrrbfQvHlztGrVClWqVMmz/ZUrVwAAU6dOxQ8//KA1zejoaADAo0ePtAor6lhaWsq/k5OTYWVlVeD2+e0vNX6Lw+rVqwEIUSB3h2/gwIG4ePEiVq9erbUzpws1a9aEtbU1lEolIiIi8PDhQ5iYmKB58+Z5BCTp+p46dQrNmjXTmt6zZ88AiOsrcePGDQBAo0aNdMqTVL78/Py0rre0tISbmxtCQ0Nx+/btPGW4atWqWvdzcnICIDrBEvr6+hgzZgx+/vlnBAQEoGnTpmjVqpUsqpqYmOiU5/zI71kqLtK1bNCgAfT0SmYcTLqv9+7dy/e+xsXFAdC8r9J9Kqy+KA5169bFunXrkJmZiQsXLuD06dPYvXs39u7di5iYGPTr1w8ODg5o1aqVRl58fHzyFYBq1KiBkydP5qm/XoT86q/ExET5Wula7qX78Ntvv2Ht2rVat5HyLqVdqVIl9OnTB//++y+8vLzQqlUrtGzZEs2bN0ejRo20ilsvgxep60JDQ6FUKmFsbKy1XgfEvQPyvnskdClr+W1T0u+NjIwM9O3bF5s3by5wu/zeiUXlRcu+g4MDrK2t8yzXVl++KCYmJkhJSUFGRobW9enp6fJvU1NTndMEAFtbW63C46effoq5c+fi2bNnuHDhgiy2qdftknClzrBhwzBlyhSkpKTg0KFD6NOnj7yuW7du2LNnD7p3744lS5bA0dERgBDPBwwYgGXLluHJkyfYsWOHTufAMAxT0rAoxTDMK4WpqSmaN2+O5s2bY+LEiTh27BjeeustJCcnIzg4GEuWLMmzj9QYzY2zszMATQui7OxsvPPOO3j8+DE6deqEzz77DDVq1ICNjQ309fURGhqKatWqITMzU2uaBY2sV6xYESdPnsTXX3+NHTt2YOXKlVi5ciUA0dGbM2cOGjduLG8fHx8PALIVQUHoMopZqVIl+Xd4eDjq1KlT6D7a9g8PDy/SfhLp6en4559/AAADBgzIs75///747LPPcObMGdy6dQve3t5FPsaCBQvQsmVL+f+WLVvQr18/vPvuu6hUqRKCgoLkddL1jYiIQERERIHpql/fhIQEAICNjY1OeZI6QfmVQ0CUxdDQUI2yKJFfmZJEHCLSWD5z5kxUqlQJCxcuxNGjR3H06FEAgJWVFUaOHInp06frZOGljRexktNGUa+lLkj3NSoqKo9FQG7U76t0n6QOWW6k+uJFMDQ0RIMGDdCgQQOMGjUK165dQ/v27fH48WP88MMPsiila5kBoLXMFJf87q90nwBo7fBrQ7oPV69eLXRb9fuwatUq+Pn5YenSpdi7d69sTeTo6IjJkydj/PjxJSZg5seL1HXq5Sg/UaWwe6fLc5bfNiX93pg5cyY2b94MFxcXzJo1Cy1atICLi4tchzRr1gzHjx/P951YVF607BdWX5Yktra2SElJQWxsrNb16sttbW11ThMQgxHaRFg3NzdYWFggKSkJ9+7dk0UpaT8HBwfY29vn2c/Y2Bienp64du0a7t27Jy/funUr9uzZA0dHR6xevVpj8MrT0xPr1q1DtWrVsHPnTpw8eVKjjcIwDFNasPsewzCvNM2aNZPdak6fPq11m/w6ppGRkQA0LYhOnz6N0NBQuLu7Y+PGjWjRogXs7e2hr68PAIWKF4Xh6+uL9evXIy4uDgcPHsT06dPh4+ODU6dOoX379hqNRQsLCwDAnTt3QCLGX74fdSEmPxwcHFCtWjUAmm5LutKkSRMAwIkTJ3RyP8zNtm3bZAuVbt26yW520sfV1RVKpRKAyqLqRenevTt+/PFHKJVKDBs2DNnZ2fI66fp++eWXhV7fFStWyPtJ5UU6l8KQjiOVN21IFlnqZbG46OnpYezYsbh9+zbCw8OxcuVK9OvXD2lpaZg5cyYmTJjwwsfQhtQBzy2SSWizOinqtdQF6XoPHDiw0Puq7vYr7VdYfVGS1KhRA19++SUAzfqruGWmOPdAF9SPIYkehSGdw759+wq9D0OGDJH3MzExwfTp0/Hw4UPcuHEDixcvRteuXRETE4NJkyZhzpw5xTqHovAidZ16OcrvPpTk857f8UvqvbFmzRoAwIoVK/Duu+/C3d1dQ9R+0XdifvkvrfryRZDep9pcAtWXGxkZwd3dXac0pcGYggYOJHdB9feZLvtJ69T3O3bsGABhrarterq7u8vnefbsWZ3OgWEYpqRhUYphmFceyUUiPxN6yUUov+XVq1eXl0miUL169bQ27koqTo+xsTFatmyJadOm4erVq2jatCmSkpLw119/ydtI7l66WBroSt++fQEAv//+u0bDVBc6deoECwsLREZGYv369UU+tiQ0WVpawtnZWevHzs4OAPDnn3/m26ErKiNHjkTlypVx69YtDbGruNdXcr05deqUTttL5ev69eta1ycmJsodO/WyWBJ4eHhg8ODB+Ouvv7B161YAwB9//CGLfwB0ig+kC5KFQn6izt27d/Msk67lmTNnNPJUEIXlt7j3Vbr2N2/e1Lo+v3rkRdFWf0l5uXHjRr7PwbVr1zS2BQq/B6GhocXKo5WVlezmpWu5L4n6y8fHBx9//DG2bt2KRYsWAYBWa9iS5kXqOi8vL+jp6SE9PT1fsULbvSspSvq9Ib0TJaFOnZiYGA0XWHWKW68Ut+yXBQ0bNgQgYuNpQ1per149eWCrMCRLpPys9OLj42VXSXXrZ2m/J0+eyLGuciOlqb6fLpaW0n3IL12GYZiXDYtSDMOUKdHR0YWKEydOnACgGrXMjdSZyW95+/bt5WVS3AdpJFYdKfBoSaOvry+b4KvHsXr77bcBAPPnzy8xgWbUqFGwsbHBtWvXZAuN/EhPT8f8+fPl/zY2NnKsp3HjxmlYdWnj+PHj8r2JiYnBrl27AAh3gadPn2r9hIeHw8TEBPfv35fdzl4UIyMjjB8/HoBwRZHEj86dO8PIyAg7d+4sUpBeKUD7ggUL8hVC1enQoQMA4N9//8XTp0/zrF+8eDHS09Ph7u5eLJdFXZFiAaWmpmq4lUhl/kUD2UriypkzZ/Ks27Bhg1YXl6ZNm8LBwQGPHj3SEGQLorD8Nm/eHA4ODrh06VKBEyDkRqoHli1bptUVKb96pCBiY2MLtbTRVn81a9YMZmZmiIiIkAOMq3P27FmcPHkSCoUC7dq1k5dL9yAsLAwxMTF59lu6dGmRz0FCKvfBwcE6bS/VX4sXLy6RzqxUfguK9VdSvEhdZ2FhIQs4CxYsyLNtamqqfB+kuqEkKen3RkHvxODg4HwHN4pbrxS37JcF0rXet29fnsD82dnZsnt+7969dU6ze/fuMDY2xuPHj7UGcl++fDkAMbgjtRsAICgoCE5OTlAqlVotjTdv3ozY2Fjo6elpWMhJ9c7p06e1ClT379+X349lLQIyDPMGU5JT+TEMwxSVuXPnUu3aten333+n6OhojXWxsbH09ddfk0KhIAC0ceNGjfXSdNMGBgY0adIkeZr3zMxMmjJlCgEgS0tLevTokbzPkydPyMDAgADQypUr5eVxcXHUp08fMjExKXBK9dzL1fniiy9o6dKlFBsbq7H8ypUrVLFiRQJAf/zxh7w8MTGRqlSpQgCof//+9PjxY439EhMT6e+//y7ytOWbNm2Sp6jv378/3bx5U2N9SkoK/f333+Tr60t16tTRWJeenk6NGzcmAOTi4kKrVq2i1NRUjW1u3bpFI0eOJAMDA3lK719//ZUAUOXKlQudTr5Pnz4EgD788EOdzwk501cfPHhQ6/qkpCSys7MjAPTPP//IyydPnkwAyNPTM8++SqWSQkJCaPjw4XT37l15eUJCgly2OnfuTA8fPtTY7+jRo/Tnn39qpBMYGEgAqGXLlvTs2TN53Z49e8jCwoIA0G+//aaRzvLlywkAvffee1rP6eDBgwSAgoKC5GXXrl2jjz/+mE6fPq1xndPS0mjSpElay+jPP/9MAKhfv3753hvp+hbEokWL5Ht8+/Ztefnp06epYsWKZGhoqPUe/fLLLwSAzM3Nae3atRp5eP78Oc2ZM4ciIyPlZWfOnJHvWXJycoF5cXBwoI0bN+Y5rytXrtDkyZPp2LFj8rKkpCSqVKkSAaD333+fUlJSiEjcv3nz5sn5L0rTaNOmTVSlShWaM2dOnnKSkpJCv/zyCxkZGREAmjNnjsb6CRMmEACqVKkSnT9/Xl4eGhpKfn5+BID69u2b55gNGjQgADR48GC5zsvKyqIff/xRPofi1F/3798na2trAkAffPABPX/+XF6XnZ1NO3bsoG3btmksa9SoEQGgtm3b0p07dzTSS0tLo+3bt9P7778vL9u/fz9NnDiRrl27prFtYmIiDRw4UJ6ivihIz2pRKW5dR0S0bds2AkCGhoa0Zs0aeXlCQgL17t2bAJCHh4dcxnLnNTw8PN98FVYGi/vemDZtGgGgadOmaSzv3LkzAaBu3bpRYmIiEYlnYuXKlWRoaCi/E3M/17rUK/mdb3HKvi5lOL9rN3fuXHJ3d9f6PBVGu3btCAA1a9ZMbqNkZGTQ6NGjCQA5OTnJ100dd3d3cnd3p5MnT+ZZJ51/9erVKTQ0VF5+/PhxsrW1JQD01Vdf5dlvwYIF8jHPnj0rL79x44Z8rQcNGqSxz/379+U6qHv37hp1bVhYmPwMOzs751vfMgzDvGxYlGIYpkyZN2+e3JCUOqINGjSgatWqyQ0pADRx4sQ8+0qNsB9//JEUCgXZ29tTYGAgOTg4EADS09Ojv/76K89+EydOlNOtXLky1atXj0xNTcnQ0JB+++23YnfqunfvLh/Xy8uLGjRoQF5eXvKxWrVqRZmZmRr73Lhxgzw9PeX9fH19qWHDhlS9enVZWGrYsGGRr+u2bdvI3t5ePrabmxsFBgaSn5+f3MlQKBQ0ZsyYPPsmJiZSr1695H1NTU2pZs2aFBgYKHfqAZCrqytduXKFiIgaNmxIAGjKlCmF5m3Lli0EgKytrfN0AvOjMFGKiOjrr78mAOTv7y8vy8zMpEGDBsn7u7i4UIMGDahOnTpkaWkpL79x44ZGWhcvXiQXFxf5vtSoUYP8/f3lTntuIenOnTvk6upKAMjY2JgCAgI07v27776bp+NWHFHqwoULcpo2NjYUEBBAdevWlfNlZGREO3fu1EgnNDRUfpbc3d2pefPmFBQURMuXL89zfQsiNTWVatSoIQvBNWvWpOrVq8sd06CgIK33SKlU0ogRI+RjODg4UGBgIHl4eMhlXL3Tmp2dTdWqVSMAZG9vT40bN6agoCAaO3asRrqff/65nKadnR0FBgZSQECALE4CoF27dmnsc+DAATI2NiYAZGVlRYGBgfJ9njVrVpFFqc2bN2vUX66urhQYGEi+vr5kZmYmL+/Xr1+eZz8lJYVatWolb+Pn50d16tSRr0mdOnXyCPVEolxIwrqNjQ3Vr1+f7O3tycDAQO60Fqf+IiLat2+f/FwYGhpSnTp1qFatWmRubq5V0Hj8+DHVrVtXPgcvLy9q2LAh+fn5yWXO2dlZ3n7Tpk3yto6OjlS/fn2qU6eOfK2sra3p3LlzOl9/ouKLUkTFq+sk1Mufm5sb1a9fX75Otra2dPr06Xzz+iKiFFHx3hv5iVJnz57VeCbq1asnD6K8++67+T7XutQr+Z1vccr+i4hS0rmr16W68ujRI/k8zMzMqF69euTo6EgAyMTEJN93UkHvrLS0NPn89fX1yd/fn3x9feV9OnbsKAvO6iiVSlm8VSgUVKNGDapduzbp6ekRAKpXr16eQTEioqVLl8rX1sjIiPz8/KhatWryMjMzM9q7d2+Rrw3DMExJwaIUwzBlSkZGBh04cIAmTZpETZo0ocqVK5ORkRGZmZlRtWrVaPDgwXT06FGt+6o3eHfv3k0tWrQgS0tLsrCwoNatW9Phw4e17idZRvj4+JCRkRE5ODhQ165d6dSpU/k2fHVpEJ85c4Y+//xzatiwIbm4uJCRkRFVqlSJgoKCaNWqVXk6pRIJCQk0c+ZMatiwIVlZWZGxsTF5eHhQ69atafbs2QV2YAoiPj6efv75Z2rVqhU5OzuToaEhWVpakr+/P40dO5YuXbpU4P5HjhyhoUOHUvXq1cnCwoKMjIyoYsWK1LlzZ1q2bJlsBXD79m25MZ3bAkIbGRkZsmCmbtVUELqIUpGRkWRqakoAaMeOHRrrduzYQT169CAXFxcyNDQkJycnqlevHo0aNYoOHTpE2dnZedKLjo6mKVOmUI0aNcjMzIwsLS3J19eXRowYQRcvXsyzfVRUFE2cOJGqVatGxsbGZGVlRS1atKDVq1drtSQojiiVlJRES5YsoT59+lC1atXIwsKCLCwsyM/Pj4YPH64x6q7Onj17KCgoiKysrGTLQ/XOqa5izLNnz2jo0KHk5ORExsbG5OPjQ7Nnz6bs7Ox8O68SO3bsoC5dupCjo6P8bLRu3ZoWLVpE6enpGtvevn2bevfuTU5OTnLHSVuH8vjx4zRgwAByc3MjIyMjsrOzo9q1a9MHH3xAO3bs0Nqxu3DhAnXt2pWsra3J3NycAgMDZfG6qKJUdnY2nTx5kqZOnUpBQUHk6elJJiYmZGJiQh4eHtSnTx/avn17vvtnZGTQL7/8IgsapqamVKtWLZoxY0aBVgv//fcfNWvWjMzMzMjKyoratWtHx44de6H6S+L+/fs0atQo8vLyImNjY7KxsaHatWvTpEmTtJavtLQ0WrRoEbVo0YJsbW3JyMiI3NzcqFmzZvTNN9/Q9evX5W2jo6Np/vz51LVrV/L09CQzMzOytram2rVr0+TJk+nJkyeF5i83LyJKSeha1+Vm27Zt1K5dO/m83d3dafjw4fTgwYMC8/qiohRR0d8b+YlSREQhISHUrl07srCwIHNzc/L396f58+eTUqks8LkurF4p6HyLWvbLSpQiEhadn376KXl6epKRkRE5OTlRv379CnzfFfbOyszMpDlz5pC/vz+Zm5uTubk5NWjQgBYtWpRvW0Fi+fLl1LhxY7K0tCQTExOqVasW/fDDD/mWUyLRPhk0aBC5u7uTkZERGRsbU7Vq1Wj48OEalq8MwzBlgYKohAKZMAzDlDIeHh64f/8+wsPD4eHhUdbZYRiGYUoZ6T3AzVmGYRiGKZ9woHOGYRiGYRiGYRiGYRim1GFRimEYhmEYhmEYhmEYhil1WJRiGIZhGIZhGIZhGIZhSh0WpRiGYRiGYRiGYRiGYZhShwOdMwzDMAzDMAzDMAzDMKUOW0oxDMMwDMMwDMMwDMMwpQ6LUgzDMAzDMAzDMAzDMEypw6IUwzAMwzAMwzAMwzAMU+qwKMUwDMMwDMMwDMMwDMOUOixKMQzDMAzDMAzDMAzDMKUOi1IMwzAMwzAMwzAMwzBMqcOiFMMwDMMwDMMwDMMwDFPqsCjFMAzDMAzDMAzDMAzDlDosSjEMwzAMwzAMwzAMwzClDotSDMMwDMMwDMMwDMMwTKnDohTDMAzDMAzDMAzDMAxT6rAoxTAMwzAMwzAMwzAMw5Q6LEoxDMMwDMMwDMMwDMMwpQ6LUgzDMAzDMAzDMAzDMEypw6IUwzAMwzAMwzAMwzAMU+qwKMUwDMMwDMMwDMMwDMOUOixKMQzDMAzDMAzDMAzDMKUOi1IMwzAMwzAMwzAMwzBMqcOiFMMwDMMwDMMwDMMwDFPqsCjFMAzDMAzDMAzDMAzDlDosSjEMwzAMwzAMwzAMwzClDotSDMMwDMMUmZCQEPTs2ROVK1eGsbExnJ2d0bhxY0yYMKHEjnHv3j0oFAocOnRIp+2VSiVWr16Ntm3bwsHBAYaGhnByckKXLl2wbds2KJXKEstbSTBkyBB4eHgUa9+1a9di3rx5WtcpFApMnz692Pl6GYSFheHtt9+GjY0NLCws0K5dO5w/f16nfRUKRb4fHx8febvk5GT069cP3t7esLS0hLm5OWrUqIEZM2YgOTlZI80VK1bkm+bTp09L9NwZhmEYhskfg7LOAMMwDMMw5YsdO3agW7duaNmyJWbNmoUKFSrgyZMnOHv2LNatW4fg4OBSz1NaWhp69OiBvXv3ol+/fvjtt9/g4uKCqKgo7N69G3369MHff/+N7t27l3reXgZr167F1atXMW7cuDzrTp48CVdX19LPVD5ERUWhefPmsLW1xR9//AETExP8+OOPaNmyJc6cOQNvb+8C9z958mSeZSEhIRg3bhx69uwpL8vMzAQRYfz48fD09ISenh6OHDmCb7/9FocOHcL+/fvzpLN8+XINYQsA7O3ti3mmDMMwDMMUFRalGIZhGIYpErNmzYKnpyf27NkDAwNVU6Jfv36YNWtWmeRp/Pjx2LNnD1auXInBgwdrrHv77bcxadIkpKamvvBxsrOzkZWVBWNj4zzrUlJSYGZm9sLHeFEaNWpU1lnQ4Oeff0ZUVBROnDgBd3d3AECzZs1QtWpVTJ06FX///XeB+2s7n8WLF0OhUGDo0KHyMhsbmzxptW3bFunp6Zg1axbCwsJQpUoVjfU1a9ZE/fr1i3tqDMMwDMO8IOy+xzAMwzBMkYiJiYGDg4OGICWhp6dqWhw7dgyGhoaYOHGixjaS69SyZctKJD9Pnz7F0qVL0aFDhzyClES1atVQu3Zt+f+DBw8waNAgODk5wdjYGL6+vggODtZw8ZPcB2fNmoUZM2bA09MTxsbGOHjwIKZPnw6FQoHz58+jd+/esLW1RdWqVQEARIRFixbB398fpqamsLW1Re/evREWFlbouSxcuBAtWrSAk5MTzM3NUatWLcyaNQuZmZnyNi1btsSOHTtw//59DbczCW3ue1evXkX37t1ha2sLExMT+Pv7Y+XKlRrbHDp0CAqFAn/99Re+/PJLVKxYEVZWVmjbti1u3bpVaN7zY9OmTWjdurUsSAGAlZUV3n77bWzbtg1ZWVlFSi8xMRH//vsvgoKC4OXlVej2jo6OAKC1vDIMwzAMU7awKMUwDMMwTJFo3LgxQkJCMGbMGISEhGgIJuo0a9YMM2bMQHBwMLZu3QoAuHbtGj755BMMGjRIw8rlRTh48CAyMzPRo0cPnbaPiopCkyZNsHfvXnz33XfYunUr2rZti4kTJ2LUqFF5tp8/fz4OHDiA2bNnY9euXRruXm+//Ta8vLzw77//4n//+x8AYNiwYRg3bhzatm2LzZs3Y9GiRbh27RqaNGmCZ8+eFZi3u3fvYsCAAVi9ejW2b9+OoUOH4ueff8awYcPkbRYtWoSmTZvCxcUFJ0+elD/5cevWLTRp0gTXrl3D/PnzsXHjRvj5+WHIkCFaLdu++OIL3L9/H0uXLsXvv/+OO3fuoGvXrsjOzpa3kQSswmJXpaam4u7duxqCoETt2rWRmpqqk1inzrp165CcnIwPP/xQ63oiQlZWFhISErB7924EBwejf//+qFy5cp5tu3TpAn19fdjZ2eHtt9/G1atXi5QXhmEYhmFeDB4yYhiGYRimSMycORM3b97EggULsGDBAhgaGiIwMBBdu3bFqFGjYGFhIW87efJkHDlyBO+99x6OHTuGd955B5UrV5YFnJLgwYMHAABPT0+dtp8zZw4ePXqEkJAQNGjQAADQoUMHZGdn43//+x/GjRuH6tWry9ubmJhgz549MDQ0zJPWe++9h2+++Ub+f+rUKSxZsgTBwcEYP368vLx58+aoXr065syZg59++qnAvEkolUo0b94c9vb2eP/99xEcHAxbW1v4+fnBxsYGxsbGOrnqTZ8+HRkZGTh48CDc3NwAAJ06dUJcXBy++eYbDBs2DNbW1vL2fn5++PPPP+X/+vr6eOedd3DmzBn5eAqFAvr6+hqWcdqIjY0FEcHOzi7POmlZTExMoeegzrJly2BjY4NevXppXf/333+jf//+8v/3338fv//+u8Y2Li4u+PLLL9GoUSNYWVnhypUrmDlzJho1aoTjx4+jTp06RcoTwzAMwzDFgy2lGIZhGIYpEvb29jh69CjOnDmDmTNnonv37rh9+zamTJmCWrVqITo6Wt5WoVBg1apVsLS0RP369REeHo5//vkH5ubmZZb/AwcOwM/PTxakJIYMGQIiwoEDBzSWd+vWTasgBSCPMLJ9+3YoFAoMGjQIWVlZ8sfFxQV16tQpdCbBCxcuoFu3brC3t4e+vj4MDQ0xePBgZGdn4/bt20U/WYjzbdOmjSxISQwZMgQpKSl5rKy6deum8V+ycrp//768LCgoCFlZWZg6dapOeVB3LyzKutxcu3YNISEhGDhwIExMTLRu06FDB5w5cwYHDhzA999/jw0bNqBXr14arplvvfUWZsyYgS5duqBFixb45JNPcPToUSgUCp3PiWEYhmGYF4ctpRiGYRiGKRb169eXg0RnZmbis88+w9y5czFr1iwNtzB7e3t069YNCxcuRM+ePVGrVq0SzYfklhUeHq7T9jExMfDw8MizvGLFivJ6dSpUqJBvWrnXPXv2DEQEZ2dnrdvnDrStzoMHD9C8eXN4e3vjl19+gYeHB0xMTHD69Gl88sknxQ7UHhMTo/Uc8jvf3LPPSUHdi3N8W1tbKBQKrdZQz58/BwCtVlT5IcUhy891TzqmVC5btWqFqlWrol+/ftiyZYvGbH258fDwQLNmzXDq1Cmd88MwDMMwzIvBohTDMAzDMC+MoaEhpk2bhrlz5+aJy7Nv3z789ttvaNCgATZt2iRbrpQUrVq1gqGhITZv3ozhw4cXur29vT2ePHmSZ/njx48BAA4ODhrLi2Ll4+DgAIVCgaNHj2qdoU/bMonNmzcjOTkZGzdu1AgKfvHixXz30YWinm9JYmpqCi8vL1y5ciXPuitXrsDU1LRAoU6djIwMrF69GvXq1YO/v7/OeZAs4nSxNCOiQl0SGYZhGIYpOfityzAMwzBMkdAmcADAjRs3AKgscKRtBw0ahKCgIJw4cQLdunXD0KFDdbZq0gUXFxd8+OGH2LNnD1atWqV1m7t37+Ly5csAgDZt2uD69es4f/68xjarVq2CQqFAq1atip2XLl26gIjw6NEj2ZJM/VOQlZgkcKkLV0SEJUuW5NnW2NhYZ8ulNm3a4MCBA7IIJbFq1SqYmZnpFJfqRejZsycOHDiAiIgIeVliYiI2btyIbt266Twr3tatWxEdHV3kAPkHDx4EgEJn6gsPD8fx48df+vVgGIZhGEYFW0oxDMMwDFMkOnToAFdXV3Tt2hU+Pj5QKpW4ePEigoODYWFhgbFjxwIAsrOz0b9/fygUCqxduxb6+vpYsWIF/P390bdvXxw7dgxGRkYlkqc5c+YgLCwMQ4YMwZ49e9CzZ084OzsjOjoa+/btw/Lly7Fu3TrUrl0bn376KVatWoXOnTvj22+/hbu7O3bs2IFFixZhxIgRGkHOi0rTpk3x8ccf4/3338fZs2fRokULmJub48mTJzh27Bhq1aqFESNGaN23Xbt2MDIyQv/+/TF58mSkpaXht99+Q2xsbJ5ta9WqhY0bN+K3335DvXr1oKenJ7us5WbatGnYvn07WrVqhalTp8LOzg5r1qzBjh07MGvWLI0g57py+PBhtGnTBlOnTi00BtPEiROxevVq+XobGxtj5syZSEtLyzN7nyQchYaG5kln2bJlMDU1xYABA7QeZ/HixTh69Cjat28PNzc3JCcn4+jRo1iwYAGaNGmC7t27y9u2bdsWLVq0QO3ateVA57NmzYJCocB3331XxKvBMAzDMExxYVGKYRiGYZgi8dVXX2HLli2YO3cunjx5gvT0dFSoUAFt27bFlClT4OvrC0CIIUePHsW+ffvg4uICQMT7WbduHVq0aIHJkydj3rx5JZInExMT7NixA2vWrMHKlSsxbNgwJCQkyPGF/vjjD3Tt2hUA4OjoiBMnTmDKlCmYMmUKEhISUKVKFcyaNUtjxrzisnjxYjRq1AiLFy/GokWLoFQqUbFiRTRt2jRPcHV1fHx8sGHDBnz11Vd4++23YW9vjwEDBmD8+PHo2LGjxrZjx47FtWvX8MUXXyA+Ph5EBCLSmq63tzdOnDiBL774Qo5N5evri+XLl2PIkCHFOkciQnZ2tkbw8PxwdHTE0aNHMXHiRLz33nvIyspC48aNcejQIfj4+Ghsm5WVpTWNiIgI7N27F4MGDcpXRKtVqxa2b9+OKVOmIDo6GgYGBqhWrRq++OILjB8/XsMiq1atWvj7778xe/ZspKamwsnJCa1bt8bXX3/9QqIkwzAMwzBFQ0H5tWAYhmEYhmHKkHv37sHT0xMHDx5Ey5Ytyzo7DMMwDMMwTAnDMaUYhmEYhmEYhmEYhmGYUodFKYZhGIZhGIZhGIZhGKbUYVGKYRiGYRiGYRiGYRiGKXU4phTDMAzDMAzDMAzDMAxT6rClFMMwDMMwDMMwDMMwDFPqGBS+yeuDUqnE48ePYWlpCYVCUdbZYRiGYRiGYRiGYRiGee0gIiQmJqJixYrQ08vfHuqNEqUeP34MNze3ss4GwzAMwzAMwzAMwzDMa09ERARcXV3zXf9GiVKWlpYAxEWxsrIq49wUj8zMTOzduxft27eHoaFhWWeHYbTC5ZQpD3A5ZcoDXE6Z8gCXU6Y8wOWUKQ+8TuU0ISEBbm5usg6TH2+UKCW57FlZWZVrUcrMzAxWVlblvpAyry9cTpnyAJdTpjzA5ZQpD3A5ZcoDXE6Z8sDrWE4LC53Egc4ZhmEYhmEYhmEYhmGYUqfcilI//vgjFAoFxo0bV9ZZYd5g7t0Dli0DlMqyzgnDMAzDMAzDMAzDlC/KpfvemTNn8Pvvv6N27dplnRXmDefdd4FjxwAnJ6Br17LODcMwDMMwDMMwDMOUH8qdKJWUlISBAwdiyZIlmDFjRoHbpqenIz09Xf6fkJAAQPhpZmZmvtR8viykfJfX/L9OREUBx48bAFDg9u1sZGayuZQEl1OmPMDlVJCdnY2srCwQUVlnhdFCVlYWDAwMkJSUBAODctdse6NQKBQwMDCAvr5+WWel1OH6lCkPcDllygOvUznV9RwUVM5aoe+99x7s7Owwd+5ctGzZEv7+/pg3b57WbadPn45vvvkmz/K1a9fCzMzsJeeUed05eNANv/wSAADo1es23n33RhnniGEYpmhYWlrC0tISenrl1pufYV4plEolEhMTkZiYWNZZYRiGYZgyJSUlBQMGDEB8fHyBE82VqyG3devW4fz58zhz5oxO20+ZMgXjx4+X/0tTErZv375cz763b98+tGvX7rWJxl9e+fNP1UiopaUXOnXyLMPcvFpwOWXKA296OX327BkSEhLg6OgIMzOzQmdGYcoGIkJycjLMzc35Hr3iEBFSUlIQFRWF6tWrw9nZuayzVGq86fUpUz7gcsqUB16ncip5qhVGuRGlIiIiMHbsWOzduxcmJiY67WNsbAxjY+M8yw0NDcv9DX4dzqE8k5kJ7Nun+h8drQdDQ7Y0yA2XU6Y88CaW0+zsbCQmJsLZ2Rn29vZlnR2mAJRKJTIzM2FqasoWbeUAc3Nz6OnpITIyEhUqVHjjXPnexPqUKX9wOWXKA69DOdU1/+VGlDp37hwiIyNRr149eVl2djaOHDmCX3/9Fenp6W/ci58pO06cAOLjVf+fPSu7vDAMwxQVycefXdkZpuSRnqvMzExumzIMwzBMIZQbUapNmza4cuWKxrL3338fPj4++Oyzz/ilz5QqZ8+Kbzc3ICICiIws2/wwDMMUB3YHY5iSh58rhmEYhtGdciNKWVpaombNmhrLzM3NYW9vn2c5w7xsYmLEd506KlGKCOB2KMMwzOtFWhpgZASw5xzDMAzDMEzJw00shikGz5+Lb19f8Z2aCiQllV1+GIZhmJInJQW4ehUIDy/rnDAMwzAMw7yelBtLKW0cOnSorLPAvKHExopvV1fA3BxIThbWUpaWZZsvhmEYpuRISxPfqallmw+GYRiGYZjXFbaUYphiIFlK2dkBTk7iNwc7ZxiGeb3IzhbfWVllmw+GYRiGYZjXFRalGKYYqItSzs7iNwc7ZxiGeb1QKsV3VpaIG1jWSLMmMgzDMAzDvC6wKMUwxUBy37O1ZUsphmFeA4iEH3JZfIqo9qxfvx61atWCqakp7O3t0bZtWyQnJ6NGjRr4+OOP5e3Cw8NhbW2NJUuWFJrmihUrYGNjg82bN6N69eowMTFBu3btEBERIW+TlQX89ttvqFq1KoyMjODt7Y3Vq1fL6ydMmICuXbvK/+fNmweFQoEdO3bIy7y9vbF48WL5//Lly+Hr6wsTExP4+Phg0aJF8rp79+5BoVDgn3/+QZcuXWBmZoY///yzSNeKYRiGYRjmVadcx5RimLKCLaUYhnmtSEkBLCzK5thJSSI4nw48efIE/fv3x6xZs9CzZ08kJibi6NGjICKsWbMGDRs2RKdOndC1a1e8++67aNWqFT766COd0k5JScH333+PlStXwsjICCNHjsSIEf3w22/HAQAbNmzC2LFjMW/ePLRt2xbbt2/H+++/D1dXV7Rq1QotW7bEsmXLoFQqoaenh8OHD8PBwQGHDx9G586d8fTpU9y+fRtBQUEAgCVLlmDatGn49ddfUbduXVy4cAEfffQRzM3N8d5778n5mjJlCr799lusXLkSpqamRby4DMMwDMMwrzYsSjFMEcnOBuLjxW+OKcUwDFN6PHnyBFlZWXj77bfh7u4OAKhVqxYAwN/fHzNmzMBHH32E/v374+7du9i8ebPOaWdmZuLXX39Fw4YNAQArV66Er68vrl07jRo1GmDevNkYMmQIRo4cCQAYP348Tp06hdmzZ6NVq1Zo0aIFEhMTceHCBQQEBODo0aOYOHEiNm7cCAA4ePAgnJ2d4ePjAwD47rvvEBwcjLfffhsA4OnpievXr2Px4sUaotTYsWPRtWtXWFlZQU+PDdwZhmEYhnm9YFGKYYpIXJzqt60tW0oxDPMaYGYmLJbK6tg6UqdOHbRp0wa1atVChw4d0L59e/Tu3Ru2trYAhAvdli1bsGDBAuzatQsODg46p21gYID69evL/318fGBlZYPw8BuoUaMBbt26gREjPtbYp2nTpvjll18AANbW1vD398ehQ4dgaGgIPT09DBs2DNOmTUNiYiIOHTokW0lFRUUhIiICQ4cO1bDkysrKgrW1tcYx6tWrp/M5MAzDMAzDlDdYlGKYIiK57llaAgYGbCnFMMxrgEKhswtdWaKvr499+/bhxIkT2Lt3LxYsWIAvv/wSISEh8PT0RGRkJG7dugV9fX3cuXMHb731VpHSVygUBS7LvZ6INJa1bNkShw4dgpGREYKCgmBra4saNWrg+PHjOHToEMaNGwcAUOZEUF+yZIlsmaV+juqYl4P7wjAMwzAMU1zYDpxhioh6PCmALaUYhmFKE4VCgaZNm+Kbb77BhQsXYGRkhE2bNgEAPvjgA9SsWROrVq3C5MmTcf36dZ3TzcrKwtmzZ+X/t27dQkJCHDw8hLudl5cvjh07prHPiRMn4OvrK/9v2bIljh49igMHDqBly5YAgKCgIKxbt04jnpSzszMqVaqEsLAweHl5aXw8PT2LdV0Yhnl1kWbyZBiGYfLCllIMU0RkUcpGCUBPtpRiUYphGOblEhISgv/++w/t27eHk5MTQkJCEBUVBV9fXyxcuBAnT57E5cuX4ebmhl27dmHgwIEICQmBkZFRoWkbGhpi9OjRmD9/PgwNDTFq1CjUqdMINWo0AAB89NEkjBr1DgICAtCmTRts27YNGzduxP79++U0pLhS27Ztw4wZMwAIoapXr15wdHSEn5+fvO306dMxZswYWFlZoWPHjkhPT8fZs2cRGxuL8ePHl/CVYximrFi6FBg5EtiyBejYsaxzwzAM8+rBllIMU0RiY8Rwl+2lQ8CAAXC2SQcgxKqMjJdzzMhIMR05wzDMm4yVlRWOHDmCTp06oXr16vjqq68QHBwMT09PTJo0CYsWLYKbmxsAYOHChYiLi8PXX3+tU9pmZmb47LPPMGDAADRu3BimpqaYPXudvL5Nmx745Zdf8PPPP6NGjRpYvHgxli9fLltEASKuVN26dWFnZycLUM2bN4dSqZStpCQ+/PBDLF26FCtWrECtWrUQFBSEFStWsKUUw7xGpKUBX30FZGYCO3aUdW4YhmFeTYplKRUXF4f169fj7t27mDRpEuzs7HD+/HnZHJ1hXjbPnwOXLwNBQSIUSqmRnY3nM5cAGA47xAB//QW7p89gYbEfSUkKhIUBORMrlQiLFwOzZwOhoUCPHkCOhwrDMMwbia+vL3bv3q11XUpKisZ/KysrhIeHFyn9t99+W54NDwCuXhWdSkB0KkeMGIERI0YUmIa6CyAA2NnZyTGkcjNgwAAMGDBA6zoPDw8QEZRKJRISEopwFgzDlCXZ2YAUGu7PP1UxR+/dK7MsMQzDvNIU2VLq8uXLqF69On766SfMnj0bcTlTkW3atAlTpkwp6fwxjFY+/hho1QpQ85ooHXbswPNrjwEAdgEegIUFFAcPwMdWtDhu3Ci5QxEBEyYIQQoQ50pUcukzDMMwBaOuJbG1KsMwBaFUAsOHA9bWwNmz4v/s2ar1RdTIGYZh3hiKLEqNHz8eQ4YMwZ07d2BiYiIv79ixI44cOVKimWOY/AgJEd8XL5bygZcsQSzE1OO27QKB4GAAgE/cKQAlK0rFxADJyar/SUk8wx/DMExx6NixIywsLLR+fvjhh3z3Y1GKYRhdIAJGjBAW7snJwMGDwIk/w3DrFmCATADAvXvEg4sMwzBaKLL73pkzZ7B48eI8yytVqoSnT5+WSKYYRitRUcDjx0hMN8LDh2K2o1IddXr4ENi5E8/RG0DO7HsDBwKTJsE34TSAHiUqSkVEiG8nJ8DMTJh937kDuLiU3DEYhmHeBJYuXYrU1FSt6+zs7GBnZ4chQ4bkWZedrfqdlSU6nqXqMs4wTLlg1y7g999V/5/HEO4tXgVgOhrhFI6jKVJS9BAVBXmCHIZhGEZQZFHKxMREa2yDW7duwdHRsUQyxTB5uHsXqFsXSEzETdQHcAZAKfvn//EHoFTiuV014HmOKGVuDgwZAt/5Qo16GaJU5cqAra0419BQoHnzkjsGwzDMm0Bx4l0S5XWZzsoCDA1LKFMMw7w23Lmj+T/q6E1E3Y0HALjWd0Gls4/wEG4IXxcCpzENyyCHDMMwry5Fdt/r3r07vv32W2RmClNUhUKBBw8e4PPPP0evXr1KPIMMAyIxl25iImBpiRvwlVeVqqXU+vUAgOf2XgCEUAQAGDECPrgJALh5s+RMsyVRys0N8BKHzNPoYRiGYV4O6q57ejmtJXbhYxhGG/Hxmv+jz4QjCmKw3rFxNXhWEtMzh3+/VjV7AsMwDAOgGKLU7NmzERUVBScnJ6SmpiIoKAheXl6wtLTE999//zLyyLzp/PMPsHcvYGwMnDuHmwED5VWl5p9PBISFAQBildYAciylAMDHB17V9WGATCQnK/DwYckc8sED8e3mBlSrJn5LQc8ZhmGYl0t2lqRKEYyMxK+c8TiGYRgNJFGqShXxHZVpjUgzTwDCXc+jeWUAwL1IU2DDhrLIIsMwzCtLkd33rKyscOzYMRw4cADnz5+HUqlEQEAA2rZt+zLyx7zpZGcDn38ufn/xBVCtGm5U9ADOi0VpaQo8fQpUqPCS85GQIEcdf54ofDdkUQqAYcum8LodipvwxY0bQkh6UdhSimEYpowggvJ2KIDq0IMSBsosAMZsKcUwjFYkUapqVTGGGQVHOLhYAWGAoyOQWV20HcPhCSxfLmKSMgzDMACKYSkl0bp1a0ycOBGTJ09mQYp5eezeLYIp2doCkyYBAG7c0QzoUSpxpXIUIrKxxfNY8djI7nsAEBQEX5RsXCl1UUrdUopnbmEYhnnJJCVBmS7MovSRDYMs4W6jTZSKjxeWrerufgzDvFlIopSXh6gkouGAKDMPAEKU8hA/cQ8ewH//lXJQVIZhXhViYkRUmps3yzonrxY6WUrNnz9f5wTHjBlT7MwwrwapqcCBA0Dr1oCpaRln5rffxPf77wOmpsjIULmwVUUo7sIL4Wdj0Lix/cvNR45PXkqlasi8JhapW0qhRQv4YBUA4MalDABGL3xIdVHK01PENElKAp494xn4GIZhXiqxsVBCHwCgByUMlekAtLvvPXoEpKQA1tbiwzDMm4dsKZV5E0BNxMIOjxPFKKKTk6rNGG5WA0gBsGIFMH16GeSUYZiy5H//E93bp0+BjRvLOjevDjqJUnPnztX4HxUVhZSUFNjY2AAA4uLiYGZmBicnp5cmSv3444/YuHEjbt68CVNTUzRp0gQ//fQTvL29X8rx3mTmzgW+/BL49lvg66/LMCPh4cDOneL38OE4cgS4fVt49FlaAk1NQ3E30gvhO28Ao5u93Lw8fIj5GI0f7nwDADAwEBPvybi6opZTJBAJ/PW3Au8OBZo2Lf7hsrNFRwcQopSxsZiFT5qBj0Uphnm1uHULqFhR1E1MOYcIiItDNkwACFHKAML6QZullLSM4029OaxYsQLjxo1DXFxcWWeFeUWQRCnPsP+ggB8IenjwQAFAWEqZiOoE9zMqQAkF9FasAKZNAxSKsskwwzBlwt274vvECdHf69lT9PP++efNrg50ct8LDw+XP99//z38/f1x48YNPH/+HM+fP8eNGzcQEBCA77777qVl9PDhw/jkk09w6tQp7Nu3D1lZWWjfvj2Sc+L8MMKHPffsH8Xh1i3xffiwGP0NCAAGDXrxdIvM2rWic9C2LW5TNbRqBXz0kVjl4wNUCRTWUeFnol9+XiIiMAuT8SxD+OwNGpS34ujZPhnNcBQJKYZo1w64eLH4h3v2THR09PVV8bIkFz6OK8UwrxZHjgC+vsDHH5d1TpgSISUFyMiAUiHG7fT1oCZKkWhFqiGJUrkWMzqgUCiwefPmUjnWihUr5MFUhilpEhLEt92tk7DDcwCqcAuOjkClSqJNl5Glj0EG67D7vg9w6lQZ5ZZhmLJCmjn+2TNg3Tpg2zYxwfvt22Wbr7KmyIHOv/76a6xfv17DQsnb2xtz585F7969MfAlBe7bvXu3xv/ly5fDyckJ586dQ4sWLbTuk56ejvT0dPl/Qs4bIzMzE5nldEhTynfu/IeFATVrGqBJE8L+/S/WMn76VB+AHs6eJezbl40LFwxw5Qph2bIseVrs0kDvwQPoA8hu1AibNmVDqdSX1zVqlA3XqtWAHcC9GAtkhoYC7u4vLS/pYU/xCK4AgLCwTLi65h0VN2jZCHv+7IBOlkdxOLEeli7Nxty5xQsyEh6uAGCAihUJRFnIzASqVNEDoI9bt7KRmflqBy/Jr5wyzKtESZXTlSv1QaSHAwcImZnlIxJ2ZmYmiAhKpRJKDoakgeL5cygAZJuaAymAnj5gqBRlJCshFXTlNsjHBzAyAhGgVIoXY2YmQaks+aB/lNOzJSKkp6fD0NCwkD3E/dVlu1eBwspgSZ2LdIySKO+FpaVUKkFEyMzMhL6+vtZtXjfe9Pd+fLwBAAWsn92CI6IQAwcAgIEBwdw8C0RArVoGuHhRgb+y3sEOdMDjVdNhVL9+meb7TeNNL6dM2XPvnqgrAGD6dJJ/HziQhSpVxPv+dSqnup5DkUWpJ0+eaE08Ozsbz549K2pyxSY+xyTITiOwjyY//vgjvvnmmzzL9+7dCzMzs5eWt9Jg3759Gv9DQlyQldUQR44osGzZAVSoUHwLsjt3ggDYID5egR9/jAJQAVlZCvzzz35YWWW8WMaLQL0bN+AK4Prjx/jz9HMAjhg48AaqV49F9eqxCAuzBtAM4fDEtTnBuN+hw0vLi82ZGACAhVEKLl3ah8uX825jQoQOSMWopJk4jH+xdWsy2rU7WKzjnThRAUADmJs/x86dxwAASUnVAPjh7NmH2LnzYvFOpJTJXU4Z5lXkRcppdjawYcNbAIwRGanAunWlW08WFwMDA7i4uCApKQkZGRkgEgZCZYGZme4m61u2bMFPP/2E8PBwmJqaonbt2lizZg309fXRqlUrNGzYEPPmzQMA3L9/H82bN8d3332H9957r8B0165diylTpmBxcDCmfvcdHjx9igb1G2PylNWwqmwnW0r9+fcSrP3zZ0RERsLd3R2ffjoRDRoMAwBMnfopHj++iXXr1gEAfvvtN3zxxRdYt24dOuS8nwIDAzFy5Ei8//77AIA1a9Zg/vz5uH//PipXroyPP/4YH374IQDgwYMHqFOnDv744w8sW7YMZ8+eRXBwsNbBP1tbWwQHB2P//v04fPgwRo0ahSlTpmDXrl346aefcPPmTbi4uKB///6YMGECDAxE8y8+Ph7Tpk3Dzp07kZCQAE9PT0ybNg1vvfUWAGDr1q348ccfERYWBmdnZ3z88ccYNWqUfNzatWvjvffeQ3h4OLZs2QJra2tMnDgRQ4YMAQBkZGTgyy+/xLZt2xAXFwcnJycMGTIE48ePR+3atQEAvXr1AgC4ubnh8uXLmDlzJnbs2IFhw4Zh9uzZePDgAWJiYlCnTh2MGDECI0aMkI/fvHlzdO7cGZ/nzNKb3/lYWFhg6NChACCLRJ999hk+//xzZGRkYMaMGVi/fj3i4+Ph6+uL6dOno1kzVViAtWvX4ocffsDz58/RunVrNGrUCEQkD3bmJiMjA6mpqThy5Aiy3rApG9/U9/7z550BGMAa8bA1TgRyxsQtLdOxe/ceAMCYMca4eNEJa//wQnSSNXasjoJxu23ChIopVd7UcsqULdnZCjx40AWSEBUaqmr8/P33E1SseF5j+9ehnKbo2LgssijVpk0bfPTRR1i2bBnq1asHhUKBs2fPYtiwYaU2Cx8RYfz48WjWrBlq1qyZ73ZTpkzB+PHj5f8JCQlwc3ND+/btYWVlVRpZLXEyMzOxb98+tGvXTmPkMDJSVahjYlph6NDijwQOH64qFqdPq4IX1arVFjVqFDvZIqOfE+S8Yp0WuLlKjDh99ZUXqlYV6yMiROyrB6gMv0fPUKNTp5eWlx2f7AUAVHfPROfO+R+HgoPR6uYBKBSEiAgrBAR0Klb8p9u3xch7rVq26JRzXs+eKbBmDWBk5IZOnSoWPdFSJL9yyjCvEiVRTo8eVeSMkAsqVmyHFi1e/Sky09LSEBERAQsLC5iYmCA5GXB1LUVTWDUSEpSaMfry4cmTJ/jwww/x008/oUePHkhMTMSxY8dgaWkJCwsLrFmzBo0bN0a3bt3QtWtXfPLJJ2jVqhVGjx5daNomJiZITU1F8Jw5WDltGgydnPDx1O/w5Zf9sOnvAzDIyMLBg5swM3gSfhn/Kdo0aIDtd+5gzJhP8Ouv1VG/fis0bNgan322AhYWFtDT00NISAgcHBxw9uxZ9OnTB0+fPkVoaCg6dOgAKysrLFmyBN9//z3mz5+PunXr4sKFCxg2bBjs7e3x3nvvwcLCAgDw7bff4ttvv8WKFStgYmKSb/vlp59+ktPT19fHyZMnMXz4cMybNw/NmzfH3bt3MXz4cBgbG2Pq1KlQKpXo2LEjEhMTsXr1alStWhXXr1+Hvr4+rKyscO7cObz//vuYNm0a3nnnHZw4cQKjRo1CxYoVZdFJT08PixYtwrfffoupU6diw4YNmDBhAtq3bw8fHx8EBwdjz549+Pvvv1G5cmVEREQgIiICVlZWOHPmDFxcXLBs2TK89dZb8nGNjY0RHh6Obdu2YcOGDfJyPT29POevr68PY2NjWFlZFXg+bdq0wdy5czFt2jTcyJki18LCAhYWFhg0aBDu37+Pv/76CxUrVsTmzZvRu3dvXLp0CdWqVUNISAhGjRqF77//Hj179sSePXswffp0KBSKfO9FWloaTE1N0aJFC5hIwYRec97k935mJpCeLt4D1oiHs4sBcF+sc3U1lttxgAj/oEfAvAXApuTOWG1lBQoKKotsv5G8yeWUKXvu3VNZV+fm7l1XdOzoAoXi9Sqn+Q3e5IGKSGRkJHXs2JEUCgUZGRmRkZER6enpUceOHenZs2dFTa5YjBw5ktzd3SkiIqJI+8XHxxMAio+Pf0k5e/lkZGTQ5s2bKSMjQ2P5rFlEwnudKCCg+OlnZxPp66vSUv/8998LZr6oNG5MBNA/E08RQOTtnTevlmZZBBBdMG9KlOualAjbtxPduUOzjacQQPROx0LKzpgxRADVtb9PANGaNcU77Lhx4ppPnKhatnWrWFa/fvHSLE3yK6cM8ypREuVUelalz8KFJZjBl0hqaipdv36dUlNTiYgoKUl7vV8an6Qk3fJ87tw5AkD37t3Ld5tZs2aRg4MDjR49mlxcXCgqKkqntJf/8QcBoFPLlxPdvUukVNLhwzcIAG3ecJwyzlyk2rWbUI8eH5Ly7DmiM2eIQkOpZ88+1LRpJzpzhujMmTjS09Ojs2fPklKpJHt7e/rxxx8pMDCQiIjWrl1Lzs7O8jHd3Nxo7dq1Gvn47rvvqHHjxkREFB4eTgBo7ty5FBsbS9nZ2fnmHwCNGzdOY1nz5s3phx9+0Fi2evVqqlChAhER7dmzh/T09OjWrVta0xwwYAC1a9dOY9mkSZPIz89P/u/u7k6DBg2S/yuVSnJycqLffvuNiIhGjx5NrVu3JqVSmW++N23apLFs2rRpZGhoSJGRkRrL3d3dae7cuRrL6tSpQ9OmTdPpfJYvX07W1tYay0JDQ0mhUNCjR480lrdp04amTJlCRET9+/ent956S2N9375986SlTu7n603gTX7vR0er6rMMGNBHLW7K/9u0ybt9SIhYZ45ESv5wTOln+A2mvJbThATxYco3Bw+KZ9/KSlVn1KxJZGAgfoeFie3KaznVhq76S5GHRR0dHbFz507cvHkT//77L/755x/cuHEDO3fuhJOTU1GTKzKjR4/G1q1bcfDgQbi6ur7045UXYmJUv8+fFzGmiptOfsFaS9E7U5Azq82OK5UBAJ07a67W0wMaNhZF+FRyTSAkpGSPf/Ys0KULEBSEu+mirHnVKGTEs317AECbTBED7cCB4h36fs4IW+XKqmXOzuK71O8DwzBaIQI2bRK/fX3F97VrZZefF8HMDEhKKpuPrt70derUQZs2bVCrVi306dMHS5YsQWxsrMY2EyZMgLe3NxYsWIDly5fDwcFBt8TT0mCgr4/6fn6AqyugUKBKFR9YWtrg7r3bMEAW7t27gTp1miHLNSd+YVwcGtRvjPBwYXljamoNf39/HDp0CFeuXIGenh6GDRuGS5cuITExEYcOHUJQjkVEVFQUIiIiMHToUNlix8LCAjNmzMBdaWqeHOrVq6fTKdTPFZvm3Llz+PbbbzXS/+ijj/DkyROkpKTg4sWLcHV1RfXq1bWmd+PGDTTNNY1s06ZNcefOHWSrNRQkNzxABC53cXFBZGQkAGDIkCG4ePEivL29MWbMGOzdu1enc3F3d4ejo6NO20oUdj7aOH/+PIgI1atX17hOhw8flu/DjRs30LhxY439cv9n3mykSYbMkAxDZMHR115ep60YBwYCns4pSIYFdmzKUEVEZxgtpKUBNWuKcvOGeQO/dkhBzhs2VE1k1asXIL2+jxwpm3y9ChTZfU+ievXqRXrxvyhEhNGjR2PTpk04dOgQPD09S+3Y5YHoXBPQbdoETJhQ9HSePhXfCkXed2SpiyHx8SAAe86KTkVuUQoAGjdRYP9/wEk0xvDduwG1GBAvzOnT4vvxY4TCCwBQ1deo4H2CggBDQ7RO2ITZ+Bj//Ve8Q0t9EslVEQCcrNMh4tYQiBRv9LShDPMq8PixEJD19YGxY4Hhw8uvKKVQQCcXurJEX18f+/btw4kTJ7B3714sWLAAX375JUJCQuQ2QWRkJG7dugV9fX3cuXNHjo1UIETyIIjCyQkwEvW8pLvo6+tBYWIs1isUyLK0g6HpUyA1FVlpGVDkVMZZWUDLli1x6NAhGBkZISgoCLa2tqhRowaOHz+OQ4cOYdy4cQBUAbKXLFmChg0b5jlPdcx1vDG5t1Mqlfjmm2/w9ttv59nWxMQEpqamBaZHRPK5qS/LTW7XAoVCIZ9fQEAAwsPDsWvXLuzfvx/vvPMO2rZti/Xr1xfpXADhKpj7+OoxTgs7H20olUro6+vj3Llzea675D6p7ZwZRh1JlLJCAmBjA0dvVbxbbeP1CgXwziBD/BQMbIppjj5XrgBq4i7DqHP9OvDggfh97pwQNJhXGyLg2DGgenWVUQEg3PcAwNMuHi2GmWPpcgMMHiyEx1OngMOHgUJCYL62FFmU+uCDDwpc/8cffxQ7MwXxySefYO3atdiyZQssLS3xNEc9sba2LlZD5HVDspRycBACVa6BVp2RhCdvb+DRIyAxEbCzA54/1xSlfvxRfE+ZUvw8F0pcHK7DD09jDGFqCuQasAUASIOVJ9EYOFrCZe/qVfnnXQh1yMurkH0sLIAmTdD88FEY6GXj3j193LolrqeuEGkRpbKy4DS6L4DNSE9XICEBsLbWPU2GYQrm7Fng55+BmTMBXcc8pAkPqldXjXJdv/5y8scIFAoFmjZtiqZNm2Lq1Klwd3fHpk2b5PiRH3zwAWrWrImPPvoIQ4cORZs2beDn51dwosnJQFoasrKzcfbRIzTw8AAAhIbeQmJiHKpX9wGMjVHFwxsXLx5DVvZgwNYWSE3F6ZAT8PQUZnJZWUBQUEssW7YMBgYGcpzNoKAgrFu3Drdv35YtpZydnVGpUiWEhYW9tFmLAwICcOvWLXjl8+KqXbs2Hj58iNu3b2sdZPTz88OxY8c0lp04cQLVq1cv0oxyVlZW6Nu3L/r27YvevXvjrbfewvPnz2FnZwdDQ0MNq6uCcHR0xJMnT+T/CQkJCJeGnXU4HyMjozzHqlu3LrKzsxEZGYnmzZtrPa6fnx9OnTqlsSz3f+bNRhKlrBEPNGwIB0eVI0p+Bn+duglRaj/aQrl1KfRYlGLy4eZN1e+DB1mUetV5+hT46CNg+3agZUtxzyQkUcrj75mY4rYGXw0dCvyeimaJLfATOuHEibLI8atBkUWp3KbymZmZuHr1KuLi4tC6desSy1hufssJet2yZUuN5cuXL5cDbr7JSKKUt7cQpZ4/L146kvBUsSLQvz+wZw/QpAkwe7Zq3ZMnwBdfiN8jR74kcSQzE0hJwX9oA0AYQBkb592sUSPxfQfVEX0nFjo6auhGjiiVAUPcgwcAHUQpAGjRAhaHD6NdhavY9agO/voLmD5d98NGRoo+kkIB5PSNgEmTYLZvCyyQiCRY4tmz11OUCgsD3N15Ihqm9Jk3D/jnHyA9Hdi8Wbd9rlwR37VrC/c9hQKIihKfInoeMToQEhKC//77D+3bt4eTkxNCQkIQFRUF3xzfyYULF+LkyZO4fPky3NzcsGvXLgwcOBAhISEwMirAyjXH1czQ0BCjx4/H/PnzYWhoiEmTRqFWrUaoV68BYPAcQwePwaefv4fffw9At/ZNsW3NGuz8bwcWLtwPQAwoNGvWAomJidi2bRtmzJgBQLRbevXqBUdHRw2BbPr06RgzZgysrKzQsWNHpKen4+zZs4iNjcX48eMl4y0Ud0boqVOnokuXLnBzc0OfPn2gp6eHy5cv48qVK5gxYwaCgoLQokUL9OrVC3PmzIGXlxdu3rwJhUKBt956CxMmTEBgYCC+++479O3bFydPnsSvv/6KRYsW6ZyHuXPnokKFCvD394eenh7+/fdfuLi4wMbGBgDg4eGB//77D02bNoWxsTFsbW3zTat169ZYsWIFunbtCltbW3z99dca4lhh5+Ph4YGkpCT8999/qFOnDszMzFC9enUMHDgQgwcPRnBwMOrWrYvo6GgcOHAAtWrVQqdOnTBmzBg0adIEs2bNQo8ePbB3717s3r27eDeFeS3REKXq1dOo//N7FzRqBJgbZyIq3QmX/70F/69efj6Z8knO3AwAhMCRM9moVp48Ea+0OnVefr4Y7XTvrnK2UbNvAACE380GoA9PhIsZu3I6iI2wFEA0bt0SfXhLy9LM8atBkWNKbdq0SeOzfft2hIWFoV+/fmgkKQQvASLS+mFBSiCJUtLgoHqMqaIgCU/OzsDUqcDx44CPj+a682qzVT5+XLzjFErOG14Spdq00b6ZrS3gU004WJ964i7sH0sCIrkmuW9bF0row1Q/Q/b/LZAGDQAAg7AGAPDnn0ULFyBZSbm55Qhx+/eLHjMAZ4ibEPn49XMq375dWIZ99llZ54R5E3n0SHxv2ZK3EZEfkihVq5aIiyRZWJVXF75XHSsrKxw5cgSdOnVC9erV8dVXXyE4OBgdO3bEzZs3MWnSJCxatAhubm4AhEgVFxeHr7/+Ov9EMzOBnME2MzMzfPbZZxgwYAAaN24MY2NTfP/9OujpAbCzw1vd+2PChF+wYMHPqFGvHhZv3oyfp/6CevVaysmZm1ujbt26sLOzkwWo5s2bQ6lUylZSEh9++CGWLl2KFStWoFatWggKCsKKFStkV0TpPZ6YWDxf7Q4dOmD79u3Yt28fAgMD0ahRI8yZMwfu7u7yNhs2bEBgYCD69+8PPz8/TJ48WbYmCggIwD///IN169ahZs2amDp1Kr799tsitbssLCzw008/oX79+ggMDMS9e/ewc+dO6OmJ5mdwcDD27dsHNzc31K1bt8C0pkyZghYtWqBLly7o1KkTevTogarqPu6FnE+TJk0wfPhw9O3bF46Ojpg1axYAMbg5ePBgOR5Zt27dEBISIpejRo0aYenSpViwYAH8/f2xd+9efPUVKwivGosWiRgtkgVraSJNLmWNeMDfX0OIyi/crpER0Kq5aMvtveySNw4Hw+SgLkodOwZkZOT8WbkS+OEHjU5G165AvXpstV1WKJUqQQoQj3Vqqur/vespAAAPp1RgwQJhAfLJJ3CobI5quA0ACPl03ZsZZ66kIqvfvHmTXFxcSiq5l8LrPPuek5OI2j9zpviuW7d46U+aJPZXn8Rn2zbNWf2+/bYUZuQLDaVM6JMV4gggOn06/03fH6IkgOgLzCC6ebNkjv/okThBfX3a9U2ImB3BM1G3fZ8+JQIoCeZkbi7ydvKk7odetUocumVLIlIqxXR7ANEnn1ATfTET4fqf7hTrtEqL4swaMXasakaKN2jColeey5eJqlQhWr26rHNS8qiXU29vVb02YIAOO2dmUm0PUT9taT2P6Plz6tJF7P/rry896y/Mmzg7mFYePSI6c4aWf/99ntnUbtwQk+w9fy7+37sn/ssTtT16RKFnYnJm3hOf5OSSy9rlyyLN+/eVhc6+x7xavInPV1nPFtWypah/v/mm9I+9YJ6YCbo3/iG6fZvu31e9T44ezX+/X34R27TFXtH4Y146ZV1Oi4Ofn+aMtUePElFcnGq69OXLiUhzFsiffy7TLL+xxMer7oF0e+7kdNnS41JIgWwCiJ788Ifmjmlp9K7vaQKIvsY3lPXFF+WunObHS5t9Lz/u3r2LLJ4SoEwgUrnrVasmvnWxlEpNzT+YuYtLzoLnz+E8e5JYdyUS+PVXnD+nlLdXC+9QssTF4RzqIQHWsLEBAgLy37RRYzGKfBb1iz/tYG4kU4lq1RBqJyyfqta20G1fZ2egcmWYIxlvNxEX9M8/dT+0RjypjRtFsBtzc2DqVDg5iBHfyHMPdU/wVeT+fREZWi0SvDSqk5AA7NhRRvli8rB9u3is/v67rHPyclGvy9atA27dKmBjImT2H4wb90Q8w9oH5gKBgfC2FyPdxY3px5QB0svTyirPqpxY3cgx6oFBTsAD2Z3OxQXZJprvhZJqBhGpjpOeXjJpMszrTESE+JYsWEuT+DDR6LY2SAaqVtXJfQ8A2rUT30fRHKmb9yAlRVh8lVRTlin/ZGUBd+6I3zmOGCJG0dGjqtk4Jk4EYmI0LHTU4xiVJImJIsQIox3JatLISBXyRaqbIsbPBUEPJkiD87j+mjsaG6Px6EAAwCk0gv4PP6Dy/v2llOtXgyKLUuPHj9f4fPrpp+jXr58cxJIpfRISVA1hSZQqLKbUxYuiDf7RR5rL1d33kJ4OvP02nA+L3mhkpg1o9Gic3/lU3v6liVLx8TiIVgBEkLiCYgy5uorvaDiUvChVsyZCQ8VPneJJSeS8OQa6ibk9dY1RA6iJUlUImDZN/JkwAXBygrObiIvy7Hox/TPLkOzsnM4VETBgADB/PtC2rQis0K0bbpxTveWKIuIxLxfpGS+uS3B5ICVF1ZAIChJiRIGTOKxbh9vrLyETRrA0SoO7uwK4exceOxYCUAWyZF4dOnbsCAsLi7yfBg3ww/LlgJYJU6T2fm5RShae9PSQpacZqyorQ7eg3YWRna0SxViUej1YvPj1F/fLCiLgYc5Y3ZXLJPyxk5JK7fjxd8WAhLWjMaCnB1NTMRGPp6dabFAt+PgArk7pSIcJftpeA/37KvHJJ8CYMaWTb+bVJyxMDFCYmQGDB4tlx49DU3WKiQE+/hghJ1Tvn6NHS26QRCI1VYQrqF9f9X5kNJHaklZWqv5pRASAo0cR8cc+AEDlSllQmJrk2VeavCvEuAWUUKDOokVQHD5cCrl+NSiyKHXhwgWNz+Uc5+3g4GDMy4l7w5QuUmfRzEz1ACQlqfkca+Hvv0VltWyZCFkkkTOpIZydCPjwQ+DwYThZCGfYTBgh1Lo+HmRWlLd/aTGl4uJwDTUAqEYG8kOKixoL25ciSkmzXkixtXQiJ9PNYrZAX1+0jx7qaNwki1IUKoLTmJkBOTNLOeVMM/zsfgnFzipFOnQAqlQBYhf/A5w4IQJmGRgAISFI2HYID5+rpgDfubP4wfqZkkV6xl9nUUoS3kxNgYULhQixaVNOwy83z54Bo0bhMsRMSTXrmUBx9gzg7AzPaDFMqTYhGPOKsHTpUly8eFHzc/AgLq5Zg+EDB2LI0KGIkyKL5yCJQtKgiKGh+FZv6Eu/DRXCrCkrUS14xAugHtw8Pf3NDC/xOnH5MjB8OPDuu6+fyHjkCDBwYNm+I6KiVNf1zm0lUl29RKTgDh1UZgovkfgI0RO1dlVFJz56VFjcapukR0KhAKZ8LSqWbzKmYOt20S07flxV/5RXIiKAFi2A9evLOiflGymelLe3Knj5rVtQiVKjRomX1MaNOL3wjLxfYiJw7lzJ5uXCBeHocPMmcP/Uk4I7mm8Ily9rxu9SF6VywhLi4f0sYOhQPEQlAICrt3bPm5o1hWNMQroJrnWaiOhatUD+/i8x968WRRalDh48qPH577//sG7dOnz88ccwkIYRmVJFio1ob5oC61N7oKcnWq8FNRAOHFD9/uQT1ctctpTavFiYq+jrw2TDGnmmt93DN2uk8zLd90IhTJMk66/8yJnE59USpQKFCab5+aPyS+TkSd12lUWpy5vEj5495an2nP1FpPXIRBPVzXpFePw4/1GZtDThqff4MXDk851i4fTp4s26ciVudPgUAFBB7ylq+WYiI0MIU0zZIz3jr1MM1oQEzQkbnj4VLsAVKgA1agBDh4rlU6dq2fmnn4Dnz3HFqS0AMWoIBwfgu+/ggXsAgHvh5bw38RpSqVIleHl5aX4cHeHl5ga7ypW17lOo+x5Uo8UmRmLjrKSSGTBQb+sTKZCVVbxg5+WV7OySm7fkVWDjRvGdmfn6WVL+8AOwdi2weHGJRQQpMuq6kxL6uAkxIyf27hWV9JEjL/X48c9EYbWuYicv09dXCdkFMXKUHr7136ixX1ycymWrvLJpkxDmciZPZ4qJJEr5+qoms7p/n5B6Iadz8sUXwPbtIEsrnI4V/Sb3iuIFUtIufOoi181mH77xJn0pKUIorFED8my52kSpiN3XgDt3EGEh6iVpeW4MDOTuI050+g6nvvrq9ZxqPR+K/AZp3bp1ntFEAEhISEDr1q1LIk9MEYlZIl5m9jG3oNfpLdgpRe8xP1EqPl6EKQIAOzvg9m1gzRrRCIyKEstdlnwrfvzvf0D79nKMqV2XhcprDPECfvL4JQ3fxsfjLsSsOoW5zUmWUvGwhvJuCZgoZGfL02elVKmJ+/fF4iKJUvXqiSGwiAg0qi3c0k6dKny3xER5dnJU3b9Y/Hj3XXm9k7twMXkGZ2DVqiJk6OWyZw9QqRKQMwN6HqRrCACn4n2EydSnn4rvwYNxo5eYychPeRWtIN6iJT3CwxQPSZSKjX19zLUnTBCP6I4doqMvnaM0u+a4ceI7JCSXhUpcHLBkCQDgqmdXADmiFAB88AE8/IS1X1y8HrS8Jl9J6E02wZFaj1rmXiYq3H1PqVRtY2wmVmalZ5eIKYy68CX+l12HvywIDxdjQykpZZ2T4pH7udqo0hxeu5hzDx6I7+PHdRNODxwAJk0qWdeih6s1e99XloaI3nyDBqLR27v3y7OYIkL8c1ERWHu7FLKxdr76Qon16IVdrh+iYUOxLCSkpDJYNkgWw6/Y+Gm5Q12UcnQUA/FECoSiKpa4fI1PZ1XAA7+3cPfvs4iBA4yRhlHPvwOgaYBQEkh9RwC4CW/ReXydRg+KiNRfA4QIC+TjvndauCE9rN8TgGq5Nho1Et8h5wxBuqjarxFFbuUcOnQIGVrM9dLS0nD06NESyRRTBJYvR8zSHFHKJBlwdYUdhN9TzNJNWnc5ckQ0pqtVA0aMEMuOHxciltTAdkQU8PnnwoUPOTGmAOzaJb5bGR4DADwJezktxvinqYiCmEc314zPeZAspQh6SAiLfnE/hzt3REvYzAy3lUIRs7cXxhA6Y2kJ5EwH3thWREzWxVJKeonbWWbA5nmYuPBt2sjrpfsQCSdE/LAa4VdKL2ZCQezeLb63btW+Xt2d6SQaA8OGadi0X78jKl5f3EBA2AYAr58oRSTKQHlqoBGp3PeIUG6ElsKQDCH//Ve8AtUtpQAhhOvpiWCeGvfrf/8TvtE1a+JOvIheK4vV+vownzgCjhCtlFfdGsIwp7GTUkiv/+FDUSWWd1eSPKSnC3MkhQKwyGtKLzVzFAqVGKXuvqcuWgGAsZnw8cuCQYmYFeZuZmVlFRBY8TVECqSbWjLekKWO9FwZGhoiNFQz+LYUp/J1QQpNcPKkAtnZBQtTSqVo0syeXYLxtW7dQsSibRqLrtw0FJXzwYOAv78Yce3V6+W4Gz19ivhMMWBo5VOpWEkoOrRHL4OteOvhMjSsHgug/ItS0jtQCgvCFA9p0hUfH/E+kqylzqI+hj+bjnnzhGvfezOEW0ld8zvonCZ8JvftA7Zt05JoMdEUpXxEe6iQYNx//QUcO1ZyeXiVUA8zsnat+NbqvpflDNSuLVtKFSRKSXGlTp16s6yjAUBnfzspdhQAXL9+HU/Vapns7Gzs3r0blSoVrzJmisnp08Dw4YjBcACAfdcmwN8PYF/pPvAEeP7LKuDaIvH2l3zIoFLOW7dWmQmePQs823cZQG3YIxqGfXsB338v7yOJIRKDgh5i937gydMSHr29dAmIicHdCBE81sksEZZaRrHVMTEBTEwIaWkKxCUbwCY6uuDpTgrjwgXxXbs2bt4RHYEiWUlJBAYC166hUfphAAE4f170gwqKLyCNoFYxzBnRGzBA1SOC6j7cQXX4xJ1ESm1zeHiIRl6XLkD37uKlVdpIIzlXr4pz1MtVLNRFqTMIRNY7XhqVj+SP7Wf3DPWei0A+Fy6IBmzutMorhw6JZ87ERIjB330nfMdLmnnzgC1bRHD9F7X6jYvTNPqIjhYCbXlHakjs3atAr16qRrMkShkZAe7uotyGhubMRpqRIYLzA8gePwlhw8WDpmHJ2aMHPIfeQRQ5IfxIBPz987HRfgXQ19eHjY0NInOG+szMzKDIVXkolUKUIxKWci+jvJYZsaLjBxMTYZaUY5pEJOrQ+Hix2thY1Y9VF+aSkvK69wFAOpRIi4oSJrwvUHnlFmPS0jKRlgbovS4VYgFkZ6ssxVJSyle5IyKkpKQgMjISNjY20NfXl0fQJV4nS6n4eGHhDQBJSQqEh1uLh+joUfES79xZY2RR3WK8xOKQf/UVIjLrAwAsLQmJiQqVCGhmJkwY6tUDzpwRAwsl7XJ05Qric2LFWDsV0MArCCsrEYDpwAE0Up4A0Pm1EaViYkQdamRU4OZMPkhRSaS2hnfVLJw+bYBVGAwl6UGhEMZKJ06I9Q17u8H373sYnTYfCzAGgwYJg8GMDCEEuxTPmA9JSaq2PgCVi+ymTbjq0QXx8UDTpnnzPmCA+P3ff6IN/DqhLkodOCDakhqWUibRABwQATfgp5/w8AvRxsrPfQ9QWUrduKFAUtKbFRZJ57P19/eHQqGAQqHQ6qZnamqKBQsWlGjmmALIyADeew/IyEB09abAbcDBUQ9QAPb13IHtQIy+E7B/M9CkiTBxatECgKYoVa+e+H3tqhLnPlgIYDHczJ8DK1ZoNKjVNZ4BA4BuH9YE9gOJWaZIfpoIc5eChSOdUCpFUMroaNz1+RoA4OUYD6DwtG1tFXjyRMSV8rh798VEqYsXxbe/f/HiSUk0aACsWIGqoXvg4PApoqNF0pJptjYk63KPxJwWVe/eGuudnFS/UyBa6vfuiYD1y5YJ47YffyxGXl8Q6UWVmSk8H2WXphzUQ32lwBxX48zhr2V/v/au8Fl3E6b66UhKMsadO2IE6HVAamCmpQFz5wKVK6vcxCQWLBDTQdvZAf37i/iVReXnn4V10759eYqPVpRKcd+0iaW5Y8a9LsHOpYZEdLQCd+/a5rGUAkQDUBKlmjUDsGGDuCAVKuBR837IyBCWMxqNC1tbeLik4fQT4N6Oa8CYV1eUAgCXnNZppLoNuhrp6SqXbiKtBkXFgkh0ZtPTRVVdJjpLTIxoZVtZyap5aqo4X2trVR4tLDRF9efPVWKUQY5RlIGB2D46GkhABoCnQlkxMyt29iIjRX4MDcXzmZiYhaws/TzC4etIZqbK2Cwjo1QnUSsxbGxs5Odrxw6xrE4dMe72OolSuSdwifrzAQwWfaB66Y8fD7z/vhgtMTfHv/+qti3MNfPYMeCzz4THdI7heV4uXwbWr0cEhFtMu3YKbNyosoYFIKa/++EHEWn+229F27kk47RcvYqEnA76CyXbpQtw4AAa3l0LoDMuXRLN9owMcS3KW9hedWvhyMiCrUMY7SQmqt7Bnp7i2zvlAoBAHMqZoXzAADGT+sGD4nmcMM0G8J6K2V9MxAXDBjiW0Eg2Zpo/XzwKxeHCBfGe00O2iNtmHgAkA9lbtqPVVkJcnAKPH2t2v9Qnw3r7bSFKF6s/9QpAJKoPX1/gnXfEMnVRSqkE/vknl6XU+rkAvsdz2COleQe5vizoWXByEpFNwsKAO3dsX8q5vKroXMWFh4eDiFClShWcPn0ajmqlzsjICE5OTtDXf7PMy8sSvTlzxPQHTk6IadYNuK2yYLC3F43WmAk/AufuCnm6Uydg2TLcrNUHly+LHkDLpplwXDkbzooP8EzpjJ8yxgEA2g71AEw0hzTUO6yzZwOWLvVgrkhGMpnjycq98Pqs14ufVGio7CsTelMEG6jqkqzTrjY2or8YBxugfXsRde7AAa3TfBeKZClVty5u5YQpKLYoBUBx5jQaNSVs367AyZMFi1JyhZUZLvwFc20suSpKHEFzJAX/ju13fbFoETBzpuhMS4GaS4OkJFVMCUC43eUWpcLDlFD3Fj51SljUT5woRBjJKsD3o2YwWJeNOsoLOIVGOH/+9RGlJIHTzEw0xjUazTn88ouqw3L6tGhoFGRZl5u4OFUjQH02EG0QCXfLceNEfu7cES9RdXLPrvk6BDtXKjUbEufOOclGM7lFqX371FxtFi0S38OGIfSBqB89PVUzs0l4BtgBO4DwM9Eqs5tXFIVCgQoVKsDJyQmZuYMYQYyqTpsmfn/4oXhei8LmzSLO3G+/qaxy4+OBsWNVFhPz54squ9QZOVKoTf/7HxAQgNRU0Sd89EiMJFetKtzav/lGTH8tsX69GACwsABGjxaDADVqAF99Jfq8blax2JfQXdT/LxD3b/x4Ida/845o6Lq7x2P7djPZ7fK14elT8ZCZmQF16wIKBQ4eVIUW6NFDvNfKE4aGhhrtYakuHjRIiFJSnaJUAkFBot4+c0YY7ZU3HkYQAFUdd/OiJRQIEyEMatQQD/rSpcCFC1Bu2Yb161WVrFTv5seMGcL6Y9WqAsrA9OkiH451gSigY0cRv+vRI9GclK38hw4VwtjNmyKxkhy9u3IF8RChLl5YlBo/HpVD/oWz02o8i9SDFBXl3r3C46u+SsTFabr7P31acqIUkYhjWqNGwRYnrwPSgIi9fU7ZIkL1c2sBBMrbNG0q6pGgILUdJ06E0W+/YVNEF/zSeR/iq9TFggXAH3+IR6Y4VmtnDyYCsERrHMB+tENUsjlirKsgKsYQ0Tl1wO21Z+E4VvXCVH/G4+OB4GA5LOcrw+3bQNu2on1TkBHltWvi2tnYAH36iKZd7lnCd+9WCehW+kmwXjYXFvgcSbBE6F2FLDAWVm4bNRKi1K1bdgVv+LpBbxDx8fEEgOLj48s6K8UmIyOD9v7vf6Q0MSECiP78k955R/ycN09s8+mn4v+kSUSUmkrUvr1YANAQ640EEPXwuEDk7U0EUGdsk1YTQHTwYN7jXr9OVLcu0bp1qmVe9jEEEB0JHF8yJ7dmjZyJD7CUAKJvel/WadcmTcSuG9BTdSL79hU9D0olkaOj2P/0afL3Fz+3bSt6UpSeTmRkRATQFyPEtfrkk4J36ddPHG82xhMNHqx1G+n0qls8Ej+mTycioqlTxV9TU6KUlGLkt5icPUsa5Wf4cFFON2/eTBkZGUREFOARTQBRXf2LBIhTy84msrJS7eftTaTMVhL5+NBI/EoA0YQJpXceL5sGDcR59uolvps1y7uNubnmtbxwoWjHOHZMtW/fvgVv+/vvmsc6dSrvNqtWaW7zxx9Fy09pcOkSUWKi7tvHxWmeU7Vqz6lWLSUBRLt3q7YLDla7jpcviz/6+kQPH9LixeJvp0550/9tTgoBRF2xRez3AiiVolo8e/aFkik2H3+suk49ehR9/4AAse9HH5E4mb/+ot6eZzSu/5w5JZ7twomKUmUgJoaIiL76SrNc6OuL7zNnNHfNyBDPrvq27doR3bwpfltbZRMZGoo/J08WO4vSa2j1avFtaZku16evBenpRB98oHkhO3cmunePfvlFtah9+7LO6IuRkKA6l4sXxbeREVFWlqhzpXUHDhQ97awsoufPSz7POnPwIC3x/J4AIkc8I4DITv85pf+xgig5WWxz6BCRgwMRQCdc+2jc7lGj8k86NVW0ZQCiIUPy2ejGDSKAlFCQR6V0AoiOHxdtVYBo8eJc22/ZIlaYm4sbU0Jk1Wsgn9OzZy+YWPXqRAD1aRyhca2OHy+RrOpEZqYoWy/ChQuaj3a+bejsbFHJ/vAD0cKFROHhhaYdEiLSbNWqeHnL3T59ldm0SZxrYGDOgr176RJqaVzbixfz2VlqxHh7U0ZaNrm4iL///FO8vAyoeJAAou8c51Flt2wCiI69HUxr0U/Oy58YQDRlinjfE9GqYcc08tq8efGO/TKZP1+3vG3frjqPyEix7Pvvxf8KFcS3v79o7wBEM5ruIALIxyRcro+kPlrO5cmXBQvEtgEBT8tFOS0MXfUXnYzmt27dKo+ibt26tcAP8/JxPXoUirQ04X83YIBsvaCylBLfz59DDL1t2QJMnYr75n74M74LAGDKvY9F9DwHB9TrrpJsrazy+gQDwlzx/Hmgb1/VsgoeYljvyYWnJRONVC2CnjzzXhXdoutKFkSxE38QMQwAMcytA0lJqqCqePxY2Mrq60PpV1MOMFgsax0jIzHyC8A+4Z7IX2zBu8iWUngIdO2qdZsRI4RFx/bPcyIH7tkDQCj4VlbiVpRmkGXJ9U4yCDl/PtcG2dkIeyCMMvu3E4X1xAkxWpyQIIro8ePio9BTAJ07ox7OaU+rnEKkuk7du4vv27c1t0lOVpVDya320qWiHUfdOipnAsl82bxZ8782D65X3X0vJES4xHzwge77SCNbkiHDnTu2suWCeqwFaVQ6NBSqOa179AAqVZKt2bRNwuDpJ6wz78FDmLi8AGvWAAMHqmIylDbqz1/u8loYT5+q9j9zKht4+21s6f8X1ofXhz6y0AFidoR7N8ogkrU064SvL2Bnh/h4YNYssUgazc/OFq5zua0+DQ3FbVUf9TcwUFnZxSfoIalvjqlqMa0x1N0mmzcX34mJRq/c81ccTp8GDu1KBdq1E8P2CoW4D0ZGws+tQQOEn1cNP5eniSG0IXmx2dsDNWuK8pORISx5NmxQbXfoUNHT/vprYVB9+HCJZFV34uLEi6xVKzwMFwHXutR+AENDwvNsWzwMGqByXQ0KEtZSlStj30NNk/OC2kMnTqialeqBsmNihPvRuXPApR+2oxYuo63DBTyKFKYfbm7CigGAhqsgANGmqlZNvGhfsG6WUSqRcE01q98LewXmtF9/cZuNVauA2rXFYqk+eNlkZAhLj0aNRLulqBzbnYSvP3yS532h7Tmmk6eAgABhRvvFF8Annwjz408+KXBqRqldfudO0fNX3pDqjypVchb88gu8oJopwcJC1Cta+egjUSBv3YLh3h2yB8XixUXPh/LAIRx8LCKsN/yhB3x8hXxws/0YXHh3rrzdPXiI996UKcDcuYj9XTyEHgjXOB91zp8XVsdl9X6TZgfPJ4qBzKNHqt/SeUh1mNRHjIpSxaO0Oi18Jt18RdwDyTrc1bVwA3op2PmtW7av3yQzBaCTKNWjRw/E5lz5Hj165Pvp2bPnS80sI7jdpw+y1q8X7iQKhfwgS7PDSaKU/ICbmADffIO5g84iC4Zo4xGKBlPaAn/+Cdy6hfpD68hpt2+vmmGoMCpUFZ2vJ1kOQEnMvKg23VooRI+wajXdgo3Y5rjdxrn4FEmUSk8XbmR16uQEs5XiSfn4ICLaVI7pIflyF5kcFz67SOG7ldvUMzcPw4X466b/JF+flkWLhHhV7V1p3tAQYM0aKEZ9Anc3MR1UWYhSUqi5S5c0pzOPW7oecUrRUhswtwH09ERHX5oRxN9fhD2TA2i3aoUAiN7s+fPFaxi9ajx+LGID6OsLT1pAvADVzdulRpupqUoYLqoopS5E3bpV8JTb0ktVchnR1mh81d33pPk3Tp/WfR+pEeHiArRpI972qanaY0oBQGgogVatFn9GjsxZprmNOh4e4jscnqC//yl2AU5JEe06QAhCpT0LWWam6voC4pzVZ5srDGlGTgC4coUQvfkoPsFCAMCk1ufRzeIgAOD+2VLqbakjRYRt0gSAcJnNyBCuPt99p9qsVi3t7rMVKoj4HRLVqokBAakOC+vzmWh1bt2q3U+3ECQx2NhYxJ7z8hJl6PTpV9cVVBcyM4UW1b6LIeKPXBQXbdcuoaZfuiR64JGRCPv7jLxPeZ+5S13A1tdXtSVCQ4WbmURxRKkNG4QL4PLlL5xNnTm//THmeC9G9tbtgIEBHvq2AwB49q4vu8o9e5arnFatCmzbhnADMTtYVVvROC1IlNq3T/VbejcRCRfIL78ULrUNV4/CVdTCgeg6yMwUsekqVFCJUgcP5npnKRTyjNJYurQ4p5+XsDBcShOddRcXKpK7vVa6iIHjCof+wrsDlXB3F4sL6zCXFHfuiM/Zs8UTwiYPeIgZyyrgm881A4Y9PZZT4HPa2H9/uA+2TXyw/FJdMZNBjx5AixZIgRmOLLqCg42/UBst1kSqE6KiXo/2YUFoiFK3bwM7dsBMkYbKFUUju1GjvCEEZCwtxUzXALBwoVz0//uviHH6iHBm9Co8QUVYGqaixbvuckiTm6EGuPBENZp3v0l/8eOnn4Dx4xFHIiaE1KZ/9EjEVVVnwgTg11+Fq3xZIIUfKewZU4+fJ9XrUp9OqyiVGQM0bAg3f9EwOHJELNfF5bR2bcDUlJCcbFTkAcHyjE49fqVSCaecCMtKpTLfT3ZRWqzMC0HduslPgSQ+5baUyq06h1wSItKHP3qJoaaBAwE7O9kqA1DpObpQoYJoeDxBBc0WRHHIzpaH1eNhhUcQw9BeNXR7w8uWUrGQOxo4darQXtTRo6JyuXs3J+aPFE/K31+uCLy8XiDApCRKPbgIoGBRSqkEHuXMZujayDVvgB819PQgeis+PmLHQYOARYvgkS3eYPfvizb+iBHF6hMVCUmU6tJFZDk9HXB1NcCXXzZFdmg4wieJWDxO5kmo5GMJf3+x/S+/iG/18gcAaN4cNfRuQgEl4uNLrzH2MpHiSVWtKp7PihXFf2nED1A1vJ2dVZNlqosCuqBuKZWZmX9AXaVSFatAGpEpyFIqvzqlrJGuWUSE7jN9S8+gnR0wbJhqCMrAQCXsA6IRKGZhUyAm2VjUt61EYNGCRCmpE5EESzy/E110ZTGH4GDNRlBpjwpfuyauqbW1agY69dhxhbFrl+p3NgzwtfkcPIIrPDyAqdsbwKO1GPq9F1EGsShziVLSdXZzE+9AKfC6eiyp3Hh5iXIwYYIqDoU0mh2m9BBRXQHROC8ij26ISKmVrBOhAKFxY9HzOnmyfItSknVsptIAD1BZBOfq0EGs9PERU4v7+SE8TaUOR0UVTQwFRDtg7ty8lp4vBSLRWczHpCu3VaVUZ2zaJNZJHcpTp4omPMfGqqwXd+wo+jUqFgkJGN3nCSZEfoZ99v2BM2cQ4SZGUFxdAScnUU61XoratXHfWwy0+ccL066C2kPaRKlVq4TYLbXH0mGCyvqqSrJCBbHOy0sYqWdnI8/Mhxg8WGx06lTh5sS5uH5dFbRe5upVHEYQAKBlyxJ4Pps1Ew2pyEjg7Fk5aHRpWUqFqoxwNCZ4KBC1wvcoQViFXA/XnOTh6YpdQK9e4sZ8+in+/SMR8bDBx4olOLzmIbBpE3Z9fhhOJvEIwhG0PjsLJztM11qwJVEqPV0182NJ8vixmGSmsLicpYGGKCVNJta5M7xrCOsBbZ4tGnz8sfjetw8eho/kyZKkNqlObNmCzdeFoNypk2gP+OZMvHfqlKrbBAD3zGuKd56REdCwIWKbdQMAeFlHwxLivXZvzByhQh0+jMR4JY7lOH0sX64SdEoTyVIqNrbgdqS6pVR+olRGBvDwviizVkgApk9Ho8YKjX10ia1maAhMmKDE0KFXZKOLN4HXf27h15z0dM3OLJB/B1J6eNStAQDRQW7QQMyYkDNIoxNSOo9REdi7t2gZz83t20BSEt7W3wwbiFrJBrGwq6zbdE+ypVQchC2rlZV4WxWiyOR4vgHI6TtKJhcBAfILWTabLQ45PX7bUDHyW9DIYGQkkJmtDwWUqNC1gN6QOlKDPgf3x8It5f594PvvRQzfwEDg99+LnnVdkWfO81NNZRobq8C1aw64//YkhCeKAulZQzRSWrYU20gzDebp+FlZwbB+HThBqCSl0rF4yUjXSBpdqi4GVkWnIikJuHQJT/cJBcrZWWWyf+lUChLP3daYRrsgpDa2ZP2k3qgiEgGmhw0TL9f0dNE2l0RBbR0J6dpLLkyvmiglNU6VygKsA+/dE72Zo0eB1FQNUapLF4K9vegJOjtrzgJnYgK4uopOVii8hMKrUIAob0dTHRMTVZ2xCx2L7SYieQxKI++lPVomud4FBKg60uoiakFkZQF79wjBryJES25J2rsAxERcpqaAewPxwrofl7/4/lLIzFTV87lEKVdX8R6UXOak+iw/qlYVE39I5UD6DguDmAoVAP76q8imqw8XiVAIlSIvAK1aoUlt0fM6dap8i1Lq9dFj79aik6qOoyNo/38IU6geLKWy6BaaCxeKQPEvPUD6mjWisvb2FqaXPj7Azp0am+SuK6TvZcvEd+fOQKVKojOjaz0PaEQ7QHS0anbXlwYR8OGHuJ8mnttbo38F/P01BF2pDZrfQNK9FNEjrqsUVvH5tYeiozVdhyMjxbbSbLUzZgDn6n6IVXgXNz5bKde36hYIkrWUujUaAHGfpIaudBN0pGdPsatGPXjliixKaQSaLi5GRqp23fbtsohQWoNz6qKUTtXW3bvCPLhvX1BGJiKz7TVW+0E0Sp6aeKiUjHnzcJ1EYyiLDNBrqA2OHRNu+MlpqhHg68efiwc5F+ptlZdxXZYtE3XI3LmFb/uykUUphwQxKzoAjBuHzz4DunVTGULlS9WqQuhUKoE//5RvgdQm1YngYGzKmd2yRz9h3NC5sxDUjx3TbBfeuwdg8mTRwDx1CnFeooFv27UZqkgufEv2C3+9li1x0Osj2aI/KUnMbjd6tBbx9wWJixPjRCNGaHooAJqDbQWJv+qDhNJ9kdqTrq7C4A8Awu6Kto+Vhz3QoQP69dOcuVjX4PxTpyrRtWuYarKGNwCdRKn58+fr/GFKF8lVyt5eVdDtcoL15+5ASg0Aab06Bw+KTo+6pUBhaIhSly+/mJ39uXMgAFuzVaZabbEfClsbnXaXRKnYWIiaUupNFOLCp+5icumCUhWcIShIfiFL7jjFokoVwN0ddtnizVnQyODDMCHRV8ATGHZqp1v6I0aIjtXcuYClJTwShFXGvXvAlStik7Q08eIq0siIjmRkqCw4fH1VL/JqXmKk4NpNfYSZCUXDs4qobnI33LRaI7RqhQoQikh5FKWio4XnTtyB88D33+PG/0S58k0MATZsgLedePPdWhUiWvL+/ng2TViUudw4iBo/DoIeshGdbIbmgWlo3FjMhJYfBw6I0SrJ3e6tt8S3+kDw06diprPff1eVe3d3ldVWQZZSkij1qrnvqTdOZauw1FRg1CjsHL8fdnaEv5vOF1OAt2gBNG4sP4O2tkKUa9/+HgDRMcyNl4MQyEMN/UQaOcdMThYCVn51gxTj6heMBa37GyDC/v1Cp9AyyV0e0tNV175tW/Fd2qKUNPoZEJBLRNWBkBPZiIvXgx1i8KGt6BVmZwtBRYpL6N5a9M7jsiwRF1uKPhgXL4pK0c5OPrHc0zT/8Yd4Vt59t2hJS53ju3chKra2bcVI/+zZuieSkYHIQ+LBdVE8Aw4fRpMQ0Ts6fVpRoEvuq871EJVZw5OeI7UG1ojSd0EymUMBJawRBwB4drBoJguS+PUy3nkyv/0mLJSvXhVCgkIh1IouXYCff5b9inKLUtWEwYFsFdW/v2qgZvx4YYypS4cxt8uy5A7/0li1Csp/1+MZRA8p7LkNAM1nR+o8PX2quq/Z2apPRIRY7g/RTomN0l4ZnjghLp90rbKyhOVUXJxo507ofBMBF5bhXb21MBvxHoKDRX3cooUqDaneVLfikJH8mFatEpWtDsTHq+o/dVEq/dJNnIQYfCwRUQpQiWbbt8uWUmUhShVqKZWRIQrww4fAxo1Iuv4AadCc8boRhNL6tH5X0SD57DNkwBB3IG6ut7foqzRvLtooPj6qGIrP4Cwq4lx9S/WuRnGuy44dCvz3X/7KgK4xhl426hbtVfYtFqpNnTpA69Zo00aEC85tZKCVIUPE98qV8PMV9ZLOotT587h5LAq34ANDQ5LDT7i5Ab17qzaT+mAPHkAjBpLU77RtVgNV3hL3PKzZe0LhtbbGnugAAICzkWiYzckxotKiRRab7GzhGLRpkxior1NH9W5IS9O9PBVkKWVnB/lZTc0UVmxW77wFKBSwtNSMC1pSs1C+jugkSs2dO1enz7x5815ydpncnMkJvdCggap9px7oXPK3JoJGZyw3ZmYqFzhdkUSwh8Y5w+j79xctAXXOnkU8rJENMUoSiqr4W3+gGFLXASnvsgIuufBJbhpaePRI05Dq0vFE4VtgYwP4+8svg2LHkwLETWnbFnYQFz82FvkGrXu4X7wlXA2fFRC5MBfe3kJ4GzcOGDAA7hBv09u3VWKRlFRJjzwAqjgzFhaiovXyAsYNT0OjlAMAgKuGdRHWfjgA1XVs3lxVVk1NVdZDGrRqhYoQCsvjR+UnaACREAArVVSie3fgqzYngK++wo1rQqTzPbgI6N0b1TeKAMi39j8QwYPs7fHMRlwI54TbMN24Bt4QLd9LJMymfpocozV+wrVrQJs2wiIOEPdBcsnLL/C5ZLxTtSrU4oDkPRdJ5HrVLaUANVHqq6+AhQvx3TwLxMYqMP7xBKQZ50SfvXQJzyNEnApJnO/SJQwffKCUZhbXwCtOmCPcqdlDrmSkRrubm/Z4Q4CwmDc2JpxFIE6GOwPnz2PECGHV/t9/hZ+XekwhSV/X1UrphSECzp/H/duis1atmso0XZsoRSQ6xOqC+85pwmyjg/5/aPy9yvy2bl1VWhb1vOEAIc7eP5kreFkxiIgQHfrt2wvZMGegIrr+W/jxJz08epRXlKpSRYzWFtVtW3bfk4K5SkHBli3L35c2N9u3IzZJNGptO4n3WI2N38PcNB0pKYrieoMWCyIxuKFjv71Qbuy+L/9+bKl99hDpvVvRhVDZRPQQng6eLIIp6hhARnpGdXY/Kirr14tgzIB49z57JirHjz8WeZw8WSjQRHlEqUGDhAfZp58Ko6q+fVWi1MWLIraUZCVZEJIolRMhoPBy/yJkZADTp+M57JAFUTbDw0VzKUF45Gi470kdOyIRW7xCBVGOsrLEM1Wji2gMxMYptN5Sqa6rV09VT0tzE9SsCRj8kWP63bkz4OqKHj3Eu0B9XgGpXfHsmRaLrA4dxChETIzo2euAeide3WLizBkgDaZwsknX3pYpDh07ikbShQtwMhAVa2m576lXU4U+P9OmqTohWVmI3J13ZhpZlHoKcU4//ojQv0R8W0tL0USXyjAALFmicoF/1iTHBXrcOI0C/iKiVGYmMGCAPhYsCMh3EgXJir+s2zuPH4tHT1+f4Lrye7Fw+vTCo2Tnpk8f0di+cQO+5sIsSGfXxAULsAPCWKB1a4VGVBHJchEQRVZfX9N7B1D1yWxsgCo53hJhgX2FCePTp9jjMBAAMDfjE7gYqAp5aGje2FPF5bvvRF1rYiL6IQ8eiHEDQPNZBgouTwXFlLKzg2zVKGHV9y35t7pFG4tS+aOTKBUeHq7TJ0xbWH3mpZK7YQKoRKnMTFUwu6QklWu2Nkup4lC5svh+kF0RBGhGfi0qp04hBiLjZoYZqIow6Nla61z5alhKAcJcFRAmJPkEW5Bc96TZUi5dMxDn0bIloK9fMpZSANCmDWwhMqZU5u8D//D/7J13eBTFH8bfvUvvhfSEkNBDC0V6b9KRIjZ+AoKigiKIIqgURUEEVFRABRVUiiAiJSAoHaT3Glp6L6SXK/P743tze5dcKqkwn+c5wu3t7c3uzk5551uO0AjA10tb9k4HACZNQj2EAQAuXGDQaMiLkS8KGsZ4qSgM3dIkCdQjjR6NFjHkznmtyys4E0VLOVwcc3aWYya1bl3ExK9rV3hJNPKIvVkNTubl5NYtskTKV1HTellqBTz9NG7akTlY0/51gU6d0NiJer5QRVP6QmIi4p97CwDg8XQP4JNP0LKzsevqhQhXHPmj8MiUx53i1bxZM3KlBIoWpfijGhj/H9z/oBlQQqzxc5KRQXoZIN87U5ZSBU2hq5JCllInTgBffIHraIqTjNScGPjg+/Zr9CPdlLv0LPJ20NZWjdWrNRg4sMDB799HwzCqx6Ge8hJ8cfGkOG5uwNix9Ax/ibeQsm6n/nuGK9FFwcVAb+/iBaEKJyGBBrBt2yJmHyn2PhH/oVGgusgy/PoruRHoVzavXsWew7SYMHCCJ9o9Lav6htlbYWEBf2udKHU0girlQwQI+fFHmtCX6LKlW6hYrX0Fc+bQRLagKFVejNz3AFLJevem0fWECUWvSBiydi1SQR2ac3MfYNAgKLVqPGF1wbD4VcLu3eSd9vbbFXAwtRrXb8r9WlEWsHp3lYZKeHQklS9e5Uwi0FNPlcpck08YwsIqIdZSaipZKDNGiQ+WL6cZl7MzLcMvX077LVkC1bSZiIgg1YXXDWdnYN062o1rD888A4wZIw9bDHK+mIQx2V1v7lw6xtWrlShcrF8PhIUhzlVeLLt3T35unJxoYaqgpdSpUzTuSEykcwboGaszcTgAii2W/aBwEBfezjRqJB+Ti1KBddXywQxmem5uxu7X9vay9WshQd/MjJ5HoNQBzw37Ty5aICsLhyKojvboxso1bDOJmxvQoQP99zpZWdc4S6nQUNkCVJdpMeEA9RmWIDVBCTU6gCqqXkiSJFw3o4W2oCDqh/fvp0WA77+nZ0Bfj3zbUgY5xuj516njD+O+d/eunNikKOcOXq+rW5TibaG/XQrMstJowMzTN5cFBweyTALQ9B6tTpfKUiohAdiwAadAdVEXUlNPx47yAminTnL/aej2yedkTk6FF23uRlvhbpITzMwYBnuex2l1G1xpMAKOjgxabcXF0eQi/6pVlLEUkMdY3CqOU1R9ysw0jncVE0PWrobGHtxSiuPgJY/h27Sh9t7OrvhYlY87DxVTijEG9qinPqjhmBKlbGzkmDK8UeUPjqVlqY2PSoQ3QDlqCxKUyitK5eUBFy7oRak6Tjr/hDJEdytkKdW1K22MjYU+il4BeCDNV16hwUxili3i4KlPI1chllIA0Ls3rJAHa9AMvygXvsjL1Hr7BZUujlYh2raFf3vKgsEYdbrNmkE/2T56tIwZN0oB79iaNgX5NI0YAezejSALGtmcDnPXm8/zOC0AZWACZIO2QtjawsudJnAxV2qYz1gxhP1nPNOKrtsJGWt/R2wmLS81/v1j4MQJND7zKwDgtmUzaCe+DEiSHBuuRxNgzhwEDyXV18+PYZwrrRIun3q3kLVAwYHjE0/QfQfo/vDAjYaDaj5Rq3/pD3hsI7fB+JuptKSk8y/j5bGzkwVoQ+tLgMakzs5V4DpSBEaWUqEa8ptjDGs93wcAOOssFBfdeAo5jUgJLWgpVSQrVqAJowp+M9ZJv5lfx5JWxXWJ+rALQ3Bis5wyvDTWG9xM3MdHdp27dauSMw1FRJBpwh9/AAoFokF+nd6fTkGj9ylAiylRins8Hz4MQKVC7HMzcIG1hgQtnlzYDXXqUDBWR0djE3YAqOdObWLYyhBqd7mbQTng7cz583LWyeRkWmP44QfdTozpLaUirRvqv1dRohQfdN+/r3vGJIkmvba21AAvWVL0l2NjyYwmJAQP4ARA1wUuWgQmSeiTSm3Ar79WXdB7HreoFIlsS0SzfSduquRYUUWJUnyxKCAA8PSlFYu4oa+Qi9yOHbSiUUyA6tRUuY9VqQpnEH1o5s8nYSwoCPjyS+MFJEkiEyjdLCji6+3QaCRYW7Ni3Wzs7ck9m8d+vHixeDEtKoraZ6WSHhu+Qh8TQ5OqVatkC6aHJj+fAlQCiB/zhn7z/fuyOMOfGw8PY0upb7+VD8NjO9WrB9gO7gkzUD+Tuq3wuNFQlPLUJfbiMaYCMy7RDfbzk/3Ui0CfIcyUGyf3sd6/v1SNsuECT1QUNSUbl0bjW1BD3+NJqxKPUSZ07uLuO0g0qwpLqfx8IDxc7mTu3ynGV3jOHGpoBw3SZ4pOOEXXMRgX8ZX3Z1jj+h4CdHGEMjNJrIiKkq8lXzxzcCAPvZdfpvdGWRy/+opM7SIigLVroVIZ69JlFaUMxZiUFNMqYk2xlNIL9Gm6yr9gQfkWrAFyswTQ9Bh1hjzjbLH88AOQn4/TFqSWG84zORs3Urc2aZJs4WYoSvE5mbNzYVGKh8jq0kWCw5Fd8PPSoPmd7QiyIaWoIgLNp6TIdWT0aBRyhy2YvKWo+sTHZHZ2cg6qGzdkay4XF8DNxjhbZMFcVdu30/F5myYoTLlEqbVr16J58+awsrKClZUVmjdvjjUVlV61BFauXImAgABYWVmhbdu2OHr0aJX8bk0kLU3ubLnrDqdgXCm9X69z+du0glhayg9XhCKAOvaCsnNpOH8eyM9HkgMNWF19rGjpkAeKLQWFLKUsLRHRfxIyYAds2mTyO7xh7NIFaNSQBJDLaAn07o2cHHlS/tCWUh4eQIsWehc+k6LUrVuISrQAAPh2MBHcpjRIEuosfQ82kBvGZs3I/SYwkDqghzFmM4VelPLPJqVpzx7AygpNvqN0VGFhEjQauoaGwf3mziW/8Q8+KPrY3o1InIu9V4aURFUIY+SKpR/PajQI/4TEpubWtFQfFWum76CdnWWrvHr1KLtGTo6kt34vmLDg5Zdp3Lx1q4TZP5O5zM749kjbYpxUgNfjd98lPWHWLDq+szPdc+6iamoeF9jRA+5TyXwlGS5Qz11Agu7t2/qBn5ubbH2pVhtPdriwy1PdViXZ2caGNXdPJQG3biHfsy5+UdMAbA0mwd8qDnFJZlieRavqKfE0EitWlHrwAFizBk1BFfzWLdnIhbtPcWu/omjdGvBwZ8iBDb5JeFq/vTQGxYaWUjyuSmpqJQ6SU1JoghcVBTRqBPXJs4iXqHH3cVOhfiKZKURGaAsNZLlwERYGJH/wBfZepfarXbAa7h7U2fz9N63AFwzw6R9IqcfC051ow7ZtxSan0GopAdGhQ4U/46JUTo48mP3nHxLL9G49kZF0cZVKJIBm8levVpwo5eNDz7VKRV3h7dsgdYVbFMyeDbz3Hnb9qcKyZTqRMTubUi02akSBsyUJqY1oZdrJCUDLlmDPPouh2AlzSYXTp2kRoCqeOd52hYaWzsir2GN9vRN5kCfupsSitWvJCEaSKJ6XfnLaqBuZ3TRpQl8cMqTIWXpBL8kKdeG7fl1WWr76im62KV59FVi7FndB5pSBNnGlGnc1akT6ZXZ20fGwoqKAmTPp/5Q2XB6HxcZSXX/99QpMbqKzkoKnJ+KeGKrfnJ0tB2bnz7WhpVRCgnGOBz758/cHJHMzOFuT1UvqRoPAnjpMWUrxWHyB57bQfyZNklMXFkGxolRAgH4BsjTJKApaSm3ZAjw/vxHi4IVAm1hjK9CKYNw4wM0NbrHU4SQmVvKiBOg2a7VyRQ2PkAqLo/fvU3ulW7zAZ5/pO6mEdPJnd0cC3mRfYXzOKtghEzbW1HgEBFDbxfMicVGqILw+x8WBKvicObThk0+QGGE8Hnw4Uarw5+np8rii4CJclcIY7oVQxQ3AfbIUGzq0hC8VQ//+gIsLvBMvwt5GDY2mhMUNlQpYuRIJcEN4vjckyUSmbNDz/M47ZAjB50qG08CiLKXi4+VA8tOmgeqQLvFA01gK/1GmYOxFwK0kfX1JUCqYzbI4S6nTp+X3XJTy9ZWtXvnYXamkhQX3aDmAnUKhNyDUY2FRcUYhjyplFqU+/PBDTJs2DUOHDsWWLVuwZcsWDB06FNOnT8cHxc0wK4DNmzfjrbfewvvvv48LFy6gW7duGDhwICLKkqf6EYJPBgICCpsNyoMD+mvo91qR6F34Gug6d1OzhZLQ2WUnB5KyVsdNQUISX8kqBdxSijeAoaFAwz8/wzDsoPgPJqLD8gmeqyvQ0ptm4JfsugJBQfrBuINDmQy2iqZfP70Ln8mMM998gyjQjMi3iX25f0bq1hX+dvLMtVkQmZRza6mKduHTZ95b9y7dRycn4J9/4Pd8V1hZydfc0EoKoM5hyhRZpDGFVzBV4tj4mpkkdPFiCqaqD/a4bBki7tKMvdNweiDz8+UVXr6KBJD3gM6aGv/7Hw2CTGXRXLuWVqcaD2kId5sMMChwZ9b3RtGy+aSreXPKLmJnR5M6biJ85gwNrEytOtVf/Q7qfPkBJImBQYEk+0DqiYODkfzbXn05rKzkDtZwlZJ3+JUWu6UYCsaDuJfsAC0k/PPK70hMUsCzjhrDhivw6Vya/Cw61w8x8CpdWzhvHpCZiXrN7GBhwZCTI0+quLskz5BYFJIE9O6jE2Ugr+iX1VLKxkae9FWGC19sLKCd+iY9zL6+wD//IM6rNRiTYGYGuN0+AY+hHWCDLGiZAhHLtui/m5trPFk7t/QgZRwEMHCYhX67ra3pJBr1WtJSYhjqyaO1YqyJNm8G3nyTXJ0MRZLkZOMVTz5Y5P3f/fu6est931q3RmIKWeGkp8tBp00Fuy8LSqVsWdu/P02qDx4EuRnNmwcA0H62BGNHZmHmTOBcz7fJCmDmTDIl6NABOH0aD7xotsb7Hs28eWihvIZjrAs6NUuDRiN7MFUmvB/Mzi4ce6NMxMbi+lHql5RKxjcZceqUbF24YAG1rUaT0+BgsnquX58K1rUrfYHfbB0F3WNL2zaVavL5ySdkwvTUU3Ik7aJ46SXcfXEBAKB+8mkDc72iUSpJzAaMs+txcnLoMnANhXuvGV4nPtGskDY5P59S3QHArFmIS7Ew+vhXWoPR9zWGMaXWraOvF3zueT/o7E6CXuqhS0bqQHq6/Nw2bIhCmacCb4WQGMhT3RdDUaJUaiqdVlTf8bShUIq+whS0lOLJQp7DBlyd+l2ZkgSVCmtrYOpUuOni7qnVle8qf/c69ZXNcBVmUEGlUSImQq0Pk/bawDCwho1kVXTCBBp4cFFKJ/S7I4FuYnY2JBjfw8xM2fKSZ4IriGGcS8aAc21fQbZPQyAmBnHfbDXat6yilGFdMGUpFSkbNUOjKdricMUKWmOoUNEqJoasQefOBbp3R8QWUn3rNTAnq8yHwcICGD0aEoAgW1JiDh0ibdFk8ow//gBiYnDGiazgGjcubPlTEC5K8X5DrZYFPmdnnSAtkVPFW2/R33btqDkFQBOVF17QZ2y8fu3hLy6/37wt4FalXOTl4wZ73bSL16fLl6k7HjKE9uP9n4+PLK7xNtrFBZDUKrhdkQOGOjhUnAHI40SZZ3urVq3CDz/8gEWLFmHYsGEYNmwYFi1ahO+//x6rV6+ujDLqWb58OSZOnIhJkyahadOm+PLLL+Hn54dVpYkK+QjCx2IFraQAecWXP0jFBTl/GPSiVF1dMITymOLoltuSvGmWx60yygI/r7w8mijt2UNxfQ6hF0KTnCm2VAEMRalWoJnmJdfegCQZxZOqkIblmWdkS6mobOPP0inVq16UesjV+nrB8k1uFkeNJLdyN3EZyo1WrcXNa9SbNY3cR2YdR48CXbpAkoC6deXe3DArTmnx7kKzu5hMh9KlLKtCfvpJXry7fBlQxSUDH3+McNCIu2EbB33nxwdghqIUQC4Wfn40iXjrLXkgXpRpb/3mNGm/F6YwylVclJspbxfOnKEJ4IMHgAIatIU82wkMpIlQnTpUyRO2HqHAAdnZSPqWLAzruNLAgA+6+XNjKNSUMeN9hcCvl483gxJq5MIasSOmYEc8WZmMeNoMZtu34rn3/NGpE5CVZ47ZWKQPIu0ydyoUn38O84JxjC5fJjM+AGZfLkXDhnRtbtygQXJ8PLUJpclFwBfiDbl/v+SBLBeleGZEHleqooOd799PvzFns87sa+tWwM9Pb8Xi5QUoHO0hbf8TgS4PAAB356whcyXQpTIc0J7QdsA+cwqKyrP0FEe9rtTYhVk3pUikALBhg8kKpdUCn35K/09MlMVBgNydDOFu7YbunWfOQH4YO3cuZGhTp47s9v4wGGXgg04HkyTEvTofuT9txG33rkjTueddOZJC7X9AALn5nTgBtGtntLrMDxr25JNojzOYpSGzLx5TqDIxvA0PVfc2btSngO/QgZ6nmBj5OYiLA0aNIhHjqaeA98n7ttDiGlxdKeCxkxMptKtWkamzgVlQQUup0lgmbt5Mv1Xsmtq9e7LV9dy5JR8UwM5EimvXAldIQCvFoh0XeEzFlQoNpfbX3p7WgLgoxV0D4+LktqNCYhCtW0emBJ6ewOTJhWLwcAGQB2rnfVdamqR3w3z3XWODMr0o5UlWNSkaB6PUslxUc3en21ywPwzAfVoJKoUPTFGi1FtvUWyZN48+TY356dPGakQB0tONP46Kkg06R+BPWLdvUWJZysWUKbC0MYMDKJhNZceVuvMHWWU1to5AXQVVpPur/8b6dQyffw6s3lsPtzT1aaXs00/1/aRJUYo/3DY2uB9meqpZlKUUf+4fPKA49O06W+CNAIoRELfGOKJ/RVtKFRTfTVkn5+RQDMXFi0ufv8Ik//1H7sATJ9I19PGhmFEffwwcO4ZwqR4AoO57z5c964YpuAvfA5pzTZ1Kj9IvvxTeNfLzTTiJDjjTioLSmnLdK0hBUcpQ0HNyIu8aPr/hTemnnxaYY33xBYKs6QA3Tj18PNmCohQ34MjNJVGMW0pxKzBen/iY4swZso43XCjkllJ8nOHiQifkliF3NiUJeALTlLmWazQatDMRpatt27ZQV2Ku4vz8fJw7dw7vFXDp6t+/P04UEfkzLy8PeQZpY9J1T4hKpYKqhk1ySwsvt0qlwtGjSgAKtG2rgUplbFvv46MAoERYGH2WlCQBMIOTkxYqVcVF/vT11f2OPQWxYYcOQV3Ga2v233+QACQ60ZPu4lL4fErCygqQJDMwJiEhQYUjR+jaAMBmPIP3N2yAxiBKH6066dJ2OqjQNPYfAH1xCw2hUqlw5w6dl79/BV2v4GC42B0BMoHE/eegeqGj/iPF2rVQZaoQJfkBDPD0VD2UBuMXZAPowmgFrZoKddfP0axpPwBWuHuXISdHDfPtWyEdOgTtG2/IM97SkJUF6cABSHv3ImLXVeTkn4AF8hDQ0AyqkMM04tQ9X3XrZiA0lMxROnYs+znVaUsz8jjmgbxzF6Bo27psB6hE5swxA0A9qVoN3Jn7E5pmZiLcNgjIAnx81PDxUSIhQcKxYwyABD8/43ptbw/89JOEvn3N8OuvDPn5dDwXF9PXKqCBEv+dBu6iPjBrFjS3byN/yXJERNgBkODra/y91q3pmT99muHSfxkAHNAAd9A56AHOXQfc3BisrNRQqQB3dzMkJkqI1tRB0z17oFi+HElzaDTmcvkgVFGN4OLig4gICXFxaqhUDDdvAozRMxQWxqBSPVz7v3GjhLAwCbNmafUBay9cAM6fl/DSS4WDyEZH0/n5sEhYQoV7qI+bY+dj5xt0vQcNonICwOefS+ja1Qy/4QU4qKgfcLl5HMr3L6KnmxtUffvShDc0FGYvvABJq4V25EhoevRA48ZaXLumwLVrGgAMgBkaNGCwsFCXWKdJjKVrJEELBgXS04GEBBVcXGgAtH+/pAt+yfSWOtHR1H55eNA5NGigwD//KHHjRtnbxuI4dozauaPazmAtWkDdpg2gUiE8nK6tl5fc/tXr7IWru4B7CATefBOamzdx2uwNAHJwrS8VM5CmsoWfH0OrViVfH+8AutFh1k2h6tIQyt69oThwAJo1a6DVWRZxdu2ScPWqPGT5+28NmjWja3HuHJ2HnR1DZqaE06epPsbGyv3AyZMaDDh+HBIAdYcOSPyF6gnHx+fh6zAA1KtHZeHcuaPF+fMatG9vhjFjxuDJz0YBuhjLV3q/AfWcsWBdu5K9v0YDaDR48IDaF3t7uv8qlQqho0cj4J9/0OHmzwAW4/p1huRkdZGD39xcYNkyBZ5+WquPS1YW1GogKkpu565f16Bnz/LVPbN163AD0wEAPXpocOKEEvn58nMwcaIS0dEKNGnCsHatml8GnVhuhrg4g3tTvz6SDl6B6sAx+B7aAMXOncDkydDExUE7ezZCQ+meOzgwpKdLuHu35D78r7+USExUYOdODbp0MT7Hf/+VsG+fhDkPvkUdrRbafv2gad68xIWSO3eAPXvMIUkMLw5IAPaowUaNgvrYsWKzJLRqRed89mzhct++TZ81bqzVjftou5sb1bnoaA2ioxUAJMTFPeTYJT8fZp98AgmAZuZMaM3MEBOjRcG1bHNzhrZt6Vm3tVXBzEwBtVqJo0fp+WrfXo0WLRQ4f56+5+tLddrJie5TKpyh/flnaHQZWa5fp3Ns2JDKz+sAALghAfbIhPrVV8FKMaCgyaM57t5lyM5Ww9ycRK9ff6V6vesfSyQ8MRDup0Og2bKFxkMmuHKFyuDmxpCUBOTlSbhwgc6vOa5CVYr6UC4cHKCYPx/u7yYgHY6IPReBwMBigpOVF8Ygbd6M21uzAbRHQBsnPIhS4V44cGLJUXyGzoAu+cLNFqNR/+AcWWlUqYB69WCOAqIUP7S7O57vrMWGDQoMGaJFZKSES5cozpq3t+k+ws4OMDc3g0ol4Y8/qM4dS2gI1qQJ4m+SybalJUNenoT4+NK324wBN2/KbVpiorZQfxoWJtc3AEhIUMPPz3gV6do1QKOh8w8NVcPfvxwWPZGRMOvdG5JBijmmUABBQWBt24K1bYvwJZ2BKMAnUFkxc9ZOnWDm74+m4ZcAvKDffOCAFmPHym0FO30Wfc9/hlA0hrsuc3SbNiWPPXx96drdvUv3hAQec9jaMgB0r594QonISAVsbRmmTNGiRw+tcR1wckKjV7oBXwG3Im2Qk54NM+si3KRLwfXr1M40bKiBKlcFCzMJVlYWyM2VEDv1I0Tcfx+AEm3aaHDokBLx8dTuhIXJ/fi6dRpdjH0lvLw0aNyYxoF8YczZUQM2dy7cDcZC9vYPP54wnO/Xdkp7DmUWpcaOHYtVq1ZhOc8wouP777/HCy+8UMS3Hp6kpCRoNBp4FLDl9fDwQFwRKRQWLVqEBQsWFNq+b98+2BR09qxl7N79L/75ZyAABSwtjyAkxNjGNDOzIYAgnDoVjZCQC/jvvwYAmiE7OwohIRdMHbJcZGQEAmiB07Fm0CqVUISH48D69cgtpS2zVVISnoyKAlMocDGBHuDk5NsICSn7sqyt7UBkZlpgx46jOHiwM6CLX7EZz2DW1o74e8gQaHUdaVqaBaBzMzl7+E/4h+4HsBh3U+wQEhKCAweCADQEY/cRElJ0jJOyIHk6AXeA2P3nEBJCSzSKvDz0/eQTTMMK5DMLODvn4vLlfbj2EGarubl0rx0VafDOuAVp2DB4W9vCCknIVVvhj09+w/OLJ0Gh0UBauxYRffogqkcPpDRqBGYiRoZtTAw8zp2Dx7lzcL16FUqd+HxT55JU1zERexfOh/baNSNfnrp1yWTA0TEXd+78XeYVJZVKAjAMKljgxOotSB9RRGTcKkalkhAXNwwA4Oqag+Rka9xa9x+aAritpHOOijoBc/OGALxw4wYNgLKybiAkxPgiMAa4u/dFQoItAMDCQoOjR0NMWudpNI0BNMH5gL64eX87vl/TFH0uzIRG8x3MzTW4cCHEKF18WpoVgCdx7RrDgfe2AngJTSzuwKKXC3AdcHVNQUgIqZcKRWcAbti//xLy86OAoCBc6eAAnALcYi9D22wErNzOAGiEv/66Acbu4b//vADQ8llysoQ//tgHa+vydcLR0XZ4441e0GoVyMs7g/btyTdvypTeiI62x/37p9G5s/H9//ffegBawTP2AhxhjXuoj0UrMxET4worKzVyc/cgJESrv84uLv2RkmKNVJBQamubjxxLF9gkJuLq7NnI9vREm+XLIeXnI9/eHocGDkROSAiUyiYAGmPfvkhcu5YJoDnc3GIQEmLCv8YEHh59ER9vi8a4hRSzOkhQu+HXX4+jQYM0fPRRR5w/T32anV0+1q79G5aWWty+3QeAHSIiTiIkJBnZ2fRMnz0bXaHt98mTrQDUwx00wLW2bXFXZ630zz8BAFpCoYhDSAiZ5EpScwD1cabpELx2YzWUK1fiIloDaILOOI4T6II0LSkkXbvexN9/l+xrmJurBDAEKSkSNm78B81atULbAweQ8+OP+LddO6Ml1Pff7wrAFS4uOUhJscbvvyehSRNa8Q0JaQPAD507h2Pfvnq4coVh+/a9uHKlPQC6vnt2xGH+ZXpA/s7IRWqq8UNmbh6PkJCHNz/Kz6c+kXP2bDJWrYqDRtMCW7ZokZwcDaAeAODwAx/szoyUfYF0JCYOAmCOixcPISFBFyPQxQUR3brB/99/4WsRi6h8L6xceRotW5pOBLFrVyDWrGmBzZsfYPHiwsk+8vIU+P77lkhIsMHcuf/B3Ny4z0lIsIZG01//ft++cNSrd6XM18M+LAy9L1/GNdDClUZzDvb2wcjIsMDvvx+Fr28G9u0bAgB4+eXDOHpUXh0PC3MA0AuRkfkICdmr+z7w6qv9kJY2Ggvme2O4nR2abtwI5bx5uJyYiDNn5gNwRZMmcTh92gvnz6ciJOQYcnLMsG1bA3TpEo169YytI2/c6ATAHefOxSAkRE5rzxjwyiv9kJhog/3SBOzFJoR1744kbtVXDD/+2AxAA7RpE49b47vC7c5eON++jdz+/XHks8+gtrU1+b3MTDsAfXD+vBY7d4YYhU3as4fqlqVlrFH7k5KiG4edTkBiIokW9+9nISSk/KbR/vv2ITg8HLnOztjv5wdtSAiuXaPr5OWVidhYivnYoEEKDh2S65ejY38kJ1sjP1+CJDHExu5FnTrNwev8vXsHkZOTjezstgB8kSK5QHH6NA7+8AMyfXwQEkL9nLV1JEJCLiI83B0ApfgKxD2k1auHQykpsmVlMTAGWFkNRm6uGX788Qj8/DLx1VetodWSib9KJeELxfNYhBCkrl2L49wEogD//FMXQGt4eydCrXZAaqoV1GoJ5siHv3UMQm7cKDoI2MPSoAGcrbOAHCBs1jKkWfUoMZZWWVDm5aHVqlXwO3QId0FWSHmNlTCzUADhwFx8BBVkt81dzZ9C/q5/ceVKHbRunUjuuIxhsKUlEvJIlHJ0yAN0U5JUCwv07r0frq7u6N49EmfOeOLSpfYIDEzG3r1FZ1BwcKB6tHdvLgAb3LkDHHt7NOJu0hjDzzMZd8LrIDo6DyEhf5fqXBMTrZCZ+aT+/bVrMQgJuWi0z8GDVP84e/eeRny8sVnt0aM+AMg4Y+fOa1Cpwkr1+4a0+fJL+OXmIr1uXcR07oy0wEAkNW8OtW5uqtEAEbE0Rb979wDS0ysmtmqjrl0xJHwXlinfhXMDBW7dcsHBg8ZtRd68gwjFlwCAhCSqa/n5xxESYir2iExSEo05799n2LlzD+7fdwDQE1ZWuQgJoUBiI0eao21bezRo8ACWllqTIUWk9p6wQRayYYv9L38M9nzR6epUKgk7djRA+/ax8PMrnMnp/HkaS6kvb4HG81VIWi3qqG4gCj5IXheCCOk9AEooFOcBPIGIiFyEhOzHiRMtAZD7wbp1KtSv/wCAJ1JTr0Ktjgcg940WsdcgRYbBwT4A0HUtGo08vn5Y9vPgrbWYbJ7KuyRYGZk6dSpzcHBgzZo1YxMnTmQTJ05kzZo1Yw4ODmzq1Kls+vTp+ldFEh0dzQCwEydOGG1fuHAha9y4scnv5ObmsrS0NP0rMjKSAWBJSUksPz+/Vr6ysrLY9u3b2Y4dOQxgzNtby/LyCu/3008qBjDWq5eG5efns5kz1Qxg7M031RVant9/p99p317DtAEBjAFMdehQqb+v+u03xgCmbdWKjRypYQBjX3xRvjIGBGgZwPTnbm6uZRYWtO0KmjHVtm36fS9fzmcAY46OWqbatYslw5l6VjCWlpavL8uyZRV3vaZPesAAxmZiCVP99x/Lz89n6o8/Zr/ieQYwJklaFhKiqrB70qNzLlO/8QbTOjszBrDmuMwAxkJsRtI1d3dn+pMGmNbMjGmbNmWa0aOZeupUppkwgWkbNGAaSMb7BQQw9euvsyUvXWUAYyNHakzW05Ur9zMHBy17993yX0M3mwwGMHZh6PtV9oyV9AoLo7qjUGj19WQpZrC8Fm2YQkH1LTw8n02erDa8bGzTJtP39rXX5P38/bVF/u7atfIzPapTFAMYC8Z5BjDWqFHh7+Xl5TNPTypPE1xnAGNznr/LMjKoPTh8WC7PM8/QeSxZIt+riRNp2wL3rxkD2Jd4U/+s5+fns4ULjc/v/PnyX9OnntLoj9OvHx3/zp18/bZhwwrXsQ8/pOvxClaz95tsMSqLqTo5YoTGaJ+UN95nuStXUp12c2Nae3vGAKbp04fl37mj/966dfQ7Xbtq2Asv0DHmzy99nZ4wgb7zP6xjnXCcAYxt3Khid+7kM0mi+8PbqfPn6b7Z2tL769fpGGvWUBn69y98Xg/zGtg9Q389kq+G67e/+y7d29dfl8/zyy9p2/DhGqbavJlpBgxgwRbUBqzpuU5/HKVSy+7fL30ZAgPpXPfvV7H8lBSmtbamfuTECf0+UVFyXdi1i66FjY2WZWTQ502b0jG2b1cxd3f6/9GjKta6tVb/PXfHHKYFmLZBAxYRkW9UFwDGXnmlYtr66Oh8NmqUhi1YQNerbl0te+UV+VmxtpbL5OdX+LnNzpbLFhND23i/n33uHGMAG4NNDGDso4+KLjNvmwDGbtww/iwhIZ916SJ/fvx44bbpn39URtenT5+S697Zs/msY0cN69BBw8aO1bC0tHymnjGDaQFmp8xmAGOXLuWzZs3oGoSEqNi9e3S+ZmZalp1tfLz4ePkZ4edw/bp8fZydteyzz9RsRZ9tLBWOTKtQMC/HTAYw9tVXdM19fOgar1xJ5zN0aOHz4PWkZ0/jz86cMa4nQZa3WW5OXonXITU1nzk60jF37NBd2/BwpvXxoTamf3+Wn51t8rs5OfLzf+mS8Wevv07nNHOm8X3/9VeVvj7xsjo5Fd2XlPjKzGRaf3/GAKZetky/vXlzOj5vBwHG3ntPLktWVhZr0CBF/1nDhsbXXpK0LDOT9uX93vv1N9DvzJrF8vPz2bPP0rE//ZSOe/KkfA+ew29M/dVXZTqXNm3oePPmqdnkyWp9fRo7lra3bpZLfYAksfyICJPHmD6dyjp1qpq1ayefe3NcZpru3Suk3SjuNbQPtdOr8QpTf/ZZhR03JymVTXLdyr7CG0wtKVkdG3p2Dh1SsY8+ktusOs4q9tSQPAYwNmmSWt8/GI4XtC1b6seYfzefpn9oNEOGFPrd3bup/yvNfTN8nTuXz97w3MwAxsY1PMagG4fl5Bh/9+7dfJPzot27jdu0IUMKt3vjxxv/7rp1hfd5/3352rz9djn6jZMn9T/A5wIFX7xdVCoLt4sP9QoPp7E+wGIOXNafR3y87vOICPaitJ4BjFla0LUwN9ey9PSSj52bm6/v365fz2d79tD1btas7G1RW784BjC2zW4sy4+NLXK/FSvoXnTqZGoeks/MzKg8EVYN9Ne8Lc7Q86R4leqQpGHXrtH1trKiOfWgQcb1gI/R/viD6kPdunJb+z/LTYwB7M7H6/Xbnnzy4cdqvN/PysqquPtfTa+kpCQGgKWlpRWr9aCs4lDPnj1L9erVq1dZD10seXl5TKlUsm3bthltf/PNN1n37t1LdYy0tLRSXZSaTH5+Ptu+fTt76y16EF96yfR+hw7xQQG9f/llphvEVmx5zp6l43p5Mca6dKE3W7aU6runTjF2avgn9J1p01ivXvTfDRvKV5Y2bej7zzzDdI0UY8OG0f8X4EPGnn9ev+/x47Q9MJAx9s47TAswWzMS+kJDGWvblukmOeUriyk+0Z3qS1jDmJ8fY3v2sDx7V+aDSN2gqWJ+Jz+fsS+/ZOzaNd2G3FzGrl1jI1qEMoCxFZjKmLMzY7GxjB08yNj48fS+4AgAYEsxg1kjix1pM42xZcsYu3mTMa2WMcbYxIm024cfmioD1dP8/PyHOpeW9UjI2+s36aGOU5FcvKib5Loz9sEc6rhewWp2/4s/dZ0XYxqNfL/568wZ08fbvVvep337on/32DEuXNHzZnjsAcGxJr8ztGe60X67d5s+9rRp9PmsWfK2ESNo28oV+Yy9/jqLhQdTgNqd2+fT2YQJxmXYsaNUl68QJ04w3eCSMUmnf966xdjPPxsOCBhLSTH+3qt9qD7PNfuEZYdG6tsPgLH16wv/ztKl8udKqJj2VijLz8hg2a6u8gfduzOmVht9T6cDsDp1GGvViv7/11+lP7979xh77jnGrg+Yzp7Hrwxg7LM3o9jChXSsXr3k9uavvxh78EAuTlYWHSMkhN4HB5ft2pZEyzrR+t+6cEHePm4cbVu0SN7G62mrVvQ+KYkxMzPaFhZGfQ3A2PDhZSsDb6NXrNBtePZZ2vDWW/p9dGsXrHVran64nn7oEGNxcVR3AMZiYhgbOJD+v2oVY97exnU0DHUZmzSJXb5M7yUDvX3hwrJfv+KIj5d/o3Nnk80rAxgrOBxJSpI/482nUXs6ZAhbhukMoGtnCq3W+NwL9i3vvWdchpCQwsfgz5+jIxfQSj7nyZONj7vhVw1j3t4sAr4MoPqSn89Yv358wiePVerXN31Mvi8/h+3bTV/H1q7hLAx19e9v3ZKvf04OY++8oxMSmhf+DT8/+qxJE+PtH31E2zvbX2K2yCj0nBTFtm30vXr1qC/Qc/48YzY29OHEiYXaGk6LFrTL3r3G2wcPpu2rVxtv59ew4Csvr+SymmTVKjqApydj2dn6zW5uuj5hpfwb+/bJX8vPz2ft2sXqPxszhrZfuULvGzSQ9/3gA9o25clQuUPNydG3hX/+SftFRcm/9YHy08IdQQmMHVv4urz+OmOJiYyZm9P7q82fkRsNEwwZIp837xcBxp7FBsZmzChTecrDpEn0ex/hA8YsLemClpP79xl7/31qN49MJYHHDPnsn6UXGMCYnR09owcP0m+2acNYeDj1qby/at+e/j94sMGBR49m7iAh4VLfGfJFevnlcpWT13XD18aNjD3TJ4EBjC2V3tZvT0iQv7d5c+G+i/Pll/SZuTkJCl26aArt07+/cd+g75cMePppuUyjR5fxxC5eZEwnTrOxY4vcjc9R/P3LePzSMJIWptmrr7IGDYzbmvTpc5kNSJzcvZuxoUPLNjdp2VIea27ZQv/v2rXsRRz7vE6cxnvUsTDGIiMZmzOHsdu35f14PZEkeqYNuXGDPrNFBtMCNDg4dIgNaBbOAMYmtL3IAMYCpHss8+h5/T1NT5fPIyhIvteSROM5xozblWn4grGmTVlWmix68rbvYaioeVRNoLT6S5kDnR88eLBUrwMVGVEZgIWFBdq2bVvIjG3//v3o3Llzhf5WbWDvXrp1PIB1QXgwuchIekR44NSKDnTOs0LFxgJ57ro3pnI9FyAjA+jdm6HHjhlIRB2gXz99Vq/yBDoH5HPbvZv+dukC9OlD/7+A1hQxUWdCaBjkHAcOQAJQ153ij4WHy8GjeeC+ioBn+0qxrUs3ZuBAbMoYhGj4wsuLYfbsivkdc3NKsaoPImlpCQQFoeFACkZ526UjBTD19KQIpT/9RBckMpIixH/+OTB7Nm5P+RJzzJYgBzbY1fdLiuzYuLHepYYHjCwqg0pF4B1ILpgxkRog7eGDHlYEPECyuzvQSEXuiqFmQQgPInfQunUpPEzBgPUFA51zevWSE48VzDRkCPcsCA8vnLkq8OI2Cj5tGNfvzBk8ceob/du5H2j1WRgLYpjthqN/RjzMgW+/heePi9BXonZ9w4D1CL1JrnEWOsv+8gY7/+47+jtunBwce+VK46D8+fmUDEZPZibij1NEXI+BbWDd0Bd//UXPe4MGwLBhhX+nUyf5/y7mGZAaNQQsLXGXp1l2dqZ0UgVcI3jItaQkObh2q1alP7+AAIrd3XTLRwj0Jb/6e9/sxs+f0cUe/+BLBF7bQdtfWYSY91YAoMCg3MucB80vmHHwoUhKQnSS7JZhmLWMN+E80DpgnM45J4eusVpNGebq1qWMeJaWFNi4LPCA8TxwMJ5/nv5u3gyej5ynEO/Xj5of3q4vXEiBWrVayobo5QV9/KQ7d+Sgpbx+n8ETQM+e+u2NG8vP3sMmmCiImxtlHWSscFBya2u5TAWzYvK+muKqmDjwG2+gA+iAp04yMFZ4l8hI4274l19gtF/B30wy4QHIn2d+rSMjKTBscfA48jzpwsmtUUBMDK7bUfKBhg3pnHhg7thYORB5EZ5TGDeO/q5fT+fAPcQHDqRAvWPG0LW+kFwXAaBCuyAZDa2j9Nc/PFw+n/BwFLpm/PwLDl120GOJiRlfojcOAiicwTY3l+IU//mnvI3vM2wY9PHxAFBqvV9+oY1r19LJmYi1IceWM95eVFILfj0LkpAAHDlS+mDMCQlAcHMV2k99AnOxAGlvzdM/ICqVfJ26d6e4y9bWQMHht6OjHMeVZxJs3pwS3G2RE3fqx2upzvXp4UtIQNKqLXovOP4c87YPAALbu5Z5EPvmm0CPHtRm9+9Psea//ZYSG/Awo0cb6IK8GXUyMjz4esOG8pgXAJrhGg00Kxl9xjD/dpTNZ+TIItI4l8zSpZRE8qvlGlz99SIAQA1zTF8XDICuibk5DQ0jIiiYc926+ljmuHZNDgJ9+rT8LGkaNEYSKGyHu69BlkbDG1gGTI2Frl0D4tQUqdqHRcHVgnwEDYOd84xopkIN8zFr27ZU6OKy7/H2yFQwdMNg6SVluczLMwiSf/06ZQ2NjqbI259/XuT3eADuosaNDwWPnfbDD+jQiOrRyZMAbt7EphXxyIYtGnlnYuBAagPnzy/9oXk9uX374eadjZpQw3kbDYHvv8eNveHo1IkCo/Nwk3l5cm4txuRxAkcf5Bw3IbVrR3PAHj3g3pbcd09mU3Kt+uwObMcMhq0NjWkTEuR79uOPNH7bsoXqH297DZM3uSAFWLkSNg5m4F7ZItB5+aiZudaLYMaMGVizZg1+/PFH3LhxA9OnT0dERAReffXV6i5alZKQYI2bNyUoFEVnJeYD7NxcalRLlQa9HLi50UQEAKIddOpEKUSpK1eArCwJucwKO5VPAT166CfB5U2tyzMVZercirt2NZjwmLWmEbUuaxn/LRcHNXCeYkjUbUQncvYsXS9JQrkCxBaFfhAW1AVwcwOzs8dSR0q3/Oabkv46VhY8turt9i8AfCLOkSSqNAMGADNngn3yKd68Ow35apqgF0yzzZg8iWzWrPLK7OVPFyUWnoVSf1cXfADk5gY0Pr8RABBq2QIR8VRWPogwTC9vbV10vba2lrO0FZdQyMNDFikKEoB7NPpu0QJ47TXK4NKpEybmfI3nXfbiz3XpWPCxoshMknwAaDi44xMQfbknTMALc2mk9ktCf9y6QpOPrrrEm+UVpfgA96mnaJIJkFDFxWU+KV6zhtozAMCiRYjLdaKyP0cXz96essmFhgKOjoV/p00b6OPmuNS102+/N3gwNB9/DPz9t/GMQ4etrZxllDESavj7MmFnh4BZYwAAf2qH406GB+yQgVEX3kdgLqkE9+JtEb2aZsLezrIPPr8/iYkkwFQEOUu/RTLkSmk4cTXMNMPhmUgzMkgIOnGC2txt22j7woWUbaesa0SFRKknn6TGMjYWOHzYaLDZXxfG4dVXSQz95x/g2DEaAPIEXnwyceaMrNEO6Z8PADiEnkCPHnph2cMD6NjRuBwVhSTJQp5OW9MnUAoOpkcVKCwQ8bTv+sx7BenbF23qpcIMKsQnSCaThvEJWbNmJG7duwcsWKBfk9F30VyQM5Vhik+K2rSR24BQE2HC8vOpTjx4IAtG06bR3/+O0g243uIZAPJCCRc7Y2JkUYpfq4KMGEHncP8+3Wv+G927kw6/eTNNTNzdAQYJbuapWIB5kL760khI5e0TLysnK4tEVoDqLxfeoqNpLCBBi8HYjQFBlGq0QPgv7NpFE5fJk0m4YUwOd2RyEWDkSJrlmJkBv/1GDWiBFIGmRCnG5HMoeK2K6jdOnCBBpmB3XxS7dgGXrpnjjKYtPsZcLE1/Rf8ZT6GuVNJ8etcuuhYFQ2M5O8uiVHCwvH3ECOP3+vFQmgKYNg1aSBj7YT1kZZFYzMde5icOwxXUGQWMKUUKsAI88QQJURcvUhPfo4f8GRfNLlnrGoGDBwupEGq1fHsaNjQWr5vjapWIUjxjWELwk9T53L5Ng/8JE2iiXQZ4O392dxyuPZBXHa7owsX16yfv6+cnr9Hw+5GQQM88QHWCtxMpo16GVhcYuo6ftXyQ4lbaisHU165fN8hSLCXAPT9KXyYOb9t5ZmBDuLjYoQMXpQrvw7Pv8YWngm2jWm3cDpaU3XPoULplly6BRKjMTFohO3Gi2AFfpYpSPXtSJ67RoOP1HwEAJ/9jSHp5Nj7QUBzmSdNsy5V5nNeT0NBS9GXFwPvxu45tkc7s0HOMm/7e8EWeY8fkPg0oHGbu5h5SDJvgJq106lZ5+PPE473Wd04FYmPhrqIG9949WVBr0oSSFo4ebbwA362t/MMuT9TXpyDlxxaiVPkosyiVm5uLzz//HIMGDUK7du3Qpk0bo1dl8swzz+DLL7/ERx99hODgYBw5cgQhISHwr5SntuZy4QKtPHTqVLQCbWkpL1BERlaepZQkyRO0SEud6lHQjMMEhum8tzuOB7O1M7ZeKgejRsmDbDc3GnzwicZdjT+yYU2pVu/ckX9LSqaRVt26qNuQrHJ4w9aggXy8ikBvKZVrA0REYPcvKbiSVhd2djTJqmwMVzCK4/p1YMgQ48F3we+EhdEA3sJCTrVaGfAV4Bh4V00O9FKgt5RyzEPDI2sBADFZTvrJEm+ODAev/v4otoN/+23aZ/ToovcxnOQCxlYsAeN7UgW7eRNYvZqWtzQaeA9vj9/CuuCpF4vvIU1Z4ph6Hke8HQh7yzzcQUMkZdLD0e/cYgDlE6VUKnlS3rIl6RF9+pD4lJxM9eubb2gsceoU0KEDcPdAOLB0KeJ1Aaw968qrspJU9HW2sgLatNFlOHSXTVCYuTm0s2bR7KUI5s+ncn30EVmDlGewBgABzUhVTNCV/X8tL8P2q0UIfIdu/L3gUYhxIbXCJ+IkcPQoAPn+qNXlXiA3JiMDMd/+abSpJEspKyt5shwSQtfgr7+MRWkL+VaUGkNRijHdQZ5+mjZu2IDr16lLsbaW53/du1N9aNSIdt+wQW6HTKVrHlaPOpzdZsPBfHz1z7CbG7BxI1mT8JTQFYnh8+rjIwu4bdvK180gNwSAUvTVCgWsJ7+IejqrIFOTLy5K9e5NYglAolTr1vTM8S6aC2OmRCn+PNerJ1/bWybyjwwcSPts3kz3r0ED0sQB4EKyH3JghRtu3QDIopShpRSfJBclStnYyNVh/Xr5ehnWu2bNaFJ99iwQu+0kpuJb4Lvv0DiAZs83bxq3T3zCBxS2EuPXho8DOlpdhAcSMOBlEqxPnDA22uXlT0wE/v2X6nF0NNVXQwHEiGeeoYfHyYkqaqdORgc1JUolJNAEzHDMxbG3Nz1W4X34jRskxpXEpZ8vAAC8QT+8K0SeInAxwN2dhIonnzS2FuA4ORW2lDKFXpRKBfDyy/jKchb+zuoGaws1tmzRCbiRkcCYMZiB5RjofRGdXi2DiWop4CLZxfuO1AFpNLJ5nI6ICHpmLC1JpDGylPLLKLfoUhb0llIZVlRvbGxoMfXnn2k15/ffS32syHBSyC9es9AnHzCEC/8FcXExvajN29kEaxr4uLoCZt4G1lHlvD6Geg3vhy5flp9Pz2Ht9Vn+SitKcasm2VLK2GoyLU1+TooSpe7fJ1GO93WpqcYityG5ubRQBgB/bcwGNm2iN8uXlzgZ421UuRbASsOXXwJ2dugYRgur//2TiReOvYoEeKBZo3y8Oa18g5yKspTSi1IsAKfRHgkZNvrn4O5dOvbfuvj2XAjbu1deAAKA+zuo32/QxtFofMeFI07gq/2AunX1otS5fx8AoHbV1AInGEPjZa/ATVf/nMc/pf+Il1GIUuWjzKLUSy+9hCVLlsDf3x9DhgzB8OHDjV6Vzeuvv46wsDDk5eXh3Llz6G6qV3zEad48CQsWaPSDzaIwdOGrLEspQG40IyTdf0phKWUoSu1L74CEBOhSbpbfUuq552gRIj6eGnQnJ2og3NwAxiTc6DCBfqRvXyT/RqM111zdqK9dO/158AF9Ra+c60WpFCA93wqvv0nL5q+9Vr6VhLLCO4uwMHlFd8kS8uTj5ObS5DskhAae3HLlzh3jzptbtwQFlW8iWlr0K+o1SJTSW0ql3YGzKgFuZvRw8cGHKUupktxAe/Wi+1LUgJBj6OIyxyArc/1pQ6inXrMG+PBDsm++cQPYvp161hLgk0S+EsUYTFou2tsDP/0ov/dGNJqnUYaRsNMJciXhpgclEBpKddHeXhbuvvuOBBCA5mpNmtA8wc2N2o0XR2eB5ecjTkEXuCxjXm4VU9Z2cMIEssr58MOHc+k18H7Fq68Cy091Ad58E4H9SdC/l+eD6DdI5PPWRJDl4uXLsLCQ24iHdeGbOROoW0/Cqcwgo+1clMrOlgfZhqIUYCwcvPii6UlpWWncmCag6ely/dO78G3din0hZG3To4dcLwCaUF67Rt3N4MHydm4Ryq3qPD2BPul/whK5CFP74cYNGIlSHh5At24Pfx6mMLxeTZoAH3xAY+PJk4sWpfi1L3YgP2EC3CU6ifiThf1H/vuP/nbuTG38L79QOx0aSs0Er0O8jytOlPL3l/v4gu5kUVHkZpuSQvWK/6a/P+DhkA01zHHeZxiuJ9NDyleaeb0KDy/ZfQ8A/vc/+rt1q+ySUdBC192dxD7l4AF0YpmZaJpJ1rVnz8r3nP8ux3A7IA9f+H3pmvsPYGaGwAk90LAhCcOGrsWGlhK//SaLWb17l7CoNWgQmU/Uq0edytat+o9436F/HiBPqH19C/e5kmTa6OLINvnkbry5Cpg9m1T+vDzjHaOjgTffxOWjDwAAb/W7Dkmifp5fD72FSjHWvADg5EQPnpdX8W0zr98pKQAcHbHRdQoA4DPtO2iRcphudPfuQEIC5gTvQcjtRrC0KudqQBFw4eHKFUA7YhS90fkY8q6ML8jVr2/slm+FHAT2KGxZWxnw+nD/PqjhO3WK/JjGkOUt/vc/2Xe2GJhKjfBQuveJcMNJBZm1cms3P7/ivQMMP+MWVHpRSjcucneHscteBVhKjRxJf+/coX7C1RWot/hVuEukKCccl1dN+fOcmmosxKrVslDVpg3dXJVK0ntWAPLnzs6y+FjQmsowbAUXN7ZuJYsoQ7c+wNiF0PPuMeqUgoNpda0EKtVSCqBK9d13aGl1G3bIQJrGHvvwJJQKLdZtsCi350ZFW0pFpzvgHGjFqEtnpt9+9qwsSn3wAf1GcrJcH3HkiL7N8hpj3MEX9Cit39YZOHIE7jZUGU6tPAfApOE88dlnkDb8hsnSD3B3zkenAbJyxetEKYbdAhOUWZTavXs3tm/fjlWrVmH+/PmYN2+e0UtQ+fj4ZGH2bK1+oFYU/IGKiqpcUYpP0u5mG9jkl8Cli7LCkac2w6+/0v8tLYt2USoNCgU1OIaDQf1K/Kh5dAHCw5F8gVp81we6EWXbtvqBN1faK9otzXBl8O23SSwMDJT9oysbb2+6LhoNTTiOHAFmzQLGj6cVXoAm/XFxVNYbN4Bly2jwkZNjbAB3iTKrG5njVwa8gwvBIJw9lls4GEg1oLeUiqSOq7EP+XvovED19cjOTl5lqaiBheHEbcAA4IcfSChp1QrUK0+cSOY88+eXyYSNT+Tj42nQl54uuz4VtFwc9bwlFvQjIaqddA71utPJ3Y8yI3PFwYPpIZ4wwdi22gRcnG7RQhZr6tenuBcA8MIL8rmeOQNYmmtwIjUIrym+R7bWCtbWxuJfSTzzDD0DRbk9Vzbe3mRREhICrFoliyxcvLh/H3o3UJ965nT9nn4ayMgw6WJZVhijxfXIFDuswmsA5AkJt/jgzbetbeHVPl7/LCzKFmeiOCws5Lhd3IUE3brRjU1Lw5md1PCYsjoxMytcP+vVM47j4+EB2J7Yj544BIDcQg1FqcrEUJRq2pQE/9OnqU8qyVKq2IG8hwfcvWlRI2HHSaOPsrLkRYNOnehajB0LNAikju3cOXq2JUm2XDLlosLdAuvVMx1zDpCFeEB2m+/cmY7dyYyCu/zX8hVcv04PN/+9droM3+fOyZaSRVlKAaRNeHnRJCcvj5qXIsVhSQLeeot+7+Y2AIVjjZTGUooLcH6IJBM9R0e9Ox6fDAHGotSff8qLPEXF7zOibl3ZlM1gdciUpVRR8aQ4hnGlbM1IGLqbJlfw6z+fAhYvpngyvXpRYKXevemh9vcH+/prXAKpNH0X99XfI25txe99SRpDUFAK6tZleOml4vczHA/l5QEXE+mkh6i3kytM06Y0UGnQgBZXHmZgWASNGlF/kJUF3O2o62z27YM6Lgldu9IzyvsovqjXrh3QzfEy3sQKKLtVTTxbbtF4/z5Z82y43Bxjr83Gik4bETvwJTLdeeYZ0+qyAWnvLESmRr6OuVrqa7i77dChxVsBG4pS3AahRFGqAmJK9e1r3Bd99BFg1aQe3JtR/U7487h+bGgoMhtaS0VF0djXwoKqlLk5tYeGohMXIBs0kOdKBS+poSjFn8WpU8md9YMPjPf95x/5/xkHabyI118vlal1pYtSAPD887C4fws7nt2IKS0O48meefjue8VDWQ3z5yQiQm5LyyNKubrK93y3gvyPg9wS9e3Spk30bEoStbU67zmKjQUAn36qt6b3aGxcgIL9fv36APz90fplsqYKySCTZj/P/MIFW7ECPADwx1/YIS7ZwqjvGjuW2o2i4j0LiqfMopSPjw/shQRYK+Ci1P378opBRbvvAQbKeLJudlCC+55WC1y5SDPeAeakhqxZQ5+5upbfNaYo9KJUgjv5H3z/PZJBZXWN1o04DCylCn6vouCdXHa2fL4//VQ4JkNlIUkGcaVuG1tIjR9PA34eJLJDB+pcLCzkTtHQvYeLUmUJ+Fwe+vQBhg3RIA9WGJX6A5IvmgigUsXoLaXukeVWo3bG7aGhFsRXVStqYME7vzp16P/jxtEA7WGfGUdHeex45448UbO1NbZO4Xy4qwMOvfEH1oT4oN4uCqaeChek/fmvbCrw889kmlSMvxkXIVq2NN4+ZQq1WS+/LG/zt0nERCVV2u+09MH775fNxbZTJzqubs5aLTz9dOEJK4/dkZtLMZoAoPnsoVSBQkOB118vUhgoC/Hx8iD7OMgXjruURUaS+Mwnwt7ehesVjxf11lsVmwSiUFwphQJ49lkAQPh1En2Ls6QxxMLCeIXT01UFnDuHIdgFgCYP1SVKGcIFmqgoY3ew0ro8uAfTJD7h1D0jk4ADB0hUMrRwQnIy6t0/BAD47x2qYHUs0uGRE8Y/NuLWLTqGpaWxxUtxohSnSxcAN2+iYwoFhfsruStSU+mW8rECdwnUaOSiFydKKZWyUQhA105R3Oh19GjA0hJNY2hWWFB4Ko2lFLdS8kG0PgNDe11II8OYMlwsUipJ3Lhxg1bJS+04MHYsPWhHj+oVrvKIUp7ucrC5YPXZQp9fb/M/ijvo5ESmdFOnUgyle/cAjQbR7UciFS5QKoGmQZI+6QQP2s7HBiVZSrm45OLOHTUWLixpP/qbmkoLDiqVhDquDPWeNOhAO3Ykc5NKmpkrlXLbczGjPgVQU6uxfuZlnDhBgun339PnfLJtpVThiKoTPsN7VRJPCqBrxS/B2bNkZfvbb8C06Qr0D/+BHqzoaGDSpKIX7lauRORXhQO5BwTQAsPmzcCiRcWXg18DgPpoQBa5jUQpQ0WpAtz3goJkEb95c+AVXagz9wEUMiYhKk8/7ihKlOLiMV+0sLcnwSE5idGHiYkIvUXXrlEjebGjYNvILTWbNpXbLG54uHOncVtjJEol55HKwq2Ai4ExueyVHp3G0xO9Nr6Cby73wN6Dlpg48eEO5+ZGp8kY1Q2gfPNOw3AVx7WUpSYo/6LeC+9HncX+gAE0HubXKS4OtEL899+IA1WiglXQpCgFYOCztIqcDxJr/U5updgADx5QY/Dss7KC+8EHwLRphcZIzz5L4xh9oilBmSizKLVs2TLMmjUL4Ya9uqBGwifE+tVnVI6bGF/lvhVtCy0kfJE6Dn/vyCty//BwICPHHBbIw6zh1MLzhr68rnvFYTThqVMHmDQJKVZk1eWaqlsaMbCUKvi9isLBwXggPXFixbi/lAU+qLhwQc6E4+xMA/D58+WBJ1+NMPyOYVwpvhJf2ZZSCgWw7hclGlhGIAL+mD+76HpVVegntNo4oHlzPDvZCa6utPi8bp2xZTafiFaU1V2fPjTpfv75ihdv+X0ODTUdT8oQycIcPVaMgtuAtrCzl/QTjIgOY0jh3LgRGncv5F+5aTTSPX+e+nLu3WdoKVUQOzuDNxoNMHYs3s1dADNQtqrGjWWXobJQILlejcDcXBYQEhKojAOe1kXvViqBX3+Fu5pmyw8jSulFHwBM1/0HB8um5vfvyy4HXMA25KWX6BiLF5e/DKbgbS0XuwHQZB1AeDJVhLIMzg0FLA9VFKDVYnBdOvnjx2VRoSpFqYKGi05OsvhgGOy8tC4PHq2pD4vPd6bAWDp2kfaGIUMM2oh33oF/HgWEOhlLFc077x5cF7wJoPDEi+vKPXtS9TMlSmm18qSLT2QcHXWD8R9/RCeQD+Gx0zTADwgwFpC56AFQt1xSDA6dRgmgFO2poyMwdCgaIRQKqXBmgOIspbgoFR1F3/NFlF5F5tZI3C1ErZaPxduiwYPJu6rU2Rx9fWXTzfXrAcj1IjFRnvDySbVJUSo2Fp4nt+vftnEtHFDnulcf4KuvyJQgOJgeuqVLKVpwRAQuzyPBokkTWojgwvn+/VSnVq+m9zy+18Pi7U3Cg1otW8Y+0V6CtHcPqfMxMdQYVfJDyscwly4BeOEF5MMcH2+VH1a+GKcXZE6fppVFZ+fKTT1cAB6f68cfScjli0XXbiiQt24TdSLbt5O/bgFyPluBzCnvIgKFAxQ1b05fHTOm5GeQi8q+vmS5am9Pl+LaNXkM7+en+8fVlRrtcq6E+/nRGMDdner8iy/S87d6tZwwwi2QOq4EuAPvv4/cbK1JdzygsKhrZ0fjiJTX3qcOw90doZ/QoLhxY3nsU9B9j1uQBgQUfhZVKkrgu3Urvfh4GgAyYE+NmK0tGCucdHPjRhrb9e5NoW/5eVRaTKlKwjBBFL9W5Z138n6cB9APivzbaG4CyPF4jdrmL74AAxCvpD6yoJBuaLzn5iaPf554wtibyC/7JpnrOztTp8PHY/Pn02qwoMIpsyjVrl075ObmIjAwEPb29nBxcTF6CWoOfLWYT/wcHOTGvCLRW0rdVeKgxQDMwBcYMNwSr75qkC3LgEtH0wFQOt1uc7oZNRDlDXJeHIVW4SUJyXa6oIxIpqUTV1f4+sqDeHNz41WhikChMM6cVR1tGh+AzZtHnV5AgGwxtWmTbIpt2PDzySkfnKWlyfFGKttSCqAObfWT2wEAP/xTr1jv0Kwsit9YmZq5fkUQCcCoUejXjyY2Bw7QwMlQLFqxgrJMDxlSMb/dpAm51i1fXjHHM8RQfCyUea8EeKcfv/AHMv979lm80OQsXJCCsK/+0psdvPwypaP++mvan7dNBS2lCrFgAbBvH/ytEzF9/ANYW1PsqcrOWFmVGAoY3brpxvKdO+tnux4XyWfoYdz3rl5QFdrm6ys/47du0cIgQJ6YBVEoaGxW0YIoF3IPHzZY6A8ORn7rDhRPDuUXpTxTyd8ioF8DNG9O+iZfqKlsUapePZpoSJJpIYWvphqKUqW2lPKgm5AAd3qgNBowJmet1Lc5Bw8CP/0Ef9AM7ZKCZrdebhq4qkldSY7MMjq2obAFGDzfBqLU5cskmtja0s/PnUsTZkVuNvDjj3gCZxDgIR+3YNBrQ1GqOCspTocOch0olcj//POwRi4CFPLMlH/flKUUXzCKjaU6wvsZHy+mH0Tw68BFqagoElUsLCjET1YWXbsyaxXjx9PfFSuA6GjUqSPHjdqxgybJvJ8uJEodPw60aQPPOApSLkkMrRY9i4Lo61jjxrQqdeUKxRHo0gXw89MLwrwtbteOzjctjdy6tFoKXWR43x4GhULOCsgTyHFLNL2JXkU3NCbgY5iLFwE88wx+wksIy/PWZ2rl6EX6P3TWRoMGlWCuV7HwsRuPad6vH4k2jAFhzq31maVT3vsMaT/LSSzYwk/Q+b1uaIobuN6LgoQaigRlWTAbMoTEq08/pbl5JzJgwZEj8mJGp04gxezGDbqo5byHtrZkaXPqFM1bXn2VnklD4zQ+d0hQegGXLiFx1VajYxg+51yU4m2NoyWpPsln7urvY2gW9TWNIv7RixMPHsihDADj2GqG7RYXzWfOJOH26aeNjdYyYK9/zhcvJm/UY8fkz9euJaHq4EE5pIe/f8UmW6oqCs6dyuuhY9iPK6BB4zO/ok3DDH2V8vOT40nytjk2LBfYtAnpcECuhhrR4iylDH9DqTSO6+o3JFh+8G1saJXm1Cm6QVXQNj2OlLlFfe655xAdHY1PP/0UX3/9Nb744gujl6DmwEUpPriqLM2wfn16mDMzJfxhJZumfvcd8NVyTaH9L2+i0VFLlygoW7fEsGHyZ5VhKcU73agoeRWau++5IEWvwFhYyGp748aVG8D72WcLBxGuCqZNo3kuj5v14ouURcfRkSYcPL6JoU95QVGKCwl161aOO6gpeo9yRhccQ57GHJ99VvR+69YB06eTW1dlkZhIIw03JJqeuRvg5UVBOity7GppWTnWPlxcvn27ZEupghS0pLhyBdh8xBtZsMOe/N7AO+8g7LZKH3dr40Z6FvlKmilLKQA0qlu8mJYOAeD777HkJzdkZBST2aqWYjjANUrhPm8e0LAhPLLJVOJhLKWuhBS2oPD1lQPAz5pF4r2FhRxctiro2pXqdXS07DrGGBA14g0wKGAl5cLdrfTx5AytvDwiKdg1evbEM88Y71fOcCelxsqKxP716017sZiKK1VaSyl5QuYN7dVrOP/hnzh9mq4hHz8jOlofmM2/L80U1FpqPLwGt4HrK5T1MTkZevOxlBQ5ZjIXpXjZ+YQMkOM09exJE6cFC3R1Zt06IDkZ1gFeuHHPCgcO0HyZW8NwunaVXddL45opSZRRvVs3OdZcsQwaBDg5IUgjZ1XhbYYpSyk+kYqJIeFXo1VACTU8B7XRT0D4xIfHQTK0vlAoHiLs0dNPU6ebmgqMHw+JafXjgw8/pFujVtPCoj4oP2MUtLxnTyAuDp5e1Mm4u0vw8ZM7HN5Hh4WRaFYUBRcIlEpyJeZJtb29ydCqIino4lhMAtRKQ5+B7yLAvH3whc0cAMCnA48ZBStu2BCkzPGA9MWlyq0EuKjLBZKePQ0ylN0FMGUKUia9i8a4hfoTuuFUhzeBbt2Q9OGXuIjWiIIfNqVRoBtD9/GyiFI2NmQswuPZ8udp1y65/nAXb7i5PbRrRqNGxbuJ67MSOtPgJWnhaqPPTbnvBQQAiIxEvQgScVNcG5EJd3o6bllS5W+0dhZcrhzWf9cwAgHvfz095XFyu3YUos3CgsbWNjay8OFkQ6aOGfY++o72l1/oPv7wA+2TlyeLelOnkiX8nDkUo642MmYMXQNJorlUcVk4i8OwXwg0j4R1RgLsN36vF/1fflkeC+stpW48ANRqxLcltcrevnC7bBiWomDfY/hs+L45khrfpCQyTzx4sHLS9Ar0lHmqdOLECWzZsgWzZs3C+PHjMW7cOKOXoObQqJHxZLiyBAQLC3n1blM2KUwNLcIAAMe+Ome8zJCZiUuHqYVv1d0JADBihPxxZVhKOTrKK6Rjx9LKaHImmVi4ItmokeGmshXtusfZvJn84XlnVNU4ONBkYuhQ6lQnTqT7ZzgJ9vAwDh7NB+tclOKue1VhJcWROnbAPCwAAHz/PStkUs3hq8GGLqsVSX4+kJZGExR3P6vKqyjVgKH7XlktpQqKUitWyJ+dREdg0yb81e1z/baLF8mgCqBnzmTa3YwMCgKsCyqJDz7Qu3TVRBe8h6VIUcraGli7Fh6gixt/rUAQnDJw9TzF0XC1lgPQ+/jQANjaWnbRHTSo6gRngH6bx7batYsG+U2bArebPQUAqMvCIZ0uffZNI0upMN33evQoJEpVtqUUQP2brtoWwpQoVWpLKS5KuTbFd5iMtotGo0cPEu769QOs8tMpXXxsLNCsGeq9Z2w94+UtwfXTtwEA2bBF7jPjAJUKf/9NE6vmzeUJIX++ExNla19uTfXkkwYH1Wj0Fht46y1Y2ijRqxfFICto6WZpKXutldYq+emnySqjVAs6lpbA8OFoCjklFp9EJybKORi4pRTvz2Ji5HhSnoiDcog8S3F2ljOexseX4FJXFszNye/H2pp8It94Az7edC9vkdclfvuNfjMgAGQuO24cBS1Xq4ExY1Bv9XsAqB0xFEA7dqR2nDHZxcoUpuJEdupELkinT9Pfim4T+vQxjqlZHaJUq1Z02aOjqau5lV0XdsjAZMUP+mDFVla6MdGZM7SSYmdXoOJXPgUn9oaiFB+b/dToUyTBDcmog96nF+HIMQl3ID9c58/T2CU4mMRHpdLAOq0c8Odp3z5qF+rVq9rFVn0bqHIGgoKQ+MDYFcSk+57zA5gNGAD3PIp9mzzxXaBVK6So7JGUR/6LDdktmI17AQ721NjxRTqVSh4beXjQPTl9muKuubgAK1fSY3npEtWna9eAxb7fAgAyfCj1bnKyHCw9JISazDNnKKSBuzuNnX77jSzKyyvmVDdPPUUCuFZLbU5JbqFFYdiPBzXTWSYtX47PP1Vh4kQKkcfRW0olUR2Ie4r8+kwtBkmSXHcKilKGj3XdurqdXV2r1CrycabMV7lJkybIKWW6b0H14uFhHNC3Midy3MoiVU2tz6T8lQCAKwnuJP3r7FjZ+x/gVDaZRbR+hUYgffrI8WMqQ5QCyM3e0pJcG7p3B3JzqYFzdYGRSQAfXBZpufGQjBlDFmRG8XKqGFtbcgmIiZGt6QytItq1M7ZMNQyOzpjsBlmiy1VF0rAh+jqdQz3cR26upF+VKwgfnN2+bewqWVHwCYwSajgN7/FImfBWlKVUUhL02TQB4KTnU0CdOvgznpZQLRTkQjZjBn1eKBMeYxQxtEULWb1dvly2lnpE4bH5mjQxMUnv1g3uA0g8jz8fXbzJQxFob9/FtXR64MePlRcKfH3p9e678r7PPVfmwz80vB7Mm0eD+lu3gB3/0ozVH+G0FF1KjGJKsViaqfv5oWFD44XOyupvSktxolRpLaXi851wyplmz3l51B4Ncf2PfAPPnqWT3LED/kHGGTW8vQFHFyWUSuqbky9GAF98gZ076XNDl2Mu3mk01DbEx8uuJ0bWLjt2UAPi5IQS06+BLJ9efVUOmlzhDBuGIMi+kYbx0/iElU8yeX8WGwtEnyHzcl8pmgYoOiTJ2IWPi1KlcT8skSZNyPIJAFauhO/tg/qPzMyAYcN0QuP331Nj/csvNKhbtgzYtAm9B1vjiy/oMTG0AGzcWK5np07BKOYOJylJFr8KLjZJEolFhtn9KgorKzlLlb9/5VsumsLOjhKiAdBbYb+A32B/+l8MH0bPRtOmujkpt5IaMqTK/ap8feX2ytGR7pOhpZRGA6xcTYN8Py8VsmGLj5pswJ3PC5vb+PnRo3r8uHFGvbLyxBPGl0FvJVVF8PqSliYhb/m3SAQ1VHZWNMYwJUoFLn4F0u3bcLCmeWyKihoEviDj462FXWNfIDoarowaB74Iqh//KeV78cQT8uLdxImU34Wy+wFBPmlwvk0xMTIcaKWXW0QB9NydPAkcOkTve/Z8pIaUD42RKNXXh5ThmBgMSvgZa9YYL2bydjmJ1YHKzRvxDbsYbS9IUaKUhwfNF2fMeLhnQ1A+yixKLV68GG+//TYOHTqE5ORkpKenG70ENQvDeRx32aoM+IQKAMyRj//hFwBAOOoh/bsNNKJasAARK7YjGr4wU2rRvgf1ZpaWsihSWY3AmDG0GmFrK68WmpkB9kn3jX70vfdogPKwGShqA4ad35NPyiauBQMJ8mwlWVk0EOfWSBUVvLtUSBKkDu31q96G2Y8M4aJUTo7sGlaQ996jFfeCgSZNwRhZtk2YQCJXYjwpXW5IhGJYBQWKqiFw8TElRb6+ZY4pFU+CVG6uQay5OEeE7rmLoxJF9V+g/VD/vUC7BCxt/jPZr2dkkClh377UXoSHU+X75x/yyXzEGTYMWLiQ5pqm8HibzG0S8hzJp6csREUhbOQMZMEOlop8jHuDFg8sLeXB2TvvyBmFKioGWlno14/+cgsWQHZf8Ec4+cEVF1DOAMOBphdiaelWB4/94eJSOTEWywKPKRUdLbvt8b8lWaVwIfjBAwnXvUjRG4KdeBnf4/kf+9BB69en5fjAQHh4GLuk85A9Li7UESTDFWzuPPy7jwRLw9hB5ubyJCw+nia0jFFfoQ/Eq1bLOdFff71UKy8NGwKrVlWiGNG/P5qa39W/rVevcFwpPtHkolR6OnBrL81gferkAQWyTRuKUgXj1Dw0L71EPnO2tvBJvKDf3N7+Ouz6dqSbPnky3YSGDYF//6XZkyRBqaRFyNatC4tSvJ5NmUJ64cCBxpkT//yT+rfWras+rAB3BavOFOqzZhlbbE1WrgViYvBs5wgsXqzTw9PT5dWWKnbdA+hZ5ZYz3bqRMGIoSu3dSyKpszPw22Yy57uY6Ivb6YVNRerWpefAMClLebCwMBaiqigZoR4nJ7kNT2zWE4m9qXFvnU/WsTzmW1Ym01txB9zdD+blhfQnaVGcL8BxUbZRY4W+E3bNDDfah7svu7mVcpF//37YszQAQIaK5juGcaQAWn8zFKUEMn5+smVqUEszioEHUD9TIKtznTqAUqJJbkL/sYhLoBtUVPLH6dOpzTGyStfxzjuk9QuBsOopsyg1YMAA/Pfff+jTpw/c3d3h7OwMZ2dnODk5wbkq7f0FpcLGhsxL27WjmA+VhaEo1QqX4IU4+NjQ8sI5804YvWsc3plvgxOgyIit2yiM/Hy/+YbGYqXIllpuWrSQg+IBNMgu2Oi0bEkDkHJmsa212NhQDEalsnAjbWkpCxaXL8ur+lWe8rRDBzQELWcZZgLkqFTGsUL4IMOQo0dpNXTrVhIpOfHxxitYnEOHyFjn559JG0k4RmqNmyL5kQtqZGMju23+R4mzymUpxV0nx46VLX6mz3OAlinQulEm3mi8H25IgA2ysC2zH5xnTJDTbz37LEWMt7Ag9fDKFSNLhUcZpZJioRUUhTkegTRriocH2Bdf0hJraUhKAjp0wNWrulX/hmq0aEGhulavlgfXtrbkVnnz5kPExnkIgoMLxz2MJQ8L1PWXaHZRSmspe3vgkzlZmCUtgSfi5UDSoHrp52d6MFrVODrKWdq42F9a9z1nZ/neXQilurGg+VZ8j8mwCQqgDEFXruj9cxQKYxc6bvmiT33epj9u5fkjIdkMVlaskFuP4TO+bRv939D1Hj//TCfh4kKj+pqAnR1a9HaDN6LRyisezs7yNeDJOrilVGCgLEycPk3Pim9jY+syoBItpTgjRgDnz8OnrWya1Ct1G5k55eaSRdWyZXRvi+iDzM3lZ6lxY1r04xYtGg0JGE89JS9U8uDZY8ZU4HmUkuHDaVxRGck7Soubm+wK1L490LoNDQyVJ49j1ixd8O7336ebXr++8UCyCuFtFndDNhSlVq2i/0+cSH2IQkFiSkERBJAt5CsCwypY1ZZShm5YCQlAYnu6Ly21F2EGFTQaIHbmMoR1ItNfRzyAc31XqPfsgZUPhfDgVlB8Ia5RI5D503PPwRnUGKemUHtgGE+qVISEwB4ZAGjNDZDj9XE3sa1b5bGnEKWMUSply80nngCp6k2b0s3mYR10KJgGHhJlgYntOKLEe/X88+R2KWSLmkWZ1wkPHjxY5GcXLlwo8jNB9fHEE8YT8MrAUJTqAFqlaNFUg+hzwGdPbMHfJ2hlvk+zOOBa4c7L3r7AALeSGD1aHoBVt+tGTeOrr8iP3ZTbSJs21GmHhNCkSaGoBtPWDh3QCJRaypSlVESEcfiyW7eMM2kwRrFzOFevUj0MDSWXzvh4yvbCA7sCxnPglSuBp3EFQBO419FWbiT8aqJRIzKw4DFVyhNTKp/CFiEggFZib9+WU8y/Mt0OthNO4OLi9dDcDYOf72BgXZJsARMYSL5jEydWQKCWRws++M6BDTJhC+24N/H1cyfw9HNmRu1vIdavB2JisMdhCZAONH+CFKdZswrvWp1VWqkkC8bvviPhyNAF1H9YMPA1SEWbM8fYrKEI5nisBdgs8tcz8Mf29CTxuqasggYF0fN2/TpNfksb6FyhoMl0XJzc7jU8sQ4wW12ka5G/vyzoFxKlXnoHt6/mAvlAx7qxsLQ0Npnx9KQyhoaSgQ5g4Padmkrp9wBaxX7IAMcVifWIAbjzdwMofdtCko7pBaR790iU4ZPSOnXI+vf0aWBPPHUCPu19Cx3PlChV4U1Vo0bweacRoLPq6z09GOi2jQZaTZuWqvK+9RZNdjt3poWljAz62t27VOeys6nZtbKi+L0APX/VQWWFSygLc+eSkDdsGIBVXWjQfPw4KUGbN8uDge++k6MkVzFTp9Izx4VsQ1GKW4lPnEiPf8OGNAY6coS2W1uTBblCUbHWcL160V8Hh+q5j+7ucnKCxGSys/Bo7Q2/C5G4j0BEfLUNqSDlIdA9i8RcMzPY2dF8lVtB8TGlvi/95BM4bz4LaIHUk7eAcU30llKlWrTWaoE9e2AP6rgzMkhT5nOxhQupHb17Vz6PJk0e5ko8mmzfTl4PdG0sSH3t2ZOew+BgshwNDwfOnoWXth5i4IU433aIu0jff9wMDGo7ZbaU6tGjh9ErODgY165dw/Tp0/E2N60TPHYYChTtcRpwcUHLnrRUxwUpAPj3Go3oqtrMlzNokDxeF6KUMWZmRc8leByWjRvpb2BgNaSqbd8ejUAjh9AbhX1R+aCMU1C4+vtv41XDK1doMtinj7wCxs2oAfps+3b5/c6dwLmj5FvkFmjs0vGoUDCWUWlXBA1FKe7SUq+enNUNoMDJkyYBsLSE97yX4bf+E8otffcujdQSE+n/CxcKQcoEdnayBVO8SxDGh87GhwvMMHVqMV9iDPj5Z+zGIKxOp5RlRQXdrgl89RVN9D/91Hi7/1OtaQaWklL6FGA//0x/J0wo9FFNEaQA2Q36zBlykeYCU2lWcA3dtDw8dJ5mxTTMhpZS/NnWi1JmHjjSnII7dQ//RZ4tGRwfILFQpaLJW5MmoJkWD6geGCgH6KkpDB0Ka+TC4sxxIC7OKDh0Soqctt3VVXZZzAE9aL5tCvsV8ut27Zrs+lea7IFlhQsPFhZAp0+G0KpdUFCpK++HH5IlgCUZhECpJEGiYUP52BER5Lqn0dBiTGWcR23BygqYOVM3luUD1E2bSL19+WWqKP/7X7Va7ioU8r0DyOLJzIyeR7Wa+lgubHB3VG4NxwVkb++KdVvu0oUya/76a/UkIDGylNI9j26vjERgO5p/3Ow+GTcHUgDLBj189O2js3MuANka18hSCgACAuAcROpd6q7jAGNls5S6eBGIi4O9DYV8yMigRc/8fGpL27alLmrECFqM+PTTmtUv1RR8fIzHkejRQw5C+NprpCQHBABPPw1PkGoYm2hWdqs2QY2g3OHkDxw4gLFjx8LLywtff/01Bg0ahLNnz1Zk2QS1CC8vevgVCoYu0zsAmzejRXDRPVRVm/lybG3lgWdBVxFB0XBRinf6Ve66BwB16qBRII2w7t6XCsVI46IU79gLuu9x83aeUerqVQq0GxUlJ9YwtCj84Qca0HXvTgszWi3wXQrFknBvVcWBN6qI55+neBPt25MlDc+IVhJ8wpqQIMfyqlfPOGbF8uVFDIatrMjfoLRmWY8x/Dq/7vsXtoNMSw8eLDobJS5eROqVSIzHzwCAadOqPGlUmbC0pPGlr6+x4OIfqAQ++ojeLF4sN0RFERoKXLhAFY4Hkaqh8BTUmzfLbrPW1qVzoTS8RqWxXOVtn4uLbOzBH7vkZOBwAs1ou+ftA3r3NvKH5nWPu5r06wdqRAcPJnMMBwdSOLgKUlPw9pbTuu3caWRdwquRszNVlYJeWT6+hWeJfJKzbx/9bdCgUNipCqFDB2qPFy2q+AUgw7ha3Iq1GsIk1Vy4KJWSQkpxw4bkDrt6dbUWqyBmZvIzDQCjRsn/L2i1NH06PfO9e1dsGSSJQv1Ulzu0SVHKTc7ufanVi7jgTCcdHGz4PQp0HhlJoh4fP/JQFQDg3JN8x1KjMoH9+8tmKaULiGjfnQKBZWdDn6CHJxN64QVyhT5x4vGIY1thfP01xeFQKMi02NwcsLKClzn5YsfFoWz3SlBjKJMoFRUVhYULFyIwMBDPPfccnJ2doVKp8Mcff2DhwoVoXVvzVwoeGkmizHZ790qov3wK0LevUafo7S0HRPX3l2PXVAfTppHVgWEgV0HxFHy0qzTIuQF+A5rBErlQqRVG8aMAeWGfCyGGolReHsWEAuQY0VeuyMFeJ0+mv4aiFE+0M3myHGc7G+Q25O5XwyZeFUSPHjRROXWK5v6lXVHlA0O1ml7m5vTMt2lDLgcLFsiBrAXlh8fv2H+ZZsbmyIdGI2H370Vk41u3DnswEElwQ8OGcnapmo4kybG1FApdf/Hss1ShMjJkgaoouIljr1413iS2Tx/qE9PS5KyHzz9fulVzwwF3oYyNJuBihGEmNX55zp0DoqIkmJkxdGyQTGY0bdpQWsbVq+ERetToWN32zCFzDB4Dbvv2Kk7JWgaGDaO/O3aYFKV4dsE2wVp4KBL0X/Mt7L2nF6W4m6XhRLciMTOj1PA8S2lFYihK8VhmBWOIPdZ4eQFvvEEKzo4dNJiYN696gu2VgKGIYihKGT6KPj60sBgdLSe0fVQoSpTiz+WFC2S0BBg/q05OubC0ZNBoqO3LyqI211Dkc/ajZA2pcAYWLEB8PJlVlmh9o9HoLXUdxg7Tb+buvpWRyfKxQpKoX7p9m1xsMzKAnBx4vjsOAAlSwlKqdlJqUWrQoEEICgrC9evX8fXXXyMmJgZff/11ZZZNUMto08Z44tmkiWzOO2oUpX4GKn6lpqx060aJVF55pXrLUZtwciqQnrU6LKUAKPr3RQPQklZB9zy+0sVXuyMi5ExeR47Q/728aG7Lg4DeuEH928yZtN/du7Q9JoYG65JEGTqGDQP+DnwNE7EGfYOiKzUgf23EwsLY3cjfn66xQkGLWjzcjODhWLMG2LKF2rDxz+TgXQdauf9z7nlSXg25eBFYswYHQA3u8OE1z4ilOLgo5eOjy8CjUMiq2jffAH/9VfSXuShVFYEKHxKFQl4lT06m96bifZnC0FKqNKJU375kUWXowslFKR68vF07CbaHdtPKQ0oKmZO+9ho8Qn40Ola3uz+RS9OoUcClS3JwmZrI8OH0959/EOCeBUkCMjNlyzS+SKY4fxaDtLv0XzMVe6fgJKc2rsVyUerOHXmiXGxcuseRFSso6M/QoTXar4qPyxo2JPc9juGiMBeuXFwevVCYRYlS/Lm8cEHOuG0oSikU8kI5j5Hn52fcR/IxTarCFThxAnE3KPB5idY3+/aRCb6rKyxHD9VnkDOMHyWoAAID5aB5ADy96DmNiZFFKWEpVbsotSi1b98+TJo0CQsWLMDgwYOhrA7nYUGtwtKSrFYkiVZ+332XXBQ+/7y6S1ajxxg1Fu7CB1SfKIWePdGIZ+A7ZeyzxEWpDh1k18yhQynEyY4d9H6Q5znYNKmLBkxO39emDfVtfOB29qw8SGnbVnesO3fQ/95qrFG+iv1HrETIIxMYdv6Gq42CikOpJDebI0eAnzZZY9T3lEd9b2JbZHfsTe5UAJkBDh4MZGXhgBWptNW9GFBWunenv4YTLfTtSxYMAMV3uXGj8BdjY2W1gYsRNZzx42UX4qefLp3ABJRdlPLyIqOP996TtxU0JOvfH6TSXLpEwt+zzwIjRsCjR1P9Pg2ck+H1y+fk+7J1a82P0Nu8OTVKubmwOrpfL0L99hv91bsZ79yJwbpkGq6upt3mHgVRik/GDx0iow5b2+q1XheUH+7++8YbxuPaevXIIwAwtqZ61OBtYEyMnLnUzY1EVktLsoDSamm/ghZK9eqR5RMf7xWMqaYXpTyo7YsPTQNQCuubNWvo7//+B1ha6t17hShVufD7e/OmnHBHiFK1i1KLUkePHkVGRgbatWuHDh064JtvvkFiSXEdBI89W7ZQ5vKOHWlCNWZMjfemEBQBF6UkqRrnII6OaOSTCQAIPRyr36zRyB1+gwbyqu+BAxRL6ttvafAx8MKnQGQkmrPL+u/2tjkJaLX6sCNnzsiufn376nbiQZP79BEVuAiEKFX1BI9pBH+PHOTABjsu+tHyuLc3+W7ExOB+w/64n+sFM7PSxwerKfTuTfFu1q4t8MGyZeTHmJFBAbbT0uTPcnJk/5SOHSs2zVQl4ucHjBsHODqWzaqwrKKUKQybM09PA3cxpZJMRDduBLZtg+fyd/X7dR/hSuZWpvzbaiKSJAuU27frJ59cw+3UCfrPhmAXJnS7g4ULTR+q4CSnNopS3FKKW0k1aiQW6morgweT1V/BhBcKhWwt9SiLUtz1lq9PKBS0kGhubmwtFhxcuI77+9O48Phxel+kKGVPJlRxOY4AShA6YmLkVVCdCawQpaoGLhZyyzhHx2pLlCkoJ6UWpTp16oQffvgBsbGxmDx5MjZt2gQfHx9otVrs378fGRkZlVlOQS3F21vEKnhU4BkwGjas3tAKjdpSNsfQ62r9tuvXaWXE3JwmeAsWkFcJH6gxJsEMKvT1uAps2IDmE+RK2efoPOD9902KUiNEwAAAAOrOSURBVH36gA7MJ7rC57NIDAdqwpKsapAkYPyrZM7xkd0SaBTmZCmkVAJPPYWDr1C6zPbtKycYc2UiSWQFUCj+hrk58Pvv9KCHhpLp2IYNwEsv0Wxk3jza76mnqrrID8XateS+VxYrVMNnrrwTT8OEH198QQP5kn6LW7HVKnjAnW3bUN9fbfRRhw4gP5+rV2FpAfy43UUfbqAgtrbys+TpWTtjlhhmYQSE615tx9bWtKj40ku0QDRkSJUXqcrgAk9UFP11c5OtTg3d9UyJx3zxjFvVFClKZZgjb+LrSAU1lp5uhbM/61m0iAJrdu2qN/Pl7UVWllxGQcVTcKxQG9vmx50yZ9+zsbHBSy+9hGPHjuHKlSt4++23sXjxYri7u2PYsGElH0AgENRKunUjbWb9+uotR6MBgQCAmwnO+qBRPEv84MEUILZfP/Iq+fprYH5rij3T1+IoHA/vAJ57Di0G+QEAzJUadMUxYMkSPOFAyyt79tBil6WlLgnPn39SwAIvLzlgrqAQwlKqepg+nYSFG5l18eu3acDBg/pc7wcu0iC6trnulYi7Oz2XVlakIL/wAvDTT0BuLj2nL75Y6wRkSSp7SnUuLgQGln+hoG1bsigYNw545pmi93N3hz42Sq0Upbp0IbU8IwP1c6/qNwcE6NquH3Uxs0aMKDE1L5/sVFaQ88rGz8/4vRClHk0mTQLu3y/gAv2IUdDqaORI+f+Gz6epZ5VbSnGKFKVSgYSJswFQchHnrUVEiw8PB777jv5vkIyj4IKQsJSqHApasE2bVj3lEJSfMotShjRu3BhLlixBVFQUNm7cWFFlEggENRBJokGOPv5GNdFsDKX+i2B1kb5hF2JjgV9+oc/eeafAzvv3Y+6Fp3AAvbB+q41+9N27N1l8vTxZCdtnh5H73lf/Q9s2WqhU9NWuXXUxRVaupA2vvCLPygSFEKJU9eDoKMcImrfYGuquPQFvbzBG7qvAIyhKAaSm7N1LKeu6dyd3suPHKcXUunXGkfcfUZo3J8/ihxl+2dlRqvKffy7ehcvcnHSb1atrqSWkQkExXgDUvxmi39ypE0jM5AGmJkwo8VBclKqNrnsA9WuGE2MhSglqKwWtjnimZMD4+TT1rBZsxwIDjd/zLiQ3FwjPph9yRwIUH8yRI2lzNBrKUKFSkYm9QeIHIUpVDTY2tMBiYwNs2gS89lp1l0hQVkqZ8Lt4lEolnnrqKTxVy8zlBQJB7cPZVQEf+3REZzjg6vcnsOveGOTnUxKOzp0NdszMBF55BRKAXlOaAUM76j9ycTHI3pfwFbBvHyyvnMXpGbOwe/7n2LGDAqRjxw6KKq1UAi+/XIVnWfsQolT1MWUKJaYLDweOHQN69qT6HRtLFn/6mDmPGj160OsxZty4qvstw6x9tZL//Q/46CPUv7IdwBwAOrf0v/4icwhfX4NAgkXTtSs9Z4MGVWppKxV/fzIABoQoJai92NrK/2/e3Di2XnAwPdK2tqbdm0uylHJwIC1bq5XjFHlap1NbMWwYRUi3s6P4hi+8AOzcScp+gYB0BUWpOnXKeJKCUnPyJLljOjlVd0kE5eGhLKWqirCwMEycOBEBAQGwtrZG/fr1MW/ePORzR2CBQPBY0aI16elXzuTil58pPsjbbxfY6f33gbAwSjW0aFHRB3N310dTVixfiqGqbfjhB6B1/XSdMqU7uEhPVCxclLK0FL78VY2NjRzHeds2+sutpLp0EcE+BQIANDPt0gX1DbKvdmqeQRYOAKVBLIUP5Sef0Ly0tiUPMIRn4APKHyRfIKgJtGtHf5ctM95uY0OJaE+fNv1Yu7vLGTZdXAoLGQqFvO3aNfrr2d6Pdj59mlTpPXtoNXTnThr8/PabHIBVh6Eo5eJCISYElYONjRCkajO1QpS6efMmtFotvvvuO1y7dg1ffPEFVq9ejTlz5lR30QQCQTXQvD0FUNmO4YiKNYOFBTBggMEOJ05QQCmAAmGVFOX5qadkVWvMGHJGf/JJcgWqX18OniwoEr7a3rKlHGhUUHXwWBrbttHK7iPtuicQlJfPPoOzIh3j8ROGNr2N4C/Hk4lhQIAJ/2/TSFLRAeFrCzwembd37UuCIBAY8ueflKCmf//Cnzk5kcWTKSRJtuouaCXF4S58587R34AW9pQW1tYWOHqUhKmrVymW4ZEj5E5eAMPnS7juCQRFUyv02gEDBmCAwYwzMDAQt27dwqpVq7B06dIiv5eXl4e8vDz9+/T0dACASqWCigeOqWXwctfW8gseDyq7njZtKgEww14MBAC0b54Jc3NLigeVnAyzF16AxBi0L74ITa9eQGnK8dFHUEZFQbF5M7BiBQCAWVpC8913YObmpTvGY0xAAHD4sAQ/P1ZrLtWj1J527w7Y25shOlrCiRNqHDyoBCChe3c1VCpW4vcFNZdHqZ5WO+3bQzF3Ln6a/xJwA8ANgJmZQfPLL2DW1o9NO+/npwCgRKNGWqhUxWQTKwOingqqAw8PepW22hnWU39/JW7cUCAgwPRz4OSkBKDAhQsMgAR/fw1UbdoAx49DuWgRpC1bwFq3hmbrVrKmN1EIGxt61gDAza3injfBo82j1J6W9hxqhShlirS0NLiUkCFl0aJFWLBgQaHt+/btg0115rSvAPbv31/dRRAISqSy6mlamiOAnvr3HcPX4e8/3aBVKtHx44/hHhaGLA8PHO7fH6qQkCKPU4jnnoNXvXqo/9dfSGnSBPcGD0ZuZiatjAlKRWoqBU6uTTwq7WmrVm1x7JgvXn89FcnJbrCyUiMhIQQhIUKUehR4VOpptdOiBVr37g3n0FCobG1xd+hQxCQlPVbtvKOjJdq3b4Xu3cMQEpJQoccW9VRQG9i/fz8sLJoBaACl8hZCQkIL7aNWdwLgjsxMygKRknIWISFx9OFzz8Fs2DCora2BS5foZYKYmIYAggAAGk0sQkLOVsLZCB5VHoX2NFuXKb0kJMZYrRut3r17F23atMGyZcswadKkIvczZSnl5+eHpKQkOBRlz1nDUalU2L9/P/r16wdzkQlMUEOp7Hqamws4O5tBo6GBwr/ojV6+FCdEiooCs7GB+uhRSsUhEBTBo9aebt8uYcwYea1p4EAt/vpLrMrWdh61eip4NBH1VFAbMKynKSnm+P13BcaO1ZpM2Pr880ps3SrHIzh3TlXmYeWqVQpMm0aWUpMna/D119qHKb7gMeFRak/T09NRp04dpKWlFau/VKul1Pz5801aMhly5swZtONR7ADExMRgwIABePrpp4sVpADA0tISlpaWhbabm5vX+hv8KJyD4NGnsuqpuTkFZ715E7Aw16KjZwykyCj60MMD0po1MG/TpsJ/V/Bo8qi0p6NHA8uXAx9/TBZrI0YoYG4uAnw9Kjwq9VTwaCPqqaA2YG5uDl9fc8yYAXD3uoK4uhq/b9TIHGWt2oaBtz09lTA3LzmZgkDAeRTa09KWv1pFqalTp+LZZ58tdp96BrnFY2Ji0KtXL3Tq1Anff/99JZdOIBDUZJo3J1GqQ0cFbP6+QBn07OyAZ58V6cYEjyWSBEyfDrz0EmUL6tSpukskEAgEAkHtxNB6yt2dhphlRQQ6FwhKR7WKUnXq1EGdOnVKtW90dDR69eqFtm3b4qeffoJCpHcSCB5rBg0Ctm4lDQrW1sDUqdVdJIGgRuDoSFmqBQKBQCAQlA9DUSowsHzHEKKUQFA6akWg85iYGPTs2RN169bF0qVLkZiYqP/M09OzGksmEAiqi/HjgT59AD+/6i6JQCAQCAQCgeBRoqJFKTe3hyuPQPAoUytEqX379uHOnTu4c+cOfH19jT6rhXHaBQJBBSBJQN261V0KgUAgEAgEAsGjhrCUEgiqjlrhAzd+/Hgwxky+BAKBQCAQCAQCgUAgqCiEKCUQVB21wlJKIBAIBAKBQCAQCASCqqAiRCl3d8DFBbCxMT6eQCAwRohSAoFAIBAIBAKBQCAQ6DAUkQICyncMS0vKhmtmBogcXQJB0QhRSiAQCAQCgUAgEAgEAh1eXpTN1sYG8PEp/3FETi6BoGSEKCUQCAQCgUAgEAgEAoEOKyvg8mXA3BxQKqu7NALBo40QpQQCgUAgEAgEAoFAIDBAZHkWCKoG4d0qEAgEAoFAIBAIBAKBQCCoch4rSynGGAAgPT29mktSflQqFbKzs5Geng5zc/PqLo5AYBJRTwW1AVFPBbUBUU8FtQFRTwW1AVFPBbWBR6mect2F6zBF8ViJUhkZGQAAPz+/ai6JQCAQCAQCgUAgEAgEAsGjTUZGBhwdHYv8XGIlyVaPEFqtFjExMbC3t4ckSdVdnHKRnp4OPz8/REZGwsHBobqLIxCYRNRTQW1A1FNBbUDUU0FtQNRTQW1A1FNBbeBRqqeMMWRkZMDb2xsKRdGRox4rSymFQgFfX9/qLkaF4ODgUOsrqeDRR9RTQW1A1FNBbUDUU0FtQNRTQW1A1FNBbeBRqafFWUhxRKBzgUAgEAgEAoFAIBAIBAJBlSNEKYFAIBAIBAKBQCAQCAQCQZUjRKlahqWlJebNmwdLS8vqLopAUCSingpqA6KeCmoDop4KagOingpqA6KeCmoDj2M9fawCnQsEAoFAIBAIBAKBQCAQCGoGwlJKIBAIBAKBQCAQCAQCgUBQ5QhRSiAQCAQCgUAgEAgEAoFAUOUIUUogEAgEAoFAIBAIBAKBQFDlCFFKIBAIBAKBQCAQCAQCgUBQ5QhRSiAQCAQCgUAgEAgEAoFAUOUIUUogEAgEAoFAIBAIBAKBQFDlCFFKIBAIBAKBQCAQCAQCgUBQ5QhRSiAQCAQCgUAgEAgEAoFAUOUIUUogEAgEAoFAIBAIBAKBQFDlCFFKIBAIBAKBQCAQCAQCgUBQ5QhRSiAQCAQCgUAgEAgEAoFAUOUIUUogEAgEAoFAIBAIBAKBQFDlCFFKIBAIBAKBQCAQCAQCgUBQ5QhRSiAQCAQCgUAgEAgEAoFAUOUIUUogEAgEAkGZOXXqFEaMGIG6devC0tISHh4e6NSpE95+++0K+42wsDBIkoRDhw6Van+tVotffvkFffv2RZ06dWBubg53d3cMGTIEO3fuhFarrbCyVQTjx49HvXr1yvXdDRs24MsvvzT5mSRJmD9/frnLVRncu3cPI0eOhJOTE+zs7NCvXz+cP3++VN9ljGHFihVo0qQJLC0t4eXlhddeew2pqanFfu/69euwtLSEJEk4e/Zssft+8MEHkCQJzZs3L/U5CQQCgUAgeHiEKCUQCAQCgaBM7N69G507d0Z6ejqWLFmCffv24auvvkKXLl2wefPmailTbm4uBg0ahHHjxsHd3R2rVq3CgQMHsHr1anh7e+Ppp5/Gzp07q6VslUFxotR///2HSZMmVW2BiiExMRHdunVDaGgofvzxR/z+++/Izc1Fz549cevWrRK/P3PmTEyfPh3Dhw/Hrl278N5772HDhg3o168fVCqVye9oNBq89NJLqFOnTonHv3jxIpYuXQoPD48yn5tAIBAIBIKHw6y6CyAQCAQCgaB2sWTJEgQEBODvv/+GmZk8lHj22WexZMmSainTjBkz8Pfff2PdunV48cUXjT4bOXIk3nnnHeTk5Dz072g0GqjValhaWhb6LDs7GzY2Ng/9Gw9Lx44dq7sIRnz++edITEzEiRMn4O/vDwDo2rUr6tevj7lz5xYrZEZHR+Orr77ClClT8NlnnwEA+vXrB3d3dzz//PP4+eef8fLLLxf63hdffIGoqCjMmjUL06ZNK/L4arUaEyZMwOTJk3Hp0iUkJSU95NkKBAKBQCAoC8JSSiAQCAQCQZlITk5GnTp1jAQpjkIhDy0mTpwIFxcXZGdnF9qvd+/eaNasWYWUJy4uDmvWrMGTTz5ZSJDiNGzYEC1bttS/j4iIwNixY+Hu7g5LS0s0bdoUy5YtM3Lx4+6DS5YswcKFCxEQEABLS0scPHgQ8+fPhyRJOH/+PEaPHg1nZ2fUr18fALmbrVy5EsHBwbC2toazszNGjx6Ne/fulXgu3377Lbp37w53d3fY2tqiRYsWWLJkiZFFUM+ePbF7926Eh4dDkiT9i2PKfe/q1asYPnw4nJ2dYWVlheDgYKxbt85on0OHDkGSJGzcuBHvv/8+vL294eDggL59+5bKoqko/vzzT/Tu3VsvSAGAg4MDRo4ciZ07d0KtVhf53ZMnT0Kj0WDQoEFG24cMGQIA+OOPPwp95/bt25g7dy5WrlwJBweHYsu2ePFipKSk4JNPPinLKQkEAoFAIKgghCglEAgEAoGgTHTq1AmnTp3Cm2++iVOnThXpQjVt2jSkpqZiw4YNRtuvX7+OgwcPYsqUKRVSnoMHD0KlUuGpp54q1f6JiYno3Lkz9u3bh48//hg7duxA3759MXPmTEydOrXQ/itWrMCBAwewdOlS7NmzB02aNNF/NnLkSDRo0ABbtmzB6tWrAQCTJ0/GW2+9hb59+2L79u1YuXIlrl27hs6dOyM+Pr7Yst29exfPP/88fvnlF+zatQsTJ07E559/jsmTJ+v3WblyJbp06QJPT0/8999/+ldR3Lp1C507d8a1a9ewYsUKbNu2DUFBQRg/frxJy7Y5c+YgPDwca9aswffff4/bt29j6NCh0Gg0+n24gFVS7KqcnBzcvXvXSBDktGzZEjk5OcWKdfn5+QBQyDLN3NwckiTh8uXLRtsZY5g0aRKGDBmCYcOGFVu269evY+HChVi1ahXs7OyK3VcgEAgEAkHlINz3BAKBQCAQlInFixfj5s2b+Prrr/H111/D3NwcTzzxBIYOHYqpU6fqJ/gtW7ZEjx498O233xrFOPrmm2/g4OBQpFVTWYmIiAAABAQElGr/5cuXIzo6GqdOnUL79u0BAE8++SQ0Gg1Wr16Nt956C40aNdLvb2Vlhb///hvm5uaFjjVu3DgsWLBA//7kyZP44YcfsGzZMsyYMUO/vVu3bmjUqBGWL1+ud0MrqmwcrVaLbt26wdXVFRMmTMCyZcvg7OyMoKAgODk5wdLSslSuevPnz0d+fj4OHjwIPz8/AMCgQYPw4MEDLFiwAJMnT4ajo6N+/6CgIPz666/690qlEmPGjMGZM2f0vydJEpRKpZFlnClSU1PBGIOLi0uhz/i25OTkIr8fFBQEADh+/Dh69eql337ixAkwxgp999tvv8WVK1fw+++/F1surVaLl156CSNHjixkhSUQCAQCgaDqEJZSAoFAIBAIyoSrqyuOHj2KM2fOYPHixRg+fDhCQ0Mxe/ZstGjRwiguz7Rp03Dx4kUcP34cAJCeno5ffvkF48aNqzbrlAMHDiAoKEgvSHHGjx8PxhgOHDhgtH3YsGEmBSkAGDVqlNH7Xbt2QZIkjB07Fmq1Wv/y9PREq1atSswkeOHCBQwbNgyurq5QKpUwNzfHiy++CI1Gg9DQ0LKfLOh8+/TpoxekOOPHj0d2dnYhK6uCFkbcyik8PFy/rUePHlCr1Zg7d26pymDoXliWz1q1aoXu3bvj888/x5YtW/DgwQOcOHECr776aiFRLDw8HLNnz8bnn39eYtDy5cuX4/bt20UGixcIBAKBQFA1CFFKIBAIBAJBuWjXrh1mzZqFLVu2ICYmBtOnT0dYWJiRS9jw4cNRr149fPvttwCAn3/+GVlZWRXmugcAdevWBQDcv3+/VPsnJyfDy8ur0HZvb2/954aY2reoz+Lj48EYg4eHB8zNzY1eJ0+eLDaQdkREBLp166YP7s2FP37tyhuovazn6+rqavSeu86V5/ednZ0hSZJJa6iUlBQAMGlFZciWLVvQpUsXjBkzBs7OzujVqxdGjhyJ4OBg+Pj46PebMmUKmjdvjlGjRuHBgwd48OCBPp5ZZmYm0tLSANB1njt3LubNmwcLCwv9vmq1GlqtFg8ePKiQoPgCgUAgEAhKRrjvCQQCgUAgeGjMzc0xb948fPHFF7h69ap+u0KhwJQpUzBnzhwsW7YMK1euRJ8+fdC4ceMK++1evXrB3Nwc27dvx6uvvlri/q6uroiNjS20PSYmBgBQp04do+1lsfKpU6cOJEnC0aNHTWboM7WNs337dmRlZWHbtm1GQcEvXrxY5HdKQ1nPtyKxtrZGgwYNcOXKlUKfXblyBdbW1ggMDCz2GO7u7ggJCUFCQgLi4uLg7+8Pa2trrFy5EqNHj9bvd/XqVYSHh8PZ2bnQMXr16gVHR0c8ePAA9+7dQ05ODqZNm2YyM5+zszOmTZsmrKgEAoFAIKgChCglEAgEAoGgTMTGxpq0vLlx4wYA2QKHM2nSJMyfPx8vvPACbt26VWxMpfLg6emJSZMmYdWqVVi/fr3JWFV3795FVlYWWrZsiT59+mDRokU4f/482rRpo99n/fr1kCTJKHZRWRkyZAgWL16M6OhojBkzpkzf5QKXoXDFGMMPP/xQaF9LS8tSW/P06dMHf/75J2JiYozuzfr162FjY1OquFQPw4gRI/Dll18iMjJS70KYkZGBbdu2YdiwYSazOJrC3d0d7u7uACj4fFZWllFg+k2bNiE3N9foO3v37sVnn32G1atX67M9BgcH4+DBg4WO/9ZbbyEtLQ0//fQTfH19y3WuAoFAIBAIyoYQpQQCgUAgEJSJJ598Er6+vhg6dCiaNGkCrVaLixcvYtmyZbCzsytkfeLk5IQXX3wRq1atgr+/P4YOHVrhZVq+fDnu3buH8ePH4++//8aIESPg4eGBpKQk7N+/Hz/99BM2bdqEli1bYvr06Vi/fj0GDx6Mjz76CP7+/ti9ezdWrlyJ1157zSjIeVnp0qULXnnlFUyYMAFnz55F9+7dYWtri9jYWBw7dgwtWrTAa6+9ZvK7/fr1g4WFBZ577jm8++67yM3NxapVq5Camlpo3xYtWmDbtm1YtWoV2rZtC4VCgXbt2pk87rx587Br1y706tULc+fOhYuLC3777Tfs3r0bS5YsMQpyXloOHz6MPn36YO7cuSXGlZo5cyZ++eUX/fW2tLTE4sWLkZubWyh7X4MGDQAAd+7c0W/jolz9+vXx4MED7NmzB2vXrsWnn35qJCqaEtfCwsIAAG3bttVfHycnJ/Ts2bPQvk5OTlCr1SY/EwgEAoFAUDkIUUogEAgEAkGZ+OCDD/DXX3/hiy++QGxsLPLy8uDl5YW+ffti9uzZaNq0aaHvPPPMM1i1ahVee+21EjO2lQcrKyvs3r0bv/32G9atW4fJkycjPT0dzs7OaNeuHX788Ue9GObm5oYTJ05g9uzZmD17NtLT0xEYGIglS5YYZcwrL9999x06duyI7777DitXroRWq4W3tze6dOlSKLi6IU2aNMEff/yBDz74ACNHjoSrqyuef/55zJgxAwMHDjTad9q0abh27RrmzJmDtLQ0MMbAGDN53MaNG+PEiROYM2cOpkyZgpycHDRt2hQ//fQTxo8fX65zZIxBo9FAq9WWuK+bmxuOHj2KmTNnYty4cVCr1ejUqRMOHTqEJk2aGO2rVqtN/taXX36J8PBwKBQKtG7dGn/++SeGDx9errILBAKBQCCoOUisqBGMQCAQCAQCQQXx9ttvY9WqVYiMjCwUSLsowsLCEBAQgIMHDwrrFYFAIBAIBIJHEGEpJRAIBAKBoNI4efIkQkNDsXLlSkyePLnUgpRAIBAIBAKB4NFHiFICgUAgEAgqjU6dOsHGxgZDhgzBwoULq7s4AoFAIBAIBIIahBClBAKBQCAQVBoiSoBAIBAIBAKBoChETCmBQCAQCAQCgUAgEAgEAkGVU/HpbwQCgUAgEAgEAoFAIBAIBIISEKKUQCAQCAQCgUAgEAgEAoGgynmsYkpptVrExMTA3t4ekiRVd3EEAoFAIBAIBAKBQCAQCB45GGPIyMiAt7c3FIqi7aEeK1EqJiYGfn5+1V0MgUAgEAgEAoFAIBAIBIJHnsjISPj6+hb5+WMlStnb2wOgi+Lg4FDNpSkfKpUK+/btQ//+/WFubl7dxREITCLqqaA2IOqpoDYg6qmgNiDqqaA2IOqpoDbwKNXT9PR0+Pn56XWYonisRCnusufg4FCrRSkbGxs4ODjU+koqeHQR9VRQGxD1VFAbEPVUUBsQ9VRQGxD1VFAbeBTraUmhk0Sgc4FAIBAIBAKBQCCoaLKjAHVOdZdCIBAIajRClBIIBAKBQCAQCASCiiTlPPBXAHB0VHWXRCAQCGo0QpQSCAQCgUAgEAgEgork/nqAqYHYPUDqxeoujUAgENRYhCglEJQDxhiuJVyDWquu7qIIBAKBQCAQCGoSTAtE/iG/v/V19ZVFIBAIajhClBIIykiuOhfPb3sezVc1R79f+iFHJWIFCAQCgUAgEAh0JJ+heFKSkt6HbwDykqu3TAKBQFBDEaKUQFAGVBoVnvz1SWy6ugkAcCjsEEb9PgoqjaqaSyYQCAQCgUAgqBFEbqW/dZ8GnFsDmlzg/i/VWyaBQCCooQhRSiAoA7tCd+FI+BHYW9hjab+lsDazxp47e/DLZTHQEAgEAoFAIHjsYQyI0IlSfqOBemPp/3H/VF+ZBAKBoAYjRCmBoAz8dPEnAMCr7V7F253fxofdPwQAIUoJBAKBQCAQCIDEY0BWGJiZLZbcu4xf46Npe8IRQMQiFQgEgkIIUUpQu4g/CGzzAO78UOU/HZcZh5DbIQCACcETAAAvtHwBAHA47DAi0yKrvEwCgUAgEAgEghrEvZ8BAJctGmPW4Y8w7vBypGoAqDOA1AvVWjSBQCCoiQhRSlBriEy9i6zj/wNyE6C9/hmZR1chv17+FRqmQQefDmjq1hQAUNexLrr7dwcDw8arG6u0PAKBQCAQCASCGoQ6C4j4HQAw8+41AEAz9xY4osuJkxv9d3WVTCAQCGosQpQS1Arup97Hyt+awjaXTKAVmXeB1ItVWoYNVzYAkK2kAABx/2K1G4ONJFz4BAKBQCAQCB5rIrcB6kzES3b4JzMPXfy64OwrZ3FVqkMf315fzQUUCASCmocQpQS1gu+OfID3HCnDXbzOHT/q6vIq+/2UnBRcjLsIAHiqyVO0UZMLnBiLpmlHMc5RgasJVxH+ILzKyiQQCAQCgUAgqEFE/QUAWJmUBQD4csCXsFBaoF3w2wAAj5zbSMlKqLbiCQQCQU1EiFKCGk9E6j0MSdoIRyWQYR+Ev2x76T7YAqbVVkkZjkccBwNDI9dG8LDzoI33fwFy4wAA/Z1dAQBHI45WSXkEAoFAUEWkXQfurgWufwao0qu7NAKBoCaTRYuTF/IYgtyC0M67HQCgX5u3kc4UcFAAhy6uqM4SCgQCQY1DiFKCGs/lg8+hqzVDFlPCvtdODOv9A7K1gK8iDycuf1slZTgSfgQA0L1udyD9FmVQubFU//kTlvT3WMSxKimPQCAQCCqB7GhAkye/v70K2N0MODUJuPgecH5G9ZVNIBDUfHIozES0GugX2E+/WaE0R6pVPQDAnft/VkfJBAKBoMYiRClBjUar1eCJrDMAgPv13wbsAuHpXB93LfwBABF3N1VJObgFVD+fYGBPMPBPDyAjFFBaAwC8NCmwlISllEAgENRa4v4FtvsCO+oD15cAVz4Czkyhz1w70t97P5HllEAgEBREqwZy4wEAMQVEKQBw8uwKAFCmXUeCcOETCAQCPUKUEtRoboTthYeSIZ8BTdp+qN9u60YThPyUi9CyynXhy8zPxLnYcwCAHg6OFEtKUgIKc6DVIsDSDQpo0NICuJ54HcnZyZVaHoFAIBBUAjF76G9ONHBxFnBlHgAGNHwN6H8C8B0BMC1wcXa1FlMgENRQcuMBpoWaAanMDD3q9TD62NGjCwCgmQXwx/U/qqOEAoFAUCMRopSgRnNfZwkVJjnCzNxOv92v7gAAQIAiG+djz1dqGU5GnYRaq4afgx88WBpt9BkCPJMHNJkGuLQFAAypQ7Gmjkcer9TyCAQCgaASeHCF/voOB7yHAD5DgVafAm2/BiQJCF5ECxLRO4CUC9VbVoFAUPPIiQEAxKqBjn5dYGdhZ/y5YwsAQHML4Pfrv1d16QQCgaDGUmtEqUWLFuGJJ56Avb093N3d8dRTT+HWrVvVXSxBJaNKpBhNWfbNjLabuwQDoNWmnTd3VGoZjoaTS143/24UTwoA7BvRJAUAXCiIZW9HR6P9BQKBQFCLeHCZ/ga9B/TcCfTYATSbDSiUtN2hMeA3mv5/d031lFEgENRcsimeVIymsOseAMCJxrK+5sCVyCNIy02rytIJBAJBjaXWiFKHDx/GlClTcPLkSezfvx9qtRr9+/dHVlZWdRdNUEmoNCp450YAAJx9Bxh/6NAEWkhwVQIn7lRuwEjuutfRpyPFkQJocsLRWUoFKXIAACeiTlRqeQQCgUBQweQm6bOpwrEZ7qXew/S90zHq91F4a+9b2HN7DxhjQIOXaZ+w3wB1dvWVVyAQ1DwMgpx38utU+HNzB8CmLgCgqbkWB+4fqMrSCQQCQY3FrLoLUFr27t1r9P6nn36Cu7s7zp07h+7du5v8Tl5eHvLy5Cw66emUylmlUkGlUlVeYSsRXu7aWv6ycDryGNpaULwo77ojCpyzEpJNPSiy70P74CqiH0TD3da9UspxIZbcNFq4tQC7vBwSALV1IBgvj0MrmANwzouBkwK4FHcJuXm5UPLV9ceQx6meCmovop4KOFLyBZgBYLYB+Ozkt3j/4PtG8Qq/OvUVguoEYeWAb9DdNgBS1n2o728Eq/dipZdN1FNBbUDUU0D14A5sQKJUF9dmJq+F0rE5FNkRaGEJ7L29F0MaDKn6gj7GiHoqqA08SvW0tOdQa0SpgqSlkcmri4tLkfssWrQICxYsKLR93759sLGxqbSyVQX79++v7iJUOucSv0MXGyBdq8TBo3cA6a7R5+3z3OGF+2hmAXzz1zfo6NSxwsvwQPUAMZkxkCAh4UIEkBcOANh/OgL5UgjtxBh6Sv5wZOF40UGJFQ+y8OP2H+Fj5VPh5altPA71VFD7EfVUEKjahRYAbmZaYLYukHmwfTDaOrRFdG40DqcexvWk6+j7W39s9W+D4eb3kXluEQ5fc6Y4U1WAqKeC2sDjXE8DMg+jpQSkMVucPHjS5D5B+VZoCIor9dG1vzBQOxASDwchqDIe53oqqD08CvU0O7t0VuXlEqUePHiArVu34u7du3jnnXfg4uKC8+fPw8PDAz4+lT8RZ4xhxowZ6Nq1K5o3b17kfrNnz8aMGTP079PT0+Hn54f+/fvDwcGh0stZGahUKuzfvx/9+vWDubl5dRenUknc8gEAIMmmAQYNHlzoc8XVk8CNU2hmCYR65GNQn0EVXoZ99/YB14D6LvUxokcLSPsYmLkj+g56To4pBUBx+z5wcQamuFhixYNsODZxxKCgii9PbeFxqqeC2ouopwKO8uxfwH1gdwa5jL/c+mV8O/Bb/ecPch/gtZDX8MfNPzA58jQGNrCCk/YuhgReg7bpe5VaNlFPBbUBUU+BmJ3vArmAjXNDDBpkegwohacCp7ehhaWE+Px4NO7UGA1cGlRxSR9fRD0V1AYepXrKPdVKosyi1OXLl9G3b184OjoiLCwML7/8MlxcXPDnn38iPDwc69evL3Nhy8rUqVNx+fJlHDt2rNj9LC0tYWlpWWi7ubl5rb/Bj8I5FEtWBEZprwMKQOvew/S5OrcEQMHO10X/VynX42riVQBAG682MM+5DwCQHBrD3MLCeMf644DLs9EI2WhrCVxJvIIXzF+o8PLUNh75eip4JBD1VID0awCA01k5CPYMxopBK2BuJtcJN3M3bBmzBe/ufxdL/1uKKfEa/OAGKK99BKXPQMC1XaUXUdRTQW3gca6nZnkJAABXl+ZFX4M61FZ0sALqKIGDEQfR1KNpVRVRoONxrqeCGkr6bcDGFzCz1m96FOppactf5kDnM2bMwPjx43H79m1YWVnptw8cOBBHjhwp6+HKzBtvvIEdO3bg4MGD8PX1rfTfE1QDWjXUR0fDWaHFmVzAJXi+6f0cgwAAwZZAp6zTyM2KrvCiXIijeFKtPVsbZ94riKUL4DcKADDJUf6eQCAQCGo4TAv2gBYgruQBi/sshpWZVaHdJEnC4r6LMbDBQKx5oMKePDuAqYHQb6q6xAKBoAbioCWLAB+P9kXv5NgMcGkHC4nhdUfg3/v/VlHpBAJBjSXuH2BXI+D8jJL3fUQpsyh15swZTJ48udB2Hx8fxMXFVUihTMEYw9SpU7Ft2zYcOHAAAQEBlfZbgmom8SjMUs4gTQNMz/SGi52X6f0cmoCZO8FOASyro0HW0WcqvCgX4i7AUwk8ozoPRO3Q/W5j0zsHjAUA9Leh4OiMsQovj0AgEAgqmMx7kDTZyNUCCodG6FffRCp3HUqFEr+N/A0eth74JimTNiafqqKCCgSCmkp+XirsJUqO0NC3Z9E7ShLQ5G0AwBRH4Ez4ETFeFAged8I20N+k/6q3HNVImUUpKysrk76Bt27dgpubW4UUyhRTpkzBr7/+ig0bNsDe3h5xcXGIi4tDTk5Opf1mrSL9FvBXIHByAlDbO7e0GwCAwzmAW3GrTUpLSAPP4XepCQDAPvUMoK24LAWZ+Zm4nXwbM52BgNgtQLIuaKUpSykAcOsCBgmB5oAiLxExGTEVVhaBQCAQVA7alHMAgCv5wJQO06CQih8aOVs745Pen+A0T+6bfhPIf1C5hRQIajK1fdxZAdyNPgoAyNQCdV2bFb9z3dFgNn5wNwOeNEtCaHJoFZRQIBDUSBgDYvbQ/7Mjqrcs1UiZRanhw4fjo48+0qf3kyQJEREReO+99zBq1KgKLyBn1apVSEtLQ8+ePeHl5aV/bd68udJ+s9agzgKOjgKy7gP3fqaXIVkRwJkpQNgmQKupjhKWjQzqnENVOre54rALRJT/RKRoAAuWD6RUnNvc5fjLYGBobaOLS6a0Aay9APcepr9g7gDJiQLvd7ICLsZdrLCyPHLkJgAp5wGDlOsCQa3k+ufAhXcAVekCOQpqHnERNBi8qjLDi61eLNV3xgePh69bMO7m6zYkn6mk0gkENZzrS4DN1pB04u7jSnjsCQBAimQNSVHC9EphBqnxWwCAqU7A0fDKD38iEAhqFolZiTh4/yBSYw8CuTpvs/xUQJVRvQWrJsosSi1duhSJiYlwd3dHTk4OevTogQYNGsDe3h6ffPJJZZQRALnvmXqNHz++0n6z1nD2TSDtGqDQBRI7Nw3IDKP/58QB//YGbq8ETjwH7AkmQaAmo4vddCu/FKIUgE5+XXBUZzDHEg5XWDGuJlCMkSYWusek525gRAxg7VH0l+p0BgB0tq74uFJJ2Un4+eLPSM1JrdDjVil5KcCupsA2D2BvW+DibECrpkn9ra+ru3QCQdnIiQcuvgvcWAqEtBTCRC0lK4GSpqgdW8DOwq5U31EqlPik9yc4pbOWyks4WlnFEwhqNpF/Ato8SBGbqrsk1QpLIjfeXDPn0n0hcDxUMEMrSyAm7M9KLJlAIKhJ5Gvy8fHhjxHwVQB6r++Nz7f2Md4hO7J6ClbNlFmUcnBwwLFjx/DHH39g8eLFmDp1KkJCQnD48GHY2tpWRhkFxaHOBu6vo//33AO4dQXUGcDZqaS0HnwSyLwLWHsDFs5A2lXgzvfVW+YS0OpEqVAVEOwZXOL+wZ7BOJZLVTknZl+FleNawjWYA/CUcmlDUbGkDOGilBVZWlUUe27vQfOVzTHhrwno8mMXRKVHVdixq5ToHeTqAone31wGnHiBJvXn3gRSL1Zn6QSCsmHo+58VDhx/rnZYowqMcM4JBwB41x1cpu8NaDAA9xR1AACxYlIpeFzJvAsAkJKOV3NBqpH4w+iXRYuicU4dS/cdSxck1OkFAGieJkRtgeBx4c09b2LuobnIUmXB3dYNgwvIJywzvHoKVs2UWZTi9O7dGzNnzsS7776Lvn37VmSZBGUh9QLANORW5tEb6LCWLKZidgP/dAceXAasPIC+R4DWS+k7kduqt8zFocmDlEUPY5LCGb4OJWdYtDa3RpxNQwCAWfJ/FeYSdi3xGsWHAgPM7AArz5K/VKcTAKCtJXAj/mKFlON09Gn8n72zjo7q+trwc0fj7kIChODuVigUl5a2WEuFFtp+LaVGnbq3PyrUaQvUseLu7pAQCJZAAsTdk0lm5n5/nDsRNDIJoc2z1qxM7lw5k1w5Z593v/v5JSN43z6ZC8HQtPAUfef1JaMwwyr7r1MSN4mfrV+FwHvFuXtxUdnnx964Oe1qoIHqYBmEBU0ArYsYnCWsualNaqBqJKWG46EyYpaha+tHqrStSlIRGioKXDjmnkI2N6QjN/AfoyQXDKkASFlh2JpTUe+5F87/epMbVoeYDLBnHBpkFuRCUdPHKr2pS9tXABiuyyMx7URttbCBBhqoJyyOXMyPR35EQmLr7U+SFOpIb1vxWYSivJ6zeyamQ/9Hy+LfoeAWFSFUA01lVpo9e3aldzh9+vRqN6aBapB+UPx06yoqejiFQvPn4NSnQnWi0kLfZeDYFLTOIKlEICvvPDg0ualNvyp555Ewk2sGH68OSJJUqc2cvPuRl30GB/Ih6wS4tqtxUyJTI+mqU35xDBV/3xvhGIJZ54ZNcQaO+dEUlBRgp7WrUTt+3jmTg4EyjkoI+QdvNU1iYvnx8I+82vfVGu27TpFlSN4s3vsMgmZPQuJ6MOZB4D0QtxwSVkPafvCo5ExjAw3cJExmExkXVuIJvBd1mGdb3ofjue/g9BcQMPpmN6+BShJ+ah5DgYuyDcHOVa/qO7TrqxTHfYm7ysT+swvp0WKi9Rv5b+fcPNFf6fgZqHU3XL2BekTe+dK3kmyis+FzVAmnICscmjxU9+2RZdg9VthUDNgIapvaP2ZuNBSlkG2Cyclw2qNFpTe197mdaJMNIeoizp/+Bd8+X9RiQxtooIGbSVJeElNXTQXgjy53cXv8D0JIoXFEbv06xK6B7F3kpB1FZQwjVJIpMb9/k1tdd1QqKPXFFxVvkqmpqRQUFODi4gJAVlYWdnZ2eHl5NQSl6hqLh4l7uSp1bWZC7J9QGA8dPwdPod7BxkOYdCdvEx4AjR8AnRuorn0ayLLM3yf+ZtXZVcRmxfJguwd5ossTlQ4WVRnF5PxMMbT2bVPpzboG9mRP0hyG2AOpu2sclMoozCApL4lQF2WB0zUq7l2OJKHy7A3xq+iil4lMiaSrf9dqtyMyJRJN8iYcvcBg3wS9uQj/wgSec4FLJ2ZhankHao/q779OyT4hOopqO6EoU+vhtuWinHqLGXDo/+D8XDj9JfT5b3tTNFD/mbZqCl/mnQUV/JoQzca8Ena6q5FStkPaQfC4TuXQBuoNafFCvZln36xa2zvZeXFO7UVTcwoXI2c3BKWqiizD0eehJEtMRgQ3/P1uKZTUPQvuZlE9mYKL4nlv41W37cm/AJf+Ee/jVkDQ+Do4ZiwA50pAUtsS6BxY+W0liQzbxlB8ioyU/24p+AYa+C/w3o73yDZk85B/cybmrhYBqSaPQJfZSBp72klA+C7udtSgk4ykmuBY2iXucK18oPtWplLpezExMaWvDz74gA4dOnDq1CkyMjLIyMjg1KlTdOrUiffee6+229vA5ViUUuWDUlpHuGOH8JgKfari+oFKhcRjrwmz6cPTrrv7t7a/xf1L72fBiQXsj9vPk2uf5NGVj2I0G634JcqRU1Z5r41X5YNS3fy7cUyRPZqzT9a4GSdTxT46OSiJvo6VDEoBOImbRxMtHEs+VqN2fLr3U3orE336Jg9C27cA+NgDvnNOp2Tr4FunFHOSopLyuk0EpIBZ58Ppd2gD96+YzCF9K/F5yo5b5zs18J/kYPxBjp2ej14FeSp7zPbB7E6/wGajYnC7Y0SD6fktgFk245gfDYCT7zWqqlaCkmCRwtc57yDFxiKrtO0/gyFdBKQAzv18U5vSQDXIVYJSlkI75bkZ98DUct5M5+aKvkRtF/fJiwEg1gih7qGopKo5o9i7tQfArPR/G2iggX8f0RnRzDkqPJ0/beSPZC6BgDuh2xzQKGNNu0YANNWIMXZ4sZ6Ovp1uSntvBlX2lHrjjTf4+uuvad68zPS5efPmfPHFF8ycOdOqjWvgOsiy6MxZZqncu1T83LEp+A29MuUs4C6RwmdW6ljH/iny4a/Cp3s+5b2dItD4bPdneavfW6gkFfPC5/H1gVqqlJarmJwXVy0o1dy9OZdkEejIzwivcTMiUyIBaGMj9lmloJR9EABB2pqZnecacllwYgF9lFxjPPtAk8kVDNdtjFn1v5qiBUtQykd40M0+MJsZm2aw88JO/jr+F7eveRmzpBVlUXOjb2JDG2jg2sjZZ/Da1p/5ShFOB79BbH94Bzq1jomxaeQ5tARDGmwdJEr7NlBvOZN2hlaaEgD8AodXez/NOr1FjlmiqdbM0aOfWKt5/w3yyt3rk7eWBTkauDWw9EH9RpYuktVKp+UmBKWMydtL35uTNpKxsZ+YgI35s/YOqiilYkqguUclCuJchr9/fwA8TJlkFWVZr10N/CeIz4nn2fXP8uLGF9kctQ65YVK3XhK7cShnGhl5LKQPXpn7xcLWr4NKXbaSfaMK27g7DMdJ71SHrby5VDkolZiYSElJyRXLTSYTycnJVmlUA9dHK+eh3tITTijKNMdmorJeZbDzh9tWQbcfhXG3Ma/izJLCnot7eHWL8Cv69I5P+WLoF7zd/22+GfYNAB/v+Zj84nyrfJ/yGLOEQulsCbT2bF3p7dQqNRrnlgDIVphtikwVQakgtRKwq2z6HpQFpTQ1U0ptOLcBL6mYIC3Ikhrcu4vZyIHbSez+N5eUyzAj7XC1j1FnJKwT/lEAvoNZc3YNz65/FoDp3abTP7g/+SYTJ8zKbEHqzpvTzgYauAFRR98hWFVIqMX6xrM3jZwbcV/b+0g3w9PFrcAuAEqyG6pJ1nMOxW6lmfJ/1Fw+sVMF1Donwm2F2kF7vn5Xt613XB6EOvfLzWlHA9XD4inlPwrZqRWFkhvm5jPEsoy67ZtEZ0RzMUoEn3LNYoDjlq70bxPX1d6B8xWlVImYIK0qLp7CgqGZVvS9G2igsqw+u5p2P7TjqwNfkR75PwYcHM63y4Y0BKbqGdEpJ7jNdI4mWvjaJgpMBeDQFNwu63fYVQxKFWk71F0j6wFVDkoNHDiQqVOncvjw4dKT/vDhwzz++OMNVfjqiKYlK1FlHoUzX4kF7t0ITwrnidVP8OrmVzmefPz6O/AfDiGPgd8w8Xt8xWpRuYZcHlz+IGbZzIPtH+TFLo+WqnGmdJpCE9cmpOSn8M3Bb6z91TDnnAYgR+uNs41zlbb19O4FgH1JGpivDJxWhcjUSBwkcDYrgTfHKviNXKaUqu7DYfnp5aWpe5JrB9A6iF9sffBtOoEkSfx+4tyKau2/zsg+CbvHl+ZOm5xaMWPTDGRknuj8BF8O/ZJfRv+CXq1nZWaW2CalISjVQP0kKXE7AJc03kJ63fhhAJ7p/gwAv59cTpF9U7GyktbRQP0kIU4EyrNVjmDjWaN9ubZ7HYAOpgTycmNr2rT/DhallK2v+Hnhr5vXlgaqjkUp5RiC8Y79bLX9FtlnsFiWcajOUvGLTcVMXjiSJspE4iH3URU+z0zYVnsHz4sFRPpedYJSlv6llwYOxm62YsMa+DcTnRHNvYvuJaMwg86+nfjIxxGVBDbJm3hjW0Ml6/rEsr0z0SmJSzqDIuAJmnhlNpOtL0hCOSUjkakKqcNW3nyqHJSaO3cu/v7+dOvWDRsbG/R6Pd27d8fX15eff27wA6gLorR3Y2r9pjCMBv5OjqPjjx358ciPfLznY9r90I5n1j2DyWy6/o78RoiflhLmxkIIe4nfVt/F+czzBDkH8XXf52FlEyF/XuaPNmENb/d7GxB+R0XW9M8oTEJXkolZBo1b2ypv3iJwAPlmUCPXeDAYmRJJc4sSQu8JOpfKb6wEpdzVYDRkcSnnUpWPX2IqYU3UmtIyoXj0vmIdldKRSUrcXeX91ykn3gNjrvCS6vo9iyIXcTrtNK42rnwy6BMkSaKJaxNe6PkCOwuVbRqCUg3UQxJyE3AxJAKgaveeMOq38QCgg08H+gf3xySbOFFQIDZoCErVa0qU9KIix2oMJC+jTcg9nDTqUEtwPOyjGu/vP4NFKdX4YUASRtWFDar7WwJzifh/gajmrLbBKNkiu7QHSSMmMwuq3v+pDp/t+QyPfGH/UOLYggFDlmHuOIvfnO4EwMmQQExaZO0cvFz6XosqVN4rRetIoVqk6MTFb7Viwxr4tyLLMtPXTcdgMjCw8UD2jZ6Ft5wLQIgWPtj1AVtjGs6l+kByXjKZl1Zf+cHVinqoNEJpD+DUAqNkX7uNq2dUOSjl6enJ2rVrOX36NIsXL2bRokWcOnWKtWvX4uVVx1U2/qOYJBvMrWbC6Gh2NHqGByN2ICExvvV4xrQYA8Dsg7OZ+M9Eik3F196R7yCRDpYbBTlREP4ynPqMx4q20lUPv435DafIt0UaCkBhAkS+z31t78PP0Y+Mwgy2xVhx9ilTpLqdLYFmnh2qvHm3gO5EKQKpoqwT1W5GekE6yfnJDLBTFrhXsbqd1gm0LkD1faV2XdxFVlEWA+yVXGOvPles4+UjlGGm3CgMxqv7gt10ZBksHg9t38UkqXl357sAvNDzhQq50o90fIR9hWCUEZ28/It13txaI/IjODZTqMUsxK+GM183mLrfQvwWNpdQxc/XP+BKZfCktsLwem9mgliQ3xCUqq9kFGbgUyKCH47efWu8P0mSSHLpId7H1XP1an3Act+zKKXcOpYWCSGjoUjALUH+RZBNoLYpU7qB+N1FmVisA1+p6IxoPt31LpOU7oTW53ZQqVG1fJ5Jw/8hQ9ailuDj1fdjLv8MtgYlOVCcAYj0vVD3Klg9lEfxCi3OiqSwpPAGK/9LyTkL24bDnolw8jOorYJK/wJWnFnBuuh16NQ6vh/xPdoLZZ5pHexFIOPVLa82pPHVA745+A3d9EIkIrd4HuyDwX8UOLe6+gZKCp/s1r2OWlh/qHJQykJoaCijR4/mzjvvJDS0mjfhBmpEohHG7PkNI/De7e+x4N4FLB2/lL/v+RutSsvik4uZtHTStRVTWifwvE283zYYzgrzcq0Ea4NduK3wKMQtF1LC2zcCEmQcQV0Yz53NxezT8tPLrfeFMsMACDNUzeTcgr+jP5fMIt8tIX5HtZthqbw3xkkxOfcdVvWdlPeVSqq6r9TKMyu5zxFaa00icGj5P5XD308MpILVRnZcqP73rVXyzwnjcpUO3LuxMHJhqUrq6e5PV1i1qVtTAt1bEmaJr6UfqPv21gaZ4aLaZeQHcOp/YpmpGPZMgCPTIbXBQ+JWQJZlNh//CRsVGCVd6TVenpGhI5GQ2JUeLxZY/FYaqHfsj9tPB+UWb+fVyyr7DG7zLADtzMmkV0Mh+5/g2Buwogks0MHRF8rSvxyalk0ANVSuvDUo/d81EQV0ymOpCJ22r9ab8f3u9zjgX8w9isMBAWNKP1Op1Nh49gRAyjrG0lNLrXtwJXUv1QjODn446h2rtRsbV9HnbawxcTD+oLVad3PJOw9bBkD4q1CSd/V1MsPh4hIRpI6YKby/LiyA8JdEIaYGrkCWZd7Z8Q4AM3rOoJmzP1xcVPq5i5yPp86Og/EHrTtGK4fBaGD12dVsi9lGWkFarRzj30CxqZg5R3+kl8WKJfBeGH0e+q289kauSjVO74F10ML6RZWDUo888sh1Xw3UHa9ueZXMokw6+3bm5T4vly6f0GYCKyeuLA1MTV019dqzQx0+Fobnivz4l2xINGvxMGfB0efEOqFPC1WVp5JCFre8NCi18uxK6808KabA4dUMSkmShME2EICcGph/R6ZG4qSCrjpFZeZfjapMDsGAopRKqbpSKixmHV9bLE7avAW23lesY0nfa6oVZof1EckScHHvikml490dV1dJWRgZOpJoix1YQVwdtbKWiS5nfHzsNRGEyjwKRsWvLG55xfVL8mBdZ9h5d501sYEbsz9uP3aFQr0nObe4chAGeDt4082/GzGWc7ghfa/ecuDiHtpYUrRdO1hln00a30W8WYedCg4fbUjhu4LibIh8XygIZaOYCLNUj3VoCm4NQalbigsLxE+nspQ1WZY5kniEDTkihTnx/EK2x24XH5oMcH6+VauSZhZmor74Ny10UKx1hb7/iP5qOSxB5456+GTPJ9ZVj1hMzqvrJ6UgKRWem2mFUv5fwdEXIHkbnPwY1rQUGRnlkc2wYxTsHgunPoNLy8RyP6XPfX5u3bb3FmHvpb2EJ4Vjo7HhhV4vQMyvQrFnHww6NwDe6nQ/AG9uf9Pqaqk9O5/k2Tn+jPp7FAN+G4D3/7yZtnYaOYYcqx7n38CyU8twKk7FSwOySg9una70kbqcDp/C4H3IgWPrppH1iCoHpTIzMyu8UlJS2Lp1K0uXLiUrK6sWmtjA1UjKS+Kv48IQ9Nvh36JRaSp8PjRkKAvuXYBaUjMvfB7Prn/26jcm9y5k37GPpSY/5ufABwU+0G+VkBa69xBGvm3fFutaZp8uLWWATTEDHe1Iykuy2qyOMeMIAMcM0NKzZbX2YeMqJOOqvHM3WPPaRKZEcocdaJDBMVTMAlYVu+orpZLzkhkrn8VNDUbndtDqpauv6CDMlL00sCt6bdXbWAeo0pTOlWdfFpxYwJn0M7jZul2hkrIwKnQUSYpi21yQUEettDIJGyBNuSZK8iDmD/HetaNIdTj6fEXPrLjlFVP4Lv0jglZxy0RQI+OImGk01dMUzf8If5/4m5ZKEEPtfO3KoKObj+a8JShVlCS8+hqodyQn78JWBcWSvnr3+KshSSQ6C4WIyTLAaqCMbMXTx9ZXpHdZCpLoPUDnXKaUqkOD7AaqSfI2OD9PvG/xAkXGIn448gPTz0yn57yePHrgdwC8DHHc+fvtPLbqMYzH34X9kyHiTas1Y174PJqqxXmkDf0/CLzKZI5bJwC62EgcTjjMlpgtVju+RSlVbT8pC8okY6juXxKUSj+sTLhJQlVcECcsQkpy4PAzELcKsiLKJh/DXxaBas++ojq4pBL9pMurczbAN4dEkan7296Pm84OTnwgPmg5o/Q8ejikN3ZaO06knGB/3H6rHXtjxM/0jvueb53T6ejoQRPXJphlM98e+pY237XhREr1rVP+dWQcpdexyWxXLKIk9y6g1t94O40tePS46sTnv50qf+Nly5ZVeK1evZrz588zYcIEevToURttbOAqzDk6hxJzCT0DetI94Op5p3e3vJt5d4pOw9cHv+bRlY+Sa8itsE5EcgQ9fh/GPecTeDrTgX/uW4tv4BAhLRyyTxj56pQqeIFKUCplB9qdo1njY8BZBStOW8E/oyQPtRJIyrQJwk5rd4MNro6Pr0hpczOmV7spkamRDLMc3q8aKimoUIEvKiOKgpKCSm+6LXYbA5Xja9q/J9L3robOGbMyK3Kb+RzZuyeVqW/qCRallMmj9zW9pMrTM7An2ZJwd09Nv0EVyfpI/iXYMRy2DhSqgIsLhcm7Qwj0XyceMukHIeb3sm3yzkHaXri4WAlilfsscQPse0jMNFpmpRuoHjUwUDaajSyKXFQalLqmFwAisJpphmyLgFRRoTagkHce8577Sz0EbwayLCMpxy9ybG7Vzl+jFlMAaGpKIi7nX6L2tBaWoJRzW2hSpqw/bTDy2KrHSNH5CoNsQ1qZgXYD9Q+zEQ4+AYCp6WN8H3uMkNkhTN8wnUtFl7DT2tGh8QjSVC6oJehjAz8d/YmEyC/E9lYqZGIZDLdQukiS0zUmM107AtBOr0IDfLz7Y6scHyhTSpXUTCllCSY00woljPFW9lOypOIBNH5A9H2QxETb9hFwdjYcmAyXll+5beg0YfTso6jdzs+vo0bfGiTmJrLk5BLa6OBDl0JxHRbGg10gNJ1Seh7Z559nW1NPXnOFuWHWUZzFZsWybIeoMqyS4MCgZzg3/RybH9hMU9emXMq5RN95fdl5oaFQEWkHMG3uT6BUiL9FM+LV76Y26VbAKj0xlUrFc889xxdffGGN3TVwA0rMJcw5KlKCLGXIr8UD7R/g+xHfA2JGqdV3rZi2dhpvbnuTEX+NoP0P7TmddpoApwB2Td5FR9+O196ZQ+PShzuAHhO9bWDDuQ01/1JZx5GQSTCCbzVMzi2EBouKgn4qI6nV9PSITI1kSGlQqhp+UlAalArRazDLZiJTKl/15dC5tWWDX88rDc7Lo3IU5UK/8gTni3/CxX+q1dzaQG/OQMo/B0gsSU3gbPpZoZLqdnWVFIBGpcHDXaRu5ufegn48meFCkm7ME6XNz3wlloc8JlIwLTni2cpsksWXaHN/2D1OBLOSy1VMOTO7bCCXc6YuvsG/k6IUWNseNt9WLQXG9tjtJOcn09ZG6V1ca/CDSD0Ocg5qSOG7jLziPF7a9BKrFndAdeEvEtd2Z+OpxTelLYl5iTSWRaqBreI3Yy28Go0EoLkOVhybZ9V93/JYCpC4tCHerR8lyqV4OCeLn47+RKefe5Fnr5TAtpidm4rhRpWEG6hb0g9C7lkMKjs6HljPk2ufJD43ngDHAKb4T+HC0xdYfd9qPBrfA8C3XcbS2d6ORpKiGs0+YZUJtD0X93A+8zwt9Uo6jPM17ssOTUDrhBYT33jBoQtbuJBhJQWOMukQa4TmHjULSslIuKnB1pRXLS/SesP5uWJCTdJA27fE/yVogvgsVakWbUgXKXvAOcfOmIF0yYG9srfI6rAErWN+bVBNlmN++HyMZiO/BjjhFfeX+PsAtJkpVDhKUIqz39DNdIE33WBJ5N/kFV/D06sKTF01lW7asgl27cUFIMsMbDKQg1MP0juwN1lFWQz+fTD/nKw/Y5E6pzAJtg9HbcxlVyF8LHWFzrOh1cs33vY/jtWmB8+dO4fReAtH9m8hdmftJqUgBX9Hf+5ueWPfmSe6PMG2h7YR7BJMXE4c3x76lvd2vsfaqLVISIxtNZYDUw7QwafDjQ/e83fhQxVwFwC32cKx5GNXKLCqTFY4UH0/KQtOziHkyipUEpyKrbrPUlpBGnJRCoFakJHAo5oGuEqwobFWXGJVqcBXkLgJgBybRqB3u/7KSgpfKYbUyrexlnEznwVAdmnLG7uFwfeMnjNuaATq6yECn6qiW7AseM7Jsvfhr0DWcdA6Q8hUsSyoXAlYjT20fk28l5V7Z/pBQAYbxUMs51TZ+rmX+TE0UHmSNosqorlnoTCxypv/ffxvAFrpbjD4QXjbDWoyqCwolR/zn68iFJUeRY+fezBn/2fcoRXPCl/JQOKOcfwR8Uedt+do4tFSk3Otexfr7lzvTpZWGAKeOvurdfd9q6ME2A32IQz75yFWK3GJ0MZ30sKjBfG58SxMVIIFCeugIAFWhcCGLmWpfg3cdHJiRTB5WXYBxzMv4uPgw9fDvubU/51ipOdInG0Udb2iDAguvsC3bcuZ9spmkZZeQxZGLsRVBV5qJWjheI2gkKSCdu8B8LgzZDeFoPUh8LdamO7XwCpAVibPYmqqlNLYIjk0BqDVrZzClxkOh6eJ9+3eLUuNbvMmoDw/LZUZTSLAMSjiCF0uQsfzefT+tT+TV0zG6Dcc1LZQcKlhQk5BlmV+PfYrbirooFbGXF63iYBf44fF75aglFIRUq8CP/JZHFmzCaCD8QfZfH4zt9uWW5gdKVIwATdbNzY9sIm7WtyFwWRg7OKxfHvw2xod85ZEluHQk1CcwfESDUPjoWXH16H506K4WAPXpcpBqeeff77C67nnnmPChAmMHz+e8ePH10YbG7gMb503gxoPYlq3aWjV10jtuoz+wf058X8nWDJ2Cc90f4bHOj3GxwM/JvLJSBaNXYSfo1/lDu7SWkR7FX+pOxz1mGUzB+JrWCmthibnpUgSqWpXABLjt1d588iUSNoqKiXJoSloHa6/wbVQglLuUjE6qfJBqYvZF2lqSgLAxrcSlRcUpZQFkyGjau2sRezNYvAfI9sTlRGFu60707pNu+F2jf2EcsHBVPOZnTonu1xQqkQxfWz+LOhcxPvAMaISIYiAZ9AE0aloOhV6/UVpp63t26BzrbhvS+n0BqpOUjkPkfKBvkpgMBr459Q/BGvAlhIx++sQct1tBjUtF5Q68xUscoCYW6SSUF6MKMt9zjqS/wtZF+g7ry+RqZFMdXfGVgUlek/MSDzkBL9ufoyYzLpVkx2JP1walLKWyXl5bLzFYNy94Bxn0hoGVKUoCtHF8Sc5nnKct/I9yWr+It0G/MbBKQfp06gPv2YpF875ebB9mBiUZoaL9OYGbjoXsy9y7qRQ3+8tsed/g/7HuennmNZtGnrNZX4plnSVjCN0KxL/+wJLWnN6zbxIjWYji08upoVFVW4XcP3+WvPp0H89+RqXsmWyWUwaJK6rXiNkM7IyWXTRrKORc6Pq7ceC4lXYSkf9rah8A4r2PgSmIi7at2GluiUp+UohA+cW0OsP5E5fcKzFh5iUOOLZYrBxacmYnu8yoPVDqCU1vx77lUkrpmB2V6xJUhvSwUAEhs6kn2GMkxYVMri0gzt2QO+/Qa1cCJagVDna62FBZM3sHz7Z8wlBGgjWIvpAvkPFBxa7iRPvYxv+AkvuWcgTnZ9ARmbaumnM3DrTesWwbgUuLYG4ZZglNZMSjNjbejK8WTVtYP6DVDkoFRYWVuEVESEG27NmzeLLL7+0dvsauAqtHFqxZuIaXu5dNSmgvc6ee1rdw5dDv+THUT/ycp+Xq20ojpfwbmqvLcZWEjLqmiBnCf+gCAO09ry2iXBlKLYX6qGijLAqbxuZGklbS7/KMptTHfQeQgmD6GAcS66cFHtbzDb6KKVDdT4DbrxB4N3Ido1IM4lgRmJ65dMEaxs7WSidVsWLzuiMXjdWSQE09xcdWTeVmfis2FprX61gCUpZAkpaZ2jxbNnnOhfwEymmeA8QMyd37IDucyB4IvT8TaT6NXkYfO4Q61n8bnKjG2Ts1UGWhVLKQnbVglIbzm0g25DNvW7K7L97t7IO4DUY0HhAmdl5bhSYDRC/qkrHvSkUxMOWgWKQdvipGlfAzDHkMPLvkSTnJ9POux0fNBbBPG2rlyF4EgBjbAp5aPlDVq8QdD1ik/bhpQEzUulA0JrYeN8GQHcbkW7RACJdR1G/vntsCQDP9f8El86fgtYJR70jS8YuIUYXwI/ZyjZZ5SZzTn5adv+L/hlOf3Xl/dCQAXsfhKgfa/nL/Dcxmo1MWjCCdhpRdOOlezbzQq8Xru0Bat9IXF+yCSk/BhkV3yr/W0Py7hq1ZUfsDlLyU+hsL/pZ10upLsVvCMUjo3E9r8H9HGT43yuWZ1Wz31SYgMpcRIkMOqdQ1Cp19fZjQfEqbK2DLee3UGwqrtn+6pDMwkzeXnoXNtkRFMvQ7fgJ7lw4Bu//eRMyO4Sxi8cy7tBymm/6jg6/j2KtopLMcu3OsSeO8Ua/N5h/13wWj12MVqVlYeRCtucrabtW8iC71fn1mFDePubtIxYoGSsVuEpQqp0OtsZsJasoq1rHPZN2hmWnlnG75TJ37yr6qSCCMPmXIOINiPoedcoWvhvxHe/0fweAD3Z9wKDfB9X5xNNNQZbhxPsA/EMzIoqFGX1lxSMNVCMotW3btgqvLVu2sGDBAh577DE0Gs2Nd9CA1ZBuVFayNrEPBrsANMj0sIE9l2oQlJJlZMVr4oxRXbO8fMDBQ6Rj2BZcqPJAJzIlknaW8aZLu+o3QpJKjRrvcRDpIqZK+GLsidlEZyUodSM/KQBcOyDddYGNNuI7p2ScvMEGdYe9LBRfx/JzCXYJvqH/Wel2jkEYZWGkeOzi5htvUF+QzWUqnC7fgF0j6PhZmUrKQtfvodMX0PzKv8dpxy58UNSIYQvG8GWiGMDJTaeIwJQxr6x8egOVxpRzFgouli3Iqdo18vcJkbr3gKdIycJ3yA238bDzQHV5Rbfcs1U6bp1jLIRtQ0uNezEVQcRbNdrl9HXTOZFyAh8HHzaMnIUu8whIagi+H1WwKFl9ryPsvbjLqhWCboQpXaQOFdoFiUo31kaZ4e9mA3PDf7mlBpe1hpK6l6d1JyonCT9HP+5re1+FVbwdvFk2fhkzM3RctAR127whJniyjgmfmpSdcHAqHH0W0g+VbWzIgK13QOzvInW6DoKcxaZi/j7+N2MWjmH6uukcSah5Slp95tuD3+KVdwK1BCUOzQjwrURxowGboO274NYZWr1MlF4EpouSaxZoWBi5EIAR3sp91qlyle9c7dzpFzKCDDPsyFEiIxaPx6qiqKRiSiCkJpX3LDiJoFQHWy25xbk1nuytdY6/B9uGkp0Xz6DfB+GZJIoe7TZ70CPkztIJ5nOZ51hycgmLTy4mKiMKnVrHZvcxZDd5nG5DVlUYtI9pOYZf7xLBlw/OKCmMKTv+8xNyRcYiFp34Gw81dEKx6Qi488oVdc5g4yXeK/YjvRztMZqNrIuqniLw+8Pf01gr86K3Mtnq1V/0g9S2oiDF8bfLVj4/H0mSeLPfm8y7cx52Wju2xmylyewmdPqxE8P+HMbIv0Zy54I7eXrt06w+uxqD8V9SWTozDLIikFV6pp0XmQ2TO06+yY26tahyUGrAgAFkZWVdsTwnJ4cBAyqh7Gjg34EkidKtQF9b2B+3v1JBl6tSGI/KmEuJDLJjKLobqBBuhLevUNo0VhcTk1W16HxESgTtStM6ahCUAmgk0lknOkrkFudyKu36Cg1ZlsmK34hWgiKtR5kJdiVo6S8CWHl5F+uNVFZnEj4N50vgiyFfYKut5OBPUpGrElMy5+JrNptaJ5iNYnCUf0GYt6q00Ggs3HWhzEuqPLbeQj1VbjC85+Ie7lxwJy2/bcnMbTNZH72e507upEUsjDufjGwXKFZs8JWqNGbZzPzw+bzxdy/ld+WDKiil8ovzWXlmJWqglZJWW5mgFIBb4AjiSuC8yl0syI2q3x3r42+KwZmNN/QSgThi5peZU1eRPRf3lM7sLhm7BJ9YUZyDgDFg6wM+A0Dvjpca+tvCD0d+sMKXuDHJeckEmEV1Vp17t9o5iGt7ZJUODzU4Fqey/PTy2jnOrYRyHh0tEAOQZ7o/c2W6F9DFrwuzRv5E/zi4KwF+KWkETZVZ+YNTS6u+ARCtnDOyDDvvFIMCgJKsWvdXzC7KpsucLty39D6Wn17O1we/pstPXXh+w/P15hlsFUxFsHcS2eFv8sa2NxisqCW0/iMqt72tL7R9A4YeRurwIb3aPY1ZBmdTJuaCqvv7AZSYSvjnlDBS7uxgUUpVPig0rvU4AJYknBYLsquplFKex1E19ZOy4CKCOG31QnG1NmptzfdZW5hNoipw4ga+WnI7p5KO8ICTmCgfMOhvlk9YzoknT5DxUgbr7l/HF0O+4OthX7N03FLSXkzjq3uW4tzjB7DxvGLXE9tOZGqnqewrQhRDKIj7b1fjjPwQ1RI30gKzSG0CGnORqLZXrvBUBTp+DqFPQ3uh2mmvF0P95WeWV/nQxaZi0qPmciYIWpEpJpUC7waNXVlf6Hy5VP+45VCcCcDDHR4m7PEwBjYeiIREWFIY66PXsyZqDSvPrOSbQ9/w3JJRdPuhbf0PwFaGc78AEGXXmhSjkY4+HWnnXcNx5H+MKgeltm/fTnHxlbN+RUVF7Np1ixrzNVA9vESKwiQnFSUluRxPOV69/SjS6ahiaO5Vg5Q5Ba0STGqhg4Nxlfe6MstmjieF07q07HsN2xIwCtR2NNXKdNLDvkv7rrv6ucxzuJaIjrTWo6sI/FWS1gEiQGgvGzgUf+jaK8qykgZWu53mwuI87GSh6gn0u407m19lRuc6mHQeACSkHrV626xO1A+woRvsEpWGcAwFlRazbOav438x8q+RNP6qMb6zfOn0YydG/jWSx1Y9xlvb3mLGxhl0ntOZPvP6sPLMSiQkhjcbzldDv2Ja12nEmvUsObOCiHyl4kmDr1SlMJlNPLjsQSavmEwHSfisrVEmxQvSK69mWHlmJQUlBdzt6YfGlAc6N3CrnDF275BRNIqFgQk65FKlWz0170/ZCac/F++7/wzBEyDwHnGfCH+lyrszmU1MWyf84x7t+Ci9HR0VTyBJVGMCEbwNFOkz4x1h4YmFpBekW+PbXJewpLDaMzm3oNYjKQOGHjbww+G6CbjVa5RUvH25edhqbHm88+PXXPXB9g9yb7cXWZEPU1c/xp/mIJGeVRAn1KhqRU58YYEYAF1aIqp6aRxArwSBc2pPmWiWzUxaNonjKcdxt3XntT6vMb61mIT6Yv8XPLT8oepP0tU3Li6G2D9xOPk+DqZc7nVSMiIqGZy/nLEdHuVMiRh6nDg9v1r72BKzhYzCDLzsvfAwKveMKgSlhoUMQy2pWZWiTFoWJpQOpKuEco5FFVspKKV8ByeK8FDD2uh6HJTKiy41Km9hiOJhN1ucVDLYNxbWBAqutq4MDRnKsz2eZVq3aYxpOaZSNg5fDv2SANdmHCpSFvxXU/gKk+D4u+jMhWXL1LbQ8sVrjxEa3w9dZgt1IuBszsVNJYKcRcaiq29zDTadXsKnzrloJDB73Q537ATLc/Py9EG7QDAXi/syQFEqoepiNj+4mcQXEll470Lm3zmfX0b/wo8jf+SLDqOICoan1FH0ndeXv47/VaW21SuMhRAr2v9VqjChf7jDwzexQbcmlQ5KRURElPpHnTx5svT3iIgIwsLC+OWXX/D396+1hjZQDwkaDzY+NNOaec+9Br5SinQ6srjmflIAODbFhApHFZy5tLXSm8VmxeIt52GrAlltV1Y1pLpo7MFflAef6gwHLu297urbYrYRqKiY1Q7BVTqUzs4XAHc1pTOIVyX6B1jVDKLnVGn/VUGWZd5ePxWdBMUyfDL6jyqnmuochEosJ/ts/e/cWwxbLbP0zq2IyYyhx889uH/p/ayJWkNsVixJeUmEJYWxJmoNPx39iXd3vsusfbM4mngUvVrP1E5TOfXUKdbct4bp3afz9fCvWTFhBXq1nr1Zyqx/bkNQ6kaYDenELvKhR9KfNNWpudtRzDqnBIjKh3amXLaeXlKpfVmUPk8GKFUufe6ASvqG9A3qi63WjtjcRIr1igdEfVO6mY1wdAZsGSACUI0fBP+RlJhKKGn7jjA0TVgDyduqtNtfjvzAncXhDHZy4KOBH5XJ+xuNBZdyhSyCxEB+rJOaYpOhTvyXjiQcoX0tmpyXoqRO9LGFbbHbbjgpYUGWZf6M+JO237elzXdtGLfoXi5k3+Iqgfi1pbPIBw0wuvnosgpt1+CTOz7h6W5PIyMzae2zfGY7AtmSUt/5a+H5aCqEU7Pg2OtiecsZ4CoGYuTWnsH8J7s/YfXZ1dhobNgwaQMfDPyABfcu4Pcxv6NRafgj4g9e2PhCrR2/TlGMjNXIzPUGN8ko0oN8KlGI5SrY6+zJtRPP9/PVqJAMZal797W4EylPVL+7XkXUy3G1daVPoz7kmiHXYnxeHV+pckqpFtZI39PYC2sMoLVO4mTqSWLrq6+mUpwIYKgdfOyvVAxu9niZD2YNsNPa8fWwr9mpxGIylYqP9VptXBuc+QrMBvYVgn+sltSRl2B8gajmdiO0TiJICAx09SCvOI+tMZUfEwEQMRNfDaSoXVHdvg48y1Uk9x9Z9r927QAtnhPvT38p/Ck3dIV1HSAzAm8Hb8a1HsdDHR7ikY6P8Fjnx3g2QKTyjnO2QUbm0ZWPcjTxFpiIvpzYv2FNSyjJotjGl+/jotCqtFekpzdwYyp95+jQoQMdO3ZEkiQGDBhAhw4dSl+dO3fm/fff580336zNtjZQ39C5ill14HkXSLu0pnr7UaTTkcVYR+qo0pKnEw/I9OTKB8rCk8JLTc4llzaVHnxel6AJADzhDO/m/Qlp1644szV2K4EWWza7KlZx0YnZYTeVCEpd00vrwiLxs4qDzKrw4a4POXJOBMZKbPzwcwqs8j4cnMXDykU2cD7zvFXbZ3UKKg4Ys/X+3P7r7RxKOISDzoG3+73Nzod3cuSxI6yeuJqfRv3EO/3f4fHOj/Nklyf59a5fufDsBeaMmnOFn9qQkCH8cfcfRCn+KilJ1w9sVoWkvCR+PPwj3xz8hjVn1/xrUk42bnmIpuY0prlAeDNPNJjAeyCPDPuTdEmkeny35ekb+hjE5cSx7dwG3nKD2woVdVUV1AE2GhsGNhYDt3hZyXmpb0GpqB/g9CyQTRAwBrnzbGYfmI3rJ67ovmrD/DwhG5XDXqq0ujK9IJ3D+1/mbXdY4WvGM30nxC0TnVeLSsqCZ19Q2+AimWiiLfPvqk1OJh6kmcXCxLV97R3IS6RUj3ARPhzPb3z+hh6HecV53LPoHiYtm8SJlBOMMUXya/E/vLJoIDnGnNpra22SfQp23wuykaWFtizLg4ltJt5wM0mS+GroV7zU6yUAXtr9Px4qbIlhaBiETIFm/ydWjPxAXFd6T2jxPDiFiuW1pJTKKMzgo90fAfDt8G/p7Ne59LNJ7Sbx193KbPmBr/j+0Pe10oY6oyABkssqlw5VMuUIniSUjtXE2UtU2DVkhlfZ99NgNLDs1DIAnnExiXuXfWOw8anSfkaFjgLgVInSz6uGr5QpRwQ+rRaUgtLCC6MUr6z6mvqbmVDWh3RSg2NhrAiqWQywrcCQkCHkeAo7DqfENZC6Dzb3g3WdRFrpv5Ejz8O6zqIwREkORIl7yMeZMLDlBDydAqq2PyVzZKyf6FtW5XzKSI9gmFmoCfPafQrqy9Kt9e5lFTYD7hYFemx9hX/mmjYi5VI2QcxvVz9AuvCRdKGIR5rdTpGxiDELx5BXfAtV3i6Ig32TxHfVu/ObtjsyMDJ0JB52Hje7dbcclQ5KxcTEcO7cOWRZ5uDBg8TExJS+4uPjycnJ4ZFHHqnNtjZQH/EfQYJrX1QSNMqunlGtOatMKdXBp4NVmqVxFbPxqpwzlb7BhSeFW8fkvDwBd5Hf/AUyTOCnKsFw9turribLslBKlQalqhjI0bsBonNwKfM8G89tvHIdU1HpQ6C2FDdzjsxh5raZNFH6q7Yu1VO+qWz9APDRVL5y4U0jL7bCr28eXcCF7As0c2vGqadO8Vb/t+gb1JdOvp0YETqCKZ2m8Ga/N/lh5A98O+JbHmz/IN4O3tfc/b2t7qVxoKjEl5y0m1xDbtXbePEfYWKtGKUvO7WMNt+14Yk1T/D0uqcZ+fdIevzcg4PxNSvTfbNZF7UOl8Sy4LhDseID1eEjJEnCxUsY87oUJ/H94esPGH879huvu8Hb7qAyFYBnb2g0rkrtsZQCDs9X7kH1zez8ohKkbvsu5r5LGLv8UZ5Z/wz5JSLX8eXkAvLMIGUcJid+U6V2+frW1+moFtvbmAtg91jxQdOppdWlSlFpSu+1XfRwJPEIcTk1q/h3I4rTDqCSwKDzKDOErQ08egMQIGfhp7djf9z+6wbdUvNTGfDrAJadXoZWpeWd/u/wsn8gtioYLF3kg/Mf1H/V6NWIWwamQrIc2zI+rhBnGxeGhgyt1KaSJPHJoE/4adRPaFQafj+xkNuXPSnSPJtOhVYvlwUjOnwMWkeRPg21ppT6cv+X5Bbn0s673VXTM8a2HssHAz4A4Ol1T7MhekOttKNOuPAXyGbOmvQYy8eOGj9Uo902DhoGQCMKqqyM2Bi9AUdTNre5eBIUr6QJtf+wSnYHAKOai6DUrmwlba+qvlJmU6lKK0/nU6mUtEqh3CNHubqgAuaGza3TyqSVwWA0cDJK3MsK5HLDyCaPlFUethJTB89jaZ6EWpIxb+4LqbuEKr0WJ1ZvGqYiiPoWMo/Cubkio6Ekm5MGWJVPpYsFVcBFTLz0sReDmxVnVlT6OXLw+PeoJDhjsqFJyylXX6nLd6IYRcvnxf++5x+AJHz9LFz4GxI3woomZRPjpmLIKLv2v+4yng98XZmmvch3B7+p6re8eSRuEhN2rh0wjIjmlVPCxqghda96VDooFRQURHBwMGazmS5duhAUFFT68vX1Ra22gqqkgVsS+8ZCDdRSziS7KPsGa5cjYT3ErUBWOgMXZAeCnCtv7n097Nw6AdBMa2bXhcp5nYUnhdPGMhHg3Oa661YaScK+8/94J18MfgrSru5nE5YURnJ+Mo20SsfKvopBKa0LILZ1U8Nnez+7cp30g2WzS3nRVpdB/3TkJx5fLXxCJjUWEl9ZkaJXGWWg4auGiOSIG6x8EzEboTBevG8ymTiND7+lJBHoFMiWB7cQUNVZrWvwyG1iZr6RqoQ3ts6s+g5OvCMqV52fz4ITC7h70d2kF6bT2rM197S8BwedA4cSDtFnbh9+P/a7VdpcpxTEkXfsHb5aM4EetmBGKqteGXiPKGEMqF2ET9zTLpAf9hpZeQmo5UJUJ94Ws7AKsizzW/hcplgyjDp9DnfsAq1DlZplCUrtzFS8pOqTUqowWfjwADR5iPnh8/nn1D/o1Dq+GfYNyTOSeXPwN2wuFM/2vzZNJqMw47q7PJJwhDlH5tCrQk0DGbTO0O69q2+k+F6M8hSB6NVnq5fSUxnSC9JpbhL/C0kp1FFr2HqDQwgSMrM63s1DjjBr/dSrVhk8mniU7j9351DCIdxt3dk1eRdv9noehyIRoBvtIHG24AyLTi2q3TbXBtmi2uU2gw1G4J6W91zV4Px6TOk0hfX3r8dZ78y+uH0M+n0QmYZcEYgaEw93J0NTZVLUSVGb1oJSKrMwk68OfAXAm7e9ieoaaUqv9nmVh9o/hEk2MW7JOCJTqmmkfbOJFYGHWWkGNhZa0nQ61rgIjE5RKLbUwXJF9VRZ4o5/zKXGsMMzFclUAB49S9OAq0KoeyjN3JoRUaQoQKta0KHgEiq5BIMZnNys1F+E0rTf0LwjHGkkcSntOIcTDltv/zVElmWmrZ1GE4Ry0xhiKTwgXbWicE1p7NqYQ97jKDKDSi4XTEmoXiW5ek3GUeHJBHDuJ8ynhM/jZ1nwZNenKqgyK41SBdwn5ygeeidS8lMqXek27pIIqBudrpMa69wC2r0rVHIgCpi0e1e87/iZGJsUJsDOu0Rl3yhlYj7rGJjL1Op2FxfwmkMmL7rClsMfVW/y9WaQpAgA/EayNGod6YXp+Dv6l/b9GqgalQpKrVy5kpKSktL313vVNt999x2NGzfGxsaGzp07N5ir1wOcA8SsVycbOBpXyXS54kzYORp23oXaVECxDA4eHarsPXQtJMVfoJ8tHI2uXKcnPCmcVqVKKSt4W5XDzkMYA+rzz101GLTyjLh2Ai1BqaoqpVTq0hkqT7WKLTFbrpyBTN5e9r4kB/JjYXUr2Fbzm+ecI3N4bLWQbb/W9Qn6eyjBRSWfvcrYiqBUvVdKFcQJebJKR1TIyzQ5k06WWaR1BDpXPW3xWti7tsGMCmc1LAv7umqd1OLs0g53fsKm0sDhE52f4OjjR1kybgnRT0dzd8u7KTGX8ODyB3lj6xu3VjrfiQ9wiHyb9V5KipP3QOi/Brr+UJpiDIB7dwDa6+F150Litwylg+E71Kc+FCXmFTaf30wzwzn8NGDWe0Czp6o8Ew/QyLkRbbzacLZYuebrQ1BKloUpZ/xKQAa3LqRJdry46UUAPhzwIU91ewovey+e6vYUXToLv57W5kQG/z74mspTs2zm6XVP46iSS9OgCVLStDp8dNUqS0BpUKq3vYhkrTizwipf82qEJYXRX8mk1PkNqrXjlOIp1FLjC7Yw3wf+8CxgyB+DmX1gNvE58URnRPPK5lfo9UsvYrJiaOzSmN2P7KZ7QHfRaUecNz5qma56+Gj3R7eeWkqpdrkiSQSJLJXPqsrAJgPZ88gePO08CUsKY/Afg0krSBNpoeUVbxalVF60mDSwInPD5pJjyKG1Z2vGtBxT8UOzUTwPEAqvH29/nWFBvcgx5DDirxEk59XTIgfXwlRcak6/tgDCPUYJs/lrBZergmMoZiRc1LDr7OJKb1ZYUkj73HLFa1R66PxVte7NIAzPIy11m7KPg7mk8hsr9/JzJdDco9UNVq4CAXdCpy9A60IHvczDTvDz0Z9vvF0d8fHuj1kV8TO+GpCRcOr4gVDOdfgEHJvWyjEf7/cxMzNUxBshwfdusfDfGJRKK2fPkBuFqiiReCPsIkB4M1YHj55g441Uks0LTcU4pDIpfAm5CdgViNQ9v4DBVTtmm5kwNkd4/DVSCgCZFHOwtANicjxNCYyplRmslO2lm/dU5/DNraCWks2QtFm89x3MnKPCq3dKpyloVJrrbNjAtahUUOquu+4iMzOz9P21XmPGjLnBnmrGwoULefbZZ3n99dcJCwujb9++DBs2jIsXL9bqcRu4AfbBZGKDToK42OWV2ybtQIUOwJliaON9jfKm1cG9KzISbfTwUsZPEHf9gGl6QTpJOZcIsdgkXG9moBq0aDwakwx2ctFVK3CtPLMSDzXoMQMS2FajaIBOpPCNayZSvV7f+nrFwELKjorrn/9VVDJKXAc51R8s/3j4x9JAx8HWLXk/ew6qBKF2kB2qG5QSxu0+9V0pZSlTbNeIFze/TIm5hGEhwxgZOtK6x1HboHIT10dPvczjqx/HWNkBV/pBLIPb4uTt5Bhy6B3Ym68HvoUu5ldI3Ii3Ts/isYt5pbeotPb+rve575/7qlyp5WZxuXecqvEDwuSz2eOgcyn7IGgc9F/HSf8HKJGhQ/FpAkzKxEZWBJhNyLLMuzvf5VEny74eBLWO6jKi2YhST7ArKl8WpUDcqro1b90/GZa4wPF3xO+Bd/PmtjfJKMygrVdbpnefXmH1gNCHAehpA2eTjzDxn4lXPfeWHfyUzrn7GOZoIzoW9o2h158wOqbM/+dqKEGpQJMw898as7XWZknD4w/QSynchlf/WjlGBRS1nlSYCAhlSEdVLs+sf4aALwJo9nUzPtnzCQaTgZGhIzny2JEyb5qMiqraex21nE4/ff1CFvUN2SyeMcDenGwcdY70D+5f7d219mrN1oe24mHnweGEw/Sd15dL2ZcqrmTfSAQrzCVWLyP/W4TwRpnWbVqZSkqWRZrNqmawPFBUqyuIQ7+uLSvdUmnl1oQL2Re4a+Fdt8z9FFDU1EZyzBBnhBE93oGRJ8F/RM33rdYjKxNWqtyzRKVXrv+x7eQf9LIR90955Bm4J7VUBVsdhoQM4UQxZJpVwsPHUoG0MpQzOW/pacX+oiRBi2dLjaxb6YTXXlZRlvWOUQ2KTcXM2DiDmVtfK61eKjmFiudrz/nQ6sVaO3awSzDZwY8QEAPPJxUJP7O86H9N4ReT2cSh+ENEnRH3lwK5LMg6J8+O+ff8Xf30UJVaBDqBcU5C9bzs9LIbpoQujlxcWonc1adP1Y+rVdobpJh9S2rRJzMbREDKEpRq8vAVmw61g9kHZ1e+j3uzyAwHQxpoHDiDK9tjt6OSVDza8dGb3bJblkqF8sxm81Xf1zWff/45jz76KFOmiNzWL7/8kg0bNvD999/z0UdXRpENBgMGQ5k8MCdHzKKXlJSUKr9uNSztrm/tT7ENwbXwBOaU3ZVqmyplD2pAdunApcyzzMkuoG2bNtb7XnbNyOy+hJgd99DdBgqif0XrPeyaqx+OO0wzHWgkkDWOGDWeYMW/8aCmozh//Ama6SDh0hY8G5fNFl/KuURYUhidlQe9bOON0SxVbdYOUOvcUAGTQofxwekdrI9ez/s73ufV3q+CyYAmdS8SINsGIBXGIcf8geXRZ4pbhblZJap5lCO7KJsZm2fwa4SoUPZ1x3vpmqdUNTOKQWWJPhC5On9HjTtahFIqNiuWtNy0G1ZruhlIOdFogDydJyvCViAh8cmATzAarf8wVbn3Qp1xhAEOOrakHGXrxonc3n9uWXn0a22XvAtLcrWrZKSjvT3zR89HdfgZuCTSgWStM6YhEbzb5REeMuzhroi9LIxcSHJeMkvuXYKT3snq38daFJuKScw8i7sGDGjRunfF5Dv62tev50BCPAbw3d+7eUYbU7bcVERJ1ml2ZCRyJn43I5V4aknQgzW6F4xrOY5Zez7BKIPGVIgxYTOyRx9QaVEffBJV3D8Ye/yFHHhvtY9RFTTxa5DMxaVpp+mu/Zi/XASyZ90xC8xQUv7eow9A4xCCJi+awQ5a/jm7mgeXPsjPI39GqxZR/LCkMNxOvM7XXlAoATKY3XtiMhpB73/9v59dKBqVDrUxhwEeQWxNu8CaM2u4p+U9Vv/u2QmbsVNBvsoenW1Tq97jr4prdyzzHLLaFslUyJzmnRgTV8TJtJOoJTXd/bszo+cMRoSMQJKk0megOu0wKkB2aIaUF8UEJzteSsvm490fMya0dicArUZ+DFpTIUbUnC8xMablECSzVPH8qiLNXZuzZdIWRvw9gtNpp+kypwu/3/U7twffXrqOxiEEKScSY2Yksk0Vi4Zcg/DkcCKSI9Cpddwdenfp/0l1djbqYzNK1zPHrcVsMqExG9DkRbG1y1O02Pkn++P28/rm1/l44MdWaU+VKM5Cde57zMEPl0743Agp4zga4FQx9AroRSv3Vjfsn1Wlf6p2agn552mlg6Unl/J8j+dvuE3yKZH6E6PxI8DWcoOu/rnUy68XskrHsynF/OoDcsTbGH1GgWOzG26ryjyOGjGh2sklxOp9csm+GRqgk70tuSm5vLfjPT4eUPvnjizLnEk/Q2x2LOmF6WQWZhKdEc26c+sw58WQ0gRclQ6F2bkdpjoaizzd9Wl+DvuZRWfX8Uu3rthnHsR0aTXmZk9VeV/1ZRxVbCpmztE5zNr7MfH5KSQ2BjTwRprMLE/IkzVMufcgPq6hNWqr5DsaTfQcgvOOYavWcS7zHOEJ4bTxunba6cLjf/KEImIqsQ+t/nXm1gdVh8+R7YNQXVyE6tJCTIlbUKXtRwKMPiNRJ6xHyo9BtmuEVHCRbjZQXJDEmjNrGB5ST9PgDOmozv+JGjB79mP2QeFROrTpUHzsfKxybtWX89QaVPY73DL6suLiYo4cOcIrr7xSYfngwYPZu/fqFak++ugj3nnnnSuWb9y4ETs7u1ppZ12xaVPlTGfrCvuCQJpLJ/AqiGbt2rU3XL9H0Rq8gYj8bvSNOUeuCf4XncvahBtvW3nUrMz1pLtNKllxuzh0nXb9nfg3LZVZgUyzL7vWWV8a7GhyoBl5bN/7HfanyrxpojJ+4WtPuCj7AQlkFTuysxJ/w8vpUWTEG8g6e46pflOITPuWwoi3+L+zJ3nIvTl9zUUU4UxSSUuCiUPKP1e6bfrx39l3tglqDJikawc5jLKR8Nxwdmbu5ED2AQxmAxIS473HMilfpJTlSX44yAmYUbH1YCxGKa3K30UtFzEScFCBlxp+WvkTrRysKJG3EqHFW2gJ7EsUA/yOjh05f/A857F+xUA/ow1dgWH2TnhKaQzOWMLJ5WlE2T573e16Fq2ivJ3z0+6dObt7P40LlgJQjAO6kmyiN7yKizmaFqaDrGrUjHbnL7H9wna6fdeNN5u8iYvWxerfyRqsSl3F21ox+bBd9xZFRW1g444bbAUG7eO8kPoKthI84e5DgJTEoa1zmRazhjvsRIA6S9WEHbtjgdgatTHYNoRzJdE014FmxxAyVc3YafsZgwu2YQvEH55L+PHafybp5GyGFYvrMUMVSq4qkPfWzqXQWEiQTRD5kfmsPXnlvaedIYTGRPO8R1uW5xzj78i/iboUxX0+95FlzGJe3DdEBYoJK1tZqEGOJzkSW8n72G00wpVohug82MoFft7xM7YxtjfesIo4pB8GF4g1BRNdC/f4K5Bl+qqao5XziNA+Tm/Tm4TkRzDL/2eK/J3L0tWjYNeZn/EwRZCrCiBTFUq/wh04AWHFw+jAOQLV2TTRqglLCuO7f74j2Da49ttfQ7yMh+kJRBWrMGEiMD+wUv2DyvBW4Fu8f/59LhRcYNhfw3jE/xFGegqFatciJ/yAUwdXcF5rHRXi3Pi5AHRx6MK+bcJ/ztF8gX6FrwKQqmqLp/k4WRf3khxvwKKd8Yj5idd8p/BSzHd8ceAL3NPdae1gXXuAG9G8+G9alCwk/dQy9tm8XaltQoqX0xoRlOpp07NK/7fK9E9bFetphlAPfnvgV1pkXL96XZGpiBYFEWADMcZuRFjpPGph24LfciN4ydOP1iSQtOn/OGpz4wBZ78KteADhxeAdHs/aSGv2XcHJlMbtQEslADT7wGxCs0Px0VetymBlKTIV8U/KP2xO30ymMfOq67ztrsNdXVz6e0SyJxes9H+oDJ2dOnMk5wgL4nN41A7Sj//KvqhqqvG5ueOoHGMOm+NmMM4uhfO+EG5Q4aMxY5RV2Lo8x1aNjKQJIGdfNFAzRZgklzAMO7SGFCa6NGdu+hn+t/p/jPO5eip1fFE8GamH0AdDCTrWbo8E6VQNWiAqSQaVuNEBKD71HbZyBjIqNhzJpGVxS5oQQ5jxTkKkFThxkRmukLH7Kbacfh+Dynrm+YWmQlKLU/Gz8UMjVS8E4mU8QnfDB6gQfZ4jqe7MPSOeD93l7lZ7xlmob+P96lBQUFCp9Sr1H5k9e3alDzx9+vQbr1QN0tLSMJlMeHtXrFLl7e1NUlLSVbd59dVXef75sodLTk4OgYGBDB48GCena8/8m0wmjEZjvat4AWA0Gtm7dy+9evVCo6k/McXiNEeKjpykgxryu7XC2+E6D05ZRrN1JkXGIFw63IXbhQ14Sp48POxhdDVIk7kaUbsnUZS/FCdUDLi9L0hXL2P864pf6aEJokgHNv7DGNBmgFXbARC5ezhF+QdwUhvpN6Bs/03XvUaIYxDZKheKzFr0XrcxsNNANBpNlQoIqA8sgotHadfUia9StqFSYktfZC4kIdMW7GCjyY6zBceYcdn411M+xSjX31DFL0O28cMcOBZzhzKz9KOJR/kt4jcWn1pMaoFIs/nSA8Y6aYjtuoBuehOafYuQNY7ohx3EEL+W45GnuX3wGLTa6pWOljd1QMoKZ6gd2DexZ3iX+jdjoj60DGLhgFLV7q1hbzEs5NqKvBpR2AFWf0aAKh0/xVOyuXkHzfp8CU7XCNjJJjTLHwRgfb4o6f1A88ZIrhmow4zILu1RhT4DBx+hhbQRySQCFiFSNPvGL2Hwiic4X3Ce9xPfZ+2EtQS7BNfOd6smmYWZPPLDZL5Tsl0HDJoAdpVTRgxnONPXxfJ52A+E6tN40BFiDSs5UxDNiz4awIhjyJ0Mb1/z8y7OJ45Xdk3jDS9bOmqKcDVHMbyXP9pNwji8kU0sfsNq//yWUnfBdpDtgnEccQIHWWbXj8L8fUa/GYzofPXUHCm+GPaup6dzDkvGLmHisokczjnM4RwRiB5sB/rLzABa9ZtKq0pWMVUdWQPno7m3aWNeTjhCpCGSYcOGWc1jECCrKAv7hcIPK7DtJEJb1tH9RB4OmOkmqTFvWYMq4wCDQpIxN7+v3DomNOvaIBWKiQLZLggQge62g59D3rMfMg/ybHBbpkeFE+scy5N3PFk37a8BqjOnIQIiDCWoJTUv3/MybrZuVtv/2JKxTN8wnd8ifuPn+J9xD3Ln3X7voj6xF07vo1Wglhadav5/NpqNPDZbeCbOGDxDmNga0tFsfx2psASzzzBc2n0AGzvhqkrExbsY4kCWNKjlYp5vLnPKaTLzjs3j57SfCRsThp227iZG1bt/gkTwMoUzoocXsluX0s9U0d+hOvM5pp4LKiyP3/gJZEMcDrwz4Z1K9c1KSkrYtGkTgwYNuuFzX4pNg0NLaamD06mn6Xxb5+tWoV1y5Ct6FsmYZegz8gsku2pYHFyFU/tPEbE1gl+lAD4lgQBtND7Dhl3fp0o2o1omrt9Y2YmJoyda9V4FgKkQeekL2EmF3Nv4NpbE7GSZYRnL71yOWmXdwlIH4g8wcelE4nKFJ5qNxobm7s3xsPXA1dYVH3sfbgu6jbsufQaZhzC1fhuz33BaO7ej9TXM/msDmxgbhv49lK8yYnnUDjxNxxjerxVUsaBOVc7T2iCzMJP/LerKPI8UVMpp001JS1W5d+Wt6vpHXQf1/hFwaTFPhjRjbvoZTnOa4cOvfm+cuX0mrZUiuGrXdgy/w0p2FLkhsP57bGXR7zE3fYzBncaBcSQluWdo69oR1TEtnP2cV90A4snzC0Pf6X81PnRSXhL3L7uf3Zd2IyMT4BjAs92f5ckuT1bZ/0l98B9UF8zIOg9k927skYIoOlVEG882vDLuFavdC272eWpNLJlqN6JS/4kvvviiUjuTJKnWglLlj1EeWZaveQLo9Xr0+iurvGi12qv+g2VZJikpiaysLKu0tTaQZRkfHx8SExOt/xCsCbIPcvAPSEBxUhJxNtdJXzKXQMBngERhgQc/9P4BrVpLSmKK1Zt1R8ADnCsajEoC+eJFJPVl54MsY0bmsaaP4aGGGBUiRz7O+mXJHfyeJ6YkE38zXLh4AbVKjcFYhK7JLCxJRBkgcrEvCZ8MFxcXfHx8Kve/thVGwuro76AkC1mlRTKXMMVZAoTJ4KcJiXioKQ1KFZkhxQSNtAakeGEILxUloI76iswmU1gau5e5YXM5EF9mLupl78WE1hN4Mu93tCWZ+GnSIVWYqktNH0Xr6E9J04eJP7OW9te41iqF/0jICmeEPWxJi6yfN+VC8X86U1hEE9cmjGwx8poVmWqMNggcmiDlnUetnA5qZFL3PYrPyGsYn2edBmMOeWb4IVsEpTRpuyFb+HRJTSajCZ4A4TOQissUbRIyHfL3s/uR3Qz+fTDRGdH0/70/GyZtuK7ku66ZvWs2ZkMmOuXvoXXwB3Xlz5NZg2exN2ovYUURPOgINvnR2GhsmODlDYUXUPv0R22F8+7+9vczY/MMlscUktO+KY4F59Be+K30cykvGq0xvdTgv9bIFz4oknNLtFot22K2cTbjLA46Bx7q+NC1rzH/ISBpkPKiuSuwDTse3sGnez5l1dlV2GnteLlpUyg6AsGTABlkE1qPjsKEujJ49YLzPxGcH4GD1o6k/CQi0yPp6Gs9n8ETcSdKU6SdAofBzbifNL4fMg6gTlqHus1LZcsvroT8c6KCkdoOqUDxQrLxQusYhMlnAGQe5C5XR6YDf0X+xaeDPy1Nn6y35J0B4GQx9A3qi7fTtYMO1cFZ68z8u+YT6h7KzG0z+WTvJ7TxbsMkZ2F2ri6Itcr1uyd2DykFKbjbujOy+Ui0JVmwcwjkRIKNN6qec1Hp3MQ1YsxFSt0OgNT0EYiegzp1K18NO8TmmM3EZMXw2f7PeH/A+zVu13Ux5ouCBjYekHOydLHm1IfQ9i1RTEXvDqc+gqJkNEenwdBDpddscWYEqKBx0HDsbeyrdOhr9bEr4CqC4e1tNMgYWR+znimdrlF2Hjh+6icm6iFF54ePc3CV2nM9hocO59Wtr/LLxQg+aaxBKkpAW5II9tepBJ17DkwFFJlB49oanc66k6mAuD/ZB0N+DJ90f5hVFw+w4fwGXt/+OrOGzLLaYXZe2Mnwv4aTX5JPsEswnw36jJGhI7HRXKaYL0qFCFHlUN1sCmorBQWrwuBmg2nn3Y6I5AhibEJoXBSNNvYXUYWzGlTqPLU2pmKWrx3CB7YXUUmQ7TsK55DJcGAKFGeg8uqDqjba5DcELi2mnZyESlJRmHGU5NwYAtxCKzbPbOLP43/yqHJKq1zbWK89rq1E+nBhIri0Rd35c9QarajOa9tNrBN0L5wt83ZLStpOSA2Pn1GYwYgFIziechwAvVpPXG4cMzbP4FDiIX4f83vVnqVpomqx1PtPjF638/lsYfD/XM/nauVecFPOUytT2fZXKigVExNz45VqGQ8PD9Rq9RWqqJSUlCvUU9XFEpDy8vLCzs6ufgV9FMxmM3l5eTg4OKBS1d0MRWXIyQYncwEyINm7g+4yNZpsBkOGKHlq8ACtHcnYYy6QcdG7EOAcYPU2ybJMQZYZe2QKdM7Y2ZfzUyhIhOIM8vU+FDoUEqKVsEEWRqmXt90aGAsg9zwlQIraFn8nfxIyz+GHR8X1bL2R9R4UFBSQkiICdb6+lfCBUIzOKckCQGr9OlxchKNSkjtX68lTw74kWJUPEWLW95LGk+352UzVFmOW4aFk+NAdArUw+ue27FN8WbUqLfe2upcH2z/IHU3uQGMuhkWKgjJ1L2Qqlf68bqvuX+dK/EdA5PsMsYPZKeHW2681yY8FILYEpnabWnsBKQsevSFPpAZudOhP/9zt+OQcITNpF64+V5a4l8//igQcLAKv4LuheBnkKWmbkgaC7wONrTCbtJi8tnwRTn0G534htO077HlkD0P+GEJkaiS3zbuN1fetpldgr9r9npUgvSCdrw58hZ9l0ljrfEN/rcvRqrW8FPwSKdJfULSWLnZ61t/7G/ZHFFm7ZzUMPq+Ci40Lj3Z8lG8PfcvajFTG2wCxf1RcKXUXNBprleNdE8V0GqU66R8Rog33tbnv+kaqWifw6gvJ2yBhLd2aT2fJuCUYjAZUkgrtxu5QBPgOFYGXqhJ4Dxx5BlXuWV5o3JN3zu5jbdRaqwalIuL3cbvlXKnizLrV8B8BR6ZD6m5RFVOn+OSdVgaZzZ+F0Kdh60DIjgS3riBJyF4D4NTHBBScxcvek5T8FNZFr2N089E353tUFqXy3sliGB1aO22VJInXb3sdk2zire1vMX3ddIaN+xF3KL1X1pRVZ1YBMCJ0hBi8HJwhCiPY+MDALWXBZMdm4hozpIvfQ56A6J8g5wyOply+GvoVdy+6m8/2fsaD7R8k1D30GkesIbIMWwZA9kkYclCUYgdAgoTV4mXjLaq8WQqvZB6Fw09DwSXinLoSQD4AAztUzWuy0ji3ApUedwx008OiyEXXDEqdSDmBQ/5Z0IOT3+1XXae6tPVqi6+DL4l5ieTYheKcfxZS910/KJUlKgJHFkOoNSvvXY5zS8iPoYnKwK93/cqEfybw+f7P8XX0ZUbXx+Ho8+DW6fqFJK7D8eTjDPtzGAUlBdzR5A6Wj1+Ove4aAciEdYAMrh3hJgSkQFzrz/d4nodXPMx7ienMdQXO/SyuO0kLTR68Ke2qNNmnKNo8kMfMiSBButdQ3PsvF4Fgp5YQMx+aP1M7x/YR1Wa1WWF8FNSEl7TRnNgzmYBRFYvEbInZQnxuPB39tUAJOFsx1ViSoOVLEPObKIKiuUqKvmdPGHyAbUc+4/b0JUg1NLOXZZlxi8dxPOU4Pg4+bH5gMyFuIfx89Gee2/AcCyMXYjQbWTR2UeX67/mXxP1UUoNHT+aHz+dSziW87b25r+19N96+getSoxGULMt1luKm0+no3LnzFbmVmzZtolevmg+QTCZTaUDK3d0dW1tbbGxs6uVLp9Pd9DZc7aVx8iFXDbY6sDEnX7mOnImNKQkbOQMbHdjYOVFEEWjA2cG5Vtpka2uL3sYWGx2opPyyz3RqbMjARiujJRs04KSTRbvsnWrnb2TnjI0OHHWQY8wkuSgZtapQHLP8y9YeW1tb3N3d8fLyIisrC5OpEmXA9e4Vf/fsA82fK/3VsfkTTGx3Hz1blA0amzWbxEP3HiDLtjE/abqwpsS1tFJYUy108OnAJ3d8wqXnLvHXPX8xNGSokLqWr2qUtAmyToj3Hj2rewleiVtXjFpXnNXgmB1RsZJgfcBsQs4XSqkLRhjbqpYDCgBeSpDExoe+Q1awr0RI3v7a+BAGowGKs+DCQjj9BZz5BkkZ7P6SZ8Nbg2dDtzng0l7so8nDYCPUdTR7UgQefAZD+49EClxxBsQtx9/Jn52Td9IzoCeZRZnc8dsdrIu6+eWYZ+2bRV5xHn28QsSC8mXhq4CDxoFpg34EoJGqmH46JRLr0hb01ks1+mDAB/g6+LI5W5ExFwvfDlnxNUg+v5iUfOurRSugBAlwaonBaGDpaeErdn+7SgSS/JTUvvg1pYv0Gj3akmxRhQbAZ2D12qV1hCaTAXjEThRJWBttXV+Gi0nCB6hY0olz/Wbg0AScWoBshKSNYlnqPkjbByodhE4DW28YuA3avCnKrAOyew9M6JAMyTzfciggKnLVa2QZOTsSUIJStRxAe63va3T27UxmUSavH/xFLMy/AOZKPDuvgyzLrDy7khZamBjUXSxM2Sl+9pgvgisWyr9X24FrezGIB0jexl0t7mJYyDCKTcU8tfap2us/J28RVVeNeXBSnEPY+kLIY4AkzrWiZDjwiPKZn/gZ9R3Er8L31FvYqaAYFT7eVnyml0frAEETAHjSBTaf30xsVuxVV/3pyE90UlSOdl7WmSiwIEkSQ0KGABBhUrw+067uU1tKpghKhRtEH6nWsFSBzj7F+Dbj+afHBGKCoeToi1xa2U4EZI48KwLcVSSvOI9xS8ZRUFLAwMYDWTVx1bUDUiACmSAU7DeRCW0m4OPgw29pmeRr3UUA+MAU2P+QqOpdXynJRd45BhtDIolG+FvXDfcBq8rUxM4thOKrkoUIqox9IxG8k008r4sVi7KOXNGv/mK/yIzq7aAEjKwZlAJRWXLY0dKJsavi0Y2WbUXWlS8FxF9eYbWy5F/g4ta7OHFxC3q1nk0PbKK1V2v0Gj1PdXuKZeOXoVfr+efUP7y/s5LK1VSlWrNrJwySjvd2vgfAK31euVJd2ECVqVZQ6pdffqFNmzalg+02bdrw888/W7ttV/D888/z888/M3fuXE6dOsVzzz3HxYsXeeKJJ2q8b4sz/K1ugH4zcdA5cMmIsH4zGcTLgiyL0pnlkLVO5JeI2bjrPgxriFZRPalMRZgsHVRDWmkZdp25EL2kXAySJMpJ1wYqdWlpeQcVpBakYmcR45WP0KvK5J+W87FSlQt05YJSkgrcu0Hw/WDrL/bZWJlF0tiJZQAe3dG5d8BlzHkeH3+I9JfS6d5iIgC/DHiNsMfDeKn3S3jbukJJuZxgRSEEQGECIIsBlzXTj1RqVEr56QH6Is5nWt88vEYUJSLJJZTI4OXRnqZuTWv/mMGTxMCixzxs9U40byNmsZsaYvhkye3IS31gzwQxg3pEfDY7C3r2+gx/J38ImQLDw+HeLOj2Y9l+HZvCmATov1qcp40fEMtj/wTAzdaNTQ9sYljIMAqNhYxeMJo/I/6s/e97DdIK0vj64NcAPN76brHQpgaKWRtv0HsCMkT9IJZ5WlH1BzjbOPPdiO84eFlV+JUFQr6THrOYfl95M/j3QVeWubcWljQe55ZsPLeRrKIs/Bz96NOoEgM9S1AqZTuU5JUtT9oIyKLzWpPrP3QaINEo/wQhWtgft5+Mwozq7+8y0tLEQLJE73l9v5jaxk/x8bAE92Lmi5/B95X9/Ww8od074KIMCNQ2pKtEJ36ChwgkrzqzisKSwjpqdDUojEcy5mKUQevcstbvjxqVhnl3zkNC4ufTG0Sw11ysPJ+qz5n0M6RkRXOgEQw+/w4UJpU9/zy6V1y5QoCqpXgO+yj+kSnbkBLW8lOPh9Gr9Ww+v5nFJxfXqG3X5Ox3Ze8v/KW0py10+wEmFEM/JcBgUm5GvReCew+w8cJgG4Aa0Tcy2jcRz4PaopnwRZvoqMJNJTMvbN4Vq6QXpDMvfG5pUAq3zlZvxpCmIii1KkP4ZZK27/obKEH4Ywbo6GM9NecVWAbuOaegKI0xuRsI1sKrbhBoiBWfmYshfmWVd/30uqc5nXYaP0c//r7n7ysH1IYM2PcQnHgfzsyGuOViud/NDUrpNXqe7vY0JmBWrjJeUysBFEvAoD5y8HGk3DPElUC3OB19Bi2BKnoZ1RhFLaWRhb1KgMrA0siFpR9vj93O+uj1jHBQ4WnOAY0DeNwcVbyPTw+MMtipYP3xuVCUVrHfUQnk4+8SlLySmW7wVNenaOPWBExlRv0jQkfw40jRD357+9uVm2y1TEh43cbPR3/mUs4l/Bz9eKJLzeMQDVQjKPXGG2/wzDPPMGrUKBYvXszixYsZNWoUzz33HDNnzqyNNpYyfvx4vvzyS9599106dOjAzp07Wbt2LUFB15HZVpH6mLJ3q6BT69Cq9eRbAu/lgxglOcJLStKASztwbk0hGsyyGZWkwvZqMk5rtUvnAoCNJAazyLLIj1ewQcbVciWobWp3wKJUMPPTanDSO+GqVQJQFsUKVAhKVel8LK/qcGkv1AcaWxi8D4YeAceQss/bvgWB94L/qAq7kCQJe1fhGaQrLOertbkvLPWFmN/F73lXSemthYeXShnA9bWBY0nHrL7/GqH8DeKMcFfLe+vmmBo7EUzyE2oJnxARPOpnC2OL9iGZDSSpnNkne5FghHX5EBP8JE91vaxsss75Sr8fjT2olLzvYEU5k7hBdAYQgeMVE1ZwX9v7MJqNTFo2iY93f1x9BVteDCzzg4i3q7zp//b+j7ziPDr5dqKrW6BYWE2lVCkuwuOkdJbcmqmoCne1uIupt39BQbk/2aw0EbxvpYdTwXBf/mbaft+WHbE3riBYJUpyoUC5pp1asiByAQDjW4+vnGzdqbkIPJuLIWwGXFoqUrJPfyk+DxhTs/Y5hoDvYACe8PbGLJvZeG5jzfapkGvIxVwgAn1ah+pXa7IKluBe4jqh4okXqWE0mnDdzdLUwjS+Uf4JgpyDyC/JZ120FRSLZpO4Bi8tr/m+yqOoSU4Vw7DQO62772vQ1rstQ0OGYgIyJGWiK/8qz6oqsPLMSppqwUkFKkMKRCvBfIemwn+yPOVVBZbiE15Kulnsn7BjJP6HJ/Nmr+dxVMGSbU+SW1Q5A9hKkbpHXJfxK8qWmZUJLcv9TaUB30HgryjXHEPBszcM3gt3J/N6QVlqlp17J+u17Wq4dwW3zugkM484w9zwuWUThwqf7PkEZ3MeXhqQJXXZ97Aig5oMQkJiYbIyGZAZLuwWroEpQ9gVRBRDe5/2Vm9PKaVKqZMQ/jJScSY4hpKudiPdBMssY/QLi8T/uSC+UrtdF7WO+eHzUUkq/r7nbzztPa9cKeo7kWYV8QYceUbsv9E48T+7yTze+XFsNba8dekS23tuhrZviw/S9ld9Z6YikZposN4EyBUUxMGFvzEjMS4JRrV/lEDnwNo73rXwuaPCr1oJftn5GkazKOz16hZRSXRWgKLWajq1LMW8rlFpydUKa5O46L9gVQhsHVSlXeQkbgWgv53EK10fgRXBsE0EoDEZoDCZhzo8xP91+T9kZO5fej8xmTd4XihBqRznDry1/S0AXu/7eoNKykpUOSj1/fff89NPP/HRRx8xevRoRo8ezUcffcScOXP44YcfaqONFXjyySeJjY3FYDBw5MgRbrvN+gOHBqqPg86BXMuAy5hb9oFFJaV3E2ohjS15xXml29RmMFBS2yIDOglS8xIxF2eKgZVKg0FJnfG3TFjUdtl7Rc1hj5FQZ380lg6j3kuklGidygIDVaV8+l75AJF9ILhcZk4dMhX6LhZBjstxUGa0Ld5DebEiFcBUAPsehOPvVlRKWfCshRkVpZMfooOI5Ajr778GFKSHAXCmGO5tVUdBqctxbgW2ftiqRGntHBM0j8qmV3QKATESy3ym8r+hs6t+fTm3BNdOIs0oZj5kHAGTAa1ay+9jfmd6NyGtfnXLqwz5YwjJecll25qKIX4tJG0W6WLlZqYqcGmZMLyM+bVKTUvNT+Wbg98A8Ha/t5EMSspbTZRSAAHlBs569+qnot2AaT2eRasoLIySjk/v242xzTulaT4POIKTKZunFo8i5uzvNU4/KiXntPhp402ByoYVp8XAdUKb6wdDSpGkslny6B9h1z2wfThkHBIz1c2tUORE6TQPdRb+VmujrJPCF54Ujp9yj9fd7KCUZx9xny9KgcgPxDWgcQTv/tfdLFHTA1lSIyVtZGYzMTBcFLmo5u2JXwEn3oGDU0vVw9bAmHEEEGqSuvS++r8uwl/nuKUEdQ19pVafXV3WPwA4+634eTXFztVS+bz6Cv8RiyrJVMALTTuxIMCeRW7prNj8UI3aV0ryDtjUR1yXslkE1bXlBpSXB3O6fAOBd0Pnr8S1LUn8fux3ZkUfYE2+dO3vaE0kqVQtNd1FRVJOHEtPLS39OCE3ga8Pfl2qkpKcW1fZN7AyuNu508WvCxeNkK9xEc+99INXX7k4C7UyYVdgH4KDzsHq7SnFopQqjIfzouQ83X/GbWwqb7pMYaZiXSYnrof1nWFFoxumsOUacnl89ePoJHip2/9xW9A1xlCJ68VPWz+RPdDhU+i94OaqTBXc7dx5uMPDAHy+/yvw6CE+SNtX9XvYiffFc2y5PxyeXhbEtSaKsu5UMewrggfb3yTvK+/bxRhH747JvgkAuoJYRv41ktELRrM/bj997PU0N8WLe1aLZ29OOxVslGIIg01noSQb0vcLpWplMBbgoBQMaaWT8UxcCYZUofQuiIcDU2F5AKTu44shX9DdvzuZRZncs+ieqyuQjQUQ+XGpL+drx9eSXphOW6+2TO001RpftwGqEZQymUx06dLliuWdO3fGaLxOxbUG/hM46BzIKVVK5YoHhLmk1HwbfZmpd36xkrqnrb3UPUBJmxO9Gj1GipSbmknrQlqJOGclEDOINR3Y3gi1vmx2NS8WkMVxVTpwChWv6j70deWUUp69q99GhyZK+5TOfMp28dPiw3J6VlnAyrVD2Xa1IfN1FAEyDzVEJx2y/v5rQFzcZgBS1K608GhxcxohSaWSbIB4r6FM7z2T1/u+ztmnzzJn1Jzql4+2qKXCXoT1XURKIKCSVHw59Et+HPkjthpbNp/fTJefunA4QakAePp/sGOEmNVa0woW2cOBx67sLCqDVvJjq+SJ8emeT8kvyaeLXxdGho4Ug3sQgd2a0Hw63J0Md16AOy9e6dFmRbSewqdF49qeHoG90bR7U/gseA9ALcGPjTzZ5p1L48MPYl7RSMyE15RyflJrzq4prbbU1a8KM9+tXxU+dY1EFSYSN4ifTadWVHtWFw9x32pmFpMY66LXWcVL7mji0bLAwk0y6S1FrYOmiqHzcTHTit/Q0mfUtchT+WNuJlJyJxn2YSPBqrOrKCi5tqKjUsQq3lSGNBEgsxJp8eL+GC070M2/m9X2eyOGNxtOI+dGnDUog8urqXorSUFJAfvj9hNQPihlUFTWbldRETmGisEclKmmtI7g1V+8txPqCP2lxQzViyBVQdzKa3opVYlL/4ifOlfhCdjuffAeUPpxssaT4vITBPaB0PefUtXt5vObeXTlowCENX4Buv8MoZcpbGuD4PvAxpsAjZmxjvDk2idJykvCYDTw6MpHKTIWcaeXUgSnFoNklhS+MLPSz4l48+oTAsnbADhXDCE+tawa0rkK3y2VXvQRmz8DXn2RVCpmj/gBX/+BnDCAJBsh67gIRlqCptfgtS2vcSnnEpsb2fBh7h9QcJX01uLMshTGwftgXB60erFeBKQsPNvjWUDcA6NkJ3HdFSaUqYErS5LiU2wqgrNflyl/rYkSlAorkmni2oTu/t2vv35toXOBYWEwLBy1EshrrVez4dwGVp9dzRhHDZsClZtdo/HCh+omYqtkbfQsn0hzLTWcsUAUXVL6mXEX1qCWxHsVlHnrASSsgYuLRPD57Gz0Gj1Lxi3B086TsKQwnlz75JV+f/segGNCSZbk1o9vj/2NhMSPI3+s/1VwbyGqHJSaNGkS33///RXL58yZw/33V6PqTgP/Kpz0TuTLYAIRjDIVCVmsLAtVTjllTnmlVG0jKTOGLirQKrLshKJ8ssuPd2x86ybH2xL4MinReI29dR725QJ+NVItWYJShYniRq90wmj2f2JGvyQHEpUHeeOHRWdA7wnOba66uxqhscegFcGB/Iz6lb5XpKSn2Lh1uLkNUVKekNS07PMD7w14j/cHvE+IW8j1t7sRwRPF/9tCzO+ixDgizfOxzo9x9PGjtPBoQVxOHH3n9RXKlgsiLQy7RsKTQDbCuZ/g0pKK+888UvY++0SlmnQx+2Kpl9Q7/d8RCjBL9ShbKwSUbbxER+xqCkJrEjReXDeXV9sLnQbAMHUqnsqtSFWYAPsfLqvoVV0SFA8j59YsOimCXONbj6+ais7WBzp/Dn0WQPsPxDJJAy1fqFnbLLh1ApUenTGLjvb2pBWklQU7a8ChhENlQSnbmxyUAlGBSF2up+1fOSWRudUbYBeATVE8b/q6UVBSwMozVfCTkWWR4mVJXy/JKTMwBlFRzkpIyv3R1bdf9QPj1UCtUjOl4xTOWwQPNVBK7b20lxJzCS3trmKMf7UAiVqvqBGcytQbAH0WwuAD0EUJGFxchEr0kuisM/Py5per3UZA/F8t13ePeaQMOsSbkZv4MFpM5JhkCJ4/AtsPbAn+MpgBvw7gsVWP8emeT/l83+dMWDKBwb8PpsRcwoQ2E3ht4CfQ9FHRN6lt1Dai4iTwpqcNaQVpDPtzGEP+GML66PXYae242ytYrOtae+mEw5oNA+CpS5nIGgfhT3Tq0ytXvCh8wJblQyffWk5vBOj9N0woggkG6Pxl6WK1Ss2fd//JCoPoP2da0lUvLRYFT67Cnot7+PbQt4Rqoa+uCKkku0wRBSJ4cvpLiF8tAlzOrcTzsK69jypBqHsoo0KF/cQXh8sVcEmvQgqfyVBWpKOVcg0ef1tUWLMmyr3wmEFUur2pNjEOwWAXIApuAC+3Hc3I0JF81DiUpT5GbEz54jrr+NnNa6MFx2ZXLrvW//fg47Cpd6nyPuzkTxU/Lyk38XniAzArnseXlkJRGgFOASy4dwEqScX88PnMOTKnbH2zUVwTQHrbj2l3XPRXn+jyBD0Da6kQxH+UGhmdT5kyhSlTptCmTRt++uknVCoVzz//fOmrgf8eeo0eG40teaVqqSwotqTulQVNio3FGBQj9No0OS9FUSe5q0UetQlIKS6kUJYwahxEJ9IaM/2VQesoHgx6D9EuGytV29A6Qrv3oO271y9nfCN0bmWy/7yYsqCUzx1l1fUsqZnet8OALTBgU60ZoqqcmgNgZ0ggx2BF/40a4mQQqoKAgDtusGYtE3Cn8AZr/0HN/u+XY+sLI0/CqCgRYDLmCh+ccrTwaMH+R/czvNlwioxFPLNktJixldRiRm5sDrRWvAbDXipLYSnJhZyzZTuq5GD4jW1vYDAZ6B/cn2EhYhBRqpSqbZWjNfHoIQyHW71Ycbn/KPG3BoxqB1rGQlgRIoAd/dMVu6k0GUfEzCBQEHQfa86KAez41uOrv89Wr0L3uXDbCuvNqKr1pZ4ljwaITrM1Uvj2XNpTpna52UopEAFUiwpFUpeZn98IraOoygdMcRIDmz8i/qj0YQ3H3oRNfUhZ253I5BMQt6LsmgSrBaWMhixhlAu0b1H3qSpjWo4pDUqZcs9Vez/bYsSzr6Ozx5UfWqrqXU7/dXBXXMX+hN4dPLoJ0/NynpEA7fSw8uQi9lzcQ7XJOQN555FVOj6JPkzQl0G8t/M9vkuMI8sEWwqgBDVm2cyF7Atsi93GT0d/4uXNL/PCxhdYGLkQGZnxrccz/875lfOYsybNngC1HS3URUxw0hGeFM6OCzvQq/WsGL8Ul3wl9bgWlVLd/bvjYedBREEup4NESiERb8DFcpMpxsJSU/FFubVscl4JvB286XHHQu5OgMbR+eTZBovr+cKVlTkNRgNTVk1BRuajZuXabTFuBtg7CY4+J1KbAHyH1u4XqCHP9xTjzPnh8yly6SAWpl5mUp99CjLCKixS75tA38KXkdL3CisPvSe0/1CkVpsKSlXh1sKUKY4fXgz3tb3PqvuuNs7i+epsSGRVn8m8oo0Wy0MeF/5ydn43sXEKVwtKpe2Hk5/C2nZlHmoFCWWToVE/UGIqoShZmN7n6suNrywq1oKLZcvMxRArnqEDGg/go4EfATBt3TTmh88X6+SdA3MxstqWwXsXkFqQTiffTswaPMta37QBhSo/eU6cOEGnTp3w9PTk3LlznDt3Dk9PTzp16sSJEycICwsjLCyM8PDwWmhu3SHLMvnF+TflVdUywUuWLKFt27bY2tri7u7OHXfcwY4dO9BqtSQlVcy/feGFF2rdh8vZxpksS1CqMEE8yCWpQnpZZpEoh+6gc0BTF7MwGgeQ1KUnfK4ZnPTOtPJshca5hZI2V4cdMb2HCEw5hojSyNaizUxo+0bN9iFJZWqppE1QcEn4XHn0Ev4Y5bEPAu9+ovR1LaFVHp4hWjiefLzWjlMVLqSfJVAlRj1tm429wdq1jMYe+q0sm+mzJnYB4hwNUoIXsVd2dp1tnFk+fjkT20xkhJ2Y/U+wDRH+cZIErV8RvhT5scL34tA0pSNc7j6XeePB8NHEo/x+TBjtfzbos7LZRotSqqbpe3XN1e43Ko0ILtr6o+mzkNvb/x9fZImP5LPfVN/vIlzIzgm+nxXJFyg0FtLMrVnNyplLEjSdDP6VDKhUFiX1eJCjUBKtOruqRrtLyE0gNiu2fimlAFq+LCqkhj5dsUjFjQgaD2o7PE3p9LCB9dHrSclPueFmJ/Y+i/6kKHvtVRTD9F/bcvaw8qywpKpmWef+euzMH6gkSDRJ9G5WQwP8atDaszUGZbKnxOKlVg22X9gOQFO9klppUbfZB187vVelEcHDq6GxL0vlA9A6oZWgox6e2/Bc9VNVE0Tg9mCJDa/seJ8iYxFd/bryyag/yB0WwaDJBZS8UULC8wnseWQPv931G2/e9iaT2k3i/rb3M63rNMIfD2fBvQvQa2qp+vD10LuXqkT/8Ncxt9+LvNz7ZXZO3skdTg4itVTrAu5XWodYC7VKzYhmogjBT5nF0OQRkE2wZ6LwPwQxKWPMJ7YEDhmgo+/NDUoBDAwZjm/LJ8k2w6yULLHwKhMYr215jdNpp/G292a0bbk0TkvFupyzkB0p3ltUJH7Daq/hVqBfUD86+nSk0FjIxmxlwrK8kqY4EzZ0h/WdYNNtkBMFhUmo4pbiZj6DKuJ1AJJsglkXvYHEFm8AklB1W9Lda0pJHipFrVlgH0JLz5bW2W9NUZRSZB8XXrGyWagju35/w1TyOqNcUCrG0vVJPwARM8WzSlEtcu5nochXPt95fA6t1WKyxbb1K2X7azK5LDAFZYWezv1Umvb3Yq8XebD9gxjNRiavmMzkFZM5flb0e48VGjmaFI6HnQdLxy3FVlt7Bbr+q1Q5GrBt27baaEe9o6CkAIePaj+t7GrkvZpXafVQYmIiEydO5NNPP2XMmDHk5uaya9cuOnfuTJMmTfj999958UUxG280Gvnjjz/4+OOPa7P5uNi4cDovCTc1OFoGnjrXChLgrKKs0nXrBEklqkgoFTacHYNwqStl1K2IQxPIDINzv4jf3XuIlCbPcqXjda51U5lDqRoYooVjycfo3agGfllW4kjUQoIkyJXVODrVME3uViBoApz6TKT6lOReMejSmg38PvB1zm3YDqZEPrlwBo8d7zHztplIGnuRdrBnoqgilH2yVLWDSi86wDdQaBSbinlkxSPIyExsM5Eufl0g6nsw5pcFpW4lpdT1aDxJvICPPfrQ+tQSEo2p+BbGi05YcBVnWjPDRXBZpYV277Fw9XMAjGs9rn5Wm/XsA3xCE1MSKknF0cSjxGTG0Ni1egbley7uQQX4WPqi9UEpBWDjAUOub0p8VbRO0OheiPmNl3w8uTs2lYUnFvJ096evucme85vpeP4rUEGcSU2A2sQfPuBbcgEzElKr15DCXhDXoSFdpLzVoMpW1LkldAZSdX743gS/DUmSaBk8ArJ/xqYkU0yMVbHCb35RFt6Z+7GVwENSBvHBk8QA5gam9NfFfxQkbQSvfkKRHL+SvvY6Pk04xJ8Rf/JA+wcqvy+zEVJ3YTg3Fz3wV0YOznpnvhn+Dfe3vf+K69vX0RdfR196Bd6cMu/Xpd17kLYPdeouJucsg2FHxLke9pL43H9E9YvAVJJRoaP49divrIpazawnTyFZVBS7x0GPuaIaHUIl1dilMW62VQgm1yKfDPqEddHr+DolhpmOEurMMHENK5OLm6I38vn+zwH4a9DbaCL/T6RdYxbrFcQL1SSAfWMxEalzqdjfq4dIksTzPZ/ngWUP8PHp7Yz2AjKOiskblRbSDpap+lN3weEnofmzpdurMkVq+NfnDvHh4eGoJTUxnToTmHMYTn8B3edcedCqknUcCZlEI3RvOurG69cVjs0ASfShQPTxu/5Yr3zDsA8S56ls5MdseN1djWN5ZW/qHqE4tlRE1blBcQZFJz+lhSJI1QSNg6hvIDcKmjwsnnHpB8UEQ7c5sLKp6JMmb4WsCKTID5gXOp1GDi/z/p5PmB8+n8CL0NYdwopKaOHRgn/G/UOQixWzEhoopY41ug1Ym8TERIxGI3fffTfBwcG0bduWJ598EgcHBx599FHmzZtXuu6aNWsoKChg3Lhxtdome609WpWW88VgtkSly6XuGU1GcovFg8LVxrVW21IBXdmxJG0dBFNuZSwV+CxePxbDVPduSmcG0XmpC5TZkmba+lOB7+IlUao+S+ddvx7itYVrR2HiayoqS2dI2Qnph8Qs8opGqNe2IdQkUhpX5MGb299k/JLxIuWy0ViRBmjxVLGYBQcqKoqsCDFTdw0+2PkBx5KP4W7rzhdDvhBmpoeeFCbsRqUuts0tppSqBE56J17t9zbfZonfTSc+vO7f6aokibLI+AwmW+PGumiRglmj1L3axKMXIKHJi2ZGsPCp++fUP9Xe3Z5Le/BWg0ZCTE78G4KXTR4BYIQuBwcJ5oXPu6bCOiE3gU9Xj8NOBZnocRsRDpIaX+U2/nKqzNoipaJZzinYMgA2dIOkLVVvV0keptNfEZi1FwC72qjIWkkGNh9LjuJTba6Gr9Slw6+w1NfMF75O6AxK4LvlCzBwK3T6ovoNa/Y4dJ4NPeaL5ynwkJKqOmPTDNIK0iq/ryPPwpYB6HOEwuWEOpCjjx9lUrtJ9TPgfD3UOmG8btcI8qLh4BNCvWAJllTSd60mDG46GJ1aR3RGNGcyo8X/KGiiUGHsexCSNmMG/s6DO5rc5LT9cjjoHPj7nr/JQcuuAuU+EC/Uc8cSDmO3ayRRQTC7/SgG5G4Xn/sMBEvKW8ouUYUToMXzMCIShhyqlUqH1mZc63H4O/qzLzsNg8pWTHJZFF/pStDf4kWWuhvS9l6xj5OyIy08WmCSTdx/UvG6jPmtzBqgBsiKZ1W4gTLLgfqA2gbKV6Lt/EWtWXBUG5UGPLojS1pW5cPegssKD6Ttgfg1IiNH7ykqigIjuIhKghIbH+GDedty6LdKqLAtYxnvAeKzJpPF7+GviJchHdXxt3ivZBOHx87n/rb308VOXAdefrdzcMpBWnm2ooHaocpKqaKiIr7++mu2bdtGSkoKZnPFDvLRo0et1ribiZ3WjrxX827asStL+/btGThwIG3btmXIkCEMHjyYe++9F1dXVx5++GFmzpzJ/v376dGjB3PnzmXcuHHY29euh5MkSTjbOJNWkEa85Eigg2dZ5TYgy5AFgK3Gtm6l4lpnofBQ6UUHqIFrY0nfA1FhT5HWo7ETvg7pB0T6YV1wmVLqZiPLMoXpYeAE2svLbP9bkSTx8D72qqhQI6lh/2WlzCW1SHfwuo3Xm0/iqbVPsfjkYg4lHOL3Mb/Tp1EfCH0S4leVmasG3SeMJo15Ir2v/HmnsOrMKj7YJUy1vxvxHd4O3hD9c8WVVPoK95h/E1M7TaXngVm8ZDqPU06kGKRZgnmVIVXxDPG6jRVnVlBsKqalR0vaeNVCYQJroHeDkMcg+kfe0UWxRAtLTi5hRq8Z1drdnkt7ylL36qqYRW3jdRs4hqLLPcssLw2PJ4WxNmotI0JHVFjNZDYx8Z+J9ECkyzv6D0Xj1kYoH2P/5IRNS/6XdYo/tr5LQqAjkjG3TLV49lsxcK0KEW+gPvMlvZXHenDjO2v6TatNv8b9idyloqPazMWo3wnuWjWFuDlZBHPvdJDLAt92AaB4HFYblRaaK6o2D1GFq6WUSyvPVpxMPcm0tdNYcO+CSu2qMG4ltsDmAtiFP388dABfRyt5VN4MbDyh9wLY3Ff4IulcIPes+Jv51b6/kaPekduDb2fDuQ0sjlzMG/3egJ6/AbLwrHFpz7S4NMIN8cxUqvXVF7oHdOfzIZ+zdv/T9LeD8LAPWZ2cRXbEB3zmJnKfni5YBRcBJJE2nLQJMo+KdLVUJVgTMPqmV12rCjq1jpd7v8z09dM5XGgW956MI6LfaglKNXkITlwSk2Hn5gJglMVEhVmGLybuppFnG55Y/QQ/Hf2JQ0USXW0M4h7Y7p0atS8jcSvuwEmjhqeC+t5w/TrFqZVQygVNqFiYoT7RdymSIQ2/lc+wO2szQ+wB9+7if1yYCJEiJZ0mD0HgPWSrnXA25ZAu63Bv/6H4zLmVeAG0nCE8OpspvnEtnoWo7yBDKaji0lZMemYepXP2VP7o+j2cDoPsk4zo8hLor5Ga3YBVqLJS6pFHHuHTTz8lKCiIkSNHcuedd1Z4/VuQJAl7nf1NeVVlhkutVrNp0ybWrVtHq1at+Prrr2nevDkxMTF4eXkxatQo5s2bR0pKCmvXruWRRx6pxb9aGZ52IjUupTAbg6ribEtGoUihc7WtQ5UUiFlyp+Z1F0y5lfEbCg4hYnA4aK9INbHgM0j8dK6jgIyDCEp5auBiaoRVSsTXhMjUSAIQkmcPn5ufSlhnNJ0iZtcyw+CwYtKsthMDhhbPw9hcGHka+q9lauepbH94O8EuwcRmxdJvfj9mbp1JiakEOnwMSCKI5dG9rHT6VXyltsduZ9yScZhkE5M7TGZcK8W/K+Ey82uz4V+rWNOqtbw28DNmK8Vjio+9Wep/AAhFy577RcWlgnhYGQIRb4nPZLOYHQbwuo2FkQuBalTdq2s6fwXuPbAxF/KVJxyIP8DF7Is33u4y8ovzCUsMKwtK1ZfUvZoiScL7A3jMycjttvDW9reQi3MrVJv7397/sfPCTm6zEzPgGi/FT7Lrd9BnMSEj9tHcvTlJeclEy5dNVsWvEp3+ylKSB+fFgG9rARzRt0ITeHf1v2MN0al1hNmKwKvL+TlgKr7BFhVxK7wAgI+spP9oXaxfjc5NeCRJ+TH8OWI2aknNwsiF/HL0lxtuuv3sCmwLRZWw/0mdeeb+iFs7IGXBsye0e1e8j1IqfXsPqLNJB4sR9a/HfhXqQ5UGev0Fo2O42GsF3yfGo5bUDGxSxYBtHfBU16do1OJxAJobE/lu5xu87CzSnUzO7cRKeg+4fYNIh/RUgiSX/gFkoYi+hQJSFqZ2noq/oz+78xUvrPTD4hlpCUq5dxeBfIAi4bP7TZb41ejchmCvdqgkFT+M/IHbg2/nk0zl+XpmtqhQWgOKUg8CYHJug42mninP2r0jJpw7z77ZLbk2Nl7g3IrJHSbzVRZ8nu+CufdCUakXRHAKIPgBTJKaO5Id6XgR1rX5SXheXo7eXdhJOIWK3x1DRLEgEGPEXn8JpaD/KJEGenh6WVEel3o6kfcvospBqTVr1rB8+XK+//573n77bd56660KrwbqHkmS6N27N++88w5hYWHodDqWLRPGjFOmTGHBggX8+OOPNG3alN6962YQba+zx1HniIxMcn5y6fIcQw45hhwkpHqTj9/AVbAPgtFR0O3HK7042rwOPX8XMw51gdYB2cYHAF8KOJ9Z/RLf1mDz+c1l+er/pYeUjQcE3y/eG/NEiue9GTA2DzrNEueJU/PSgVuvwF4ce+IYD7V/CLNs5oNdH9Brbi/OmGyEMXvff0SHw7WD2Ge5KkCyLPP1ga8Z/PtgioxFjG4+mjk9J8NiRzj2OiRtFitqbo7vX10zpsUYdtt2Ic8MupwTZeXfAcJfhgt/iXSD+FWiUsyJ90QZ6uxTwiNIbUeGbTAbz4m003GtazeFu8ao9dDlawBusxMRpSUnl1xvi6tyIP4AJtlEGwcXsaC+mJxbA58B0Oz/APjeS+JI4hGSNtwmPDL2TGR/9Cre2CaMzAc4KuprS/VUxZfKRu/MjyOFH8emdKUoil2ACJbIRjg/v/Ltif0DSnI4Wwx3xIPtbYur7ONkbUoaTybJCC6mzFI/oMqQlxuLj+qyIFZtBDR1LqXq0A42Kt7sJyorPrb6sWue77Is892h7/hw5b0AJMk2LHlg+7+rP9XqFej6g1AtQOl5Xhfc0/IeHHQOnMs8x+6LSkBfksAhmA3K/bN7QPe680OtApIkMW3Q9xj0Ptiq4HBTJzzUYHZqiXrYERi8H0acAl9lYtF3kEjLB2HLEHptX7r6jI3Ghlf7vMoRJSZlTD8ogvOGdFHt0rVDWVAKMMnwVoaa0yGvoetTpkpUSSq+Hf4tqws0nCpGVA8/+131G2Y24WaIA8C/0YgbrHwTcOsknrO3gL/uXS3uQtI68UJCFjtSzytp/gou7cC1HavOruJwZjwXVW7cY5nArAxt3xLBqtYzReDJ1ldUFXbtKKoxykbxzPw39R/qKVUOSvn7++Po2CBfqy8cOHCADz/8kMOHD3Px4kWWLl1KamoqLVuKCg9DhgzB2dmZ999/n8mTrxI1rkV8HcSsXVpBGkXGImRZJi5H3KA97T3r36xBA5VDbSOMmK1ZNfAGSEoKX3PdzfeV2nl+I60t2Z9O9aSSSl1RvtPa6XMRPLhOKqyT3on5d81n0b2LcLVx5XDCYTr+2JHvEy4hWzxCLLNUFxeA2URsVizD/xrO9PXTKTGXcE/Le1hwzwI0UT8IU87ID4V5qd4TRkVD4D3QZ3EtfumbjyRJvDHoy1JvqcKw18RMcEmeMDIHUY2mtHqaDEdfgJQd4lePniw7swaj2Uhbr7b1pwLQ9XBpC5IGJ8lIgAZ+O1b5oIKFDdEbAOjmFiAW/FuUUhY6fAxqW5rrZO6yB9/ccLH8wgIC995JsLqEJ1sMxtaUKwZnltnlcvQL7se9re7llxyIkp2g20/CPBbg+Nuwvhskbqy4Uf6lisojWRapLsC32dDNv3u98N24PWQ4n4rMRcyRH1V6u9Nnr6wyil2AlVp1GS6KgiXrOG/c9gaPdnyUJhoz36wex9NrnyYhNwEQxR7WnF3DgN8G8NTap2inFdWmPAOH4aD7lwXnJZXw3hp2DMYXlT0j6gB7nT3jWomg/bzweRU+23BO3E+G1LPUvQpIEvrAuwDwk3NA0qDq8k2pP08F1bvWCUadgYkmGF94dWXJLcKUTlPIsBUeSXJmeJlC2LWD6Kd49Std92QxPOD/BE07vg0urSvsp6VnS57rOYMPRUIH8ulZot9hLBR9j6wTlW5TXsYxbCUzhWbo0aIKBQwauAI7rR0TWk8A4JtD35RW6QWgsfjbzj4gFF9TO02tWmU81w5wT1rFVE1JEsFxC85t/rVq/PpElYNSs2bN4uWXX+bChQu10Z4GqoiTkxM7d+5k+PDhhIaGMnPmTGbNmsWwYcJQT6VS8fDDD2MymXjwwQfrtG2OekfstfaYZTOn004TlRFFQUkBKklVGrBqoIFKoahpPnSHmPid11+3FikxlSAnb8NOBcV675r7i9xquLYXUu8On5SV060EY1uP5fj/HeeOJndQaCzkybVPMvTPoRxLOga+w0QRgsJElq67h/ilTemRsR69Ws+XQ75k8djF2EpA/MqKO/UdCrbe0HeJqEb2L6d3o96c9hhOgRlsc46LQEH6AeHjBcILKLtchzl5i1BMAXjdxs9hwofLkp5S71HrS8tWd7ZRcyz5mDhfqoDF1L2zrVK1yz7Ymi28+WidwH8kAPP8RHD4mAFOF4O/RmZfkJ4vmyhltd26XLPU94cDPiSiRENodA5birTQaJy4t5mLIeMQHJkuAk8ZR2DrEFjRCLYOAJMiTUhYA9knyDdL/JoDT3R5ota/emVo5taM9bIfAKr881CcXantUuNE8KFConhtzZJb1EBZEUiSxI8jvmdfYwe2+stsOfYN/p/74/aJG7Yf2DLy75HYp25niIOWxxqLAKO6BlUS6z2SdFPK00/uKIIziyIXkZovinLE5cSxJkooVOt1UAogZIpIrfe6DYaFCVXl9ZBUt7zXnl6j5/1Rf5JhAi1mkiIUPyH37kJdeHYnmcqjMte+OYPcB11zXy/1folVBnvOFYNkSIPoOcK76NjrZdUgK8HJKBHcjjLraerxH+sr1gLTu09HQmLpqaVEmB2FBYSkhqD7iEiOYFvsNtSSmqe6PmWdAwbeU2ofUmoz0UCtUuWgVJcuXSgqKqJJkyY4Ojri5uZW4dVA3dKyZUvWr19PSkoKRUVFnDlzhmnTplVYJzExkeHDh+PrW7eBIEmSCHELwU5rh9FsFFW4gECnQLQ3oUx0A7cwbd4gU+tJkBbGpcwVud43gUMJhxigFx4N2oDR/82Zk+ZPQ6uXqvzd/Z382TBpA18O+RK9Ws/Gcxvp8GMH2s3pwspCoZq8K2sFvW3MvOImETF1P8/0eEZ4HyWuFymDdoHCaB+g0T3W/mb1nlcHfcGP2eLvnn1khiiJbCHrRJlSKlAJ0in+GdEaX/bH7Uer0jK5wy00G+7aHoBx/qJDXxW1VFxOHMdTjmOnkvArOC0W+lx7IHLL0khUUXRBKJfm5dsyMcuPeJUr7pIBbZRS8fI6lfCauTfj/7qIFKkXN72IWW0DwyNhxEmRIptzRqS/bboNkhTVVOoeOPq8uBeHvQjA11kyLo5B3N/2/lr6slVDkiS6Nx5MhqVoU8GlSm2nyRbXUaJDOd/E2lZKKZ566oyDeMh5qCR42KcREhKZRZmYZTPtHVxY6Sexzs9MaIkyMWy5HzZgNXoH9qa9d3v+v737Do+qWvs+/p2Z9JAOIQkhCRBCLwpKMaJIMSAaQYXDER8Q9djAAhbEAogHUMACPkdFBH2UV/RIPYoIShcEBGmHIiCdYABJ75n9/rGTgZCEBCWTwu9zXXMls/fae9bO3Jlk7lnrXum56Ty59EkAXln5Cll5WdwYcSPX17u+kntYhsB20D8Vuq++qurgdKzfibMekQCEZJh1gJYmJRE7O5bHlz7BikyzXfvWT1zyPAGeATxw7cNMLBhlye434FdzZTdSdpe7P2dOmCuYpnk1Kv9FSKlaBLdwfKj2wvppcOMCuOlrDM9Qxq8xP4Dr16wf9f3qX5kHtNrM6Y2+zaDhkCtzTrmky05KDRw4kBMnTjBhwgSmT5/OW2+9VeQmVUdycjLff/89c+bMYfjwypkr7mpzpUlQE2p71SbYO5iWwS2p41315y9LFeMRzJ5W00nOh/qknp+y5GQ/HPye2wpq3VoKRihI+VktVp7s+CQ7Ht3BgBbmm+mdiTuZcjKhYL/Zzt1iEJN/QZHlowXT8yL6Q7dV0H2NU5YIr2pigmJIjPgfsuzgl7oLo7AQMJi1D3LOmZ8cdv4Uevxo1mJp8hRTD5gry/Rr1s9cvbC68DeTUjf5mYtizNk5hzx7XrkOXXrAXOHx4fAYLPmZZlKhJq6WGdb7fG01iwtvP3iUX546Qb0790Gjh8xaGRar+anvJbzc5WV83X355dQvfL7zc/Mfcr9m5+vIbRxqxlhQB3OKH5irFi1tDyl7OWu3MvGcOcqgKn3o1K1BN44Vhkw5klKp2alE2s25O25Nhpk/O6i4qZ+FMZn8X7Dnw7EFjl3PxdxA6gup7By6moQRJ/kl/g2sGFiMfLNeDigpVQEsFgsz75iJ1WLl812f89g3j/HJ9k8AmNxjctVeJKKQ5bLf3tUIjaL/5vh+QRrc8eOnrD+2HnebOwlNRmNcPxNLw7IXfHq609N8nubCsVzMD3cKC56nH4X8rDKPNwwD99Q9APiFdCmjtZTX2JvHYrPYWLJ/CZ+fS4OwOObsnMNXu7/CZrHxQuwLV/YBw+Kgz+5LfqgjV85lj9dcv349GzZsoE2bNhXRH7mC4uPj2bRpEw8//DA9elTeJ8Q2q40o/6hKe3ypGZpG9mDPj9DREzKS9+FVCdMW9h1eREM3yLe4YLvc5dLFISYohrl3z2VKzylsP7WdU6knyT4+CbfMY1j825pThk4uNacM7XkdzmwwD4zob9YyC65iSys70VNdX2f2Z/+PR31zsRSMhMLFx6yzBeDT2Kz7Vqcz1OlMSnYKny0z31BXlWlV5VYwUiosL5E6XnX4Pf135u+ZX65C7YVT9wYG+kI6ENanZo5sdPGE8DvNQuMhPc7XjPGoAx1mmCvt5WeVWQOwjncdRt0witErRjN6xWjuan6XWfcx+mE48IG5kqPFBh1mmqMvss/A9hfMaaPAy2fseHmFMPQa56zwW17dGnTj55+gjTukJ+3BO6zXJdv/dGgZPQrK5NWJ7AeHPjSXCy+cxnGl1Yo2f1/zM8xFCo7NP7/vzHq8Tyyk5YZBcM2U88uWF/KOMpOOcsW1D2vPs52f5fUfX+e9n83k/93N76ZDeIdK7plcijXmccg+zRZrOAtPHuYO/3RigmIYfv3w86tT5pY90j7cN5x7Wt3L64c/4d3gC/cYZhF1v0vXzNt7Zi8xVjN51ahh5a1CWtNEB0bzRIcneOuntxi0YBBLDy5lwR4zkT/25rFcE3pNJfdQ/orLTko1bdqUzMzMiuiLXGGrVq2q7C6IXDGBnoGctngBGZxIWE/jhoOc+vjJWcmEpfwCtSE7qBNeV3p58KtQuG844b4F02Ja3mUmVv7YAmvvMpepPvgh5Bf8vQm4Bmpy/ZRyqlurLtkxT5B9ciruVjBcfLCEx5tJCTALcl5g2sZppOWk0bxOc26KvKmEM1ZhBSOlLKkHeOLa53l53SSmrJ/CPc3vueRohay8LL7/zVyhsXVeweiYmjyysfU4s/5TixeL77O6gLV8hbCf7Pgk/7v5fzmafJQnv32SD27/AAKvgaDr4ewmiHni/HSgFqOgfj/2/Pwi83Z/xYxkWPC3GVVuAZNQn1DSXQOAcxxNWE+z5iMu2X7vb4voASRZPPH3qA0dPzaT4nVvrpgOWm1mvZI/tpi/w+mHzCSVPQfSj8D2gmK7e94wk/RgTs899hXog5EKNfbmsbhaXfk9/XdqudXi+Ruer+wuSVm860PHj2gHfPIXTzX8+uHE7viE+3yhbXgs7vkFC4uk7i8zKbVi7795vGDAqEftKj7ds5qZ3GMyKdkpfPTLR44p/bERsYyKHVXGkVLVXfb4zkmTJjFy5EhWrVrF2bNnSUlJKXITEakwXuZc8T/OXl7B4yth5eGVXOtuvinwCi9/kW8pJ/dA8I6Eut3MERmZJ8yEVJ0bIO5ncznrmjjS5U94KHYcczPN1WWOuIY6FgIAikxRS8pKYuqGqQC8dONL1WPayYU864JHCGDweEwXPFw82HxyM2uOXHqxg3m755GSnULPwBDcs0+Zb/LrdnVOnytDrYYQ+wUEtP5Lp/Fy9WJW/CwsWJixdQbv//w+hmFAp8/g2regrVk8+I/MP9h4fCNP/vi/tFw3n5fPwlOdRnJ7k6r5uujlbxbMT/5jZxkt4cgpc1RmnkfBqAr/Fmbh6IqcDlVYV2rv2+bX0DhHQpYMc8VishIh+7RZwLrzHLh1k/mcSIXxcPFg/C3jmXH7DN689c3qNfVZ/rJ2Ye24NrwzHY/BRLdujoU3SPn10gee/hHPQ+bCIskuQeDmV8E9vbrYrDZm3D6DKT2mMKLjCD7r+xnL71uOSzUv1i9/YqRUXFwcAN26Ff2ExjAMLBYL+fn5JR0mIvKX+QS2hDP7yEs9eGVOmJ8DZ9ZD7U5lrvLz3YHvGFj4iukdeWUeX4pz8zOfj9PrzOTUde/VzFpAf4G3mzeWthOZvOkp/n38CPObB+Iow3xBYds3N7xJUlYSLeq0YEDLAZXS178soA0knCIg6yhD2gzh/S3vM+nHSdwUVfqorxlbZwDwakQkpJ8y3+S7eDmrx9Vaz0Y9ebXrq7y88mUe/eZR5uycQ5u6bUjJTmH/j13Zf3Y/ZzPPFjnmf9r8DxO6TaikHpetXt2OcHhDmTWlUrJTSEs5CB7g7evE4sSFr295qeZrXszjcHwRnPvF3O7qe76mTXAXsLlp1KiIEzxx/ROsP7ae939+n5e7P4ANzJFSpUk9gLG8C0NdzLU7XYPaO6WfVxurxcrIziMruxtyhV12UmrlypWl7vvll1/+UmdERC4lPKQznJmHV+4Z7IYd61/59Do3BVbfAYmroc0/ocXoSzZf9tsyRvoW3PEM+/OPK2WLGGAmpZo+rYRUKQa1H07PPf9h85kfeGjtNL4tzLn4mT+vbae2MXn9ZADG3Tzur/2uVCb/NpDwHSRtZ0SnEcz8ZSZLDyxl0d5FxDeNL9Z835l9rDmyBn+bheuydpkbY67QEtFXidE3jiYtJ423f3qbdUfXse7oumJt6vnUo3md5jzb+Vl6NKraqxo2iegOh9+itpHJ0eSjRPhFlNhu3dF1BNvM0bCetaKc18HgggSrV3244XNzdGjW6fMrfnX+HNbEg5EHId2d1y+Rq1y/Zv0I8wnjZOpJNib/QWe4dFIqcS0W7PyRDyfxpmVLTSkTKa/LTkrddFPRTyeTk5OZM2cOM2fOZPv27Tz11FNXqm8iIkVEht0Iu6CeNZ89p/fQIrhFuY/Ns+fxxa4veGfjO+RnnmJB3Wwi8hPNnWc3X/LYA38c4LdzvxEaWLDBM/RPXoGUS8xjZg0Xv/I/v1cbq8XKx3d+TKv3WrH0xDYWN46kV1QXXH2iOZd5jru+vIusvCx6N+5N32Z9K7u7f15BsXPObadxUGOe6fQMk36cxONLHqdrg674uvsWaV5YlPj1hs2w5u82l3Ouq9o7l8NqsTKp+ySGXz+cT3d8SkZuBl6uXjQKaERMUAzRgdF4u1Wfmnq1/M36L+Eu8PnB5dx/7QMltlt5aCUNbAV3PEOc1Dsg8Fro8yt4hUFhrcLQnuAVAUHtoV5vaDYSjnwJkdV0xKNINeRqc+XR9o/y8sqX+ejgGjp7cOmk1B/m/5KzUiC/zcu0rKhadCI10J/+6HTFihUMGjSI0NBQpk+fTu/evfn555/LPlBE5E9y9TVXQAp2gY1HVpX7OLth5+/z/s6gBYM4lbiZOb7HiMhPJLegbiypl64RsHDvQnyt4F34iqmkVMWyWM1paNWtBpKThfuG8/ldn+Pp4kn8/iPEbF7L4EVDaDy9Mb+d+40o/yg+7ftp9R0lBedr6yTtAMPOKze9QqOARpxIPcH9i+4nz57naLo1YSvvbjJHl9zrnmRubPKE4uhPqudbj1Gxo3i166uMih3FPS3uoU1Im2qVkALAqx52wMMKG3/7utRmKw+vJKTwo1oPJyalAHwbn09Igbmq3p1HIPYr837bSRD/G3iFl3y8iFSIf7T7B242Nxae2G1uyDwBeRklts07vR6ATVlU7w+DRCrBZf2nevz4cV577TUaNmzIwIEDCQgIIDc3l3nz5vHaa69xzTVailFEKpCrP9kWc73u/cd/KPdhr6x8hX/v/jct3V3YFe1LUzc4ZXelz0lzv5F6AOyl18P7fNfnhBZ+gu7qp/o0UmXERcexasgqgr2DOZx0mP/b/n+czTxLo4BGLBywkEDPwLJPUpX5NgGrO+SlQdohPF09mRU/CzebG/P3zGfQ/EEkZSWRlJXE4IWDyTfyub/ZHXhnF/xyR91buf2Xymd1JdetNgB7jy4nJz+nWJOE1AS2JGwhpDJGSl2KEqoilSrYO5gBLQbwhx3SMP//JPVA8Yb52ViSzCnjabWaEhMU48ReilR/5U5K9e7dm+bNm7N7926mT5/OyZMnmT59ekX2TaTG+/jjj/H396/sblQfFgs5BasiHU9Yb64MVYbvDnzHP9f+k7busLmBB775KeDbFLe4zRz1jCHLDhZ7Dkb64RKP//Xsr2xN2Ep914KXS9WTkirm+nrXs3/4fub1n8fzNzzP3LvmsnfYXtqEtKnsrv11Vpfz0ziTzFU3u0R24at7vsLF6sIX//2C8DfDCZsaxq7EXQR7BzM19gmzvUddcPWppI5LVeLmYxYuD7Cns+LQimL7F+1bBECke8GCF84eKSUiVdaITiMA+G9WQUL7x7/BlqfBsDva5P+xFRv5nM6Dfu1HVEY3Raq1cielli1bxoMPPsi4ceO47bbbsNlsZR8k4iQWi4WFCxc65bGUSKpcnn5NAHDL/p2diZde4jvPnsfT3z2NjxWWR/nikZ8Gge2h+1oCa7dh8cCvOZBnfhK9cscHJZ5j7q65AHQPLXhjrKSUVEG+7r70a9aPSd0nMaDlgJq1PPIFdaUK3d7kdr4e+DWtgluRnptOZl4mLYNbMq//PALyk81G3lHO76tUSRav+gBEuML8PfOL7V+4dyEAwbaCN5lVZaSUiFS6tiFt6du0L6sLZ+2l7IF9b5urZBbYtWc2ANtyXbm39SDnd1Kkmit3Umrt2rWkpqbSvn17OnTowLvvvsvp06crsm9SBeTm5lZ2F66YmnQtVzOXWg0AiHA5/0aiNB9u+ZA9Z/bwfog7te0p4B0JtywHD3MqR+Ogxrj4NQPg++3/4o/MP4ocbxgGn+/6HIBuIWY71ZMScTJHXantcHoDpB8D4NboW9n+yHbWD13Ppgc3seORHcRGxEL6EbO9d2QldViqHG9zxb36BX838i+Yrp2clcyKQyvwsYKrUfB/gkfdyuiliFRRY28ey6iz0O4onAktqBe1azwYBnbDTsLhBQBYgq7H09WzEnsqUj2VOynVqVMnPvzwQxISEnj44YeZO3cu9erVw263s3z5clJTUyuyn85nGJCXXjm3ckxJKvTVV1/RqlUrPD09CQoKonv37qSnp7NmzRpcXV05depUkfYjR46kS5cupZ7PYrHw/vvvEx8fj7e3N6+99hoA//nPf2jXrh0eHh40bNiQcePGkZd3vsBsUlIS//jHP6hbty4eHh60bNmSr78+X1B03rx5tGjRAnd3d6Kiopg6dWqRx42KimLChAkMHToUHx8fIiIimDFjhmN/Tk4Ow4YNIzQ0FA8PD6Kiopg4caLjWIC+fftisVgc98eOHUvbtm2ZNWsWDRs2xN3dHcMwiIqK4u233y7y+G3btmXs2LFlXs+qVau4//77SU5OxmKxYLFYHMfl5OTw3HPPUa9ePby9venQoQOrVq0q8jgff/wxEREReHl50bdvX86ePVvqcyGlKHijGekKC/YuKLVZanYq41a9wqQg+Lt3tlk8u9On4OZfpF3jqNsACCOdZ5c9W2Tf/D3z2XtmL96u3rTyDTI3aqSUiHMVjpQ6uQSWd4bVtzl2WSwWOtXvxHX1rsNSWH/HkZSKcm4/peryMpNSTdxdOZ1xmtVHVjt2fXvgW3LtuXSu3dDc4OJTtOi4iFz1WtdtTf8WA9iaDX1278CwecO5X+DHv5HyZW3iXM4A0LbFQ5XcU5Hq6bLH93t5eTF06FCGDh3Kvn37+Oijj5g0aRKjRo2iR48eLF68+Ip38vDhw4wfP54VK1Zw6tQpwsLCGDRoEC+++CJubm5X/PEAyM+AL2tVzLnL0j+tXP8QJSQkMHDgQN544w369u1Lamoqa9euxTAMunTpQsOGDfn000959lnzjXZeXh6fffYZkyZNuuR5x4wZw8SJE3nrrbew2Wx89913DBo0iGnTpnHjjTdy8OBB/vGPfzja2u12evXqRWpqKp999hmNGjVi9+7djimeW7ZsoX///owdO5YBAwawfv16HnvsMYKCghgyZIjjcadOncr48eMZPXo0X331FY8++ihdunShadOmTJs2jcWLF/Pll18SERHBsWPHOHbM/LR88+bNBAcHM3v2bOLi4opMLT1w4ABffvkl8+bNK/eU00tdT+fOnXn77bd55ZVX2LdvHwC1aplxcv/993P48GHmzp1LWFgYCxYsIC4ujp07d9K4cWM2btzI0KFDmTBhAv369WPp0qWMGTOmXH2SCxS8uYhwgW0ntnE46TBR/lHFmk376R2m+Z6hf2FJmTYTIPjGYu1svuYIqBhXGL5tFv/T5n+4Keom8o5/jdvGIQRZ4fFOI3HPMZ9vjZQScbLCpJS9YBRL0k7ISgSP4JLbF9aH00gpKVQQQ7HebkAur615ja5RXQGYvsmsj9o3shMk/aapeyJSoum9pvPjsR/ZeOYgCwMa0ZeDcPRL/IE8A07VakF4g/6V3U2RaukvFZ1o0qQJb7zxBhMnTuQ///kPs2bNulL9KmLv3r3Y7XY++OADoqOj2bVrFw899BDp6elMmTKlQh6zOkhISCAvL49+/foRGWn+892qVSvH/gceeIDZs2c7klLffPMNGRkZ9O9/6RfMv//97wwdOtRx/7777mPUqFEMHjwYgIYNGzJ+/Hiee+45xowZw/fff8+mTZvYs2cPMTExjjaF3nzzTbp168bLL78MQExMDLt372by5MlFklK9e/fmscceA+D555/nrbfeYtWqVTRt2pSjR4/SuHFjYmNjsVgsjusFqFOnDgD+/v6EhBT9ZzInJ4dPP/3U0aY8yroePz8/LBZLkcc6ePAgn3/+OcePHycszBxJ88wzz7B06VJmz57NhAkTeOedd7j11lsZNWqU4+ewfv16li5dWu6+CY43mk09PYAsvtr9Fc90fqZIk3OZ5/i/jW+wLxzsWLDe8DlEDij5fL7mc9yuVi0gjfsW3Mf8AfMJ2fAwt7un8WKwFw92fgbWFIzO0EgpEedyCwD/VpC0yyxcnpsCZzZAaJw5utg90Ny2/SVoeL9GSklxQdeDxYUAI51od1dOn1zJye/jCDy3iV4ZSWxz9eKeRjfCljkqci4iJarjXYcv7/6SLh934cGDB3EPgWQ7zE0F/8i+fHzHPK2YKfInXZFKqDabjTvvvJM777zzSpyumLi4OOLi4hz3GzZsyL59+3jvvfcqLill8zJHLFUGW/mWm2/Tpg3dunWjVatW3HrrrfTs2ZO7776bgIAAAIYMGcJLL73ETz/9RMeOHZk1axb9+/fH2/vSo7Dat29f5P6WLVvYvHkz//znPx3b8vPzycrKIiMjg23bthEeHu5I4Fxsz549xMfHF9l2ww038Pbbb5Ofn+8YwdS6dWvH/sKkT2JiouNaevToQZMmTYiLi6NPnz707NmzzJ9RZGTkZSWkgDKvpyRbt27FMIxix2RnZxMUZE772rNnD3379i2yv1OnTkpKXS6fxgCEWLJxs8BbP73F49c9XmQO/+T1k4mwmFOKLT4xpSekAHzM5yzQSOeOOuGsPnuMDh9eR2ojwAoP+btSy9ULMhPM9hopJeJ8t/wAOX/AnilwcKaZlPrtE3NKX69tcGIR/DrdHEWVdtg8RiOlpJCLFwS2g7Mbmdg0lu6pK/E/vQyAkf7g1uIpAilYWUv1pESkFJ3qd2LpvUsZt3octx1dS4BHAMOvH86o2FHnp5CLyGWrtsvzJCcnExgYeMk22dnZZGdnO+6npKQAZsHri4te5+bmYhgGdrsdu71g9RVrJRWqM4xS60oZBdsNw8BisfDdd9+xfv16li9fzvTp03nxxRfZsGEDDRo0oHbt2vTp04dZs2YRFRXFkiVLWLFixfnrK4Wnp2eRNna7nbFjxxZLqAC4ubnh4eHhaHepPl+4Pz8/37Gt8EXcxcWlSBuLxUJ+fj52u522bdty8OBBvv32W3744Qf69+9Pt27d+Pe//12knxcebxgG3t7exfpltVqLtb3w+S/regq3X7g/Ly8Pm83G5s2bi00TrFWrFna7HcMwHI9xqZ/NxY9lGAa5ubnVasXLwt+vCikubwvAxcUXa14Ksf6hrDh3kukbp/N0h6cB2JqwlcnrJzPM12xu+DYn71L9sPrh4uqPJTeJRf7HOernTfcj6XgVVNyrlZ9M3vFvsGWexALkutYBFc2vESo0TuXKsvmDpz+WgOtxYSbGkX9jSf8NgPyjC7Cc+RErYJxeh8Uw6x3muofViN9VxemVYQ3qjO3sRvrlbsNqgwM5YACN3WBY3RDy009gA/Ldg7HrZ33ZFKdSHVyJOO1Svws/DPqBk6kn8ffwx8vV6y+fU+RCNen1tLzXUC2TUgcPHmT69OnFimVfbOLEiYwbN67Y9mXLluHlVXQ0kouLCyEhIaSlpZGTk3NF+1sRLiws36pVK1q1asWTTz5J69atmTt3Lo8//jgAAwcO5IEHHqBOnTo0aNCAVq1aOZJzpcnMzCzSpnXr1uzatYuHH364WNu0tDQaNWrE8ePH2bp1K9HR0cXaREdHs3r1ap588knHtlWrVtGoUSPS09MBM/mSlZVV5HHz8/PJzs4usq1Xr16O2913382RI0cICAjA1dWVtLS0Im2zs7PJz88vdr2BgYEcPnzYsT0lJYVDhw45Hqus68nPzy923saNG5Ofn8+hQ4fo3LlzsWNSUlKIjo5m3bp1RY4rrAFW2nOSk5NDZmYma9asKVJYvrpYvnx5hZy3iz2YAFIY4HsNK84l8Nqq1/A/6Y+viy/P7X+OPHset9QKBhL5NdGNfUuWXPJ87eytCGctABGWdD6MuhX4zrH/jw1jCM431wL+bvUO8i37KuS6pHJUVJzKlVfLnkM3cCSkAE7vnk9A/q+4gyMhlY0PS5etqZxOVhDF6V8TkudOB8Caew6AHZZYcu0ZNGYrGTve57Q1lEjg1yPJ/Jpw6b8ZUjrFqVQHilOpDmpCnGZkZJSrXaUmpcaOHVti0uhCmzdvLjKd7OTJk8TFxXHPPffw4IMPXvLYF154gREjRjjup6SkUL9+fXr27Imvr2+RtllZWRw7doxatWo5RspURYZhkJqaio+PD5s2bWLFihX06NGD4OBgNm7cyJkzZ2jbtq3j+vr27cvIkSOZMmUK48aNK3bdJfH09CzSbuzYsdxxxx00bNiQu+++G6vVyo4dO9i1axfjx4+nV69edOnShfvvv58pU6YQHR3N3r17sVgsxMXF8fzzz9OhQwemTZtG//792bBhAzNnzuTdd991PI7VasXDw6PI49psNtzd3fH19eXtt98mJCSEtm3bYrVaWbJkCSEhIdSvXx+r1UpUVBQbNmyge/fuuLu7ExAQgLu7Ozabrdg1d+/enU8++YS77rqLgIAAXnnllSKPVdb1NGvWjLS0NDZv3kybNm3w8vLi2muv5e9//zuPP/44kydP5pprruHMmTOsXLmSli1b0rt3b0aMGEFsbCwffPAB8fHxLF++nBUrVmCxWEp9XrKysvD09KRLly5VOi4vlpuby/Lly+nRoweurq5X/Py2jXPh6AHuv/YG3kw7yL6z+3jm4DO42dw4m3WWut51uTU0DJISiW4XT6P6vS99QiOO3Jyz2DYMxHp6DV08/wuZYA9oh/XcFoLzt5nNXP249bbiIwaleqroOJUKYNgxFr2MpSCxAFDXvh0LRT+Jcw1oTO/uZfzeVxOK0ysk+zpYbC70Ylhcuf2uL8GejfF1Q2rbdxPkbYdUaNymC9ENakbsOJPiVKoDxalUBzUpTssaDFOoUpNSw4YN429/+9sl20RFRTm+P3nyJF27dqVTp07MmDGjzPO7u7vj7u5ebLurq2uxJzg/Px+LxYLVasVqtZbvAipB4TQvi8WCv78/a9eu5Z133iElJYXIyEimTp3KbbedXy7barUyZMgQJkyYwODBg8t1bRf/DHr16sXXX3/Nq6++yuTJk3F1daVp06Y8+OCDjnbz5s3jmWee4d577yU9PZ3o6GgmTZqE1Wqlffv2fPnll7zyyiu89tprhIaG8uqrrxYppl54TRf3r3Cbj48PkydPZv/+/dhsNq677jqWLFmCi4sZwlOnTmXEiBHMnDmTevXqcfjwYce0wIvPOXr0aA4dOsQdd9yBn58f48ePd7Qvz/XExsbyyCOPMHDgQM6ePcuYMWMYO3YsH3/8Ma+99hrPPvssJ06cICgoiE6dOnHbbbdhtVrp3LkzM2fOZMyYMYwbN47u3bvz0ksvMX78+FKfF6vVisViKTFmq4MK67dvE/P8mYdYOmgpg+YP4sdjPwIQHRjNx3fMwm2j+abCJagtlKcPbmFQ92Y4vQZL5nEArA0GgX9LOPQJABYjv1o+D3Jp1fX366pVuyMkfAvuQZCfjSWvoP6jxQqG+TfSWisKaw17ThWnf5FrmPm3I2Uflvp9ca1VUB8wpDucWo4ldS8ALt71yvc3Q0qkOJXqQHEq1UFNiNPy9t9iGKUUL6piTpw4QdeuXWnXrh2fffbZn6qvk5KSgp+fH8nJySWOlDp06BANGjSo0iNS7HY7KSkp+Pr6ljt59tBDD/H777+zePHiCu6dXGnVJS4vlpuby5IlS+jdu3fFvJge/n+w/l4I7gLdV5Nvz+fjbR9Ty60WdzW/C5eM47C4AVjdzAULrOXsw6kfYEX38/dv+cFMVG36Bxz8CCL6Q+wXV/56pFJUeJxKxdj3LmwZDs1fgD+2wCmzYDWRf4Mjc83vm46Aay89xb+6UJxeQXumwH8nQNdlEFQwCj9pJ6zpC2kHzfu9tkFAm0rrYnWlOJXqQHEq1UFNitNL5V8uVC1qSp08eZKbb76ZiIgIpkyZwunTpx37QkK0dG9pkpOT2bx5M3PmzGHRokWV3R2RK6dgxTxSfgXAZrXxwLUPnN+fvMv86tu0/AkpMEdgWFygoC4N/q3M0RfXfwjRj4Bv+VdkFJEKEvMYBF0Hge1h98TzSan6d8O5XyBln1bek5I1e8a8Xci/Fdy2G36bDTlnwb91yceKiIhIhagWSally5Zx4MABDhw4QHh4eJF91WSgV6WIj49n06ZNPPzww/To0aOyuyNy5fg0Nr9mnYLcFHC9KPOeVJCU8mt5eed18Tbf6J79CTxCwKOOud1iOf+puohULosVancwvw/ucn577U7Q4kXY9w7U71c5fZPqyeYGjYsv5iIiIiIVr1okpYYMGcKQIUMquxvVzqpVqyq7CyIVw80PPOpC1u+Quh8C2xXdn7TD/Op/mUkpMN/knv3J/PRcRKq2oI5mTSCPUPAKgwb3mTcRERERqRaqRVJKRKQYnxgzKZVyUVIq5xyc+I/5fVCHyz9vzOOQtL34FA8RqXpsbnBL9V8yWURERORqpaTURTQdUKoSxeMl+MbA6bXn60cV2v8+5KWZU/fqdr3883pHQNelV6aPIiIiIiIiUqryLd92FSisbJ+RkVHJPRE5rzAeq/vKCxWiTqz59bfZkJ9tfp+fZdaTAWj+nFkLSkRERERERKokjZQqYLPZ8Pf3JzExEQAvLy8sVfANrd1uJycnh6ysLKxW5RRrKsMwyMjIIDExEX9/f2w2W2V3qeqJHAjbX4LME3Do/6DRA7B1pDmlz6u+uTy8iIiIiIiIVFlKSl0gJCQEwJGYqooMwyAzMxNPT88qmTSTK8vf398Rl3IRm7tZ92nr07DrVTg2DxK+M/e1fR2sGl0mIiIiIiJSlSkpdQGLxUJoaCjBwcHk5uZWdndKlJuby5o1a+jSpYumdNVwrq6uGiFVluiH4L//hIzj5s1ig44fQ9TAyu6ZiIiIiIiIlEFJqRLYbLYqmwyw2Wzk5eXh4eGhpJSIizfcOB+OLwJXPwi9FWpfX9m9EhERERERkXJQUkpEqrfgG82biIiIiIiIVCuqlC0iIiIiIiIiIk6npJSIiIiIiIiIiDjdVTV9zzAMAFJSUiq5J39ebm4uGRkZpKSkqKaUVFmKU6kOFKdSHShOpTpQnEp1oDiV6qAmxWlh3qUwD1OaqyoplZqaCkD9+vUruSciIiIiIiIiIjVbamoqfn5+pe63GGWlrWoQu93OyZMn8fHxwWKxVHZ3/pSUlBTq16/PsWPH8PX1rezuiJRIcSrVgeJUqgPFqVQHilOpDhSnUh3UpDg1DIPU1FTCwsKwWkuvHHVVjZSyWq2Eh4dXdjeuCF9f32ofpFLzKU6lOlCcSnWgOJXqQHEq1YHiVKqDmhKnlxohVUiFzkVERERERERExOmUlBIREREREREREadTUqqacXd3Z8yYMbi7u1d2V0RKpTiV6kBxKtWB4lSqA8WpVAeKU6kOrsY4vaoKnYuIiIiIiIiISNWgkVIiIiIiIiIiIuJ0SkqJiIiIiIiIiIjTKSklIiIiIiIiIiJOp6SUiIiIiIiIiIg4nZJSVcDEiRO57rrr8PHxITg4mDvvvJN9+/aV2v7hhx/GYrHw9ttvF9menZ3N8OHDqV27Nt7e3txxxx0cP368gnsvV4vyxOmQIUOwWCxFbh07dizSRnEqFam8r6d79uzhjjvuwM/PDx8fHzp27MjRo0cd+xWnUpHKE6cXv5YW3iZPnuxooziVilSeOE1LS2PYsGGEh4fj6elJs2bNeO+994q0UZxKRSpPnP7+++8MGTKEsLAwvLy8iIuLY//+/UXaKE6lIr333nu0bt0aX19ffH196dSpE99++61jv2EYjB07lrCwMDw9Pbn55pv573//W+QcNTlGlZSqAlavXs3jjz/OTz/9xPLly8nLy6Nnz56kp6cXa7tw4UI2btxIWFhYsX1PPfUUCxYsYO7cuaxbt460tDT69OlDfn6+My5DarjyxmlcXBwJCQmO25IlS4rsV5xKRSpPnB48eJDY2FiaNm3KqlWr2L59Oy+//DIeHh6ONopTqUjlidMLX0cTEhKYNWsWFouFu+66y9FGcSoVqTxx+vTTT7N06VI+++wz9uzZw9NPP83w4cNZtGiRo43iVCpSWXFqGAZ33nknv/32G4sWLeKXX34hMjKS7t27F4llxalUpPDwcCZNmsTPP//Mzz//zC233EJ8fLwj8fTGG2/w5ptv8u6777J582ZCQkLo0aMHqampjnPU6Bg1pMpJTEw0AGP16tVFth8/ftyoV6+esWvXLiMyMtJ46623HPuSkpIMV1dXY+7cuY5tJ06cMKxWq7F06VJndV2uIiXF6eDBg434+PhSj1GcirOVFKcDBgwwBg0aVOoxilNxttL+7l8oPj7euOWWWxz3FafibCXFaYsWLYxXX321SLtrr73WeOmllwzDUJyK810cp/v27TMAY9euXY42eXl5RmBgoPHhhx8ahqE4lcoREBBgzJw507Db7UZISIgxadIkx76srCzDz8/PeP/99w3DqPkxqpFSVVBycjIAgYGBjm12u5377ruPZ599lhYtWhQ7ZsuWLeTm5tKzZ0/HtrCwMFq2bMn69esrvtNy1SkpTgFWrVpFcHAwMTExPPTQQyQmJjr2KU7F2S6OU7vdzjfffENMTAy33norwcHBdOjQgYULFzqOUZyKs5X2elro999/55tvvuGBBx5wbFOcirOVFKexsbEsXryYEydOYBgGK1eu5Ndff+XWW28FFKfifBfHaXZ2NkCR0dA2mw03NzfWrVsHKE7FufLz85k7dy7p6el06tSJQ4cOcerUqSLx5+7uzk033eSIv5oeo0pKVTGGYTBixAhiY2Np2bKlY/vrr7+Oi4sLTzzxRInHnTp1Cjc3NwICAopsr1u3LqdOnarQPsvVp7Q47dWrF3PmzGHFihVMnTqVzZs3c8sttzj+IVCcijOVFKeJiYmkpaUxadIk4uLiWLZsGX379qVfv36sXr0aUJyKc5X2enqhTz75BB8fH/r16+fYpjgVZyotTqdNm0bz5s0JDw/Hzc2NuLg4/vWvfxEbGwsoTsW5SorTpk2bEhkZyQsvvMC5c+fIyclh0qRJnDp1ioSEBEBxKs6xc+dOatWqhbu7O4888ggLFiygefPmjhirW7dukfYXxl9Nj1GXyu6AFDVs2DB27NjhyNyDmRl955132Lp1KxaL5bLOZxjGZR8jUpaS4hRgwIABju9btmxJ+/btiYyM5JtvvinyZupiilOpCCXFqd1uByA+Pp6nn34agLZt27J+/Xref/99brrpplLPpziVilDa6+mFZs2axb333lvkk/7SKE6lIpQWp9OmTeOnn35i8eLFREZGsmbNGh577DFCQ0Pp3r17qedTnEpFKClOXV1dmTdvHg888ACBgYHYbDa6d+9Or169yjyf4lSupCZNmrBt2zaSkpKYN28egwcPdnwgChSLtfLEX02JUY2UqkKGDx/O4sWLWblyJeHh4Y7ta9euJTExkYiICFxcXHBxceHIkSOMHDmSqKgoAEJCQsjJyeHcuXNFzpmYmFgs6yryV5QWpyUJDQ0lMjLSscKJ4lScpbQ4rV27Ni4uLjRv3rxI+2bNmjlW31OcirOU5/V07dq17Nu3jwcffLDIdsWpOEtpcZqZmcno0aN58803uf3222ndujXDhg1jwIABTJkyBVCcivNc6vW0Xbt2jmRAQkICS5cu5ezZszRo0ABQnIpzuLm5ER0dTfv27Zk4cSJt2rThnXfeISQkBKDYiKcL46+mx6iSUlWAYRgMGzaM+fPns2LFCscLZKH77ruPHTt2sG3bNsctLCyMZ599lu+++w4wX2xdXV1Zvny547iEhAR27dpF586dnXo9UjOVFaclOXv2LMeOHSM0NBRQnErFKytO3dzcuO6664otF/3rr78SGRkJKE6l4l3O6+lHH31Eu3btaNOmTZHtilOpaGXFaW5uLrm5uVitRd9O2Gw2x6hUxalUtMt5PfXz86NOnTrs37+fn3/+mfj4eEBxKpXDMAyys7Np0KABISEhReIvJyeH1atXO+KvxseoM6uqS8keffRRw8/Pz1i1apWRkJDguGVkZJR6zMWr7xmGYTzyyCNGeHi48f333xtbt241brnlFqNNmzZGXl5eBV+BXA3KitPU1FRj5MiRxvr1641Dhw4ZK1euNDp16mTUq1fPSElJcZxHcSoVqTyvp/PnzzdcXV2NGTNmGPv37zemT59u2Gw2Y+3atY42ilOpSOX9u5+cnGx4eXkZ7733XonnUZxKRSpPnN50001GixYtjJUrVxq//fabMXv2bMPDw8P417/+5WijOJWKVJ44/fLLL42VK1caBw8eNBYuXGhERkYa/fr1K3IexalUpBdeeMFYs2aNcejQIWPHjh3G6NGjDavVaixbtswwDMOYNGmS4efnZ8yfP9/YuXOnMXDgQCM0NPSqeQ+lpFQVAJR4mz17dqnHlJSUyszMNIYNG2YEBgYanp6eRp8+fYyjR49WbOflqlFWnGZkZBg9e/Y06tSpY7i6uhoRERHG4MGDi8Wg4lQqUnlfTz/66CMjOjra8PDwMNq0aWMsXLiwyH7FqVSk8sbpBx98YHh6ehpJSUklnkdxKhWpPHGakJBgDBkyxAgLCzM8PDyMJk2aGFOnTjXsdrujjeJUKlJ54vSdd94xwsPDHf+fvvTSS0Z2dnaR8yhOpSINHTrUiIyMNNzc3Iw6deoY3bp1cySkDMMw7Ha7MWbMGCMkJMRwd3c3unTpYuzcubPIOWpyjFoMwzAqdiyWiIiIiIiIiIhIUaopJSIiIiIiIiIiTqeklIiIiIiIiIiIOJ2SUiIiIiIiIiIi4nRKSomIiIiIiIiIiNMpKSUiIiIiIiIiIk6npJSIiIiIiIiIiDidklIiIiIiIiIiIuJ0SkqJiIiIiIiIiIjTKSklIiIiUsnGjh1L27ZtK7sbIiIiIk5lMQzDqOxOiIiIiNRUFovlkvsHDx7Mu+++S3Z2NkFBQU7qlYiIiEjlU1JKREREpAKdOnXK8f0XX3zBK6+8wr59+xzbPD098fPzq4yuiYiIiFQqTd8TERERqUAhISGOm5+fHxaLpdi2i6fvDRkyhDvvvJMJEyZQt25d/P39GTduHHl5eTz77LMEBgYSHh7OrFmzijzWiRMnGDBgAAEBAQQFBREfH8/hw4ede8EiIiIi5aSklIiIiEgVtGLFCk6ePMmaNWt48803GTt2LH369CEgIICNGzfyyCOP8Mgjj3Ds2DEAMjIy6Nq1K7Vq1WLNmjWsW7eOWrVqERcXR05OTiVfjYiIiEhxSkqJiIiIVEGBgYFMmzaNJk2aMHToUJo0aUJGRgajR4+mcePGvPDCC7i5ufHjjz8CMHfuXKxWKzNnzqRVq1Y0a9aM2bNnc/ToUVatWlW5FyMiIiJSApfK7oCIiIiIFNeiRQus1vOfH9atW5eWLVs67ttsNoKCgkhMTARgy5YtHDhwAB8fnyLnycrK4uDBg87ptIiIiMhlUFJKREREpApydXUtct9isZS4zW63A2C322nXrh1z5swpdq46depUXEdFRERE/iQlpURERERqgGuvvZYvvviC4OBgfH19K7s7IiIiImVSTSkRERGRGuDee++ldu3axMfHs3btWg4dOsTq1at58sknOX78eGV3T0RERKQYJaVEREREagAvLy/WrFlDREQE/fr1o1mzZgwdOpTMzEyNnBIREZEqyWIYhlHZnRARERERERERkauLRkqJiIiIiIiIiIjTKSklIiIiIiIiIiJOp6SUiIiIiIiIiIg4nZJSIiIiIiIiIiLidEpKiYiIiIiIiIiI0ykpJSIiIiIiIiIiTqeklIiIiIiIiIiIOJ2SUiIiIiIiIiIi4nRKSomIiIiIiIiIiNMpKSUiIiIiIiIiIk6npJSIiIiIiIiIiDjd/wd3Wyqmm01xiAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Initialize models (use optimal parameters found above)\n",
    "elasticnet_cca = ElasticNetCCA(\n",
    "    N_components=1,\n",
    "    l1_reg=best_l1_reg,  # Use optimal L1, L2 found above\n",
    "    l2_reg=best_l2_reg,\n",
    ")\n",
    "\n",
    "# Equals ElasticNetCCA with l1_reg=best_l1_reg and l2_reg=0\n",
    "sparse_cca = SparseCCA(N_components=1, l1_reg=best_l1_reg)\n",
    "# Equals ElasticNetCCA with l1_reg=0 and l2_reg=best_l2_reg\n",
    "ridge_cca = RidgeCCA(N_components=1, l2_reg=best_l2_reg)\n",
    "\n",
    "# Fit models\n",
    "elasticnet_cca.fit(x_power_train, y_train)\n",
    "sparse_cca.fit(x_power_train, y_train)\n",
    "ridge_cca.fit(x_power_train, y_train)\n",
    "\n",
    "# Transform data\n",
    "sx_power_elastic, sy_elastic = elasticnet_cca.transform(x_power_test, y_test)\n",
    "sx_power_sparse, sy_sparse = sparse_cca.transform(x_power_test, y_test)\n",
    "sx_power_ridge, sy_ridge = ridge_cca.transform(x_power_test, y_test)\n",
    "\n",
    "# Normalize\n",
    "sx_power_elastic = standardize(sx_power_elastic).T[0]\n",
    "sy_elastic = standardize(sy_elastic).T[0]\n",
    "\n",
    "sx_power_sparse = standardize(sx_power_sparse).T[0]\n",
    "sy_sparse = standardize(sy_sparse).T[0]\n",
    "\n",
    "sx_power_ridge = standardize(sx_power_ridge).T[0]\n",
    "sy_ridge = standardize(sy_ridge).T[0]\n",
    "\n",
    "\n",
    "# Calculate correlations\n",
    "corrxy_elastic = np.corrcoef(sx_power_elastic, sy_elastic)[0, 1]\n",
    "corrx_elastic = np.corrcoef(sx_power_elastic, sx_power)[0, 1]\n",
    "corry_elastic = np.corrcoef(sy_elastic, sy)[0, 1]\n",
    "\n",
    "corrxy_sparse = np.corrcoef(sx_power_sparse, sy_sparse)[0, 1]\n",
    "corrx_sparse = np.corrcoef(sx_power_sparse, sx_power)[0, 1]\n",
    "corry_sparse = np.corrcoef(sy_sparse, sy)[0, 1]\n",
    "\n",
    "corrxy_ridge = np.corrcoef(sx_power_ridge, sy_ridge)[0, 1]\n",
    "corrx_ridge = np.corrcoef(sx_power_ridge, sx_power)[0, 1]\n",
    "corry_ridge = np.corrcoef(sy_ridge, sy)[0, 1]\n",
    "\n",
    "# Plot\n",
    "plot_source_comparisson(\n",
    "    sx_power[0],\n",
    "    sy[0],\n",
    "    sx_power_elastic,\n",
    "    sy_elastic,\n",
    "    corrx_elastic,\n",
    "    corry_elastic,\n",
    "    corrxy_elastic,\n",
    "    title=\"ElasticNet CCA\",\n",
    ")\n",
    "plot_source_comparisson(\n",
    "    sx_power[0],\n",
    "    sy[0],\n",
    "    sx_power_sparse,\n",
    "    sy_sparse,\n",
    "    corrx_sparse,\n",
    "    corry_sparse,\n",
    "    corrxy_sparse,\n",
    "    title=\"Sparse CCA\",\n",
    ")\n",
    "plot_source_comparisson(\n",
    "    sx_power[0],\n",
    "    sy[0],\n",
    "    sx_power_ridge,\n",
    "    sy_ridge,\n",
    "    corrx_ridge,\n",
    "    corry_ridge,\n",
    "    corrxy_ridge,\n",
    "    title=\"Ridge CCA\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24",
   "metadata": {},
   "source": [
    "#### Structured Sparse CCA (ssCCA)\n",
    "\n",
    "ElasticNet regularization can be modified to include contextual information about the local structure of the dataset, leading to structured CCA. This is particularly relevant in neuroimaging, where features (e.g. channels or brain regions) follow specific spatial distributions. One way of incorporating this prior information is to modify the L2-norm penalty term on the filters $W$ via $||W||_2^2 \\rightarrow W^T L W$ for some matrix $L$ that captures the local dependencies among features. When this structure contraint is combined with an L1 penalization, the resulting method is called structured sparse CCA (ssCCA) and is implemented in Cedalion as the `StructuredSparseCCA` class, following [[Chen et al. 2013](https://academic.oup.com/biostatistics/article/14/2/244/377057)].\n",
    "\n",
    "This class admits the same parameters as `ElasticNetCCA` together with `Lx` and `Ly`, corresponding to structure matrices used for each dataset. The latter need to be square matrices of shapes $(Nx, Nx)$ and $(Ny, Ny)$, in terms of the number of features of each dataset. This time, the `l2_reg` parameter regulates the strength of the structured penalty term, and must be non-negative but otherwise unbounded."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25",
   "metadata": {},
   "source": [
    "One popular choice for such structure contraint is the Laplacian matrix, which is used as a graph representation of the dataset, in which features (channels) are the nodes, and (weighted) edges indicate which and how features are connected. We now show a simple example of a Laplacian matrix, build via an adjacency matrix that uses a binary nearest-neighbord strategy. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "26",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:39.380338Z",
     "iopub.status.busy": "2026-01-13T10:35:39.380047Z",
     "iopub.status.idle": "2026-01-13T10:35:39.454752Z",
     "shell.execute_reply": "2026-01-13T10:35:39.454144Z"
    }
   },
   "outputs": [],
   "source": [
    "# Helper function to build Laplacian matrix\n",
    "def build_laplace(nodes, eps):\n",
    "    \"\"\"Builds Laplacian matrix of a graph.\n",
    "\n",
    "    The nodes are the components of the 1D vector nodes,\n",
    "    by giving unit weight to connected nodes only if they are close enough.\n",
    "    The latter condition is determined by comparing the 2-norm between nodes and eps.\n",
    "    \"\"\"\n",
    "\n",
    "    N = len(nodes)\n",
    "    Adj = np.zeros([N, N])  # Adjacency matrix\n",
    "    D = np.eye(N)  # Degree matrix\n",
    "\n",
    "    for i, xi in enumerate(nodes):\n",
    "        for j, xj in enumerate(nodes):\n",
    "            if i == j:  # Skip diagonal entries\n",
    "                continue\n",
    "            are_close = np.linalg.norm(xi - xj) < eps\n",
    "            Adj[i, j] = 1 if are_close else 0\n",
    "\n",
    "        D[i, i] = np.sum(Adj[i])\n",
    "\n",
    "    L = D - Adj  # Laplace matrix\n",
    "\n",
    "    return L, Adj"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "27",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:39.457704Z",
     "iopub.status.busy": "2026-01-13T10:35:39.457234Z",
     "iopub.status.idle": "2026-01-13T10:35:39.640441Z",
     "shell.execute_reply": "2026-01-13T10:35:39.639189Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Read channel positions from simulation\n",
    "x_channels_pos = sim.x_montage.values\n",
    "y_channels_pos = sim.y_montage.values\n",
    "\n",
    "# Build Laplacian matrix from each montage\n",
    "# (eps thresholds chosen by small experimentation)\n",
    "Lx, Adjx = build_laplace(x_channels_pos, eps=sim.args.ellx)\n",
    "Ly, Adjy = build_laplace(y_channels_pos, eps=sim.args.elly)\n",
    "\n",
    "# Plot Adjacency matrices\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.imshow(Adjx, cmap=\"viridis\", interpolation=\"nearest\")\n",
    "plt.title(\"Adjacency Matrix for X Montage\")\n",
    "plt.colorbar(label=\"Weight\")\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.imshow(Adjy, cmap=\"viridis\", interpolation=\"nearest\")\n",
    "plt.title(\"Adjacency Matrix for Y Montage\")\n",
    "plt.colorbar(label=\"Weight\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28",
   "metadata": {},
   "source": [
    "The choice of structure/Laplace matrix introduces yet another layer of complexity to the model, which needs further fine-tunning to achieve its optimal performance. Since making an exhaustive investigation is beyond the scope of this tutorial notebook, here we just chose the nearest-neighbor thresholds to coincide with the ground truth RBF width used in the simulated mixing matrices, and picked the same regularization parameters as for `ElasticNetCCA` above. Initialization, fitting, and transformation follows the same logic as before:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "29",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:39.641881Z",
     "iopub.status.busy": "2026-01-13T10:35:39.641794Z",
     "iopub.status.idle": "2026-01-13T10:35:39.763312Z",
     "shell.execute_reply": "2026-01-13T10:35:39.762513Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sscca = StructuredSparseCCA(\n",
    "    N_components=1,\n",
    "    l1_reg=best_l1_reg,  # Use optimal L1, L2 found above\n",
    "    l2_reg=best_l2_reg,\n",
    "    Lx=Lx,  # Laplacian matrix for X montage\n",
    "    Ly=Ly,  # Laplacian matrix for Y montage\n",
    ")\n",
    "\n",
    "# Fit model\n",
    "sscca.fit(x_power_train, y_train)\n",
    "\n",
    "# Transform data\n",
    "sx_power_sscca, sy_sscca = sscca.transform(x_power_test, y_test)\n",
    "\n",
    "# Normalize\n",
    "sx_power_sscca = standardize(sx_power_sscca).T[0]\n",
    "sy_sscca = standardize(sy_sscca).T[0]\n",
    "\n",
    "# Calculate correlations\n",
    "corrxy_sscca = np.corrcoef(sx_power_sscca, sy_sscca)[0, 1]\n",
    "corrx_sscca = np.corrcoef(sx_power_sscca, sx_power)[0, 1]\n",
    "corry_sscca = np.corrcoef(sy_sscca, sy)[0, 1]\n",
    "\n",
    "# Plot\n",
    "plot_source_comparisson(\n",
    "    sx_power[0],\n",
    "    sy[0],\n",
    "    sx_power_sscca,\n",
    "    sy_sscca,\n",
    "    corrx_sscca,\n",
    "    corry_sscca,\n",
    "    corrxy_sscca,\n",
    "    title=\"Structured Sparse CCA\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30",
   "metadata": {},
   "source": [
    "From the learned weights, `Wx` and `Wy`, one can estimate the spattial patterns `Ax` and `Ay` via a regression method [[Haufe et al. 2014](https://www.sciencedirect.com/science/article/pii/S1053811913010914?via%3Dihub)]. These quantities should be close to the original mixing matrices used in the linear forward model of the simulated data. Structured regularization is particularly promising for such a reconstruction task given the incorporation of spatial information during the decomposition:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "31",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:39.764325Z",
     "iopub.status.busy": "2026-01-13T10:35:39.764235Z",
     "iopub.status.idle": "2026-01-13T10:35:40.041604Z",
     "shell.execute_reply": "2026-01-13T10:35:40.041345Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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pFvK66MhWv359jddzt7TJZDJWu3ZtrXrs7Oy0Epjg4GCt1pWuXbvqPMHb29szkUjEAO1EcN68eVrbCwQCJpFItJ7/5ptvNMrmTgSzH3w+X2f5NWvWqMvGx8erY8p+SKVS5uDgoPFczkTQ3d2dubq6arwuEok0JvGoW7euentddyeBj5P12NnZseyLVcZMTwTzSqZtbW019gVjH++ouru7q1spsh82NjYanyX7rjVjjLVr105n3bkv1nx8fFhcXJxGbLr2g1QqVR9TfD5f4zVDEsH9+/dr1e3o6Mg6dOjAfv75Z3bu3DmWnp6eZ/m8kgUej6cxwUP2o0GDBhoXDjkTQR6Px+zs7JiLi4vWsQWA7dq1S13O1GMpv0TQysqKubq6MisrK60YRowYoVGuKBLBGjVqaGyT3SKYOxG0sbFhrq6uOv92c/ZeqFu3LnN3d9f6m8+579zd3Yv8OM8rQZVKperfT16JYM7fXe7nvLy8mEKhUL9P7klLeDwec3R01DrmDE0Eg4OD1WXLlSuncxtj3nvlypVan8nBwUHr7ytnInj48GGtMm/evNH7syQkJGh9r2zZssWg/ZHt4MGDGvW0a9eOMcZYs2bNNJ4/c+ZMvvX07dtX43hNSEjQefH4/v17dSJ48+ZNlpaWpl+g2cmfWFxkSSBj2omgLm3atNH4/TZt2pTVqlVLY5vJkyezatWqaTyXfTMl+wK+X79+WtcB//33H+Pz+ep9WFCLVLapU6cyoVDInJ2d2VdffcUWLlzIIiMjNV6vXLmyxvf96tWrma2trTrp1zcRHDt2rMY2DRs2ZF9//bXOuF68eMF4PB4LDw/XeL5FixZsypQpBX4uXYkgAHbv3j2N7QpKBI2NI7/936hRI/WNwGzdu3dnbdq0YYwx9s8//zA+n8+ePn2azyfUpOvYyv25cieCffr0YV9++aXGNpMmTWJBQUEan6Nv377qn1UqFXNzc2Nr167VGQdNFkOKtbi4OCxbtgw3btxQP1e5cmW0aNFCY7stW7bgzp076p/r16+Pp0+fIjk5GXFxcejcubP6tbt372pMG3/27Fns379fo76RI0ciIiICSUlJSEtLw6lTp/D555+rX4+JicEvv/yiUWbmzJlISUlBSkoKNmzYoDHhxO+//47Hjx/n+1n79u2L+Ph4JCUlYeTIkRqv/f333+p/h4aGavTVX7VqFdLS0pCYmIjU1FTcv38fv/76Kxo3bqzeJjIyEjdv3tSos1GjRhqTeOR+PScej4clS5YgOTkZycnJePHiBQIDA/P9PPp4+vSp1piMrl274uXLl0hJSUF6ejquXLmi/v1lx5y7TM7xXTlfP3XqFI4dO6beLiAgALdu3UJKSgqSk5M19nNYWBiWLFmi/vny5cu4cOGC+mehUIjNmzcjJSUFiYmJ6NOnj0njFdq0aQNvb2+N5xITE3HkyBFMmzYNzZs3h4uLC/r164fnz5/rVWePHj0QHx+P1NRU/PXXXxoTUly7dk1j4gkfHx/s27cP7969g0KhQHJyMmJjY5GRkYHz589DIpGot805YN/UYym3DRs24PHjx5DL5UhPT0dMTAzS09Px9OlTVK1aVb3dn3/+WWSTtchkMsyaNUtrHbrsvykbGxvs3LkTL168gEKhQGpqKmJiYpCRkYHbt2/D3d1dXSbnvsse+5yTj4+Pxr6LjIws0uNcF4lEgu3btyMlJQWpqal48OABXF1ddW7r5OSEM2fOIC0tDXfv3oWLi4v6tYiICNy/f1/988OHD9X/DgoKQkREBBISEpCZmYnw8HAcOnQIgwcP1qhDHznH2vr5+encxpj3zlnG3d0dz58/R2JiIjIyMhAVFYVTp07hu+++Q9myZdXbvX37VuN97e3t4evrq/dnCQsL0/peMXYZjNyTwXTt2hUA0KVLl3y3yy3nPlWpVHj27JnO7XJPgJPXBDZapk8HxGJALv/4fw7HBBpCqVTi559/Ro0aNeDi4gJbW1ucOnUK796909iubt26Gj8/ffoU9erV03iufv36Gj/fvn0bW7Zsga2trfrRqlUrqFQq9dIb+vr5558RGRmJdevWISgoCOvWrUOVKlXUx2tISAgaNmyoMa6scePGSE1NzXO8aF5yf9Z79+5pXX9lu3PnDhhjqFSpksbnvHDhgtakSfoSi8UGH/+FEUdISIjGNRXwv3H9wMf94u3tned4fn2PLWPjeP78ucb5Mec+4/F48PDwQHR0tEHvBdBkMcSM/P39wePx4OrqivHjx6uf9/Pzw9GjR7UmAti1a5fGz1u3blX/QTo5OWH16tUar//111/qf+c+CXbo0AFr1qyBp6cnAEAkEuHLL7/E5s2b1dscP35cY2B23bp1MWvWLFhZWUEkEmHYsGEaySdjTCvZzMnd3R1//PEHHBwcIJFIMGXKFI3XX716pf63ra2txmt8Ph+MMQAfL1Br1KiBH374AYcPH87z/QzVvXt3jB8/Xp0cBAQEaFzsGmvPnj0aX17BwcHYs2ePevIDPp+Phg0b4sCBA0bVn/u4WLVqlXo9LWtra6xYsUJj9r2cx8Xx48c1ynbt2hUDBw6EUCiEvb091q9fb9JMXlKpFIcPH4aXl1ee22RkZODPP/9EcHBwgYvV29vb448//oCjoyMEAgF69eqFvn37amyT8zO5u7vjyy+/xMGDB9G5c2dUrVoVPj4+KFu2LHr27Klxs+Hu3bvGfUg99OrVC48ePcKgQYNQu3Zt+Pn5wdPTE5999pnGSTs1NVXvhNgYixcvhoeHBzw8PGBjY6M1WUy1atXQpk0bAICVlRW6dOmC8+fPo1evXqhRowbKlSsHT09PtGnTBvHx8epyT58+RUZGRqHFDZh2nOvy/fffo2/fvuq14KpXr671vZNt5syZaNGiBXg8HmrVqoWOHTtqvJ7Xd5dAIFD/7fP5fHh5eaFjx47YuHEjevfuXdBHVktLS9PYvzknLcnJmPfOWYbP52skaG5ubvjyyy+xcuVKjBs3Tv18cnKyxvva2dnp/Vl0lTemDgBISUnRuDkgFArRoUMHAECnTp00koT9+/drzVqaU+59mtfslLnXDlQoFPoFO3fu/5JAubzg2UQLyZIlS7Bs2TL88MMPOHfuHO7du4dWrVppTQhjY2Oj8TNjTGsyj+xzcjaVSoXhw4fj3r176sf9+/fx/PlzBAQEGByri4sLunfvjiVLliAkJAReXl5YvHhxgfFkP5/zuiGbrslgcn9WKyurPGNSqVQQCAS4ffu2xucMCQkxeBKenO+X+7MUFHthxAFor3edcz/nt18A/Y+tguhzrAEfr1tzx27MjWtaDZQUK5UqVcKpU6d03l3Nfee+oNaqnDOf5bxjDQADBgwoMJZHjx5p/PzFF19obdOiRQvs27dP/XPOu8u5tWrVSqMFxs3NTeP1tLQ09b+rVq2K8uXLqy+wRo0ahXHjxqFixYoIDAxE7dq10aZNG04XU+7Xrx9ndeWUe9/37duX09n+ch8XrVu3znf7169fIz4+Hs7Ozuo7fdlyL9hsa2uLevXq6ZzeXV+1a9dGaGgoNmzYgN27d+P27ds6v6zT0tIwePBgvHjxIs/9U79+fa0LxubNm2PTpk3qn588eaL+98OHD9GyZUutFipd4uLi9P1IBklOTkbr1q1x5coVvbYvrDiAj/s4599ZThUqVMDhw4fVrfzh4eFo0aIFnj59WmC9jDHEx8drtBpxzZTjXBdD/t6zk4ts+X13tW/fXn1T5+HDh/D29oaHhwcCAwMRFBSEJk2aoH379lpLI+Qn9+yUeSWsxrx3+/btsXTpUgAfZ5usXLkyXFxcEBgYiMDAQDRq1AgdO3bUSJRyzwCakpKi92fRVd6YOoCPy7bkTJCbNWum/n37+Pigbt266pb7pKQkHD9+XKulMK+Y8poRNPeyK3q14OeeHTT7Z6DIWwb/++8/dOzYUX0DTaVS4fnz5wVeT1SpUkVrRuHcs6vWrl0bjx8/RoUKFfKsRywWG9XrQSwWIyAgQP23FhQUhP3792skDVeuXIGdnZ36e6hMmTL48OGDuo7k5GS9WiZr1KiBs2fPYtCgQVqvBQcHQ6lUIjo6Gk2aNDH4c+grd+xKpRKPHj1S99oqjDgCAwNx6dIl9O/fX/3clStX1MdGjRo18P79ezx79kxnq6A+x5Y+v/+goCBcunRJ47krV66gUqVKWn9/XKAWQWI2rq6ucHR01Hju2bNn+OSTT3Q27SclJRlUf0pKivpOTO6y+qxzlrtMmTJltLbJ/Vx+MebuIpi7i03OOz58Ph8HDx5EUFCQ+jmZTIZHjx5h7969mDJlCmrWrImuXbvme5fXEHl1t9JFn7uM2YzZ94Yw9LgA/ne3O/fFl66ucXl1lzOEnZ0dJkyYgBs3biAxMRFnzpzBpEmTtFpcX79+rXUDIiddx2Du+HJ+poEDB+qVBAIG3Nk30OzZs/VOAgHupy/Pi1AohKurKz7//HP89ttvuH//vsYU/WPGjNErCcxW2HGbcpzrYsjfuyHfXQMGDMDkyZM1tomMjMS///6L1atXo1evXihXrhz++ecfvd9f38TLmPdu1qwZli9frtEqEhcXh0uXLuH333/HoEGD4O3trTHUIPeNyuTkZIO6f/n4+Gjd7MnvJmJecvd0yZ3k5eyxomv7nHK3UubVEyL3RWyBF6a6lojQZ2mJQlKhQgWcPn0aV65cQUhICIYPH67Xd+Tw4cMRGhqKyZMn49mzZ9izZ4+6S3h2IjZ58mRcvXoV3377Le7du4fnz5/jyJEjGD16tLoePz8/XLx4EeHh4Xn+fR47dgx9+/bFsWPH8OzZMzx9+hSLFy/GiRMn1K3xo0aNQlhYGEaPHo3Q0FAcPnwYM2fOxPjx49XHVvPmzbF9+3b8999/ePToEQYMGKBXIjFz5kz89ddfmDlzJkJCQvDw4UMsXLgQwMeb9V9//TX69++PAwcO4PXr17h58yZ+/fVXTpfead68OY4fP47jx48jNDQUo0aN0rg5YUoc4eHhGq2I9+7dQ3x8PCZNmoQtW7Zg3bp1eP78OZYuXYoDBw5g4sSJAICmTZvis88+Q9euXXH69Gm8fv0af//9N06ePAlAv2PLz88P169fx5s3bxAbG6vzpvCECRNw9uxZzJ07F8+ePcPWrVuxatUqdRxco0SQmM3NmzeRkJCA0NBQjXFCUVFR+Prrr7WSjZwnJh6Pp14YOr9H9sVt7oQzLCyswPhynwhjYmK0tsn9XH7dCHU14+enRo0aePToEa5cuYIFCxZg4MCBaNSokcZFzoEDB7B27dp869FXXnfZdcWau6tDfmMSjNn3hsi9z93c3Ao8LrKPrdyta7pOzFwv4GtnZ4cWLVpg4cKFePz4sVaLTX4XJfrEl33R/ObNG40xtXZ2dti/fz+SkpLAPk4UBg8PD1M+il5yd5eeN28eIiMjoVKpwBhDr169Cj2GbDNnzlR/9qysLMTExODcuXMYM2aMRiuRXC7X6nK3YcMGxMXFqcs3aNCgyOIGTDvOdcnv7z03Q767eDweFixYgPfv32P79u2YMGECOnbsqHEDKC4uDv369dM7ebazs4NUKlX/nJCQwOl7f//994iIiMDevXvx448/olu3bqhYsaL69fT0dAwfPhxRUVEAgM8++0zrgrqgMXg5OTo6olatWkaXBz6uNXf27FmN50aNGqWxUPfUqVM1Xj9+/LjObqkANLo6A7pvOgHaN4xydxXVkN86gWZKBqdPn47atWujVatWaNasGTw8PNCpU6cCy/n7+2Pfvn04cOAAatSogbVr12LatGkAoO7pU6NGDVy4cAHPnz9HkyZNEBwcjOnTp6uHoADAnDlz8ObNGwQEBOS5j4OCgmBtbY0JEyagVq1aaNCgAfbs2YM//vhD3ZJftmxZnDhxAjdu3EDNmjUxYsQIDBkyBD/99JO6nilTpuCzzz5Du3bt0KZNG3Tq1EmvLqrNmjXD3r17ceTIEdSqVQvNmzfH9evX1a9v3rwZ/fv3x4QJE1C5cmV06NAB169f5/Qm7+DBgzFgwAD0798fTZs2hb+/v8YcDqbEsXjxYgQHB2s8jhw5gk6dOuG3337DokWLULVqVaxfvx6bN29Gs2bN1GX379+PevXqoXfv3ggKCsIPP/ygvjmiz7E1ceJECAQCBAUFoUyZMjpvINWuXRt79uzBrl27UK1aNcyYMQNz5szBwIEDjdqXBdI5vQwhhQC5ZlnLObNgSEiI1sxuOWcxZIyxzz//XOP1gtYwyjld9pAhQzTKdurUqcB4c8/6mXOWxGzdunXT2Gb27Nl5ltc1Y2HO13PPWJqXp0+fapTr0KGD+rW3b99qvPbpp5/mWU9BMz3mFBQUlOe2MpmMeXh4aLyec9bQuXPnarxWu3btAqcyZ4yxrVu3apT76aefdG43aNAgg2bHy/neU6ZM0Sjbs2dPjW1TUlK0Zmo1ZNbQ27dva0xLrkvuWSuvXr2qfi33rKEODg4sJSVFo/zgwYM1tsmekezy5csaz3fp0kWj3MuXL7X+JnPi6ljK+Xft7OysUU4ul7Py5cvnuX+LYtZQXcLDw7WO2ZwSExPVM+vm9feTcyZjb2/vPN+rKI5zxgqe+deQbfVdNzS3Pn36aJS7c+eOXuUY0/w78fHx0bucKe+d+/sh57qJuZcdsbe3z3c2wQ8fPmisI7h69Wqtv7+//vorz/K51xH87bfftMrr89i0aZPO+r/++mv1Njwej8XHx5s2a6i+S0QU4VISXJs3b16+f9uEFBc0aygp9qpUqaLVH33OnDkad7R79Oih8Xr37t1x7do19TaMMbx+/Rpbt25Fx44dMX/+fPW2uScmOHToEMaMGaO+w6tQKHDx4kUMHTpUvU3btm01BgffunULs2bNQkZGBrKysvD777/j4MGD6td5PF6e4y8MlZSUhBYtWmDjxo148eKFuvuASqXSuDMHaHZJy91qEBoaatQsUrnl7DIHAL/88guysrKQlJSEb775Jt9WrB49emjcPb9z5w569+6NN2/eAPj4e7tz5w569uypUS73Z7l27ZrOQde5j4shQ4bg9OnTGl2Y3r9/jz179uDrr7/Gt99+q36+Xbt2GmX379+PrVu3qmfYHDFihFFd8rI9efIEDRo0QJMmTbB+/Xq8ePFC/VpGRgaWLVum0SVMJBKhWrVqedaXvb+TkpKgVCqxe/du/PnnnxrbZH+m3PvvypUr6olYnj9/rrW/c+PqWMpZT0JCAo4ePar+LMOGDdOYaKS4sLe312j1Cg0NVc9q/OHDB/Tq1avAMV05P3dkZGSeszAWxXFelH7++WdMmDAB58+f12h9ioqK0uryb0h32pyz6IWFhensoWHMe2/atAkjRozAyZMnNcanJiUlaY0hzhnvnDlzNFqRk5OT0aRJE2zduhWpqakAPn63PXz4EFOmTEHlypU1JkIaOnSo1ri0fv36YdasWRpjo96/f49Vq1YhKChIYzx67hZEFxcXna3CuXsc5NXymHMW4GrVquU5IU/O8aACgSDvCTSUSt0tgblltwwW0WzBplizZg1u3ryJV69eYfv27Vi0aJFe8w0QUqwVbU5KLBly3ZnMfQf9zZs3Wq2Ce/bsUb8uk8k01pLKfgiFQubi4sLEYnG+d//zW0cwu6wp6wjmXn/GlBbBhIQEjddEIhFzcXHRuXbcrFmzNOrMvTi6QCBgZcqUYe7u7mzevHnq7QxpEVy7dq3W+0okEq21sLIfuVsIcq/vlf2wtbXV+Ew5vXr1Sud7Zq+vlr3IK2NM5yLbAoGAubi4aP2uci5Iy5j2elvAx7XV8vpshrQIbt++Xau8SCRizs7OWmtfAtoLu+duEcyOicfj6VzTLec6gkqlkvn4+Og83rPryr1vcuPiWMrZ0pD9yLn2Z+7PURxaBBljrHHjxnnuO11x5/77+eyzzzRe5/F4zMXFhbm7u7Phw4ertyuq47yoWgS///57rd+1k5OT1vFua2vLUlNT9f597N69W6P88ePHtbYx5r2XLVum9ZqLi4vW3z+fz2evXr3SeL/9+/czoVCo9Tvh8/nM2dlZ65yU+7vj+fPnzM3NTef3jIODg8b6mzmP3xcvXmh9XyUnJ+vcb7GxsRoxCgQCrYXMExISNPbR6NGjGWParQgqlYrdvXtX3RqozwLipcnYsWOZp6cnk0gkrGLFimzOnDksKyvL3GERUiBqESQlgq+vr9bdtXnz5qlb/MRiMY4fP46GDRtqbKNQKBAXF6d1Fz33GJht27Zp3VUHPt7JzWt636lTp2pMGw58HCyfe4KWXr16YeXKlfl8OtNkZWUhLi5Oa82mmjVraiy9AUCrJUCpVCImJgZRUVFGzUwHAIMGDULNmjU1npPJZFCpVPDx8UGfPn3yLb9w4UKMGTNG6/nU1NQ816Hy9/fXmhlRJpMhKioKUVFRGr+Dv/76C+3bt9fYVqlUIi4uTut3lXtc4NatW1GuXDmN5zIzM6FSqVCjRg2tqfINkXtsFfDxdxkfH681fqtRo0ZYvnx5vvV169YNn376KRhjWssVeHl54c8//9SYOnzFihVak1Jkt5TMnz+/wDGCXBxLc+fO1VozLiUlBYwxtG3bFt26ddOrnqK2dOlSrdaO7H03cuRIrTXEcsu97xhjiIuLQ1RUlMakB0V1nJtLSkoKEhIStCbDWrFihda09flp3769xnjjI0eOFMp7p6amIi4uTmsSh5kzZ8Lf31/juS5duuDff//Vel6lUiE+Pl7rvJJz1mjg4+QSt2/f1hr7BEC9vm1O2eMkc7fqffXVV3n+vl1cXDTGOCmVSq2lSI4dO6axj/KaUTY1NVVjjKCha0GWdMuWLUNERAQyMzPx7NkzTJ8+Pf8xkoSUBEWYkBILh1x3PHW1QL169UqrVTDnuAzGGFMoFGzXrl2sc+fOzNvbm0kkEiYWi5mXlxdr0aIFmzVrFrt//36ecZw7d47169ePBQQEMGtrayaVSpmvry/r0KED27p1q84y169fZwMHDmQBAQHMysqKSSQS5uPjw3r06MFOnjyps4wpLYJKpZKdOHGC/fDDD6xx48bM19eX2djYMKFQyMqUKcOaNWvGli9fztLT07XqVKlUbMWKFaxWrVparRaTJ09Wb2dIiyBjH+8sjxgxgnl6ejKRSMT8/PzYuHHjWFxcnN5jhm7dusW++eYbVqVKFWZra8vEYjHz9vZmLVu2ZEuXLtXaPjk5mY0dO5aVL19e67j4+++/tbb/+++/We/evZm/vz+zsrJiIpGIubm5sSZNmrDJkyezy5cv64wrOjqajRw5knl5eTGxWMzKly/PfvzxR5aamqrVqmRIiyBjjD158oQtW7aM9ejRg1WrVo05OjoygUDApFIp8/HxYe3bt2fbt29nCoVCq2zuFsEBAwYwmUzG5syZwypVqsQkEgnz8PBgw4YN07rLn+3s2bOsadOmzNramtnZ2bFGjRqx/fv3M8YKbvnh6lh6+fIl69mzJ3N2dmZSqZQFBgayBQsWMIVCke/+NWeLIGOM3blzh7Vt25bZ29sza2trFhwczDZs2KDXZ2aMsZ07d7IGDRowW1tbjW1zj0UtiuO8qFoE3759y9asWcN69OjBgoKCWJkyZZhAIGDW1tascuXKbPDgwezWrVv5vn9eRo0apX5PNzc3rXGQxrx3VFQU27RpE+vfvz+rUaMG8/DwYCKRiEmlUla+fHnWu3dvdvbs2XzjysrKYjt37mS9e/dmAQEBzM7OTt1TpUGDBuzHH39kjx49yreOCxcusJEjR7Lq1aszZ2dnJhAImJ2dHatevTr75ptv2KlTp9St/YGBgRr7f8eOHfnWvX79eo3t69Wrp/F6x44d1a9Vr15d/XzuVoS3b9+qWwPv3r2r11hvQoj55dciyGMsn2nFCCGEmM358+c1WgsGDBignrKcEEsTEhKCatWqqVvrTp48iVatWpk5qpItLi4O3t7e6p4Zv//+u3qsfGZmJl6/fg0/Pz9IJBI8fPhQPU7S09OzUNfNJIRwJyMjA2/evIG/v7/GDMwALR9BCCGEkBIgMDBQo9vikiVLzBhN6bB27Vp1ElixYkWNKeqzu7anp6cjISFBnQQKBAKtNVAJIcVXeno6AN3DVahzMyGEEEJKhNmzZ2PXrl2QyWQ4ffo0Hjx4gBo1apg7rBJJLpdj9erV6p/nzp2rMeZNIBDA0dER0dHRGjOmuri4QKFQaK0pSAgpXhhjSE9PR3R0NBwdHbXWPwUoESSEEEJICeHr65vnBFPEMGKxWGOpCl2yJ5RKTExUtyakpaXh9evXhR4fIYQbjo6OeU4OR4kgIYQQQgjRwuPx4OnpCTc3N4PWfSSEFA8ikUhnS2A2miyGEEIIIYQQQiwMTRZDCCGEEEIIIRaGEkFCCCGEEEIIsTCUCBJCCCGEEEKIhaFEkBBCCCGEEEIsDCWChBBCCCGEEGJhKBEkhBBCCCGEEAtDiSAhhBBCCCGEWBhKBAkhhBBCCCHEwlAiSAghhBBCCCEWhhJBQgghhBBCCLEwlAgSQgghhBBCiIWhRJAQQgghhBBCLAwlgoQQQgghhBBiYSgRJIQQQgghhBALQ4kgIYQQQgghhFgYSgQJIYQQQgghxMJQIkgIIYQQQgghFoYSQUIIIYQQQgixMJQIEkIIIYQQQoiFoUSQEEIIIYQQQiwMJYKEEEIIIYQQYmEoESSEEEIIIYQQC0OJICGEEEIIIYRYGEoECSGEEEIIIcTCUCJICCGEEEIIIRaGEkFCCCGEEEIIsTCUCBJCCCGEEEKIhaFEkBBCCCGEEEIsDCWChBBCCCGEEGJhKBEkhBBCCCGEEAtDiSAhhBBCCCGEWBhKBAkhhBBCCCHEwlAiSAghhBBCCCEWhhJBQgghhBBCCLEwlAgSQgghhBBCiIWhRJAQQgghhBBCLAwlgoQQQgghhBBiYSgRJIQQQgghhBALQ4kgIYQQQgghhFgYSgQJIYQQQgghxMJQIkgIIYQQQgghFoYSQUIIIYQQQgixMJQIEkIIIYQQQoiFoUSQEEIIIYQQQiwMJYKEEEIIIYQQYmEoESSEEEIIIYQQC0OJICGEEEIIIYRYGEoECSGEEEIIIcTCUCJICCGEEEIIIRaGEkFCCCGEEEIIsTCUCBJCCCGEEEKIhaFEkBBCCCGEEEIsDCWChBBCCCGEEGJhKBEkhBBCCCGEEAtDiSAhhBBCCCGEWBhKBAkhhBBCCCHEwlAiSAghhBBCCCEWhhJBQgghhBBCCLEwlAgSQgghhBBCiIWhRJAQQgghhBBCLAwlgoQQQgghhBBiYSgRJIQQQgghhBALQ4kgIYQQQgghhFgYSgQJIYQQQgghxMJQIkgIIYQQQgghFoYSQUIIIYQQQgixMJQIEkIIIYQQQoiFoUSQEEIIIYQQQiwMJYKEEEIIIYQQYmEoESSEEEIIIYQQC0OJICGEEEIIIYRYGEoECSGEEEIIIcTCUCJICCGEEEIIIRaGEkFCCCGEEEIIsTCUCBJCCCGEEEKIhaFEkBBCCCGEEEIsDCWChBBCCCGEEGJhKBEkhBBCCCGEEAtDiSAhhBBCCCGEWBhKBAkhhBBCCCHEwlAiSAghhBBCCCEWhhJBUqKtWLECPB4P1apVK7T3SExMhKurK3bt2qXx/D///IOWLVvCy8sLEokEXl5eaNasGRYsWFBosRQHy5cvR5cuXeDv7w8ej4dmzZrp3G769OmoXbs2VCpV0QZICLE4hX0uePnyJSQSCa5evap+jjGGXbt2oUmTJnBzc4NUKoW3tzdatWqFP/74o1DiKC5++ukntGvXDmXLlgWPx8PAgQN1btevXz906tSpSGMjhOiPEkFSom3atAkA8PjxY1y/fr1Q3mP27Nnw8vJCz5491c+tW7cOX331Fezt7bFq1Sr8888/+PXXXxEYGIh9+/YVShzFxbp16/D27Vs0b94cZcqUyXO7iRMn4vXr19i6dWsRRkcIsUSFfS6YOHEivvzySzRs2FD93JQpU9C7d28EBgbijz/+wN9//4158+bB3d0dhw8f5jyG4mTZsmWIi4tDhw4dIBaL89xu1qxZOH78OM6dO1eE0RFC9MVjjDFzB0GIMW7duoV69eqhbdu2OH78OIYNG4YNGzZw+h7x8fHw9vbGsmXLMHz4cPXzvr6+8PPzw4ULF7TKqFQq8PlFe48lIyMDUqkUPB6v0N8r5+erVq0aXF1dcf78eZ3bjh49GqdOnUJoaGiRxEYIsTyFfS4ICQlBUFAQTp48iVatWgH4+J3r5OSEnj176rzZZY7zQHp6OqytrYvkvXJ+PltbW3Tr1g1btmzRuW379u0hk8lw6tSpIomNlC6ZmZmQy+VGlxeLxZBKpRxGVLpQiyApsTZu3AgAWLBgARo1aoRdu3YhPT1dY5sFCxaAz+fj6NGjGs8PHDgQ1tbWePjwYb7vsWXLFigUCo3WQACIi4uDp6enzjK5T/6ZmZmYMmUK/P39IRaLUbZsWXz77bdITEzU2I7H42HWrFla9fn5+Wl0u9myZQt4PB5OnTqFwYMHo0yZMrC2toZMJgMA7Ny5Ew0bNoStrS1sbW1Rq1Yt9b7KdubMGbRo0QL29vawtrZG48aNcfbs2Xz3RV6fLz/9+vXDs2fP8O+//+pdhhBCDJHfuSA1NRWOjo4aN/KyvXnzBgKBAIsWLcq3/rVr18LDwwNffvml+rm0tDTIZDK9zwPx8fEYNWoUypYtC7FYjPLly2PatGnq7+3seHg8ns6EKvf5YdasWeDxeLhz5w66desGJycnBAQEAPiYpK1cuRK1atWClZUVHB0d0aBBAxw5ckSjzt27d6Nhw4awsbGBra0tWrVqhbt37+a7L/L6fPnp168fzpw5g5cvX+pdhhDg4/WTv68tHBwcjH74+/sjMzPT3B+l2KJEkJRIGRkZ+Ouvv1CvXj1Uq1YNgwcPRkpKCvbu3aux3eTJk9G6dWsMGDAAb9++BQBs3rwZW7duxcqVK1G9evV83+f48eMIDg6Go6OjxvMNGzbE/v37MWvWLNy/fx9KpVJnecYYOnXqhMWLF6Nfv344fvw4xo8fj61bt6J58+YaFwGGGjx4MEQiEbZv3459+/ZBJBJhxowZ+Prrr+Hl5YUtW7bg4MGDGp8dAP7880+0bNkS9vb22Lp1K/bs2QNnZ2e0atVK72RQX3Xq1IGtrS2OHz/Oab2EEAIUfC6wtbXF4MGDsWPHDiQlJWmUXbNmDcRiMQYPHpzvexw/fhyfffaZRvLj6uqKChUqYM2aNVi6dClCQ0ORVwerzMxMfP7559i2bRvGjx+P48ePo2/fvli4cCG6dOli0ufv0qULKlSogL1792LdunUAPt7o/P7771GvXj3s3r0bu3btQocOHfDmzRt1uV9++QW9e/dGUFAQ9uzZg+3btyMlJQVNmjTBkydPTIopt2bNmoExhhMnTnBaLyn95HI5IqOVeHvbDwnPyhv8eHvbD5GRkSa1KJZ6jJASaNu2bQwAW7duHWOMsZSUFGZra8uaNGmitW1sbCzz9vZm9evXZ3fu3GHW1tasb9++er2PtbU1GzFihNbzL168YNWqVWMAGABmZWXFWrRowVatWsXkcrl6u5MnTzIAbOHChRrld+/ezQCwDRs2qJ8DwGbOnKn1Xr6+vmzAgAHqnzdv3swAsP79+2ts9+rVKyYQCNjXX3+d5+dJS0tjzs7OrH379hrPK5VKVrNmTVa/fv08y+pStWpV1rRp03y3ady4Mfvkk08MqpcQQvShz7ng5cuXjM/ns2XLlqmfy8jIYC4uLmzQoEH51h8VFcUAsAULFmi9duPGDVauXDn1ecDOzo61a9eObdu2jalUKvV269atYwDYnj17NMr/+uuvDAA7deoUY4yx169fMwBs8+bNWu+V+/wwc+ZMBoDNmDFDY7uLFy8yAGzatGl5fqZ3794xoVDIRo8erfF8SkoK8/DwYD169MizrC42NjYa5yhdypYty3r27GlQvYQkJSUxACzumT/L+hBg8CPumT8DwJKSksz9UYotahEkJdLGjRthZWWFXr16Afh417d79+7477//8Pz5c41tXVxcsHv3bty5cweNGjVCuXLl1HdO85OYmIj09HS4ublpvRYQEID79+/jwoULmD17Nr744gvcvHkT3333HRo2bKjuhpA9QD73jGrdu3eHjY2NSS1wXbt21fj59OnTUCqV+Pbbb/Msc+XKFcTHx2PAgAFQKBTqh0qlwldffYWbN28iLS3N6Jh0cXNzQ3h4OKd1EkIIoN+5oHz58mjXrh3WrFmjbrXbuXMn4uLi8N133+Vbf0REBADoPA/Uq1cPL168wMmTJzF16lQ0bNgQZ8+eRf/+/dGhQwf1e507dw42Njbo1q2bRvns8wKX54G///4bAPI9D/zzzz9QKBTo37+/xnlAKpWiadOmeY75NgWdB4gplExl9IPkjxJBUuK8ePECFy9eRNu2bcEYQ2JiIhITE9Un2ezZ43L65JNPULVqVWRmZmLkyJGwsbEp8H0yMjIAIM9Bxnw+H5999hlmzJiBI0eOICIiAj179sTt27fVMcTFxUEoFGrNrsnj8eDh4YG4uDiDPntOucemxMTEAAC8vb3zLBMVFQUA6NatG0Qikcbj119/BWMM8fHxRseki1QqVe9LQgjhiiHngu+//x7Pnz/H6dOnAQCrV69Gw4YNUbt27Xzfo6DzgEgkQqtWrfDzzz/jn3/+QVhYGJo1a4Zjx46pk7K4uDh4eHhoTZjl5uYGoVDI+XlAIBDAw8MjzzLZ54F69eppnQd2796N2NhYo+PJC50HCCmehOYOgBBDbdq0CYwx7Nu3T+dSDVu3bsW8efMgEAjUz82cORMPHz5EnTp1MGPGDLRr1w7ly5fP931cXFwAQO/EyMbGBlOmTMHu3bvx6NEjdR0KhQIxMTEaySBjDJGRkahXr576OYlEonPMYF4XCbkvKrLrf//+PXx8fHSWcXV1BQCsXLkSDRo00LmNu7t7Xh/RKPHx8er3JYQQrhhyLmjevDmqVauGVatWwdbWFnfu3MGff/5Z4Htkf3fpex5wcXHB2LFjcf78eTx69Aht2rSBi4sLrl+/DsaYxvd2dHQ0FAqF+j2yk83c54H8EkVd5wGlUonIyMg8J7LJfr99+/bB19dXr89lqvj4ePj5+RXJe5HSRwUGFQxf5MCYMpaGWgRJiaJUKrF161YEBATg33//1XpMmDABHz58UN+JBT52mZw/fz5++uknnD59Gg4ODujZs2eBg4ezZ3bTNdPZhw8fdJYJCQkBAHh5eQEAWrRoAQBaFxz79+9HWlqa+nXg4+ygDx480Nju3LlzSE1NzTfObC1btoRAIMDatWvz3KZx48ZwdHTEkydPULduXZ2P/NaEMsarV68QFBTEaZ2EEMtmzLlgzJgxOH78OKZMmQJ3d3d07969wPfx9fWFlZWV1nkgKysrzwRN13kgNTUVhw4d0thu27Zt6teBjzfhpFKp1nnAkDUJW7duDQD5ngdatWoFoVCIly9f5nke4JJCoUBYWBidB4jRVCb8R/JHLYKkRPn7778RERGBX3/9Fc2aNdN6PfuO78aNG9GuXTt8+PABffv2RdOmTTFz5kzw+Xzs3r0bn332GX744QcsX7483/dr1qyZxoVEtqpVq6JFixZo3bo1AgICkJmZievXr2PJkiVwd3fHkCFDAABffvklWrVqhcmTJyM5ORmNGzfGgwcPMHPmTAQHB6Nfv37qOvv164fp06djxowZaNq0KZ48eYJVq1bBwcFBr33j5+eHqVOnYu7cucjIyEDv3r3h4OCAJ0+eIDY2FrNnz4atrS1WrlyJAQMGID4+Ht26dYObmxtiYmJw//59xMTE5HsBAXxcsyt79rnk5GT1HXngY1ejnHeY4+Li8Pz5c4wePVqvz0AIIfow9FwAAH379sWUKVNw8eJF/PTTT3rd9BKLxWjYsCGuXbum8XxSUhL8/PzQvXt3fPHFF/Dx8UFqairOnz+P3377DYGBgeoZQfv374/Vq1djwIABePPmDapXr45Lly7hl19+QZs2bfDFF18A+Ni617dvX2zatAkBAQGoWbMmbty4gZ07d+q9X5o0aYJ+/fph3rx5iIqKQrt27SCRSHD37l1YW1tj9OjR8PPzw5w5czBt2jS8evUKX331FZycnBAVFYUbN27AxsYGs2fPzvd9Lly4oB6OoFQq8fbtW/V5oGnTpho9YB48eID09HR8/vnnen8OQkgRMdcsNYQYo1OnTkwsFrPo6Og8t+nVqxcTCoUsMjKSNW3alLm7u7MPHz5obLNo0SIGgB08eDDf9zt79iwDwG7cuKHx/Pr161mXLl1Y+fLlmbW1NROLxSwgIICNGDGChYWFaWybkZHBJk+ezHx9fZlIJGKenp5s5MiRLCEhQWM7mUzGfvjhB+bj48OsrKxY06ZN2b179/KcNfTmzZs6Y962bRurV68ek0qlzNbWlgUHB2vNQnfhwgXWtm1b5uzszEQiEStbtixr27Yt27t3b777gzHGBgwYoJ4lL/cj9/ts3LiRiUQiFhkZWWC9hBCiL0PPBdkGDhzIhEIhe//+vd7vtXHjRiYQCFhERIT6OZlMxhYvXsxat27NypUrxyQSCZNKpSwwMJD98MMPLC4uTqOOuLg4NmLECObp6cmEQiHz9fVlU6ZMYZmZmRrbJSUlsaFDhzJ3d3dmY2PD2rdvz968eZPnrKExMTFa8SqVSrZs2TJWrVo1JhaLmYODA2vYsCE7evSoxnaHDh1in3/+ObO3t2cSiYT5+vqybt26sTNnzhS4T5o2bZrneeDff//V2Hb69OnM1dVV67MSUpDsWUPDQsuypHAfgx9hoWVp1tAC8BjLY+EbQggAoEaNGmjcuHGBLWVEW5MmTVCuXDns2LHD3KEQQiycXC6Hn58fPv30U+zZs0fvcpmZmShXrhwmTJiAyZMnF2KEpY9SqUSFChXQp08f/Pzzz+YOh5QwycnJcHBwwNtQL9jbGT6aLTlFBd8qEUhKSoK9vX0hRFjy0RhBQgqwcOFCbNmyBe/fvzd3KCXKxYsXcfPmTcydO9fcoRBCLFhMTAwuXbqEkSNHIioqCj/++KNB5aVSKWbPno2lS5dyvrxOaffnn38iNTUVkyZNMncohBAdaIwgIQX46quvsGjRIrx+/TrfpRmIpri4OGzbtq3A2VkJIaQwHT9+HIMGDYKnpyfWrFlT4JIRunzzzTdITEzEq1evUL169UKIsnRSqVTYsWMHHB0dzR0KKcFUYFDSrKGFgrqGEkIIIYQQQoqV7K6hL0M9YGdE19CUFBUCqkRS19B8UIsgIYQQQgghpFhSMgalEe1WxpSxNDRGkBBCCCGEEEIsTIloEVSpVIiIiICdnR14PJ65wyGEEGICxhhSUlLg5eUFPl+/+5F0HiCEkNJF33OB6v8fhqLl5AtWIhLBiIgI+Pj4mDsMQgghHAoLC9N7AiY6DxBCSOlU0LlAaeRkMcaUsTQlIhG0s7MD8PFAocGehBBSsiUnJ8PHx0f93a4POg8QQkjpYsy5gHCrRCSC2d2A7O3t6QKAEEJKCUO6eNJ5gBBCSqeCzgVK9vFhKGPKWJoSkQgSQgghhBBCLA+NESw8NGsoIYQQQgghhFgYahEkhBBCCCGEFEsq8KCE4bNFq4woY2koEbQwSqUSz549Q0JCAsRiMSpVqmTR423kcjmePn2KlJQUWFlZoUqVKrCysjJ3WGaTkZGBp0+fIj09HXZ2dqhcuTLEYrG5wzKblJQUPH36FHK5HE5OTqhUqRIEAoG5wyLEZPHx8Xjx4gUUCgXc3NxQvnx5vZfyKI0iIyPx5s0bMMbg5eWFcuXKWewyJYwxhIWFITw8HDweD35+fvDw8DB3WGbDGMOrV68QFRUFoVCIChUqwNnZ2dxhWRQV+/gwphzJHyWCFkCpVOLI4aNYvnQ1YmMSIeI5gMckAFTIYokQSlTo2LktRo8ZBVdXV3OHW+hkMhl27tqFNRu3IDEjE3BwgUosAV+RBSTGwlrIx4CePTBs8CCLmMkqNTUVv2/ajK1/7Ua6ggH2LmACEXgKGZASDwcrCUYNGYg+vXpBIpGYO9xCFxcXhxXr12Lf30chE/PBPJ3AhALw02TgRSbCzc4BE775Fh3bt6ekkJQo79+/x+Ilv+HsmQtQMQkEIicAPDBVBlSKJJT1dscPk75HixbNLSIJevbsGeb/uhQ3bt4FE1iDL3YAwANTpIJlJaNSRX/8NGUi6tata+5Qi8SdO3fwy8z5CH30FHyZCIJMIRgApVQOJlWhToPamDJjMqpUqWLuUAsdYwznz5/HrwuWIexdJIQCe/BgDR4YslSJ4PFlaN68CSZOGkvL2pASjccYK/b5cnJyMhwcHJCUlGTRrVfGCA0NRb8+Q5CV4ggnaRDEQmutbRhTIT7tFVJUjzF24kiMGPFNqb0IuHLlKoaMHoPMshUgqVwTfLF2YsOUCmS+eAzBiwdYPHsWOnXsYIZIi8ahw0cwacYsKP1qwKp8VfAF2veGVFkyZL54APGH5/h95XJ82rixGSItfIwxrNv4Bxb9sQZZzatDWjMAPIF2C4kyJR3K/x7B8UUc/lq/EYGBgWaItmQz5judzgPGUyqVmDdvAXb8dQg2drXh4Oiv8ztelpmM5MR7cHHOwo4/N+m9xmNJk5mZiXETfsC5/+5A6lYPtk66P2dGaizSI2+iir8LNm9cBycnpyKOtGgkJiZi6IBhCLnyAg6x7rDh6b4BmsISkewehcatG2LFmuWltvdMeHg4+vYdjNgowNGmJqQSB61tGGNISnmLlMx76NGzHWbMnAahkNpWDFXQ93r269cfe8DWzvAeC6kpKnxSNZLOG/mgRLAUO3bsOMaP+QmeVs0gFRe831RMhZi026gc7Iy/dm0rdd2E1qz/HQs3boHk0zYQWGknxLmpsuSQXTuLro3rYvH8X4ogwqI1aeo07L94A1Z1vgBfVHD3T2VmOjKuncDEof3x7YjhRRBh0VGpVOg9ZCCuq+IgalMPPD1a+rLiksC2nsOKaXPQoW27Ioiy9KBEsOhkZmaibbvOiI13gJNLLb1u8qWlRSMx9hz+3L4B9evXK4Ioi058fDy+/Ko95NIg2Lvr17KVGv8OWdGXcfzIXvj7+xdyhEXr7du3aNuiPazflIGDSr/ujomiaKgqpuHUhX/g4uJSyBEWrTt37qJ3r8Fwtv0MttZuBW7PGEN88kM4uCTixN+HSm1yXFj0TQSvPPY0OhFsVPUDnTfyUbqu9InatWvXMGHMDJSza6NXEggAfB4f7rb18PK+DCO++a6QIyxae/btx6KtO2D1RRe9kkAA4IvEsGrSGgduP8EvCxcVcoRFa8HiJTh47SFsGrTRKwkEAIHUGjZNu2DJ1t3YvXdfIUdYtL4ZOxo37DIhbt9AryQQAEQuDhCObo8xv87G1WvXCjlCQgzHGEPXrn2QkFwWzq7Bevf0sLFxg5tXR/TtNxwvX74s5CiLTlZWFr5q2wlKh/p6J4EAYOtcDtblWqNth+6Ij48vxAiLVmJiItq2aA/Hl956J4EA4JjlBvETZ3z1eRvI5fJCjLBovXnzBr17DYanUxu9kkDg4/p3Lg41kJbgg04de6AEtK0QooESwVIoIyMDQwd/i7I2LSDgG95VwcU6CFcuPMbpU6cLIbqiFx0djSnzfoH0s7bg8Qw/5CV1P8Mfe/YjJCSkEKIreiEhIdiwcy+kwc0MLsvj8WHVoDWmzZuP6OhozmMzh9NnzuDsm8cQfVbd4LJ8kRCCwV9i8LjvkJGRUQjREWK8P/7YhLBwJRwcKxpcViSygrPbl+jbdwhUqtKxGte0n2YhQ1geNo6Gd3mVWDtC5NYYg4eOLITIzGPogGGwflMGVjwbg8vawgGq52JMnvBjIURW9FQqFb7+ejBc7T6HSKTfzeKcHOz8ERXOx9q1GwohOqJiPKMfJH+UCJZCSxYvhySrAkRC47souFs1xMQJ00rF3a3xU6aCBTcBT8f4N33weDwIGrbCiLHjOY7MPEaMHQ9R3ZZGjwPlC4RA9c8w4cepHEdW9BhjGDdrGgTdPzW6DoGtFdIaV8KiFcu5C4wQE8lkMixZshpOrp8YXYeVlTNS052wZ89eDiMzj6ioKBw6dgZ27tWMrsPWuRxCX8fj5s2bHEZmHvfu3UPI1RcGtQTm5izzwN/7TyEiIoLDyMzjwIFDSEmwgbWV8V1dXR3rYsXydXRTsBAo/3/5CGMeJH8GJ4IXL15E+/bt4eXlBR6Ph0OHDhVY5sKFC6hTpw6kUinKly+PdevWGRMr0YNKpcKunfvgYlPJpHqEAgkgc8LFixc5isw8UlNTcf3eQ0i9fE2qR2TviPDUDLx584abwMzkzZs3iEhKh9jetEkPrDzK4fr9R0hNTeUoMvP477//kObjBL6VabOhSupVxs5D+0tNywkp+Xbu3AWxVQXw+abNbOvoXAvLl6/lKCrzWfbbKkhc9RsjmR9rj7r4ecESjqIyn19mzYdDjLvJ9dhGuWLZouWmB2Rmy5augrN9TZPq4PH4sBJXxJ/bd3IUFcmmBN/oB8mfwXsoLS0NNWvWxKpVq/Ta/vXr12jTpg2aNGmCu3fvYurUqRgzZgz2799vcLCkYKGhoRAyJ6O6QOZmwy+PP7ft5iAq87l48SIUnqYlgdnk3hWw/+AhTuoylwOHjiDLy/BuYrooypTDhQsXOKnLXLbu2w1V3Qom18MT8KHwdi413YdJybfzr72wdzR9RluhSIrklCwkJSVxEJX5nDpzHnZlTP9bt7J1xdNnr0p0bxnGGJ7cD8lzdlBDOKpccfbkOQ6iMp/U1FQkJmSY1Isqm6NtFfz1V+kaQ09KN4OzhdatW2PevHno0qWLXtuvW7cO5cqVw/LlyxEYGIihQ4di8ODBWLx4scHBkoJdv34DPDk3U1zbSl3x8MEjTuoyl3OXLoO5eHJSl9TDB/9eucJJXeZy/vIVSN24WfOI5+yJc/9d5qQuc3nw5BHE3tysnZnp7YRrN29wUhchpoqOjjNqrJMuQlEZ3L17l5O6zEGhUCAjU8HJDVIA4Isd8PbtW07qMoeIiAjwZdwsdcDj8SBLlUMmk3FSnzncv38fIgE35wGhUILY2ARO6iL/w4wcH8hojGCBCr3N9OrVq2jZsqXGc61atcKtW7eQlZWls4xMJkNycrLGg+jn1cu3EAlsOamLx+NDLldwUpe5vHn3DiJ7R07qEtraIzo6hpO6zCUyKhIiW26mUBbZO+H123ec1GUumUqF3rOEFoTnao8X795wUheh84CpsrK4a7FSqKwRHh7OWX1FLSEhAXwOWnuy8UR2JXpcXHh4OAQyEWf1CZVixMXFcVZfUQsPD4dSIeWsPoWi5LYWF1c0RrDwFHoiGBkZCXd3zX7o7u7uUCgUiI2N1Vlm/vz5cHBwUD98fLhpwbAEH8c/cPglVMK/zz7eAebmQzDGgBLcHegjHnddmhgzebyNuXEavoqBz1GLA6HzgKm4PLZ5KNl/65zHXsK/+3g8HqcHCCsFxwen0Zf46wRiSYrkqiX3F0T2hWheXxxTpkxBUlKS+hEWFlboMZYWQUGVkKXi5s65SqWElY1pk2iYW5WKFSBP4OZOpSI5AeXKleOkLnPxK1cOWcncdFuRJ8YisBI34w3NxVoshSqLm1ZvFp2EqhVMm6SJ/A+dB0wjEnF3ehfw00r0QurOzs5ginTO6mNZSfDz8+OsvqLm7+8PhYS7rpwKoRxlypThrL6i5ufnB76Qu+NDJKYbglxTMr7RD5K/Qt9DHh4eiIyM1HguOjoaQqEQLi66p+mVSCSwt7fXeBD91KtfD0ohNxf6KZlRqFMnmJO6zKVZ40YQxEUWvKEeZJFhaP5pY07qMpfPmzSGLIqbC2peQiSafdqIk7rMpW6NWpC/4eb4kIbFo369epzUReg8YCpvby/IZCmc1JUlj0bNmqbNqGhOfD4fNtZiqFRKTupjilR4enIz9twcXF1dASk3MxyrmAo29lYQCrkZc2gONWrUgCyLm2Ef8qw0eHrqtxg90Z8KPKjAN+JRcluqi0qhJ4INGzbE6dOaC5OfOnUKdevWhUjEXR918lH58uXBF6dDqTK9lSMdLzF4aH8OojKfTz/9FILIt5x0hxS/e45uXTpzEJX5dO3cCaIPz02uhzEGQfQ7NGnShIOozGdon34Q3nhhcj2qLAWksakICAjgICpCTDd0SF+kJD02uR65LAUe7o6wtuZm4hlz6d61I5KjnphcT2pCOOrWKblJcbZPPq2PJBZvcj2Jwmh06tHJ9IDMSCKRoKx3GchkpvemSkp9giFDB3AQFTGXNWvWwN/fH1KpFHXq1MF///2X7/Y7duxAzZo1YW1tDU9PTwwaNKhEjZk1OBFMTU3FvXv3cO/ePQAfl4e4d+8e3r37OGnElClT0L///5KHESNG4O3btxg/fjxCQkKwadMmbNy4ERMnTuTmExANPB4P34wYhLh00054sqxUWNsrUKtWLW4CMxOJRILWLT5H5ptnJtUji4lElXJecHMr2Xf63NzcULmcFzJjTWsFywh7hq9aNINEUrK7DteqVQvOyVlQJJq2HmLWf48wsv+gEj1OhpQu7du3hzLrHZRKuUn1JMbfxuTJ4ziKynyGfzMU8riHYMy0lrDM6JuYOnkCR1GZz4/TJyPV3bRWMMYYUt3iMGr0SI6iMp8pUycgIfWOSXUolVmQq96hc+eOHEVFshXVZDG7d+/G2LFjMW3aNNy9exdNmjRB69at1TlObpcuXUL//v0xZMgQPH78GHv37sXNmzcxdOhQLj52kTA4Ebx16xaCg4MRHPyxy+D48eMRHByMGTNmAAA+fPigscP8/f1x4sQJnD9/HrVq1cLcuXOxYsUKdO3alaOPQHIbPmIYRPYxyJQbt+4TYwxRmZex7vcVHEdmHr/MmglxyC0oZZlGlWcqJXDzLDas+I3jyMxjw8rfoLp79uPnMoJSngnhs1v4ZfZMjiMzjz+WrAD764LRrcZZcUlweRKFEUOGcRwZIcYTCARYtHAu4qLzv5udn9SUCJTzFuOrr1pxGJl5ODg44NsRA5H03vglXlKin6JZo5qoUqUKh5GZR4UKFdC8Y1MkiKKNriPONhxDRw+GkxM3S1aZU4sWzeEbYIfkVONnx41JuoJf5s8q0d1ki6uiGiO4dOlSDBkyBEOHDkVgYCCWL18OHx8frF27Vuf2165dg5+fH8aMGQN/f398+umnGD58OG7dusXFxy4SBieCzZo1A2NM67FlyxYAwJYtW3D+/HmNMk2bNsWdO3cgk8nw+vVrjBgxgovYSR4EAgF27NqMyMzzyFJkGFSWMYaotBvo079DiW8NzGZra4vfVyyH/NwhqLIMuzvOmAqZF45j1sTx8PLyKqQIi5aXlxfm/DgJ6VeOgakMuzuuUmQh479D2LBiGWxtuVmmxNxq1aqFQa06QnHwqsHJoDIlHdh8Frs2bIKAo2UoCOFK27Zt0OCT8kiINXwNwMyMRKQlXcLWrb8XQmTm8f2Y7+DjLEdKjOE9RNKSwiFMf4TlyxYVQmTmsfi3ReBXyUQqL9HgsonCWLgE22HCD+O5D8xMtmzZgFT5dWRkGt5lNi7pIYLr+qBTpw6FEBkxVe6liHSteymXy3H79m2tJe9atmyJK3msId2oUSO8f/8eJ06c+Hj9HBWFffv2oW3btoXyOQoDTadTSlWsWBG79m1GROYpJGd80KuMQilDeMq/aNO1LqbPmFrIERatz5p8itW/zIb81F7I4/XrDqNITUHmqX2YPLgv+n3dp5AjLFpf9+6JyUP7If3CPijS9JtQQpYQg4xze7Dql1lo+lnJHhuY24wfpqB35frI2nIGynT9Wo5lLyOAtSexf81GVKpEs4WS4un3DWtQs4YdoiPPQ6Xn2PHkxJdISTiN48f3lfju8DnxeDwcOrAbnlYfkBh2Ta9uoowxJEc+hCj5Jk6fPAorK+7WIzQ3qVSKf86fBGqmIV4aqdeNMMYYYm3fw7GhGEf/OQw+v/RcRrq6uuLvkweRLLuIxJSXepVRqRSIir+EwBpSbN68oZAjtFwfJ4sx7gEAPj4+GssRzZ8/X+s9YmNjoVQqdS55l3vSy2yNGjXCjh070LNnT4jFYnh4eMDR0RErV67kficUktLzF0y0BAcH49LVM3AtH4OItPNIydDdBSRLmYno1LuIzDqFFRtmYf6CeUUcadFo89VXOHdoH9ye3oDs2hnIE3UP5lWkpiDz9kVIr/2Ng3+sxYihQ4o40qIxfOgQHNq8HuI7fyPj3sU8E0J5Ujwybp2By8vrOHt4L9q2bl3EkRaNX2bOxqaJsyFccxKyU3egTNOdEMreRUGx7RyCbkbi2vFTqF27dhFHSoj++Hw+tm75HdOnDkLk+32Ii7kHpTJLazvGGJKT3iEy/BiCKitx7dr5Er1kRF6kUilOnjiMYb0/Q8zjXUj88FDnbKKMqZAc/RyxofvQsoEHLl88m+dM5yWZk5MTLl6/gC9HfYr3niGI50XrTAhVTIU4wQeEeT1G35+64Z9//y5VSXG2cuXK4eq186gWLEB47AkkJr/TuT+UyizEJjzA+9iDmDytP3bs2EK9QgqRCnwojXio/j/NCQsL01iOaMqUKXm+l64l7/Ia///kyROMGTMGM2bMwO3bt3Hy5MkS1/ORxzhbXbrwJCcnw8HBAUlJSTSFuJEePnyIBfOX4PHDUCjkgIAngYopwfgyuLo6YcS3Q9C1axeLmMmVMYZr167hl6XL8epdGOQ8AXhiCZgiCyKFHF5uZTD+25H4qlWrUnW3My8qlQr/nDqFJSvXICI6BgqBGDyhCCxLBjFTwr+cD6ZOGIsGDRpYxGQoWVlZ2H/wAFZu+QOxyUlQ2krAEwrA0mWQKoBqlapg2vfjUb16dXOHWmIZ851O5wHTZWRkYNu2P7Fl604kJ6eDx5OCxxNAqcyARMJD/fp18MOksRYz+21SUhLWb/gDe/cfRmqaDHyRDQAeVIp0WEkE+KJFM4wf+x08PDzMHWqRiIqKwvIlv+H08TPISMmEQPlxrJtSoIC1ozW69uyEEd+OgKOjo3kDLSKvX7/GooXLcO3qLchkKgj4UjAwqFgG7O2t0X9AbwwY0K/Ez6hrTgV9r2e/vvd+FVjbGZ5op6co0b1mqF7nDblcDmtra+zduxedO/9vhvjvv/8e9+7dw4ULF7TK9OvXD5mZmdi7d6/6uUuXLqFJkyaIiIgoEcvMUCJogdLT05GcnAyxWAwnJyeLuLjPT2pqKlJTU2FlZQUHBwdzh2N2SUlJyMjIgK2tbakZB2gsxhgSEhIgl8thb29PJ3yOUCJofowxxMXFQalUwtHRscTPAGwqlUqF2NhYMMbg7OxsETdF85OVlYX4+HjweDy4uLhYfGuXTCZDYmIiBAIBXFxcLP66iSv6JoK77gUZnQj2qvVE7/PGJ598gjp16mDNmjXq54KCgtCxY0ed3Um7du0KoVCI3bt3q5+7evUqGjVqhPDw8BIxtwRNbWSBrK2t6YI2B0p4NGX3oScfu4g4OzubOwxCOMfj8T4uLE4AfOxCW5rGQ5pKJBJpjZWyZBKJhPaHGalydPM0rJxhbV3jx49Hv379ULduXTRs2BAbNmzAu3fv1F09p0yZgvDwcGzbtg3Ax2V6hg0bhrVr16JVq1b48OEDxo4di/r165eIJBCgRJAQQgghhBBi4Xr27Im4uDjMmTMHHz58QLVq1XDixAn4+voC0F4ib+DAgUhJScGqVaswYcIEODo6onnz5vj111/N9REMRl1DCSGEFCnqGkoIIUTfrqHb71Y3umtov+CHdN7IB7UIEkIIIYQQQoql7FlADS9X7Nu6zI4SQUIIIYQQQkixpGJ8qJgRYwSLf6dHsyv9c+MTQgghhBBCCNFALYKEEEIIIYSQYom6hhYeSgQJIYQQQgghxZIKgJIZvnajivtQSh3qGkoIIYQQQgghFoZaBAkhhBBCCCHFkvELylN7V0EoESSEEEIIIYQUS0rGh9KIWUONKWNpaA8RQgghhBBCiIWhFkFCCCGEEEJIsaQCDyoYM1mM4WUsDSWChBBCCCGEkGKJuoYWHtpDhBBCCCGEEGJhqEWQEEIIIYQQUiwZv6A8tXcVhBJBQgghhBBCSLGkYjyojFlQ3ogyloZSZUIIIYQQQgixMNQiSAghhBBCCCmWVEZ2DaUF5QtGiSAhhBBCCCGkWFIxPlRGzABqTBlLQ4kgIYQQQgghpFhSggelEWsCGlPG0lCqTAghhBBCCCEWhloECSGEEEIIIcUSdQ0tPJQIEkIIIYQQQoolJYzr5qnkPpRSh1JlQgghhBBCCLEw1CJICCGEEEIIKZaoa2jhoUSQEEIIIYQQUiwpGR9KI5I6Y8pYGtpDhBBCCCGEEGJhqEWQEEIIIYQQUiwx8KAyYrIYRusIFogSQUIIIYQQQkixRF1DCw/tIUIIIYQQQgixMNQiSAghhBBCCCmWVIwHFTO8m6cxZSwNJYKEEEIIIYSQYkkJPpRGdGI0poyloT1ECCGEEEIIIRaGWgQJIYQQQgghxRJ1DS08lAgSQgghhBBCiiUV+FAZ0YnRmDKWhvYQIYQQQgghhFgYahEkhBBCCCGEFEtKxoPSiG6expSxNJQIEkIIIYQQQoolGiNYeCgRJIQQQgghhBRLjPGhYoaPZmNGlLE0tIcIIYQQQgghxMJQiyAhhBBCCCGkWFKCByWMGCNoRBlLQ4kgIYQQQgghpFhSMePG+6lYIQRTylDXUEIIIYQQQgixMNQiSAghhBBCCCmWVEZOFmNMGUtDiSAhhBBCCCGkWFKBB5UR4/2MKWNpSn0iGB8fjzt37iAqKgoikQgVKlRAtWrVIBaLzR2aWURGRuLu3buIj4+HRCJBYGAgqlSpAoFAYO7QihxjDGFhYbh//z6Sk5NhbW2NatWqISAgAHy+5d1FUqlUePnyJR4/foy0tDTY29ujRo0aKFeuHHg8y/syVSqVCA0NRUhICGQyGZydnREcHAwPDw9zh2YWcrkcjx49wosXL5CVlQV3d3fUrl0bzs7O5g6NEEIIIUYolYmgXC7H5i3bsP73zchQCAFJGSh5UvCYCkKWAmV6NCr4e2PGT5NRv359c4db6FJTU7Fq7Xps27MHWVY2kDu6IkskAZ+pYJWyGYiPQe1qQZj142QEBgaaO9xCFxsbiyVLf8PhI3+DJ3IAE7pAxUTg8RQQqBKhyIxDs6aNMPXHiShXrpy5wy10YWFhmLd0Ec5duwzm6YRMD3soJUIIMxWQ/p4IfkwSOrVqg0nffQ9XV1dzh1voQkNDMXPRAtwKeQTm5YKMMvZQCvkQZ2RBsiIO4qQM9O/WA6O/GQFbW1tzh1vobt68iTlLf8aryLeQlHcAc5cAQh541xXIWp4McTofw/oMxuD+Ay32BhshhJDCo2Q8KI2YLMaYMpaGxxgr9nPqJCcnw8HBAUlJSbC3t89327t372LgkJHIkvrDzrMmBEKRzu0y0+KRHnENdar6Yv3aFaX2gu70mTP49ofJkFWqCWnFIPDyaPmTRUeCd+cyOn7WGL/Om1tqL+h27PgLc35eDIlTbdi7VgCPp93yxxhDakIY0mOuYejg3pg4YWypbCFkjGHRimVYu2cHFG3rQFrRW2fLH1OpIHv4GqLT9zHz+0no37uPGaItfFlZWZg8czoOXLsIRet6EHu769yOKZSQ33kKm8tPsOqXX9Hyiy+LONKikZqailETvsPduKdw7V4Z1p66v3uVMgViz72C4lIsNv22AbVr1y6wbkO+000pQwghpPgq6Hs9+/VeZ/tCbGv4dak8VY5dLf6k80Y+SlUieOzYCYz9YSacKraFSGqnV90pMS8gTL6Ps6eOlbouTmvW/46FW7ZB3KwN+BKpXmUyQ+6jXMIHnDpyGFKpfmVKikk/TMWxU7fhXK4Z+PyCG8MZUyEh4gaqBlhh185tpSoZVKlU6DV4AG4IkiFqVRs8PT4by1Iga/9ldK1SD0vmzS+CKItOZmYmWnXthFcVXCBqUFWvMqoMGVR/ncEP3fvhu29GFHKERSs+Ph4tu7SBuGNZONUpq1cZWUI63i+/iUUT56F92/b5bkuJICGEEEoEza/UXNneu3cPY3+YBdegbnongQBgV6YCmEsDtGnXBQqFohAjLFpHjx/Hwq1/QtKyk95JIABIA2sizDMA3b7uW4jRFb3fVqzG8TP34er3hV5JIADweHw4l22A0LcMY76fUMgRFq3Rkyfipp0M4tZ19UoCAYAnEkLcqykOvLqHpatWFnKERavbwH54VcNL7yQQAPhWEggGtsbC/Ttw5NixQoyuaCmVSrTr1RFWff31TgIBQOJkDb9pn2LS4um4e/duIUZICCHEkqjAg4oZ8aDJYgpUKhJBuVyOAYNHwLFiG/AFhg97tHYsi1SBN+aUklaOxMREjJs2HeLP2+js+lgQiX9FPEmVY/vOnYUQXdF7/fo1Vq/dAmefz4wq7+BeC2cu3MHly1c4jsw8rly9ihMPb0DUtLpR5YWdGmDlrq149eoVx5GZx5+7/sJDlgZRjQoGl+Xx+eD3+QLj585AQkJCIURX9OYu/AVZdW1hX6mMwWUFYgG8x9bFoDHDIJfLCyE6Qgghlob9/6yhhj4YJYIFKhWJ4Oat25Al9YfYgJbA3Ow8a2HX3iNITk7mMDLzmDN/AbJqfAK+yPhxfqL6TTBv8VIolUoOIzOPceN/hJ1XM6OS4mxO3s0xfuJUDqMyn++n/wh+zyZGl+fx+WA9GmPsTz9yGJV5KJVKzFm+GPx2DYyugy8WIeOLYMxZtIDDyMwjOTkZu//ehzKtDE+Ks0mcrCFo5ILN27dyGBkhhBBCuGbUlfGaNWvg7+8PqVSKOnXq4L///st3+x07dqBmzZqwtraGp6cnBg0ahLi4OKMC1mX9hi2w86xhUh08Hg9C56r4feMmjqIyD4VCgWOnz0DqX9GkengCIeRevjhx4m+OIjOP+Ph4hD5/B2s7N5PqEYqtkZIhwOPHjzmKzDyePHmCeGs+BHbWJtUj9nLFk4i3nP4dm8OJv/9GZqWy4AlNm0BZXLU8jp07g6ysLI4iM48/tm6EbQsfk5cLKdOiPDb8+QdHURFCCLFkRnUL/f8HyZ/BieDu3bsxduxYTJs2DXfv3kWTJk3QunVrvHv3Tuf2ly5dQv/+/TFkyBA8fvwYe/fuxc2bNzF06FCTgweAhIQEpGfxIBCaPsulnVsVHDpygoOozOfRo0dQlfHkZN03nn9l7Dp0yPSgzOj8+QsQWHGzBATfujwOHS7ZY8EOnTiGzJrc7A95kDfOX7jASV3msuvYIbBaxrd+ZePxeFD6uuHRo0ccRGU+h/85BpeGPibXI5CKkGXz8UYMIYQQYgoV4xv9IPkzeA8tXboUQ4YMwdChQxEYGIjly5fDx8cHa9eu1bn9tWvX4OfnhzFjxsDf3x+ffvophg8fjlu3bpkcPPBxuQi+1LTWnmwCoQgJCSmc1GUu127cRKaDCyd1iZxdEPL0GSd1mcuFi1cgsta9DIChbB29cenSNU7qMpeL169C6u/JTWV+bjh79RI3dZlJyLNnELpzM1twellnXLt5g5O6zCUxLQkCqe4ldwwlLG9Hk8YQQggxGbUIFh6DEkG5XI7bt2+jZcuWGs+3bNkSV67onkijUaNGeP/+PU6cOAHGGKKiorBv3z60bds2z/eRyWRITk7WeOQlOjoaCnC3zIFCVexX08jXu/Bw8G25mSKXx+Mjq/ivLpKv8IgPEEu52R8isTUSEhM5qctc4hITILC34aQuoaMtPkRFclKXuWQxpd6zphaE72CLdx8iOKnLXJQ8FWd1qRwEiI6ONrq8IecBQgghhBjOoCug2NhYKJVKuLtrtrC4u7sjMlL3BWGjRo2wY8cO9OzZE2KxGB4eHnB0dMTKlXlPPz9//nw4ODioHz4+eXdVEgqF4IG7ixeU8MRHJBIBKg4neCnhibFIJARj3OwPxlQo6RNQ8fFxgXguMKUKAqGAk7rMhsPDmylVEAhK+P7g8ADnqWDS/jDkPEAIIaT0MmbG0OwHyZ9Rt8Jzjz9jjOU5Ju3JkycYM2YMZsyYgdu3b+PkyZN4/fo1RozIewHmKVOmICkpSf0ICwvLc9sKFSpAyLjrzimVcNMtylxqVQ0CL5GbcTmqLDkcbLlpPTKXGtWDkJEay0ldmWlxqFTR9PFk5lQxoAKyIrk5PuQRsagdZNwSFMWFg7UtVDJuljngRyWidtWSvT8kPNMmzcmJ90GGSpUqGV3ekPMAIYSQ0qsou4YaOiGmTCbDtGnT4OvrC4lEgoCAAGzaVHImnjQoEXR1dYVAINBq/YuOjtZqJcw2f/58NG7cGJMmTUKNGjXQqlUrrFmzBps2bcKHDx90lpFIJLC3t9d45KVq1apQpBnf/SgnWXoi/P1K9l3nevXqQRQXxUldmRHv0bB+PU7qMpfPmjQGk3PTfTE9JRzNm33KSV3m8mXjplA856b7ouRNLD5r0IiTusylcb36kL0K56Qu6bto1K9Xsv9e/Lx9kRHJTRdM2askVK1a1ejyhpwHCCGEEFMZOiEmAPTo0QNnz57Fxo0b8fTpU/z111+oUqVKEUZtGoMSQbFYjDp16uD06dMaz58+fRqNGum+IExPTwc/1xic7O5CjINumCKRCJUCfJGZavo09hnRD/DtCG5mMzUXb29vOEABlSzT5LrELx5j+KCBpgdlRg0aNIAqM+Jjt04TsbQX6Ny5k+lBmVGnDh0gvffG5HqYSgXRi0g0bNjQ9KDMaFi/AbC68dTkelQZMjjKGLy9vTmIynxG9v8GCaffmFxP+ockBHj5f+yqTgghhJigqFoEDZ0Q8+TJk7hw4QJOnDiBL774An5+fqhfv36eOVFxZHDX0PHjx+OPP/7Apk2bEBISgnHjxuHdu3fqrp5TpkxB//791du3b98eBw4cwNq1a/Hq1StcvnwZY8aMQf369eHl5cXJh5g5fTLSIkybzVEhT4dQHoUWLZpzEpM5TfzuO2Tdv25SHfL4WHjbSlGhQsnuCikQCNC7Z1ckRZk2rX9qwlvUq1MdDg4OHEVmHg4ODmgQVBOyp3nf3dJH1vVQ9OnYtcSPiatQoQJ8RLbIijLtRhL79w4mjviWo6jMp0XzFmBPUyFPNu1GUuyep5g+bgpHURFCCLFkpiaCuScek8lkWu9hzISYR44cQd26dbFw4UKULVsWlSpVwsSJE5GRkcH9TigkBieCPXv2xPLlyzFnzhzUqlULFy9exIkTJ+Dr6wsA+PDhg0YT6sCBA7F06VKsWrUK1apVQ/fu3VG5cmUcOHCAsw9Rt25dfFKzPFKinxtVnjGGpFdnsH7Nck7W3zO3Xj26w1clgyxad9fbgjCVCrh8GpvXrOY4MvOY8uMkCOTPIc80biypUiFHRsxVrPhtMceRmceqXxdDdPgWVJnGjY1TJKbC7vprTJ0wiePIzGPLitUQ7Dlv9CQ68vdR8IvPQq/uPTiOrOjxeDysXbgSEevvGt1jI+F2OGqXCUS9Et5NlhBCSOng4+OjMfnY/PnztbYxZkLMV69e4dKlS3j06BEOHjyI5cuXY9++ffj225JzY9iomQFGjRqFUaNG6Xxty5YtWs+NHj0ao0ePNuat9LZ29W/47POWSE+whrVTWb3LMcaQ+OYiunf4HA0bNijECIsOj8fDri2b0bRNO8ibfAWxk/7rCjKVCrJzxzBjzHfw9/cvxCiLjkgkwl87NqND56/hUr4DRGL9J8BRKrMQ/fIw1q9aBEdHx8ILsgg5Ojpiw8KlGDzjBwiHtwbfgAmSlCnpYH+cwq6Nf5aabn/+/v6YMep7zN7+B/j9Whq0nERWTAKs9/2HXYeOl4qbSADQsEFDdGvYDke2n4NnvxoGfa7kZzGQHXqP1cfPFmKEhpPL5Xj48CEeP3qMzEwZXMu4IDg4GH5+fqXm92aI9PR03L9/HyFPnyIrKwtlPT1Ru3ZtznrplDTJycm4c+cOXr58BZVKhXLlfFCnTh24urqaOzSziIuLw+3bt/H2zTvw+TwEVAhAcHBwie8RY6wPHz7gzp07CH8fDpFIhMpVKqNWrVqwtrY2d2hFjjGGt2/f4u7du4iOjYVUIkHVoCBUr14dEomk0N7X2IlfssuEhYVpjDPPL1ZDJsRUqVTg8XjYsWOH+u9j6dKl6NatG1avXg0rKyuDYy5q3E0RZ2Y2NjY4888xtGnfBUnpUbD3Ci7wBJ8lS0fS69Po0bEF5s6eUUSRFg0PDw+cPnQAbbp1R1rFGpBUDCqwTFZSAlT//YOpI4dj8ID+BW5fkgQGBmLvrk3o9fUQWLk2gK2TX4Fl0pIjkfLhX6xcNr9UdBnOqXmzz7H2p3n4dsaPyOr5KSQ+bgWWkT19B9HhmziwfrNJk4AUR4P79odKqcS8dWug7Pk5hC6OBZbJuvsM9pee4MSeg/D09Cz8IIvQ7KkzgV+AfYuPwWt4MMT2+a/VyhhDzMkXEN1OxemDf8PW1raIIs3fw4cPMWvaXIQ8eg6JwgFIk4LH+GBCBZhNGhSiNHTt0RnjJn5fam705Oe/S5cwa+FCvI6JgcrDHekO9uAJBBClZ0CyfCkkqWkY3Ls3vhs+AlIpd+vzFkeMMRw9ehSLF65AXGwaRDwXMIUNwOOBJ8iAAnGQWjOM+nYYBgzoV+K7wRdEqVTiz+07sGrpamTEySBMloKl8sHAwLNXQWGbCUdPe0yaNgEdO3Us9TdQZDIZ1q5eh83rt0KVAvATJUDmx/3Bd1RBbp0O7wBPTJ09Bc2aNTN3uIUuKSkJS1euxO5Dh6FwcILM0QVKqRRMoYT17v3gRUciqLw/5kz5EbVq1eL8/Rlg1FIQ2f1a9JlwzJgJMT09PVG2bFmNmySBgYFgjOH9+/eoWLGiwTEXNR7jYsaWQpacnAwHBwckJSUV+ItUKpX4+Zdf8eeuAxA6V4WdWxUIhGKNbWRp8ciIfghhVjTWr1lealoCdcnMzMTYH37E6WvXoahUHRK/iuAL/5f/M8Ygj40GP/Q+XBSZ2L5hHSpXrmzGiAtXYmIihg3/Do9C3kLkUBX2Tn7g8f93gmdMhbSkCMgSHsLL3Rrbtmwo1XfJIyIi0G/UN3ijSEFWk0BI/D01WsSYUonM0HcQX36Kmh6+2LRiTam+YH769Cn6jhqOGAcxFI2CIPIqo3HBw7IUkD96Bcm1EHxZ+xP8tmBhqb5gvnrtKkb+MBq8yrZw+tIPVh6a37/KzCzEX3mHlLPv0bttd0ybNEWvC2ZDvtONKSOTyTBh7CT8e/wqXGRVYCN01LkdYwxxindItX2DBcvmoWPHDnrFUtIkJydj8LejcCs6GqpGDSF01N2ywxQKZD18BLsnIdi0YiUaNiid58bIyEj06zsY0e8ZnGxqQizS3bKjVMoRl/oYIutobN+xsUTNBGiI58+fo2/3fsh8ATineUKYxzIyWUyOeIcIuFS1x46920vtufH69esY2u8bCMPs4CzzAJ+n+ztNxjIQ7xyOyo3KY+O230vtufHYiRMYO2065NVrQ1KxSp69ZuRxMeDduIwvg2tixSL9zo0Ffa9nv/7FieEQ2hje4qhIk+FMm/V6n2s++eQT1KlTB2vWrFE/FxQUhI4dO+rsTrphwwaMHTsW0dHR6hughw8fRpcuXZCamloiWgRLXSKYLSUlBX9s2oxDh08gPiEJCuXHjymVCOHvWw7fjhyK5s0/L/V3tbLFxsZi5bp1OHXuPBLT0qFgDHwAViIhgipVwrhRIyxqTE9YWBh+W7EG/12+itTUTKgYwOfxYG0lQu3gmhg39ttSe9LXJTQ0FEvXrcatB/eQmiUD4wEC8GAnluLT+g0wfuR3FrWg961bt7Bk/Ro8ef4M6cosMABC8OBobYNWTT/H6G9GWEy3McYYzv17Dmu3bsDr928gYwoAgIDx4GTriI6t2mHogCGws7PTu87CTAQzMjLwVYu2yHhlAxeBn151K5kC4fw7GDS6ByZOnqBXmZIiNjYWn7dvj4R6dSAOKK9XGWVaOnD0GBZNnIQeXbsWcoRF6+XLl2jfthscxY1ga637Ln9umbIkRKX8i01bVqHxpyVnNkB9XLt2Df27DoJ7RHlIefp1dUxlyUgs9x5HzhwqES0ehjiw/yCmfPsTPKIrQszTL/FI4sVBViEOpy/+Aze3gnvXlCTLVq7Cb3v2Qdi8NfhiccEFAMiePoFn2EucO36swO6z+iaCzY+PMDoRPNd2nd7nmt27d6Nfv35Yt24dGjZsiA0bNuD333/H48eP4evriylTpiA8PBzbtm0DAKSmpiIwMBANGjTA7NmzERsbi6FDh6Jp06b4/fffDY7XHEptIkgIIaR4KqxEkDGGDm06I/auAI4Cw1orGGMI49/CzCUT0KNnd4PKFlcKhQINWjRHVINPIPIyrPsyUyqh2nsAu5cvR4NPPimkCItWSkoKGnzSDC6SZpBKDBvvplDKEJ5wAv+cOQg/P7/CCbCIhYWFoUXDligbXhlCnmFjvmUsA7H+b3D17uVSM3bw9u3b6NO2P7yjA/NsBcxLKkuColoCrty+VGrGzx84dBjjly6HqGV7gxtN5G9eoWLUO5w6fCjfsvomgs2OjTQ6ETzfbq1B55o1a9Zg4cKF+PDhA6pVq4Zly5bhs88+A/BxAsw3b97g/Pnz6u1DQ0MxevRoXL58GS4uLujRowfmzZtXIloDAUoECSGEFLHCSgS3bdmOZT9thAerblRcKqbEW8l/uHTz31LR4jt19mz8+eolhLVrGVVemZYG60NHcffixVLRBfrrPgPx/IEAjra+RpVPy4wDz+Yh/rt0tsT3JmKMoVmj5si6JoENT//W/JyS+HHwa1cGew7t5ji6oieXy1Gv+idwfF4OYp5xx3q85AO+HNkYC5ZodyEsaeLj41GvxZfgdewJvpGJbda1i5jauT2GDR6c5zbFMRG0NAYvH0EIIYQUN0qlEr/+vARuqoInxsoLnyeAQ2olzJo+l8PIzCM5ORm7jh+HILim0XUIbGyQUqUS1m/cyGFk5vHy5Uvcu/3c6CQQAGykLkiOk+DkyX84jMw8zp07h/jQFKOTQABwULng8dVQPH36lMPIzGPTxs3ghVkZnQQCgFOmBw7tPorExETuAjOTOQt+hTy4vtFJIAAI6zXGolVroFAoTI6nqBaUt0SUCBJCCCnxTpw4AXG6s8FdunJzEnni7D/nIZcbt85mcbFh0ybIqgWZ3HIlrFEdv/+5naOozGfhr8tgKzJ9tmMn62pYvGgFBxGZ18K5i+CY6GFyPbbRZbBg7kIOIjKvDat+h3OmabM/83g8WEc7Y93q9RxFZR4KhQLHz5yFtLxp4z95AgHk5fxx6OhRk2OiRLDwUCJICCGkxNu36yBsFabPYsjj8SBVOOHBgwccRGU+h06ehCjQ9Amv+CIRMiQSxMTEcBCV+dy4fhv2NvqvMZwXidgOkRExUKlUHERlHowxvH8dASnP9DFM9jwn3L15z/SgzCghIQGyRAUEecyWaghHhRuOHTrOQVTm8+jRI6jcPDjp/swLqIy9h49wEBUpLJQIEkIIKfFCnzyFjcCRk7r4aba4euUaJ3WZS1xykt6z/BVE7uaGO3fucFKXOchkMshlKs7G9YkEjnj+/DkndZnD69evIZRzc2wAQFZaFtLT0zmrr6jdvXsXolRuJvYQ8ARIik/mpC5zuXbzJjKdy3BSl9DJGU9fvDC5HsZ4Rj9I/igRJIQQUuIpFdxd6Iv5VggPi+CkLnMxfVTO/8ispIguwS2CSUlJEPC5m+yGByliY2M5q6+oxcTEgCc3vfUrm1AlRkJCAmf1FbWYmBgoU7mbN1EpV3JWlzmERXwA38aWk7p4PB4UHMxJqQLP6AfJH3ffBIQQQkgpoGIqiETctZiYA5eXPzyVCuISPCW+UCgEA5ddOVUQCkvu5ZNIJAKPx13iw3ilYH8IeABX+VsJn1FWIhaDqbhLZrnYG8aO96MxggWjFkFCCCElnoOTPRQqbiZ4kQtSUKuOcUtQFBdSvgBcrQ5lk5SMSpUqcVKXOTg5OYFBxll9WarEEr2QeoUKFSCXZnJWn1KoKNELqVesWBF8J+4SH4lNyb6JVKtqEPgJ8ZzUpZLLYW9jw0ldpHBQIkgIIaTEa9ykIZKyojmpS2mVjPr163NSl7lUKl8eirg4biqLikLVqqbPuGkuPB4Pjk52UCpNv1HAGAOPL4ezszMHkZmHvb09BFY8Tm4UKJkS9i52JXpdxcDAQMgk3IxxzGBp8C/vx0ld5lKvXj2IYz5wUldm+Ds05uC7lMYIFh5KBAkhhJR4Q74ZhHTbcJPrUajksHYRwsfHh4OozOf7YcMguG/6zKdZsbEI8vOHmKOJZ8xl8JB+iE8NMbmepNS3aNmqOQcRmVebjq2RyDd93GeCNAoDvxnAQUTmIxQKUbVmINJYisl1pTjG4LsJoziIynw8PT3hIhRAmZFhcl2SZ08wfNBAk+uh5SMKDyWChBBCSjxfX194V3BDapZpk1bE8J9iwg/fcxSV+Xz66adwiEuAMjXVpHoEl69i9g8/cBSV+fTp0wuZqldQqrKMroMxhmT5A4yfMIbDyMxj7MTvkeIRY1KroIopkVEmAf0H9OMwMvOYPu8nJJYx7UaSnMnAc1fg888/5ygq8/lx7PdQ3TZt5mR5bAzK2VojICCAo6hIYaBEkBBCSKnwx5Z1iLF+CBUzbrxPSlYsylSSoluPbhxHVvR4PB42r1wJ3slTRl/sZz17hqYVK6FOnTocR1f0pFIpflkwC9HJV42uIzblAfoN6IayZU1fj9DcPDw8MPjbgYgzoRU92uktZi+cBSsrbpZeMKeaNWuicetPkCCMMqo8YwzRZV5h/ZY1JbqbbLZOHTqggogHWcR7o8ozpRL8/85gy9o1nMRDXUMLDyWChBBCSgVvb2/M+fUnvOPfMDgZTFckIdExBH/u2loqLuQAoHbt2hjesROUp84YnAxmvQtDmQePsWbp0kKKruh17twRDZtURmzyPYPLJqa+QJmymfhxyiTuAzOTST9OhGcDFySKDR9bG2cTjrptaqJnrx6FEJl5rFj7G4RBciTzDJsohTGGKMdX6DOiBz755JNCiq5o8Xg87Nz4B6yvX4Q81rDjgymVkP9zBLPHj4Ovry8n8TAju4VSIlgwSgQJIYSUGj16dseMXyfiregS0hVJepWJU71BslsITp47Bnd390KOsGhNmTgRo1p8AdXeA1CmFDwGiqlUUFy/AZ8HD/HvsWOwKWUz/q3fsAqNPi+HiIRzUCgLnklUpVIgKukqvAIycPTYAQgEgiKIsmjw+XwcOn4A5Vq6IcrxDVSs4CU2FEyBD84vUL9HTWzc9kcRRFl0rKyscOrCSVjVUyDWJkyvmydylon3ZULQa2wXTJ/9UxFEWXTKlCmDs0cOw+HaBcifPNBrf2TFxyHr8G7MGTkc/fr0LoIoiakoESSEEFKq9P66F/4+fxi8ChEIF95GkjwaLNdFrkKVhZisN3gr/g+Ne1TG9duX4e3tbaaIC9ePEybg8OrVcDp5GqpTZyCPitK6qFNlZEB++w54O3ZhRO26uPTPKTg4OJgp4sLD4/GwavVyLF/9E2LS/0FU0jVkyBK19oc8KxXRSXcQnnQUE378GgcP7YFEIjFT1IVHLBZj/5G9+HHFOET4hiLGOgwyprm0BGMMmSwd0fZvERPwEkv+XIB1G9eCzy99l5D29vY4d/ks+v7UFe+9HyNW8h5ZTHO2WcYY0lgKohxfITUwAjtObMG0GVPNFHHh8vLyws0L59HFxx2qw7uR8eQhVDLNGyhMpYLsQziUZ/+G1/3rOLtnFwb0/ZrTOBgAxox4cBpF6cRjXC00VIiSk5Ph4OCApKQk2NvbmzscQgghJjDmO93Y88CjR4+wctka3Lt7HxmpMjAGCIQ8OLk4onW7lvhmxDA4Ojoa+UlKFsYYrl+/jt9+/x0hz54hQ6kAAw8iHuDu7ILu7dtjQN++sLa2NneoRUKlUuHUqdP4Y8NWvHr9Blmyj92JhSI+ynp74uuve6Bb964QiURmjrRoZGVl4cD+A/hz0w68fxcOxf/vD5FUBL8AXwwdNRhfffVVqUwAdcnIyMC2rdtxYNcBREVEQ5n18WaSxEaMyoGVMGrsSDRq1KjUdCUvSFJSEtZt3Ijjp88gLjEJCsbAA2AjFqFWtWr4fsRw1KhRw6A6C/pez3695r4JEFgbfiNGmS7D/W5LKH/IByWChBBCilRRJoKEEEKKJ0oEzU9o7gAIIYQQQgghRBdjZwClyWIKRokgIYQQQgghpFhSMR54RiR1tKB8wSyjozchhBBCCCGEEDVqESSEEEIIIYQUS9mzgBpTjuSPEkFCCCGEEEJIsURjBAsPJYKEEEIIIYSQYokSwcJDYwQJIYQQQgghxMJQiyAhhBBCCCGkWKJZQwsPJYKEEEIIIYSQYokmiyk81DWUEEIIIYQQQiwMtQgSQgghhBBCiqWPLYLGTBZTCMGUMpQIEkIIIYQQQoolmjW08FDXUEIIIYQQQgixMNQiSAghhBBCCCmW2P8/jClH8keJICGEEEIIIaRYoq6hhYe6hhJCCCGEEEKIhaEWQUIIIYQQQkjxRH1DCw0lgoQQQgghhJDiyciuoaCuoQWirqGEEEIIIYQQYmGoRZAQQgghhBBSLH1cUN64ciR/lAgSQgghhBBCiiWaNbTwUCJICCGEEEIIKZ4Yz7jxfpQIFojGCBJCCCGEEEKIhaEWQUIIIYQQQkixRGMECw8lgoQQQgghhJDiidYRLDTUNZQQQgghhBBCLAy1CBJCCCGEEEKKJZo1tPBQIkgIIYQQQggpvqibZ6GgrqGEEEIIIYQQYmFKdYugQqHAw4cPcfXmdYR9eA+RUIQaVarik/qfwMfHx9zhFbnMzEzcu3cPV2/dQGRsDKQSKerXqIW6devC3d3d3OEVudTUVNy5cwc37txAfFI8bG1sUa9mPdStWxdOTk7mDq/IJSQk4NatW7h1/yZS0lLgZO+E+rU/QZ06dWBra2vu8IpcdHQ0bt68iQePb0Imy4Srszvq1mmIWrVqQSqVmju8IhcWFoabN28g5Nk9KLKy4OFeDvXqNkD16tUhEonMHR4hhJBSirqGFh4eY8V/ctXk5GQ4ODggKSkJ9vb2BW6fmJiIuYt+wYnzpyGs6AyVnx1ELjZgShUU4cnA80RYpwDjh49Gr+49weOV7gMlPDwc036Zi8v3bkFZ3h2Z3o4Q2FmDZSnBj0iA+HUM3ARSzBg3CV+1bGXucAvds2fPMH3+dIS+ewq7qnaQBlhDbCuGIlOBjFfpSH2SAk9bT8yaNBP169c3d7iF7ubNm5i9aCY+pEbAoaoNbMtLIbQWQZ4iR9pLGRIfpaKydxXM/nEOKleubO5wC93pM6ewbOVcKIVR8K+hglcFQCTmIyVRgfchIry8z1CrWmNM/WEeypYta+5wCxVjDHv3/oX1G5fAxiUF5WtkwcsfEAh5iI9WIixEghcPgGaftsGkCTP1voFi6He6sWUIIYQUXwV9r2e/7rNuJvhWht+AVWVkImzEbDpv5KPUJYJHjh3FDz//BEmXKrAP9skzyVNmyJF0LASu7xn++n0bPD09CyN0s1u/aSN+/X01FJ3qQ1oh74tWZUo6VMduoqbEBVvXbICDg0MRRlk0VCoV5v46F/v/PYDywyrCwTfvz5gWlYZXm5+jfrl6+O3X3yCRSIow0qIhl8sx7sexuPH2KgKH+sPW3TrPbRPeJCNk3Wt0btYV03+cAT6/9PUqT05OxqgxAyETP0S7b6Swc8q7w8SLh+k4uEKJof0mYsigEUUYZdH58OEDho3sBY/K79G6nxhWNgKd2zHG8OBKBo5sEGDqD4vRvl3HAuumRJAQQgglguZXqhLBtRvXY/nBTXAd1RACiX5dldLexiL997v4+69D8PPz4yji4mHCT1Ow//ltiLo2Ak+g+yIuN1noOziefIR/Dx+Hs7NzIUdYdFQqFb4e0hfhbhHw61Je71bg8PPvwf5T4vjeY6WqO6BMJkPbbm0gbQaU+1y/myCMMTzf9xZukd74c+POUpUMJiQkoEPXz/HVNxkIrJd3QpyTUsGwf2UqKrh0wrzZiws5wqL19u1b9OrXEgN+UqJcRf2Oe1mmChtnZ6DjlxMxbMi3+W5LiSAhhBD9E8FZJiSCs+i8kY9ScyV39txZLN+/EW7fN9E7CQQAG19X2I2uj/Zfd0VGRkYhRli0NmzehP3Pb0Pco4neSSAASKqUQ2KHYLTt1Q0qlaoQIyxaU2dPwwevSPh3DTCoK3DZZt4QfSlG/+EDCjG6ojdwxADYtOTrnQQCAI/HQ6Xufoj1jsCUmT8WYnRFS6VSoVe/duj4vUzvJBD42D2yxzg7vIg9hI2b1xVihEUrMzMTffq3xTc/M72TQACQSPkY8bM1DpxcjDNnTxVihIQQQiwKM+FB8lUqEsHU1FR8N20CXEY2BI9v+Hg/qbsDBG3LY9zUSYUQXdELDw/Hgg0rIerayKjykvKe+FDeAYtX/sZxZOZx7949nLz1N8p18DOqvHsDT7zBWxw6epjbwMzkyLEjeMteomxj4yYICujkgzP3/sHdu3c5jsw8Vq1ZCv+6MShfzbgW365jbPHH9sUIDw/nODLzmPLT9/iyXwbcvcUGl+XzeRgyQ4rps0cjNTW1EKIjhBBCCFdKRSK45vd1ELb0g9Da8AuXbPaf+OHCw+uIiYnhMDLzmD5/HhQd6xvUEpibqEUt/L5rO+RyOYeRmcfkOT+i4sgqJk0KVHFIZcxbOhcloCd1vhhjmLt4NqoOCzC6Dh6Ph2rfBWDqvJLfKiiXy7Fz7wZ88bX+LYG5CYQ8dB4twPxF0zmMzDxiYmJw78lZ1G9hZXQd1rYCNO8px+8bV3MYGSGEEItFLYIAgFmzZuHt27ec1mlUIrhmzRr4+/tDKpWiTp06+O+///LdXiaTYdq0afD19YVEIkFAQAA2bdpkVMC6bD+wCw6Nyptcj6iFH1b9vpaDiMxHJpPh4u0bkFb0NqkeHp8PeS0/7D2wn6PIzCMiIgIx8hhYu9mYVI9QKoTQT4ybN29yFJl53Lp1C5LyQoisTFs5xqaMNWKzohEREcFRZOZx8OA+BDdn4BvRkyCnCjWscffhJWRmZnIUmXn8vmkVmnU1vUv4J19aY//hbRxERAghxOIxnvGPUuTo0aMICAhAixYtsHPnTk6uOQxOBHfv3o2xY8di2rRpuHv3Lpo0aYLWrVvj3bt3eZbp0aMHzp49i40bN+Lp06f466+/UKVKFZMCzxYVFQWVkxh8ofGtX9nsg31w+uI5DqIyn3v37kEVwM2agPya/jj4zwlO6jKXCxcvwLYONwOEHT5xxPEzxzmpy1yOnz4Glwbc7A+nura4cPECJ3WZy8kzB1Hzc+N7EuRUvgYP9+/f56Quc7n43z+o1dj0SZGEIh4cy2QhKiqKg6gIIYQQcvv2bdy5cwc1atTAuHHj4OnpiZEjR5rUSGFwIrh06VIMGTIEQ4cORWBgIJYvXw4fHx+sXau7Je3kyZO4cOECTpw4gS+++AJ+fn6oX78+GjUybvxabvfu3QPPj5sLW75IgKTMkj2u5frtm5B5c7MYutDVAS9ev+KkLnO5fOsyHCs5clKXcyUXXLt1jZO6zOX6netwrczN8eFU2R6XbubfG6C4exv2EmW8uFkM3TswC7duX+WkLnPJlCdBJOFmxIBvUFapGUdKCCHEfBgz/lHa1KhRA8uWLUN4eDg2bdqE8PBwNG7cGNWrV8dvv/2GpKQkg+oz6Iwvl8tx+/ZttGzZUuP5li1b4sqVKzrLHDlyBHXr1sXChQtRtmxZVKpUCRMnTsx3hk6ZTIbk5GSNR14SEhKgsDWtm1tOKl7JPmoiY2PBtzN+fE9OPB4PyhLeqh4bHwuJAzdrAIptxUhNT+OkLnNJTU2BxI6bFjCpoxSx8SV8TC1PadLY0ZzsnYSIiYvkpC6z4Ss5q8rGUYH4+HijyxtyHiCEEFKK0RhBLSqVCnK5HDKZDIwxODs7Y+3atfDx8cHu3bv1rsegRDA2NhZKpRLu7ppdD93d3REZqfsC6NWrV7h06RIePXqEgwcPYvny5di3bx++/Tbvdabmz58PBwcH9cPHxyfPbcViMfgKDpc5KOEHjVQiAcvi7mKupN9OEUskUHK0P1QKFfi8kj2/koAvgIqjvxelXAmJmJsk21wYh+MH5DIVpFJubsKYC5f7QyHjQSIx/vgw5DxACCGkFCvCMYKGzoOS7fLlyxAKhahVq5bB72mI27dv47vvvoOnpyfGjRuH4OBghISE4MKFCwgNDcXMmTMxZswYvesz6qo29x10xlied9VVKhV4PB527NiB+vXro02bNli6dCm2bNmSZ6vglClTkJSUpH6EhYXlGUuVKlXAD+dm/T/GGKz43LSWmEvd6jUh+JDASV3K9Ey4OnDTjdBcagcFI+mVYc3keUl6m4SqVYI4qctcAisHIeE1N/sj/mUialerw0ld5mJv64z0FG5uFES8BGpUrcdJXebCZ1LOZsb98EqKwMBAo8sbch4ghBBCTGXMPCgAkJSUhP79+6NFixaFGl+NGjXQoEEDvH79Ghs3bkRYWBgWLFiAChUqqLfp37+/QSsgGJQIurq6QiAQaLX+RUdHa7USZvP09ETZsmXh4OCgfi4wMBCMMbx//15nGYlEAnt7e41HXipXroyst9wkPhnvE1ClQiVO6jKXunXrQvSKm+568mfv0bQBN2M5zaVJoyZIf8JNd87Eh/Fo3qg5J3WZS/PGLRD7gJtEMOVxJj5t2ISTusyl4SfN8PROOid1vb7PR926dTmpy1wqVqiK96+4WTIm7BlD5cqVjS5vyHmAEEJI6cVjxj8AaA0zkMlkOt/H0HlQsg0fPhx9+vRBw4YNuf7oGrp37443b97g+PHj6NSpEwQ6lokrU6YMVCr9e34ZlAiKxWLUqVMHp0+f1nj+9OnTeU7+0rhxY0RERGgsLvzs2TPw+Xx4e5u2xAEACAQC1A2qhTQOkp+M0y8xbth3JtdjTm5ubvAQWUOZbHryI7n6HN8MGMRBVOZTu3ZtZD7P4KR7aOLleHRo34GDqMynfbv2iL2UZHKrjzJLhfTnctSpU7JbBPt/PRTXjpje3Tc5XgGRyh1ubm4cRGU+3wwej3/3ml7Pm9BMBFWup/MkRQghhBjExDGCPj4+GkMN5s+fr/UWxsyDAgCbN2/Gy5cvMXPmTBM/ZMEYY3By0u6pl5GRgTlz5hhVp8FXQOPHj8cff/yBTZs2ISQkBOPGjcO7d+8wYsQIAB+78/Tv31+9fZ8+feDi4oJBgwbhyZMnuHjxIiZNmoTBgwfDyoqb8TQzJkxB6t5HJl3cymJSYButRL16JbtrFwDMHD8ZymOmrXcne/UBQW7e8PLy4igq8+DxeP/X3n2HRXF1fwD/zjaW3kEULNgrKFjQWGPXGLuJLSaaaNSoscXeS2LUEI0ltphib4ktKlYsWECwd1FBQKTtUrfN/P7wp29QKbs7u8Mu5/M887xv1pnj2RHmzpl7514MH/wVnv39xKg4ieeeo22zdpDLjZ9aX0hyuRztPmiP+LPGTWryaF8chg34kreJVoRStmxZeDnXwuObxg0vP7Q+D+NGW/6C8sHBwUh95oqXCRqDY3Ach31rWYwfO4vHzAghhBDDxMXF5XvVYOrUqe/sY8g8KA8ePMCUKVOwZcsWSCT8TVxZkLlz5+brWHstJycHc+fONSim3oVgv379EBoainnz5iEwMBDh4eE4fPgwKlSoAABITEzMN5bWwcEBYWFhyMjIQHBwMAYMGICPPvoIK1asMCjh96levTo+btwOilMPDTqe07FIX3cZv69cz1tOQmrXti0a2HtDdfupQcezKg0key5i48+reM5MGF998RVwk4XiqWFDIvMy8pC87wUWzVrIc2bCWDBzIZ7vSUVuumELkWY8VUJzjcHwocN5zkwYoUvXY/dyHVS5hk2ic+dKDuSaumjXtn3RO1uAX0L/xG8LNNDpDHuwdvZAHhoH9OBtrVhCCCGlnJGTxbz9mkFhE5kVdx4UnU6H/v37Y+7cuahWzTyvlRWUy7Vr1+Dm5mZQTIPK15EjR2LkyJHv/bPNmze/81mNGjXeGU7Kt4Wz5uFKzy5Id3wKp4YVin0cp2ORvPoCJg4aZVU3Lpt/WYsWXTogQyaFrErxe/VYlRqatUfw6/zv4enpacIMzUckEmHbhm3o1LcTqkysDsdyxX/XKE+Rh5vzr2Hbqq0W3xv4mlwux++r/8SnI/uh4ZxasHUt/vdSPs/CrWWxOLzjCEQiy55B9TVPT08snL0acycNx9c/OsLGtvjf69HNPBxZZ4tDf282XYJmVr16dXzefxp+nbkIw+fbQiwufq/v1fA83Dzlh327vjdhhoQQQkoVQ5eC0OMYfedByczMRGRkJKKjozF69KvXyliWBcdxkEgkOHbsGNq04WdeCVdXVzAMA4ZhUK1atXzFoE6nQ1ZW1puRmfoyfT+mmUilUhzZfQD9vhiIB3ej4NovACJZ4V8vNyEDig2RmPrlOHw+8DMzZWoeTk5OOH3gX3T5pDeeP0qEtF19MEXcuKseJUCy5yLWLVyCDm3bmSlT8yhXrhwObT+EnoN6wqmdC8q19StyWOOLK0lI2BqHrau3oF69embK1Dzq1q2LLb9sw+BRg1BxgDfKNX7/ZE+vcRyHJ8cSkHI0Ewe2HkK5cuXMlKl5fNimHThuLWaMGoVe48WoXKfwYessyyHsrxw8ifLE/j0HrW4ik88GDYNYLMaSr+fjs2lilK1Y+DIQGhWLPWtU0KbVxu7tOyGVSs2UKSGEEGK8/86D0qNHjzefh4WF4eOPP35nfycnJ9y4cSPfZ6tXr8bJkyexe/duVKpUibfcQkNDwXEcvvjiC8ydOzffBJwymQwVK1Y0eKIaqykEgVezzP29ZRe27dqB+fO/h6ieJ+RN/GBbzhWM6NVNvy5Pg8x7SdCefoYyjBN2bt7L6z9WSeLi4oJz/4Zh+aqVWLtsM1SBFSCqVwkSL5c3RZAuOw+qe3GwufQQAV6+2HjwmNX0BL7Nz88PF8IuYNbCWTg4+RA8WnvAo6E37Dzt3uyTl5GHlOhkpIS9RMMawdh9dAccHBwEzNp0AgICcOFoBL6dOg4Rey/Bp70bvBt45OshzH6Zg6RLKUg6mY7OLbtgXth8q73Jb/thewQGRGDshGE4uuk2mnzMonoDO9g7vprwhOM4JMercf2MFtEngQF9h2PN/m+tpmf0bQP7f44PmrbGmAlDwEri0byHDlXr2UL+/z2mLMsh4YkaV8JY3IyQYtyoeejXd4DAWRNCCLE6ZugRBF7NgzJo0CAEBwcjJCQE69ate2celOfPn+OPP/6ASCRCnTp18h3v5eUFuVz+zufG+uyzV51VlSpVQtOmTXm9D2M4vhaNMiGlUglnZ2coFIpiP3lnWRb/Hj2CXQf34ta9O9CCBTjA2c4RIcGNMHTAkHzrblg7tVqNPfv2Yu/Rw3gQ+xg6hgPDAh4urmjVpCmGDR5i8RPD6CM7Oxvbdm7DkVNH8CwhDhBxAMfA290bbZq1xpCBQ947M5O1Sk9Pxx9bfsfJ8yfwIuUFOIYDw4ngV9YP7Vt2QP9+/WFvby90mmaTmJiI3/9aj4uXzyBDmQKRCOBYESpVrIoOH/ZAj+69IJNZ9pqj+nj06BH+3LoekVHnkZ2rgEgEgJOierVa6NqxHzp27KxXQWzINd2QYwghhJRcRV3XX/+539L5ENnq/3oOm5uHuIkz9Wo3Vq9ejSVLliAxMRF16tTBTz/9hBYtWgAAhgwZgidPnuD06dPvPXbOnDn4+++/ERMTo3euBVEqlW9yVyqVhe5rSNtotYUgIYSQkokKQUIIISWxECxpxGIxEhMT4eXlBZFI9N7Xml5PIqPT6b9UmlUNDSWEEEIIIYRYkf/MAKr3cRbu5MmTb2YEPXnyJO/LdlEhSAghhBBCCCmRGO7VZshxlq5ly5Zv/n+rVq14j2+dsxwQQgghhBBCiJXw9/fHzJkzce/ePd5iUiFICCGEEEIIKZk4IzYrMnr0aBw5cgQ1a9ZEUFAQQkNDkZiYaFRMKgQJIYQQQgghpAQbP348rly5grt376Jr165Ys2YNypcvj/bt2+OPP/4wKCYVgoQQQgghhJASicH/3hPUaxM6cROpVq0a5s6di3v37uHs2bN4+fIlPv/8c4Ni0WQxhBBCCCGEEGIhLl++jK1bt2LHjh1QKBTo3bu3QXGoECSEEEIIIYSUTKV4+Yj/un//PrZs2YKtW7fiyZMnaN26Nb7//nv07NkTjo6OBsWkQpAQQgghhBBSMhk68YuVTRZTo0YNBAcHY9SoUfjkk09QpkwZo2NSIUgIIYQQQgghJdjdu3dRrVo1XmNSIUgIIYQQQggpmahHEAB4LwIBKgQJIYQQQgghJdTrWUANOc7Subm54f79+/Dw8ICrqysYpuD3HtPS0vSOT4UgIYQQq/bw4UOcP38BkRevQqVSwdPbAx+0aIqQkBC4uLgInZ5ZcRyHW7du4cL5CFyLug6NRoNy5cuhectmaNy4Mezt7YVO0axYlkV0dDTOn4/A7Vv3wHEcKvlXQPPmTdGwYUPIZDKhUzQrtVqNyMhInDt7AY8exoJhRKhZuxqaNm2CBg0aQCwWC52iWeXk5ODSpUsIv3gRT58/h0QsRoM6ddCsSRPUqVOn0Jtya6RQKHDx4kWEh19A8ssU2NjYIDgoEM2ahaBq1apCp2eVfvrppzcTwfz000+8/8wxHMeV+HpZqVTC2dkZCoUCTk5OQqdDCCHECIZc0/U9huM47Ni+C8uXhEKVwUCU7QQ7xhUiRgwNmwe1RAGVPBXValXCD8sXmWTITUnCsizWrPoV61ZvAJNpA0ZpDzs4gmFEULG50NpmQWWvQKOmDbB46UL4+PgInbJJqVQq/PDDMuzYsRcSkSfAucNW7g6AgUqlAIsUqLUJaN+uFebNnwVnZ2ehUzYppVKJObPm48jhE7DhvCDSusJW+ur3LFedAZ0sHRpRCvr064EpUydBLpcLnLFpvXjxApNmzcKF6Gho/Pyg8fKC2MkJYFloX76E7YsXkKelYfjgwRg9YoTVF8gPHz7E5O9m4s6dWEhk5SCRekIqtQfLaaHKTQHYF7CR5WH8+NH49NN+xS5Wirquv/7zigsWQmTAzxybl4cnM6ZT/VAIKgQJIYSYlakLwZSUFAzo9xle3M+BJ1sTEpG0wH2zNRl4aXMdg4b1w9QZ31nlE/4nT57gk14DoH5mAw9tRYiYgm9aFdoUpLk8wJQ5k/D5F5+ZMUvziYmJwWeDv4KYqQpX55pgGNF79+M4DhnKx8jJi8ZPoYvRsWMHM2dqHmFhxzF21CQ4sLXgaluxwN8BjuOQlvsAKpvH2PT7WgQHB5s5U/P4Y+tWzFm2DKrmzSEvX77A/TitFtroaHjGx2PX77/D39/fjFmaB8dx+GHJMmzatAOuHi1hZ+9Z4L46nRrpKVfg5anF9m2/w9Oz4H1fK3YhON+IQnCm9RSCYrEYiYmJ8PLyyvd5amoqvLy8oNPp9I75/qsfIYQQYoGSk5PRpnkHZN1yhg/qFVoEAoC91AUVdM2x69cTGPb5cFjAs1G93L9/H51afwTZQz946SoXWgQCgLPEAxUyG2P5tDVYMHeRmbI0n7Ph59C3z1A4O7SDm0vtAotAAGAYBq7OlVHGoxvGjZmLv/7aasZMzWP79p34Zvg0lJW1g5tdpUIfhDAMA3e7avDgWmBA369w+tRp8yVqJouXLsXMTZuATz4ptAgEAEYigbRhQ7xs2RLt+vTBnTt3zJSleXAchxEjvsGWbWdRtnyvQotAABCLZfDwbgZldlW0adMZiYmJZsq09CiofVKpVAYPY6d3BAkhhFgFnU6Hbp17wjm9Jhyk7sU+jmEYlEEtXA27iR9/WIbJUyaaMEvzyc7ORs+ufVAmvR5sxHbFPk7EiFBWVQfb1u5Drdo10LN3TxNmaT4JCQkYOuwblPXqBonEptjHicUylC3TCfPmhqJmzeoICgoyYZbmExMTg9lTv0cFhw5FPiD4L5nEDn52bTF86FgcP3MQfn5+JszSfPYfPIi1hw9D3KWLXiMDpG5u0Hbrho8HDkTU6dMGL+xd0oSGrsT5i0/h6f2BXsc5OJaFSNQSH3Xrg4sRpyGRGF9qlObJYgBgxYoVAF61VRs2bICDg8ObP9PpdAgPD0eNGjUMik1DQwkhhJiVqYaGLpi7EH+vOw9PkWGTFnAchyficBw+tdcqhnl9Pmgo7hxMhgtj2KLDOk6LOOcriIg+C1dXV56zM7+2bTsjK6MqHOy9DTperc6GIjsMkVHnIZUW3tNc0mm1WjRs0AwumhDYSB2KPuA9svJSICnzCKfOHLP4IdUKhQJBrVtD17cvRAb2rKgfPcIHubnYtmkTz9mZ39OnT9GufS+ULd+r0F7zwqSnXsNHXWpg/rxZBe5T3KGhleYuMnhoaOzsaRZfP1SqVAnAq38XX1/ffO+kymQyVKxYEfPmzUPjxo31jk1DQwkhhFi8vLw8bPl9JzyYKgbHYBgGHqo6mDFlNo+ZCSMpKQmXz1w1uAgEADEjgUO6H0KXreAxM2FERUUhKUFtcBEIADKZPcD5YtfO3TxmJoy9e/eBy/YwuAgEAAe5B9ISdbhy5QqPmQljxZo1yKtf3+AiEABklSvj0v37eP78OY+ZCWPmzPlwcm1qcBEIAC5u9bBr137k5ubymFnpFBsbi9jYWLRs2RLXrl1789+xsbG4d+8ejh49alARCFAhSAghxArs3LELtnk+RvdMOErdERN5E9nZ2TxlJoxfQlfBLsP4mT/dRWWxZ8c+i3938ocfQuFoX9foOK5OdbDyl3U8ZCSsFT+tgbu8ptFxXEQ18f2iZTxkJKyte/dCZuDQuv9S1auHn1av5iEj4eTl5eHylWtwdCpnVByGYSCTV8HWrduNT4ozYrMip06d4n10BhWChBBCLN7Bf/6FE1eWl1hyjRuio6N5iSWUUyfOwFVseG/gawwjglhlY/G9HPfvPYS9XdGzGBZFIpFDkZEDjUbDQ1bC0Ol0SE9VQio2fgkIOxtXPHrwxPikBJSYmAi1vT0YHpaAsKlUCacvXOAhK+HExMRAZsPP8jEOjpVx8OBRo+O8fkfQkM2a9O7dG99///07n//444/o06ePQTGpECSEEGLxYh89gVxs+DC3/xLlOiDi/EVeYgklMyNbrwlACsNk2Vp0YZyTkwM+6zapxBV3797lL6CZPXjwAFKGv3URdRoGSqWSt3jmdu3aNaiLsdRBcTBiMZQWPhTy0qVIcAw/vU42cic8fRbPSywCnDlzBl26dHnn844dOyI8PNygmFQIEkIIsXgcy/E2YYVUJEfKy1ReYgmF1bG8xeLUIqSnp/MWz9yysrIgFhV/ltCiMLCBQqHgLZ65KRQKiDjD34V7m4SRW3QhqFAooOFx8h/9V3IrWVJSUiGRFH+W4aKwLA/dcjQ0FMCra9n7lomQSqUG/w5SIUgIIcTy8ThpoY7TwN7enr+AAmBE/J0QRszBzo6/G0Nzk8vlYDktfwEZLeQGzGBYUsjlcnAMf+WKDhqLPx9ilr8HJ5Z+Y21vbweW5a8LnZfnc4YOC7WyQrBOnTrYsWPHO59v374dtWrVMigmrSNICCHE4nl6e0CdmgeZyPgbUo00Ew2bWPZacXJ7G3CpPPWSOqlRu3Zt4+MIxMnJCYyIv0JQo00zeM2ukqBatWrQcDz2aIrUcHcv/rqdJU2tWrVgm57OS83AcRzseFg3T0hBQYHYuj2Cl1haTR483HkYZmpoUWdlheDMmTPRq1cvPHr0CG3atAEAnDhxAlu3bsXu3YbNZmzpDy4IIYQQtGnbEgpNAi+xNDYZCA4O5iWWUAIC6yJTl8ZLLJVEiWrVqvESSyheXm5Qa4yfCZbldJDKkG9BZ0tja2sLma0ILGd8r6BGlwsPTzeLXkewcuXKQEoKL7E0L16gTk3jZ2MVUnBwMLSaJF5iKZVP0KpVc15iEaBbt274+++/8fDhQ4wcORITJkzA8+fPcfLkSVSsWNGgmFQIEkIIsXifDx2CXIdEo+OodNnw9nODJ0+TRwhl7MRvkOVk/EyfSm0KmnzQKN8CxpZozJjhUChvGh0nI+M++vbtwUNGwuo/oA/Sch4aHSdNdRejxnzFQ0bCEYlEaNm4MfKePTM6luTaNUwaNYqHrITj6uqKsmXdoMoz/r1PTd49DBs2xPik6B3BN7p06YLz588jOzsbDx8+RM+ePTFu3DgEBRk2ioUKQUIIIRbPw8MD9RvVRobGuGLwpeQ2Zs6bxlNWwqlbty7cKzggW2f4EECO45DuHIvps6fymJkwunbtCk6UCI0mx+AYLKtFjuoWRo607MIHAL4aMQzZogdgWcOHzGp0udDKktC9+8c8ZiaMmZMmQRYRYdR6mZrUVPjodAgMDOQvMYHMnTMNGanGLYORqXyGOnX84e3tbXQ+tHxEfidPnsTAgQNRtmxZ/PLLL+jcuTMiIyMNikWFICGEEKuw6tcVUDjcg4ZVGXR8uiYeAc2qolWrljxnJozNWzfhpfMdg4cApohj0fezHqhSpQrPmZmfWCzGunUr8SL1pME3+8lpEZgxYyJcXFz4TU4ATk5OmD1vGhJzLxt0PMdxSMy9gDXrVkBi4e/EAUDFihXxeY8e0F65YtDxnE4H0bFj+GvdOp4zE0azZk3RqFFVZKTfN+h4rVaFLEUEfl27kufMSq/4+HgsWLAA/v7++PTTT+Hq6gqNRoM9e/ZgwYIFqF+/vkFxqRAkhBBiFZydnbHxz18RJ76gdzGo0CYCvi/w64bVJsrO/CpUqICFy+fime1VvYvBNFE8vBvYYdbcGSbKzvyaNGmML7/qi6SXJ8Fx+s0SmZoeiZCmlTBwUH8TZWd+n3zaFy3a10Fyrn5rRHIch4ScCxg0rAc++KCZibIzv+mTJqGuVgvtjRt6HcdptdD98w8WTZoEf39/E2VnfmtW/wxb6WMoFbF6HafV5iEp/h+sX7cCrq78rEdY2nXu3Bm1atXC7du3sXLlSiQkJGDlSn6KbCoECSGEWI2QkCb4Y9d6JNhGIF1T9DtyLKdDEq7DsXY2jp8+YvHLRrytV++eWLJ6Hp45XSnW5DFaToPn8uuo3s4L/xzaa/HvBr5twoRxGD2mH+KT/kZubtHnQ63JxvMXh9CuY02sW7fKDBma1y+rf0an3kF4ln0cam3Rk+nkqhV4mnMEX43pjanTJpshQ/MRi8X4Z/t2tJRKoTt8GKyq6IdJ6sREYMcOLJ84Ef379jVDluZja2uLsLCD8PZIQsqLs8UaRqxUPEFK4j/Y/NtKNG/+AX/JlPJ3BI8dO4Zhw4Zh7ty56NKlC6/XZSoECSGEWJXGjRvjUvQ51OrgiqfScLxQP0CuNvPNkECW00Gpfokk3MBzu/MYM/czHAk7aNEzQRamW/duCL9yAl7NGcQ5RuGl9hlU7P/eldNxWmRok5Eov40Un5v4Yf0c/Lntd0h5XGS7JPn6669w+N8dkDveRuLLI0hNe5Dv3UGtToX0jFi8SDkBle4s/vgzFEuWLLTomTELwjAMFi6eh792rUauQxQScsORlvUUWt3/iiCNLhcpmY/xPPcURN73ceDIdnwz1rInRCmIRCLBH+vW4dfJk2G/fz/Y48eR9/QpWM3/1tXTZmYi99YtYM8eBDx5gguHDqFX9+7CJW1C9vb2OHRwHyZN+AQpSfuQ8uI8MpXP3xSFHMchLy8DqS9vICl+L2rX0ODSpdNo1qypwJlbl7NnzyIzMxPBwcFo3LgxfvnlF7x8+ZKX2AxnzJuxZqJUKuHs7AyFQgEnJyeh0yGEEGIEQ67phrYDCoUC27dux4mwM3gS+xTgAKlMgsAGAejWowvatWsHkaj0PBN98eIFtvy5FadPhCMxIQkMGNjayhHcOAi9P+mJJk2aWGXBU5DY2Fhs2bID589FICU1DQADRwd7hDRthH79eqFevXpCp2hWN2/exPatuxARcRlKRSYYAG7urmjWPAQDBn5iVUMfi8JxHC5duoQd//yDy1FRyM7LA8Mw8PH0ROtmzTDo009RpkwZodM0G5Zlcfz4CezffxhXo69Do35VHFeo4IcPP2yBTz/tp/f7s0Vd11//eZUpiyCW679GrC4vDw+/n2Y19UNOTg62b9+OTZs24fLly9DpdFi+fDm++OILODo6GhSTCkFCCCFmZc5CkBBCSMmkVyFoY0AhqLKuQvC/7t27h40bN+LPP/9ERkYG2rVrh/379+sdp/Q8BiWEEEIIIYQQC1e9enUsWbIE8fHx2LZtm8FxLH/OX0IIIYQQQoh1MnTilxI/5tF4YrEY3bt3R3cD31OlQpAQQgghhBBSIhm6OLy1LijPJxoaSgghhBBCCCGlDPUIEkIIIYQQQkomGhpqMlQIEkIIIYQQQkokGhpqOlQIEkIIIYQQQkom6hE0GXpHkBBCCCGEEEJKGeoRJIQQQgghhJRM1CNoMlQIEkIIIYQQQkokekfQdGhoKCGEEEIIIYSUMtQjSAghhBBCCCmZaGioyVh1IZiamorTp8/gVPh5JCQkQiKVol7tmmjZohmaNm0KsVgsdIpmlZCQgFOnT+PUxQi8TEuFjUyGRgGBaNXsAwQFBYFhGKFTNKvHjx/j1JkzCL98CekKBRzs7dE0KAitm7dA7dq1hU7P7G7duoWz504j6vpFZOdkwcnRGY3qf4BWLdvA399f6PTMiuM4REVFIeLiady8dRlqtQpurp4IDmqNli1bo2zZskKnaFY6nQ4RERGIuHQa9+7HQKvRwtu7LBoFt0GrVq3h7u4udIqEEEKsFRWCJsNwHFfiT5NSqYSzszMUCgWcnJyK3D82NhZjJ3yH+4/jAccKkDr6QGrrBI7VIU/5EshNArLi0a93D0ybMgkymcwM30I4MTEx+HbmDDzNUiC3UnkwvmUgcrAHNFqoE1/ALj4Jtkkp+PqzzzB6+AiIRNY9YvjkqVOYsmA+UkRAdoVykJTzgchWDlathjYhCXbPEuGozMLUMWPxad++Qqdrcrv27MCKNUvg5KdC+SCgbDU72NiJkZupxfO7OXhyGWAznTF1wnx82PpDodM1KZZlsWHjKmzZuho16uSgToNsVK4mhUzGQJHB4u5NDpfP2UHMVMDM6T+hfv36QqdsUmq1GstDF+Lg4W2oHaxGjUA1/CpJIZYySE3W4eEtDlfP2sDTrSbmz1lR7AcG+l7TDT2GEEJIyVXUdf31n1cfuwhiG7ne8XWqPNz7eRq1G4WwukIwdMUvWPXr77Cr3Ba2Tp4F7sdxLDITbkKiuIOtf2xEnTp1+E5bcCzLYtLMGdh99gx0XdpA4uJc4L6cTgc2Igo+z19i7x9/wtfX14yZmodKpcIXo0biXNxTsO1bQGxnV+C+rFoNnIlADVaEnZt/h4uLi/kSNZOMjAx8Mbw/4P0Mrb9wgcy24B7ybIUGx1amw9c+GKt+3gAbGxszZmoe8fHxGPZVTwQ1TUCPTwGptOAe8uQXOqxcLEVA3V6YO3upVT48uXXrFr4e3Q8f9lCiVVcpRKKCz0fcYzXWfy9G7x6jMerrCUXGpkKQEEJIcQvBGmMMLwTvrqBCsDBWdfcyacp0rN1yFG6B/QotAgGAYURwKlcP0kqd0b3vZ4iKumqmLM2DZVn0HfIZdj6PBfp3L7QIBABGLIb4g0Z43qoRWnf/GE+fPjVTpuahUqnQ7uNuOCNnwHTvWGgRCAAimQyidi1xs3oFtOjSGenp6WbK1DwyMjLQpWcbVO/1Ah1GuRdaBAKAvbMUPWZ4wbb+DXzcpwNUKpWZMjWPZ8+e4ZP+rTHyu2foO5gptAgEAC9vMeaHshDb78SwL/uCZVkzZWoe0dHRGD66KyYsyUKbbrJCi0AA8POXYc5aEaLvr8Ss2UUXgoQQQkixcUZspFBWUwhu3bod/xyPhEvV1mCY4n8tqa0jXGr3QP/PhlnVzf7c7xfjEqeCOES/d/+k3p7I7dEBXT/tB7VabcIMzeuL0aPwuLIfJLVr6HWcrGJ5pLZojI/7fwoL6DwvFo7j0H9IT7QcyaBigINex9Zp5YyqXTIwauwwE2Vnfmq1GoOHdMG0RVmoUEmq17E9PmHgUykCS36cbaLszC89PR2jxvbB1J8AN8/iv0YuEjH4bKwEsS92Y8eOP02YISGEEEL4YBWFYEpKCmYvXAKXqoa9vySxsYPMtzmGDR/Fc2bCuH//PjYf3A9Rs4YGHS/xcEN6vRqYMsc6bm5PnjqFc89iIamjXxH4mrR8OTxxssOvmzbxnJkwNv2+Hk7VXqJCXf2KwNfqtHJGfHYkTpw6wXNmwli4aCq69EpFufKGzZ3VZxCDU+F/4N69ezxnJoxxE4Zi4Fg1nFwMm0zr8/ESrFg9GykpKTxnRgghpDR6vY6gIRspnFUUgstDV0Lq0xAiseGToNp7VMCtB8+tYkjklPnzoO3Q0qhZQMWBtfHPyRPIzs7mMTNhTF24AGy7lkbFYJo3Rui6Xy1+CCDLslj3289o8ZmrUXHaf+OKxctm8pSVcLKzsxF+bh/adTX8UsgwDEZOVOGHH6fymJkwnj17hlRFDOoGGT6BllTGoOcXaqxeu5THzAghhJRaNDTUZAy6+1m9ejUqVaoEuVyOoKAgnD17tljHnT9/HhKJBIGBgYb8te/FcRz27T8MR++qRscSe9VF6IrVPGQlnOzsbFx7+ADSMl5GxWEYBnl1quGPrVt5ykwYsbGxeAkWYvvC3wksCiMWI8e3DM6cOcNTZsIIDw+HX30GYolxS4XYO0shclTg8ePHPGUmjB07/kLbLrlGL51SsbIU8c+vISsri6fMhPHr+p/Qoa/xQ8KDm9vg2PG9VjOcmhBCCLFGeheCO3bswLhx4zB9+nRER0ejefPm6NSpE549e1bocQqFAoMHD8aHH/I7/Xx8fDwYG2e93gssiIN7RZyPuMRDVsK5evUqtOX5WeNMVM0fh06E8RJLKKfCzyCnYjleYmkqV8DB45Z9Po6fPozKTfR7D64gFRoyCA8/zUssoZwOP4DGH/CzfmbtQDWuXrXsSacio86iTpDxM8KKRAx8yrOIi4vjIStCCCGlGvUImoze1dPy5csxdOhQDBs2DDVr1kRoaCj8/PywZs2aQo8bPnw4+vfvj5CQEIOTfZ9r165BJ+NnMWNGJEJWTh4vsYRyMSoSeV78nA+xsxOeJSTyEkso4ZcuQVzWh5dY0nJlccnCb/SvXrsM3xr2vMTyrWmLS9HneIkllKSkZ/D0NuxduLdVrZmHq9ERvMQSikabCYmRvcWvVayeh2vXrvESixBCSOnFGLHpS59Rj3v37kW7du3g6ekJJycnhISE4OjRowb8rcLRqxBUq9WIiopC+/bt833evn17XLhwocDjfvvtNzx69AizZxdv8hGVSgWlUplvK0hmZiZ04KeHAwBYC396kJqRAcZW/7VWCsJa+OOUDKWSt/MhkkmRZ+HLJuTl5RW5VERx2TqIkZmZwUssoTAMf+98OjgyyMxM4y2eIEQ63kLZOWqQmZlp8PH6tAOEEEKIsfQd9RgeHo527drh8OHDiIqKQuvWrfHRRx8hOjrazJkbTq9CMCUlBTqdDt7e3vk+9/b2RlJS0nuPefDgAaZMmYItW7ZAIineZC6LFy+Gs7Pzm83Pz6/Afe3s7CCGtvhfogj8PAsXjrODAzgeixVLPx+O9vbgVPwsg8FptZBK+CmihCKVyqBR81P8qHJZ2Nry07soFJbj7yc8N5eDnZ0jb/GEwLH8zR+mypXAroj1OgujTztACCHEiplpaKi+ox5DQ0MxefJkNGzYEFWrVsWiRYtQtWpVHDhwwKCvKQSDWv23J1bgOO69ky3odDr0798fc+fORbVq1Yodf+rUqVAoFG+2wt4zqVOnDiQaftb/4zgW9raGz5ZXEjSq3wCyl/z0SuiysuHj4clLLKE0DQqGNuH9Dyn0pU5IQv16AbzEEkq9OoFIuM/PTLDP7+UgOIDfod7m5u5WBhnp/PSCPbprg4B6TXiJJRSJyB4sT8Mint63RZ06dQw+Xp92gBBCiPUydvmIt0eXqN7TYWLoqMf/YlkWmZmZcHNzM/o7m4tehaCHhwfEYvE7vX/Jycnv9BICr4ZtRkZGYvTo0ZBIJJBIJJg3bx6uXbsGiUSCkydPvvfvsbGxgZOTU76tIP7+/tDmpPAyO11OegLqB9YzOo6QgoKCII3j570+3cMnaNeiBS+xhNLygw9gF5fASyxx7DN0atWal1hCadWsA2Ij+ekhfRYFfNDMuGU5hNasaQdERfBTCN6IliEoKIiXWEKpUzsID24Z//PBcRziHjGoXLmywTH0aQcIIYRYMSN7BP38/PKNMFm8ePE7f4Uhox7ftmzZMmRnZ6Nv374GfElh6FUIymSvbnTCwvLPnBgWFoamTZu+s7+TkxNu3LiBmJiYN9uIESNQvXp1xMTEoHHjxsZlj1e9kx+2bo6slCdGx9K8uIbxYy17UXkXFxdU8fSCNs34XlL59TsYOvgzHrISTq1ateCUlQvWyOGhHMfB9tEzdOrYkafMhNGhQwc8PK81utdHlaNDZrwNateuzVNmwhg4YCiO7Dd+eGtSghZODpXh6mrc+oxCG/7lRPy7w/D1WF+7eVWFJo3aGr0sByGEEGKsuLi4fCNMpk4teN3f4o56fNu2bdswZ84c7NixA15exi3hZk56Dw0dP348NmzYgE2bNuHOnTv49ttv8ezZM4wYMQLAq+E8gwcPfhVcJEKdOnXybV5eXpDL5ahTpw7s7fl5v2jadxOhjr8IjjP83accRRJ8Pe1Qs2ZNXnIS0qJpMyAOK97ajgXR3HuI5nUDLap7uyAzvv0WOF28bv2C6K5EY3CfPsV+z7Wkkkgk6PPxIFzZl2FUnNObMjB25Hf8JCUgV1dXVK/SHJfOGfee8fqfZZg04d0njJamRo0a4FT+iL1v+IMTluWwc60UY7+ZxmNmhBBCSjUj3g98e3SJjc27yyTpO+rxv3bs2IGhQ4di586daNu2rcFfUQh6F4L9+vVDaGgo5s2bh8DAQISHh+Pw4cOoUKECACAxMbHINQX55uvri6+HDYQy1rCp21mtBjmPTuCPTb/ynJkwgoOD0alefWhibhp0vC4rG/Znr2DV0qU8ZyaMPj17oZZYBk3sU4OO16SkwutRHKZNmMhzZsKYMG4KHp6ywctnuQYdHxuTCSSXR++eljP0oTCLF63CH2sdkZ5m2BDRE/9qUaFcRwQHB/OcmTB++flPrFsshirPsAdrezZp0evjkTS5CyGEEF4Y+45gceg76vG1bdu2YciQIdi6dSu6dOli6FcUDMPx8XKdiSmVSjg7O0OhUBT4ngjHcfh04BDciNfC0a/47+notCqk3/gbK5bORedOlj3s77/UajXadf8Yj6r4QlK7erGP02VmQbx9P/7esAmBgYGmS9DMFAoFWnTuhJTmDSGtUPwbVM3LFNjtD8PJfX9b1Y1tfHw8un/SDh/PcoRXBdtiH/f0RhbOrOZwaO9JuLi4mC5BM7t27RpGj/0Y835Sw829+DPDnjulxdF9VbF753HIZJY90dR/HQv7F98vH4Epy8SwtSv+88J/d2qRdL8hNq7fWehQmuJc0/k4hhBCSMlV1HX99Z/X+WoRxDL9lwLTqfNwc920YrcbO3bswKBBg7B27VqEhIRg3bp1WL9+PW7duoUKFSpg6tSpeP78Of744w8Ar4rAwYMH4+eff0bPnj3fxLG1tYWzs7Pe+QqBv7nCBcYwDLb++Rs+rO+DtJt/Q6MqembE7JQnUN7YhV9XLraqIhB49WTj2L6/0SQjD+w/x8CqCx/qxXEcNDfuwn7nQezftNmqikAAcHZ2xplDh1H1xgOwJ8+D0xXe+8OxLHSXo+EVds7qikDgVS/639vDEPYjh0t70ot8Z1CnYXFifSpi/nK2uiIQAAICArB65QHMHueE02HaIiefys1l8dMCICq8KXbtCLOqIhAA2rfrhFlTfsOcESJcv1L0MFFlhg4/fqeFNq0LNqzbQe8GEkII4Y+Zlo/Qd9Tjr7/+Cq1Wi1GjRsHHx+fNNnbsWOO+rxlZTY/gf0VEXMS3k6ZCkScG5+QPezdfSOUO4DgWeZkpyEuPAxQP0TioLlb8tNTqbmrftv/gQUxfvBCZ7i7Iq1IBsvLlILK1BafTQZP4AngaD9u7j9GlVWssmTcfcjl/C9KXNBzHYcPmzVi6ZjVyfctA7V8eMt9yENnIwGm0UCckQvIkDjYPn+Kzvn0xbcJEiMWWvXZgYXQ6HZb//AN2/f0nKjcTo1KQDGWr20MqE0Gdq0PcnSw8uqRF3FUOI4aOw+eDh1n1TX5eXh7mL/gO5y4cRPO2OQgIYuFfVQqJhEGmksXdm2pEnLHD4/uOmDB+Ibp2+VjolE0qIyMDU6ePxp0HEfigQx5qBorhW0kKkYhBRpoO92+oEHFcDmWKO+bO+hkhIQUPn/kv6hEkhBBS3B7BusMM7xG8saH4PYKlkVUWgq/dvn0b+w8cxtnzEUhNSwPAoHq1KmjTqjl6dP+4VP1QcByHyMhI7D96BBeuXIEyMxNisRh1atZEh+Yt0LVrV9jaFn+IoKXjOA7h4eE4eDwMl65eRW5uLqRSKYLqBaBjq1bo0KGDxU8Mow+tVotjx47h9PmjuHYjGhqNGra2dmgQ0BAftuyEli1bWnUB+La8vDwcPHgAEReP4u69m2B1Wtg7OCKowQdo+2E3BAcHl6rzoVQq8c/+fbh4+TgePrwHgIOrqxsaBbdCxw4fo1atWnrHo0KQEEJKNyoEhWfVhSAhhJCShwpBQgghxS4EhxpRCG6kQrAwpafLgxBCCCGEEGJR9J0B9L/HkcJZzWQxhBBCCCGEEEKKh3oECSGEEEIIISWTATOAvjmOFIoKQUIIIYQQQkjJRIWgydDQUEIIIYQQQggpZahHkBBCCCGEEFIi0WQxpkOFICGEEEIIIaRkoqGhJkOFICGEEEIIIaREYjgOjAHLnhtyTGlD7wgSQgghhBBCSClDPYKEEEIIIYSQkomGhpoMFYKEEEIIIYSQEokmizEdGhpKCCGEEEIIIaUM9QgSQgghhBBCSiYaGmoyVAgSQgghhBBCSiQaGmo6NDSUEEIIIYQQQkoZ6hEkhBBCCCGElEw0NNRkqBAkhBBCCCGElEg0NNR0aGgoIYQQQgghhJQy1CNICCGEEEIIKZloaKjJUCFICCGEEEIIKbFomKdp0NBQQgghhBBCCCllqEeQEEIIIYQQUjJx3KvNkONIoagQJIQQQgghhJRINGuo6dDQUEIIIYQQQggpZahHkBBCCCGEEFIy0ayhJkOFICGEEEIIIaREYthXmyHHkcJRIUgIIYQQQggpmahH0GToHUFCCCGEEEIIKWWoR5AQQgghhBBSItGsoaZDhSAhhBCrpVarcfToURw/egrXr92EWq2Gq5srmn7QGF26dkJAQIDQKZpVdnY2Dh46hBOnzuL23XvQ6XTw9vJEiw9C0K1rF1SpUkXoFM0qPT0d+//Zj1PHTuPhg0fgOA6+fuXQql0rdPv4I5QrV07oFM0qISEB+w8dwomIcMTFPwfDMKhcqRI+DPkAH3/UDW5ubkKnaFaPHj3CkSP/IDLqNJKTkyAWS1C1Sg00btwenTt3hYODg9ApmtWNGzdw4sRBREeGIz09DTKZDNVr1kXjJh3QsWMnyGQy0/zFtI6gyTAcV/LPklKphLOzMxQKBZycnIROhxBCiBEMuabre4xarcacWfPx995DsNH4wBZecLDxhIgRQ6PLhTLvBdSyREgd1Zi/cBY6de5o7Ncq0TIzMzF+8lSEX7gM1rUyZK6+sHH2BCMSQZubhZzUeIgyYuFhJ0Loj4vQsGFDoVM2qeTkZIwePgY3I29D+sIe9hpn2MIeDBjkIQdZIgU0ZbLhW80Hq9avtPoC+fHjxxgx6Vs8zkxBXoAfZJV9IHF3BsBB8yIdmkeJkEc/Qz0/f6z+8SeUKVNG6JRN6urVq5gzdxTs7BPRul0mateVwNNLBK0WePJYi2vRDE6GOaBO7ZaYN/dnq783PXHiGJYt+Q6VyyvR5cM81K9jAw93MVQqDrfvq3HhCoMDJ2Ro0ao7Jn+3ADY2NsWKW9R1/fWfN+o2HxKpXO+8tZo8XN4/k+qHQlAhSAghxKxMXQjevXsXn/QZDFl2BbjZVAHDMAXuq2XVSNJcQd2GFbD5jw2me6ItoLPnzuPLr8eAKd8E9mUqF7qvJjcLOXfD0LVNUyxbshgikfVNJbB71x5MHz8Trs/LwREuhe6by2Ujxecpvvp2GMZP+tY8CZrZz2tWI3TLRqB/c8jKFN7jp3qSBPHOCCycNA2f9OpjpgzNh+M4zJ03Cdeu78R3M1Vw9xAXuv/lCC3WrnTEooUb0bx5K/MkaUYajQbfjhsCLu8CFk0Vw9Gh4OsBx3HYe1iDtX/aY+XqXahVq1aR8YtbCDb+yPBC8NIBKgQLY31XeEIIIaXWnTt38HHnvnDNawJ3edVCi0AAkIhk8LVphsdX1OjcoRvUarWZMjWPU6dOYciIcbCt36vIIhAApLYOcK7fA/9ejcPAIUNhAc+K9fL7b39gxsg58I2vWWQRCAC2jD18E2ti8+ItmP7dDNMnaGazFy9A6Kl9kI77qMgiEABsKpaBeHw3TNnwMzb8/psZMjQfjuMw+pvBgGQrlvysLbIIBIBGIRKsXJ+NBYsG4cSJo2bI0nw0Gg0G9u+E1sEXsHKhtNAiEAAYhkGvLjL8tTIXY0Z2wY0bN/hLhjNiI4WiQpAQQohVyMnJQd+eA1FO0hpyqX7v7rja+EP51BHfjp1oouzM78WLF/jqmwlwatATYj2fpjtUCkZkrAI/rVhpouzM7/bt21g09XuUS6kGEVP82x+GYeCVXhH7NhzAgQMHTZihef177Ch+P38M0n4fgNGj55eRiCH7oi0W/LYa169fN2GG5rVhwy+wdTiBAZ/pd5y9vQg/rtBi3vzhSExMNE1yApg7ZwK6tn6AHp2keh3n7SnBll8YjB3dG9nZ2SbKjvCFCkFCCCFWYfy4ybBTVYONxN6g493lVXH66BVERUXxnJkwhgwbAVnVNhBLi/e+ztscqzbF6g1/Ij4+nufMzI/jOAzuNwTeL/z1KgJfYxgGZdL8Mfmb75CVlWWCDM0rJycHY2dOhfTT5kX2mr8PIxZBPKgVBo76Cixr+at2JyYmYuv2pRj2tWFdSLa2DCbPyMaYsQN5zkwY165dw+N7+zGgp2HXDk8PCSZ/nYcZ00fzks/rWUMN2UjhqBAkhBBi8RQKBcJPRsBNXsmoOJ7iBpg5fR5PWQnn4cOHeJyUAVu3sgbHYBgRpBWbYPGSZTxmJowTJ05AE8/BhrE1OIaYkcA2yQWbNlj+kMjNW/6EKqQyRLaG3egDgMTVEZmV3XE07BiPmQnjl1WLMWxENsRi/Yvi16rVkEImf4i7d+/ymJkwflo6DfMnG34uAKB9Kxs8fnAW6enpxif0etZQQzZSKCoECSGEWLw/fv8LtpqKRsexlTrj6cNEfm5eBPTTilUQlalndBw7z4o4fvqsxff6LF8cCucMb6PjuKq88fv6P3jISFjrt/4JWeMaRscRtaiNpWtX8ZCRcDiOw7lzh9GwiX5DIN+n9yc5WL/+Rx6yEo5SqURG+j1UKm/8+RjYQ4WtWzfykBUxFSoECSGEWLxjR07A2caXl1gy1sPih4dejrwKOw8/o+MwDAORvTseP37MQ1bCiX/63KjewNdEjBh5ShVyc3N5yEoYKpUKmZwGIhvjb/QlLg54nvKCh6yE8/TpU1SopDVoiOzbatWR4MbNSB6yEs7Vq1cR0kDLS6xWTWWIOGf8JDo0NNR0qBAkhBBi8RITXhj8buDbpDoXXLp4hZdYQsnOU+s1AUhhNDZu/M4AaGaZmZnQ5fHXoynNs7Xo4X8PHjwAfFx5i6ezl1l0D/qNGzdQrQY/hb1IxICDZU+Qcv36ZdSrqeEllrubGBnpPDwooFlDTYYKQUIIIRaPz1dBxCIplIpM/gIKgOXxfLCMBJmZljtBSk5ODsRs0UsBFJuWsejZELOzs8HJJPwFtJFZ9PnIycmBrR1/y8aIRJY9jDonWwEHe/7KA8bCz4e14/FKQAghhAiDz3XPtTo1XN1c+AsoAJHxo9z+F4vVwNnZchdjdnBwgE6k4y+glIOjoyN/8czM0dERTB6P62XmquDgoN9yLSWJg4MDsh7JeIvHspbdx+Lg6AZFJn/FG8cZ/xDG0GGeNDS0aJb900oIIYQA8PMrhzwNP714WkkGGjdpyEssoTjYycGx/BQ/UlUa6tUzfuIZodjb20Niy1+PoMYmFzVqGD/RilCqVq0KJimDt3iSPC1cXFx4i2du9erVw4O7drzE0uk4iBnLfUgAAAEBjXD9tuGzyf5XcooW7u6Gz1z8BssZvpFCUSFICCHE4nXs0g4KTRwvsdTiFAQFBfESSygfhDRGdvITo+NwHAc2OxUVK1Y0OpaQKlYuj1zO+OGLOk4Le1c72Njwc6MsBKlUChepLdhcldGxNKkKVPDm4UZfQL6+voh7JgHLQ9FwPUaDwMAQHrISToMGDXAhip/y4MRZLZo172x8IHpH0GSoECSEEGLxBgzsj1zJM6PjZKvTULVmRTg5We5QSAAYO/prcEnGT/CSnfQIXTu152VGRSFNmjERSrdko+Oky1/gy1FDechIWCMHfwH1hTtGx+FO38KUUWN5yEg4DMPgww974Hy48TNl7trmgK++mshDVsKxt7eHT7l6uPvA+OHDW/+R4dP+Q4xPipgMFYKEEEIsnr29Pbp+3B6peQ8MjsFxHF6yUVi4eA5/iQmkQoUKqF3ZFzkvnxocg2N10D67hMkTxvGXmECaNWsGh4pyo3oFtZwGap9MDBw8kMfMhNG/3yewu/oMuizDZ8vUJGfAPSEbLVu25DEzYYz8ejJ+3+AAtdrwLqTrMRrIpbXh7+/PY2bCmDh5MWYsYcAZMQvXvsMqBDboxMv7tAwMXD7C6L/Z+lEhSAghxCosXDwPGvunyNUoDDo+RXUb3ft0QO3atXnOTBgbf10F7eOz0KpyDDo+895pTJ3wDby9jV+IXWgMw+CvXX/gpU8sWE7/dyc5jkOixyP8snEFbG2NX49QaDY2Nli3NBSaP06BY/WfGITTaMH+eRrb1m2y+N5iAPDw8MCI4XOwcplht8WZShahSxwQGvoHz5kJo3r16mjUdADW/mHYMhJxzzVY86cDZs1eyk9CHGf4Rgpl1bOG3rp1C/sOHsSZiAikKxVgAFTx90e7D5qjV48ecHZ2FjpFs+E4DleuXME/h/5FxOUryMrOhkgkQu0aNdC+TUt0++gjq2jciotlWZw5cwb/njqCyJgo5KlUkEgkCKhdD+1btEXHDh0hlRq/2K6l0Gg0OHL0CE6cPYbrt65Dq9PARiZHg3pB6NC6E1q1agURn9MylnC5ubk4eHA/Ll08igf3boHjWNjZOSCgfgg+bNsdDRs2tIqbn+JSKBTYv38vLl8KQ2zsAwAcnJxcEBTUEh079SwxhZNMJsO+AzvRuX13eKpDYCcr/lppqaq78Ksjw4JFc02YoXm5urpiy2/r8MmQr+AQ0B1S2+LN7MhxHLIenkf7htUx9PMhpk3SjPz9/bFk1feYPGIayiVXg5gp3i0Qy7FIcn+EryZ/gdatW5s4S/Np3uwDjO81GD9t3g7Z4NZgJMWbUIdVqaFZfwxLJ81E1apVTZyl+Xz66We4eesqVv+8G1+PYYt9jU9PZ/HdOBmW/rgN7u7uJs7SfCZ/Nw/Dht7Cpm0x+OLT4t8PxT7T4MtJYmz47YBFv0tbWjCcMf2+ZqJUKuHs7AyFQlGs9zYuRETgm6lTkGYjQ25Vf8h8fSG2twPHstCmpkH3LA529x6ica1aWLV0GVxd+VtYtST6Z/8BzFywCLl2btCVqQS5VzmIZXJwLAtVWjJ0yc8gTnyIjq1bYsnC+VZdEHIchw2bN2LFxl8gr+MMhwbucK7qAbGNBKxGB2VsGjKvpSL7Sio+7dYXUydMgVjM4/pTJYxOp8OSn77Hzn+2oUxTe5Rp4AiPKk4QS0XQ5Onw8r4CSVeykBqdh68/H42hQ7606gIoNzcXCxd8hyuXDqNHRxWaNRShRhUZxGIGmVksom+ocPikFDG37TDm2wXo2rW70CmbVHp6OmbMGIXYxxfxUacsBAeJULGCGCIRg/R0FtdvqHH4mD0SEj0wY+YKNG3arFhx9b2m63vMs2fP0LfXAGhSXeFhUwsipuCHGCptNl5oL6NNp8YIXbHMKn/fr1+/jgFDvoTGozbsfWsX+jusykxF7t3j+GJAb0ydPNEqf99PnjiJUUO/gUO8F1xYj0L3zeQykF42HtMWTMVnnw82U4bmtWXHdsz66QdoezeB3N+n0H3zbj+B7EA0flm4BB3atjNThua1YuUPOHR4NSZPz0X5igU/LOA4DmFHWOzc4oqfQ7chMLC+GbM0D5ZlMWvmODx5cAA/zmTg7Vnw+dDpOGzarsXfR92wZt2eYk0wVdR1/fWff9BmDiQSud75a7V5OHdyjl5tTWljVYUgy7IYPXECDkVHg+vwIcT2hU8HrH7yFPLT57Hmhx/Qvm1bvtMWXF5eHgZ+PhTRz9Mgr98KImnh6+TkPrkD2eNobPttAwICAsyTpBmlp6ejz2f9oKyoRbne1SCSFHxzyHEcXhyJheZ8BnZv3ony5cubMVPziIuLwyef94ZHKwlqfFSm0Bs+Vsvi+tbnYO87YMfvu63y4cn169fx7Zh+GDs0B13bFf4UMzeXxeylOqTn1seq1Vshl+vfQJV0p06FYe6cEfhufDYaNSy85yQjg8WchRKU9e2CxYtXFdl7bOpCEHjVHvwcuhKb1v8BidoNEo07HGw8IWLE0OhykaV5CY0sCW5l7PDD0gVo0qRJsfKwVCqVCnMXLMaefw4Czn6Aow/kzl5gRCJocjOhTk8Ak/EE/uU88fOyH1C9enWhUzYppVKJyeOn4MyxM5ClOUCWbQc7OABgkIcc5NlkQeOZjTpBtRG6ejnKlrXsmTGLkpSUhDFTJ+Pqo7tQ1ykHppI3pJ7O4DgOmqR0MLHJkN6MR6ugxlg6f5FFLxdRHA8ePMCs2aOQmfUAzVtloXZdwNNbDJ2WQ+wjLa5fs8HFc7Zo06Ynvps83yrbgP+6cuUKflg0HrayBHRspUKDuhJ4uImhUnO4dU+FC5EynI+0QfdeX+DrrycU+4FasQvB1kYUgqeoECyM1RSCHMehz+DBuCxiIQ5uUOzYrFoNbvffWD1rDrp26sRXyoJTq9Vo16UbElwqQF6h+OsdaXOyoDr3N/b8vgH161vP0y2FQoEPP24H50EV4FLTs9jHZScoEbf8Bv7dfsCqisG4uDh89GknNJnmCxff4i8E/OK2And+TceRfcet6kYgJiYGk8b3wJaVIni4F79H6MhJNdbv8MP2ncetagjMsWOHsHLFCKz+WQc72+IPCd66g8O1myFYt35nocWgOQrB11iWxcWLF3Hm9FlERcZAlaeCu7sbWrRuhjZtWlv8sgj60mg0CA8Px+mz53Hj5m1odTqU8fZG6xZN8WGbNihTpozQKZpVbm4uTp06hdPHz+De7fvgOBYVKlVAq3Yt8eGHH1rVda44FAoFjp84gVMXzyP22VMwDIPqlaugTcgHaN26Nezs+Flvz1IkJyfj5MnjiIw8gRfJCRCLxahatR4aN2qDli1blqpXSIBXoy1Onz6B6KunkJ76ElKZDWrWCkbjJq0REhKi9yskVAgKz2oKwR9DQ7HiwllImjfVOz6r0YDZshPn/tkPX19fY9MtEYaPHoMTz7NhW7mO3sdqc7PBnv8bkWdP8TLbU0nQte9HyGkrg2sd/Sc9yH6uRNqah7hw7BwkEst/rVan06F5+xDUHe8GV7/iF4GvJV5PR/p+G+zfedgE2ZlfVlYWunUJwo41Wri76T8scO8hFS7ebo+ly9abIDvze/78OQYPaobf12tga6v/sMA16zi4uI/F6G8mF7iPOQtBQgghJVNxC8HmrWYbXAiePT2X2o1CWMXsD3FxcVi1bQvEzQwb2iOSSqHp2BYDhw/nOTNhXLlyBccjrxtUBAKAxNYeuhqNMerbCTxnJoyde3YhyTnDoCIQAOzLOUHSzBnfL/+B58yEseSn7+HZSmJQEQgAPvVckeOZjJ27d/CcmTCmTxuJqaPzDCoCAaBnFxukJh3H5cuXec5MGOPGDsT8WbkGFYEAMHwYcPDgKjx7ZvyafoQQQghYIzZSKKsoBBcsXQpVsyZgjJjVUFbGG0/Vebh9+zaPmQlj+ryFkNRrYVQMW98qiIi5gbS0NJ6yEs6SX5ai3KfFHx77PmU6+mPb/p3QaAybSrmk0Gg02PHPVtToVviEAEUJGOyLn9byNC20gNLS0vDk0Xl82Ny4YZ1zJwArfprBU1bCuXPnDhzsHqN6NcOHO4lEDMaNysEvKxfymBkhhBBC+GZQ5bR69WpUqlQJcrkcQUFBOHv2bIH77t27F+3atYOnpyecnJwQEhKCo0ePGpzw2ziOw4nz52BTsYLRsVT1A7Bs9SoeshJORkYGYpOSIXMyfjIPrV8tbPrdstfEuXXrFtgyYkjkxo3jZxgG9g3dceToEZ4yE8axY8fgE2Jv9EyAUlsJbMqxuHXrFk+ZCWPbtk0Y2ENtdBzfslLk5TxGeno6D1kJZ+OGpRjY3/AFpl8LDpIhMvK4UYsRE0IIIQDAcJzBm770qXEA4MyZMwgKCoJcLoe/vz/Wrl1r6NcUhN6F4I4dOzBu3DhMnz4d0dHRaN68OTp16lTgMKDw8HC0a9cOhw8fRlRUFFq3bo2PPvoI0dHRRicPAI8fPwbr4cHLFNeycj64euMGD1kJJyoqCpwbP7ObyctWQtipM7zEEsrZC2dhU4ef9SId6rkj7OwJXmIJ5cS5MHg34Oe9T7cAG5w9H85LLKFcPH8MrZoWPptucYUEaREVFcVLLKHcvh2FenWMn/yAYRhUrcLi0aNHPGRFCCGkVOOM2PSgb40TGxuLzp07o3nz5oiOjsa0adMwZswY7Nmzx6CvKQS9C8Hly5dj6NChGDZsGGrWrInQ0FD4+flhzZo1790/NDQUkydPRsOGDVG1alUsWrQIVatWxYEDBwr8O1QqFZRKZb6tIDdv3kSuOz9T2TMiEbLUxvcOCOly1FXoHAtfF6m4JLb2SHr5kpdYQrkUcwVOVfj5+XD2d0PMzWu8xBLKtZvR8KjCzwvTntWccDnmIi+xhJKR8cLgdwPfVreGFjeuX+IlllA4LhsiET/rxtWsno2bN28afLw+7QAhhBBiLH1rnLVr16J8+fIIDQ1FzZo1MWzYMHzxxRdYutRyXp3RqxBUq9WIiopC+/bt833evn17XLhwoVgxWJZFZmYm3NzcCtxn8eLFcHZ2frP5+fkVuG9OTg60Ev4WALb090qVmVlFrheoD46z7MWEs3OyITZyWOhrIqkYWq2Wl1hC0Wi1kMj4+X2R2oqRk5vNSyyhMDz+xtvbMcjJsexihWH4Ox92dlpkZxv+86FPO0AIIcSKcZzhG/DOQ0WVSvXOX2FIjRMREfHO/h06dEBkZKTFzCmhVyGYkpICnU4Hb+/8sy96e3sjKSmpWDGWLVuG7Oxs9O3bt8B9pk6dCoVC8WaLi4srcF8nJyfI1PydbP5KSmG4u7lCpzL+HZ/XGMay3/FxcXaBJuvdX3hDaPM0kFv4WnG2NnKoc/gpZlVZGjg7uvASSygsx99vvELJwtHJnbd4QuB4PB+ZmTKjpuvWpx0ghBBivRjO8A0A/Pz88j1YXLx48Tt/hyE1TlJS0nv312q1SElJ4efLm5hBk8W8/T4ex3HFekdv27ZtmDNnDnbs2AEvL68C97OxsYGTk1O+rSD16tWDPCW1+MkXgtPp4GjhN/qNg4MgzeTnh0+TpUQF33K8xBJKSP3GyHzIz8ynioepCK7fkJdYQgkKDEbyfQUvsV7ezURIUDNeYgnFy9sPiS/4KYxjbslQv34IL7GEIhY7Qqvl5+HPzdu2CAwMNPh4fdoBQgghpCBxcXH5HixOnTq1wH31rXHet//7Pi+p9CoEPTw8IBaL36mMk5OT36mI37Zjxw4MHToUO3fuRNu2bfXPtAC+vr4QZyjBscYPaVI/eYrmTSz7Rq5BgwZAWiIvsdTPH6FL+3a8xBJKqxatoLrGT+GTfTUVnVt34CWWUNq36oQXl7N4iZUSlYcWzVvyEksozVt0xbEz/BSCEVfFqF+/Pi+xhNIgqDkuXTF+hAXLcnjyVAJfX18esiKEEFKqGTk09O2Hijbv6fQxpMYpU6bMe/eXSCRwd7eMEUJ6FYIymQxBQUEICwvL93lYWBiaNm1a4HHbtm3DkCFDsHXrVnTp0sWwTAvAMAx6de4M9b0HRseSx9zA+JEjechKOPb29qhXrQryUl8YFYfjOIif38XA/p/ylJkwKlWqBPtcOdTKPKPisFoWqltKtGhh3PqMQmvRogVSr6mg0xj34CRPqYY02wH+/v48ZSaMvv0GYvt+qdHLHNx9oIZPuQA4ODjwlJkwhg0bjy3b7YyOczpcgw/b9rKYJ6KEEEJKLoY1fCsuQ2qckJCQd/Y/duwYgoODIZXyMz+Fqek9NHT8+PHYsGEDNm3ahDt37uDbb7/Fs2fPMGLECACv3usYPHjwm/23bduGwYMHY9myZWjSpAmSkpKQlJQEhYKfXhoAmDhmDOSXIsFpDH+yr4l9gsByfihfvjxveQll8dxZYK+dNurmNu/xDXzcoS3s7e15zEwY86fMQdwm49a7e77rHsYMHQ2RyKDR1CWGSCTC6GFjcGPLc6PiRK5+hpmT5vKUlXDs7e3RrHlP7NhveC8Yx3GYvoTBxMnvvnNgacqXLw9Hpwa4dMXwa6lazWH1Ont8/fUkHjMjhBBSahnZI1hc+tY4I0aMwNOnTzF+/HjcuXMHmzZtwsaNGzFx4kRev74p6X1X269fP4SGhmLevHkIDAxEeHg4Dh8+jAoVXi3onpiYmG+9jV9//RVarRajRo2Cj4/Pm23s2LG8fQl3d3csmPwddMcMW+NNl50NmzPnsWmVZS8m/1q1atUwuFc35N0ybGp/tSIVds/vYvE8y7/RB4DWLVujvnttJJ97/zowRcm48xJOT6UY+tkXPGcmjM8HDwVinZB4I8Og42NPJ6OacwDatGrDb2ICmTptETbvdMbjp4YVg6s2qdG0+WBUq1aN58yEsXTZJvywzB5paTqDjl/wPTBy5AKLGRZDCCGEAPrXOJUqVcLhw4dx+vRpBAYGYv78+VixYgV69eol1FfQG8MZOybKDJRKJZydnaFQKAqdMGDSzJnYEXMVoratwBSz50arVEK89wD2bdho8e/3/BfHceg36DNcTddAXqNhsYdoqdKSwVwNQ9j+vVbRO/qaSqVC595doW5uA68Piv+90m++gHJrHI7/fQwuLi6mS9DMMjIy0LFHW1T7whllA4q/zmLs6WSkn5DiwM7D7x1jb6ni4uIweMCHWL1IjepVirf8Csdx+PVPLWIeNMTaX7dbfG/xf8XExGD8t93xy08qeHsVbyZRluXww3IGjs6fYPbswtdQKu413dhjCCGElFxFXddf/3mrhtMhkcj1jq/V5uH0lYXUbhTCeu5cAPw4fz4mdOoCbNkJ9YvkQvflWBaa6GtwOXgUh//8y6qKQODVu5Pb/9iMngFVkHNmNzSZGYXuz+q0yL11EW6PLuHkoX+sqggEXs1AeHj3QVSJ9cKj0Kgi3xnU5mrwdNMN2B1X48Q/YVZVBAKAi4sLjv59ApmH7RG55mmRS0rkKtQ4t/gh7O9UsroiEHg1tfRf207hu+/LYMUGNdTqwp+PPU/Uov8oLVJye1tdEQgAgYGBWLX6X3wz3h279umg0xV+Ph481GDgFxJUrT6xyCKQEEII0QfDcQZvpHBW1SP42pMnTzBmyhTcevYUeZUqgCtbBmJHR3AsC23yS8gTkyCLT0D/Hj0xfdIki3mh01DXrl3D+Kkz8Cw1A1qP8hC7+0Biaw9Wp4U6NQmyjCRIlSn4etgXGDn8S6u7qX3bqTOnMOuHuci0yYU8wAWOVV0hdZBBm6tF5qM0qG8qIXrBYvLoCejTs4/Q6Zrcnn27sWz1EkjL6OAeaAOPqo6Q2kqgytIg5V4mXkblQZbjgJmT5lrNcNCCsCyLzb+txbYtv6B+HRWaBuWhdnUp5DYipKTpcPWGDmFn5YCoPKZMX27U8giWQKPRYMXPi3DgwF9o0kiFoPo5qFJZAomYwYuXOly/IcKpM3Zw96iN2XNWoFKlSsWKSz2ChBBCitsj2Dp4msE9gqciF1G7UQirLARfS0tLQ3h4OE6cP4+EF0kQi8WoX7s2WoQ0RZMmTSAWW/ry8fpJTEzEmTNncPp8BF6mpsHGRoaGgYFo8UFTNGjQoNTN8BcbG4szZ8Nx4WoEMpQK2NvZoUlgYzRv+gFq1aoldHpmd/v2bZy7cBaXYy4iJzcHzk7OaFK/KVo0b1nsG3xrwXEcrl69iksXw3Hn9hWo1XlwdfVE/aDWaNGiJXx8fIRO0ax0Oh0uXryIK5fDcf9+NHQ6LTy9yiE4+EO0aNECbm5uesWjQpAQQkixC8GgqYYXglGLqd0ohFUXgoQQQkoeKgQJIYQUuxBsMBUSsQGFoC4Pp65SIVgY6x4DSAghhBBCCCHkHRKhEyCEEEIIIYSQ9zF04heaLKZoVAgSQgghhBBCSiYOei8O/+Y4UigaGkoIIYQQQgghpQz1CBJCCCGEEEJKJo4zsEeQugSLQoUgIYQQQgghpGRiARiywhnLdyLWh4aGEkIIIYQQQkgpQz2ChBBCCCGEkBKJZg01HSoECSGEEEIIISUTvSNoMlQIEkIIIYQQQkomKgRNht4RJIQQQgghhJBShnoECSGEEEIIISUT9QiaDBWChBBCCCGEkJKJlo8wGRoaSgghhBBCCCGlDPUIEkIIIYQQQkokWj7CdKgQJIQQQgghhJRM9I6gydDQUEIIIYQQQggpZahHkBBCrIVOB4jF5juOEEJIyWNtbQHLAYwBvXss9QgWhXoECSHEGqjVQM+ewPff63fc99+/Ok6tNk1ehBBCzMca24LXQ0MN2UihqEeQEEIsnU4H9OkD7N//agOAKVOKPu7774GpU1/9/z59gL17S+bTYEIIIUWjtoDoiXoECSHE0onFQEjI//576tSinwb/t+EHXh1PDT8hhFguq20LDO0NpB7BolCPICGEWIPXT31fN+iv//d9T4PfbvgXLy7eU2NCCCElmzW2BTRrqMlQjyAhhFiLKVNeNeSvve9psKU0/IQQQgxDbQEpJuoRJIQQa1LY02Bq+AkhpHSwpraANXCYJ80aWiQqBAkhxNq87wbghx+AjIz/7VPSG35CCCHGsZa2gGNfbYYcRwpFQ0MJIcQavT00yNIafkIIIcajtoAUggpBQgixVlOmAC4u+T9zcaGGnxBCShNLbwtoHUGToUKQEEKs1fff53/6C7z6b30XGiaEEGK5LL0tYDnDN1IoKgQJIcQavT0ZwH+fBhdnbSlCCCGWzxraAuoRNBkqBAkhxNq8b0a49PSipxMnhBBiPagtIEWgWUMJIcSaFDYtuD4LDRNCCLFc1tQWcDBwQXneM7E6VAgSQoi1KM7aUJZ2A0AIIUQ/1tYWGDrMk4aGFomGhhJCiDXQZ4Hgt6cTp6FBhBBiHagtIHqgHkFCCLF0Oh0QEfG//y7O2lBvPw2OiHgVRyw2TY6EEEJMy1rbApYFYMDi8CwtKF8UKgQJIcTSicXArl1Anz5ASEjxh/a83i8i4tXxJanhJ4QQoh9rbQtoaKjJUCFICCHWQCYD9u7VvwGfMqXkPf0lhBBiGGoLiB6oECSEEGthaANODT8hhFgPa2sLqEfQZKgQJIQQQgghhJRMLAeD1oJgqRAsCs0aSgghhBBCCCGlDPUIEkIIIYQQQkokjmPBcfrPAGrIMaUNFYKEEEIIIYSQkonjDBvmSe8IFomGhhJCCCGEEEJIKUM9goQQQgghhJCSiTNwshjqESwSFYKEEEIIIYSQkollAcaA9/3oHcEiUSFICCGEEEIIKZmoR9Bk6B1BQgghhBBCCCllqEewlFCr1di1Zw/2HDqMR0+e/P/kSxzcnZ3RqllTfDlkCMqVKyd0mmaTnZ2NLdv/xPHT/yIhKR4QcQDHwN3VC60+aIvB/YfA3d1d6DTNJi0tDVu3bsT580eRnp4EkYiFTieGt7cfWrb8CJ98Mhj29vZCp2k2z58/x9Yt63Dl8mlkZaVCJAJYVgw/v8po07YnevToC5lMJnSapBgSEhKw7vffcDriHNKUCnAiQMwx8C9fAT07dkGfnr1hY2MjdJpm8/DhQ6xfswEXz11EpiILHAdIZGJUr1kdfQf2RpcuXSAWi4VO02xiYmLw26Y/EXklGjk5eWAYBlKZGPXq1sGAQX3RsmVLMAwjdJpmwXEczp49i11//4mbt69By6nBAJCKbRFYtwEG9BuKBg0aCJ2m2eh0Ohw9+i+OHN6Kx4/uAlCDAQOZjRMC6ofgk0+/QrVq1YRO02zUajX+/ns3Th7fi7hnDyES6cCxgJ29K4IbtUb/AV/C19fXJH83x7LgDBgaSstHFI3huJLfb6pUKuHs7AyFQgEnJyeh07EoLMti2YoVWPfnX1BXqgKmcjVInF3eNGysKg+qZ09hc+82apb1xqZVq+Dl5SVw1qajVqsxZ+EMhJ07iGrtbeHfxBmOnv+7CczJUCM2UoH7/+aijn8j/PTDSjg4OAiYsWllZWVh2rSv8ejROfTskYUmTcRwdf3fQIHkZB3OnePwz34HNG3aHdOnf2/VBVBycjImT/oCudm3MaBXDhoFS+Ho8Op8cByH+Oc6HDkJHDgiR4+ewzFy1ESIRDSwQl+GXNP1Pebly5cYOm4U7iTHQdO0Cmxq+EJs++p3neM4aFOV0EY/geTqUwzrNwCTxnxr1f+WsbGxGDboK7x4mAL5C2c4wQ1i5lXBx3EccpGNLKd0aN2zMWX2ZAwcPNCqC6CYmBiM+GoMcjKlsBVXgaOdN0SiV8/GOY5Fdm4KcrSPwIlT8eOyBWjfvr3AGZvWyVMnMGPeeJSprUOdDnL4VLaDSPzq31+rZvH8fjauH1YjK94OyxatQVBQkMAZm9aunVuwdvU8tG+hRveOHCpXlEIkenU+cnNZRF1X4Y/dMmRklcMPS39D5cqVBc7YdFiWxdo1y7F311r06KhFl7YM/MpJ3lwfMrNYXIxS4ffdNpDZ1sAPP26Et7d3sWIXdV1//edtbPtBwuh/76Hl1DiZu4Pqh0JQIWjF0tPT0aV3HyS4ekBSvyGYIm5yVAnxkJ4/jZWLF6Fzhw5mytJ8nj17hn6fdUe1bhLU7lB0b9/jixm48psSG1b8hfr165shQ/OKiYnB2DF9MGq0Eh80K7oH4MABFjt2euC33w6hQoUKZsjQvI4f/xeLF47C/Kl5CKgrLXRfluWw/g8Op86Xw+9/HIabm5uZsrQOpi4Ejx4Pw8gZk8D1aQx5ZZ9C9+VYDqrj1+H9UIFD23db5b/l5k2bsXjGEngkVoAdU/iDLZZjkeLyDOUb+WDn3ztga2trpizNZ8G8xdjy1z/wcmwBG2nh50OrUyE58wKaNKuOX9etsrreUpZlMXbiCDx4eRadxrlB7lD4QLHMNDUO/pCOtk36Yfp3c6zuYUFeXh5GfNUHfp43MX2sBDJZ4d8v9pkGY2cB/fpPw6DBX5opS/NJT0/H54O7ok1IAkYOkbwphgsSc1OFyQslmDx1Jdq371xkfCoEhUeFoJVSKpVo3qEjMoJDICtb/K56VqOG9uBerJk/z6qKwefPn6PbJ+3RbpYH3MrZFfu4nAw19k+Nx28rdiIgIMCEGZrX9evXMXbsR1i5UgU31+L3gsTFaTFpshO2bj1tsiEgQjh+/F+sDB2OjSs42NoW/3xcu6HB7B88sHvvWTg7O5swQ+tiykLw2Inj+GreFMhHdoDIpvCC/r9UsUmw3xONs4eOWdW/5cZ1m7B0WijKpVbT66ZdIUmBXTBw7PRRqxoFMH3abBzYexnezk30Oh+pmbdQuZYEO3b+ZTXFD8dx+GL4ADAVb6FxLxe9jjuxLg3VHDth4dwfTZegmWk0GnzStx2+6P0EnT4s/s+8Tsdh9HQNmrSYjM+/GGnCDM1LqVSid48WWDg5A0EBxT8feXksBn6jxYhvVhdZDBa7ELTpa3ghqNpJ9UMhrHccTCk3+KvhSK8XpFcRCAAiqQySrj3xzdRpSE5ONlF25sWyLAYO64s2U931KgIBwM5Fho8W+WLYNwORm5trogzNKzc3F9980wcrfs7TqwgEAD8/CRYtVOKrr3qCZa1j7H1ycjIWLRildxEIAAF1pZj8TQq+HfeZibIj+nj58iVGTp+kdxEIADaVyiCrSx0M/tp6nurfu3cPS2Yv07sIBABnrQcyr2rw3YQpJsrO/E6cOIl9u0/pXQQCgLtjbdy7qcCa1b+aKDvz2/T7emQ6XNOrCAQAhmHQdrg7Ih8fxLHjx0yTnAAWLZyKj9vG6lUEAoBYzGDVIin2712C27dvmyg78/t23BBMG52uVxEIAHK5CH+tlGDJ4tF48eIFP8lw3KulIPTeSnxfl+CoELRCx8LCEJOaDpuK/gYdL5LKoG3WGkNHj+Y5M2Gs27gGHkG58Kxo2GQn9q4yBHxqh5nzp/KcmTAWLJiMzz9XwN3dsCFO/v4SfNAsHhs3ruI5M2FMnvQFFkzL07sIfK1pYymc7K4iLOwoz5kRfX357WiwfRrqXQS+Jq/ph5u6NBw+8i/PmQljyKdfwCuposE9WG5qHxzZFWYVN7cajQZjvpmEMk4fGHw+vJyCsSJ0HV6+fMlzduaXlpaGtb8tRZuhhk+K1vlbd0yfOxZqtZrHzIRx79493Lq2BwN6Gtb7LRIxWDFfhEnjB8ECBtoV6eTJ43CURaNFiGETacnlIvw4g8V3k4bynBnhGxWCVmjuj0shatzMqBiysuVw+3kinj9/zlNWwuA4Dpv++hX1e3saFadaSzeciThm8b2Cubm5uHjxENq1NW5o04ABHLZtW23xDV5CQgKyM28V+U5gUb79msWaVfN4yooYIjExETeTnkJeuaxRccRdGmBB6FKeshJOZGQksuLyIGf0GwXxNpcXPpg3YwFPWQln7959kHJ+kEjkBsdgGBEcpHWwcsVqHjMTxq8bf0GjT+QQSwxvC+T2YtT8UILde3bymJkwVq6Yi6mjWaOG/ZbzkaBWlXRcvnyZx8yEsXrlXEwZbdx9QkBtGVQ5dxAfH290PhzLGbyZSnp6OgYNGgRnZ2c4Oztj0KBByMjIKHB/jUaD7777DnXr1oW9vT3Kli2LwYMHIyEhwWQ5FodBheDq1atRqVIlyOVyBAUF4ezZs4Xuf+bMGQQFBUEul8Pf3x9r1641KFlStOTkZCTl5EJsb/xMl6rqtbF+82bjkxLQ1atX4V5DBInM+GcelVrZ4MDBAzxkJZxDhw6gfbtso99xkUoZ1KmTjaioKJ4yE8bWLesxoHeO0XE83MWQSROtZji1Jdr45+/QhBg/c5/EyQ4vuTwkJSXxkJVwViz9BQ4pHkbHcWCcce3KNWi1Wh6yEs6aVRvgal/T6Diujv745+9DPGQkrINH9qBOSxej4zT4yAmbt1r2cFmWZXH/7mUE1DZ+GZmhn7LYvGkZD1kJJyUlBRJRIrw8jF9h7rPeKmz5i4efD4OGhf7/ZiL9+/dHTEwMjhw5giNHjiAmJgaDBg0qcP+cnBxcvXoVM2fOxNWrV7F3717cv38f3bp1M1mOxaH33fGOHTswbtw4TJ8+HdHR0WjevDk6deqEZ8+evXf/2NhYdO7cGc2bN0d0dDSmTZuGMWPGYM+ePUYnT94VGRkJjVcZXmLZ+FXA6fMXeIkllPMR4fCux88sb76B9giPOM5LLKFERBxBcDA/F8agoCxcunSGl1hCuXL5FBoH8zMRRsP6eYiMjOQlFtHfyQtnIa/hx0ssjb8Hrly5wkssody+cRv2cOQllkxlh7t37/ISSwgcxyElJQNSifEzoDKMCDqNBEqlkofMhJGdnQ2xrebN8hDGsHWQIDMn1aJHh9y/fx+1eVoOsKq/FE+fWO7vCvDqPjKkgYaXWE0byhF1Rfj7BKVSmW9TqVRGxbtz5w6OHDmCDRs2ICQkBCEhIVi/fj0OHjyIe/fuvfcYZ2dnhIWFoW/fvqhevTqaNGmClStXIioqqsAayhz0LgSXL1+OoUOHYtiwYahZsyZCQ0Ph5+eHNWvWvHf/tWvXonz58ggNDUXNmjUxbNgwfPHFF1i6tOChNyqV6p1/NFI8kdeuQ+dm/FNgABDJ5UhVKHiJJZRrt6PgXYWfdQA9K9nj9t1bvMQSyv37t1C1qvFP+QCgejUJbt68xEssoWRlpcLJkZ8R8jWr6XD7luUPCSop9G0HUpUZENsbPuzvv7hyrrhyI4aXWELJy1bxNrslmybCnTt3eIklBIVCAYbjb+ZTqdilwJs9S3D//n14VOKnHQAAB3cRUlJSeItnbnfu3EGtqnm8xGIYBgxj2a+Q3L4ViVrVdLzEcrAXISc73eg4xg4N9fPzezOE09nZGYsXLzYqn4iICDg7O6Nx48ZvPmvSpAmcnZ1x4ULxO1AUCgUYhoGLi4tR+RhDrzsgtVqNqKiodxZWbd++fYFfPCIi4p39O3To8KrnSvP+Jw6LFy/O9w/m58fPU97SIE+VB0bC3wUesOxpslUqNS/DQgFALBGBNeEwA3NgWR0kRrwT8l82NgzUauOeqgmNYfh7ii23YaBSWfYNQEmidzvA45T+IpkEuXkW/m/JZw+NjrHo96PVajUYhsf1/zix0T0KQlKr1ZAY91p0PhIbxuLPh42Mn8IHAEQ8titCUKtzYVPE+on6YEQ8nA8jh4bGxcVBoVC82aZONW7yv6SkJHh5eb3zuZeXV7FfK8jLy8OUKVPQv39/QZe20OsOOSUlBTqdDt7e3vk+9/b2LvCLJyUlvXd/rVZb4BOkqVOn5vsHi4uL0yfNUq2MhyfY7GxeYnEcBx5GjgjK3c0D2en8zGiWl6WFgx0/vYtCsbd3hFLJTzGblsbCze3dC6El4TgJb0OaUtN0cHMrfPFyUnz6tgNiDrz9W2qVOSjjYdk/2yIJf3PBiWwBDw9+RpoIwcnJCTqWv0KFY1Rwc3PjLZ65ubm5ISeDv2IlR6ETtEfDWK6urkhN56/HWMfy+NBBAK6uZZCSxs99AsdxYFnjOye00EDLGbDhVYeTk5NTvs3G5v3vg86ZM+f/e3UL3l6/AvK+ERccxxVrJIZGo8Enn3wClmWxerWwk08Z9K/z9pcs6ou/b//3ff6ajY1Ngf9IpHCNGwZDfoSfdX20GemoUqkSL7GE0iSoOf65exFlaxj/tCXhjhKNgtoXvWMJVr9+U9y8eR1Nmxr/+3XjJhAU1JqHrITj51cZcc9foryv8Q3VtVt2+KhXCA9ZEUD/dqBqpcqISs6AzNvV+L87LgNNuzQuescSzMnNCbrHOoh56AljXVSoX78+D1kJQy6XQ2rD31NNtS4D1arx9FKZACpXroy0OP56wLQ5Ujg4WO5D0vr16+OvTfx0karVHKRSF15iCaVBUBMc2CFH907Gx4pP0KKcr2FLmQGATCZDmTJlcC7psMExypQpA5mseIX+6NGj8cknnxS6T8WKFXH9+vX3rpH48uXLdzq/3qbRaNC3b1/Exsbi5MmTgi90r9cjQw8PD4jF4nd6/5KTkwv84mXKlHnv/hKJBO7uhq9fQ94vMDAQokR+pqLlHj9Ej848XAkE1KplK8Rf4qdH8On5PHRs+xEvsYTStm13nDpl2HqKbzt3zgEtWrTiJZZQ2rTtiX95mv/nSrQEAQEB/AQjeuvZsQt00bG8xGIevrDowgcAOnRphwyx8evdsRwL2LHw8bHs3u66dWsiM8f4xa012hy4ezhBwusrGOYlEong4uCFzDTj28bERzmoUqkGD1kJx9PTE0kvbaBWG99LevJcHpo0bcdDVsKpV68eLkYzvIywOHSCResPuxt8vFwuR2xsbL7RIfpusbGxkMuL9/64h4cHatSoUegml8sREhIChUKRb6mQS5cuQaFQoGnTpgXGf10EPnjwAMePHy8RdZBehaBMJkNQUBDCwsLyfR4WFlbgFw8JCXln/2PHjiE4OBhSKY+D1AmAV0/RWzRqiLy4p0bF4VgWstgH6NOrF0+ZCcPHxwcuEh9kJBn3Irg6VwfFIzEaNmzIU2bCCA4Oxr37TsjNNe4Cn5SkA8NUQNmyxq3ZJrTu3fvg4FE5WCPXGoqKUaF2nRbFbmwI/3p27wFJTJzR60blPkxA04Agi/+3/Hr018j1Nn6ShjTpCwz4/FMeMhLWlKkTkKm+aXSctKxbGPftKB4yEtbXQ8fj8t5Mo+Nc2p6N8aOn8ZCRsLr1GIK9h42fMGbDNhmGDhvLQ0bCsbGxQb3AVrh01bjzwbIc9v4rRc+e/YyKI5fL3xnaqc9mimt5zZo10bFjR3z55Ze4ePEiLl68iC+//BJdu3ZF9erV3+xXo0YN7Nu3DwCg1WrRu3dvREZGYsuWLdDpdEhKSkJSUhLUan46LAyh90sE48ePx4YNG7Bp0ybcuXMH3377LZ49e4YRI0YAePVex+DBg9/sP2LECDx9+hTjx4/HnTt3sGnTJmzcuBETJ07k71uQfBbMnAHpxXPgdIYP/dBevYKvBg0sdnd6SbZw1lKc/umFUU+3wlcnYeq3s3mbhU8oDMNg/PhFWLrU8KfZHMdhwUIbTJ8eyl9iApHJZOjTdyTWbjb8Z0Or5TB/qRwTJy3kMTOiL6lUilGDh0J1NMbgGJyOBbP3ChZNn81fYgLx8PDAhx+1QbrU8F4wLaeFqlwGRo8dzWNmwqhduzYqVfGAMvu5wTHy1EpI7dPQvbuw637xoUvnrkiKsUVaguE3+3F3smGTV94qRkJ8/vlIbNhmB2Wm4fdNh46r4V+tzXsnEbE0EybOx+xlEmi1hreNa//QoHuvr6z2Va8tW7agbt26aN++Pdq3b4969erhzz//zLfPvXv3oPj/2ffj4+Oxf/9+xMfHIzAwED4+Pm82fWYa5ZvehWC/fv0QGhqKefPmITAwEOHh4Th8+DAqVKgAAEhMTMy3HkalSpVw+PBhnD59GoGBgZg/fz5WrFiBXhbe01SSlS1bFlO/GQVN+AmDjlcnxKOsIgUTxozhOTNhBAQEoE1wN0TtMmyY1IPwdHiyNfBR1495zkwYnTt3g1rTCCdOGPYy+JatDAIC+iIwMJDfxAQyfMS3OHexPK5eM2zdpPk/chg0eJrF945ag7Ffj0K5ZzlQPTBseLxqdwQmDx2JcuXK8ZyZMJb9/CO0/lnI4bL0PpbjOCR6PMTPv/5k0e9//dfm39chQ3UJak2O3sfqWA2SFCfx518bIBZb9mQgwKvhoRtWbcHe+alQ5+lf/GQrNPh3qRLrfvnDBNmZn729PWbPW4uRU7UGjRB5GqdB6AZ7zF+wwgTZmZ+Pjw8++3wGpn9vWLt49boKx875YORI6+30cXNzw19//fVmeaO//vrrnUmTOI7DkCFDALx6t5DjuPdurVq1Mnv+rzGcBawCqlQq4ezsDIVCIfhLlZZk8oyZ2HklCpLmbcAUs+FSPXkM1+tROH34EFxdjZ90oaRgWRZDvuyPnDL30bC/V7F79m4fS0XSKQf8s/Nfq3qqpVKp0K9fO3TudA9duxbvZ4PjOGzeDMQ+aYZ163ZCJOJvVkKhZWRkoE+vlpg4OhkfNCleL7hWy2HeEg7OHv0wa3bB66KSdxlyTS/uMRkZGWjVrROU7WtAXqdCsWJzOhaqXRHoUTkIyxZ+X6xjLEVcXBw6tOwE59iycGCci3WMjtMh0eMhRs8cgVFjRpo4Q/OKiYlBvz5D4OXQBrY2LsU6RqPNRULGcSz9aQ4++qiLaRM0syNHD2PO0rHoM98TDq7Fe10nPUmFPbPSsHb5VgQFBZs4Q/P6ffNanDjyPVYvksDOrnht3K17KoydZYNNvx9DxYoVTZugmS2Y/x0UL3Zg4RRpsZeeOntRhQUrnLFj9+kiZ9el+3vhWc+dHHnHkgXzMf2TPmD3bi/ynUFdVhY0J44iODMNZ48esaoiEHj19HPz+q1o4NwDeyc8xYtHhT8hT0/IxYFZz+AUH4z9u45YVREIvHoHYOfO43j4sDvGTxDj+fPCnwg/eKDBV8OlkMq+sroiEABcXFywZ99Z7DoYgilzObxMLfx8REar0HuIGAHBM6kILGFcXFxw9tAxNHigRt6f4dAqCl9OJ/fBc6iWHsB37T+xuiIQeLWQ8qmIE7BvDrxwegotV/ATfo7jkM4kI6H8XfywcaHVFYHAqwnVDv27GyrJZSQroqFjCzsfLFKVd/Ay9xh+/+sXqysCAaBjh874ZfFW7JyciauH06ErZCigRsXiws40HJqvxZb1B62uCASAz4aMwIDPV6Hb58DRU7mFvlKSmcVi8Qo15oRWxJbtZ6yuCASAGTN/QEDjmegyWIeLUYWvJZqSqsPEuRr8/k8D7N531qKXWClNqEewFEhISMDMBQtx5tJlsGXKIs/NAyJ7e3AaDcRpqZC9TEIZO1vMmjQR7dtZ9mxXxXH//n3M+2EGHjy7hTJ1ZXCvJobcQQJ1rg6pD7VIuqGBt1N5TJ8w1+InhymOyMhILF8+DZmZD9Cgvho1auTBzo6BUsnizh07XI2Wwdc3EJMnf2/RU6YX14kTYVj9y1xIxAkIDlShZjUt5DYMUtNYXLtlhyvRYtQLaIUJE+fTcFADmbJH8L+OnziOucuXIEmdBW1lD7BlXcBIJWAzcyGLywDzOBnNGzTE/CkzrWY4aEE4jsPunbuxbPFPyErOhTjdBpI8G4ggglqkAuOmhco+B50/7ogZc6Zb3cPAt+l0OqxfvxG/rt0EncoWDOsKmdgFYBhotEpw4gzokI5PPu2FCRPHwdbWVuiUTSovLw8rVy3H7v1b4VmFQZmaHFzLSsCxHFLjtEi6zUARL8agT7/EV0O/torhsYVRKBQI/Wk+zp75B0F1OTSomwsfLxG0Og73HjG4HGOD5FRnDBk6Ab17f2rx8wcUJSEhAcuXzcL1mNNoUp9D/Tp58HATQaXmcPueGBHRUqi1ZfD16Flo27b4y2zR/b3wqBAsRVQqFa5du4aLl68gKeUlbOVyBAcEIDg4GJ6enkKnZ3bZ2dmIjo5GZPRlZCjTYG/rgKDARmjQoIFFL45rqIyMDFy9ehXXrl1Ebm4mnJzcEBgYgvr168Penp8lJyzJy5cvERkZidu3rkCtzoWrqw8aBDVBQECA1fUQm5u5CsHXXr58iaioKERej0FOXi7KeHiiSXCjUvtv+fz5c1y5cgXXrl6HVqOFb/lyaBzSGHXq1LHoZREMwXEcYmNjceXKFdy+dQ8sy6FylYpo3LgRqlevbnWjH4rCsizu3buHyKjLiH32EAzDoKp/TTQMbgR/f3+rL3jeptVqcevWLURFXULyi6cQiyWoUjUQDRs2hK+vr9DpmZ1KpcL169dxNSoCaWlJkMlsUat2MIKCggyaJIfu74VHhSAhhBCzMnchSAghpOSh67rwStejLkIIIYQQQgghVAgSQgghhBBCSGlDhSAhhBBCCCGElDJUCBJCCCGEEEJIKWMR04O9ns9GqVQKnAkhhBBjvb6W6zNXGbUDhBBiXQxpCwi/LKIQzMzMBPBqYVxCCCHWITMzE87OzsXeF6B2gBBCrI0+bQHhl0UsH8GyLBISEuDo6GjwGjZKpRJ+fn6Ii4ujKWpB5+NtdD7+h85FfnQ+8uPjfHAch8zMTJQtW7bY67RRO8A/Oh/50fnIj85HfnQ+8hOqLSD8sogeQZFIxNvCnU5OTvQL/B90PvKj8/E/dC7yo/ORn7HnQ9+nv9QOmA6dj/zofORH5yM/Oh/5mbstIPyi8psQQgghhBBCShkqBAkhhBBCCCGklCk1haCNjQ1mz54NGxsboVMpEeh85Efn43/oXORH5yM/Sz4flpy7KdD5yI/OR350PvKj85EfnQ/rYBGTxRBCCCGEEEII4U+p6REkhBBCCCGEEPIKFYKEEEIIIYQQUspQIUgIIYQQQgghpQwVgoQQQgghhBBSylAhSAghhBBCCCGljFUVgqtXr0alSpUgl8sRFBSEs2fPFrr/mTNnEBQUBLlcDn9/f6xdu9ZMmZqHPudj7969aNeuHTw9PeHk5ISQkBAcPXrUjNmalr4/G6+dP38eEokEgYGBpk3QzPQ9HyqVCtOnT0eFChVgY2ODypUrY9OmTWbK1vT0PR9btmxBQEAA7Ozs4OPjg88//xypqalmyta0wsPD8dFHH6Fs2bJgGAZ///13kceUpGsptQP5UTuQH7UF+VFbkB+1Ba9YejtA9MBZie3bt3NSqZRbv349d46fJSAAAAbsSURBVPv2bW7s2LGcvb099/Tp0/fu//jxY87Ozo4bO3Ysd/v2bW79+vWcVCrldu/ebebMTUPf8zF27Fjuhx9+4C5fvszdv3+fmzp1KieVSrmrV6+aOXP+6XsuXsvIyOD8/f259u3bcwEBAeZJ1gwMOR/dunXjGjduzIWFhXGxsbHcpUuXuPPnz5sxa9PR93ycPXuWE4lE3M8//8w9fvyYO3v2LFe7dm2ue/fuZs7cNA4fPsxNnz6d27NnDweA27dvX6H7l6RrKbUD+VE7kB+1BflRW5AftQX/Y8ntANGP1RSCjRo14kaMGJHvsxo1anBTpkx57/6TJ0/matSoke+z4cOHc02aNDFZjuak7/l4n1q1anFz587lOzWzM/Rc9OvXj5sxYwY3e/Zsq2r89T0f//77L+fs7MylpqaaIz2z0/d8/Pjjj5y/v3++z1asWMH5+vqaLEehFOcGoCRdS6kdyI/agfyoLciP2oL8qC14P0trB4h+rGJoqFqtRlRUFNq3b5/v8/bt2+PChQvvPSYiIuKd/Tt06IDIyEhoNBqT5WoOhpyPt7Esi8zMTLi5uZkiRbMx9Fz89ttvePToEWbPnm3qFM3KkPOxf/9+BAcHY8mSJShXrhyqVauGiRMnIjc31xwpm5Qh56Np06aIj4/H4cOHwXEcXrx4gd27d6NLly7mSLnEKSnXUmoH8qN2ID9qC/KjtiA/aguMY83XUmsnEToBPqSkpECn08Hb2zvf597e3khKSnrvMUlJSe/dX6vVIiUlBT4+PibL19QMOR9vW7ZsGbKzs9G3b19TpGg2hpyLBw8eYMqUKTh79iwkEqv4FXnDkPPx+PFjnDt3DnK5HPv27UNKSgpGjhyJtLQ0i383xJDz0bRpU2zZsgX9+vVDXl4etFotunXrhpUrV5oj5RKnpFxLqR3Ij9qB/KgtyI/agvyoLTCONV9LrZ1V9Ai+xjBMvv/mOO6dz4ra/32fWyp9z8dr27Ztw5w5c7Bjxw54eXmZKj2zKu650Ol06N+/P+bOnYtq1aqZKz2z0+dng2VZMAyDLVu2oFGjRujcuTOWL1+OzZs3W8WTYEC/83H79m2MGTMGs2bNQlRUFI4cOYLY2FiMGDHCHKmWSCXpWkrtQH7UDuRHbUF+1BbkR22B4az9WmqtrOIRl4eHB8Ri8TtPbZKTk995QvFamTJl3ru/RCKBu7u7yXI1B0POx2s7duzA0KFDsWvXLrRt29aUaZqFvuciMzMTkZGRiI6OxujRowG8avw4joNEIsGxY8fQpk0bs+RuCob8bPj4+KBcuXJwdnZ+81nNmjXBcRzi4+NRtWpVk+ZsSoacj8WLF6NZs2aYNGkSAKBevXqwt7dH8+bNsWDBglL35LOkXEupHciP2oH8qC3Ij9qC/KgtMI41X0utnVX0CMpkMgQFBSEsLCzf52FhYWjatOl7jwkJCXln/2PHjiE4OBhSqdRkuZqDIecDePUEeMiQIdi6davVjHHX91w4OTnhxo0biImJebONGDEC1atXR0xMDBo3bmyu1E3CkJ+NZs2aISEhAVlZWW8+u3//PkQiEXx9fU2ar6kZcj5ycnIgEuW/dIrFYgD/ewJampSUaym1A/lRO5AftQX5UVuQH7UFxrHma6nVM+fMNKb0etrfjRs3crdv3+bGjRvH2dvbc0+ePOE4juOmTJnCDRo06M3+r6e6/fbbb7nbt29zGzdutKqpbvU9H1u3buUkEgm3atUqLjEx8c2WkZEh1Ffgjb7n4m3WNlOcvucjMzOT8/X15Xr37s3dunWLO3PmDFe1alVu2LBhQn0FXul7Pn777TdOIpFwq1ev5h49esSdO3eOCw4O5ho1aiTUV+BVZmYmFx0dzUVHR3MAuOXLl3PR0dFvplAvyddSagfyo3YgP2oL8qO2ID9qC/7HktsBoh+rKQQ5juNWrVrFVahQgZPJZFyDBg24M2fOvPmzzz77jGvZsmW+/U+fPs3Vr1+fk8lkXMWKFbk1a9aYOWPT0ud8tGzZkgPwzvbZZ5+ZP3ET0Pdn47+srfHnOP3Px507d7i2bdtytra2nK+vLzd+/HguJyfHzFmbjr7nY8WKFVytWrU4W1tbzsfHhxswYAAXHx9v5qxN49SpU4VeC0r6tZTagfyoHciP2oL8qC3Ij9qCVyy9HSDFx3BcKeu/JoQQQgghhJBSzireESSEEEIIIYQQUnxUCBJCCCGEEEJIKUOFICGEEEIIIYSUMlQIEkIIIYQQQkgpQ4UgIYQQQgghhJQyVAgSQgghhBBCSClDhSAhhBBCCCGElDJUCBJCCCGEEEJIKUOFICGEEEIIIYSUMlQIEkIIIYQQQkgpQ4UgIYQQQgghhJQy/weBZ7MahR6fkwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 800x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Helper function to estimate spatial patterns from\n",
    "# learned weights via regression approach\n",
    "def compute_spatial_pattern_from_weight(\n",
    "    X_xr, W_xr, sample_name=\"time\", feature_name=\"channel\"\n",
    "):\n",
    "    # Bring to standard order\n",
    "    X_xr = X_xr.transpose(sample_name, feature_name)\n",
    "    W_xr = W_xr.transpose(feature_name, ...)\n",
    "\n",
    "    # Work with numpy arrays from now on\n",
    "    N = len(X_xr[sample_name])\n",
    "    X = X_xr.data\n",
    "    W = W_xr.data\n",
    "    # Covariance matrix for X\n",
    "    C = (X.T @ X) / (N - 1)\n",
    "    # Covariance matrix for reconstructed sources\n",
    "    Cs = W.T @ C @ W\n",
    "    # Estimated spattial pattern\n",
    "    A = C @ W @ sp.linalg.pinv(Cs)\n",
    "\n",
    "    # Bring to DataArray format\\\n",
    "    A = xr.DataArray(A, dims=W_xr.dims, coords=W_xr.coords)\n",
    "\n",
    "    return A\n",
    "\n",
    "\n",
    "# Compute spatial patterns from learned weights for ssCCA\n",
    "Ax_sscca = compute_spatial_pattern_from_weight(x_test, sscca.Wx)\n",
    "Ay_sscca = compute_spatial_pattern_from_weight(y_test, sscca.Wy)\n",
    "\n",
    "# Normalize\n",
    "Ax_sscca /= Ax_sscca.max()\n",
    "Ay_sscca /= Ay_sscca.max()\n",
    "\n",
    "# Plot original mixing patterns\n",
    "sim.plot_mixing_patterns(title=\"Original Mixing Patterns\")\n",
    "# Plot estimated spatial patterns\n",
    "sim.plot_mixing_patterns(\n",
    "    Ax=Ax_sscca.values,\n",
    "    Ay=Ay_sscca.values,\n",
    "    title=\"Reconstructed Spatial Patterns (ssCCA))\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "32",
   "metadata": {},
   "source": [
    "#### Additional Functionalities\n",
    "\n",
    "Apart from the functionalities already covered for the regularized and standard CCA implementations, there are few addtional features that are worth mentioning. Given their usage are rather straightforward, we leave the exploration to the curious reader."
   ]
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   "source": [
    "##### Multiple Components\n",
    "\n",
    "So far we just covered the one-unit algorithms, i.e. we extracted only one component/source. As mentioned above, all these methods can be used to extract several components by changing the value of the `N_component` parameter. That value cannot be bigger than the minimum between the number of X and Y features. The way these extra components are extracted is by following a deflation approach, where at each iteration the contribution from the previous component is removed from the input matrix entering the decomposition."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (channel: 28, CCA_Y: 10)&gt; Size: 2kB\n",
       "0.009316 -0.04114 0.3194 -0.1812 -0.2955 ... -0.5022 -0.1405 -0.474 0.02501\n",
       "Coordinates:\n",
       "  * channel  (channel) &lt;U3 336B &#x27;Y1&#x27; &#x27;Y2&#x27; &#x27;Y3&#x27; &#x27;Y4&#x27; ... &#x27;Y25&#x27; &#x27;Y26&#x27; &#x27;Y27&#x27; &#x27;Y28&#x27;\n",
       "  * CCA_Y    (CCA_Y) &lt;U4 160B &#x27;Sy1&#x27; &#x27;Sy2&#x27; &#x27;Sy3&#x27; &#x27;Sy4&#x27; ... &#x27;Sy8&#x27; &#x27;Sy9&#x27; &#x27;Sy10&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>channel</span>: 28</li><li><span class='xr-has-index'>CCA_Y</span>: 10</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-354df6e5-4f48-4b9c-9073-da28d7fbfb85' class='xr-array-in' type='checkbox' ><label for='section-354df6e5-4f48-4b9c-9073-da28d7fbfb85' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.009316 -0.04114 0.3194 -0.1812 ... -0.5022 -0.1405 -0.474 0.02501</span></div><div class='xr-array-data'><pre>array([[ 0.00931589, -0.04113923, ..., -0.50317699,  0.11467018],\n",
       "       [ 0.03938705,  0.22940987, ..., -0.1144344 , -0.03398766],\n",
       "       ...,\n",
       "       [-0.00643135,  0.41473874, ...,  0.00856329,  0.04878146],\n",
       "       [ 0.29187922, -0.04458536, ..., -0.47404167,  0.02500856]],\n",
       "      shape=(28, 10))</pre></div></div></li><li class='xr-section-item'><input id='section-d57ac633-56df-4f55-8f38-73efb9f0a86e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d57ac633-56df-4f55-8f38-73efb9f0a86e' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Y1&#x27; &#x27;Y2&#x27; &#x27;Y3&#x27; ... &#x27;Y27&#x27; &#x27;Y28&#x27;</div><input id='attrs-52ba14bb-2d58-468d-9fca-78edc0cf3ee9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-52ba14bb-2d58-468d-9fca-78edc0cf3ee9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45e7d686-2d0b-4e27-9025-fb912d851467' class='xr-var-data-in' type='checkbox'><label for='data-45e7d686-2d0b-4e27-9025-fb912d851467' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Y1&#x27;, &#x27;Y2&#x27;, &#x27;Y3&#x27;, &#x27;Y4&#x27;, &#x27;Y5&#x27;, &#x27;Y6&#x27;, &#x27;Y7&#x27;, &#x27;Y8&#x27;, &#x27;Y9&#x27;, &#x27;Y10&#x27;, &#x27;Y11&#x27;,\n",
       "       &#x27;Y12&#x27;, &#x27;Y13&#x27;, &#x27;Y14&#x27;, &#x27;Y15&#x27;, &#x27;Y16&#x27;, &#x27;Y17&#x27;, &#x27;Y18&#x27;, &#x27;Y19&#x27;, &#x27;Y20&#x27;, &#x27;Y21&#x27;,\n",
       "       &#x27;Y22&#x27;, &#x27;Y23&#x27;, &#x27;Y24&#x27;, &#x27;Y25&#x27;, &#x27;Y26&#x27;, &#x27;Y27&#x27;, &#x27;Y28&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>CCA_Y</span></div><div class='xr-var-dims'>(CCA_Y)</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Sy1&#x27; &#x27;Sy2&#x27; &#x27;Sy3&#x27; ... &#x27;Sy9&#x27; &#x27;Sy10&#x27;</div><input id='attrs-32fb936b-9d3d-4c9b-8ca5-03ab814bc9e7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-32fb936b-9d3d-4c9b-8ca5-03ab814bc9e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f50e1d34-1b61-468b-aaa2-d392f2d87c9d' class='xr-var-data-in' type='checkbox'><label for='data-f50e1d34-1b61-468b-aaa2-d392f2d87c9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sy1&#x27;, &#x27;Sy2&#x27;, &#x27;Sy3&#x27;, &#x27;Sy4&#x27;, &#x27;Sy5&#x27;, &#x27;Sy6&#x27;, &#x27;Sy7&#x27;, &#x27;Sy8&#x27;, &#x27;Sy9&#x27;, &#x27;Sy10&#x27;],\n",
       "      dtype=&#x27;&lt;U4&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5b95d7ee-9ef4-467d-9b8c-0eff5908b6ea' class='xr-section-summary-in' type='checkbox'  ><label for='section-5b95d7ee-9ef4-467d-9b8c-0eff5908b6ea' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-211b3e69-04b6-48c8-847c-4524ae9e66e1' class='xr-index-data-in' type='checkbox'/><label for='index-211b3e69-04b6-48c8-847c-4524ae9e66e1' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Y1&#x27;, &#x27;Y2&#x27;, &#x27;Y3&#x27;, &#x27;Y4&#x27;, &#x27;Y5&#x27;, &#x27;Y6&#x27;, &#x27;Y7&#x27;, &#x27;Y8&#x27;, &#x27;Y9&#x27;, &#x27;Y10&#x27;, &#x27;Y11&#x27;,\n",
       "       &#x27;Y12&#x27;, &#x27;Y13&#x27;, &#x27;Y14&#x27;, &#x27;Y15&#x27;, &#x27;Y16&#x27;, &#x27;Y17&#x27;, &#x27;Y18&#x27;, &#x27;Y19&#x27;, &#x27;Y20&#x27;, &#x27;Y21&#x27;,\n",
       "       &#x27;Y22&#x27;, &#x27;Y23&#x27;, &#x27;Y24&#x27;, &#x27;Y25&#x27;, &#x27;Y26&#x27;, &#x27;Y27&#x27;, &#x27;Y28&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>CCA_Y</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e5153c9a-68aa-4e6e-b446-8e6bcb6599f0' class='xr-index-data-in' type='checkbox'/><label for='index-e5153c9a-68aa-4e6e-b446-8e6bcb6599f0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sy1&#x27;, &#x27;Sy2&#x27;, &#x27;Sy3&#x27;, &#x27;Sy4&#x27;, &#x27;Sy5&#x27;, &#x27;Sy6&#x27;, &#x27;Sy7&#x27;, &#x27;Sy8&#x27;, &#x27;Sy9&#x27;, &#x27;Sy10&#x27;], dtype=&#x27;object&#x27;, name=&#x27;CCA_Y&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0b132f00-d2c5-404d-b0e7-67ab3e96c7d1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0b132f00-d2c5-404d-b0e7-67ab3e96c7d1' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (channel: 28, CCA_Y: 10)> Size: 2kB\n",
       "0.009316 -0.04114 0.3194 -0.1812 -0.2955 ... -0.5022 -0.1405 -0.474 0.02501\n",
       "Coordinates:\n",
       "  * channel  (channel) <U3 336B 'Y1' 'Y2' 'Y3' 'Y4' ... 'Y25' 'Y26' 'Y27' 'Y28'\n",
       "  * CCA_Y    (CCA_Y) <U4 160B 'Sy1' 'Sy2' 'Sy3' 'Sy4' ... 'Sy8' 'Sy9' 'Sy10'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Example case of multiple components CCA\n",
    "cca_multiple_comp = CCA(N_components=10)\n",
    "cca_multiple_comp.fit(x_power_train, y_train)\n",
    "display(cca_multiple_comp.Wy)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35",
   "metadata": {},
   "source": [
    "##### Partial Least Squares (PLS)\n",
    " \n",
    "PLS is a multimodal source-decomposition algorithm very similar to CCA. The latter maximizes correlation between the projected views, while PLS maximizes covariance. From a practical point of view, PLS can be obtained from CCA by sending the covariance matrices $C_x$ and $C_y$ to the identity matrices in the cost function. Therefore, both algorithms coincide when the input datasets are whitened. \n",
    "\n",
    "Within Cedalion, we can use these methods via the classes `PLS`, and `SparsePLS` [[Witten et al. 2009](https://academic.oup.com/biostatistics/article-lookup/doi/10.1093/biostatistics/kxp008)]. The Ridge version of PLS simply does not exist, because PLS itself can be understood as an extreme case of RidgeCCA where $\\lambda_2 \\to \\infty$. Internally, the classes are obtained from `ElasticNetCCA` with the extra parameter `pls=True`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "36",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.080640Z",
     "iopub.status.busy": "2026-01-13T10:35:40.080564Z",
     "iopub.status.idle": "2026-01-13T10:35:40.094074Z",
     "shell.execute_reply": "2026-01-13T10:35:40.093854Z"
    }
   },
   "outputs": [],
   "source": [
    "from cedalion.sigdecomp.multimodal.cca import PLS, SparsePLS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "37",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.095474Z",
     "iopub.status.busy": "2026-01-13T10:35:40.095403Z",
     "iopub.status.idle": "2026-01-13T10:35:40.108066Z",
     "shell.execute_reply": "2026-01-13T10:35:40.107863Z"
    }
   },
   "outputs": [],
   "source": [
    "# Example initialization of PLS and SparsePLS models\n",
    "pls = PLS(N_components=1, max_iter=1000, tol=1e-6, scale=True)\n",
    "sparse_pls = SparsePLS(N_components=1, l1_reg=[0.1, 0.01])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38",
   "metadata": {},
   "source": [
    "### Temporally Embedded CCA (tCCA)\n",
    "\n",
    "The methods covered so far assume modalities correlate instantaneously, which is certainly not the case in fNIRS-EEG fusion, for instance, where the common underlying sources are time-shifted due to hemodynamic delays. Temporally embedded CCA (tCCA) [[Biessmann et al., 2010](https://link.springer.com/article/10.1007/s10994-009-5153-3)] captures such temporal offsets. While effective, the idea is rather simple: assuming $y$ is the ”delayed” modality, $x$ is time-embedded by concatenating time-shifted copies along the feature dimension, leading to a time-embedded dataset $\\tilde{x}$. The time lags must be preselected, introducing a new parameter to the model. Standard CCA (or any of the variants explored above) is then applied without further modifications on ($\\tilde{x}$, $y$), yielding temporal filters that capture delayed correlations between modalities.\n",
    "\n",
    "All the CCA variants covered above admit a temporally embedded extension, and they are implemented in Cedalion in the `tcca_models` module, which contains the classes `tCCA`, `ElasticNetTCCA`, and `StructuredSparseTCCA`. Analogously to the simultaneuously-coupled models, Sparse tCCA and Ridge tCCA can be obtained from `ElasticNetTCCA` by the right choice of `l1_reg` and `l2_reg` parameters, but in this case they do not have their own classes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "39",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.109459Z",
     "iopub.status.busy": "2026-01-13T10:35:40.109385Z",
     "iopub.status.idle": "2026-01-13T10:35:40.121346Z",
     "shell.execute_reply": "2026-01-13T10:35:40.121158Z"
    }
   },
   "outputs": [],
   "source": [
    "from cedalion.sigdecomp.multimodal.tcca import (\n",
    "    tCCA,\n",
    "    # ElasticNetTCCA,\n",
    "    # StructuredSparseTCCA,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40",
   "metadata": {},
   "source": [
    "In order to show how these models are used, let's build a time-shifted version of the simulated data from above:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "41",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.122697Z",
     "iopub.status.busy": "2026-01-13T10:35:40.122630Z",
     "iopub.status.idle": "2026-01-13T10:35:40.630535Z",
     "shell.execute_reply": "2026-01-13T10:35:40.630210Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Random seed set as 137\n",
      "Simulating sources...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finished\n",
      "SNR: -4.44\n",
      "Time lag between target sources: 2 s\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Use the same configuration dictionary as before but with a non-zero time lag\n",
    "config_dict[\"dT\"] = 2  # Time lag between target sources (s)\n",
    "\n",
    "# Simulate\n",
    "sim = BimodalToyDataSimulation(config_dict, seed=137, mixing_type=\"structured\")\n",
    "SNR = 20 * np.log10(sim.args.gamma)  # Calculate SNR in dB\n",
    "print(f\"SNR: {SNR:.2f}\")\n",
    "print(\"Time lag between target sources:\", sim.args.dT, \"s\")\n",
    "\n",
    "# Plot target sourcers, channels, and mixing patterns\n",
    "# (add xlim now to see the effect of time lag)\n",
    "sim.plot_targets(xlim=(0, 20))\n",
    "# sim.plot_channels(N=2)\n",
    "# sim.plot_mixing_patterns()\n",
    "\n",
    "# Run small preprocessing step to standardize and\n",
    "# split the data into train and test sets\n",
    "train_test_split = 0.8  # Proportion of data to use for training\n",
    "preprocess_data_dict = sim.preprocess_data(train_test_split)\n",
    "\n",
    "x_train, x_test = preprocess_data_dict[\"x_train\"], preprocess_data_dict[\"x_test\"]\n",
    "\n",
    "x_power_train, x_power_test = (\n",
    "    preprocess_data_dict[\"x_power_train\"],\n",
    "    preprocess_data_dict[\"x_power_test\"],\n",
    ")\n",
    "\n",
    "y_train, y_test = preprocess_data_dict[\"y_train\"], preprocess_data_dict[\"y_test\"]\n",
    "\n",
    "sx, sx_power, sy = (\n",
    "    preprocess_data_dict[\"sx\"],\n",
    "    preprocess_data_dict[\"sx_power\"],\n",
    "    preprocess_data_dict[\"sy\"],\n",
    ")"
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   "cell_type": "markdown",
   "id": "42",
   "metadata": {},
   "source": [
    "These time-embedded classes are built on top of their simultaneuously-coupled counterparts, sharing several attributes and methods. In particular, they accept the same parameters as before, in addition to `time_shifts` and `shift_source`. \n",
    "\n",
    "The former must be a `Numpy` array, containing the time-lags to be applied to the $x$ modality. These lags should be non-negative float numbers within the time domain of the data. Because of the latter, a validation/consistency check of this array is carried only after fitting the model. During that validation, a time-lag $= 0$ component would be added to `time_shift` if not present already (zero-lag $x$ copy), and the resulting array is sorted in ascending order.\n",
    "\n",
    "If the `shift_source` parameter is set to `True`, the reconstructed source $s_x$, obtained after transforming the data, is shifted by an `optimal_shift`, so it is temporally aligned with the reconstructed source $s_y$. This optimal shift attribute is estimated right after training by looking for the time-shifted x that produces the biggest correlation between reconstructed sources $s_x$ and $s_y$. Note that the `optimal_shift` attribute is available even when `shift_source=False`, so one can apply the shift a posteri if desired. It is worth clarifying that this shift is only estimated using the (train) data used during fitting."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "43",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.632554Z",
     "iopub.status.busy": "2026-01-13T10:35:40.632293Z",
     "iopub.status.idle": "2026-01-13T10:35:40.647582Z",
     "shell.execute_reply": "2026-01-13T10:35:40.647190Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time shifts: [0 1 2 3 4]\n",
      "True time lag between target sources: 2 s\n"
     ]
    }
   ],
   "source": [
    "# Temporal embedding parameters\n",
    "dt = 1\n",
    "N_lags = 5\n",
    "time_shifts = np.arange(0, dt * N_lags, dt)\n",
    "print(f\"Time shifts: {time_shifts}\")\n",
    "print(\"True time lag between target sources:\", sim.args.dT, \"s\")\n",
    "\n",
    "# Initialize tCCA model\n",
    "tcca = tCCA(\n",
    "    N_components=1,\n",
    "    max_iter=1000,\n",
    "    tol=1e-6,\n",
    "    scale=True,\n",
    "    time_shifts=time_shifts,\n",
    "    shift_source=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44",
   "metadata": {},
   "source": [
    "Fitting works in the same way as before, except that `sample_name` is assumed always to be `time`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "45",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.648531Z",
     "iopub.status.busy": "2026-01-13T10:35:40.648447Z",
     "iopub.status.idle": "2026-01-13T10:35:40.700402Z",
     "shell.execute_reply": "2026-01-13T10:35:40.699350Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Estimated time lag between target sources during training: 2.0 s\n"
     ]
    },
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       "  * time_shift  (time_shift) int64 40B 0 1 2 3 4\n",
       "  * channel     (channel) &lt;U3 384B &#x27;X1&#x27; &#x27;X2&#x27; &#x27;X3&#x27; &#x27;X4&#x27; ... &#x27;X30&#x27; &#x27;X31&#x27; &#x27;X32&#x27;\n",
       "  * tCCA_X      (tCCA_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time_shift</span>: 5</li><li><span class='xr-has-index'>channel</span>: 32</li><li><span class='xr-has-index'>tCCA_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-7af4e0ea-bfc0-4c06-b4dd-8b15cd9bb226' class='xr-array-in' type='checkbox' ><label for='section-7af4e0ea-bfc0-4c06-b4dd-8b15cd9bb226' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.00386 0.002902 0.01951 -0.01833 ... 0.03439 0.01409 0.003379 0.05622</span></div><div class='xr-array-data'><pre>array([[[ 0.00386003],\n",
       "        [ 0.00290212],\n",
       "        ...,\n",
       "        [-0.01480134],\n",
       "        [ 0.00961872]],\n",
       "\n",
       "       [[ 0.04110602],\n",
       "        [ 0.02400644],\n",
       "        ...,\n",
       "        [-0.0045423 ],\n",
       "        [-0.02640796]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[ 0.01769953],\n",
       "        [-0.08457692],\n",
       "        ...,\n",
       "        [ 0.03177347],\n",
       "        [-0.01418439]],\n",
       "\n",
       "       [[-0.03372323],\n",
       "        [-0.0368375 ],\n",
       "        ...,\n",
       "        [ 0.00337912],\n",
       "        [ 0.05622311]]], shape=(5, 32, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-95b3787d-5dc9-44ea-a286-57543979d71b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-95b3787d-5dc9-44ea-a286-57543979d71b' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time_shift</span></div><div class='xr-var-dims'>(time_shift)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4</div><input id='attrs-8dfe7398-7c4f-4182-a470-5b6e4ba39b9a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8dfe7398-7c4f-4182-a470-5b6e4ba39b9a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9789b389-7833-4c2e-913b-f6e9254b373d' class='xr-var-data-in' type='checkbox'><label for='data-9789b389-7833-4c2e-913b-f6e9254b373d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3, 4])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;X1&#x27; &#x27;X2&#x27; &#x27;X3&#x27; ... &#x27;X31&#x27; &#x27;X32&#x27;</div><input id='attrs-60f83f6f-6f50-4a39-aff3-8e81eeb2236a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-60f83f6f-6f50-4a39-aff3-8e81eeb2236a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-220f901e-2cd8-49a4-b8fb-c111f0d8f06e' class='xr-var-data-in' type='checkbox'><label for='data-220f901e-2cd8-49a4-b8fb-c111f0d8f06e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>tCCA_X</span></div><div class='xr-var-dims'>(tCCA_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-a8e38ef5-3cdc-4471-9502-058d679ba740' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a8e38ef5-3cdc-4471-9502-058d679ba740' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-065e44b1-bb96-4943-a2ed-f6b0a3e0f3a8' class='xr-var-data-in' type='checkbox'><label for='data-065e44b1-bb96-4943-a2ed-f6b0a3e0f3a8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-814858c4-6ad6-4dee-bc9b-f1882caf435c' class='xr-section-summary-in' type='checkbox'  ><label for='section-814858c4-6ad6-4dee-bc9b-f1882caf435c' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time_shift</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-cf19edb9-9985-421a-859b-f5c7305f5ca1' class='xr-index-data-in' type='checkbox'/><label for='index-cf19edb9-9985-421a-859b-f5c7305f5ca1' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0, 1, 2, 3, 4], dtype=&#x27;int64&#x27;, name=&#x27;time_shift&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9f554b1b-2116-4341-a400-ae51c963a903' class='xr-index-data-in' type='checkbox'/><label for='index-9f554b1b-2116-4341-a400-ae51c963a903' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>tCCA_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-bf934a48-3a80-4911-9ec1-30e145e624a4' class='xr-index-data-in' type='checkbox'/><label for='index-bf934a48-3a80-4911-9ec1-30e145e624a4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;tCCA_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-058faf4b-a5d2-4c4a-adff-745a21c5594e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-058faf4b-a5d2-4c4a-adff-745a21c5594e' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time_shift: 5, channel: 32, tCCA_X: 1)> Size: 1kB\n",
       "0.00386 0.002902 0.01951 -0.01833 -0.0143 ... 0.03439 0.01409 0.003379 0.05622\n",
       "Coordinates:\n",
       "  * time_shift  (time_shift) int64 40B 0 1 2 3 4\n",
       "  * channel     (channel) <U3 384B 'X1' 'X2' 'X3' 'X4' ... 'X30' 'X31' 'X32'\n",
       "  * tCCA_X      (tCCA_X) <U3 12B 'Sx1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Fit model\n",
    "tcca.fit(x_power_train, y_train, featureX_name=\"channel\", featureY_name=\"channel\")\n",
    "\n",
    "# At this point we have an estimate for the time lag between target sources\n",
    "print(\n",
    "    f\"Estimated time lag between target sources \"\n",
    "    f\"during training: {tcca.optimal_shift[0]} s\"\n",
    ")\n",
    "display(tcca.Wx)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46",
   "metadata": {},
   "source": [
    "The learned weights `Wx` now have an extra `time_shift` dimension, where each component contains the filters applied to the copy of $x$ shifted by that particular time-lag. `Wy` remains with the same shape as previous models."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "47",
   "metadata": {},
   "source": [
    "Data transformation is also applied in the same manner, but in this case, if `shift_sources=True`, the reconstructed sources are truncated by removing the last `optimal shift` seconds, containing null values introduced by the zero-padding used during shifting."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "48",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.704689Z",
     "iopub.status.busy": "2026-01-13T10:35:40.704569Z",
     "iopub.status.idle": "2026-01-13T10:35:40.770212Z",
     "shell.execute_reply": "2026-01-13T10:35:40.769964Z"
    }
   },
   "outputs": [
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       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
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       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
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       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
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       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
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       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 580, tCCA_X: 1)&gt; Size: 5kB\n",
       "2.014 0.707 0.3418 0.8845 -0.2528 ... -0.06712 -0.4116 0.5565 0.4488 0.2566\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * tCCA_X   (tCCA_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 580</li><li><span class='xr-has-index'>tCCA_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-3bcbcd70-23ae-405e-8147-3234999fec4a' class='xr-array-in' type='checkbox' ><label for='section-3bcbcd70-23ae-405e-8147-3234999fec4a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2.014 0.707 0.3418 0.8845 -0.2528 ... -0.4116 0.5565 0.4488 0.2566</span></div><div class='xr-array-data'><pre>array([[2.01418063],\n",
       "       [0.70703304],\n",
       "       ...,\n",
       "       [0.44882303],\n",
       "       [0.25655835]], shape=(580, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-c35e5ba4-cbd5-409a-a41e-ab86a1a00ca9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c35e5ba4-cbd5-409a-a41e-ab86a1a00ca9' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 297.9 298.0</div><input id='attrs-2983f7a4-65fd-405d-859d-b8d5e5c16205' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2983f7a4-65fd-405d-859d-b8d5e5c16205' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c679b6a-3403-4e18-b7bd-a52fd7caf9e1' class='xr-var-data-in' type='checkbox'><label for='data-6c679b6a-3403-4e18-b7bd-a52fd7caf9e1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 297.799266, 297.8993  ,\n",
       "       297.999333], shape=(580,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>tCCA_X</span></div><div class='xr-var-dims'>(tCCA_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-eb812466-4254-42b9-8d65-83047abf0615' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eb812466-4254-42b9-8d65-83047abf0615' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82f80712-1ef8-458c-8dba-b020f37cde7d' class='xr-var-data-in' type='checkbox'><label for='data-82f80712-1ef8-458c-8dba-b020f37cde7d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a64b56b3-8c1a-4428-9147-31c65e332ef8' class='xr-section-summary-in' type='checkbox'  ><label for='section-a64b56b3-8c1a-4428-9147-31c65e332ef8' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-36eb50bd-1d73-4b0c-9da2-8ae5f5df66f6' class='xr-index-data-in' type='checkbox'/><label for='index-36eb50bd-1d73-4b0c-9da2-8ae5f5df66f6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "        297.0990330110037, 297.19906635545186,     297.2990996999,\n",
       "        297.3991330443481, 297.49916638879625,  297.5991997332444,\n",
       "       297.69923307769255,  297.7992664221407, 297.89929976658885,\n",
       "         297.999333111037],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=580))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>tCCA_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-58332f02-a4ab-4ead-a004-dd9080ecf25a' class='xr-index-data-in' type='checkbox'/><label for='index-58332f02-a4ab-4ead-a004-dd9080ecf25a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;tCCA_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-956288c3-4073-4a9d-b401-aca0e26f7187' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-956288c3-4073-4a9d-b401-aca0e26f7187' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 580, tCCA_X: 1)> Size: 5kB\n",
       "2.014 0.707 0.3418 0.8845 -0.2528 ... -0.06712 -0.4116 0.5565 0.4488 0.2566\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * tCCA_X   (tCCA_X) <U3 12B 'Sx1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (source: 1, time: 600)&gt; Size: 5kB\n",
       "0.8019 0.3854 -0.06178 -0.4672 -0.7737 -0.9842 ... 1.732 2.067 2.226 2.188 1.977\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * source   (source) &lt;U2 8B &#x27;S1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>source</span>: 1</li><li><span class='xr-has-index'>time</span>: 600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-95a369a4-97c6-4deb-8d04-c447333aa274' class='xr-array-in' type='checkbox' ><label for='section-95a369a4-97c6-4deb-8d04-c447333aa274' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.8019 0.3854 -0.06178 -0.4672 -0.7737 ... 2.067 2.226 2.188 1.977</span></div><div class='xr-array-data'><pre>array([[0.80191996, 0.38543529, ..., 2.18835805, 1.97710058]],\n",
       "      shape=(1, 600))</pre></div></div></li><li class='xr-section-item'><input id='section-873a3484-cd4b-4d03-a364-f8f158817694' class='xr-section-summary-in' type='checkbox'  checked><label for='section-873a3484-cd4b-4d03-a364-f8f158817694' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 299.9 300.0</div><input id='attrs-56ff0259-edb8-465e-973c-c908f9c18e78' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-56ff0259-edb8-465e-973c-c908f9c18e78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b028301a-3863-4da8-8297-e76c58ec8a84' class='xr-var-data-in' type='checkbox'><label for='data-b028301a-3863-4da8-8297-e76c58ec8a84' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 299.799933, 299.899967,\n",
       "       300.      ], shape=(600,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>source</span></div><div class='xr-var-dims'>(source)</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27;</div><input id='attrs-ef3128c7-8621-4146-b87f-9f561267a166' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ef3128c7-8621-4146-b87f-9f561267a166' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-deb9f2b6-7af2-45d4-a1eb-912a8e8f36f8' class='xr-var-data-in' type='checkbox'><label for='data-deb9f2b6-7af2-45d4-a1eb-912a8e8f36f8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1&#x27;], dtype=&#x27;&lt;U2&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6a16c2ca-6d9b-44ce-af05-6fc19e4c2ee9' class='xr-section-summary-in' type='checkbox'  ><label for='section-6a16c2ca-6d9b-44ce-af05-6fc19e4c2ee9' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-4bed9b83-2e6f-43f1-9ffc-0be3421fe0bf' class='xr-index-data-in' type='checkbox'/><label for='index-4bed9b83-2e6f-43f1-9ffc-0be3421fe0bf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "       299.09969989996665,  299.1997332444148, 299.29976658886295,\n",
       "        299.3997999333111, 299.49983327775925,  299.5998666222074,\n",
       "       299.69989996665555,  299.7999333111037, 299.89996665555185,\n",
       "                    300.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=600))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>source</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-15952acf-6a14-4d8a-b059-0a52ec39edbb' class='xr-index-data-in' type='checkbox'/><label for='index-15952acf-6a14-4d8a-b059-0a52ec39edbb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;source&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f65328f6-cbfb-46ed-a2d8-687107821fb0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f65328f6-cbfb-46ed-a2d8-687107821fb0' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (source: 1, time: 600)> Size: 5kB\n",
       "0.8019 0.3854 -0.06178 -0.4672 -0.7737 -0.9842 ... 1.732 2.067 2.226 2.188 1.977\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * source   (source) <U2 8B 'S1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Transform data\n",
    "sx_power_tcca, sy_tcca = tcca.transform(x_power_test, y_test)\n",
    "\n",
    "display(sx_power_tcca, sx_power)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "49",
   "metadata": {},
   "source": [
    "Because of this sample number mismatch with the ground truth sources, we need to truncate the latter before any comparisson:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "50",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.771294Z",
     "iopub.status.busy": "2026-01-13T10:35:40.771142Z",
     "iopub.status.idle": "2026-01-13T10:35:40.807686Z",
     "shell.execute_reply": "2026-01-13T10:35:40.807357Z"
    }
   },
   "outputs": [],
   "source": [
    "# Normalize\n",
    "sx_power_tcca = standardize(sx_power_tcca).T[0]\n",
    "sy_tcca = standardize(sy_tcca).T[0]\n",
    "\n",
    "# Truncate ground truth sources to match the reconstructed sources\n",
    "if len(sx_power_tcca) < len(sx_power.time):\n",
    "    sx_power_trunc = sx_power[0, : len(sx_power_tcca)]\n",
    "if len(sy_tcca) < len(sy.time):\n",
    "    sy_trunc = sy[0, : len(sy_tcca)]\n",
    "\n",
    "# Calculate correlations. Should be low because sx is shifted!\n",
    "corrxy_tcca = np.corrcoef(sx_power_tcca, sy_tcca)[0, 1]\n",
    "corrx_tcca = np.corrcoef(sx_power_tcca, sx_power_trunc)[0, 1]\n",
    "corry_tcca = np.corrcoef(sy_tcca, sy_trunc)[0, 1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51",
   "metadata": {},
   "source": [
    "We also train a standard CCA method so we can compare and see the importance of capturing the time lags in the data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "52",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.809050Z",
     "iopub.status.busy": "2026-01-13T10:35:40.808948Z",
     "iopub.status.idle": "2026-01-13T10:35:40.837057Z",
     "shell.execute_reply": "2026-01-13T10:35:40.836468Z"
    }
   },
   "outputs": [],
   "source": [
    "# CCA\n",
    "cca = CCA(N_components=1)\n",
    "cca.fit(x_power_train, y_train)\n",
    "sx_cca, sy_cca = cca.transform(x_power_test, y_test)\n",
    "# Normalize\n",
    "sx_cca = standardize(sx_cca).T[0]\n",
    "sy_cca = standardize(sy_cca).T[0]\n",
    "# Calculate correlations for CCA\n",
    "corrxy_cca = np.corrcoef(sx_cca, sy_cca)[0, 1]\n",
    "corrx_cca = np.corrcoef(sx_cca, sx_power)[0, 1]\n",
    "corry_cca = np.corrcoef(sy_cca, sy)[0, 1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "53",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:40.838539Z",
     "iopub.status.busy": "2026-01-13T10:35:40.838456Z",
     "iopub.status.idle": "2026-01-13T10:35:41.297969Z",
     "shell.execute_reply": "2026-01-13T10:35:41.297723Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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1qkqU0vYxMzMrsUwnCIL4r0OiFEEQhBbKEqWEmfX27t2r97FXrFghdjArgmAV9e6774rLCgoKRCsWwXpKH7SJUhkZGezcuXOiKFCnTh2Wk5OjsV/z5s1LvR+CmPTll1+Kyy5duiRa6ty/f7/MtKWmpooj/NquTTieRCLRmIFQEF8AsOXLlxfbb9++fQwAa9q0qcbyhg0bMgAsNTW1zLQxpp8o5efnV6zzKVBeUapXr14MABs3bpxO6dVFlBI63j/88IPW9T/99FOxcz548EC0agoJCSm2z3fffSc+D30Ejps3b4qWd8LH0dGR9ezZk3399dca4pc6Qr7VZhmUmZnJHB0dtXZ2KypK9e3bV+t+O3bsEC1filr1aSMuLo6Zmpoya2trFhUVVWx9QUEBa9myZTErElNT0woL3+qUR5SqaFn36aefMoBbQGpDyPNvv/221rS6urpqiLPqlPUu3rx5U3w/0tLSiq3PzMxkHh4eTCKRsIiICHF5eWffGzVqFAPAzp49q7G8IqJUefN+aXk4Pj5etFxLSkrSWHfu3Dnm7u7O3N3dS7/YIgjPsejAgDqtWrViANi3336r17HVqWxR6pdffmGffPIJu3z5MktMTGRZWVns7NmzrGfPnmLdpK8YTBAE8V+AYkoRBEGUAyGuhYWFRZXuK5CdnY2dO3cC4IFgBaRSKYYPHw5AFW+qPHzxxRdi7BJLS0u0bdsWZ8+exRtvvIETJ05oBIyNjIzEtWvX4OzsjH79+mk9nrBcPVaOEC9q4MCBqF+/fplpOnPmDLKyslCrVi3079+/2PqWLVuiTZs2YIzh6NGjWo8hxCYpuh+AYnGlPDw8AAA7duwoM236MmrUKEilhquCs7OzxWueNWuWQY6Zl5eHQ4cOwcjICGPGjNG6jbbneuTIETDG0KFDBzRq1KjYPu+++y5MTEz0Tk/Tpk0REhKCjz76CC4uLgB43KrDhw9j9uzZqFu3Lj799FMolUpxn4yMDDG+2pQpU4od09zcHBMmTBDTbUjeeecdrcuFfD9u3Dg4ODiUeZxDhw4hNzcX3bt3R82aNYutl0ql6NOnDwDN5+Dh4YGUlJQS34WqoKJlnfBMhJk/izJt2jSN7YoyePDgMs9d0ru4e/duAMCbb76pEQ9QwNzcHF27dgVjDKdPny71HOrcu3cP8+fPx6BBgxAYGIj27dujffv24rO7efOmzscqDUPk/XfffbfYMkdHRzE+X9Eys02bNnj69CmePn2qV1qFmWlLKxeEOic7O1uvY1clkyZNwuLFixEQEAB7e3uYmZmhbdu2OHjwIAYOHAjGGD766CMwxqo7qQRBEC8UNPseQRBEObCyskJKSooYfFnffQGUa1+BPXv2ID09HTVq1EDHjh011o0cORIrVqzAgQMHkJycDDs7O72P7+HhIU5dnZCQgPv370MikaBJkybFprS+ffs2AN6xaN++vdbjCZ2OZ8+eictCQ0MBQOdpuu/fvw8A8Pb2LjEAdaNGjXD+/HlxW3UcHR1hY2NTbLmzszMA3olTZ/r06Th27BgmTJiA5cuXo3v37mjfvr0YkL0i+Pj4VGj/ojx8+BAKhQK2trZo2LChQY55//595OTkwMTEBL169dK6jdC5Un+uwr0v6RqtrKzg7u6O8PBwvdPk6uqK7777Dt999x1CQ0Nx+fJlHD9+HPv27UNKSgqWLFkCU1NTfP755wD4fVEqlWJQcG0Iwpm2PFMRSrp+ffO98H5duHChxPfr+fPnADSfw0cffYQPPvgAb7zxBlq0aIGuXbuiffv26Nixo1aRpTKoaFknPBNfX1+t64Vn9/z5c6SlpcHa2lpjvS7vWUnbCPd99+7dOHfunNZthAkx1O97aSxduhSfffaZhnBalKSkJJ2OVRaGyPt169bVutzZ2RlhYWHFyszyIpfLAXAhvCRyc3MBoMxJRV5EJBIJvvrqK+zevRuPHj3CrVu3NGYYJAiC+K9DohRBEEQ5cHd3R0pKSrk61u7u7gBKnsFOFwQrqOHDhxcb5Q8ICECDBg1w//597NixA5MmTdL7+OPGjdOY3e3u3bvo168fli9fDltbW40ps1NTUwEAaWlpOHv2bKnHVR/lFmausrW11SlNQgdIEJG0IVjQaJuhqSSLiZIslnr37o2DBw9i8eLFuHDhAu7du4cffvgBxsbGGDhwIL7//nvxWepLRazktKHvvdQF4bnm5eWV+VwF0RFQPScnJ6cSt3dxcSnXu6OOj48PfHx88M477yAxMRFvvvkmTpw4gWXLlmH27NkwNTXVSEtJQmZpeaYilPSM9X1WwnOIiooqcbY0AfX3S5jxc/ny5bh69SquXr2Kr7/+GnK5HG+//Ta++eYbrSKtIaloWVfWOy88O4A/v6KilC7vWUnbCPf94cOHePjwYanH0MV659SpU/jkk09gZGSEpUuXol+/fvD09IS5uTkkEgk+++wzLF68uFyzU2rDEHm/rDLTUBY/wsBJcnJyidsI68ozyPIi0KBBA9jb2yMpKQkPHz4kUYogCEINct8jCIIoB23btgUArVO367pvcnIybt26pff+z58/F90tvvvuO41pwoWPMPJdERc+dXx9ffHnn39CKpXiyy+/1BAULC0tAQDt2rUD47EKS/yod04FK4qUlBSd0iCcJy4ursRtBIsRQ1mC9OrVC2fPnkV8fDz27NmDKVOmwNbWFn/99Rf69u1rsA6kOkIHsqQOnzarE33vpS4I99vd3b3M56qeVmG/+Pj4Eo9d2jMsDw4ODvjpp58A8Ptz9+7dYmkp6X6WlWf0eQ66UN58/+mnn5b5DDZs2KCx79tvv40bN24gJiYG27dvx/jx42FsbIy1a9di1KhR5Uq/PlS0rCvrnReeHWC4d77oudeuXVvmfVcX8Eti69atAICPP/4Yc+bMga+vLywsLMT3vSzBsbzpr0jeryoE9+2i7oAC+fn5ePLkica2LyMymQwAvx6CIAhCBYlSBEEQWihpZFlg2LBhAIADBw6IjWVdqVGjhuiGs2rVKr3Ttm3bNhQUFMDU1BQuLi4lfgDg7NmzJTb09aVFixZ48803oVAo8MUXX4jLBdea0NDQUt1SiiK4jly4cEGn7Rs0aCCep6RO1p07dzS2NRT29vbo378/fvzxR4SEhMDGxgbXr1/HlStXxG3KyjO6IlgnlCTqaLPaqF+/PkxMTJCSkoKwsDCdzlNWeuvXrw+ZTIaYmBi9XIqEe3/v3j2t6zMyMvSOOaML6i5KghtQvXr1IJVKkZubW+J7UFKeKe05pKamIiEhoVzp1DffC+9XSEhIuc4HcLfHYcOGYd26dbh48SKkUikOHDiAmJiYch9TFypa1gnPRBAZiyI8OxcXl2JWUhXFEPddHUGQF4S6opQUS6q85UpF8n5V07p1awDApUuXtAr9V69eRW5uLkxMTODv71/FqTMMCQkJoriqLTYcQRDEfxkSpQiCILQgxK0oyS2jS5cuaNOmDRQKBUaPHq3hvqSNX375RcNFQnB/W7t2LQ4dOlTqvtHR0eIoO6CyfpozZw5iY2NL/LRp0wYAsGXLljKuVnfmzJkDgI/6C/FU6tevj8aNGyMpKQmbNm3S+VgDBgwAwONjPXr0qMzt27dvD3Nzc0RFRYnBotW5cuUKzp8/D4lEgm7duumcDn1xcXGBl5cXAP5sBMrKM7oiiCuXL18utu7p06f4999/iy03MzPDG2+8AQD49ttvdTpPWek1NzdH9+7doVQq8eOPP+p0TABiOk6dOqVVTFi3bl2psWO0kZ+fX6prDwAx7o9UKhVj4QhB+gGIllTqZGdnY926dQCA7t27a6wr7TkI+5QHId///vvvOol9vXv3homJCQ4dOoQHDx6U+7wCvr6+otueev6tLCpS1gnP5Oeff9a6vZAviz47QzBw4EAAvPxMTEys8PGE903dukvgyJEjJYpS5S1XKpL3q5pOnTrBzs4OaWlp+Pvvv4ut/+233wDwdFa3VVd5+e6778AYg42NjTi5BkEQBFFIZUzpRxAE8bLTu3dvBoCtXr26xG0eP34sTlEfEBDAgoKCNKYWLygoYKdPn2bdu3dnAFhycrLG/jNmzGAAmImJCVuwYAGLj4/XWB8XF8e+/fZbZm9vL07pHRISIk5V/+DBg1KvYeXKlQwAq1+/vs7XLUyZPX/+/BK3Ea5n8uTJ4rKDBw8yiUTCzM3N2dq1a5lCodDY59GjR2zRokVs586dGssHDhwopvHSpUsa6x48eMC++eYbjWUzZ85kAJi7uzu7du2auPzhw4fM19eXAWDDhg3T2Cc8PFyc2r0khHuqzrBhw9iBAwdYbm6uxvK//vqLGRkZMYlEwh49eiQuv3z5MgPAvLy8WGZmptbzCPc3KCioxLTcvXuXAWDGxsbs4MGD4vLo6GjWoUMHJpPJtD6jy5cvi+vmzp2rkYa8vDy2fft2dvr0aXGZUqlkVlZWDAC7e/eu1rRcv36dmZqaMiMjI7Z06VKWlZWlsT46OpqtWLGi2HvSv39/8b2IiooSlwcFBTEbGxsxnaXdB3WSk5OZtbU1+/jjj9mtW7eYUqnUuI79+/ezmjVrMgCsX79+Gvvu37+fAWAymYxt3bpVXJ6WlsaGDBnCALDatWsXu7ZZs2YxAMzf35/FxsaKyw8fPsysra2ZsbExA8DCw8M19vP09NS6XCA/P58FBAQwAKx169bs3r17Gutv3LjBVq1apTUtXl5exe6ZUqlkFy9eZO+9956YH1NTU9mwYcOKlUn5+fnshx9+YACYhYUFS09P15pGbYwePVqvZ6ZOeco6xhh79uwZs7a2ZgDY9OnTxXexoKCAff311+JzvXnzpta0rl+/vsQ06fIuvvnmmwwAa9asmUZ5wxi/l0FBQWzEiBEsJydHXB4UFMQAsI4dO2ps/8033zAArG7duuzx48fi8kuXLjF3d3cml8tLfK/LKldKut7y5v2y8nBJ9+78+fPM09Oz1LK2JBYvXswAMFdXV3bjxg1x+datW5lUKmUSiYRduHCh2H7Dhg1jnp6e7Pvvvy/zHEK6N2/erFfahPu7cOHCErcJCQlh77//PgsJCdFYnp2dzRYvXsykUikDwJYsWaLXuQmCIP4LkChFEAShhU2bNolCRePGjVnHjh1Zx44d2fXr1zW2u3//PmvcuLG4rb29PWvWrBnz9/dndnZ24vLWrVtrdFwEvvzyS7GDLpVKWYMGDVirVq1YvXr1xEasubm52KGYPXs2A8DatGlT5jUkJCSIxz5//rxO162LKHX8+HEGgMnlchYTEyMu//nnn5mRkREDwKysrFiLFi1YQEAAc3FxEe9DUfEiKSmJtWnTRlxfu3ZtjX2Kdm6ysrJYp06dxO19fX2Zn5+feF4/Pz+WkJCgsU95RSkbGxsGgJmamrLGjRuzli1bMjc3N3HbefPmaWxfUFDA6tevzwAwBwcH1qZNG9axY0eNTrYuHWHGGBs/frx4Hi8vL+bv78+MjY2Zt7c3mzZtWonPaPPmzeIzNzc3Z82bN2c+Pj5ih7dop3XcuHHiswwICBDzuTq7du1i5ubm4nb+/v6sVatWzMPDQ0zj7NmzNfZ59uwZq127ttghbtasGWvQoAEDwHr37s06dOigl8CRkpIingsAs7OzY82aNWN+fn4a71njxo018qTAnDlzxG08PDxYQEAAs7CwEI9VVBBljAslrq6uYh7w9/cXr2nOnDkldtzL6tAzxlhkZCRr2LChmKYGDRqwFi1aiCJ30WegUCjYqFGjxO1dXV1Zq1atmJ+fnygsAmChoaGMMS7iCcssLCyYn58fCwgIYI6OjgwAk0gkbO3atTrde4GKiFKM6V/WCezdu5eZmJiIz6ply5bM2dlZPM6aNWtKTGtFRan09HTWrVs38V7WqlWLtW7dmjVp0oSZmZmJy7Ozs8V9ShKlUlNTWZ06dURxrkmTJmIe8PX1FYW7ou+1LuVKaddbnrxfXlFKuPaiZakuKBQK1qNHD/G5Nm3aVLxfANjSpUtLTYu28vCPP/5gDg4O4kcQki0tLTWWF+XMmTMa601NTcX8qb78yZMn4j7Xr18X0+rk5MRatGjBWrRoIZadANj48eM1BHWCIAiCQ6IUQRBECfzwww+sadOmGp0PbR2Y/Px8tnXrVjZo0CDm4eHB5HI5MzMzY3Xr1mUjR45khw8fLrUh+vjxYzZr1izWvHlzZm9vz4yNjZmDgwN7/fXX2eLFi1l0dDRjjHdOBGuQlStX6nQNffv2ZYCmVVNp6CJKMcZES4+PP/5YY/nt27fZu+++y+rUqcPkcjmzsbFhjRo1Ym+99Rb766+/tI705+XlsZUrV7J27doxGxsbJpfLmZeXFxsyZAjbv3+/1u1/+OEHsXNlZmbGmjRpwhYtWqT1+OUVpfbs2cMmTpzIGjduzOzt7ZmpqSmrW7cuGzhwIDt58qTW49y/f58NGTKEOTs7i0KZeudUV1FKoVCwL7/8ktWtW5eZmJgwd3d39sEHH7Dk5GQ2f/78Up/RnTt32NixY1mtWrWYiYkJc3R0ZC1atGALFiwoJtikp6ezadOmsdq1a4uCgbYOZUREBJs2bRrz9vZmZmZmzNLSkjVs2JANHDiQbdy4sZgVIGNc1HnvvfeYm5sbMzU1ZfXr12dffvkly8vL0/k+qHP//n22YsUK1rt3b9awYUNmZWXFZDIZc3FxYd26dWOrV68uZtWmzv79+1m3bt2YnZ0dMzExYZ6enuy9997T6FgW5dGjR2zo0KHMzs6OmZmZsWbNmokd/4qIUowxlpGRwZYuXcqaN2/OLC0tmbm5Oatfvz4bPXo0O3XqlNZ9Dh48yAYMGMBcXV2ZTCZjzs7OrEWLFuzDDz9kwcHBolVUfn4+27x5M3v77beZt7c3s7GxYWZmZqxBgwZs1KhRGpYoulJRUYox3cu6oty+fZuNHDmSubm5MZlMxpycnNjAgQPZuXPnSk1rRUUpxni5u3XrVta9e3fm6OjIZDIZc3NzY61bt2azZ88uJuqUJEoxxi0L33nnHebo6MhMTEyYl5cXmzFjBktNTS31vS6rXCnrevXN+9UhSjHG8+2KFSuYn58fMzc3ZzY2Nqxz587swIEDJe5TWp21fv16DTG7pE9R1K+jtI/6/UlOTmYLFy5kPXv2ZF5eXszS0pKZmJiwmjVrsiFDhrB//vmnXPeEIAjiv4CEMQPN50oQBEEQBEG8kowZMwYbN25EUFAQAgMDqzs5BEEQBEG8IlCgc4IgCIIgCIIgCIIgCKLKIVGKIAiCIAiCIAiCIAiCqHJIlCIIgiAIgiAIgiAIgiCqHBKlCIIgCIIgCIIgCIIgiCqHAp0TBEEQBEEQBEEQBEEQVQ5ZShEEQRAEQRAEQRAEQRBVDolSBEEQBEEQBEEQBEEQRJVDohRBEARBEARBEARBEARR5ZAoRRAEQRAEQRAEQRAEQVQ5JEoRBEEQBEEQBEEQBEEQVQ6JUgRBEARBEARBEARBEESVQ6IUQRAEQRAEQRAEQRAEUeWQKEUQBEEQBEEQBEEQBEFUOSRKEQRBEARBEARBEARBEFUOiVIEQRAEQRAEQRAEQRBElUOiFEEQBEEQBEEQBEEQBFHlkChFEARBEARBEARBEARBVDkkShEEQRAEQRAEQRAEQRBVDolSBEEQBEEQBEEQBEEQRJVDohRBEARBEARBEARBEARR5ZAoRRAEQRAEQRAEQRAEQVQ5JEoRBEEQBEEQBEEQBEEQVQ6JUgRBEARBEARBEARBEESVQ6IUQRAEQRAEQRAEQRAEUeWQKEUQBEEQBEEQBEEQBEFUOSRKEQRBEARBEARBEARBEFUOiVIEQRAEQejNxYsXMXDgQNSqVQumpqZwcXFBmzZtMHPmTIOdIyIiAhKJBMHBwTptr1QqsXnzZnTt2hWOjo6QyWRwdnZGnz59sH//fiiVSoOlzRCMGTMGtWvXLte+27Ztw4oVK7Suk0gkWLBgQbnTVRk8fvwYgwYNgq2tLSwtLdGtWzdcu3ZN5/0VCgW+++47NGnSBGZmZrC1tUXbtm1x7tw5cZsNGzZAIpGU+Pnqq6+KHXfv3r3o2LEjrK2tYWFhgUaNGuHXX381yDUTBEEQBFE2xtWdAIIgCIIgXi4OHjyIfv36ITAwEMuWLYObmxtiYmJw5coVbN++HcuXL6/yNOXk5GDAgAE4cuQIhg8fjtWrV8PV1RXx8fH4559/MHToUPz555/o379/laetMti2bRtCQkIwffr0YuvOnz+PmjVrVn2iSiA+Ph6vv/467Ozs8Pvvv0Mul2Pp0qUIDAzE5cuX0bBhw1L3LygowMCBA3HmzBnMmjULbdu2RWZmJq5evYrMzExxu969e+P8+fPF9v/8889x9OhRDBw4UGP5V199hU8//RTvvfce5s6dC5lMhnv37iEvL88wF04QBEEQRJlIGGOsuhNBEARBEMTLQ8eOHfHs2TPcu3cPxsaa41tKpRJSqWEMsSMiIuDl5YWgoCAEBgaWuu3kyZOxevVqbNy4Ee+8806x9Q8ePEB2djaaNm1aoTQVFBQgPz8fpqamxdZlZWXB3Nxc52ONGTMGwcHBiIiI0Dsdffr0QUhISLn2rWpmzZqFFStW4MGDB/D09AQApKWloW7duujcuTP+/PPPUvdfsWIFZs6cibNnz+K1117T69yZmZlwdXWFv78/Tp8+LS6/evUqWrVqhaVLl2LWrFn6XxRBEARBEAaB3PcIgiAIgtCLxMREODo6FhOkAGgIUmfOnIFMJsP//vc/jW0EN6vffvvNIOmJjY3FunXr0L17d62CFADUr19fQ5B68uQJRo0aBWdnZ5iamsLHxwfLly/XcPET3AeXLVuGRYsWwcvLC6ampggKCsKCBQsgkUhw7do1DBkyBHZ2dqhbty4AgDGGVatWwd/fH2ZmZrCzs8OQIUPw+PHjMq9l5cqV6NChA5ydnWFhYYEmTZpg2bJlUCgU4jaBgYE4ePAgIiMjNdzTBLS574WEhKB///6ws7ODXC6Hv78/Nm7cqLFNcHAwJBIJ/vjjD3z66aeoUaMGrK2t0bVrV4SFhZWZ9pLYvXs3OnfuLApSAGBtbY1BgwZh//79yM/PL3X/H374AR06dNBbkAKAP//8ExkZGXj33Xc1lv/8888wNTXFlClT9D4mQRAEQRCGg0QpgiAIgiD0ok2bNrh48SKmTp2Kixcvaggm6rRv3x6LFi3C8uXLsW/fPgDAnTt38MEHH2DUqFEYP368QdITFBQEhUKBAQMG6LR9fHw82rZtiyNHjmDhwoXYt28funbtiv/973/48MMPi23/448/4sSJE/j2229x+PBheHt7i+sGDRqEevXq4a+//sIvv/wCAJg0aRKmT5+Orl27Ys+ePVi1ahXu3LmDtm3b4vnz56Wm7dGjRxgxYgQ2b96MAwcOYPz48fjmm28wadIkcZtVq1ahXbt2cHV1xfnz58VPSYSFhaFt27a4c+cOfvzxR+zatQu+vr4YM2YMli1bVmz7Tz75BJGRkVi3bh1+/fVXPHjwAH379kVBQYG4jSBglRW7Kjs7G48ePdJqoda0aVNkZ2eXKtZFRUUhIiICTZo0wSeffAIXFxcYGxujUaNGxUQ1bfz222+wtrbG0KFDNZafOnUKPj4+2LlzJxo2bAgjIyPUrFkTc+bMIfc9giAIgqhKGEEQBEEQhB4kJCSw9u3bMwAMAJPJZKxt27Zs6dKlLD09XWNbpVLJevXqxWxtbVlISAjz9fVl3t7eLCMjo8zzhIeHMwAsKCio1O2++uorBoD9888/OqV/zpw5DAC7ePGixvL333+fSSQSFhYWpnH+unXrsry8PI1t58+fzwCwzz//XGP5+fPnGQC2fPlyjeVRUVHMzMyMzZo1S1w2evRo5unpWWI6CwoKmEKhYJs2bWJGRkYsKSlJXNe7d+8S9wXA5s+fL/4fPnw4MzU1ZU+ePNHYrmfPnszc3JylpKQwxhgLCgpiAFivXr00ttuxYwcDwM6fPy8uCw4OZkZGRuyLL74oMf2MMfbs2TMGgC1durTYum3btjEA7Ny5cyXuL9xPa2tr5uvry3bs2MH+/fdfNmTIEAaA/frrryXuGxoaygCwSZMmFVtnamrKrKysmJ2dHfv555/ZiRMn2KeffsqMjIzYiBEjSr0mgiAIgiAMB1lKEQRBEAShFw4ODjh9+jQuX76Mr776Cv3798f9+/cxd+5cNGnSBAkJCeK2EokEmzZtgpWVFQICAhAeHo4dO3bAwsKi2tJ/4sQJ+Pr6olWrVhrLx4wZA8YYTpw4obG8X79+kMlkWo81ePBgjf8HDhyARCLBqFGjkJ+fL35cXV3h5+dX5kyC169fR79+/eDg4AAjIyPIZDK88847KCgowP379/W/WPDr7dKlCzw8PDSWjxkzBllZWcWsrPr166fxX7ByioyMFJd17NgR+fn5+Pzzz3VKg7p7oT7rBHfKnJwcHDp0CEOHDsUbb7yBHTt2oHnz5vjyyy9L3FdwDy3quiccNz09HatWrcIHH3yATp06YdGiRZgyZQq2bduGhw8f6nRdBEEQBEFUDBKlCIIgCIIoFwEBAZg9ezb++usvREdH46OPPkJEREQxlzAHBwf069cPOTk56NGjB5o0aWLQdNSqVQsAEB4ertP2iYmJcHNzK7a8Ro0a4np1tG1b0rrnz5+DMQYXFxfIZDKNz4ULFzQEu6I8efIEr7/+Op49e4YffvhBFP5WrlwJgLvClQd9r9fBwUHjvxDUvTznt7Ozg0QiKXYOAEhKSgIA2Nvbl7i/kBZvb2+NmFQSiQTdu3fH06dPERcXV2w/hUKBTZs2wc/PDwEBASUet3v37hrLe/bsCQC4du1aWZdGEARBEIQBKB6hlCAIgiAIQk9kMhnmz5+P77//HiEhIRrrjh49itWrV6NVq1bYvXs3du7cWczCqCJ06tQJMpkMe/bswXvvvVfm9g4ODoiJiSm2PDo6GgDg6OiosVwfKx9HR0dIJBKcPn1a6wx92pYJ7NmzB5mZmdi1a5eGAHPjxo0S99EFfa/XkJiZmaFevXq4fft2sXW3b9+GmZkZ6tSpU+L+devWLXFGQ1Y4gbS22R4PHDiAuLg4zJs3T+u+TZs2RWxsrF7HJAiCIAjC8FCNSxAEQRCEXmgTOAAgNDQUgMoCR9h21KhR6NixI86dO4d+/fph/PjxOls16YKrqyveffdd/Pvvv9i0aZPWbR49eoRbt24BALp06YK7d+8Ws4bZtGkTJBIJOnXqVO609OnTB4wxPHv2DAEBAcU+pVmJCQKXunDFGMPatWuLbWtqaqqz5VKXLl1w4sQJUYQS2LRpE8zNzcs1q50+DBw4ECdOnEBUVJS4LD09Hbt27UK/fv20zuIoYGxsjP79+yM0NBQRERHicsYY/vnnH9StW1erqPbbb79BLpdj5MiRWo8riKKHDx/WWH7o0CFIpVK0bNlSn0skCIIgCKKckKUUQRAEQRB60b17d9SsWRN9+/aFt7c3lEolbty4geXLl8PS0hLTpk0DABQUFOCtt96CRCLBtm3bYGRkhA0bNsDf3x/Dhg3DmTNnYGJiYpA0fffdd3j8+DHGjBmDf//9FwMHDoSLiwsSEhJw9OhRrF+/Htu3b0fTpk3x0UcfYdOmTejduze+/PJLeHp64uDBg1i1ahXef/99NGjQoNzpaNeuHSZOnIixY8fiypUr6NChAywsLBATE4MzZ86gSZMmeP/997Xu261bN5iYmOCtt97CrFmzkJOTg9WrVyM5ObnYtk2aNMGuXbuwevVqtGjRAlKpVKubGgDMnz8fBw4cQKdOnfD555/D3t4eW7duxcGDB7Fs2TLY2NjofZ0nT55Ely5d8Pnnn5cZV+p///sfNm/eLN5vU1NTfPXVV8jJySk2e1+9evUAQCOm08KFC3H48GH06NEDCxYsgLW1NdatW4ebN29ix44dxc4XHR2Nf/75B8OGDYOdnZ3WNI0dOxZr1qzB5MmTkZCQAF9fXxw7dgwrV67E5MmTNSzVCIIgCIKoPEiUIgiCIAhCLz777DPs3bsX33//PWJiYpCbmws3Nzd07doVc+fOhY+PDwAuhpw+fRpHjx6Fq6srAB5jaPv27ejQoQNmzZqFFStWGCRNcrkcBw8exNatW7Fx40ZMmjQJaWlpsLOzQ0BAAH7//Xf07dsXAODk5IRz585h7ty5mDt3LtLS0lCnTh0sW7YMM2bMqHBa1qxZg9deew1r1qzBqlWroFQqUaNGDbRr165YcHV1vL29sXPnTnz22WcYNGgQHBwcMGLECMyYMUOMdSQwbdo03LlzB5988glSU1PBGBNdz4rSsGFDnDt3Dp988gk++OADZGdnw8fHB+vXr8eYMWPKdY2MMRQUFIiByEvDyckJp0+fxv/+9z+MHj0a+fn5aNOmDYKDg+Ht7a2xbX5+frH969ati9OnT2POnDmYOHEiFAoF/P39sW/fPvTp06fY9hs2bEBBQYHWAOcCMpkMR48exSeffIIlS5YgKSkJXl5e+OqrrwySBwiCIAiC0A0JK6kFQxAEQRAEUY1ERETAy8sLQUFBCAwMrO7kEARBEARBEAaGYkoRBEEQBEEQBEEQBEEQVQ6JUgRBEARBEARBEARBEESVQ6IUQRAEQRAEQRAEQRAEUeVQTCmCIAiCIAiCIAiCIAiiyiFLKYIgCIIgCIIgCIIgCKLKMa7uBFQlSqUS0dHRsLKygkQiqe7kEARBEARBEARBEARBvHIwxpCeno4aNWpAKi3ZHuo/JUpFR0fDw8OjupNBEARBEARBEARBEATxyhMVFYWaNWuWuP4/JUpZWVkB4DfF2tq6mlNTPhQKBY4cOYI33ngDMpmsupNDEHpB+Zd4maH8S7zMUP4lXlYo7xIvM5R/iZeZiubftLQ0eHh4iDpMSfynRCnBZc/a2vqlFqXMzc1hbW1NBRvx0kH5l3iZofxLvMxQ/iVeVijvEi8zlH+JlxlD5d+yQidRoHOCIAiCIAiCIAiCIAiiyiFRingpYQzYsgW4d6+6U0IQBEEQBEEQBEEQRHkgUYp4Kdm1C3j7beC996o7JQRBEARBEARBEARBlIf/VEwp4tXh77/596NH1ZsOgiCIlxmlUom8vLzqTgZRBSgUChgbGyMnJwcFBQXVnZxXFplMBiMjo+pOBkEQBEG8NJAoRbx05OYCBw/y33Fx3JWvjNhpBEEQRBHy8vIQHh4OpVJZ3UkhqgDGGFxdXREVFVVmwFGiYtja2sLV1ZXuM0EQBEHoAIlSxEtDWhoQEQE8ewakp/NleXlASgpgZ1edKSMI4mUgKAioVw/w8KjulFQ/jDHExMTAyMgIHh4ekErJm/9VR6lUIiMjA5aWlvS8KwnGGLKyshAXFwcAcHNzq+YUEQRBEMSLD4lSxEvDW28Bhw4VF6CePydRiiCI0rlzB+jcGWjXDjhzprpTU/3k5+cjKysLNWrUgLm5eXUnh6gCBFdNuVxOolQlYmZmBgCIi4uDs7MzufIRBEEQRBlQq4R4aQgO5t/JyfxbsIp//rxakkMQxEtEZCT/fviwetPxoiDEFDIxManmlBDEq4cg9CoUimpOCUEQBEG8+JAoRbw0WFmpfteuDbRqxX/HxlZLcgiCeIkQXH4TE3kcOoJDMW8IwvDQe0UQBEEQukOiFKEX0dFAdU3aI3QqQ0KAu3eBWrX4f7KUIgiiLITyIz+fx6cjCIIgCIIgCKL6IVGK0Jm9ewF3d+Dbb6v+3Pn5QFYW/+3iApiZ8W+ARCmCIMpGEKUAbi1FEARBEARBEET1Q6IUoTN79vDvAweq/twZGarfghsfiVIEQegKiVIEQRAEQRAE8eJBohShG0+e4Opl7rd365ZmTJbTp4HHjyv39IK7jYkJYGoKgDG4JIUCIFGKIIiyURelEhKqLx1E9RMdDcTHV3cqCIIgCIIgCIBEKUIXwsORVa8p7tzhf9PSgIgI/jsyEujYEejfv3KTIHQorawApKYCgwbB5fvZAIDnEdnidosWAZ98UrlpIQji5YMspQgAyM3lotSTJy9nwHuazY0gCIIgiFcNEqWIsjl9GjcUvlDCSFx08yb/Fhr2Dx9WbgNfJUox4PXXgT174AJuIhV7NxG4fx9pacC8ecDSpdTpJAhCE3UXYLKU0gJjQGZm9Xz0rDz+/vtvNGnSBGZmZnBwcEDXrl2RmZmJRo0aYeLEieJ24eHhsLGxwdq1a8Vl+fmqy1WftGPDhg2wtbXFnj170KBBA8jlcnTr1g1RUVEa5169ejXq1q0LExMTNGzYEJs3bxbXzZw5E3379hX/r1ixAhKJBAcPHhSXNWzYEGvWrBH/r1+/Hj4+PpDL5fD29saqVavEdREREZBIJNixYwcCAwMhl8uxZcsWve4VQRAE8eqgUABnzvBvgniVIFGKKJtbt3AVLTQWCaJUair/zslRBSKvDAT3PWuWCty+Ddjbw3XjMgDAc6UT2Kef4ckT1fZCugiCIACylCqTrCzA0rJ6PnpUHjExMXjrrbcwbtw4hIaGIjg4GIMGDQJjDFu3bsXGjRuxZ88eFBQU4O2330anTp0wYcIEcX9BlAKKN+qzsrKwePFibNy4EWfPnkVaWhqGDx8urt+9ezemTZuGmTNnIiQkBJMmTcLYsWMRFBQEAAgMDMTp06ehVCoBACdPnoSjoyNOnjwJAIiNjcX9+/fRsWNHAMDatWvx6aefYvHixQgNDcWSJUswb948bNy4USNds2fPxtSpUxEaGoru3bvrfK8IgqhEoqKAXbsqt/FLEEX47js+Nv/dd9WdEoIwLMbVnQDiJeD2bVzBCACAI+KRACdRlFKfWj0xEbCwqJwkiJZSKYWj1u+/D5c3OwKjgTyYInVvMCIHpQGwLpYugiAIEqVeDWJiYpCfn49BgwbB09MTANCkSRMAgL+/PxYtWoQJEybgrbfewqNHj7BHmKGjEHUhSl2g4usU+Pnnn9G6dWsAwMaNG+Hj44NLly6hVatW+PbbbzFmzBhMnjwZADBjxgxcuHAB3377LTp16oQOHTogPT0d169fR/PmzXH69Gn873//w65duwAAQUFBcHFxgbe3NwBg4cKFWL58OQYNGgQA8PLywt27d7FmzRqMHj1aTNf06dPFbQiCeAFQKoGePYE7dwBHR+CLL4DCcoEgKhPB8DYsrHrTQRCGhiyliLJRs5QaBe46UNRSCqhclxhBZLJKfQpIpcDEiZDLAWuuQeG5wg6Ru64W254gCAKgQOdlYm7OfRyr42NurnMy/fz80KVLFzRp0gRDhw7F2rVrkZycLK6fOXMmGjZsiJ9++gnr16+Ho6Ojxv6lWUoZGxsjICBA/O/t7Q1bW1uEhvJJNUJDQ9GuXTuNfdq1ayeut7Gxgb+/P4KDg3H79m1IpVJMmjQJN2/eRHp6OoKDg0Urqfj4eERFRWH8+PGwtLQUP4sWLcKjR480zqGeJoIgXgCOHoUYaDUhAc8+WAwfz0x8/nn1Jot4tcnOBi5e5L9pcI141SBLKaJ04uORGZuGUPgAAMbhd6zAR3j8mHfy1EWpyiwghQ6lNdKAXr2AWrUAAC4uXIB6DhdEnowQtydRiiAIdchSqgwkksozdTUgRkZGOHr0KM6dO4cjR47gp59+wqeffoqLFy/Cy8sLcXFxCAsLg5GREe7de4CGDXvA0bFwkgyULkoBgEQiKXVZ0fWMMY1lgYGBCA4OhomJCTp27Ag7Ozs0atQIZ8+eRXBwMKZPnw4Aoovf2rVrRcss9WtUx+IleC4E8Z9ixQr+/eGHQEYGNmyogXtPLLBqFcMXX0igpRghiApz4QKQl8d/0+Aa8apBllJE6dy+jTtoBCWM4OoKNGlngxp4JqzSEH8qs4BMT+OBcK2QDqgFsnVx4d/PjWviSbxcXE6iFEEQ6pAo9eogkUjQrl07fPHFF7h+/TpMTEywe/duAMC4cePQuHFjbNq0CXPnzsLly3cRE6PaV12UKuq+l5+fjytXroj/w8LCkJKSIrrb+fj44MyZMxr7nDt3Dj4+PuJ/Ia7UiRMnEBgYCADo2LEjtm/frhFPysXFBe7u7nj8+DHq1aun8fHy8qroLSIIorK4dw/45x8u5H/0EbBsGXYavQkASEyUIDKymtNHvLIUhicEQO0Y4tWDLKWI0rl1C7FwBQB4eACYORNNzt5GNNwReiMXqamm4qaVWUCmRSYBcIC1USbQtau43JUnDbE+nRB521O1PYlSBEGoQe57rwYXL17E8ePH8cYbb8DZ2RkXL15EfHw8fHx8sHLlSpw/fx63bt2Ch4cH/v77MObNG4k//rgIwARA6ZZSMpkMU6ZMwY8//giZTIYPP/wQr732Glq1agUA+Pjjj/Hmm2+iefPm6NKlC/bv349du3bh2LFj4jGEuFL79+/HokWLAHChavDgwXBycoKvr6+47YIFCzB16lRYW1ujZ8+eyM3NxZUrV5CcnIwZM2ZUzg0kCKJiCLNn9usH1KmDx4+B6wVO4uorlxlq1yZTKcLwBAerflM7hnjVIEsponRu30Y8eGXr5ASgXz+4WPKZRhKDb1VZTKn0MD7UbeVhC5iZicsFS6lYN39EgkQpgiCKwxgPXSSQmMiXES8f1tbWOHXqFHr16oUGDRrgs88+w/Lly+Hl5YWPP/4Yq1atgoeHBwDgk09WIiMjBT/8ME983qVZSpmbm2P27NkYMWIE2rRpAzMzM2zfvl1cP2DAAPzwww/45ptv0KhRI6xZswbr168XLaIAHleqWbNmsLe3FwWo119/HUqlUrSSEnj33Xexbt06bNiwAU2aNEHHjh2xYcMGspQiiBcVpRL46y/+e9w4AMDOnZqbXD0UW8WJIv4L5ORw9z2B5GSgoKD60kMQhqZcllIpKSn4+++/8ejRI3z88cewt7fHtWvXRHN04hXi1i3EowuAQlHKyAgOjd2AC0DizadIa9hS3LRSLaUi+MGtvDXzV4MG/Pt8ig9ioAqWS6IUQRACWVmaIlRODl9GoXpePnx8fPDPP/9oXZeVlYXMTCAlBbC1BYyNrbF3bzgAbhVlYlJ2TKlBgwaVOtPd+++/j/fff7/UNKq7AAKAvb29GEOqKCNGjMCIESO0rqtduzYYqacE8eJw8SLw7BkPUvfGGwBUolQz28e4nlIHV4IySjkAQZSPq1eB3Fw+2WNCAtdHU1IAB4fqThlBGAa9LaVu3bqFBg0a4Ouvv8a3336LlJQUAMDu3bsxd+5cQ6ePqE5ycoCQEE1LKQD2fnwUOjE8DakpqoZ2pVlKFRQgPTYTAGDtV0djlTBAHXzZAkwtO5MoRRCEgOC6J5EAMhn/TfEYXj0KCoD794GHD3kdoC5A5eby79IspQiCIEpFsJLq2xeQy/Hvv1ynkkqBhe9FAwCuRDmDKUlMJgxLVBT/btxYNfM4tWOIVwm9RakZM2ZgzJgxePDgAeRyVWDpnj174tSpUwZNHFHNnDgB5OQg3oy7xTk788UOTWoAABIV1kiLzhQ3r7TC8cYNpCt4XrNq7KmxqnFjPkrAmKb/PolSBEEICKKUpSUfZQSoMfcqou7O8Py55roBA3rC0tISbdtaokMH/mnd2hKWlpZYsmRJ1SeWIIgSSU8HWrcGFi6s7pSooVQCf//Nfw8dirQ0YMIE/veDD4Bus5vDBLlIUdrg8d7b1ZdO4pUkKYl/29urrKMorhTxKqG3KHX58mVMmjSp2HJ3d3fExlaeH/XSpUvRsmVLWFlZwdnZGQMGDEBYWFilne9FJiTEAaNGGaEwhmrlsW8fACDOkc8sJFhKOTjxbJMEe6TG54mbV1rheOIE0sCHBaztNKfKlkqBImE6AGgGNSYI4r+NUB5YWVFj7lUmPl71Wz3eIQB8/fU6XLlyA1u3an6uXr2B9957D2PGjBEtvwmCqF4uXeKfX3+t7pSocfEiEBUFZmGJYLOe6N+fW694eQFLlwImtubws+fmLFfX36rmxBKvGsJAmoMDDa4RryZ6i1JyuRxpWsxQwsLC4OTkpGUPw3Dy5El88MEHuHDhAo4ePYr8/Hy88cYbyMzMLHvnV4zERDl27JAiKKgST6JUiqJUvGlNAGrue/aF6YADUjNUWajSOnnnzyMdVgB4p7IoajFmYQ6eH9JStMfvIAjiv4e6KEWNuVeTrCxAW3NAUmhE62Bqg9runvDwqAdPT/7x8KiH2rXrwV6o1AiCeCEQ9OHnz1+gSSnWrQMA/NLoJ3TqYYrgYMDYGPjtN1V8woAW/HtzkDtKCCNHEOWCLKWIVx29A533798fX375JXbs2AEAkEgkePLkCebMmYPBgwcbPIECRQObrl+/Hs7Ozrh69So6dOigdZ/c3FzkCoEkAFFMUygUUGiLcPoSoFAoYGXF056YyKBQVE5QDMmVKzCOiQGztER8DleC7OzyoVCwQl9mGRLhgDSlpbhPZaXH+MoV0VJKLlcUC07bvj1PDwD4GoXhSkFzpD7PgkJhavC0EBVDeO9e1vePeDlJTpYAMIalpRJ2dgAgxfPnBVAo9Os1vEr5V6FQgDEGpVJZYhDul4m4GCUAY9ghCemwQn5hnWBplIX0fHPk5jLkR8cBcIdMxsAYkJcnQV4eg0z2ovR6KxchaLrw3InKQ6lUgjEGhUIBIyOjsncgNEhM5GW2QgE8f66AtXU1l70pKTD+4w9IABw06gsA6NtXiUWLCuDjo5o0YfQsB/x2NBcHMjrhi2nx+Ow72+pJL/FCYYi2Q0KCEQApbGwKYG8vASBFXJz+7RiC0JeK5l9d99NblPr222/Rq1cvODs7Izs7Gx07dkRsbCzatGmDxYsX653Q8pJaaJtf2gjn0qVL8cUXXxRbfuTIEZibm2vZ4+XA0tIWABAdnY1Dh45Wyjm8t25FQwDPmjTF86u8IRsSEoT4+CzEx5sBeAPP4aIRXDwrS4Ldu/+BqanhCkjTlBT0iIoSLaWuXQtGTEyWxjZKJWBt3QNpaaaobxWJKynNER+dgUOHjhssHYRhOXq0cvItQWjjzBl3AAHIy0sstK6tjQsXHqB27fK5gL8K+dfY2Biurq7IyMhAXl5e2Tu8wCjzGZKS+cCFE+IBiRTJzBYAYJOfiHSYIxemyE8X6o6CQgsqY6SmZqKg4L8V8Tyd/Nsrnby8PGRnZ+PUqVPIp4j6enPhQl0AjQEAf/11GrVq8TxbXWWv18GDaJqdjbRatXDuHjeLatfuDMLDkxEerrntMvcrmP5sIb782Qm2dYJQpw4FOSU4Fcm/9+61BuCKZ89uIS3NGkBdXLr0GIcO3TVY+giiNMqbf7OyssreCOUQpaytrXHmzBmcOHEC165dg1KpRPPmzdG1a1e9E1leGGOYMWMG2rdvj8aNG5e43dy5czFjxgzxf1paGjw8PPDGG2/AWpi64CVDoVAgJuYsACA72wy9evWqlPMYFQZ+tRw5EXnn+Sjfm28GwsKCu0hMmABRkJJACWOZBAqFBC1b9kDNmoZLh+TwYRRAikxwi6y+fQPFgOvqfPyxFFu2MIxo+Bx/7APy8uSVdm/U2bZNgsuXJVi+XAmp3s6w/z0UCgWOHj2Kbt26QSZMg0YQlUxMDPfh8vR0QKNG9jhyBHBwqI9everqdZxXKf/m5OQgKioKlpaWGpOWvIwkPEiBEkaQIweWPh7IyTRD8hO+zsaa4WkaoIAJ8mACADA1NYJEwmfkMzGxgLV15VhKMcYtKExMKuXwesMYQ3p6OqysrCCRSMregSg3OTk5MDMzQ4cOHV7696s6uHRJ1aCqX78DOnTIq76ylzEYf/IJACB1/Dwkz5dDKmV477020Da+LZ0ahp2zT+E0OsDO7nX06vVqWWJmZACmpqqZbImyMUTb4auveF+sY8cmuHtXggMHAFvbuujVq7YBU0oQxalo/tUW9kkbeotSAp07d0bnzp3Lu3uF+PDDD3Hr1i2cOXOm1O1MTU1halrchUsmk73UHQrBfS8jQwLGZIZv8OblATduAACSGwUCAMzMAFtbfs9sbHgjWxhct5ZmwMzBGrGxQGqqDF5eBkzLzZtIhcpF0MFBprUi/Owz/nn0jTOwD0jLMamSZ/zpp8CzZ8CYMUYICKj0070yvOzvIPFyIQzSWFtLRVE7KckIMln53GpehfxbUFAAiUQCqVQK6UusqLP0dCSk83re0ZFBamEOG2MeS8rUFJDXrwXpdW5RmwXeg5RJlZAY82efny+BVFo5Ak1EBI/54e3NZ36sbgSXPeG5E5WHVCqFRCJ5JcqK6iAjQ/U7IcFYdLGtlvsZEwPcvQtIpbhebzgAoFEjCWxsSkhH//5wns1n38tMzIdM9uqIkhERQJMmQO/ewPbt1Z2al4+K5F8hppSLi7EYSyopSQqZjMpyomoob/7VdR+dRKkff/xR5xNPnTpV523Lw5QpU7Bv3z6cOnUKNQ1pkvMSYW6ugETCwJgESUmAq6uBT3DrFpCXhzw7F8TJawFQBTkHeGPfwYHX0wBgo0yGtY0ZYmNlhg8efOWK6LpnbMw7GaVhHdAAAJBRYI6CfAYj48obDWZMNe14cnKlnYYgiApCgc5fPXj5y5AeDWTBAhIo4VjTDACvJ3x9ASMjlTiVnQ1kSq0AJWCcmwmpGbeWrkzPKkEMzcl5MUQpgnhZUJ8IsxIn9taNiAj+XbMmrtzjL3Kpg5ANGsDa6jaQDqReewSgUWWnsMo4dIgLhvv2AQUFvIwlqgb1QOfUjiFeRXQSpb7//nuN//Hx8cjKyoKtrS0AICUlBebm5nB2dq40UYoxhilTpmD37t0IDg6Gl0HNcV4upFLAzo4XUJUhSsWdCME7OIyTqZ0w7wQXdYpOrKguSlkjDQ5SMwDOhp8J4soVpMEGAO9QluVxIIhSAJARGgWbJrUMnCAVaWmqDk3R6ceJ/waMlZ0niepHXZSiWWteDXJygKdPJUDhoIWDPR+4EDAzU/0WRKlsJR/VMM5Oh9TOHEIg5cpCOHZBQeWdg6geNmzYgOnTpyNFXT0hDMYLJUpFRvJvT09cucJ/tmhRyvYSCWzqOAA3gbTQp3iVRKlz5/h3djbw8CHQsKHm+mvXgBo1KmGw/D+OUqkSpRwcqB1DvJroZPMXHh4ufhYvXgx/f3+EhoYiKSkJSUlJCA0NRfPmzbFw4cJKS+gHH3yALVu2YNu2bbCyskJsbCxiY2ORnZ1daed8kRHiuwuFlKEIDweaf9EP/6IHcpSmWLuWL9cmSgnYIBWOuU8BGFi1j44GoqORLuGilC5hwEytTGAi4X6FaRdDDZiY4sTHq36TKPXfIjYWcHcHPvywulNCCDx7Bjx9qn2dNlGKRhhfbvJyuCuaCXJRzzEFtWqX3JyxsRF+cQXZGPmQZfJCu7JEKcZUgxY00V3JSCQS7Nmzp0rOtWHDBnEwlXixUW9TCQOg1UahKMVqqUSpssI12PjUAACkPnq1VANBlAKAmzc11z1+zO/LgAFVmqT/BGlpqnrEzo4spYhXE70dUefNm4effvoJDdXk8YYNG+L777/HZ599ZtDEqbN69WqkpqYiMDAQbm5u4ufPP/+stHO+yNjZcf96Q4tS69YBz7LsYYJcACqr5aKilPqkhzZIhUPyQwAGVu2vXgUApNXiweytrHTbzcqEpz3txmMDJqY46tdKotR/i+PHuWa6ahUQWrnaJ6EDOTl85LpxY+0dGHLfe/VQpHHfOLk0D7a1rEudaMLREVCPNW0MBWRpPANUlihVUMCFKeG3odB1auWKTD3+ovEqXQuhGy+apdSPmIKRN/6H+Hhukdm0aem7WDf1BMDFBDyu3LZoVRETA42ZBouKUmFhvMx7+LBq0/VfQOjrmZvzukx9cI29WnH0/1s8eACEhKiCNP/H0VuUiomJ0dpAKCgowHMhwE4lwBjT+hkzZkylnfNFprIspSIe8Gc7CLs0lhed8U7dUsoaaXBMfgDAwB29W7cAAOmeXJTSdcJEaws+nJB2O9KAiSkkJQX45RcgPLzSRKnt24Fhw/gsh8SLyYMHqt/ffFN96SA4ISE8vltqKvDll8XXC0Fz1S2lMjL47GsEhzFe5lTHR59G9d9//40mTZrAo6ETunZ1wNgP+iEzOxs5OTlo1KgRJk6cKG4bHh4OGxsbrFu3Fh4eqmMYmxpBxvjDF5ozghXNnj170KBBA8jlcnTr1g1RUVEa51+9ejXq1q0LExMTNGzYEJs3bxbXzZw5E3379gXAraS2bVuBli0lOHr0oLhNw4YNsWbNGvH/+vXr4ePjA7lcDm9vb6xatUpcFxERAYlEgh07diAwMBByuRxbtmzRel8kEgl++eUX9O/fHxYWFli0aBEAYP/+/WjRogXkcjnq1auHr7/+GvlqgbRSUlIwceJEuLi4QC6Xo3Hjxjhw4IC4fufOnWjUqBFMTU1Ru3ZtLF++XOO8tWvXxpIlSzBu3DhYWVmhVq1a+PXXX8X1eXl5+PDDD+Hm5ga5XI7atWtj6dKl4r4AMHDgQEgkEvH/ggUL4O/vj99//x116tSBqakpGGOoXbs2VqxYoXF+f39/LFiwoMzrCQ4OxtixY5GamgqJRAKJRCLul5eXh1mzZsHd3R0WFhZo3bo1goODNc6zYcMG1KpVC+bm5hg4cCASSdWuVNTbVNUtSiU/TMQ0/Ig/7vgB4IG+1d2DtWHjzFXwVNgA5ZxG/UXj/HnN/0VFqbg4/p2aSkKJoRGKG6H9InwXFNCg+EtJejowcSLQoAEvUKysgClTClXs/y56i1JdunTBhAkTcOXKFbDCUufKlSuYNGkSunbtavAEEtqpLFEqKowrIX3sz2tMdVuq+54VgwN4iWlQSylBlHKtD0B3SylrOx55MT20BF+e8vL333wapfffB1q2RMLFR+IqQ1UKMTHAuHHAjh08oGRlsWcPcOFC5R3/Vef+fdXvLVtKdhsjqoZr11S/167VfD6AylLK0pK7cgnBWalfqSIri9+f6vgIAcHLIiYmBm+99RbGjRmD4ztO4ZdfgtGr5yAwxiCXy7F161Zs3LgRe/bsQUFBAd5++2106tQJEyZMgI0Nr8csLABzFyvIwNUopVJlyZSVlYXFixdj48aNOHv2LNLS0jB8+HDx/Lt378a0adMwc+ZMhISEYNKkSRg7diyCgoIAAIGBgTh9+jSUSiUUCuD69ZOwtXXEhQsnAQCxsbG4f/8+OnbsCABYu3YtPv30UyxevBihoaFYsmQJ5s2bh40bN2pc9+zZszF16lSEhoaie/fuJd6f+fPno3///rh9+zbGjRuHf//9F6NGjcLUqVNx9+5drF69Gtu2bcOSJUsKr12Jnj174ty5c9iyZQvu3r2Lr776CkaFL8jVq1fx5ptvYvjw4bh9+zYWLFiAefPmYcOGDRrnXb58OQICAnD9+nVMnjwZ77//Pu7duweAT5Szb98+7NixA2FhYdiyZYsoPl2+fBkAF+ZiYmLE/wDw8OFD7NixAzt37sSNwtmAy6K062nbti1WrFgBa2trxMTEICYmBv/73/8AAGPHjsXZs2exfft23Lp1C0OHDkWPHj3woHD04eLFixg3bhwmT56MGzduoFOnTqLoR1QO6pZS1e2+lxzBG3gyYyU+/BBYubLsfYRB1DRYvzKilOC616QJ/y5JlMrP5zGnCMOhHuQc4NZSFhb8N8WVesmIiQFatYIYH8fKiltK/fwzn6Hl+PHqTV91wvQkLi6O9ezZk0kkEmZiYsJMTEyYVCplPXv2ZM+fP9f3cFVKamoqA8BSU1OrOynlJi8vj+3Zs4d98EE+Axj79FPDHt/TLoUBjJ0LnMs6dmSMj3cw9ttvmtstW6ZaN8t3H/sV7zKAsX79DJgYb2/GAPbj+3cZwNiQIbrt9npbBQMY+wuDGYuJMUxaLlxQXbCJCWMAWyb7RFw0ZoxhTvP++6rTfPedYY5ZlIgIfnyplJ9Dqayc82hDyL95eXlVd9JKICCA30MLC/69YEF1p+i/zaRJqjwNMDZihOb6Fi348gMH+H8nJ/7/5k39zvOq5F/GGMvOzmZ3795l2dnZjDHGMjJUZU9VfzIydEvz1atXGQAWceMGe3Q5gV2+zFhMjGYBtmzZMubo6MimTJnCXF1dWXx8fPED5eczdv06u3o5n12+zFh2NmPr169nANiFCxfEzUJDQxkAdvHiRcYYY23btmUTJkzQONTQoUNZr169GGOMpaSkMKlUyq5cucISE5XMxsaBffDBUta0aUvGGGPbtm1jLi4u4r4eHh5s27ZtGsdbuHAha9OmDWOMsfDwcAaArVixosx7A4BNnz5dY9nrr7/OlixZIv4vKChgv/zyC3Nzc2OMMfbvv/8yqVTKwsLCtB5zxIgRrFu3bhrLPv74Y+br6yv+9/T0ZKNGjRL/K5VK5uzszFavXs0YY2zKlCmsc+fOTFlCRQOA7d69W2PZ/PnzmUwmY3FxcRrLPT092ffff6+xzM/Pj82fP1+n61m/fj2zsbHRWPbw4UMmkUjYs2fPNJZ36dKFzZ07lzHG2FtvvcV69OihsX7YsGHFjqVO0feL0J2CAlVZLnzS06up7FUq2Q2z1xjAmIujQufd/v2Xp7spbjBma8uYQvd9X1TatuXXtHKl6rkkJKjWz5ypWh4dXX3pfBGpaNth61Z+Xzt3Vi3z9OTL1Kos4kUnOpqxBg34g3N3Z+zECd4JO3KEsbp1+XKJhLHZsxl7gdqZFc2/uuoveltKOTk54dChQ7h37x7++usv7NixA6GhoTh06BCci/p4EZWGnR3/NqSlVEEB8DSFT3fr0coNbdqo1pUWU8q6jiMswC2sDOZylp0tmjuk27jz8+jqvmfHp2BKgzVw6ZJh0jNvHv8eMoSr3F26IEGhSpAhLKUePlQJ5wAP3FwZPHnCv5VKYMYM4KefKuc8ryqMqdz3+vTh39HR1ZceQmUpJXhuiVaAeXnA3r1ID+ezElglRQCgYOfaMDfnLo26fJ4/54asCQm671PaR90qtzT8/PzQpUsXNGnXDpPnjMfu3WuRkZGisc3MmTPRsGFD/PTTT1i/fj0chSBi6hgZAY6OorWU4MJnbGyMALUIxt7e3rC1tUVoYeC40NBQtGvXTuNQ7dq1E9fb2NjA398fwcHBuHnzNqRSKQYNmoTQ0JtIT09HcHCwaCUVHx+PqKgojB8/HpaWluJn0aJFePTokcY5AsqKqlzCdlevXsWXX34pHtva2hrTp09HTEwMsrKycOPGDdSsWRMNGjTQerySrvfBgwcoUAuU1VQtwI5EIoGrqyviCs0mxowZgxs3bqBhw4aYOnUqjhw5otO1eHp6wqlow6MMyroebVy7dg2MMTRo0EDjOZw8eVJ8DqGhoWij3iACiv0nDEdGhiqosxArrhKjg5ROcjLSs7nloJWN7l0m0VJKasvNvq5fN3zaqpCCAohB3rt1A+rU4b/VraUESyngP++FZHCKWkoBqviYZCn1ksAY8OabvG/r6QmcOQN06sSn8O7WjTeqJk3i2339NdC+/SsTj05XjMveRDsNGjTQq+InDItQMBmyUxUbCxQwIxghH27t66KNmk94qe57Pu4wP8D9LzIzGYQZjirE3bu8VeLoiDQl99vT2X1P3Wz60iWgX7+KpeX0aW5+bWwMLFvGb/6aNUiod1LcxBAV8KZN3OxZKuWXXllCR9E8s28fMHVq5ZzrVSQ+nouQEgkPrP3nn2SqXp0oFKKnL4YM4SHfnj4FmJJB0rcvcOQI0sEVXqt3BgKX2sPRkSuxJEqpkEhU7gBlER/P43FlZ2vWBZWNkZERjh45gnMbNmDL+YfYseMn/Prrp7h06SK8vLwAAHFxcQgLC4ORkREePHiAHj16aD+YkxNMYvOQCzkUWao4mRJJ8fpLfVnR9RkZDPn5EuTn8yoiMDAQwcHByM42QfPmHWFtbYd69Rrh7NmzCA4OxvTp0wFwVzOAu/C1bt262HWqY6Hjgym6nVKpxBdffIFBgwaJ/zMyMmBpaQm5XA6zMgLjMMaKXS/TEixGJpNp/JdIJOL1NW/eHOHh4Th8+DCOHTuGN998E127dsXff/+t17UAgFQqLXZ+9RinZV2PNpRKJYyMjHD16tVi993Skg/SabtmovIQBvlMTAAXFyAqCoiNNUC7sjxERiIdhW1Qa91FKWHGz1Qje0AJIDgYaNnS8OmrIhIS+BiPRAJ4eQF+fry/fPMm0Lkz30ZdlHrR4xwJr7SW4v6FpGhMKfXf1I55Sdi9mwtR5ubAiRNAoRu7iLk5b8B26wa8+y7vvzZrBty7B7i5VUuSqxq9Ralx48aVuv73338vd2II3amM2feePMgFYIqaeAqj5n5oY6JaV7ooVQMWJvlAHpCZlAtAjgoj9DKbNkXUU15raBvw1oaGKHXxfOkb64IQRHX8eF4bA0DdukiokQQUCkeGqICFiqVuXW6JU1mWUsJ5zM15LJfoaPAfY8YAhw8DNWoAY8cCc+ZUTgJecgQrqVq1VBaLusbEIQxPaCgXSGxs+MCSRMIbz/Gr/4bzkSOAmRnSFfZAPmCFdGDrVjh0+BGAhEYYy4kQJzsnp+rPLcnORrumTWHZ9G2MeXchBg3yxO7duzFjxgwAvI3SuHFjTJgwAePHj0eXLl3g6+tb/ECmppDJcgEFoEjlL3B+fj6uXLmCVq1aAQDCwsKQkpICb29vAICPjw/OnDmDd955RzzM6dPn4Onpg/R0Xh4EBgbit99+g0JhjObNeZzNgICO2L59u0Y8KRcXF7i7u+Px48cYOXJkpdyr5s2bIywsDPXq1QPABZi0tDRYW1tDKpWiadOmePr0Ke7fv691kNHX1xdnzpzRWHbu3Dk0aNCgmIBTGtbW1hg2bBiGDRuGIUOGoEePHkhKSoK9vT1kMpmG1VVpODk5IUYtwFBaWhrC1aYDK+t6TExMip2rWbNmKCgoQFxcHF5//XWt5/X19cWFIkEYi/4HeEf3ZenkvsgI8aRsbXlfjItSXPStctRFKR0HRgG1dmiBBRgASVAQ8PHHhk9fFSFYqjk48OfQuDHvY4eFqbYxhCgVGQnUrKmK+1gZJCYCvXvz9/Xcuco9l6EgS6mXnLw8YPZs/nvmTJWpoTYGD+YC9siRfJrP/4ggBZRDlEpOTtb4r1AoEBISgpSUFHQW5HKi0qmMQOdPzj0FUBe1jGOAGq/BSQJ89BEXLYq+Pxrue/bGsPCpBdwEMpPzYEhRijVpilM7+SJdreU1RKnLl7nZUWnzhZdGVBRXtCUS4JNPNFbFO/qoRKlEBQBZ8f31QBA2GjTgwkdlWUoJFVjTptzN6dkzBvTvDxw7xlfcvw/MnQs0agQUziRFqBBEqfr1VW5HZClVfQiue82aAaamfGQ9NhZ4Om8NnAEUfDYfmZ/xMslKkgkkJ8PRPBuAOY0wlhNBlKrq2QsvXryI43v3opu3N57bOyEk5BISEuLh4+MDAFi5ciXOnz+PW7duwcPDA4cPH8bIkSNx8eJFmJiYFDuezFwGpAJ5GbkAY5DJZJgyZQp+/PFHyGQyfPjhh3jttddEkerjjz/Gm2++iebNm6NLly7Yt28/jh3bhZUrj4n3pEOHDkhPT8exY/sxdiwPhh0QEIgZMwbDyclJQyBbsGABpk6dCmtra/Ts2RO5ubm4cuUKkpOTRZGtInz++efo06cPPDw8MHToUPEePnr0CIsXL0bHjh3RoUMHDB48GN999x3q1auHe/fuQSKRoEePHpg5cyZatmyJhQsXYtiwYTh//jx+/vlnjRkCy+L777+Hm5sb/P39IZVK8ddff8HV1RW2trYA+Ax8x48fR7t27WBqago7QenXQufOnbFhwwb07dsXdnZ2mDdvnoY4Vtb11K5dGxkZGTh+/Dj8/Pxgbm6OBg0aYOTIkXjnnXewfPlyNGvWDAkJCThx4gSaNGmCXr16YerUqWjbti2WLVuGAQMG4MiRI/jnn3800hYfzy0069fnwfuJ8iOIUjY2gKsr/x33w58Yc3cajN3cgLZtudW6YI5UyPr1XCRZutSA4mA5RSkhaQVKKbJgDovTpyGaU76ECKKUiwv/FgQR9S5hRUSpzEw++dj69cC0aUCRSTYNRlYWb9ZevMj/P3vGBxhfdIS2ir2dEvjhJ2DTJjikLwbQA4kJBvJQISqPtWt5jBYXF93E6Vq1gKAg1Sws/xH07qnv3r1b43PgwAE8fvwYw4cPx2uvvVYZaSS0UBmiVNQNrlZ4OGSJNfp33wHbtxev4DUspWwAi2Z8VDIrw0Bm7oWiVESNtnj6lNfjumYvoeGQZmTPa8aiU3Hpw+7d/Ltdu2I1V0K2quWZGp9X/nMUIsTjqs8nG8SzZ8Wn1d26FQgMBIq0h/VCqNyEGVTS0iTIOHae++7s3w9MnsxXfPCBatoyQkTITg0aqKaFJlGq+hBEqebN+XfNmvz7abI54O2N5yM+AmOFYYTq8w6vQwFvPdMIY/kQ2km5uVU79be1tTVOnTmD3tOnY/Dghli9+jN8++1y9OzZE/fu3cPHH3+MVatWwcPDAwAXqVJSUjBPiAlYBJmlKQBAoTQCsrNhbm6O2bNnY8SIEWjTpg3MzMywfft2cfsBAwbghx9+wDfffINGjRphzZo1+Pzz9WjRIlC8JzY2NmjWrBlsbOxRpw4XoPz8XodSqRStpATeffddrFu3Dhs2bECTJk3QsWNHbNiwQXRFrCjdu3fHgQMHcPToUbRs2RJt27bFqlWrUEutLtu5cydatmyJt956C76+vpg1a5ZoTdS8eXPs2LED27dvR+PGjfH555/jyy+/xJgxY3ROg6WlJb7++msEBASgZcuWiIiIwKFDhyAtHChavnw5jh49Cg8PDzRr1qzUY82dOxcdOnRAnz590KtXLwwYMAB169bV2Ka062nbti3ee+89DBs2DE5OTli2bBkAPvvfO++8I8Yj69evHy5evCjmo9deew3r1q3DTz/9BH9/fxw5cgSfffaZxnlTU2l6dkMh3ENbW8DVlKsez08/gFliIiQhIcCvv/LZqwpjuQnMmMFDsahb71SYcopSFhaqsdA0m1o8UJb6NLEvGUVFqUJNWXxWjJVflMrP5+3a9ev5f8FRojKYPRs4r+ZA8bIMTAl9PYe1XwPTpwPXrsHxAZ8OMWHLP4afip0wHDk5QOGMt5g/X/eCxNiYj7T+lyhXGHUt3Lt3j7m6uhrqcJXCqzT7XkhIHgMYs7Y23LGnNA1iAGNzWh0rc9vcXNUsG1evMvZg1REGMGYlTa94QpRKxhwcGAPYhgWPGcBY4WREOrFiBU/XMMdj/MeGDYwxPpFBVpbuxzl7lrFxLgdYJDy0ToVnZ6e6B6aSHN0PXAK9ehWf2SQpSXObli1V60aPLnvmvNxcxjZuZCw2VrVs7Fi+/5IljFma8Vkcw1CfsePH+QaZmYx5eRVOrTirwtelzqswe9mQIfzWfP89Y3v28N+tW1d3qv67tG/Pn8Hmzfz/gH48T6/E+4z9/Te7eJGvr1mTMTZoEGMA+7rPKQYw9vbb+p3rVci/AhWZHezGDcYuX+af3NxKSFxJKJWM3bjBsi7fZpcvM3btWsUOl5DAr+He5VS2/uuvS51NTRupqar78PSp5rrbt1XrrlypWDoNRUFBAUtOTmYFBQXVnZRXjrAw/qwfP+b/afa98rN5My+zu3YuYJ87rWIAY+9abWMX5s5lih07GPPw4BvUri0WQHl5qrbR6dMGTMygQexLfMYAxopMvFkmtrY8PaGdJ/MfX33FGGPsk094+zEkxIDprGS+/ZZfwltv8f9F2z7JyZqzJS5frvuxb93S3LdZM4MnX6R5c81zHTlSeedSR5+2Q1wcnyBWndateXr3oB9jlpaMLVvGfu62mwGMDcLffEY3fTo4lURmpmZ/g2CM/fyzqhGaU/G+YnXwws6+VxKPHj1CvmC/TlQ6gqVSWppq5qCK8uQZN4Ov5VO27bmJCXdzlUj4t0VbPwBAptIMLLWCUb9jY/nwhVSKk4/4SGWRAeZSEd33rGrwH4Uz8LVuza2QdLVqmTMzD78/740e+AcpXQZrWATk52uaLecyU+Q+eqp7IrUgWEo5OqpiFRV14RNmzgOAjRvLdvEbOhQYPZqL8wJiwEQ7JdyV/IDRvSaoolWam3MTOeEk/zHz0bIg970XB8aAO3f4b8Hyr2Y2f0BPrXyB/v3xtPC1rFkT3CUVgGMqn1XrZRklfdFQLxKqNK5UXh6gUEBR6Cotq5jHtLi/ArJyBYZTv/aixaR6c0joAhGvLurWg0TFEC2lnoWgXjy3BgnzHYTY1q3BBgzg08C5uAAREdx8HCqXP0CzbVZhymkpBai1Rf0KY5UFB+PaNe5emJwM/PabAdNZyQiWUoI7pRjIvfBZqVtJqS/XhaIWy+rP0tAIkxIJXpQvWhvg5k1+jwcP1qwzEqN4/eSAJODQIeDjj+E4fgBfZ+LGTfjXrauSNN6/Dxw5or1OGz6ch94V2sm6YKg+7AtJbi7w1Vf899y5/z3LJz3RW5SaMWOGxuejjz7C8OHDxSCWRNUgmM4CBirAGcOTZF6DegS46LTL7t3Anj2FopSXMwBACSPknr1SsbQItrsNGuDUOV5zdOig++5iQ8Ck0On92jWkp/MZeZ894269ZZGRAZy/xEW6UPjCt0ctmJsDr7/OPdqEikzdrTF1+2HdE6kFQZQyN+exxgHNYOc5OaqGgWAWXlrj6/FjPrMeAGzYoFouNAAcr/6LGrk8SOyzPpM0d+7Vi7c6nj/ngaf+I/zwA9C9e8n9U8ZU+ad+fXLfMzSMAW+9pZoVtyzi4vg7IJFwd0oAqHnvOADgaZ0OgLExoqL4cg8P8OisABye3wVA7nvlQalUTdcOVHEnPCMDAJBvygdO9BGlevbsCUtLS41PjRqW6NDBEr+sX14u5Uj92tVFKKVS8z/wamr7BQU8llJexb3XK52MjMpNp/BOvAz3oiQSE/l8J0Vi21c5YkypsMvwBS+r7z3mMeGuXJHg6E1nHiwY4B2+ggIN7yWDiVKMAffv8/ikULUtdUUUbhrwWffYqdOYOkUpFjP79lW+WF2R44eEACNG8IGfstz3KiJKFZ1ZripEKcFD+kVrA5w4wcuSvXt5/woAkJeHpFhe2diP6ME7IlDdrwRHPhEHvv660irk+HhVXnrzTd5OXrlSc5uCAj5ReXY2cOCAbsfduZPH4PvjD8Om94Vh61YebLBGDT5ZFlEqeotS169f1/jcKhQQli9fjhWVFZmOKIaRkapSECrjpCRVgas3ERGIUnIlpFYbd512ad0a6NeP/1afvTnzdAX95gvz1LN6HfHoERdg2rXTfXdRlGKFP27eREyUqocgdFJL4/RpIF9pBCfEwdIkFzExXBQ6cwYYOFAlFtnbA5amvBWatvu47onUgiCEWFgA7oWPQF2UEtJtbs5n6ANKb3ypx2UvjNMLQK0BsP1nuIOfIDqjSGvLxEQV5HzXLj2u4uUlPZ276h85wkNraSMpSSUe1q6tEqVo9j3DEBnJY9j9+iv/Lou7vL+COnUKn8X166gZxUfWn1ryhppWS6mnNwC8eKOkLwNFxZUqtZQqFKUUJtxEUZ+YwevWrcONGzc0Pleu3MDWrTcwcNBkvNO3H1LOndOrF1eSpZS6ICUMXKgLea8KcXH8nQ0NVZWLLyIZGXxW7YiIyjuH8Pzz8l7sZ52ZCaxapT3u0rp13Dh68OAS2hY5OVVi8idaSiEZ3v0aAgDi4yVITjZFr15G6NULeNbvfW5Sfv8+sH175YhS0dFAejrSJbx9pK+llCBKpTl4Afb22JvVFWfPSWFuzg0mHj0qFhbLoNy/Dzg7qww19CE1lbfv//iDD9YVFaWEaxMEJGG9+v66ItTDhZOEIiWl8t4hoY8kTN70orUB7t1T/f7oI962VGz5E8lKfsPtv5gmrheCzScq7QB3d1x4VhPPf/zToOm5cYPPg+TsDMz9IA04cgQ3b/J1U6bw8l8gPFxVJ546pdvxg4J4mSkMoL9SMAZ8/z3//dFHgKkpVq3ik0zp0g/9L6K3KBUUFKTxOX78OLZv346JEyfC+CWdVeJlRQh2npjICy5vbz4DVXnaDFmX7yABTgCAWnX194kwMgJMjXlLPPNiiP4JUKdQlNqUyy3vmjXTb4RKEMgy8014KyI7GzEXVX5vuhQGx/7h9qT9sA8XdzzBjh1cqLC0BI4fB959l2/n6AjY2PHXKPXqQz6cUE6ERr26KKXunie47tWqpXLvUx9ROnUKmDCBN8jCw4E/1eomdbFSGBlyyIhEDWf+zNTFL5FBg/j3zp0vpe+JUslnVJ0zR/v6opckjkqh5MkahdnIHRy4bkfue4ZFPZ9+/LGoQZSI0KAvnHwN2LABNcFVqKdxfGRdQ5SqXx8wNoZDFn+ZXrRR0peBohZAVWopVVhI5hvx2RT1sZRyd3dHvXr1ND4NG9ZDrVr1YGNjD4XElL/IeijMZYlSxsaqsuRVtJQS5sFQKLjIoX4/GOOP60UQaIR6sjIFVPXrfJGtpTZv5nOYNGkCfPaZZrovX+bfcXGFg1pKJR+lGTGCm5aYmfEGSrNmldqLTHnKC34bpMLi85nw9OTLT592R0qKBPn5wJ1ISz6KBAATJiApWBUd22CiVGEFk27OfdbK676Xmi4FOnbESfA4FOPGAV268HV79xokpVoJDuZ1nK5WKwKMAe+9x9uRABe3NESpp09hY8zL4uxs/v4bwn1PEKUYq5w5dvLyVGWAIEq9aG0AdVEqMhJ45x2GqR+bgkEKe/NsONZWhVcRLaUSJLg18mu0wQU0mtMHl85XvLLZuRPw99d81S+uvoqc7v00tpvQWvXeCaEUAN4f0aXsF8TkyhRnq41jx7i5oYWF2GlcsQK4fRs4XDHHmlcWvUWpzp07I0WLbWVaWho6CzFpiErF/u5dGI0fD/u8WAD8pb59m+shjx+Xb/aXqPO852ZpnF10ll2dsSjsoGdeC6uYiHHrFp7CHYtOcRNVod2hczoEUSpTwktUANGXVPGedBGljh/gKkNXu2vw7VcPQ4cCffoAW7bw9dev829HR8DGnouxqbAG/v1Xv8SqoS5KqbvvCZ0ZdVFKsJJTfxW/+IKPdO7dqxl7ClDlCaUSSE7mz8YRCXAfwRtJWmNTde/OVZfISNUFv0SEhgLbtnGLZvXRHID3Oxs1UjUMAb6tQEliSCx/5cS4Ci+L+15SEtCtGx8Ff5FRF6WePeOxN0pDQ5TKywO2bVOJUk95MaQhSpmYAA0bwgF8eDQ1FciPijHsRbxkMH3K6vx8FERrDolXmaWUUim+aAoJFxwrOg4mkfAsAQAKC1v+Q8cKVKnUFOS0iVIyGR+wEbZ/lWBMVU7KjJVQKoH0NFVeSk7m7+fdu9UvyAmPtDLDnqpfY16enu9VFSLUhQoFsHixqk0DAFevqn6vWcNw1WsIbwf88YfKzCw7W2U+8f77lXJTU69yH3nb+s5AixbioMOJE6pZI8PCwKdS69EDyM5G8vwV4jqDi1JmfMC2vJZSqakAOnXCY3AlxNdX5WVQmRYiglCkb5/g2DFNS2UNUermEaB2bVgP7yWuT01VncvSUv9zCtZKNWoAcj7eUCkufOrtC8F970WzlBLaNIsX8/pj504Jfkl6EwDw+9oCjTpPEKXy84HTrkMBAIlKe3TqxIRQuuXmww95fCuZjKGVES8Y4uGEhPptNbY7+rwpMpK4Ci9YrgO8zakuUpWEcP/Dwqq/njA4gpXU+PGArS2Sk1WxtgTBl9BEb1EqODgYeVqGgXJycnD69GmDJIooHfPnzyHdvBn26REAir/85THWeXaLlww17TI14iTplS5r3vrOTFXoF+VOHYUCCA3Fx/gGWbnGaNeOW7vog0qUAtCiBQAgJkRV8xQVbIoSHw/cfMyHuDr3MNEIHNW3r2qEBQCcnNQaHrDhAQhL4exZHrRd25S32iylTp3iI1OTJqnS7empEqXUG19CrKPERLWYDIL5eGFlzM2i+fXY93sdNdrxi9FqKWVuzht8gP5DbS8AgoAE8FEfdU6c4JX/iRNcoIqL477wAmWJUm5u/FtdlHpB+yAAeMP32DFuhv8iU3R09McfS+9gaIhS//wDJCTAvdD6Lzub76sRUwoAGjWCHZIhAVcJktb8ZbgLeIkwKlRLtNXnAHiBFBXFC4fERK6qhIcjP5kXJkLjODe3ivJ+VhY/kbExFEredKlooHP1Y+SZCX7fuvnAF71t6g1qIXDrq2wplZ3Ns4QUBbDK5y9pQXySKFIIYmVODndTqi5RTqFQDRoUjYdmKJRKzXcgNxfIKrS4kxkikxoQoX0odP6PHePfCQkq3amr7CQYk+Dgk8a8sfHhh7yyjIvjDY3//Y+3i375pXy+YaWRmYmUR7y9ZtOPBxP19eWrIiJUI6ZhYeA+cLt3A4GBSFKoLEgMLkoZc9P0cgc6TwMQGCiKUnU8FOjTh6+7eFFlgW1oBCFJX1Fq7Vr+PWoU/46JUROl5k0ECgpgfO4ULM34u56SohKl6tfn38WK0aws4OBB3ggu8hIKwoSjo/YBV0MhpMncXOWG+CJZSiUmqt7PadN4k8a60CJtYZtD6D9CcxIqc3NVG/TKLRNxeVauMX75pfzpUCpVz/Ou+xtYWzAWABDv5IuEHScAAK6uDE7gG90/zx9gURHq5MmyzyVYSuXkFB88flEQ6jq9ePiQm0NJJMDUqQD4/AwCjx8bLn2vEjqPM95S60XfvXsXsWo9voKCAvzzzz9wF3rSRKWSWFhD26dFAHgNSUmaQktCgqpi0PmYD3kt7uRUTkUKgIUF3zcTFsC5c6rIw6WgVPKCt1WrQv/osDBcUvhjO96CRMLw008SvUUywaUqKwtgzZpDAiDmscqUpSxLqaAg/t0Et+A8QHNUQCoFxo4F5s3j/x0dVY3vVNgA/+zjvQ9heFwNxnjb7sYN4OefedwcATUjAJibq0QpoZDfto3HeQC4pZRg/SFU3Hl5qutKTlYtr1WLW9GlpvLzJ4SnA7CCNVJhMn0y3AsbpiXO4te5M48pde5cCRu8uKjHOPj7b2DGDNX/f/5R/Y6P55qbeqexJNPxopZSQl4DeD4QGggvGiGFHrUV8C6tEoRGY8eOKgvQlSu5m4k2NESpb7gZmHzUEDht5tf65IlKcK1Zs3CnFi1gvGMHbJGCZNgj4eh1OC+qtEvSGcZQ7gGB8mBsbAxzc3PEx8dDJpNBKqgneXlAcjJYfDwKYARjFL4YT58CCgWyYQsgB6ayAhQUGImuFiYmJZ3JQAg9K7kceXncREmprLillnDZWRIpzAGuSGdklGmGJeRViYQ/O4VClRahLJdKVc80J6cK7lEZKJVK5OXlIScnR/W8S9xWZW1oZsbDBajfkqSnmQAsYIZ0QKIAWA5ysjORc/cZULs2cnNVF5uWxo/l7FxJF1YKRQWKjIzyP4e8PH4tRkYQ4wIBRY2FGFJTs6BQxMHW1lYUf18UhDqgZ0+u55w9C0CpxNU5OwEMRQOEIVBxBMfQEeHNhwDBH2uqMU5OwDffcFPjsWO5iXbPnuIAYIXZswcpBdyPy/b1pgDU3LPVuH+/8IdcDnzyCZKCz4rrDC5KlXP2PXVLKebbCI/BC4Y6mbfh7t4crVtzUWrXLu5SaWjKYymVkKAKZfC//3Hvzbg4VafcOf8ZzwPx8bDJT0IGnDUsperX54b14jkzM3kMhfXrVSOvnp7A8uVio1YMKeHARanY2MoVpayt1eIxvUCWUoLrXq1afHC6c+3HuJXfCaHwRfctq7Tu4+jI2/6ClWMD3Md9NEDkrVQA5XN7UY/p5RkRjATXJkAskJAoFZ+zo6MEdsnhiM91RujlDDQ3PYa7uz0ANETLltwV+NQp3ucpDfX7HxqqOej/IpCYyIs2JyeVe7NOCMpujx5iEGB16zWylNKOzqKUv78/JBIJJBKJVjc9MzMz/PTTTwZNHKGdbGdnMA8P1CxUIUJDNTO43h3P/HwkPuOtaQdBpSgHooUSLHhE8DFjytzn4EFuxjx8eOHsC7du4VMsBgCMHi0RvO/KlQ6lEshtEgA5gJjnqgZ4WaLU3fO8MG+NS0DXQcXWjx4NfP45b6w7OqoEjFQzN94aunBBa2T2kye5IAUUn9BO3f1L3X1PICODNw4AXmEJljxCxR0ZqRqpTUlRNco8PXnHvqCAnyNx8yEAw+AgSwMCA1GjUMyMji6hU9y2UJQ7f75wWFxv48pqQ91S6vx53ikShAl1USouTnMEAyjZUkoY0Szqvgfw+/uiilKCuCnMoFKV4oc+CO+SjQ0wcSK3kvzhBy4oqguAAG/0CmKqj1uyyppv9GjUDOLXeu0a7zBKpSrrNkyeDDg6wnG+HMlPgcSrEbyxrD5bQxXz11/AO+9wi75eKq8I5ObyDnRlPC+JRAI3NzeEh4cjMjJSNTxa6JOWDFukwQL2phmwyksSC5g0iQLJTIEsmQIKyKBQ8E66vPxVh24kJPDnpFAgJpMhP5+LJOoBjstDUhLPd3l5QHp2KleX7t0rMz+kpfFyVi5XiVGPH/NnlZzM1+fmaopV1ZjFAHCXsuzsbJiZmUFSRqbKytJsS1hbq2IZIjcX8bH5yIIF8uU5YKZypKamIkeSgWyWCCQkIFHmioxMCWQyfg8SE/k7m5HB30mJhB+zsg2JhGwjYGJS/nMWPVbNmjzv5+erOtaCSOvtbQtXoaJ4gRCead++XHx4/BiIHTQZV/faAxiKFg6RqDNuCPAN8NiyKVCSEDN6NG/A/f03/33zptbBOL3ZvBmpWAEAsLXjeVSbKKURqL1TJySZRaJQ8zG8KJXPK/aKWErFJUiRBQtIUQDPe/8CaI5hw7gotWNH5YhSwsBcerruzbetW/n72rw54OfHx5YFIcIeiZC5u/AGVcOGsM2OwzM4IzVBgbg4/lIJA+KpqQw4cpSrEoLnRK1a/OFERvIp3H7/HRg9WmP2PW1eAIZCXZRSxWMy/HnKiyBKeRdOpod16+CJJ/Ds7gPU8dK6jyBKCa5zrzeIxf37DRB1PxvlFaWEe2ItSYOM5cNxwYfAezwPCWKwoyPQIC4Gp+OAeyH5KLj7G0KzfgcATO58D2Mve+PkyRLH6EXU6+/QUKB373IludL47DOeXSMjeT2uUzsnL4+LsAB3cylEXdQiUUo7OotS4eHhYIyhTp06uHTpEpycnMR1JiYmcHZ2fuFGhF5ZJBKwdu3w+vbT+BYfIyhIs6Gktyj16BGSCnjtaV/TvIyNS0ZDlNLRlVNQ94U668T+TBzDCMik+Zg/v3wBQzRmAqxRH3ILC0RnqoZohdHfktrkTy7HArCBp4dSFU1eDQ8PHmbhn394HStUqKl1mwMh4C58WkSp775T/Q4J4Q0FoZGj/vzMzFSWUuoIgkitWqrOuFBxq5uCqltK1azJGyJKJZD6LAMJ244AGAaHGqaARCJ21PPy+HUIo0ciTZrwG5qWxmu9xo2LJ+wFpehsML/+CsyfzyuDR49Uy+PiVAJWjRrihDtaKWopZWzMP/n5vBOnJbu8EAiWUrm5vFOob+O6qhAajVZWvM366afcpWTLFi5SqSNYSbm5ATbHd/NM3Lgx0LQpatbko7WC+OvmpmblYWkJjBsHh7UMD54Czwsc+JBez55VcYlaWbmSN3gOHFCJUhER/HJGjgTWrNHcvqCAB4Lv0AEYMKD85zUxMUH9+vW5C9/cudx0wsgI1+sMwsiHX4IxCeRyYOeviah78EfAzQ0/3XwdK4O88JbdYTyo2xNXrvDQCZV++z78EHj0CLk/rkG/mc2gUPBJJypqoH3kCE//wIHAUtsdvDE5eDAP6lEKS5fyGG1jxgAbNvBl589z4WbdOi4wTp/O371jx7hBybBhFUtrRVEoFDh16hQ6dOhQplvZpk3AkiWq/716qeowNnESRp/6EnFwwaZNDKG3JFi6FOjTKRPf3noPSEzED85b8E9cAD79lFuChIby91q9bO3WDajMsUzGgLff5p0swaJt82agZcvyHe+DDzTr2h07+ExKDx/ywNDCOevVk+H48RezPaxu0dK4MR+0Ors3Hlck3QEGBMzthjrtJcA3ZXScBPe9Y8f4qMehQ6oZe8tLTAxw9ChSYAtAZWmkLkq5ujLExkrw5InaQJCxMZJr+QGFQpVBBI3kZLERkZ7D35WKWEoJ+cYDUTA5cgCYPxdDhvABl9Onebuj6GBkRRHaQIJQqku82N9+49/C7PUNGvAxZgBwwXNe4Xh4AJMnw2Y5N4dKHTIecWwRgFqof2Y9gLFIjc/jDWWAN0TXruX/c3K4b9ratbzwNDNDYiKPmeToqH0SH0MhWG/Z2LyYllIalt8KhUrYKNr4UUMQ1wRL/w5DXfHbYuBJui1Ybh4kpvqbhYoiIUsAPD0hG/c2bOfwZyKk0dER8HZNAeKA0IcyRLBc5MAMcmRj2E/tMdPiKeLi5KUWC/n5mlZ81RXsvKT+YHS06hEA/Pp1GmfYvZt3xGvU0FDZ1C2lEhI0+4AER2ezB09PT9SuXRtKpRIBAQHw9PQUP25ubiRIVTHs9dfRAacgRQEePNB0v9JblLpzB4ngJZuDY0Xc9/h3Fsw1IyOWgqC6Cw2lJUcDAAATX7+H2rXLlw5jY5V5fmaOEeDvjxi4ietzc0u/R0/uc0uBWi2cStzm99+59fHo0WoNDw8+3Tx27dIIMPHll0D79ipDDltbvlpdNRdEKXNzLiI5O/OZSGrUUM30J6At0Ll6QzklRbXczk5ttG7GAiTG85rLsQFXT0xMuFkqUEJcKWNjoHVr/vslc+ETBKRahbFRFy7kwS1nztTcLj5eJfgJo3zFLKWys4HQUMSG8mEdNxNVS6Y6ZuC7c4d3kHR4xZCSonL3BF48F76wMGDWLJ4u9ZFMY2NV3hesBNXRaMAJUVnfeguAyiJOaEyLrntqNG3Ky7oVmA72r5YTVBFpaYUuNNB8Thcv8nJB2ywtZ85wIWX8+IrHGZZKpZAfPQr5ihWQR0VB+vsWTIj5BhERZoiLkyMsTI5R09whXfg15NOnI8rYF5GRckhv3EVBWj4iI+WIjZVDLq/Ej0IBeVAQ5JGRCJG0xMOHcmRlyVGnTsWPbWMjR2SkHHfvyiFv2xbyyEjIt22DXCIpdb9Hj/h+lpZyJCby31lZfN39+/y/hYUcubn8d0JCJd8jHT/5+fk6bXf3Lk93fj7/DgsrXHfnDmI3n8LlSE9ER5siIMAMpqZ8m8fPHSBftQry588RfjkTkZFymJqYYto0vj4kRI6UFDk6d+b/L1+u3GtNS5Pj6lU5njyRw96enzMxsYTt792DfN48yHv3hrxDB8gfPNBYb2wsx5kz/Bhpafw7OZmvy8ri/yMj+bnCwl7c9rBQ/js5Ae2acoXwLNrjiiOPH9kiQCIGgX76tIzZNR0cVB3mFSsqnrg//gCUSqRKuDIhtHPs7QEXF96m6t6dicKFeujSJPt64u/kJAMEDiusYJTuHsjI4HVFRSylhIGwOnjM1evnz+HhwY3RGSse99IQqM+Ip4sLX2oqFykB7r0AaEbhEEUpAFiyBDb1+WBvSoYR4jJ5B6D+Se62lMtMkWtuxwWoW7e4G5NEwlXENWu4xTIAjBuHhDjeLlW3lKps9z1BzMnMVFmyRkXxpkR1xf/TsJQ6cIA3Yl1cShV7iw4ktxtdDxIokQs54neVL85zYgwPmOiARD4Np0wmul4LFlmOjoCPF79xoU+t+GyYALzlETDLSsT4zB8BAD/PiuQNuCtXNAuTY8eQ3EzT60o9ULohePgQWLas9Al133mHZ8kmTYoXYUuWaCZZZzdYYRRx/HhxNPTZM97PMDJSlSNFRf+VK3kfJThYx/O8gugkSu3btw+Kwsid+/btK/VDVA3Kdu1gi1Q0k9wstq48olQSuEhREUsP0VLKrbBnL/QIS0FdlGIMuJ3Me4/jRlesVtAIdv7aaxqiFFCKC19+PqISual2rW4NSzy+m5vKpUgMJu5UjweZuHdP9NOLjOTWOWfP8usbMkQ1eKTuwqce5BzgBdetW8XNWSUSbhlQdDSpJEspW1u1aYkPnEKChNcsDs4qKzTB0qDEuFKCC99LKkp9/jmPjWBnx5+7UEwJpuxxz5m4rSBKpaeDm5edPAkMGsSta3x9EXOdb+g6c6T4AKtjBr5p04BVq3iohrIoWtG/UKKUUolF70bgm2+AjW1+QfofXLkV8mxHPjkkTp8uHkxbuC6f2lncZAYQTVGaN+d/BeFKmyg1bx5gYZqPs2iPLX+ZGuqK9ObECZWwpC4MC3ny6dPiQbWFkcykpOKuwHqjVIqBODFjBvY8b4M7d3in9dIl3ni/cQNi4NSkbJ7h7ZEEx1Re8FS6C8TVqzwDeHjgbCivpNq1M4xbo2AtGhMDbnrm6spv/rJlpe6n3rkv2pESOoPOzqoGaGVMcV6ZCA3mVq34t/iMFy7EbTQBADRqJIG5eZHrb90a2LqVx1gEYHP0b3TvzgXmVq14s+B//+PblzXpSEURAufWqKF6zsXcPVNSgDfe4DP1fvstfyEvX+YVr5oPeHg4N14QOjCAyiJHeLZCxy06ugwxp5rIzVV1zJ2cgHbgavhfpiMRFW8GSeGExU5OvC3CmA7Bhz/8kDdYTpzgLnwVYfNmJMMWOYyXx+odbj8/XgG0a6cUhRIxrhSAJGYr/k5OMsDMC4WVR2YDVQwJQ1hK1XFI4ze2cJTyTW4khL8MPN+GQqGZ13XpUAvvuLm5qi+gLkq5yhJVlbKJCWwDeIPp+XsLkFQ4sN1gtirkRer1x7ynL/r9FiKRcL/8Ll2Qn5mDlDQu4jqEX4Htvk0AKl+UsrFRuZUJ9ekHH/Bxreqa10dor3h7g8/yAvC4baVYtQriGsD1j9p1pHCz4Bf6ZPvZEvYqnYRdpwAAjvIMMQyLMHgttLucnABvH14BP0iyx81UTwBAoz5ewNdf433Zb5BAiSP3PHG/+4fcPNXenk95PXgw0L07kkI0R8JDQw07acqnn/IJOtWtndSJjuaWs7m53KJ57lzN9UXnrdIpT96/zwMTS6XIGjlBFMQEK6nGjYGGhV3LoqLU9u3cQn7gQJVA+V9DJ1FqwIABSC6sfQcMGFDiZ+DAgZWaWEINHx/A0RGd2PFiq6pdlPIsnCqliAvfhQvclF6Ib8OYqlGRmwsk341BvJKXsO6BekZqLyktmUBWi9eRWmgOLvhql9QYZhcu4omS92A9upYsSqkjNjyyTVQjGtu2AVDFPahdm2s627YBbdrwZdpEKfW4OWZmvPIUDJUA3l8yNS3ud19UlBKW29oCNnI+mpEGayS+PgCAZmNPMBnXaikFqESps+Wr4KoLwYrI3Z3HZY2O5u0ge5t8mMvy0M+Nm6pFf/Iz4p7zkdX6xryWyDh3kwfkCgzkprhKJWBlhVgpV/BcFU/4iOHTp6IoVdpojD4Iwf9LmgQsOpq3/wEe/6GsmXsE1z2BF0aUevAAaNYMoWd4S/j5o3Sk3ecXY2XJWyYtW/L8Hhen2QEBVPHZ/HIu8pvWsqUYUHLUKLUYUtAuStWsCcybzdWeGdEzcWRrXPGNqoB//1X91iZKMVa8vFLvYFS4AX3xIm8JWVoCX3whnqt7d96AErzYFi7k5xXKFjskwyGBt5wq3QVCMCtt2VIshrR4SJcLofyLjgbPbIKP2uLFpc4iK7xHzs6li1LCFOklxamrCsoz41xRUSo+Hlyh2LsXD8GtUoQOazHrhkGDkOLEV9pu/RmST+Zi7a8MFy/yPCXMhJmcrF2se/RINYNhRRAEFU9PVdtGI68qldzc+ehR3kN9803uVlS/Ph/B6N9fHG0QOgkNGqg6gsK7IDzbOnV4Ha7tnX0REEQHIyP+zNqF8RgwT3O5mta7N29zSCSqgMNlzhLl4cFH2wBVR7o83L4N3LiBcGPe9nNx0QzF8O23BRg7NgSjRjGxU6ceVyopSaVQ5+QZVXgCBEEhSPPyA8Dvmb4xI9UtpURRyr9w4d69ALgLK1BxPa8oRet5XUQp9VnwBDQspepYaggkQtv3TgYXJMzNAYel/xPFu1SJbcknMzYG/vgDyW6NxEX2/xsH20xuLlzZMaUkkuJxpa5f599F20xVQU6Oqsz1Udzi5jLGxmUGG1N/Vh4ePJ/W8uTvwpMT5ShIc3ORuJ8PQDs0cRfdTgRRShXoHKjlawkzZEHBZPgd4wAATVvKgVmz4PXgCHr58AvqbXIUI03/QmSWI2+87toFKJVItOImmTXMkyGV8jyqHgu2ogjlQ0kDd7t382+hX5iTozmYoC7SAjqKUmvX4jG8ML7GYTg280D9+rxdJwhjrVtDtEQtKkoJbfmUFF4Wq4d1+a+gkyilVCrhXDgEpFQqS/wUvGpzHr/ISCRA+/bohCBxkVBoVMh9z6GMbUtBFIJqFApKRUSpDz/ksWHat+ernj/XbJCG7HsMBimMkA/HWuWPbQWoCpHMTCDGi4sqZshCowa8gC7JUiph92nkgLc8anrqZoKvPhqGkSP5nz/+AAoKxI60nx8Xo2Qy4LXX+LILF1SjAoKgoS0QrpubqhHvyet+nd33bM3zYP2UD22kNnkdiQ24Iqb+nAv78cWmcxURVLSHDzXtwV9wisZ/kmcmYmrIRESl2iBcURNtn+0AANxReoNBCqmUwWsb74Gnx2RwExUrK+6ecOcOcuNSkazkD9vN145n4P79YW7Ge3y6WErduMFjj2zcWPI2n3/O4/P07au9M7l9uyrfKBTcYqo0ij7XF0KUiowEunQBu3UL98FbvUlteiNNwu+v9U1edpiaqjrF6sUJY6oGZLMbG/gPwd8APBjl7Nmq7YX3pygffWoOP4sHSIATuo9yxoIFFb0w/WCseNB9wSpKvXFWtPGiLlju35VXMbMMYYi+Xz/A3FzsmAid+PHj+cheQgI3HhJG3+2RBMenvCdVGZZSS5YAU6YU5vXCmQhYQEvRYNNQopQgXiYmFt774cN5TzE3l3cIShi6FYpCDUupJ2nA5MmIi+I9Yhc8F0Wp6rKUevSIl/fjx+s+Cs2YKs8J8ZcSEgC2kVsxPHTn1hL1Cj2mtLncpBrxDGSDVOCrr7gJQmEr28pKZTxRVLw5eZIfd8oUXa+wZARRqlYtVX7WsJT65htuOmtqyl2q/vyTm3QdPMgTeOkStxRQKsUOTsOGqrQXtZSyslIJ4GUNFlQHQtnv6AhI42JR+8rfaAiuts2cqWmtU1SUun+fL5s6VUs/V+g4//23XtNhMsYH6sLCwE0WADxuNkTj/ALe3kD//o9gbAytllJFRYzk+Ar6NRf6saV7ctHEykp/y0ytllLdChtcR48CmZlimy4trWzh6ORJbkWh7uZdEkVd+/WxlNJoH4YegAS8IeISoDm6I1yfIOLUrMnvkUabuDScnJCwcDUAwBbJMA69DVukAABSkg3gglkEdVEKUF1nYiIvmoT7WqYQWwnExPD3QS4HnNd/zRcOG6Z9RE0N9WclhDyp1Yirgk8y7FTTievK778jMY17Uji0Ur2EamGkARSWIR7uaFgYyC0CXpBJFBg1qnADT0/MXMnz+sM8T2zLHYIf377CAzB+9RWwfz+SPl0OAKiR/Qh1avFCxVBxpdTrMCF2cVH+/pt/q8/JJZTleXmq30JZVGZ+zs0FNmzAJKzB70/fQHY2H+xq3x7Yv5/3/6ZOLVmUEtp81tY8DwoT+P2XeHmm0iKK064d2uMMjCRcDAwM5Iv16nTm5gJhYYa1lHKqzX/cuCHWAleuqAqGlBQ+Cn/smOb+t07zN97ZLL3Ck7iI8a2ygJh8XprWQDRqGXMftZJEqSf/cAHH1SZLnO65LDQq4J49+YJnz4BTp8SBdvXRJn9/PvgQH6+q/Iq67xVFsJYS4iOpdwIYK9l9z27lIlhn8ZIubdx0JCTyVpX66IrQ6ShxulNbW8C30PpNPVLfC0xBgeo9cHUFL/3btAHWroU5suDcuxWchgQCAG4bc/N8Z2kCbNJ4DynDrT4fyYyL4/7hvr6Ifc7vnYkJYHtgK7+J167BLJbXLKWJUpcv8z5/s2b8cOPG8ZnhinLhArB0Ke85njoF/LKoeG9/61b+LYywrl5dupWW0GAUBjirXZTKyOCJj4rC83rtkQ7eQkxy8UV6Q54ZrfdsEmvsDh34buqi1NOnvCFpJFWi8d0/eadyxAiN00ycyEfbAZQYn87EBDgz+wCm4gcAvK1UlaNT9+9zIyVhRjDGVJ3Z0kSp1BSVunD3gQkeWzThL7K24FuloVSqeqJDhwJQddqFxq6xMfB1YRv5hx9UYoydZT4c8nh5amhLKaWSi7M//8zvj1A43XfriIQE3nAXXDQrioOD6t2IjQXvVa1axfPU0aOqeGVqMFaC+97n3yFz9UZkFfApepzf6gKrAt5bri5LqVOneH3w++/A0qW6NfkSE1XpbdGCfysUQNp6HvjmoR1/TwV3Z62ilBBUeMkcnon+/JOPyDx8CEBVlxUVpYT33BDWCuqWUkJ+FkWpBw/41EoAj7auHv28fn0+mi+T8Wjm8+frJEpZWqrKHF3i/VU1Kus+BqxbBwkYTjWbjtBQ7rmoPrNUUVHq6FFeDv30Ew8PpJ6fM/zaYYTZbhxMa69XGXTuHB/He3sUEyu2x949Nc6vDcFSSnAlYqy4W2by0SJT6uqLIErV5G2f8gQkFkM7qFtKBdbiFVJODnDoECwsVHlTeBcY4/VX166aGt8PP/AZE7UUScUoOn6oi5WH+ix4AIAjRyAfORie4C+SS6CvxvbCey8ICcLgj86iFIDEhnzQ2AH85HbgL1XKMwOZnqshiFJC+tSDnasLnNUhSon1iX0+JDv+5H+KBkDVgnpbXmjneNTi5XwUPFTKi66sXasyUlAL8yG4Jmuc190dPlCpSKM8TmkE6+/UiVuYCu7aN545ccvU2bOBPn2Q6MoFXweWAM98HnTNUGK+MAMuwNNQdFAoPp7XjQA3kBWsIIV9hPJEIlHd1zLfoV27gIQERBvzym3hQl4nRETw1XPmAI0aabdCzchQtT2FwdFvvnkx3cArE51aKD/++KPOH6IKadMG1kjHQJODsLRkQp9Cv1Hr69cBhQKJEl6yVcRSSrROklrxt06IyQPecQa4K3GLFrwDv3Sp5v63Qnh2dHOouN2+uvueECvJDTHwyOSjglGP8orvlJCAqLu85KpVR/eZ/8SYTakATE0R12ccDqMHCn5eLVZ0QuMdfBNxEjuhUVWWKNW/P/8WrAOERnFqqmaAaIAXYrGxvNNqe+EwbKS89ZgKm+KNDqja4teulWzpW+DfAjkwVZmnvOAkJPDsJ5EAjqmPuCD14AHvnZw5Axw4AOexPFjX83ye913zn8IK/Pmny525iqTWSle3vJJ41eaRSWUymCXzDJaVxZ/Dhg08n3//PW9cTpnCrX327+dxrLy8eNomTNAMUp0bnYh3ujyFUilBHfAKevZ8U0Q16ycGz793jz8nY2M+sOzhwRtU2gbDHheGcxAemWChV+2i1Pff82dRsybuL1VFd01KAtIcagMArPKTxAbZ66/z9UIDAlBdk69ZOOTI5TezyLQoZmb8ts2eXfqkUJZv9sIKTEdthCM3V/+BxYog6EEdOqhiuwkufKWKUtc1W80HCnpw5b97d6546mqtcPEiV/gsLXlPE1o6JuCvgoMDL6eEhpR9y7pwBK9sDG0plZKiCjYbdz9FvAFnM7grjeDWaQgkElXWERvE9erxgBQA8NFHxVqj6ekqizanlAewfcBFs5Sn6Yhz5A1tM0k2LCLvwHL1t+I+hiA1leskuga4V++sL1hghJs3i06xWhwhv7m58Y6nYO0VH5EBWFriQTq/YUUtpbKzef2Tl6cS6W3fG85fKldXrjQFBACHDpUoSgkDOcViP5WDUt335szhN7Fnz+KziQB8lE8IWLtoEcJOc5XJ27u4KCUINFZWqs7bi2hULFr3PTzPg+qBC6fiFPRqFO04qdcbJ06oYswBwO69UvyRPQAfYCXYDt2DIwntoxs3GPKi4wE7Ozw29dU4vzZatODv7ZUrXMtKT1eVF25mKQCAlMPndU6HwOXLhZbFCQliYZDuwjN5eUQpoW2YkaEq1+vWk6gGUArzl2AtJeTX48e5lcTx4ypXfUAldFaWpZRG2X/qFA9RkJeHQM9wSCQMLVpqdhkFcUfoOAtGPXqJUoLLoFUu8M47sK3DK56UGMMH6RTSU9RSKiFB0xW01FkndeDECe4VEhKiu3WqKEqlP+aZuUsXPopZBlotpYSyFbW4j5qulcWjR8D160gAH8hXF7y0WUqhRg14QxX86H+BxYXghg1VRuw3b2reDw2r6+hbAAzXlhCEIICf8+pVHt93Ezf2xZ49vB3evDlvkwt5QqinhXxpZ6eqO8oUpVauBACkmfP6sWdPVRXi7c1jxgPaLaWEtoeFBZ8DoOb/2Tvv8CiKN45/9y6X3nuANAi9d+ldijQRUSyAgiKWnwXsFcWGICoKNkBEUVBBEUJTepXeO4SEFNJ7u7K/P96b290ryV16YD7Pk+eSu83d3O7szDvfeUsjWruyyr63C3aJUgsWLLDr57OqqL7BsZ/OnQGNBitL7kHK/jjTzrFDi859+yACVespVQDTAgebNiE7m6LZALLvJ0+m380TMJ9MoVEvNLzsUtWOtoXd7GFIRvhe2mJK+MdKFrl16xAP2uoJb2x/GVU2Aaek0KAT8+cnGIGN+HJNA1w8QysXuacUIIWMMMOhPFHqoYfoWJaPWF7al+XWCQ2VJe9OJa8eX6cCeN9JakRurnX37GbNaEAuKrIewmcwAMMPv4dgpCJxX3lZT+1HFKsnbwAgLeiDgkQ4PTGNTl67drQ1a1T2zHd+wpAMTx8SI615NZiHA6JvX+C99+AO2tErLCTh55FHSAx54QWa8L78kgzoyZNpR3H/flrEHT0qC73TarFv5Ae4VNgIgUjDIa9B6KE5hHx4YfnxdqRy3X8/dm6kz+rfn3bkBw+mf7eW7mvSJLrfsrJIxGIeR7UiSh04QIb4H3/Q9g8AzJuHi9nSRcjIAHJzqd96qwrImNq6FT16UL+Oi5M8HE2hewV7yJvhpZesfmzPnuT95FzW7dy8OYRmzTAClNVyw4bKfFH7EUXJQHroIcdEqdzTtJL30pDhfnDsh5T9XhAoecFdd9mngrA4UpkAax6+B9DbmofL+fVta9rdrmpPKbkgkXbAWLaqWTPsPEQ7H1UVusdQJDtnvPQSWdQ3b1LMjOx8snvI3UUH9z6d4XuBklZke0Ug9UsKCw5uqIEQFQWvNGp/VXlK/e9/FNVhjHYqF3Mj/7//wqwfKIP1N2Y8s8VJOgJRMm4i4hNoomGiFMvRAtDCT74Y9fYGxS8cOUI3ZE4OMHo0IopoDjYXpZhQURVzgzVRKjMTtDGxZg1KBFcUz5lnOy7rkUdMccDnL9Axck8ptkiRe0rVZVHKtPAtiqcL88wzNG5YwVyUYt+H2Shyp2l231xHFI6sjbdbFGdjnVanwnm0AO67D9fiyU2e9T1rREebNDU8/rhUU8fVFWhgHEezth93KJlaaiptgHTrBlzbYlRGGzdGno5cKCrjKcXw9jb2w8cfp0nt33+B8+cVAq0oSg58gFTDA5DsRZv5P82+jxyHRCndTZpDioqAESPw/bneSE4W0L698njz78c8pRQbteVgskn7tAaWL4dvU1oHZGVUfToY8/A9uaeUPLF0QoJlcRF7SUoiR/CHH6aCCG+9ZfvY/fuBESPos9l5CMq7Sjtq5eVlgPI7AFZEKafG9MbyHb2yMHpVZfhS2J18nWBVlPLwQH8PEqLuxWq06mI97UqrVtTdMzKUc6ypv4W5INBAHbaqRClzm+mNN6gS+tSpdH2XUjo9Uzo8dn+zPiIXaNmmS5n9+cgRMsQ1GuQY6M28vcnsPXqUPIDZHrdclGIiHbP3wsJow+3FF+nvjz6qmvyK9QW7RKlr167Z9XO1BnweFy1ahOjoaLi6uqJz587YbZa36LbCGMOggQ4ex/eaBqfCQgeSLu/bh3x4QicaY4irIqeUXJTauBF/rxNRVERuiz17Sl4/DBaqd0pL23VhzSow+5fRFrko1TCfZp7kPE/L0e+332hnAdKgbg/svGdnk/dXXgF9od9xD+Ju0Hk1iVJpacDcuQjxo60lZmSw6+VufUwHoBRRXFwkd1MWBhYTY2kk+H79EXza0pfJybEuSqlUZYfwff01sPViJPLgjW2HLK/N1asU6eZo1Yynn6ZzV9UJPgHpvIZosihhpLs7bY3IfIvNRalQpMDrMdrSMV/P63SyfiRf002cCDeQMJARX2ByY58yhdY5TDBcsoR2PJo1IzFpzhzpeQDArFk4cIyUk4GDVfDPuYaJ8+mi7GvyMKlKq1cj/t0fAEjhC2xxbk2UYjtFd99NC1g2Eda4KCWKwPTppEyPH08nt1Mn4N57ldWTMmW5We41jh//+x+8XUvRoQP9ud+4+W0SpXCMPINsJY2ylzFjcBdIjYqNrdoKMLbYv5+8Qjw8SHOUi1J6vXJRoTCwioqQc51W7B1bk7VyNcWD3OK2bqWV8bZt5DVVVizizp3At9/S748+anramqcUQLqCHP+hXWWeUlV7whSi1HFagcW3GmYKWxk+vEo/TpnsnOHiQqqhlxeNIQMHktp8+TLSNtOgG1RyA8jLg284jYvZDz6Jm25RAIDgMCdg6VJ4gtSovPTKZl4m49SYH9nu3BtszGf96+bN8vM1motSQYG0uE9DEOIGPgqDQRmqplJJC73sbMl49/SU5nc0aEAeU5MnA3o9Iv6hVYEtUSozs2L34bp10nBvLXwvI0MEZs2CCKBnwHm0vKdV2fbSBx8ga+TDSANNGM2aWRYaqW5PKb2+ahZraYm00g5CGrBxIyUmt6HYM1GKLZzYvDFoED3KnablAvrvhcOV1RvKQC6unEB74OGHpTC3MjylAFrsDx5MttPzz9Nz/v6AXwTdi1kZemnCsEFBAd1Pej05jZaU0Ps9/X4oRABo106RL8xRnJ1p6mNenaaKoZGRwMiR9OTixQpRKjaW2sKQi1KsT9kjSlXGUypw/Q/UqQcOBH7/HWo3Z9O9LofdB4wKhe+ZzTe+rWgwzs6rZA4PK9jKKWXuKWUwVLxQQUKCUgsta4n65Zd0G/60tBRpy6hiSSDSgfnzLXeybSCfp5nHnak/aYz5y+wN4WOilHsji/e2Gr4HoG/kdZxDC6zAwzaVZDc3yWY9eVJ63uQpNaiDZEvEl714zcujTVkW4rZ3L91j5oWBzEUpZiPrdLRhe+AA3Z/M9LHlKRUQIPXnMj2lFi4EABjGT0BePkkr7P86dlSKh5GRNGcWFkp2OltfsE3vadPoOg4bVnVFlOoDlcopJYoixJqw3o2sWrUKzz33HF5//XUcO3YMffr0wfDhwxFfF8uc1BQsCfX+/fD2djBvjCgCe/ea4oddXR2vLiJHIUoNGECNuXYNCcfp7u7WjSbkiAgpTwUgeagWgt4gtJH9oXP2tIUtNBp45cNXRSNODnyUuwdZWcA//1RIlIqIoEJN99xDuVxZJfE96AODqIKnu17yrnniCeDllxFynPIu2OspZQ22W8uEpMaNAT8f5e6S76TRpsE2LU0yasxzJzJRyjxlVFKSskzqsYxwC7eIBx8kL29byQRtsW8fTd4scXFVYvJqunmcfnnvPYsJ03znJ3TSUHi+9CQA2uhlHs8ffEDG15dfGo+TR4lFRMDNhyzOpP20AnKitSh+/ZWE2G+/pQ13ORMn0mLt5EngcuxFYOFCHAB5tN0xIgAQBOnWzmgOw+69QFQUbmRTB2mkp89iQsF//1nu7LEJf/58cp82r55SYxw7Rl9Uniju448BlcpClDK51z8/lRp8/jzw5ZemZOesrx87SKJuR/VJCsOpLGPHoj92wBVFiI8vI+l/FcKclMaPp8U7uydv3JDCTxkKA2vzZuToqB907EsrpStGZyIMGkSClJ8fLcjGjTPFVmzcSLfBiROAmJ1D4oAo0tYhW2nCMqcUg4VRAmTMuXVriwDjeJOXJ1R4Z9ka8iEm7QI16N3kx1BaSlML8/qrKqx6SgE0af37L612Dx+mQb5pU6Q99TYA4+J+yhT4PkXZXbPzNYrKexgwAF5dWwIA8q9X3p1s3z7pHlEIaGXAxIwuXegxNbUCopSK2p7m1QSXfGmyiIlROhjJ80ox4918kwTOzjQ4PvOMKU9N/LZLpsE2I0Pqf/IQQEf4+Wf6v48/ls6VwlMqsQg4eBBxbq1wND0ScXHW8/sBdHt8850K7zegwb8hbsAr7WqZOaXY4q0qc0o98ghpeuvWVe590g7RhQ0KECXb0QbM6yI3l64J69csl+Hly9L3VohSGA9x1Wq72iMXV0769IW+Ww/TIq08UUqtlryl2Dzi7w/4BdA8kwU/ymNWBk89RbbLV18p7ZfYs9H4HeMrLUoBtKmXm0spquSJ5PEk2Rr44QdEBFFHv35dSnUxaRI9njhB93BRkXS+HfGUYjZ9uQKRTof0/eQhFlCSSDvIf/1V5qLA/P42D9+zVUFYjnnFP7+OUQCA7GI3i1xPlaUsTym5KAVIHoLFxVSMxN5ck+YenhZziiiSPTR/Pq5upYk7ad5KpO0koyOoTQitE+zEXOwApPVLSpEvSuBMmynlFSK7do3mOJUKGXpfi/eW28tubrIN9AYN0AIX4IJS28k7QYEKgA1RqnNjBEZSjHj64bJjJzdupP20uXNpjnj+ebKxzR3L2DhiLQJyxw56nDRJ2lixx1PKpiiVlmZK9JY/7TnT06yfmePsLNnurAKg3FMKoPN78SKNBxbz6C1MhVb/S5YswYIFC3DJGPzftGlTPPfcc5hmLS6/Cvn0008xdepU0+d89tln2Lx5MxYvXowPzRMUASgpKUGJLEtYrrG3abVaaOupPxxrN3sUunaFEwBx3z7odFoEBTkhKUlAcrIODRpYFwzj44EvvlDhqTHxaJaSggx1V0AP+PuL0GorXrHExUUA4IT8fAO0Li5Q9+4N1fbtuHkkHkAgAgL00GpppTVqlApHjpDx0KOHHocPSwvW4GDpuIri6qoCoEZurh7JyQIAFQLfehxuncYDg4BceEO3bTtEY7IZYc0aOOl0iHdrDhQBDRrooNXaL7gyV0uA5pyFC52QkEAWe1P9BeiyQoHUVDitXQsBQPCZbQBGITnZAK1Wj9xcaq+bm/3f3ceHrvXebSUAXNDcMx6nVZ6AMRTTw0MEoIOnJ733mTMGACq4uYnw9tYpXEI7daJrd/Cgsg+8+64KublquLqKKC4WcAwdoTt8GOLAgQBoLXH0qBMAAXFxOrRvX/Y5k/ff9HT6v+vXK3+9zUlMpO8cqrsBsVUr6GbMsPCBdXICPD2dkJ9P1ym4Yyhc3XQASNnNytJi1SoVXn+d+iYTKoKClO11iwgATgE3TpM14ucnQqfT4e67yUuJvq+yfV5eQP/+avz7rwp/vLQfL4kiDrr0BUqAzp2p77VqBbi5OSE7W8Bp945ouWcPElomAXlAoyXvQDdgOKLH3o3AQCekpws4dEiHbt3o/BcXA0VFGuNnaaHVAn5+dI3T0qRrbMsrpipRffcd8uGNPT1fwcCPB0OTnw2xXz9Aq8WFC9QHANJO2HDtFuIG3fvvw+nxxyG+8w46vz0FgD/++8+AlBQ94lNICGw3oTm0DRtW3r+5Sxe4xTTEwMvbEIu7sG6dHs2bW/ZJ8/G3opSWAqtW0Xd/8EG63qGh1GcTEgxISNAD0MDdXURhoYC0NOqPnp6AetUq5ILieNu204OuKZCZqSXDqkMHCOvWIfPOB/Hlll54aPATaPDrJxg/PgCFhQLeegto6Z6N+wsn4amIv+E9d67i/GVkULtYv2G0bUv9sahIoD5u0MN7YCeo1uphgBo3b2rN03pVGAo/JvMk9XohLiEGPxyiXE2zZzs2NttDcDCd+8REGo8VdOgA7NsH1bffQvXnn8DNm0h1bg5kAYHdG0P7zTfw+oEOzcw0IDlZBKBGYCC9l+tTk4EpQF6uCO3Zs8oEgw6ybh21EwCSkqy01QppaWoAKnTqpMdff6mRmuqO0nIUxKtX6X8iIuhcB2RdAhCE1JZ9kEV5ytG4sfLzfXyo36Sn64z6sxN8fGzYFPPmoWHpL8A3wPUkDQz9+kH/ww84dzMacrP05k1tecWnLGDzESsD7u8vwsVFZ1x0aEwLoSMj3wSMIsF//+nRvbvl/b5+vYAnnnACjMUYmuMC9Mt2wGvo2wCckJVF3y83l86Xu7seAQEiACfcvGnf9bGH3budoNUKmDxZxMGDujJD28oi9XQqgOYI6BkDbTl5ZtRqoEEDsjEuXtQhNVUNQECzZjo0bKhGYqKAo0d16NlTRHIyfX8AuIIYHP/zGtrk5pa7y5mQII3/x/0H4FqcDjqdBs7OIoKClDaKtbG3Y0fA1dUJxcXGdAW+Bvj40P2XBT+Iv30H3dy5sFY5JysL+PVX+vy//zYYHcZUiIoSERcn4Ds8hrtbZiL7mh6AGh4eFb+egiB5ipia378/nFq1gnD2LMJ3/wTgMcTFGXD5sgBAwBNP6HDkiBpnzgjYulWHrl1FMNskKUlESYnOlK7BGikpdE1iYkScOiUgK8vY/rw8CPv3Q7hyBcjIgNi/P8RWraAePx4Zx98B0BR+TQOg/fNPcvEqY64jYUJKtxEaSnMGszmzssq37ahfqeDrS8d6dKTOnSd6YugQHU6eVuPgQZ0pD2tlyMmh6+3uTuOary/NM6mpBly4QOe9aVMRly4JuHRJD4NBxDPPqHH5soDnntNj7tzy7dS0NHrPhg1FJCYKSEmhMUJbVITwbdugnjXLVOzhGh4EACSJoRA9PYB8wH/CwHLvTTnOzsDUqWrk5wMNGuih1ZIYwubqBO/WiLl5DLodOyCWsZujWrECagD6Pn2Rvo86lre3ZAOQMEPXOjBQGtfVYWEm75aybLE2bVRYtUqNY8ek+yg9na69j68emru6A4uA9Ms50BYWSh4WZhw4QH2rqAjYvFlnXEcK2LTJgJkzpfuTzWF3363HsWN0/0+dasDu3QIuXqTx4n//k76fpycdn51NfSM1lT7Hz88ALy8DACdkZ1sfA1SffQZ1SQkMXbsiI5piXDUaESqVzubtM26cCrt2qbF6tQHPPKPHjRv0efL1r0pVd0L3Kmv72vt/DotSb775JhYsWIBnnnkGPYw7Lfv378fzzz+PuLg4zGFxKVVMaWkpjhw5glfMdsXvvPNO7LPhavHhhx9i9uzZFs9v2bIF7mXFSdUDtm7dCgBwLSrCUAA4eRKb//gDzs7DAfggNvYQbt607hKxdGlrrFsXg8y9cVgB4HpIKyAJ0GhyERu7o8JtOns2GEAPJCXlIjZ2J5pERqINgBunaMswI+McYmNpZ8Df3wvAQLi7a6FSnQLQyfQ+SUlHEBtbuRIMN2+2BhCD06ev4urVIAC+iMu5jAOpmQCaQwcN0v/eioNDKI9M96+/RiiAa8acUgkJexEbm13hz2/WrAMSEmjbolnJSWQOeRglPj6IMHoWhor0/c6fTkPs+n04fbotgBikpFxFbOxZW29rwjk7G5qcvgCicTObFuiN186BW8kTYKKUq2sxYmO34Nq1cACdcPo0iVL+/vnYuHGb4v1yc10BDMWZMyLWrNkMV1c99HoBK1cOBaDG/fefwQ8/tMFxdMD5lc/jijFnRGKiB0pLKbHRnj0noNHYkYETwJYtW3Hz5kgAahw8mITYWBtb1RXkwP5WAJoiBDdxon9/XLdREcjDYzDy88nrJCnpKP79NwlOTqOg06nw1VeH8O67NMb5+RUjK4sCwtPTTyM2Ns70HtketGpKTKRr66ZLQ2xs+UlWmzaNwr//tsfaM80xAVG4WeIHJycDUlI2IjaWJqXGjXvhzJlAfPvtaQwZEo/zHgOBPCBCewXq++/HualT0bjxu0hPD8OSJeeRnk73V2amC4BhUKkM2LMnFoIAJCd7ABiMlBQ9YmNjERfnhddf7w1nZwO+/XYLNBrbC329Hrh2zRdRUTlwcrJfEFCVlGDoihV4DR9j0e6n8NzqI+jfvxCIjYVeD1y+PApsUSJn//4tcA8MRN+mTeF36RJafjkZwN/47z8Dfnl2JYDJaIwrONK3PQpiY+1uT1nE9OqFUZf/RizuwjffFKBVq+02U82w8beiXL7sg5yc/vDyKkV+/kbExgKpqQ0AdMXp05lYv/4igJ4IDs5Ferob8vOdsWLFbrRRnUXftWuRA3IRSE4+CC+vLsjLc8GPP+5BdDRtvOj1At4N2oUT8ZE4secvTO84A4WFv8FZo4Og0+NcYSTexrvYHzwBT8jiC0pK1CguprCSI0e24Nw5pXHcpElPnD4dBI0mH7Gx2xDRKAx+yEIGArF27W5ERlZNNu89e6IB0NZqeqE7fhPuhd4goEOHVGRm7kcVXXIT6ekRADri5MlUxMYetH5Q374mF61da2KAH4ES9wLEbtyDK1fCAHTDtWtZUKmyATRBXt4VxMaeRWKBB4A2yIcn4l5/Bmfl9acdZPXqgQBoS/fSpQLExm4r+x8AXL9O/6PX/wegB4qLnbBmzVZ4e9sWps6cGQTAEzdvHkTs3zcRcD0RQE+cdApDzrbrABpDEC4jNlaKIdTrewEIxPbtx6BWiwC6wWDIRGzsHqufkdEtFPgGuIFGEPcdADp0wOY7fwJwt+mYdev2ICrKDncLI4WFTrh8+S7Fc76+OYiN3YmCAicAd6FQdEe2byh+07U1HbN+fSKaNDkGc2bP7gEgGH5+xcjN0eAewx8o/m4NTob0BTAEqak6xMbG4urV7gBCcfXqSRQX5wPog7i4QsTG/mvxno6i1wMJCTROZmcLuOuufHz88W7jObYfj6QkpGfQd05p5IJYO24iT88+APzx119HkZjYHoALzp/fhbCwVkhMDMXPP59FdvY1XLkyAIA3fLxLkJPrgk1F/aD98EMks+oaNoi7eicAEq6OZDTAr7/+B6AXAgMLsHmz9XNnPvbGxNCYBAClpTeRmZkPoCnSNcEQUlLw37x5SG/b1uJ9YmOjUFJCC8hduwxwddUDcMEd3c8hLq4VUhGMHZmXcezYZQDNkZkZh9jYU+WeM0cInDgRvd58E5FbvgfwGI4cEaHVquDkpEdi4kZER7fCmTNNsHx5AhIT4wH0AwDodAJ+/fVf+PraLs116VI/AL7w8koC0BDXTscjre9EhP73H1RyN9x330WplxdUeXlIF4IAEbh832DE2uHCnpZGdiPj3LmtSEjQ4ubNpgBa4ZdfiuHjcwIdO9oO3Th7thuAMCQnk12l0wkARgMAjhyjJep778Vh8uTy7eLy2zsUgCtOntyN3NxcXLsWAuAO/PdfKQoLXaFWGxATcx2XLkXju+8ycOpUEAwGMgL27UtFbGz51af37IkC0B6BgWlITAxGbq6AdT+twYCP30YnozuWztkZ8a274eYx2sW52LArMsK0wGEgJeUUYmMdy93KCrls3Cg95+c3CEVFnjjcZABijh1D/Kef4pSNxIaCXo8hX3wBNwB7W3WDdid958OHN+PUKRJhtFrpumg0NKYCQMuiIjQDUOLjg01l5K4qKaFzvW9fPhYtOgK1WsS1a50A+OLKlUPQBNB4ll7qhWOzZyO5Z0+r77NpU2/AGN3z8ss5MBjo9717gT/+2Aw3N2rvqVM074niQcREt8CNG54YpvoCfl07Yt7FQejRIwlXrx4yecTl5XUCEI7//juPsLArOHSI1hC5uVdx+XIm2PxuPp/Fn3dBj0//RRcAhwcMwMH1uwEMhKtrKTZu3GTzfHh7u0AQhuLgQRWWL/8HR460ABCBnJwLiI29ZPP/apuK2r6F9sYgig4SEBAgrly50uL5lStXigEBAY6+nd0k0opP3Lt3r+L5999/X2zWrJnV/ykuLhZzcnJMPwkJCSIAMT09XSwtLa2XPwUFBeKff/4pFhQUmJ4zNGokioCo3bRJHDRILwKiuGSJ1uZ7DB5Mx0xqvk8UAXHlsGUiIIp9++or1bZ//tGKgCg2b26g544eFUVAHCz8IwKiuHSpsk2rV2vFf/7RirG/ZojkX0Q/O3fabru9P6+9phMBUXziCZ0YFWUQAVHcvVsrlpSUioJAfycjRCy9eVMsPXVKNKjVYgk0ptcSEir3+T/8oDV9nzdUc0T5F9S99Za4Df1FQBRb4KxoaNdOfGwatfftR66Jpbm51t83P1/ULl0q6vv3Fw0qlTgC6xXn7SqixPHqNaa/W7Wi6/Dbb1rFcYMHW17nkpJSMTycvvvLL+vE0tJSMTaW/i8oyCDm5JSKGjW18fKIpxTXkL3v55/r7O6/KSkFpv/r379y/c7az/1940VAFD9xfV0szc62eVz37npTO7Zto37n50fnYdYs+r533KEXL10qFb286Pm//lL2zxeeKxUBUYzBRToe+0TtqlXltvF6XIkogD5/bsefREAUu3RRnosXX6Q2TJmiF0tKSkVXV2rDpYmvmS7oh32pH4wZI/3vsWPUpsBAg+m5tLRS03c9c6ZUbNTIYPr75Mmy27poEV3nN94o/xrLf7RLlogiIA5x3Wk6p+y18+epPS4uBjEwUGoLIIrFxcb3OH5cNPj5iTqoRA9VgfH87hcBUZzafGfV9psbN8QspwDRHfmK/mCt/8rH34r8LF5M53PQIOmabd9OzzVubBC//55+HzJEL3bsSOdmzdI00RAVJYqA2MA5VQRE8cCBUrFLF+pDq1dL7WX9BhBFNxSKL+EjERDF+7FSzIa3OFv1tgiIYrNmBkW7rl6la+LkZBBLSizb/eqr9L49ehjbff262BznREAU/1l9s8quxZtvSu0fgfXiY/6/Vaj/2fvz5590vjt0MNh1/PPPU/uef57as2kT/X/r1gbxvvuM9/Rcei0ujs6pCjpRHxAolublVaiN586VKu4RHx/72sruraNHS8XQUGrbrl1FNo/PySkVnZ3pfy5eLBW1W7eKH+Jlshke0opDhtB7fPut8v4YOZKeX7RIK373HZ2PYcNsj+1FRaWikxN9zvWOo0QREF8X5ii+4z//OGYL/Puvcq4DRHH0aGpDSUmpqAZdt/jXvxKHD5fGfjZXlpaWiv/9Vyq+/LLOdE0FwSBeuFAqFmdmiwYvL1EExKT3vjH9b1FRqdi3L73Xzz9rxVOnSh26PuX9sHtSrTaI/v50vhYsKPs+SEsrFefN04lxcdJz+qlTxWY4LwKi+O+/9p3XceOkviy3jdg48MgjdG5Zu1gfeBYLRP2ECWW+d35+qcW1evddet+hQy37ja2x9403pLFi8mS9+P779PekmN1kbz3+uNXP79RJb/H5arVB/OeHayIgiuFCvFhaVCQ+8wy934svVs/Yo584UUxGiKIdXbvS91+zhvpg06YGce1aZd8+eLDs923QgK7JSy9R+3thj+mfDdHRYuZdD4ijwv4TVwgP0XMNG4qNQkpEQBT37bOvf2RkSNfQw0OaMw4dKhUDAqQ5/fffbb9fr150HX75RTrGQ12o+K4REdbnI0d/mP108SL9femSNAax8zx/vk7x2ex79Oxpn536zjvSveHubrTX2t8tioBY4uEhlsyZI5ZmZppsNPYZzBaVz+OV+bnrLnq/KYPi6PqGhYmlxcVWj9WuXk3HBAaKF0/liYAourpajl++vvR95GsI3RdfiCIg6rt0KbM9V66UmsZTQTCIXl6S3bdnj1b87z96PRRJor5/f6vvUVBQKrq5KW1F+c+aNXTuSkqk485uTxAzG7URE9CQviMg7unyjJi187DivR9/XKewMR55hM7f7NnSXCCfJ0pLaZz1cC4RvZEtljRtJZYWF4u7dkl2XHnXiM0bc+fqxKFD6ffvvqua61/VP5W1fdMp8aiYk5NTptbjsKeUXq9HF5acQEbnzp2hc8DlsKIIZlvXoihaPMdwcXGBi5W60RqNBhobroH1BcV36NMH+OUXOO3bh+Bg2rXIznay5f1oqjKRc5N2SrMbkF9sYKAKGk3F04yxuNfCQoHa1qED0KIFUs9TYHKDBso23XsvPZ748ACAEabnw8Ntt91eWCxvUZHaFOMdFOQEZ2d6LSeHQvhCDxygDNR6PRIHPQLxXwEuLkCDBpoyXaPLY6i0eYTmb94HrPqJTnyHDlC/8w5Cdj0N7ABuIgTCyZMoblYKwA2ey76EZvMvwMyZtCvv40PB0bGxFLMsS97g5wsgm373cCpGpO46fPVSNlQ/P7oO5hUVIyOtX+e5cynX0ccfq9Gzp9qUv+KeewR4e2vQJioXx65448RxAU2MF0geh19YqIZGY19yyuxs6QLfuFG5fmeN1NPpAMIROqAVNGUEZMuTd7J+5+VFrv3k/gs0a6ZCTIwKGzZQHukRI5zgJBs5PY19LRGUSdgPWXCaMYOymrLswlaI2LEcPdEEe9Ebb56ZCADo0UN5Lvr0oWJ1Bw+qkJurMhU1Cl86B2jjAbz+Ovrs+gDAXThwQICTkwaCIOWeYH0AoBA9jYbcgceP1yjKSsfHa2BlM9kE2xw5f97+awydjkqHAEj3bwYkAUlJ0v+zvDUxMYIika+XF+DiYuwf7dsDsbFQDx6MzgWHsAv9TLm3Ji/uCY2m8vnnTDRsCN9xgzBx9S9Ygmn4/nsnDBhg/dDKziEsr0LnztL1ZvkgEhMFpKXR9woLU8HLi9JyJXz2J4S4OKBJE+SmBAClQECABjExlAri+nXqv1euSAUO3d2BwkI3fKV5DtACA7ENPoO6YvoTg/D2vcClSwJKSjTwpHQOpnwK/v4CnJ0tv9999wGffgoMGmRsd0QEAjyOAwVA9q6z0Nzbv8LnRI48d0MagiB6uAOZQFSUA/3PAVgOjuRkwa7rysJeQ0KoPSz3Rk6OgPR0skfCwug1Nv4aoEZJRj7cNmygE+kgf/9Njx07Un/IyRGg02msRkjl5FC+jogIKW9HWJgG0dEGpKQAN2442bx3li6l8NLISKBJEw1Un/+JIFbMIcvJlL+seXPlPM2+Z16e9Lyfn+2xXaOhHDRxccCNT39HxPeP4tLPMYpjcnMdswVOGR1ZXFykUODoaGMbMjPhBz3SEYScXqNwfKnUrvPnBWi1Gri7U7G97dspJxUAjBoloFkzDQAf4LHHgE8/RcCbTwN4HABQWKgxJTr39XUyDfk5OQIMBg2smKAOwXKHhYcLeOUVSjfzzjtqPPCA2iL5MOPHHwGKElJTjqKkJGDFCqSCBoawMPvOKxuTTp1SQxQpDC00VGPKT3bihAoGg8rUx1q3VmH9eqrmrNqwASqdThHCx94DAJKu0QVyRgkiQktxOcULf/9N93aTJmX1G+XYO3CgVDgkMFAlFZ4JaApcBtSbNwOCE9RO0jrh5EnKI6bRUI465kjdurWAyLzzAKKQJfhD4+pqurZ+ftUz9uDTTxH8Twe4pBWjBOSN3b07fX+W9uvKFQEpKcr7NTVVY/MaGgxSTqmWcVsADEcOvKnK6vvvQ2jTBn/9APy9Adjl9QPGzuwAz2n3Iz2Gkt6HhtrXP/z8KMTIYKD+yeaMLl2oiMfTTwMrVwLvveeEceOsF7mUxlLZuOFZhIIcqd/Exwv45RcNNmygIjIjRli+T3mUlkpFIQMC6NzFxFCxGVYRvGVLAU2bKq/xiy/SfZeRYZ+dyubQgAAVQkMpN9XNEzfRxN8fe994A72ffhoajQYJMoebjAwB7u5s3qj8+gegSuAbNgA//BuJxzyGoGfyVmgOHVJWLBFFmiCMCZmEadOQW0LGQGCg5VwYFERzc1CQ7FwMGwZERkL10ENQldHw6GjqL1lZ9D3z8iQ7NTjYyTRMpCMQwo4d0MTFWYS6nz5NudVYn2OEhtLS6N9/nXD33ZTPr6gIEAQRTZ69G843TsMvKAiI6grhyBH0OrwQuGsZVcMw5tOU1q90n0vrRrUpvUVurvKcHNxVjIJSVwDOyJjxJsJcXExJyb29y7clJkyg1MZr1qhN+RMbNaqa619dVNT2tfd/HF4JPvTQQ1jMMvHJ+Pbbb/Hggw86+nZ2ExgYCLVajRR5RkUAqampCLFWFuJ2ol8/ety505SMzlai89xcmBajWcbqFhkeZJGbixeOokh0DtAM9MADSAM1ypYBFXxIWYO9KvKSsLbk5koJHtn3Y4JVLowlkdeuBVQqpDz6munzKyNIsffo04fyFnV/MIZWEatW0SwhCAj59XMAQBb8UQoNCjJotvSAMTP7zJmUfbxZM+DOO6myVkoKZTt97z3g6lX4PiiFKbSKKYUKIvyQZXqOJWM1T7ZnK4n7/fdTuXGABMNffqHfJ0ygx47daFA5lhRiKjckTwhtTwV6Blu4AdQfq7ReQmwsbmZSW0Mn2lAVjMiTN7J+xxboxpR5puf79KGSsk5mazk2mRaBQoL9/AWa6B94QFoZmZOWBrzwAuZhFjydS1FSSh2ue3flYcwoPXdOEjJCQgAXV4GsjmXL0Fl1HCrocfOmgJtX6LqYEkjK7mlBkL7vuXP0dydj1KwpUbYVRFEqYuRQ5b6ffqKTGBiINIFu/oQE6WX2mTExypxWFgll77gD2LsX3bpInSQ6WkSvflUoSDFmzcIMfA0A+H21odoqFbLEyuz8A1IFuJIS6b4KDQWaGAvoHDhFg5p+9R/IL5Cqu5iXbj99WnpvZmwXaGllPODAR8A//yBkfB+EhdG1lVe/LC/HWPv2NKa+9570XGADeu+MA1Xncq6ovocgxBtope9IAQpHYMlFU1OlAgdlwfoFu5/kiVAVic6hLF6RBT/gm28cbp8oSpU6Z8yQxhyLJLpGRo6kHDaHD0vGe0CAJDJcv259I89goMIIACWQVcEA/PEHJXQH9TGWQNa8OJT8HLA5t7wEraYqUSnOwIoVuOhHgrMGtGFmnjSYkZcH/PGHZSJ0VhGOJYkGpO+M2FgEgDr42bxwJCfTGOjvT9/7xAm69gfNojefeUb2x9y5wEcfwdlZgDvI0Mk+l6yovufrK6VDcaSoRHKy9Sqq8gqC06bRfZ2TQ6KTLdhYcJZFPH36KbSlBmSDjALzIh+2YNXUWBJwf3+a/1g11NOnpaTbGo00VmW5NSBDcM0a03utXUv3gq8vzWsnFlN4WAP1TXToSTcJK2ThSM6sO+6QCgj6+0t2T5Y6EHB2xsLro+DtLWKPTARgkWkDByr14c6dAf9r9GXzDR4oLUWlE52XS2goVJs3IlwlZS/v2oY6dkgInTODwbIITVnJzlNSpHGs6WpS7HK8IyhxuTE5k2lzOk+NH4NmotCvoUy0sa/pgiDZl+a53/z8qCCZpyfdW9aiRU+fNqVXUuzf+TaQBs3IYFrlT5lCieLff9++tpkjt0/l13LSJGDePOrXI0YoE+x37SpVejWr72MTNmb5+wNhbtkAgBShAfTr1iFX9ubm1eGYbWTvvVkePXtKleWedP4OBgjKKnzx8SRQBQZS5m+VCnjiCasVuhmsbYo2Nm1Kk8Kzz5bZHkGguivu7nTPygkIkD5PBw2tzX780eI92Ng8YIB0nwNSwQNW9JPNUY3cM+F88jBNxgcP0k10+TLd+Pn5dMGNO66mdaEDic53fSalHUnvd4/i/20lOZczdqz0vZg9XFV5OesrFVp6L1myBG3atMG0adMwbdo0tGnTBt999x1UKhVeeOEF009V4uzsjM6dO1vEM27duhU9bcSe3jb070+PBw4g0JeSidlaTMnLSGfrvQCVCpkCrVyrXJQCYLhvoiRKCVYapdcjcIc0UPr4VK4CIIOlDJNP3GxgMQ0+Hg2kuq9TpyLLlyyhyp4Hxp9/0uKyaVNQacMJE0wrT78gydsmFcEoyCYj3AMFpAgNGkQjv6cnvcFDD9EbxsUBb7wBREcryvG2ucMLaNlSIUqx180XBmUt7D75hJJzl5ZSGdLgYKnSVYcedGGOoYNpJVtxUUr6vbjY/gm/XIqLYXjmWcQhCgDQqGtYmYfLF45MjGIGCzOWwsp+C4v+6jfsDnqTXbuobJJ8SwcgV6X77wcyM3FHuyJs2kLeMBqNZVWxwEBps4hV7mELBQDAlClwXf87mgrU2FMjXgZu3rQqSgFKY2LAAJqbgbJFqbg4yUHPbpFGqyUFD4D40stIz6CpRi5KMcMhKkrZTquTefv26Ppif9OfDz8sVFo4tkrXruj8fF90wSGU6lRY+63xC+fmAtu2QfXVVwj97z8H1TklOp0kBMlFKRcX6fqwRWBoqLRoWi3ei+ttRyLXmEgToHPFFoJsIco2HeRVxwFaNDTpJlma7LPlpd1tVd6TY15BPqAZXbz00yn2KTp2YCFKZVOnUPT9KiQoiGxyUbRPSLAlSuXnS54tbGxRqagKJwD8gyHkhuNgxeC9e8kr1cODhg42JlmrwHfqFLBnD92CbCHo40PjS1QUCbvs3jPn779JR/b1paKM2LcPSElBoAetVs+do+GsSRNL47kiohTruzt2ACIEXCqlyakDjgNQ9gM5c+dS1Urz/VEm9o4cCbRqRb+bNtvXrYM/6A3/+Yeeat5cWiAdPUrzWWEh3VeLFwNffKEoTEkJs19+Gdi7F34q+pJZ989AXi6N8Z6etPhi194RUWrcOFojyqtTAVJXiYigj//qK/qMFSvIydsabLy+fBk06C5ejHSQC5FKZb+Nw+43JmCw7xUVReeotJQqYQEkoLD3zQoyKpZffWV6r6VLSUTMyaFy7J8vIYOxYUMBffsrB/P27WE3bm7SZk5goEyUylUDvXtjPUaisEhlWrAC0v0bHq68vl26AD7nDpj+zsqqAVEKADp2REQH6aJ0W/gwkJEBQZDuEXPBsixR6p136LGDcNwkKOfAB0lJ0gYTu6YAiUfMJnNycuy7svve2tjs708iOkBiknzz0WAApk+nKWPMGKXI7WusoKhBKeb6fKB4TzbPOQoTC9zcLHNoz5xJ13n6dKUg+swzUgW6zExLU84aTJTy89Ih9DqpKMl974PISggbsfU9qkqUAsjb09MTOJEViWPoSDvNxcX4auZVNIp2wtl9xsaGhdG6IjKyzI0pdv/Lq/I5wnff0XlkntwAjWVs3cfWkOkIJFHK7IQzYfaOO6RqwM2a0fLIyYnGu9OnJcEvqsC4QFmzRrqw0dE0MbKFzoQJwJUrpj7P7ndrolR+vszESUnBzr1SR0ozRn+YKkjbIUo1bAi0bEn3BdvYKG+9cavjsFl/+vRpdOrUCUFBQbhy5QquXLmCoKAgdOrUCadPn8axY8dw7NgxHD9+vMob+8ILL+D777/H0qVLce7cOTz//POIj4/HEw6Uz7wladaMLIKSEgTlxwGg3TVr3iemnTMA2fAFoqORkU3qSGUrcDEhqKREqj6aHRgDHavYsM1KmeB9+6DJSoW/QMZiVanEbHBji2C26AckQznnm1/J6nzySeCjj0wquFzsqQz+/pa7yQyVSlY6GiEoyKUT5oEC8nn+5x+yaPPyqC7oihU0c8tmU3k7W7cRgJ9+gu+d3Sxet9dTCqAF5x9/UInVJk2At9+WCtew0qpH0QnikaPQ6ZThexUVpQAoQskqxRdf4NpVAwrgCRcXETExZR/OroF8ImDiFNuFL2+SMK+Z4N/Ej06ikxMZAdOmSR5TJSVk6WzbRh/000/o1c8JZ87QhGvNsGOa+x9/0KNFNarhw9F2AFkypy65AO3bI2svTcZliVKTJkkGb1miFDNiAQe0mG++IcsgOBiFk2eYdmATEyU7g3kA2CVKQelFJveEqHLmzMFAX1rdnnjjN1rV+voCgwZB/fzz6P7BB9A0bEjhmUuXOuzmd/48CbFeXtL5ZzCvDrZgCA2l3ftB3oeghxM+9X3XZFy7uNAP23xl15CNeeHhJDqy/jlwoDJ8gt3PclGKGWKOCPOBLahTZRS7W7qZVBC5SF0AT+QV0CBUXaKUWi2F8iYm0iVdudL2wsFclPLxgSlMi7Vd7hnMvE1X+xttlZUrTa+dOkU6VVkwL6kJE6jfMK86a55SP/8s/c4uB1tEMFGKeUrp9bSAZQteVlZ7xgzjOGgcdIIGK1UCtg8mRy5K2TuXsvv4xx8pSW9BgQC1WkRnkCqbdd16knN2XeQL6+Jiyb7p2BFYvpyih0eMAI27GzeaRKl//5WO69yZfj96FKaKfd26UZjcM89YDzlCly7wa0onNetGPvIzaHxnCxtHRanEROmzL15Uvib3lAJoQWbU+zFjhhSyKIf1i6QkoPB/rwCFhUjrSDkFAgLs9wRn9xsbs+VCK/OWYsmVQ0MlQSjTpQHZKvv3A0ePQq+nPRoAuMvo4L09j2IAG3YMwpNP0jVZsYKceQYPtq99jI8+Ah5/HLjnHlkbMgHceScSjMVr5Pey/P6NjKRy9SoVbQqpjx+Br3Fzr8ZEKQAR7ajh3kIump1ZQ2FRubkmG4b1C/b9bIlS+/bR4h8AvhCfgc/wXgDoe4wfT9PW4cPKe+f8eckzPiDARp+3AbOnbVXJfOEFGhv371duii9bRm319CRRTA4bN+4Q/sPdlz7G6J7pGDeOnktJkTa+DQYyiydMKH8aZvOmLaHclSIn4e5OJvjo0fS+bF1kMEiCQ1mYRKlTuxCWTxctpctIi+PMPaUAmoeqav0B0LjPxurtPnfTgPTVV1j1ZRoSDQ2woeHj1JCkJIjvzMaFC9KYZW09OGIE2We20hqUhyBQX+jRQ7mhw9YY7DPTPaJIjWeKtxE2n3XvTtcdIG8jb2NkKkA6+OrV1Bla4wwpVr16KRvi4kJzcPfuNFmNHQtvZzJSrXlKyfsMez3/jY9wxNDB9Dxb05TXz8wZMkT6XaWquOB3q+CwKLV9+3a7frZtK78qjKPcd999+Oyzz/Duu++iQ4cO2LVrF2JjYxFp8s++TREEUwhfxE3yf/7nH1rMMoOGIZ8UsuAHtGhh06vCUeRhCmzSYAOcD7Lh8umHlv74Rsk82JsGhKpSiVlb2I6htUVvrs6drM6vvgL8/aXJROYWWp2wRdBNhKAgnwZRDxTYvfKSt7N1awCdOsHvEalyUUU8pQDqTo89RrsOTz4pPd+xI+DpXIJkNMC6v0RcuUIbDQxHRCkqmyvhiCil1ZYhovz1F06BkiO1aiVYhNqZwxZ3ctdxc+PTYU8pP9BMs2wZzTLLltEsfP/9dPK/+YZO8s8/gyVyCg+XjHxzmCgl3901p01f6uCnfXuTp9SStQAAf09lhS1mCLi70868o6JURoYdu4U5OQCrevrOO0gvkgYGrZbi/QHJWyMyUnl/2jL+IyNJQ/76a0sxp0pxd0e716iczUm0pRtBFIGoKBjuugu57ALs20fuJGwFYCfMm6NjR8vF4bRp9MgM7NBQAFeu4JXcVwEA3x3qYLpW7L5molRcHKvURX83akSGNjPemNHGKEuUcmSDIiCIvkQ6Aq3HaFQAax4y/v7KOaaqadeOHjdvJkHjwQeBhx+2fqy5KOXkRGOmHLlxyfInbsnphiz40upbFCGKFJ09eLDtRWZ+PrDauJ/D+gcbk8xFKYNBoXeZdpYlUYoer12j8XfjRrpVp02jvsPEqQceML6ZMdwjcMJAxeeUJ0rZ6ynVrx957BUVSf10wgQBIZE0qGbuPWf1/9gCQO4pduoUfYfAQOr7XbqQU5NKBWD3biA/HwFuFArEBIpOnSSPwT17JGHIPIzaGn7B5DKYCX/kG8Nj2YaGo6LUJlmRJvO+L/eUYrz2GmkWxcXA559bvp+8X1z98wSgViPjSYpxcWTRYz7XyDc12HzFghdCQ2WeUnlOpIAAwFdf4fhxWqz5+AAzn6cJRDQuPxo2doVaTaL5Qw/ROOWIKALQHPnNNzRusXsjJQXQDpBEqSuXpYmL9R92Ltavp+G8TdBNIDnZ5HGemVlzohRbxnTtroIqMICUo5EjEROl9D5l47at8eLll2nyeBRL0KdFOnyWfwFACsMXRbrv2TzC7jsWVezoorgsTymA+gVLQyAv6PfXX6y9lv/LNqcHdcmBBjr85T4Rf/whfRYTdK5eBdatIy9yM/3CAkc8WBYupPaxjR8279jj0c/uX789fyMUtABJyXa1OI6NQfIx0hHB2F7YWL2joTG9zosvIrmUbtSLQ54yTQrr1gEtWlDYNmC9Hzz2GC3h5GmpKoJaLVUMlNsa7DMzehs75fLlptcKCqT1a7duFIRw4IAk0LPUI8uWAWvXChBgwP+cvwE+UHramXB1JQ+q0FDg9Gl4Lf8SAN3voqi0hTQaaXMvOxuAVov9v8SZHC4AS1HKnn4GKEWpkBBJoLtdqY4AiGrlySefRFxcHEpKSnDkyBH0NY93uV0xilJDk5ZhzhwaRA8cII8XOXJPqTx4Q9e0ZYUWItZwdZWMCSZKMeM9WJNFs6g87vjgQYoXUKkQ3MwXQNV7SrHFnVzAMY8dZtSmKFWYTwaTBwrLTI4tRxG+18byOfa7i4vSXdnWjlZ5eHgA/xtNKufb+4aactcwHBOllH/Lw7rKY9YsykMkN+QBkEJ25AhOGkvJl5W4mzFyJE3CLFEqIC0sGOX1SauiFEAW9oYNZHWwnGKpqXR9ly+3VAlswAw6hjXjj33XU43HAjNnItNYMtf/10UK7xV27e++W+mpc+2abbFJLkoZDLZDakx8/DHN0M2bA9Om2bzWck8p+dhT1mT+zDPkYl/dtBtGauVJz54QYzfSCufaNejXrsX2hQuhvXZNst6efRYWN4MNUlKkhb88dI8xdSqdNkZoKIBffsEg/Iu2nldRVCyYPOaYMduwIXk46nR0bpnAy/rJ11+TlwLbaWawxc3p05K4bE/4njkmQxIByprUlcBaH6suLynG/ffT488/S2Fh+/dbjlWFhTAlM5Uv0t98Uxo7/PyUYY4tW9I9qtWr8ZfTeJqIT5xAUhL1CYNBKQ7K2bePPi8qShoLbIXv7dmjHEvZnMauUWQk85SiuZEtTM+fpxC6ggIaF1q2BClaN24Anp7wvXuAQuCvKlFKEMiTAqD+GxJCwrPfILo5Ms8kWyaOgrRgkH9/Fm7dqpUVUcPoiuYfJTXI1ZWG4P796bpdvEi1RAA7RSnmsdL3AZPA4lVKDXNUlJLfNuYLX3NPKYAWrmwcZHmYGKKoqIeCK2gCPPUUMnxpsHfk3g4JUeZQlHv/MVGKecWFhMhC57IA8amn6Y+ffsL2FTQo9e0L9Ez8Da6Qrqmd5o7dhIaSzWMwAKdU7ZEPUpOuXpTEHXNROTzceM2NN6G/S6Hpe7BrWJVhVda45x46p0+/7EmZ1318gN27EXPwZ8VxZYlSoggcPkhe9y85LQB++QWuQV4WIdcrVtD95uEh5R1iQo+j64AZM2j5wUQGa1gTpZhwyjYD5LzyCnnpP/t9W+qA//wD/PefRai63PvN1t6QwQB8+SWNb4D9YoEckwdPetnHAbJ1xNk9CBWo85hvHoii1Ha5fVcdfYx5Ne2+EQWdfzBEUUQSyL65dE1aGMivDWDbSaGqRDOWlkAeTcLmqfQORldJFmcN2nQQRbq/Q0JojO/eXfJQ7tuX+hILSpiIX9Dyf0PKNhwaNCBhSqOB10FS13NzaS3DwvTYtVfkldqzB7sKOyveqqKiVL9+0hh7u+eTAiogShUXF+OTTz7BiBEj0KVLF3Tq1Enxw6kljFaiev8evP58IV6jnN0WRqtclAKA3Ig2VeYpJQiWeaVMSV9bGrcAVqyg8k0lJcDrr9OLkyYhKIJk6Kr2lGLIvxszlOuSKFVQSLeie4CbZdIWG8jD85hhJ287+53FbLPPdLXctLGbmW+6wwu5OFHcHC/OMija4YgolZFRcU8ptjNrESl08iRQUoJTGposrBk75ri7U3eU7/w46illHr6n6D/DhgHHj1Oi+s8+o7xg167ZdsGwQqtWygnOqqeUUZQ8c04Fw9x5yBxISRf9cq7Rl/v8c0AU8b//AS+9JCUzjoigCbGkxHp+moICaj4g7eCUGcKXkAAsWEC/f/wxoNFYGHIJCbTIZmODuadURYzGqqZ5cxJyc/PViG81TFmmEaAbbt48KrNZXEyKBlMqbPDVV9SX2EYBW1zIcXIyFSwEAISGiMDPP0MA0Kk93W/serDzpFZLHjBXryrD99hxffpYLtSjouje1Wql3HAVCd9jRlsKQvHLseZIOJRS9j+Ug8EgjcUhkN6rupKcM8aNIwP3/HnJw0gUochFA0j939lZOVYEB9OuPyB5YMphIXzf+8yEFk7Ajz8qQmjk+fnkMO+dXr2ka2grfI8JluZjHzP2w8MBlUpEcbGAmzeVqa0+/ZQeu3Y13utMoRk9GoKbq+k9YmKsb2xYC9+zJ4RhwgRJcPn2W2qrf18a0LJK3aV2yLAmSrHfrYocRlGqU2/aQejVizwWmzWjdj9OhfRMYcb2iFLs+ya0p9AcAQa4z5wBiKIUmn+z/PfRaqU5DVAKsqIoE6V0V8h+mjMHmDkTXfaRB8yZMyIKb0qTb+7NIoWOdzlqCDBnToU2H9Vq5fmUL5rNxy+5p1RJCVDUoQepfqWl2PEthTH1Dz0Pl6emoSekFXBFN8lsoVJJ6WN27ZGWOGnZziYbxdxTyoRRlPLzJfE2LU2ap6o710vbtvTxY8eCTu7q1YBKhZi9PyiOY8ssa6JU8r5rKNY6QQ0dGr/3iEk5NL8PWRGXFi0svV4cFaXuu48En7IW1Ex4kW9wsbHL2nlt0oTCin3bRZDLKgB88IFFUQ95CNwff1jfzFi1ijaz3n6b/q6IfWHaeLHDU8q0jkAWwjrRlzOrz4W0NDIXBEGZ9Ls6RKn27Wmsys0VcPy+D5EHLxSCFkjyUGFzb/mqyq1rizvvpCwWcjHRJEp5GW/gxETTCWW59mzlmxMEyVtKBT3eEuZQHGZ59OgBLFoEb9CCMC8l33SdXV0l+97Hh8aEnJQiYMMG7AYltWL9no0p9m7IMLy8pD5wu+eTAiogSj366KOYO3cuIiMjMXLkSIwZM0bxw6klWrYky664GNi8WRI8ZEZRYaEUMqMC7aZkhbas0O64LWyJUkGNvSURauZMupP//ZdWYW+9ZTKiHUlwaU87GNYWvebx4cyQrhVRSiRj2SPM/hmzSxcSLB5/XFqsWPOUAqTvXNmFnX/bhnjOjVbV1+Jo+GAOPxXxlGL5Euz1lCoslPJYWSTrNa7eTjqTKGWPp5Q15J5SHh7lu+2be0pZTOZRUeRN8+yzFnnB7EGtVhou1oz4Jk1oAi0qIoMtU02rIv9uMbTl89xzwLPPolGYHh9/LPU9JydpQWgthO/4cQqJadBAChOzJUodOQI8O/Q88oqdSAUxdgxrohRbDHt50f1mT/heTeLsbPQWgWXiYRMqFSXDCQ0lRaGc4h7yhWdICBll1hgzhrxu3n8f8Is7RiqJqyui+oQr2iM3elgy5zNnLD2lbCEI0sJy9256rMjClRmSR9AFD+AX9B7m6dBYYE52tuTh2hxS0rrq9pTy9lbu9jMR1jwiUe5lYS70zZoFvPqqJPrKeeAB6ld7M1rgAayE9sdfcO6U5L1hS5Ri4rt8DLAVvse8rWyFEjo7A/7+pFhcu6YM72ff8447QDf9qlX0xMSJivew5iUFWPeUsic/ikZDoTf790tziX8gzS2Z8JfaIYONKampJOoA0rmwEATz803uRA+/FoGEBPIcZPc3QE6PbFiOjrZdKVgOsxPik2ib2xP5EH7/DVi92jS+mntKGQy0eO7RQ6qMeeCAcoNMvrDOTik2JcANv6stJeF6803g00/R8JNnEYpk6PUCjocOpXGoaVMkN1bmT7kyZDrg5VXhzUf5fSc/L61aKaey0FCaO9l9k5UtAD/8AF1UDHYX0Zzc/7sHgPx89I+SOl5Ve0oBkihlHtJ19YokNgFWRADmKRVCX+zCBRqLaiXXy513Ah98gBhcVjzNxuysLDMnQp0OVx6jHY0I11RoXnzO9JKtBXKLFtQf2KYWUDXrAHOYKHX+vJQwnK1Nyl2Iv/IKDbR//YXGXnRDMVtFLkqVlJBma87PSkezSnlKlSdKabXS2scfmQgdR7kXzMdpJqo1aqRMrF4dopRaLRXQ2R45BUlf/216LTlZSrDNzunUqVRxkIWcVycDBijHa5MoVeAmDTzGiZEVhylrjfjQQ8BjrfbiMzyH5mNaKN1Ly2LaNHg9SPpFbmoxMraTkSW/F3wLSAXOnvEqsG4dzoEmEJb/jo0pjnpKAVJBGrmX/O2Kw6LUhg0b8Oeff2Lx4sV455138Pbbbyt+OLWEIJD/LwD88YdVUYpNsAEBoinWOcu/SZV5SgFleEoFg5JXfPopzfDZ2TQarVwJREfjtddoseWAA0mZlOW9Ul74XlUmGiwLhShl3LnwaGS/IubjQ+O1vJKF/HvKvwczSirtbSAIeKXHTryOOZg3/gCOH5fyTtmzEE1PB0pLVaZFBTOw7PWUOn1aCjOzJkoVwg2XC2mWs8dTyhpyUcQed1qb4XtViNzF29riXK2Wqk2dOiUtbPzffJo8egBKlDBhgkU4TFl5pZjR17y5ZDDZEqVefioPX5wbgq/xBHVK44rdmiglzyclCPaH79UkrP/YFKUAGthWrKAv8c03kquKFVh40YYNtAFoq28JAuVJeO01SBb1qFGIbkF+6syIlC80WCjN5s1kGAuCfbturCTxp59SCF9FNijMj43P9MTrr5PgIc9haC+sDZ7IQ0Nfyfusuj2lAGlTHpDKTG/aJBXuACQB3Zpw4epKKSyGDrV8rXFj6h7OziJ+x714P2M6zm2KM71uTZQSRclT6o5rv5CK37Ejwn4htya5p5AoSlGkffoo53P5gjosjCbny5etFwHs3h3k+pCSQoOZUT1l3njyHBhyKhK+x4iMVIpupjAw+NHmlSwXZWmpdA/IQ9XYubDo93v3kjAfFQVERaFRI8sQlEaNaEEDWIZL24K1kfUHT0+jQvm//yHYnRpoLko9+CClWjpwgPTsggKK1AKkEI6MDFB7P/wQ11uPAAAEIRXubiAXr6lTgVmzIEyahC5+NGgfRhcy9i5fRkqRcgC9HKeR3heOiw7y+Ua+aHZ2luYcgMYzQTBLNO7nh+Nz1iMXPvBBNtrjBDBlCgYslQy96hSlmNjOuLo7EaJYvqeUfzjZYyyyoNZyvbz0EhqO7AQXFJueiomxXl0a776LK+codqlJFz9Fg+X3oXzDtkULepR7S1WHKCWvInzwIPVFFh5VrgDcooUpP1njk5SIytxTioWAmU+/GRmWnq5WooHLxV5RSp4y18fTgLD7Ka1KaqpyDmHtj462LspUNWwjYftOFZKb9VO8dumSMpR75kzaoKjuTSBrmESpdEhKqbGSAxOlyrLrXUpy8W38MDyDL4GnnnLos73fexEAkAcvZHxF3rkBvjoKIfzxR/jEUzuy43NQcCkRqaAFHCuqWNHwPYD2M3/+mQog3u44LEo1bNgQXnVhK5tjCROl/v4bIX6UJEQuSrEy422iC0yJHC9n+psGy6oYEM1FKVNOqWCQxfL885T44vvvySo2yvFOTuTZUlXxyvZ4StWV8L1ENEQpaMHpEVm5i1Cep1RV1ARw79IKc/AmZgYuR/v2sCilaosrV4DoaCd89lknpKeTAc9EKXs9peR5VyxEqYMHcRatYBBVCAy0jLiyF7mnlD0L+zLD96oIluxcEKyHBgGSZ9jp01Jf9g8QyMpYtYpWEWvW0KpSZl2VJUrJk+yWJUqJWh0OH6bfd4Xdr4h/YcezRVdCgjKfFFD3wvcAyfixVt1KweDBUtzW009bvRHkOSSaNbNzgaPXSyWRHnxQsaMKKM8Tu49YCoawMPsc8h57jBaT169TmrOKhO+FhUkeQzNA5dsWLqRr27q1ZEzai0lQRSaCoqSbqyaM5OHDad0/bBiJgn5+dC/JQ4VZ/h97xQs5I0cCCxfSyVqLu3HuUL7ptXPnLPO6Xb5M58NVKEa7TyfTTXr8OMI2LQUAJCdKK53kZGqrWk3rOHkxAPnc3rAhfeb582WIUqzfjR9vCif/4gvghx+k/NXmsPmmqEgy0O0Vpcxh/S9TFUSr17+l3X3zhSETo9ijxfjIksnYcvEyMn8+CZHy/IJlYS5KeYV5kvtVaiqC/14CQClKHThAkYhOTtK9eeOG5PnLhszMTNB48tpriM+iySiikUjGHLOdPvkEWL4cXZ4lNeHwffPIG2zXLiTP/QmAFKbPxvWqEKXMBQR5CB8T2U3Jzo1z0J402v7vfac71Ek3gGXL0K2XBk2a0KK8qsP3AMmr17yvXNl4Afn5Ut4ZhWdKTo5p58Avhk4SE6VqLdeLIEC1bAkaO9GN6u+cB42TaBLyTJt5W7YAc+bgKuiLN26l3Clj96EgKDd+mSjVp4/0XHUJI/K8UkxIDgy0M1uFMcqiyWHymjQXpdiYxDZ+GL//TsNH+0Bp19O3IJE8Ds2rQJWBo6KUD7KhvmsYgiLcIAg0lcs351g7Y2KU41V15S1jouPhw5ZpGi5dorbl5VH/MLczahKFKCUzaA2G8sP3ANAGYX4+7aIOGuTQZ3v5klFWChckX6I5MuDGSbKXJ0+GL7IBADnwQRyiANCcx8TWyohSGg15Uld3yGR9wGEJYP78+Xj55Zdx3YEbmlND3HEHjXC5uQi5SFtEqalSKMSePfTYKzzBJEqdOUsGcnCw3amMyoSJQay8ssJTitGjB+32mbuYVCH25JQyD9+rLVHqmkpaPXhE2xE3UAbOztLALjek2HeqkkKVLKmBUSGSi1JlleXdtw8oKRHw33+hJqNE7ill7X+vXFEualk+HYAWA2y3DenpwOXLpiTn7do5XsGHIdfc7RGlasJTqndvWu+UFf0n31iy8H6cMIEMV19f8hzo0sV0Mu0RpSIjyxalrr70NXL0dOL2FnZQLK7ZZM121eWiFOuPdS18D5BsojI9pRjvvEMWZkoKxd0Z+fVX2qlNNuZrVqsduAe3b6d/9PMDhg+3MBblC352H7HFlr0CjpsbRUcA1GxmsDqycPX1Ja1z/d8iFjX7HI9gqek1UbT0VgDISGdtNUchSrWSxsOa8JRycaF5cuNGus9YiCULvTQYqEoRIHmZOQr7v5NojyOZ0kUtKrIsE35gN20udRYPwznAmzKwr12LBjE0wWVmq1FymVQRJp42a0bfozxR6vhxadOK9aWoKCDEu0hyOTCG7gG0WJk82fbGkTUjvKJex2wMzTF4QQ+VqQogYOl5yfqszfA9Yz6p8uqY+/mRh6K9izLWRva5nl6CKWFc8OYfASg3BZnYNelhETGe9E/yUGZ2D2deyzYl+Lo+fhYAILJbiNWBsUsXejx80pn+6NMHyWpSedgO/vXr5D1ZEcEZsO0pBSgrxjJ7Rp7sHJASKPfq72yaUJ2dyUY8ccLhaHa7ML+GbhoyFK4eyTL1H3m+GACSot+0Kfwb0QtM/KjVXC+BgYjpRhctpDQBmDvXdE1u3AA18qGHAFHElRhy0TSvTsvu71atlF6c1kSp6vCUAqSNtf37y84nZZX27YFRo9AYZKSwwizs+jD9gc2zDNOeTvrnOO/eCQ+NzMY7R0eTeNG3r6WKZQOFWFIGpsp7yALGjIGTk7T2keeVqmlRioUqp6VZeuRevCjZfg0bVi7nbGWx6il1+jSuX6f1hbNzGSFuokiJOwHaHHRwASAfXq/l0U0QkGPsYCEh8I2kmyi7xwhcAw0w0dGWfcNRL2GOEodFqS5duqC4uBiNGzeGl5cX/P39FT+cWkSlMnlLBW8j90OtVsqVxKo+9fY4ZlJ92U6QLe8LR2GT/Cuv0I4zW5BUd+USc8oSCmx5StVWTqkEAxmRKujhHFX5C/HbbzQZy6/p88/T+oJVvKgUzHo+cQLQ6UyDuVZre6EJSJ5NOp0ahYU0YTCjtrjYUuwwGKgyRZcuUj+Ve0rp9TL3dWNm4mO+VLq8ovmkAKWnlD07pHLD1sWlerRWd3cyJtassX0M20E6fFjqy4ohuV8/WnE3aUIXo0cPYP58xESTt8WuXZY7gWV5SpWWkra8+PmLOPL5HtP/ZOWoFQUVzEM1zcP3zNtZ1zylLlyQEiDbxMVFyhS9YAFw+TJu3KDdr7FjpbCqyEgHFmHLltHjffcBzs5o0ED5v3KjJzpa+bcjXkWPP06Lg+vXpTHR0YXJ2LHAXSMFYOJEfIPp+Kfba5gxg16TG8H5+cBbb9F58PW1Ht6XcZlWswHIQFAXSYmqjXACtuhn7Tx4kIQGb29TwVuHCQ6Wxqdc0EVji2jFgkEUceCjHQCAO1yO0b37xBPA2LHw27seLgINtsmPvg6IoqmPMVue5esDlKJUo0bkycfy7Xh4SAvV7t1BE0h2Nt30DlQ3VqslDxWGeSVTe2FzsAgBOfAhQd3ogViep5RioZuXB5MLZzmeUhVtI8PLC7R78OyzaATyzEhJEVFYSALMhg1kor065DDCs0jpTth1zSTQd2hNybEybhhX1a+8gquN6PzbErJZ/zx/XnLQZIvfTp1oLtLr6d6uaO5QRz2l5OF7oijZnUyUYHh7V98GhLko1fMOmuOupHoh7TQphRY54TZsoMeRI03fgW2u1HZVrJjudAMHIxV49VWEp1LYQ8KOK7QZnZYGtG+PK35dAdgWpbp1o+vAijSwMSI8XPJari5bnYXnHj4siVIOndc330Q4EuAELUpKaF5mY0GXLlJfYrZFQQHZNABwH1aheeExrNjXBC0Kj9KT8fEkVJdbTtgBT6kzNAj5IZvcbSF9x5QUqbOxRPNNm9K1YTZjdZ17T0/JI5E5jjLP9UuXJFHKvN/UNFY9pU6dwonjtGPdunUZ9tP27TRRe3qSJ5yDODlJ14F5QgUgnS5gSgp87qdQ6uyuQ3B1NnmjmotSolgxTymOhMOi1MSJE5GYmIgPPvgACxcuxIIFCxQ/nFrGWNfa9bcV8PGmGfXmTTJULl+mSbjH9V9NohQzgqtKlJJP8gaDZCDZkzi0KlGplGKBI+F7NZVTynxC9kABhIjKr7z695fKmzP69qX0XRUNaVMQE0MDf3ExcP68YuFRVgifuReAWk39ghmQ5gvUCxdIdNLpgLlzybhmXitsN8f0ntu24ToisDSfwkHlO3+OUhlPKT+/intolYcglP3ezIFNfp4t+nLr1hTmcddddP1mzcLgOf3RJLwEycnUb0zeZ5A8mqyJUps3A0uXAs99FoltYn/Fx8i9Y8xFqeRkyQhihrCXl2Qk1ZXJPCyMxg2DQQqxKZORI2l1X1oKvPACzp8nI6W4mNb5gFIoKJPsbEmBfOQRAJZeVvLzJE9aDjgWEuPmBnz9tfK5Cu8vTZwIDXQYdPQT9GpHg4FcaPnsM+C99+i+lp8XOZmHqHP4+4oIiiSPIJWq6uYoR2C7suz6//knPd51V+U8i+WRBQ2QiB5taDJSiFLffosDl2g1dMfL/SW3BgBCcBDCI2gwuLD7JvDttxaiVHmeUizEPiKCajC0bm0sVrR4Mb3w+OMOJ9L54Qfl3xUdC52dJW/ns42G4kBJByrVBOuiVF6elGdKMWbv3EkTR5MmVe5qZz62mubBuXMR0qMJQpEMg0HAyZPSKZ04EYg5+DPCQd5tl9eelLyG51NSq0z4Q7x/IjBnDo4a18+2QlZCQkhQEEVTLneFFwrrA5cvVz58T6WyHBc6daLnmjaVvr88fC8hga6PWk1VHWsKc3F0wFBKj3AVjZG+mvqRIkzNYJBEqbvusvietV0Vi13/Jq1cAVFE+GmqSpCwZDNNyB07ArGxuHKNlnTm33/YMLJNJk4km2vrVtJ55V4xn30GTJvmcNST3TRvTn0oJ0fyeHfovHbtCqfxdyMSZJT8+y897e9PcyGzI5n9k5xM94WnuhARxvvNJECtWEGd9sYNSm9QDnaLUtuPAwD8/ESTOsu+o9xrkolSMTE0RrJ7rDrFTzaXsXGC3Y8XL0oeZ3VKlGrRggaOrCyc2Eu2RJmhe19+SY+TJlXYiGT/xjyhApBhUv7ZeJ+TK+BaFv3RuLHU5uJimlO5KFU5HBal9u3bh99++w0vv/wypkyZgsmTJyt+OLVMjx60FVJSgmA1jaA3b0q7VW1b6+F7YJNJlGJupFWVbPLee+kmNe8KNS1KAcoQvvJEKb1e+rumPKUCA5ULSQ8U1I47gKOoVFLDjx1T7DA4IkoFBtJbybx0FbCy7AAlAfz3X3LNdneXdl3Zrpi4aTOewUIU6lzQpw+Vd68ojuaUMhelaouAAKVo4eVlY1fJz49ytCxZAvj4wOPYHvyZ1B3umlL88w85+gBk0NkM39PpsOdTSrRTChcsFaYCkNZ9LFQYkEQptstlMMC02GLtFQTpHq0r4XuCIIlI1kIblyyhRbwpVFEQyLJ3cgL+/htX1kkKA4s+stvoW7WKrJxWrRSrObkHgLl7uHwscXQYGT0auPtu6e8Ke/s1b04N0enQOp6SL505I4XmsvuVzTcsskpO5mnabfaP8DTdf40aVU+YT3mwBLoXL9J3+Ivy7KKyhYYHDpR+b4lzaH11PQDJIxQnT0J89jmcBwlR7R+ydP3s1Z9UsR3oD8yahVNHKdSvPFEqMLAIbm5SrHREBI2np08DvT2PU9y9kxO5QTpInz7A+vXkOCj/jhWBjQd9bvyCntiH82tp18Ja+B7zkvLyMhs/2MqVlUiqQsLDJdFNpZIqB8LZGVi9Gp1Abr1Ht2WbPDYm3i8Ca9aYRKn9Z8gYcUMhml0mUaQULij4biX0UJvGSeYRZQ12npcao2blohQTJ65erXj4XuvWtBi8917L0E1PT7o3jhyRzoU8fI+F7nXsaJl7sTrx8VHOxcyrMQ5RSImlk6rwSjlyhHJNeHkBffpYzOO17Sk1cSJ5v3+4rTuwbh0aBZNX3Q11FLnj7tqFXM8GpnvDfJ657z66/qxIQd++ysICAI1p331XfVk1XF2l+YuN+w6f1w8+QGOQIfnvr5QbhL2nuSjFxF5W1Mm0AzZgAFUc+OEH6rQ//CBVG7CB3aLUf6Q2+UdKgxCb665doxskK0t6H2ZfzJtHya57KQtnVilMlGKbjuyeqIueUhkZwMbtrihsQvPe8b1U8MRmkvPLl6XJmVVeqgBs7jgBUr/CkWAhSmVnS30sOprWmS6keSM1VVoDcVGqYjgsSrVo0QJFFSlfwKkZBMFYtgkIyaEBkuXHBIDeEfGAVgs/XzJKWZLzqtqFnj6dbswlS5QL+toQpeRGkNzIsJZTioU7mR9bnQgCpaJhFMGt9rfk7IWtgI1Wsz3Jzs0TkzOjsHVreixLlNLpyPYCaGJik2dcHIAbN/DvmRD8jdHQaER8/XXlvJUc9ZRycZE+r7YjmDt3ln4vsy2CADz6KK2Cx45FG/0JfKalaiUL55dAp6N7wlSO3CkZweu+BwCkJZUCvXtjzw7JpUorkmLw9NP0t9xTinlWhYRIhjAzjJidCJCe7u6urOhU25SVb+uVVyiFwf79sidbtACeeYb+5+cDpqfZ+GK3pxQL3Xv0UUVnri5RCqDN4/vvV6TEqhjGEnYtNi6ASkWb02yBwPrChAn0uH+/WWikKCLjAq2s/FsEo3t34MUXSeurDaKjabO2sJBC9y5coL+HD6/c+/btKy3wW+ACWp+hBL5nzoh0UgYORF6JBoXGqqzW5meWImm7xyjo8wtx9gzN6UyUYp4J7u7KOU2lkpKzAmYORMylZ9y4Cq/E77qLPOFYQviKIh+/RKhwahe5MrMFHfNUS0oqI0cNyxNUDe4fkZHA2rVUICAlhRzLTDRqhI7BFFu+eW0BLl6kp3u4HAUSEhDuQjfCQZESP0UgHh6dWsDZma5hZib1tfx8un4yJzkLjMMNVq2i887utbAwSfSvTPieiwuFzf/6q/XXAwKUc6Y8fI+JUuahezUBGysFgXR9Z2cROmhwNJNOikKUWk+iMO68E3B2rnOeUs7ONDYHhwjAqFEIXzobAJDQdgTt2Hl6mrxdAgOtL4iry4PbEVhuI5Yn1OHz2rQpmrclW2PTPvqSTHhViFKJiUjeTiJ2qD6RBr2tW8kratkyOhk9e0o3z5NPUv4JG9iVUyojA1lX6CbzayGNnUxIOXGCLsCVK/QYGiptgI4aRYUWmLd4dWA+hrDI7IwMyYapbVEqIIDGG4MBGDECGJm1AiVwxr8HaDHX0/Wo9X+cN0/6J7agqAAmhwVjWH17nDAZ1UyUSklRilKCII0l8o13nlOqYjgsSn300UeYOXMmduzYgYyMDOTm5ip+OHWAESOAdu0QYqDtw5u/78aeleTy2quEtih8Wymt3KoMjRAEMtxZlQ/zku81hT2eUmwHny0aPTxqdkd+1Cjp9xz41lLd4QrAYsXKEaVSU2njXaezrLDHJnq2iDJPwMhEqcceo0e2GBk+XBIz4uIAbN6MzaCkKA8/LFRa1HA0p5QgSLuLtekpBTggSjEaNKAwsd9+w6SgTQhEGhJuumDD2O9w/RSN50FBItwmT0DQb5REMvV8JooOnsAhKOMxNBpy/3dyomt9/jzZCey6BQbSwolV4fH0VC4M/viDFpdVEmJaRTCD11yUKimRDFRzMRVvvQUEBeFKpq/F+9klSh09SgqIk5NUp95IWaIUuyWBiolSHh60G2/c06g4kycDzs5wPX4AMY1IcWL3NhOleveme6ukhMYHE0eOILOA1IaAjhFQqSh0V+7FVZM4O0t9YPlyemzfvvK7oD4+kgNc67FN0QbUic4cK4W2z0AgIwPJbSjLupeXZeEOQBKlDhe3xgl0QJHeBa7OetPCIjgYWL2abm/zaaV5c6WnFAC6aVn8XSV2mwGa7ytbOMU8PC4hTgfk5JjGEzbOyz2lFHbMzZvSzVlOkvOKMmYMRYtYywXTqSOd478P08q7leoc/B+nMmHhd5D7BBMdI5toIOzZDX9/WrBmZkqpsDp1Ktss6NyZPNR0OhLJ5fl6mCh1+rS0AVkRW8wRQUMevlcXRKmwMFroNm9OX+IfkNecyXvQYJBcWUeOBGA5d9a2KGUOC92V21R1xdulLMyFkYqc1ye+7woV9CgWKfYwOpJclU2i1P4UoFUrpLxFlWBDkUIKfUwMiRdyd/L336eB8soVaSPICnJPKZvFfGJjkSn6AgD8IiSVluVNZaIUi06RbwzUBOYJwmNilCF8gGXYZ03j7Ezi98SJNOZtT2uDr/EE8uCNMCSh63ePW5aoTUmR5i1WtaWCmHvpt8Fpk1HNCkccOiSdL9bn2FjChGFnZ8l7iuMYDotSw4YNw/79+zFo0CAEBwfDz88Pfn5+8PX1hV9tr8g4hCAACxcixDkbAHDtt0M4lkpGUK9t7wEAfDsrZ66qCt+T88gjtFBlocE1TXmilF4vVeqo6cp7DEEAfv+QPNrua7CrZj+8MrAV8PHjgMFgU5R67DESIX7+mc63i4uIZs1oN4kZ8vLwPTbhFxdLu2mvvUa5XH78kZ57801LUeowyMW2KtyfHfWUAuqxKAVQJxw/Hi7nT2BqG1ICF22IQPyIJwAAkaobwJ49CHKhi5suBuC/mAehhTPCwiTvpzZt6Psb83ti4UISe5kNERBA53P7duCDDyjcRL7YUavrnsuzLU8peX4IC1HK1xf44ANcgeXqwK4FA0uYPmGChUInF6XMz1Xz5nT+1epaXpgEBlKsD4DWAsWjmYtSQUGSTsASrwIA/voLGaAVgH9ILcTrWYGF8K0iZyaLsJeKsnAh8L//AZN+uhONv3kFPshGKVxwVt8MGD0ayXNXALC9YRQRQddZrxcwJ/I7AEAr9QWooTcdc889ympbDKui1Jw5lA+tXz+HEpxXF3JPWQC4ITYE9u41icEsD25iog1RypiDCh07Vl+d+zLoNJzuXdFoZvcy7Da5C4eP7aw4NmJAE8DNTbH4ZaKUPbmYnn+eHhcvljyiwsKka8sKhLi7V391LTYH3rgh5Q6qDVGKLbCZQN+9Oz1eMIbEBuUY1YHly8lj2NvbFINZ18L3zGHfKSNDsmHZgri2hYWyYJ5SjIqc19bdPPDoWCk5efSqj4Dff0d0Fm2QXtuXBOTmIgX05qFIUboRy/H0BF5/nX5/911l6T4Z7L4sKSGvWausW4csUMeR9x8mSiUkCMjN1eDyZTJ67PaariLMRamwMGDRIuXarC4ImmPHUv5bZke+4kz20FhNLFTHjtBOi5y5c+nC9OxJu12VQG5TNcFleDX0MS0CGjemOUevl7y72TrEXJSqa3ZsfcJhUWr79u3Yvn07tm3bpvjZvn075s+fXx1t5FSEvn0R8jzFO21yHwc9nNAAiYgU4wCNBn53KLcsqiOJbIsWpCpX1o2/ojBRyslJKVB5eEihEyyEr6aTnMu555WmuLD6BL7f36bmP7yitGhBWwG5ucDVqzZFKWYMsxyEERFA69a01c2E0ObNTfkMTbu8x4+TN3VQEG1sjRlDnnft2pGQIYlSIgxb/sERkJFfFclUAwMph02TJvavZVioaG2LUnJvGYfb4u+P6evugiCI2IKh2FZgDC25SavDoM/fAADooMH6kRTm07s3FQQDpMUvWyD98IO0o+TtLXlOuLgAr75q0i3qNLZFKUlNO3XK8v/EKY/gioq2Qr00kqFb7oLhxg1J/XjhBYuXy/KUcnKi1BibNtV8tVMLpk8HALROpFwd1kSp/v3pd0Veqb/+QiJoYKgrC0FmzLM5oqpEqa5dgc8/p/lIePwxdOxBasHRj7YCf/6J5GxSussSxpmwt/Y63fjjin6mxDDlIBelIiNB1jRLSvTee3Ui1kcRDgcgAeHAzp0mTykWFpOVJS0GFHZMNYbu2UPkmA7wg7R47ul6FHjjDeCVVxD+iDLHFROP2EaC3FOqrHxSjNGjyYOPeXxrNPRezCmEzas1EV7O5p39+2kB16hR7aTKZKIlE0LM79vAv5ZQjCRzDX3rLdMJcndXevrVlbGI4eMj2bQ3qNBjnUlWXRbmolRFPdBmfxUEN2fKARCTsA24915Ev0MV164hGnjgAaQINBiUKUoBNFeFh5O6bV7xw4inpxRBYTWvVEkJsGmTVVHK21u6Jteu+ZrC92raUyo8XNo89fKi79SlC/DSS/Scn1/tp5+Qw/ISF5eSajZ2orHxr70mGRKxsVIS1Ndfr/S8Jd+QboeTFoOvPJdkgwaSwM9FqarDYVGqX79+ip8OHTrgzJkzeP755zHTjioGnJojJJpWyucKowAAXTvoSI0ZORK+YcpshtVV2ah9e9vljKsbNmn7+yvHKkGwTHZeW55SjGb3todnRB2aEcpDo5FWBceOWRWl9HppB5sZ2FFRIsaOvYy339abip64ukq7RszrhO2Sd+tmfZ5hi/MbN4AzOQ2RB2+4uYkWRk9Fv9q5c1Tpzzyxqy3YZF/bk3pQkLQAqEhboqOB4cPphC92onwLEa5pwJQpcHl8suk6r/2bLLTevcl4OHlSyo82YADd94WF5BEF1IqjQpXAjMn4eGXKCZa3BVB6+DHSMtXIN3hAgAFjtVRirmFDO5LILlxIcTj9+ind3ozIc3BZy1nQpUu15HR2nN69gdat0Vp3HACJUqWl0iaA3FPqwAHjBvW1axBPnTKVYzYv615bME8pRlWJUuZ0YqLUjWBAEGznSZIhj0rr1TgJL+NjMs7LycjbrJnMUypMS7nLdDrKqVOZ0qVVyJtvkocty2V0A40UolRMjLQoOHKEHk3nShSlJOe1JEoJkRHo5CLFpPcaE0SC34cfwsPHSWFrMBuJeWTcvClt6NgjSqnVtPnH+mpoKM2b5gUHayKNApt3WN7A2vCSAigH06pVwMcf09/m921Q1gXaXEtJoc7E8guBzh27Pt7eNZuk3R7kFdtYCB8Tp+pyrZyqCN8DaL3y2xonvPZsPgY83gzo2hXRjclYy4Yfsr/6GSkNSKgPRYrkrmQNFxcabADyUraSW0oQJBtm61bSRUaPBr7/3njA9u1Afj6ynMk70nwdwTSxq1d9TOF7Ne0ppVJJ44N8vffWW1R9tbbyNtpi1CjJScDHB+i/YAw1/No1si/mz5fSGzz5JKWtqSRyMakdTlp4XslFKbl9wvoG27zk+aQqjsOiFGPbtm146KGHEBYWhoULF2LEiBE4zFaenDqBeW6WbvdG0gz2yy8KjyAnpzqws14NMEPC2uK8rolS9RLmlvPff6bzKRelUlKkPBaMqCgRPj6leP11g6JsvXkFPiZKMZd7c0JCyJbQ6wX8jAeNzRGqLFGkp6djhmhdCd8DJC2jom1h6WRKdbRDFfnhE6bkoGycYJMvm7PbtpVi6AVB8pb6+296rK/jS1gYLXz1ekoWzEhJkZTSjAxlOB8gnZ9GHlkYCAojatnCLBeCOWlp5E8PWPWSAug89uxJ57su5d6yQBCAOXPQGrQoP3PKYNrcVKupb8bEkI1ZWmpMtLpmDbLhizzQYFJbmxnmyEUpf//qW0yYpemzS5QaPJjGKX9/YOXWYDi1bUVuNpMnWw6+Mpo3J8PZ319Ew89eBHbupG3izz+vom9TeQICqLgF8y5MQDhw+DDSb+pNrzNvWxbqbVpsXb1KN6xGU3simyCgUxQZFkFIRczzoxQvy8UDc0+p3bspRMTb2/7+FhZGEYsjRwIvv0zPBQcrc5vUhChlPu/Uliil0VAENCuy07KlctEZ6FVK45S7OyXjMkuCxq5FXcsnxTAXpewZL2obPz9p3nJ3V+bvdJS77gLe/8wT6m8WAf/9B48rJ03X+to1IMWbXJFChdSyPaUAcsMPCSFl77ffrB7C7p1p04APPyTbhnkZscpvWZ50UczXHHJRqrY8pQDJ61feR1xdSZCaNOWTJrIAAPP1SURBVKnm21MWrq6UWwqgMc3Z35M2GiIiyAV/1ixauHXrJqU8qCRyT6n2T/el+HoZnTtLc47c693cLuaeUhXHIVHqxo0bmDNnDho3boyJEyfCz88PWq0Wf/zxB+bMmYOO5d34nBrFvOJd164gq83FRWE4hIXZ7xFSn2CeUtYW5+aiFHN7rwuiQr2BKRI7d1r1lGI7d3JsLTRtiVIsuaA5KhUwcCDt9n8KWsDbs6NcXdSV8D2A8ni1aFHxsvXDhimvk3y3XS4u3XOPbVtv4kQyGhm1UeigKlCplGXVGXJPKcAyr5Qp6WwHLzzkF4uP8RIWtF9e9od98AGV2+rcWVkBQYYgUCXVY8eqt1JPlTBmDJr1awAV9MjJU+H0+2S4BwbSeRUEWV6p7SLw3XcmL6mQkOorTe4o8lwcd9xRfZFt8jR9er19i8zgYBJkTp0CIho7kXjs6gps2ECVpsyTwhpxL87Ef18dwsFWj8J5sVGIWrGi7DJvtQRbfCcjDDo9kHGTPBkCA8mxC6DoGUAmSjEvqR49rGeJryHuHEznf7TvLgjdlLHl8k0Zc1Fq82Z67NrVMdusYUNaLD9FhVShUinH75oM32PUlihljkqlDO8POrie7o+CAqkjyWDfo66F7jFY/2F2lrzqYl2GDTFhYVU/ljLvlatXgZQcMspC33+mfAPE1VXylJs3z2o2c/lbsFQFWVlAbqaOqrQApnyItjylTp4MRHo6fenaCLNkkQTVkUO4OvjgA0p1OG+e8YkWLYC9e0mlGjWK1MFNm6osq7jCU+q5gRZCtSAA991Hv8ttX+YpxdaRXJSqOHZPdyNGjECrVq1w9uxZLFy4EElJSVi4cGF1to1TScx30uWLdrmnVHWF7tU28vA9c5h7pXlOqbogKtQb+vWjxyNH4OVCq4LyRKmoKOulS5godeoUbfRfotzvZeaIemUC1V/VwrncY6ubsWPJ+K8D+YExYgSFH7Iqd46iVkt5ogDlooYtyt94g/JN2jIqnZ1pcfTtt+Rp8sADFWtLXcBaXilzzyibolQLZzh98iFewido8+UTUpyROfHxkpfUBx+Uaa2z6qZ1HkGAyxefoCESAQCHFh8CoBQ2TXml/swBLlxAnCtZzfIwxdomLEyaS6ordA+g+8TDg8JeL1603/OBeZwBIEGTlQn8/HNyqXv9dapK9OCDUPfqheEPPQRNaCiaPdQNMXt+oJv1888rrmJXM8HB5PVigBoJCEd2obE6YwAVz5KLBqZzVcv5pBiDPxmKM4/OxxfrG1vc00xsEwRJYGALX2aXsPujMsjH75oM3wNIWC4rcqqmkd+/5YWU1ydPKYNBmpPqansZTBipjnYyUerKFel8hE6yFByt8sQT1GGPHTNLdEj06kXC5rvvUqgsWyskrDkEpKWh0L8RkjMpntg8bJbdAzk59PrgwZaV3mqCqVMp4o15std1fH1p+lIIw40akXG5bh3Na1W4aGPXxNPTdvqA99+nwkvyArXmYwkXpSqO3aLUli1bMG3aNMyePRt33XUX1PXCKr69kYtSzZpZJt9jNtLtKErZCt+rjUTn9ZbwcHIjMRjglRkPQDqfgORWLq/2Y2uxyQTTY8ek9URMTNk7u30SVqIn9lq8R23w0ksULVJXQo4qy6OP0nVzcVHu6C1YQFFm771X/g6+IJDX1oULwIMPVm97qxNrolRyMg2ezBvVpijVBHQyx4yhOLX77pNWnAytlqzF0lJahQ4ZUuXfodZo1w5R7WkH4JBAbo9BHlL5IuYpdfCMBwrhhrhO4wDUrftIECSPzerUONRqafFy9GglwnEmTCCB09ubqop98AEl1lm5EqpDh+Ccn0/HNWxILo1nz1qEKdQlVCppZ/8U2pqq2fn7k03z1Vf0mlpttGUMBqnyXi2LUnBzQ6slM+Heq5PFS0xUCAuTNuTN5zt5zrCKIr+XakKUcnOTHBe6dpUSRNcFmCglCOV7jbHX66qnlFyUSk+nHF6CYBkhUddo354eqyNnIAu13rFDil62+3wEBNBcDVC+IjPmzKF1wptvKvO1xf92EABwcQAV9/D3txQpwsKAhg1pQ3bQIAPWrLH3G1Ut4eHkEGslXSUH0vqvbVvb9q2rK5lzcuesAQOUYyvPKVVx7Baldu/ejby8PHTp0gXdu3fHl19+iTSWJIJTJ5HnxTH3IlGppBunvrhyOgrbkWFVWOTwnFJVhHEr1yvpAgDylCotpXUB85QaO1Y6XOEplZdHk3+zZojqEYZmPinQ64GPPqKXbYXuMYS//sRroEza/v61E6N/qxIcDOzaRdXc5PeEINTfULyKUpanFEsqbl6BTyFKCQJVNouIoBf69pUSVBkMFDbwzz+kon/xRZ2ofFaVRBtFqYMaCvcNyr9meq1xY6BRmA5aUYN96Im4qP4A6panFECG/I4d1R+KxEL4jhyRikRUyKNgxgzqY/PmAU8/TZls586FbvVqbPvsM2izs2mAXrmybpfrMsIW4MfDKJmtr1uJKXx13DgqmvXDD8aNqJMnKdGbp2f5k0gtwvq4vK/LhRJ396rx/q3p8D3559SV0D1G7940f3XrVr63aa9eNBTXkbz/FrB74sYNKXQvMLBuiYDWmDSJprn33qv692Y5SFn0rsPn4/nn6aLHxkolY43ICyQBMlFwD83lF1rdDYAizKxN4T/8oMeUKafx11/6WvGS4pTPyJHk1c+K9thLUBBtqLPgkdatq7xptw12Z6Xo0aMHevTogc8//xy//vorli5dihdeeAEGgwFbt25FeHg4vPidVucICaGkf9ZsM19fioG9VT2lJk8mo8haolCeU6qK6N8fWLoUXnGnAIzE0aNkkD78sCT0detG63CdTrZrlZtLHiGsxBCAoViNi/if6SlbSc4B0O7+kSMYoXbCsgW5iGrrfUvmRatNajMcsi7B1uwspBSQEp0PGkTr+nPnlP9z8SI9msYef3/y+R4+nBbNHTqQBXT8OLlZCQK9kTUFvZ7DdsRvltJKNSjxOCC2AgQBgkGPAYZtWIE7sT1yCuLyaYu5rolSDRvWzOYNu+f+/VdyqKtwmIuvL2BWEVnUapEXG1v3yomVAwtvOx4wEEgGAsR0ANIFmT5ddvDWrfTYr1+dXqGPHk0OkixHCaAU/Hv3tkhpUiFq2lMKIO+i5GSL4lW1jq8vEBdn33l9/HFyJKyryxomily/Xj+SnDPc3RWFDqsUZjOWltKjw15uTZoAd98NrFlDybOXLLF5qMlTqjAACA3FeYF2wW2l5evXT0RBwRU4Oze3fgCn1gkIoIqvFSE8nBx0r16tF/s8dRaHl3Hu7u549NFHsWfPHpw6dQozZ87ERx99hODgYIwePbo62sipBD17kl3GEvPJYa6Kt6ooJQjkzmtNrOA5paoI49aA13WKXzp/nvKG/vILpckBaEExY4ZkiAhaLdT33UeCVFAQ8N13wNatGNZGmYSqzE1uo7EgjBqJKc94V0nuDQ7HGu3a0Rhy5gywcaMAUZR2ppkRnJcnCdypqRROIQhmBmrHjpTBv2NHUsF/+okEKS8vSr51i86f5mEawdkXpGze772H/jd/BQD86zsecXF0TF0TpWoKlpPu5El6dHXloQCAtAA/lEFVBwKKb1hWG2CsXUuPw4bVQMsqjpcXlZSXR+vKPZmqInQPqB1R6vPPKffK8OE183mO4Olpv9hXVwUpgMZVQSAblo0X9UGUqk4CApSb0BUKvZw1ix5/+knKQWEFkyiFCOCBB3D+Ii006mCtCE4NoVJR/7vFnN1rlEr5FjRv3hxz587FjRs38Msvv1RVmzhVyI8/UqhJcyvi/MiRNIjXheTMNQ3zlDIXpXhOKQeJiAAaN4aXqMyTk5MDHKK8xorS1wDQYtUqqP79l2ItYmOpxu7gwei37R04C7TF5QQtOjQvsv6ZpaUUTwPQVjOHU400bCglBv3f/9RIT3dFaalUQYeNJYmUz9vk9d+4sRWHlIgIEqa2bwdeew345BPa6p42rfq/SC1hLjAFIY2y8DdqBMyejaGgUmMHT7jiwgXr/3O7EBmpFPGqo0JVfcRUaSyZnPt7YS/w+++WB8bHA/v300m7554abGHVUB2iVG2E7/XpQ8Mb916uPtzcpHFyxw56vN1FKUCZzL5ColSPHhQBUFoKvPWWzcMidFSONx6RwLPP4vx5ep6LUhxOxamSKUOtVmPs2LFYt25dVbwdpwpRqWx7/7z3Hu3qV0fCwboOm7xZ3iPuKVUJRo+GF/Isntbp6FFe+hpXr6LJX1QaHj/8oMhO7hHkjr79aAXWHifgOvdd65+3fj1l2w4Lq/O74Zxbg9mzSTC4fl3A99+3A0ACtqurFNbFcgCxpOc28wo4OZHR+/77tCt7iw865vNLUEMXoKSEPF0CAtDw/afQuzflmiuhIp51KtF5TSMXI/gik5BvbDirdZiJ+cCqVZYHMqGqb996efJCQ6X6IVWVjLhRI0nYvN3yAd7qMAFk9256rKtJ2WsSedqHCg8BH39Mj8uXS25oZoT/uwwAEO/ZEoZGEaYNFS5KcTgVh+9j3ObcrjtZbKF07RqFm2Vm0t/10I6tfSZMsCpKAdS/5IaS+pVXoNZqYRg0yOpO9oQHKAfIMGwiL5KjR5UHiCLFBgCUNMzJ7rR4HE6F8fCgnNEAcPAgDRJsrGCilLmnFE92STRsqEztE/TTAsoMv2kT7Qq89hruv19yBwoKqncpj6oUeSgyn48I+cbGYw8VoyGSgD17pJuOsXo1Pd57b801rgrRaChd4unTVTe1ubgAU6aQ95K1/Jqc+guLgMgzml98vKgCTymAckdMmED25rPPSjusjAMHELGDvPVvFAfi+nWgqIju39txk5/DqSpuU0mCc7vDJo64OODyZfrd37/m3NtvKe64A15hUvIFeS6oBg1kxvX27VD9+SdElQr6Tz6xGpcybRpw8CDw5j3nKOfM1KmAVisdsHkzlYVzcQGefLKavhCHY8mYMUBgoFQ9khm8LCefuSjVpk0NNq4Oo1YrQ4iCggU6OUOHkqsZgPHjpQ2S2zV0j8Eq+AB8kclo3JjyADk7Ay+/50ml0QDKT8CIi6PJo56G7jE8PSk0qypZupSmTb6Hc2th7pXDxwvKAWmcVirnOfbBB3Qj7tgBvPSS9HxqKjB+PBqIN6ASDNDqVNi5k16KieH3GIdTGeqFKBUXF4epU6ciOjoabm5uaNKkCd5++22UshILHI6DhIfTIqi4WHJ95ruIFUQQ4DV2kOnP2bMlvcm0w63XA889BwC4NmyYzRW7IJCo5bJoASmEx4+TxxQAGAzAK6/Q708/bZmsisOpRjQa4L77DKa/rXlKiaId4Xu3IfLd46Agy9dDQiQPodtdlDKm6QPAF5kMf39yrNu50zjsP/44vfDRR7RIBCiJEUAlMXkcE+c2gItSljg70xAAVLKYbZMmkui9YAHw6KNUmWDQICAxEU4tmprmflbwk4fucTiVo16IUufPn4fBYMA333yDM2fOYMGCBfj666/xGjNCOBwH0WgkTYNNKFyUqjhBk4ajNU6jvXASQ9rdNGlOJlHq+++Bkych+vnh/P33l/+GwcFSmN5bbwGvvgo89BBw4gRlln711Wr5HhxOWTz4oKWnlFyUSk6mwnoqlfXiErcrTGhSqWx7o86cSTvct2gRQoeYMoUeqyrZ9a3AgAGy0JyHHgI6daKSl2+8Afz7L5V8VamkfDAczi2OuQjCtVji11+pEnSlRCmAXHjfe49+X7YMeOwx2nXy9QXWrEFEJC2huSjF4VQN9UKUGjZsGJYtW4Y777wTjRs3xujRozFr1iysWbOmtpvGqcew3ejt2+mRi1IVR929C453noZjYnuo33sHffrQ89HRoJX6668DAAxvvgktK1dWHg8+SOF7ej3tiP/yC7lSffwxz9jKqRU6dxbRqBEl8LAmSrHQvaZNpRACjuQpFRBA4XzWGDECKCwkveF25/XXKddhjx613ZI6ikoFfPYZ/f7dd8DgwfT7jBkkVnE4twHBwcqK0dxTivD0rMJNoTfeIBfNBx4AOnQA3nmHFK+WLU0b22lp9Hg7VjLncKqSehv9mpOTA/9yEgCVlJSghJXzAZCbmwsA0Gq10Mrz1NQjWLvra/vrEpGRagAqU5LI6GgdtFqxzP/h2EaY+wGEQYMgfvstZsY+A3f35njiMS0MDz4IVUYGxHbtUPLoo8COHfb338WLIdx5J9QvvQQxIgKGuXMhdu6szDPF4dQQOp0WU6eews6d3XHvvQZotUBIiADACYmJIk6cMABQo2VLA7RafW03t84QHk7nKDBQhFarK/d4DnnzVvUwd0vZD3fcAdWMGVAvXgwAEMPDoXv7bT433KLcUn23CmnWTI3//lPBy0uEs7OOd//qoEcPyx0CrRYNG6oA0C7Lo48aMGiQ3ub55/2XU5+pbP+19//qpSh15coVLFy4EPPnzy/zuA8//BCzZ8+2eH7Lli1wr+flfbYyf1FOhSktbQagpenv1NR9iI3Nqr0G3QJ0694dYQcPwuuliej9zjsomf0HVNu3Q+figp3TpyN/xw4ADvZfFxcplO/mTSA2tuobzuHYSceOQMeO63HiBEWTZma6AhiKlBRg/fokAOFwdr6E2Njztd3UOoMoOiMqqie6d09AbOyV2m7Obc8tYz8MHQph4EC4ZGdD6+UF/b59td0iTjVzy/TdKsLDoyOACHh5FSA29t/abs5thV7fCEBnNG6cjWHDdiM21lDu//D+y6nPVLT/FhYW2nWcIIpirbmGvPPOO1ZFIzmHDh1Cly5dTH8nJSWhX79+6NevH77//vsy/9eap1R4eDjS09PhbW8IUR1Dq9Vi69atGDJkCDTyOtsch1m5UsCUKZIum5SkRWBgLTboVuDyZTh17gyhqAiG++6DsHo1BFGE7rvvIE6ezPsvp15jrf/q9YCnpxP0egFeXiLy8gSsX6/DnXdyr0tO3YKPv5z6Cu+71pk7V4U33lCjb18D/vmHe+fWJDodsGmTgD59RPj4lH0s77+c+kxl+29ubi4CAwORk5NTpv5Sq55STz/9NO4vJ+lxlKwUT1JSEgYMGIAePXrg22+/Lff9XVxc4OLiYvG8RqOp94PCrfAdaptmzaTffXyA0FCNqWocp4K0bAnMmwc89RRUq1bRc9Onw2nqVMhPLu+/nPqMvP9qNJRfKjERyMsT4OwMDBjgBN69OXUVPv5y6iu87yoZPZqKw40dq4JGUy/SBN8yaDTA3Xc7+j+8/3LqLxXtv/b+T62KUoGBgQi00zUlMTERAwYMQOfOnbFs2TKoVHzw5VQOeZnypk3BBamqYsYMYP16YONGyvz4xRf85HJuaRo2JFEKAHr1Aup5dDiHw+Fw6gFt21KibW5icTic+k69yCmVlJSE/v37IyIiAvPmzUMaK3UAIJTXQOVUkJAQwM0NKCrilfeqFEEAfv8d2LABGD4ccHau7RZxONVKgwbS70OG1F47OBwOh3N7wQUpDodzK1AvRKktW7bg8uXLuHz5Mho1aqR4rRZTYnHqOYIAREUB585xUarKcXcH7r23tlvB4dQIDRtKv3NRisPhcDgcDofDsZ96EQM3ZcoUiKJo9YfDqQzt2tFj+/a12w4Oh1N/YaKUnx9V5+NwOBwOh8PhcDj2US9EKQ6nuvj8c+CPPxxPVsjhcDiMO+6gx3vvBdTq2m0Lh8PhcDgcDodTn6gX4XscTnUREgKMG1fbreBwOPWZAQOAs2eVxRM4HA6Hw+FwOBxO+XBRisPhcDicStKyZW23gMPhcDgcDofDqX/w8D0Oh8PhcDgcDofD4XA4HE6Nc1t5SrHE6Lm5ubXckoqj1WpRWFiI3NxcaDSa2m4Oh+MQvP9y6jO8/3LqM7z/cuorvO9y6jO8/3LqM5Xtv0x3Ka9A3W0lSuXl5QEAwsPDa7klHA6Hw+FwOBwOh8PhcDi3Nnl5efDx8bH5uiCWJ1vdQhgMBiQlJcHLywuCINR2cypEbm4uwsPDkZCQAG9v79puDofjELz/cuozvP9y6jO8/3LqK7zvcuozvP9y6jOV7b+iKCIvLw8NGjSASmU7c9Rt5SmlUqnQqFGj2m5GleDt7c0HNk69hfdfTn2G919OfYb3X059hfddTn2G919OfaYy/bcsDykGT3TO4XA4HA6Hw+FwOBwOh8OpcbgoxeFwOBwOh8PhcDgcDofDqXG4KFXPcHFxwdtvvw0XF5fabgqH4zC8/3LqM7z/cuozvP9y6iu873LqM7z/cuozNdV/b6tE5xwOh8PhcDgcDofD4XA4nLoB95TicDgcDofD4XA4HA6Hw+HUOFyU4nA4HA6Hw+FwOBwOh8Ph1DhclOJwOBwOh8PhcDgcDofD4dQ4XJTicDgcDofD4XA4HA6Hw+HUOFyU4nA4HA6Hw+FwOBwOh8Ph1DhclOJwOBwOh8PhcDgcDofD4dQ4XJTicDgcDofD4XA4HA6Hw+HUOFyU4nA4HA6Hw+FwOBwOh8Ph1DhclOJwOBwOh8PhcDgcDofD4dQ4XJTicDgcDofD4XA4HA6Hw+HUOFyU4nA4HA6Hw+FwOBwOh8Ph1DhclOJwOBwOh8PhcDgcDofD4dQ4XJTicDgcDofD4XA4HA6Hw+HUOFyU4nA4HA6Hw+FwOBwOh8Ph1DhclOJwOBwOh+MwBw8exN13342IiAi4uLggJCQEPXr0wMyZM6vsM+Li4iAIAnbs2GHX8QaDAStWrMDgwYMRGBgIjUaD4OBgjBw5En///TcMBkOVta0qmDJlCqKioir0vytXrsRnn31m9TVBEPDOO+9UuF3VwdWrVzFu3Dj4+vrC09MTQ4YMwdGjR+36X1EU8cUXX6BFixZwcXFBWFgYZsyYgaysrDL/7+zZs3BxcYEgCDh8+LDitf79+0MQBJs/KSkpFf6uHA6Hw+Fw7MepthvA4XA4HA6nfrFhwwaMHj0a/fv3x9y5cxEWFobk5GQcPnwYv/76K+bPn1/jbSouLsbYsWOxZcsW3H///Vi8eDFCQ0ORlpaGTZs24d5778WqVaswZsyYGm9bdbBy5UqcPn0azz33nMVr+/fvR6NGjWq+UTZIS0tDnz594Ofnh6VLl8LV1RUffvgh+vfvj0OHDqF58+Zl/v+sWbPw2WefYdasWRg8eDDOnj2Lt956C4cOHcL+/fuh0Wgs/kev1+PRRx9FYGAgkpKSLF5ftGgRcnNzFc8VFhZi2LBh6Ny5M0JDQyv3pTkcDofD4dgFF6U4HA6Hw+E4xNy5cxEdHY3NmzfDyUkyJe6//37MnTu3Vtr0wgsvYPPmzVi+fDkmTZqkeG3cuHF48cUXUVRUVOnP0ev10Ol0cHFxsXitsLAQ7u7ulf6MynLHHXfUdhMUfPLJJ0hLS8O+ffsQGRkJAOjduzeaNGmCt956C6tWrbL5v4mJifj888/x1FNP4eOPPwYADBkyBMHBwXjggQfwww8/4LHHHrP4vwULFuDGjRt4+eWX8eyzz1q83qpVK4vnli9fDq1Wi2nTplX0q3I4HA6Hw3EQHr7H4XA4HA7HITIyMhAYGKgQpBgqlWRaTJ06Ff7+/igsLLQ4buDAgWjdunWVtCclJQXff/89hg4daiFIMZo2bYp27dqZ/o6Pj8dDDz2E4OBguLi4oGXLlpg/f74ixI+FD86dOxdz5sxBdHQ0XFxcsH37drzzzjsQBAFHjx7F+PHj4efnhyZNmgCgcLNFixahQ4cOcHNzg5+fH8aPH4+rV6+W+12++uor9O3bF8HBwfDw8EDbtm0xd+5caLVa0zH9+/fHhg0bcP36dUXIGcNa+N7p06cxZswY+Pn5wdXVFR06dMDy5csVx+zYsQOCIOCXX37B66+/jgYNGsDb2xuDBw/GhQsXym27LdauXYuBAweaBCkA8Pb2xrhx4/D3339Dp9PZ/N8DBw5Ar9djxIgRiudHjhwJAPjjjz8s/ufSpUt46623sGjRInh7e9vdziVLlsDT0xP33Xef3f/D4XA4HA6ncnBRisPhcDgcjkP06NEDBw8exP/+9z8cPHhQIZjIefbZZ5GVlYWVK1cqnj979iy2b9+Op556qkras337dmi1WowdO9au49PS0tCzZ09s2bIF7733HtatW4fBgwdj1qxZePrppy2O/+KLL7Bt2zbMmzcPGzduRIsWLUyvjRs3DjExMfjtt9/w9ddfAwCmT5+O5557DoMHD8aff/6JRYsW4cyZM+jZsydu3rxZZtuuXLmCBx54ACtWrMD69esxdepUfPLJJ5g+fbrpmEWLFqFXr14IDQ3F/v37TT+2uHDhAnr27IkzZ87giy++wJo1a9CqVStMmTLFqmfba6+9huvXr+P777/Ht99+i0uXLmHUqFHQ6/WmY5iAVV7uqqKiIly5ckUhCDLatWuHoqKiMsW60tJSALDwTNNoNBAEASdPnlQ8L4oipk2bhpEjR2L06NFltk3OpUuXsHv3btx///3w9PS0+/84HA6Hw+FUDh6+x+FwOBwOxyE++ugjnD9/HgsXLsTChQuh0WjQtWtXjBo1Ck8//bRpUd+uXTv069cPX331lSIk6ssvv4S3t7dNryZHiY+PBwBER0fbdfynn36KxMREHDx4EN26dQMADB06FHq9Hl9//TWee+45NGvWzHS8q6srNm/ebDV30eTJkzF79mzT3wcOHMB3332H+fPn44UXXjA936dPHzRr1gyffvqpKQzNVtsYBoMBffr0QUBAAB555BHMnz8ffn5+aNWqFXx9feHi4mJXqN4777yD0tJSbN++HeHh4QCAESNGIDs7G7Nnz8b06dPh4+NjOr5Vq1b46aefTH+r1WpMmDABhw4dMn2eIAhQq9UKzzhrZGVlQRRF+Pv7W7zGnsvIyLD5/yzMbu/evRgwYIDp+X379kEURYv//eqrr3Dq1CmsXr26zHaZs2TJEgDk3cfhcDgcDqfm4J5SHA6Hw+FwHCIgIAC7d+/GoUOH8NFHH2HMmDG4ePEiXn31VbRt2xbp6emmY5999lkcP34ce/fuBQDk5uZixYoVmDx5cq15pGzbtg2tWrUyCVKMKVOmQBRFbNu2TfH86NGjrQpSAHDPPfco/l6/fj0EQcBDDz0EnU5n+gkNDUX79u3LrSR47NgxjB49GgEBAVCr1dBoNJg0aRL0ej0uXrzo+JcFfd9BgwaZBCnGlClTUFhYaOFlZe5hxLycrl+/bnquX79+0Ol0eOutt+xqgzy80JHX2rdvj759++KTTz7Bb7/9huzsbOzbtw9PPPGEhSh2/fp1vPrqq/jkk08QEhJiV7sAQKfTYfny5WjdunWdy8fF4XA4HM6tDhelOBwOh8PhVIguXbrg5Zdfxm+//YakpCQ8//zziIuLU4SEjRkzBlFRUfjqq68AAD/88AMKCgqqLHQPACIiIgAA165ds+v4jIwMhIWFWTzfoEED0+tyrB1r67WbN29CFEWEhIRAo9Eofg4cOKAQ7MyJj49Hnz59TMm9mfDHzl1FE7U7+n0DAgIUf7PQuYp8vp+fHwRBsOoNlZmZCQBWvajk/Pbbb+jVqxcmTJgAPz8/DBgwAOPGjUOHDh3QsGFD03FPPfUU2rRpg3vuuQfZ2dnIzs425TPLz89HTk6O1fePjY1FSkoKT3DO4XA4HE4twMP3OBwOh8PhVBqNRoO3334bCxYswOnTp03Pq1QqPPXUU3jttdcwf/58LFq0CIMGDULz5s2r7LMHDBgAjUaDP//8E0888US5xwcEBCA5Odni+aSkJABAYGCg4nlHvHwCAwMhCAJ2795ttUKftecYf/75JwoKCrBmzRpFUvDjx4/b/B97cPT7ViVubm6IiYnBqVOnLF47deoU3Nzc0Lhx4zLfIzg4GLGxsUhNTUVKSgoiIyPh5uaGRYsWYfz48abjTp8+jevXr8PPz8/iPQYMGAAfHx9kZ2dbvLZkyRI4Ozvj4YcfdvwLcjgcDofDqRTcU4rD4XA4HI5DWBM4AODcuXMAJA8cxrRp0+Ds7IwHH3wQFy5csJpMvDKEhoZi2rRp2Lx5M3788Uerx1y5csWUFHvQoEE4e/Ysjh49qjjmxx9/hCAIitxFjjJy5EiIoojExER06dLF4qdt27Y2/5cJXHLhShRFfPfddxbHuri42O25NGjQIGzbts0kQjF+/PFHuLu7V3vI2t13341t27YhISHB9FxeXh7WrFmD0aNHW63iaI3g4GC0a9cOPj4++Prrr1FQUKDoS7/++iu2b9+u+Hn55ZcBAF9//TXWr19v8Z4pKSmIjY3F2LFjLTzEOBwOh8PhVD/cU4rD4XA4HI5DDB06FI0aNcKoUaPQokULGAwGHD9+HPPnz4enpyeeffZZxfG+vr6YNGkSFi9ejMjISIwaNarK2/Tpp5/i6tWrmDJlCjZv3oy7774bISEhSE9Px9atW7Fs2TL8+uuvaNeuHZ5//nn8+OOPuOuuu/Duu+8iMjISGzZswKJFizBjxgxFknNH6dWrFx5//HE88sgjOHz4MPr27QsPDw8kJydjz549aNu2LWbMmGH1f4cMGQJnZ2dMnDgRL730EoqLi7F48WJkZWVZHNu2bVusWbMGixcvRufOnaFSqdClSxer7/v2229j/fr1GDBgAN566y34+/vj559/xoYNGzB37lxFknN72blzJwYNGoS33nqr3LxSs2bNwooVK0zn28XFBR999BGKi4stqvfFxMQAAC5fvmx6jolyTZo0QXZ2NjZu3IglS5bggw8+QKdOnUzHWRPX4uLiAACdO3e2en6WL18OnU7HQ/c4HA6Hw6kluCjF4XA4HA7HId544w389ddfWLBgAZKTk1FSUoKwsDAMHjwYr776Klq2bGnxP/fddx8WL16MGTNmlFuxrSK4urpiw4YN+Pnnn7F8+XJMnz4dubm58PPzQ5cuXbB06VKTGBYUFIR9+/bh1Vdfxauvvorc3Fw0btwYc+fOVVTMqyjffPMN7rjjDnzzzTdYtGgRDAYDGjRogF69elkkV5fTokUL/PHHH3jjjTcwbtw4BAQE4IEHHsALL7yA4cOHK4599tlncebMGbz22mvIycmBKIoQRdHq+zZv3hz79u3Da6+9hqeeegpFRUVo2bIlli1bhilTplToO4qiCL1eD4PBUO6xQUFB2L17N2bNmoXJkydDp9OhR48e2LFjB1q0aKE4VqfTWf2szz77DNevX4dKpULHjh2xdu1ajBkzpkJtl7N06VJERUVh8ODBlX4vDofD4XA4jiOItiwYDofD4XA4nCpi5syZWLx4MRISEuwOk4qLi0N0dDS2b9+O/v37V28DORwOh8PhcDg1DveU4nA4HA6HU20cOHAAFy9exKJFizB9+nSet4fD4XA4HA6HY4KLUhwOh8PhcKqNHj16wN3dHSNHjsScOXNquzkcDofD4XA4nDoEF6U4HA6Hw+FUGzxLAIfD4XA4HA7HFjynFIfD4XA4HA6Hw+FwOBwOp8ap+vI3HA6Hw+FwOBwOh8PhcDgcTjlwUYrD4XA4HA6Hw+FwOBwOh1Pj3FY5pQwGA5KSkuDl5QVBEGq7ORwOh8PhcDgcDofD4XA4txyiKCIvLw8NGjSASmXbH+q2EqWSkpIQHh5e283gcDgcDofD4XA4HA6Hw7nlSUhIQKNGjWy+fluJUl5eXgDopHh7e9dyayqGVqvFli1bcOedd0Kj0dR2czgch+D9l1Of4f2XU5/h/ZdTX+F9l1Of4f2XU5+pbP/Nzc1FeHi4SYexxW0lSrGQPW9v73otSrm7u8Pb25sPbJx6B++/nPoM77+c+gzvv5z6Cu+7nPoM77+c+kxV9d/yUifxROec+o1oAPIuA6JY2y3hcDgcDofD4XA4HA6H4wBclOLUby4uAv5uClz8snY+P+cskLSxdj6bw+FwOBwOh8PhcDicegwXpTj1mxtr6THrWM1/tigCO0bQT/wfNf/5HA6Hw+FwOBwOh8Ph1GNuq5xSnFsMfQmQvo9+L0qp+c/PPgEUXKffjz4HhA0FNJ413w4Oh8PhcDgcDodzW6DX66HVamu7GZzbAK1WCycnJxQXF0Ov11u8rlar4eTkVG7OqPLgohSn/pJxCNAX0+/FN2v+8+Vhe4U3gNPvAh3n1nw7OBwOh8PhcDgczi1Pfn4+bty4AZHn0+XUAKIoIjQ0FAkJCTaFJ3d3d4SFhcHZ2bnCn8NFKU79JXWn9HtxLXhKJcXSY8PRQOI64Px8oOFIILhvzbeFw+FwOBwOh8Ph3LLo9XrcuHED7u7uCAoKqrR3CodTHgaDAfn5+fD09IRKpcz8JIoiSktLkZaWhmvXrqFp06YWx9gLF6U49Y+8K1R1L3WH9FxxKj0n1FCatNJsIH0//d7lC8DZF7j2I7B3IjD8OOAaVDPt4HA4HA6Hw+FwOLc8Wq0WoigiKCgIbm5utd0czm2AwWBAaWkpXF1drQpObm5u0Gg0uH79uum4isATnXPqF/lXgdh2wIYWwM0d0vOiDijJrLl2pGwFRD3g0wrwiAS6fAV4twCKkoCjM2uuHRwOh8PhcDgcDue2gXtIceoSFfWOUrxHFbSDw6k5js4E9IXkFSXqAJdAwNmPXqvJvFLJW+kxbDg9ajyB7kvo9xtrAF1hzbWFw+FwOBwOh8PhcDiceggXpTj1h+QtwI0/AUENdPoU8G4ONH8OcA2l12syr1T+FXr06yA9F9iDvKZ0BUDy5pprC4fD4XA4HA6Hw+FwOPUQLkpx6g9nPqDHZs8ALZ4HRp4H2rwOuDFRqgY9pQri6dE9HAbRgGXHlmHj5U1A+Hh6Pv73mmsLh8PhcDgcDofD4XA49RCe6JxTf8g9R4/Rk5TPu4bQY02JUqIIFCYAAAqdA/Hwb/dizbk1AIB1Q17DKABI/BvQFwPqiiV743A4HA6Hw+FwOBwO51aHe0px6ge6IqqwB1CInBwWvldUQ+F7JWmAoQSAgPtjZ2LNuTUQQAkHx279AIWaAECXR+GGHA6Hw+FwOBwOh8PhcKzCRSlO/aDwBj06eUiJzRk17Sll9JLSOgfi78ub4aRyws4pO/FE5ydgAPBnnpaOS9tTM+3hcDgcDofD4XA4txWiKKKgtKBWfkRRdKitv//+O9q2bQs3NzcEBARg8ODB2LlzJzQaDVJSlI4FM2fORN++favyVHHqODx8j1M/MApBcI8AzMugutVwonNjPqkkgxoAMLLZSPSJ7IOOYR2x4uQK7MnNxQOuAHIv1Ex7OBwOh8PhcDi3JRsvbcSc3XPQIaQDJrSegH5R/Wq7SZwaolBbCM8PPWvls/NfzYeHs4ddxyYnJ2PixImYO3cu7r77buTl5WH37t3o3LkzGjdujBUrVuDFF18EAOh0Ovz000/46KOPqrP5nDoG95Ti1A8KpcTiFrjWcKJzo0B2Mi8TADC141QAgKezJ8a1HIfzpcbjcs/XTHs4HA6Hw+FwOLcdOcU5mPLXFOxL2IdFhxeh//L++OfqP7XdLA5HQXJyMnQ6HcaNG4eoqCi0bdsWTz75JDw9PTF16lQsW7bMdOyGDRtQWFiICRMm1GKLOTUN95Ti1A9YtTuPCOy+vhv7b+xHQWkB7m55Nzqw8L2ayillFKUuFZcizDMMw2KGmV6a1H4SJp9ZAQAQ869A0JcCaueaaReHw+FwOBwO57Zh9s7ZSC1IRVP/pmji3wSbLm/CS1tfwuHHD0MlcN+DWx13jTvyX82vtc+2l/bt22PQoEFo27Ythg4dijvvvBPjx4+Hn58fpkyZgjfeeAMHDhzAHXfcgaVLl2LChAnw8LDPC4tza8BFKU79wOgplSF4YOCPA6Ez6AAA3x/7Hpem7oI7YExArgdU6upti1EgS9ABk9tPhpNKuo0GRA2A4N4AeYYkeKn0QP4VwKdl9baHw+FwOBwOh3NbcT79PL44+AUAYOHwhegc1glNFsbgWMox/HLqFzzY7sFabiGnuhEEwe4QutpErVZj69at2LdvH7Zs2YKFCxfi9ddfx8GDBxEdHY1Ro0Zh2bJlaNy4MWJjY7Fjx47abjKnhuESOqd+YBSC1sYfgc6gQ6ugVmjo1RBJeUmYd3Q5AAEQ9UBpRrU3RTR6SsXrgLua3aV4Ta1SY0Lr+3gIH4fD4XA4HA6n2vj55M/Qi3oMixmGoTFDEXj8f0iMEhGkBt7c/iYMoqG2m8jhmBAEAb169cLs2bNx7NgxODs7Y+3atQCAadOm4ddff8U333yDJk2aoFevXrXcWk5Nw0UpTv3A6Cn167V9AIClo5diwdAFAICP9s2D3tmfjquBvFK6vKsAgFSDM7o26Grx+oCoAVyU4nA4HA6Hw+FUG1uubgEATGg1AShIAK7/Ck9DHkZ5u+Fa9jXsiedVoDl1g4MHD+KDDz7A4cOHER8fjzVr1iAtLQ0tW1I0ydChQ+Hj44M5c+bgkUceqeXWcmoDLkpx6j6iSJMtgGtaA4bHDEf3Rt0xvtV49I7ojSJdEVL1xmMLb1RvWwxaqEtSAQDBwV3g4uRicUjviN64YBSlijKOVW97OBwOh8PhcDi3FRmFGTiUeAgAMKTJECDhD9NrE0IbAwB+Pf1rrbSNwzHH29sbu3btwogRI9CsWTO88cYbmD9/PoYPHw4AUKlUmDJlCvR6PSZNmlTLreXUBhUSpbKzs/H999/j1VdfRWYmVSA7evQoEhMTq7RxHA4AoDQT0BcCAG7ogFd6vwKA3EBfuOMFAMD+ghI6NmFt9balKAkqiCgVgfaRQ6we4ufmh0L3SABAYebx6m0Ph8PhcDgcDue24p+r/0CEiNZBrdHIuxEQ/5vpta5utLz77exvphysHE5t0rJlS2zatAmpqakoLi7GhQsX8PTTTyuOSU5OxogRIxAWFlZLreTUJg6LUidPnkSzZs3w8ccfY968ecjOzgYArF27Fq+++mpVt4/DMeWTStEBbs4+6BUuxRnf2eROuKhd8FmasfLE9ZWANq/amiIa23JDB/SLGmDzOP+QHgAAt6Lr5OnF4XA4HA6Hw+FUAVuuUOje0CZDKUogfZ/pNb+iawh2D0B6YTq2XdtWW03kcOwiJycH//zzD37++Wc888wztd0cTi3hsCj1wgsvYMqUKbh06RJcXV1Nzw8fPhy7du2q0sZxOABM+aTidUD/qP5Qy6rreTh7YHDjwdhdDKQ7BQG6AuD6L9XWlJSb+wEAN3QCujfqbvO4FlEjoRcBd7G0RvJccTgcDofD4XBufURRxOYrmwEAwxoPBM5+TC8E9gDU7hB0+XiqOXnz8xA+Tl1nzJgxGD16NKZPn44hQ6xHoXBufRwWpQ4dOoTp06dbPN+wYUOkpKRUSaOs8eGHH6Jr167w8vJCcHAwxo4diwsXLlTb53HMKM0B9MW189lG76R4LTAoepDFy6ObjwYA/FToRk9c+qbamqK9+jMAIFnTAK5OrjaP6xU1EHFa+j0v/Ui1tYfD4XA4HA6Hc/twKfMSEvMSEensjEHnngcufkkvNJkG+HcCAIwPjQIAxF6K5VX4OHWaHTt2oLCwEAsWLKjtpnBqEYdFKVdXV+Tm5lo8f+HCBQQFBVVJo6yxc+dOPPXUUzhw4AC2bt0KnU6HO++8EwUFBdX2mRwjhYnAn+HAngm18vG6nLMAgAQdMKixpSg1qtkoAMB7CfEQIQBZR4HitKpvSP5VNCo4CQC4HjSszEPDvMKQJpBIdjWRexByOBzO7URCTgJe3PIiei3thbtX3Y3ZO2YjKS+ptpvF4XBuAY4mHwUAvNMgEKr8S4BrMNDtO6DxI4B/FwBAcyEPHhoP3Cy4iRMpJ2qzuRwOh1MuTo7+w5gxY/Duu+9i9erVACjZdHx8PF555RXcc889Vd5AxqZNmxR/L1u2DMHBwThy5Aj69u1r9X9KSkpQUlJi+puJaVqtFlqtttraWp2wdtdk+4WUXXDS5UFMioWuKAdwcq+xz4a+CGLcSgDASdEPT/nEWHz3QNdAdAnrgsPJh1Gs9oSbPg/avOuA2rdKm6I6/yXUADYVAA1a9S/3GpQ6BwPidaSnH6+3/a2qqY3+y+FUFbz/cuxh9dnVeGTdI9AapH7y5/k/8f7u9/FEp+n4uMMYaAqvA6IeYuRDgEpTI+3i/ZdTX+F9VwmrujfCOR8QAV2HTyGGTwB0Ogg+HeAEQMg8igFRA7D+0npsuLgBbQLb1G6jb2Oqsv9qtVqIogiDwQCDgXvAcaof0ZgbmfU7axgMBoiiCK1WC7VarXjN3n7vsCg1b948jBgxAsHBwSgqKkK/fv2QkpKCHj164P3333f07SpMTk4OAMDf39/mMR9++CFmz55t8fyWLVvg7l6Dwko1sHXr1hr7rKalG9AKgCDqsX/j18hSt6ixz47Q/ouOulzEaYHrhrbYuHGj1eMa6RvhMA4jqUREEyfg8K6/kepUddUg1WIJ7iz8FmoAC7OBuy7kIvZ6bJn/41TiBTj/n72zDo/i6uLwO2tx90CIAAlBgrsWl+ItUqOlRqny1d291FuqlJYKBVoo7u7uEgKBJMTdszbfH3c2IRCimwDtvs+zT3ZnZ+ae2Yzce+45vwMZyUdZsaLydf9rNOT5a8OGtbGdvzauxvmi8zwT/QwG2UBLp5YM8hpEoamQbdnbOFlwktzTX+KQ82Xp+mcOr+KEbkqD2mg7f23cqNjOXcH6mPVE6cBXzsWEjlVH1JiOin6ms7mAAYCcsY/mRbcBMG/vPNpkt7mGFtsA65y/Go0Gf39/8vPz0ev1VrDKho3qkZd39UJier2eoqIitmzZgtFYvuJnYWFhtfYvyXLtSoNt2LCBAwcOYDab6dChAwMHDqzNbmqFLMuMHj2arKwstm7detX1KoqUCgoKIj09HVdX14Yw1eoYDAbWrl3LoEGD0GobZnZVvedeVBfmAmBqNxNz8waqjCDLaNZ1Rco+xDPpENz1Sx7o8ECFqy6NXsr4hePZHOxEH10Bxk7fIYfebTVTpPj5aHbdwXkDtE10IvXJDFRS5dmvMbufIDLua1aVODLgjmyr2XIjcy3OXxs2rIXt/LVRGfn6fLrM7kJMZgyDQgexZOKScoU5VsSswLDtVm5xMnDeZEeIugQZFab+m5C9utW7fbbz18aNiu3cLUOWZQI+DeAJh0xe9gJzo9GYeiy4dAU067ogZR8mrdn/8F35MRqVhqQnknCzd7t2hv+Hseb5W1xcTHx8PCEhIeUKjtmwUV/IskxeXh4uLi5IklThOsXFxZw/f56goKArzsvc3Fy8vb3Jycmp1P9S40gpC/3796d///613bxOPPLIIxw5coRt27ZVup6dnR12dnZXLNdqtTf8Q61Bj6EgpvStOms/6oZqN30PZB+iSIYfc2Bl485XPea+oX0BiCkqoI8ONPpUsKadCeKB/3setPXvgJ3uyvPqchoHdIO4r/GQCykwFeBu7249e25w/g3XoI3/Lrbz10ZF/Lz/Z2IyY2js2pjfb/kdezt7USDk0HNgKmZ0568xnPKDogTuTy7h5aBg+pgvoNl7Hww/Cmpdg9hpO39t3KjYzl2Iy4kjsyiTW3zFZ1XwBFSX/yYtZsCuu/G5OI9nAvwYpErh0JlfGdjhiQa310YZ1jh/TSYTkiShUqlQqWosDW3DRo2xpOxZzruKUKlUSJJU4Tle3XO+Wk6pzz//vFo7A3jssceqvW5tePTRR1myZAlbtmyhcePG9dqWDYW8M2XvM/c2XLspGwBYUQA5spo2vlcPPfZy9KKlT0uSTEIUnaIk69mhz4ZEkTb4Rx4MaNahWpu5uIs0x0ZqOJR8iH4h/axnkw0bNmzYuG4wmU18vlv0lV7u8zLejt6QFwM7p0D6DrFSwBC0RQnISBzQqxh95gKJ4S445EXDxaXQpP50OW3YsPHv4PDFPfzgC5E6QKWDRjdfuVLwJDj0LBQl8r6zWLTu3BywOaVs2LBxnVItp9TlJRrT0tIoLCzE3d0dgOzsbBwdHfH19a03p5Qsyzz66KMsWrSITZs2ERoaWi/t2LgMfRaUpJd9zjsjnDQ69/pvO2M3ADuLoKVPSxy0DpWu3iuoF4lnLU4pK1Y5iv8bzHrOmR05pi/k6YDqOaVwFE7TAA0sSNxrc0rZsGHDxr+UJaeXEJsdi6eDJ3c2aQNLIyAvuvxKR14CQHKL5Pmb7uHptU/zXbaRx12Ac3NsTikbNmxUScip1xjpBmYkVB0/A20F6TBqOwh/BI68XLpIW3CuAa20YcPGv4nff/+dF154gezs7Hpro1pxf7GxsaWvt99+m3bt2nHy5EkyMzPJzMzk5MmTdOjQgTfffLPeDH344Yf59ddf+f3333FxcSE5OZnk5GSKiorqrU0bQK4SJeUQAM5h4n3mvoZpO2MPALuLoUM1HEG9mvQiyaKtZs1IqQvzAJibI3ZeHVsAsPPFhAq1BLFJO61nT0WYjVWvY8OGDRs26oVPdonJu2kdp+EQ96dwSEka8BsAbZUiMDnKpIlXNx7v+jgtvFvwdYbSh0laCUXJ18ByGzZs3DCYDbQoFveR5f73QfNpV1838imIepOCiKcACJTzyCjMaAgrbdiwcRUkSWLx4sUN0tacOXNKA4huBGqcjPryyy/zxRdfEBERUbosIiKCTz75hJdeesmqxl3KrFmzyMnJoV+/fgQEBJS+/vzzz3pr0wZlM70u4eDZWbxXnEX1SuFFKErEhMSBkuo5gnoH9ybJJN6brRkplS4cSgty9dhr7GnhXc3qgyo1ep0XAKlpB61nz6XIZjj8MixwgRMf1k8bNmzYsGHjqlzIvsDWuK2oJBXTO0+HnJPii85fw4B1EP4oqC7RIfTuilat5dMhnxJtgJ3FgGyC2LnXxH4bNmzcIOSdRYtMnhk8mt5Z+bpqe2j9Ek6RMwAI1cL28xsbwEgbNhoeg8FwrU2wGv+mY6kJNXZKJSUlVfhjmUwmUlJSrGJURciyXOHr7rvvrrc2bVCmJ+XSHLy7iveplQvMWwUlde+UQUOhDO3921e5SbBbMEY7b/GhKAlqV1iyPIZ8MOYDcMEg0gg1qurXB1A7NQHAVHCBQkP1SmJWF7PJQOKqPnD8LSGme+TFspl4GzZs2LDRICyNXgpAz6CeNHJtBLnKfditlfirdQH/SyoUK5X2hjQbwoDQAczOUZaf/7WBLLZhw8aNSFHGfgBO6qGVb+vqbeQQQDFaNBKcjF1Wj9bZuCbIMhgLrs2rBuOshQsX0qZNGxwcHPDy8mLgwIEUFBSwZcsWtFotycnlI4WffPJJ+vTpc9X9SZLEN998w+jRo3FycuKtt94CYOnSpXTs2BF7e3vCwsJ4/fXXMRrLskmys7N54IEH8PPzw97entatW7NsWdl18ddff9GqVSvs7OwICQlh5syZ5doNCQnhnXfeYerUqbi4uNCkSRO+++670u/1ej2PPPIIAQEB2NvbExISwrvvvlu6LcDYsWORJKn082uvvUa7du2YPXs2YWFh2NnZIcsyISEhfPrpp+Xab9euHa+99lqVx7Np0ybuuececnJykCQJSZJKt9Pr9TzzzDM0atQIJycnunbtyqZNm8q1M2fOHJo0aYKjoyPjxo0jMzPzqv8La1Hj6nsDBgzg/vvv58cff6Rjx45IksS+fft48MEHGThwYNU7sHFjUJIJ2Ucg95T47BIOfkq1xbQtYNLXb6UgJRpre6FwgLbzb1flJpIkEezXDeRlqGQD6DPBzqtudhSLm6Re0pEv62ld3U6Ags4lDLL2E6iROZZ6jC6NutTNHoX4nHi+X3Izb6iPoJehxDEUl6JY2DMNBm4CyVaRw4YNGzYaAotTamT4SDDkQmGC+MItsmyloLGQuBw0TmXOKmBGtxlMnb+e7wE5+yiSIR+0zg1ovQ0bNm4UMpO30QiINdvTxcGjehtJEgUOQdgXnSM9pQEmlW00LKZCmH+Nnhm35lSsaXYZSUlJTJ48mQ8++ICxY8eSl5fH1q1bkWWZPn36EBYWxty5c3n66acBMBqN/Prrr7z33nuV7vfVV1/l3Xff5ZNPPkGtVrN69WruuOMOPv/8c3r37s3Zs2d54IEHStc1m80MGzaMvLw8fv31V5o2bcqJEydQq9UA7N+/nwkTJvDaa68xceJEduzYwfTp0/Hy8ioXBDNz5kzefPNNXnjhBRYuXMhDDz1Enz59aNGiBZ9//jlLlixh/vz5NGnShPj4eOLj4wHYu3cvvr6+/PTTTwwdOrS0XYCYmBjmz5/PX3/9VW55ZVR2PD169ODTTz/llVde4fTp0wA4O4vz5J577uH8+fPMmzePwMBAFi1axNChQzl69CjNmzdn9+7dTJ06lXfeeYdx48axcuVKXn311WrZVBdq7JSaPXs2U6ZMoUuXLqUl/oxGI0OGDOGHH36wuoE2rhG77oGLS8o+uzQH9zZg5wMlaSKSybd3/bWvOKX2FEO4Vzgudi7V2qxTUE8yYpfhpUZES9XVKaVofGTKOkBPa5+aOaVwaASUVeCzhlOqyFBEr5968bZ9HLjCV9nwZVw8p0Pt0aRthcQVFVdjsWHDhg0bViWvJI9N5zcBMDJiJOQoEzn2/qC7ZNDY5FaIWwC+fUFV1uEc1nwYbm7NSTSeIVAji8kgnx4NeAQ2bNi4UTBkHQIgUxdYo+3sPdpC0Tk0+efIK8mrdp/aho1KyTkNXh2rnAhPSkrCaDQybtw4goODAWjTpqyi+r333stPP/1U6pRavnw5hYWFTJgwodL93jZ5ElPvvAU0LiBJ3HnnnTz33HNMmTIFgLCwMN58802eeeYZXn31VdatW8eePXs4efIk4eHhpetY+PjjjxkwYAAvvywKBISHh3PixAk+/PDDck6p4cOHM336dACeffZZPvnkEzZt2kSLFi2Ii4ujefPm9OrVSwRLKMcL4OPjA4C7uzv+/v7ljkWv1zN37tzSdapDVcfj5uaGJEnl2jp79ix//PEHCQkJBAaK+8hTTz3FqlWr+Omnn3jnnXf47LPPGDJkCM899xwAzZo1Y/PmzWzYsKHattWGGjulfHx8WLFiBdHR0Zw6dQpZlomMjCz9MWz8CzAVQ/Ka8stcmoubjv8AIfydvK7+nFJmE2TsBYTIedvGbau9addGXUk6Q5lTyr2GTqTLKRaC6YlGM0CNI6UsFfgaa2F78uG62aLw48EfSc6NY7S3BMhkeN/EufSNLC12YayuGDL325xSNmxchxxIOsC6rY/RpPgcHQb+RXhg92ttko06subsGvQmPc08mxHhFQGxv4gv3FqWX1HrCjetumJ7laTisa6PcfDwowRqQM46iGRzStmwcX1RECf6wEqfDoDor+DiUuj5R3kHdD1ir1TQM7nUbMzl5N0BEhcRrpPZEb+DIc2G1Id5Nq4FakeYkN+wbeqzIC9WvC9JB3vfSldv27YtAwYMoE2bNgwZMoTBgwdzyy234OEhrpu7776bl156iV27dtGtWzdmz57NhAkTcHJyqnS/nVoHQW40ODYChwD279/P3r17efvtt0vXMZlMFBcXU1hYyKFDh2jcuPFVfRYnT55k9OjR5Zb17NmTTz/9FJPJVBrBFBUVVfq9xemTmppaeiyDBg0iIiKCoUOHcvPNNzN48OBKjwMgODi4Rg4poMrjqYgDBw4gy/IV25SUlODlJQI5Tp48ydixY8t936VLl+vPKWUhPDzc5oj6t5K2XTim7P3Atx+ybGR5ylnW7vyO5tmneASEUyrq9fppvygBjPkYUHFCb2aCb5uqt1HoFNiJXSZoDWRnncA9YFAdbRGRUueKRYWkVr6tKlv7SixOKQ0cTqm7U0pv0vPB9g8Y7AguKhkcGvHkkAV8crYJ23OyGOtDmciuDRs2rhu+2vMVH697hONNwF4D59b14njPBbRqOu5am2ajDlyauidJUpmu3+VOqUqY0nYKs/bNYARG0hPW4hP+cH2YasOGjdpgLIRVHUGlhVHnhIB4xj7Y/5goNnP+d2iIa9ZsxNOYDoCjd6eabesqilO10MLSC5ttTql/E5Ik0sIbkpJ00DiI90XJYOddabSUWq1m7dq17NixgzVr1vDFF1/w4osvsnv3bkJDQ/H19WXkyJH89NNPhIWFsWLFiis0jirCyVI/pDARtG6YzWZef+01xo0ZKa5XSSpd197eHgcHh0r3J8uyeI5ftuxyLJliFiRJwmwWwQsdOnQgNjaWlStXsm7dOiZMmMDAgQNZuHBh5cdSgQNOpVJd0f6lut5VHU9FmM1m1Go1+/fvvyJN0JLeV9ExNwQ1dkpNnTq10u9nz55da2NsXCckrxV/A4ZA9595deMrvDlPeI6baOCRUDCl70TSZ6PSuVu/fUWPI8WswYyeNn7Vd0q52LlQqHEHsrmYug/36o8LKkbRlEoyyrjoXAhyDarZ9kr6XmMNHE48jFk2o6qD3tOvR34lPjeejxrZA8UQNB4PRy/ujLqTU6e+FStZdMBuYFbFrGLOoTkEOAcwrPkwBjetepbBho3rleT8ZJ5b/yzzfMBeufzDNGYStt9KfqMMnO3dr6l9NmrPhlgxczi8+XCxIFeZFHCNvMoWV+Ji54LWuwsYd1CUttPaJtqwYaMu5J8Tg3AQk7a+fWDP/cIhBUIyoSGcUvnn0GGm0AyB/jWMsnURTqkIHTx9YXM9GGfjP4Uht+y9WV+taClJkujZsyc9e/bklVdeITg4mEWLFvG///0PgPvuu49JkybRuHFjmjZtSs+ePatni6QS12JeDB3atuL0sd00u2+AiF50DivnmIqKiiIhIYHo6OgKA2tatmzJtm3lddd27NhBeHh4tXWeAFxdXZk4cSITJ07klltuYejQoWRmZuLp6YlWq8VkMlVrPz4+PiQlJZV+zs3NJTY2ttrHo9Pprmirffv2mEwmUlNT6d274oynli1bsmvXrnLL9u7dWy2b60KNR8dZWVnlXqmpqWzYsIG///6b7OzsejDRRq2QZciLqV0FuiTFKeU/kDc3v8mbW94E4L729zG87TTO6EGNzIrtz1rR4EtQnFLnS4Q3uMbi4krFu+wsK0QMFYmbQbJR2HG5B71KlEipRhowGvKJzYqtYoPK+Xrv1/ioYbST8n9tcisAj3R5hJN6scice6qss3SjIZs5cPADJv85ij+P/8mnuz9lyK9DWH9u/bW2zIaNWvPShpcYoC1ghBPIKi0FfVeSbVbRWGNmxe43rrV5NmpJfE488bnxqCU13Rsrg8RaREoBtG0hNDB8jakYjUXWNNOGDRt1oSCu7H3SahIPvAxZh9Ar8/pyygZogGvWlH0MEJX3WvjUcMbVpTkyEp5qOJe0hyKD7R5jo5aYSsQLMDkEAGAuTKDEUHDVTXbv3s0777zDvn37iIuL4++//yYtLY3IyLLJmyFDhuDm5sZbb73FPffcU7kNxkvacgkXUVFmPa88OYVf5i3htfe/4/iRfZw8sIE/583jpZdeAqBv37706dOH8ePHs3bt2tKIplWrRGr9k08+yfr163nzzTeJjo7m559/5ssvv+Spp56q9s/zySefMG/ePE6dOkV0dDQLFizA398fd3d3QFTgW79+PcnJyWRlZVW6r/79+zN37ly2bt3KsWPHmDJlSjnnWFXHExISQn5+PuvXryc9PZ3CwkLCw8O5/fbbueuuu/j777+JjY1l7969vP/++6xYsQKAxx57jFWrVvHBBx8QHR3NV199xfr19T8Oq7FTatGiReVey5Yt49y5c0yaNIlu3brVh402asOh52Bpc4j+svL1zAbYOAzW9xcV9YrTIesgABsKVbyy6RUAZg6eyfejvmfWzbMo8BKd79SYuRTor34TqjWFFwGIM8o4ah0J8wirYoPyuHuIm5zh0o5EbVHS95JMtdCTAnBqAo5NsJNgtJMQO68tF7IvsD9pP5/6gJ1cAh7tSgVxW/u2JqRRX0rMoDKXQMGFWrdzLUne9QgdTj7Li+4GhjYbytBmQwF4ZOUj6E36a2ydDRs150jKEVYf/ZEf/MRnqcWTODUaSoaL0CSIj56DyVy9WTMb1xfb47cDojqsU/ZBiPkBCpSJhxpESgH0bjmFPLOEvQS7T/xibVNt2PhXICWvhgNPwqEXIH1X1RtYg8Ky/lT62V8pOf4+AI+nGokzgGQqpujiyno3IztF3G9OGVQ0cWtSs401DuAUAkALrZHdF3db2Tob/xkMeQAY1fYcy02jUAaVbCY36yRJeUkVbuLq6sqWLVsYPnw44eHhvPTSS8ycOZNhw4aVrqNSqbj77rsxmUzcddddldtQLPSb0DiLarVurcA5lCEjxrHs799Yu/UQnQdNodtNo/n444/KiY3/9ddfdO7cmcmTJ9OyZUueeeaZ0miiDh06MH/+fObNm0fr1q155ZVXeOONN8qJnFeFs7Mz77//Pp06daJz586cP3+eFStWoFIJl8vMmTNZu3YtQUFBtG/fvtJ9Pf/88/Tp04ebb76Z4cOHM2bMGJo2bVpuncqOp0ePHkybNo2JEyfi4+PDBx98AMBPP/3EXXfdxZNPPklERASjRo1i9+7dBAWJbKBu3brxww8/8MUXX9CuXTvWrFlTI8dcbam1ptSlqFQqZsyYQb9+/XjmmWessUsbNSRfn8/cw3MxmA1M8g/B9+SH4otTn4iw4quljEV/CUmK+OqFeaDSATJGlxbctvJJAB7t8ij/6/6/0k1at30ato2jn66Iz3d9xvN9XrDuwSiRUheN0MqnVY3T3Rr5doLUP7HTZ2Aym1Crqh9yeQVK+l6yEYb41FBPCsTvHnoXHH+LKa6wM+Uw41uOr5Upi08tZqgj3Oai7LfL9+X+r7e0nEj0sc20sUOk8DmH1qqda4Y+G5dz34EEY92deXTiYoqMRUR8GcGp9FN8svMTnu1VT9F5NmzUE7N2f8Hv/uCtBjzaQxtRVrdx8zvh0CHaSVksOb2EsZFjK9+RjeuO7XFikNi3cVfYNLRs9lbnWWUqw+VoNXZc0PrjYkri6Om59Ix60Nrm2rBxYyObUe+8E4xiUEzMtzAmrv71dC6Z5PPWJ+GthTxZgzrsLlYnzuF+rZl/Nj3EmNuHY6+xrzczijMOAJCh9a2VDITk3R0KYhngCFsubKFfSD8rW2jjP4FRpO6l6YsxmCHZrCNMrcdHDacLLqJRafBxKi/YHRkZWRq9UxlJSUkMHz6cgICAK7+0ZP7IJtBnIqfvBdcWYplKU1ptfcjIiQwZORHyzytphX7gVCa94unpWanU0Pjx4xk//urjtPPnz1+x7NChQ6Xv77//fu6///6rbj9y5EhGjhxZbtlrr73Ga6+9dsW6rq6u/Pnnn+WWWSoLWqjqeGbNmsWsWbPKLdNqtbz++uu8/vrVtaGnTp1aKtlkNpvJzc3lhResPN6/jNqL21zG2bNnMRqN1tqdjRrwx5G5tPgshOkrpvPUqsdJ3TAaUC7egtiydLzLKUqGI6+WfT75ARx7DYBFeXpSClJo7duaDwZ9UG4zTcAgTJKGMC38vfc98kryrHtARcIplWCsXXRSo8C+ALTSmjlZV3FxS/pebSOlAMLEDWSwI8Ql1V4vJOn0Dyyw3KfDHwev8kKXIyNGlqbw5aXthYSlkHWk1u01NOd3/w8nSXj3w6RC7GQ97vbufDBQnH8f7vgQo9l2j7Fx45Cvzyc39ld6O4BR7Qi95guRXMCukdAg6mkP3+397FqaaaOWWCKlBvuGCIeUpAZJA00mlNOxqC5OviLy1ZSxh0JDoTVNtWHjhsdezkQy5onrzDEI9Jlw9qf6b7iCyHPnyMf4ctSP9Or2DgBj1KnIC9zh8Mv1ZoaULyrvGZybVrHmVQgQ4uZDHWGzTVfKRm2QZWRFTyrXDG52boR4txZC50BTLaTlXqhxFk1OTg7r1q3jt99+49FHH62wXfJOQ84xKLooPmscKndIW74z2VJVbxRq7JT63//+V+41Y8YMJk2aVCroZaNhOZR0ENfdUzgVkEFv72CeDWlBaztINcIGWfFgxHxbtkH2cdBniwt636NixsmjnQiBzDkOuacpULvywNlz2Knt+H3c71fO/GidUfkKx09PTR4rzqyw7kEp6XsJRmhTg8p7FtReHcmUtbiqIS7mt9rbYTYhKyGiSbV0kAHg0owc1zaoJYjI31erXWSf/4u3NcdwVkGRV09o+9YV6zR2bUyOnZLfHf0VbBkF226pnc0NjKzPxTNuLgBmJCTMkCFE9W6Puh0Pew8yijLYGf8vFQGOWwDH3wVbGte/igXHFxClLgZAHXonuDQr+9I1AqOdL/YqMKVsJbMo8xpZaaM25JXklVZU7axUrMGrC0wshi6zKtny6viHiT7UXc4G1h6bYw0zbdj41+Aop4g3TiHQ6nnx/tTHojpecVr9NaxIQUQrk34yElLz6QBEtnoYg9oJexU4yCXoo7+snZZrNXDRi+N39KhlXzRAFIzpaA8xF3fYJBFs1BxjHpLZiEGGQllFsHuwSEtzCkLWOqMBmmshKTeuRhXcRo8ezahRo3jwwQcZNKiCqunGPDDkCy0ry7Vu51P55I/aUfy1OaVuGGrslDp48GC515EjIhJj5syZfPrpp9a2z0YllBhL+HrZeEY4yTirYOPg53gzSoQELi7U8GiciPKRLy4R5TKT18OKNrAsAnZPhfiFYla3y3fQtCzU8O7EIrLN8MGgD65a+U4KFHnAwxxh0alF1j2wS9L3alJ5rxRJxTkHEdKpTV5TeztK0pAwY5ZBtvPC16lm6RiXog0Ton09VNm1GnymnPgctQQbDG44DNoIGscK1/PyEzPtbgYl3zrvjLiRX+ccO/gerpKRGINESYBSxSp9J2y/Dc36ftzSXDyklpxecg2trCcKE2HH7XD4BYj+ovJ1ZRmS1tywmmH/Nb4/8D1tlZLFkmeH8l9KEhplkNDXwczy6OUNbJ2NurD74m7MspkQ9xA8Lfdb10ioQ7q41GQ8cdrGuKjA7+QbcPZHuDDfShbbsHFj42RWnFLOoRA6RURnFMTCQk/42xdSNlmvsYJ4oc1akoE+NwaAj7NVmCUNUvBkcFGilbTOaIcf4kuHoZhk0BmyMSkTq1ZFn40LQlzax7eW+r0O/sjubQHoZVfM/sT91rLOxn8EuUSMX7LMEOjSCJ1aJ76Q1EjOzTCr7dFK4GgqILckt5I9lWfTpk0UFhbyySefVLyCpfolwgklSypK1C6V63FaAirMBvGycd1TY6fUxo0by73Wr1/PvHnzeOCBB9BorCJRZaOafLT9Q6aoyqq5qTP3lUaXDOz0LBclN7YWgSSbMJz8CE5+BMhCIO7cHLFR51ng1Rkin8LgEsGPhc4szBUi0492qSCE0oLilOrrADvOLqfEWGKdg5LNyEWJQO3T9wBMAcK+iOLo2s9aKXpSaSaI9G1T88p7l+DoLVLtGmuE8HFNUeWIqivpPgNFlYmr0KpZBZFR+TE1bq8hkWWZi6e/A+CCS0ccAgaKL6K/hAt/QNp2nnHKAWBJ9L/EKWUsgNNfCOdS9BdlD8zDz0Nu9NW3OzcHNg6BJc1gz4NgKm4Qc23UnNPpp9mZsJN2ilMK93ZXruTXH4A+DvDP6X8azDYbdceiJ9UzqCfkKJVe3Wombn4FkgpTpy8wytCNFNh9H2yfCJkH6mitDRs3PpZIqWyNJ3+eWsoJjwHiC7PS/4xbKP6e/wPSdtStscMvwIn34ejraPTC6axpMg7V+FToPqf8ui7NmDJ8PjFGMaTafriKAkO1If8sIKL2m/m1q/VuJCWFb4iiK2XDRrWRzch64ZTKQ3PlRL1Kg8qhEQA+ariYm1CjaKmrYjaKDB8Al+bote4kmrUcTTvOweSDHE05Snph+pVtSWpQKx0wW0XbG4IaO6X69+9Pdnb2Fctzc3Pp37+/NWyyUQ2KjcUcOvwRPR0uWZi+EzLFzEdY0wmsvH0ln+UJT7Hp1GeKoLkEjceI9Vs+B83uAyDFrKZjgo77LuYT4RXBr2N/rdwJ4xqJ7NoSexV86J7P+nPrrHRgqUiyEZMMRp0Xfk5+tdpNcIv70MvQRK0nP+Ng7Wy5pPJeq9qInF+KUjY1QAOHkw7VaFOzyUCgSTwIwkLHVLpueMjNVy6szMlxHbA8egmdpAwA2nd8EbyV0uqKUxCgacYaejtqiM6I5nT66WthpnU5+yPsfwzWdIcz34hljk2Ek2nX3VdP4zvztfgrGyHmOzg5s0HM/dcjyxD9lVVn2n87+ht+avDXIAoSuFfgYPcUlVcidbAqZhXFRpuT8UZhX5JIxe7aqCvkKk4pi+hqHQgNHcMP+gCMMpSolAf8xWV13u9/huJUOPGhqCRs41/DxbyLpBaIanvvHprPpL8mEbX1T25LhtkmpUJz2lZI3w07boMto0E2164xWYaUDQCYzv+GCigywz1dnwWdR4UTgy52LpS4in7ioVM/W2cwfgm56cIxfdYA4V7htd+R4pQa7gQn41ZbwzQb1whrn2NVtmfIQyWbMcjg5OBX8RhR546s0oloKbmIfL0VMjX0WeJaVtuTZTJxJD+bJH1ZIESJqYTz2eeJzojGYLosIqo0hc+m0VjfWON8rLFTatOmTej1V+YhFxcXs3Xr1jobZKN6/HHsDybbi+gRc5ASHZNzQuTdqh3ArSXdg7rz2JhVHC6RsJfEw7nEfzD0WQS3ZEG7dwE4lHyILj904WjqUfyd/Vl1xyq8HL0qN0CSkLr9hAkVE10g5egHla9fXZTUvSQjtPSNqnV0kr9Hc3bphYc8+fT3tbPFInJeFz0pC4pTylEFp1P21mjT6LhVOKlEpyiqWeWV+yStM1u1EWwuhENaJbw87/p1SsmyzMItz+CthkLJDs+gm4XGmUoJCVbbQ+PRSMjMDbTDXvqXRJRkK9FyRUlgyAaXcBi4GTQuwrl8WglhNuTCjrtgbW+4uBwy94kOcSulAkailfXc/qskLod9j8DmkVYZzMqyzG9HfyuLknKJqDjl1kUMLrzVYG8qYEPshjq3baNh2JconFIdA9qV3WNd6xgppVDU4mm0MfBJsaILmVR11aL/OrIss/L0PyQu6wSHnqFo++RrbZINK5CQm8DDyx8m4usI1CaRtn7RrKVb4250bNSFvwvteP6CEACXs4+KCR8Q6T65p2rXaF4MKBH7aiUyJA17OjbqVNlWNAsT/bMAQzLLoq3rSM5ME/3GZJxw1FYs31AtfHpR7BCEtxreNm7ClHXMShbaaCjUapEiXtFYvD4xKFpO2Wbwvqy6XimShKRUnvVXQ1ZhSt0alWUoEZGKBq0757PPA+Dp4EmUXxTt/NvRyKURKklFnj6PU+mnyk/uqZWJHZuuVL1TWCgcf1rt1bN5qqLa+XYW7SiAEydOkJxcFsVgMplYtWoVjRo1qrUhNqqPLMt8u+cTtrqJz6pWL0DGrlKHDh7tRXlMoE9IX460fhnOvAHAHcd300n3Pl0adSGjKINFpxYx79g8zLKZcK9wlk5eSoh7SPUM8e5CbNDdNIufzdDCbchmM5KqjgUdLXpSJmgdUDdH0DmHCPqYj0DKxtrtQInUqVPlPQsaJwwqR7TmQpLTaha5debsX7QA4iVXwrUOVa6f3vpdxs0fx4dyFu2cuK4jpRadWkSzkmhwAnXgMOW81YBnJ0jfAc2mQeuXIH03wcXJzPSGJbEbeKbnM9fa9Lph+Z+oHcUMTstnwDkEOn4iUnYOvwRmPcT+WhaFsWWU+Nt4DDR7EI6/Axm7RVizzr3hj+HfhCWd2ZgPpz6Cdu/VaXd7Lu7hXNY5bvfWAgbwaFvxihpHcAqGggu00MGy6GUMbz68Tm3/GykuTOLUlrv5MVdif14ut7a8lantp+Jm73ZN7EnMSyQ5PxmVpKK9i6eIcFTZCQFmKzCp9SSeWvsUX108x3OhiOu8JBPsPK2y/38jL214Cb/T7zDMXXx2SFnH3v3v0Llj/ZawtjqGfBFZeRXdyP8KF3Mv8u62d/n+wPelgtzNdRrAyOzbNqFTKlWeTDvJrQtu5ZT+OC10MvK52ZROZabvBLeWNW889crKdDrX5lVu5ujXE45DOzuYsf9bRkaMrHKb6lKSfQKAQruAKtasArUO7aCtnPorjBZaM/k77sB5xKG6G3gDEZcTx4ozK5CQGBc5Dp+rOViuUzQaDY6OjqSlpaHVaoXQeANQXJCHGTConDDqjRi5SjVs2RmzQYVKNuNhyKYgNw21zqV2jepzobAIWZI4X5KFyWjCUeuIv70/ZoMZM2Y8tB44ODtwIecCJcYSTiadpIlbE5x0TmDUgB4w54PGFoleW8xmM3q9nuLi4ivON1mWKSwsJDU1FXd391KnaW2otlOqXbt2SJKEJEkVpuk5ODjwxRdViPTasAqH8g7RuOgUjh5gdmiMyqOdqPpjcUp5lp/Nier0Kum5+9kSt52FmdksXP/cFfsc02IMs0fNxsPBo0a2BHX+CGPcbALUZmKTtxMa2Lu2hyUoqlvlvUvR+PWDpCP4FZ8ToZ9SzW7cJflx2CGitkbXNX0PkB38oeAc+TlnMJgMaNXV8ybnpQpthBKXiGqtPyBsAFqVlp25meDE9RMppc9CvWkUzfRhwHDMsplXN73Cr0rVVrugsWXrdpgpBH7bvAo6N+j+C2wczHR32JK2DVmW66Txdc3JU1IQ+60AZFCqWRI2VehiJK2Cwy+KZQ6NRLpesTLj1PR+cGoiUoVyT4k0g6BxDX4I/xpKMuHi0rLPp7+AiBngULvUYRCpewDDvALAHCei/66GayQUXCBSB2vPra11m/9WzmWdY9niXjxml8SdxfBlAuxM2Mn7299n9327CXYPbnCbLALBLX1a4lB4Xix0jaiTyPmlBLgE0D+0P+vOrSNV44uvMRWS10KwrcJxRfy+4006nH2H8e7i8z6jE500BTgceZG/7ZsxrtWEa2pftTHpYXmk0Bzs8i00ufVaW9TgmGUzL294mZk7Z1JiEik6fYP78kr3p/DdL5w8OreyNNlIn0hW37GadfNCaaEzIMmXpL6n7YCm99bciNRNwhZJg0oWA28fn45Vb6foBjbXwfazK0ktSK1TgZxL0ViKm1xawbWWqJ2DeU/blzlsxCnnCBSl1Ol5d6OQkJvAwyseLlcw55GVjzC903Q+HvIxaivdv+sbSZIICAggNjaWCxcapuiNWTZjLkhBI4FBJ5OTGVvFBhoMhUloJRmTlIXasXHtGi5KArMeg9qBxOIiJEnC3sWeC9lXHrfarCajIAO9SU/qxVS8Hb1xVOugSIl+d1SLan1mo9CbupHHEA2MLMsUFRXh4OBw1bGXu7s7/v7+dWqn2k6p2NhYZFkmLCyMPXv24ONT5lnW6XT4+vrWyTtmo/pkGbOY6KYD9KiCxokLy6srxP8tVvC6LMRYUuE9YBnDjcV8ceAH1p5by5GUI/g7+9PSuyUPd3mYDgEdrminOtjZe3BGdqK5VEBszPy6O6UUx1qCAbrWpvLeJYSGjqXg4ue4qAzIOSeR3GvmWCrIOoYdUKRxrbGzriK0Tk2g4BzeKiOn0k9Vq7KgwWTAtfAcOIKHf99qteNq50qvJr2ITlQixHJPixDYa30Djl+MKn0bLdiNWf8B809v5FbjcdragazSlVZ0BMC7m3hZCBiEqfnDqM98xa0OBZzJPFM3XYVriT5b6J4AeHYA7SUzSJIE3eYIkVWzARwDIeJx8WBe319EYvgr4q7+g4VTKmlNwzmlso8JfZvwR0Dr3DBt1jcX5omoNPe2Im00c6+IQuv0Wa12ZzQb+fP4nwC00ZmhmIpFzi24toCkVbS0k/ghLYZzWecI8wirVdv/No6mHKXvnL587JYFdtDFHv7p8xAzjq4WkWh/386muzehUTVskZWy1L2OVtWTupQ72tzBunPrWJpn4F4HIHGlzSl1Oem7Kd73OJMydqNyBjMqVO3epXXIneQtDqW1XQk/briDMK9w2vm3u9bWVk3e6bLJxW0TRMRmy2evrU0NiNFsZOo/U5l7ZC4AvZv05vV+r3NT6E0YMg4DIGvdkHTl+2ONXBsR2vwuSBKpe2aNMypjvoiUqimyXKotuEXTnH4GcX2rnatxT7b3BsfGUJhAK52ZP4/9yaNdKykYVAPcjSJ1ysnrKlG3NSSyyRD2R2+ko70sZACa3mOV/TY0hYZCUvJTkCSJQJfAsmpwl1BkKOLLPV/y1ta3yC3JRSWp6BHUAztjPkP1h9hy/HPuKEzllzG/VHuy+Fqj0+lo3rx5g6Xw/Xl4LrfGvY1KAnngdiT7KiRegIUH1nJL4heYZFAP2Qs1jZZK2wHHpyKr7Lk3P5gdqad5qNND9G139bFQgD6AGatnsOXCFlSSipd7v8TkxE+EtE2X70GfCYeeFdU7Wz1fM3v+wxgMBrZs2UKfPn0qTM/TarVW8QFVuycXHCxmI83mWgoH2rAaAzz6crPxV3FxWaJLvLqUreDZucLt7DX2PNLlER7p8ohV7cl2bArFRyhKqbumWEneWewQ6Xt1FRdv36gLu4vhJkfIil+GZ02cUqYSnLNEDn+2s3V0QiSL2Lla6HhVxym15+IeWmrFzF9gk6HVbmtYs2G8ckFxShmyhb6C/TUOUc4QIqVqDOhjf2Xv9veZqTzXpM6zqrRPHTgcznxFMy3sSth14zqlLKl7DgHlHVIWHPyg24+XLQuAMXEiRcgS8RcwGKI/h6TVDed03HWP0LVKWQ99l0MFHcAbjtifxd+wu4UY+YZBcOYrUQTCveaO8XXn1pFakEoTJy+cSoQuSeWRUsKZ0c3FHdKyWHt2LQ92erDG7f7bSMxLZPjvw8kqzqJdoDMgBFNHGQ7T5o61tPuuPdvjt/PWlrd4rd9rwmGasFg4cSu6rqzI/iQRKdUpsBPkHhILraQnZWFs5FimLZ/GbxlZ3NsYSFopCiDcILP59Y7ZAFvGYF+cDBLsMXvSecQm8GiDPaDt+CHsf4yX3A30+3Mk6+/bb7WolXrDooEkaZRiFt//p5xS05dPZ+6RuaglNT+N/ok7ou4onZWX8pXIDKeQCp91vTu9CEvFc3OTfUf6528WDuOapr3mxUDRRWSVjscuXORIoLLcqZoRme7toDCBDnYw98hc6ziljIV4IaLG/Px61H1/QP/Q/iw9CB3twZzwD6obzCmVU5zDzJ0zWbrvY7L0BVwwijFOx4COdG/cnVa+rTCZTexL3Mfi04tJzhdyHN0ad+OHkT/QSmeGzaOhAB5zhy7R85i+3JnvR9VSg/YaoFKpsLe3b5C2lh39nCmOFyiR7LB3C6xWf3NQ1B3ERz9Fcx2kJi/DN7yG51jaCtBfIMFnKH8cXYWj1pF7u9xb6THb29sze/xsHlr2ED8c/IGpK++lcWRLBhkvwPFnxASvPgWSF0LH12tmz38YtVqN0WjE3t6+TppRVVGtfKYlS5ZgMBhK31f2slH/eJpPotJngs4TfHqJhV6dwTFIdIxdG3awbu8noqPcC8/UeV+FOTEAlOi8cbGr28DCUetIjFqEJOcmrKzZxikb0MklJBpB522dTsClFfgsg5qq2Hp2OWHK9a+qbGB7GcObD6dYhjhLIYprlcJnNolUBCg3a1l0/G3edBIzf/qIJ6Hp1Kr35SKE25tqYXf8LqubWm/IskhFXBoBy1tBlvK/r2Y6ZilaV1DbkVmUyeJTi/k89jBmSQMF58uiNeqT3GjhkAJIXge7ptS+utH1gj4bMvaI98GTwH+giDqTTUL4vBbVRH4/+jsATzTvjSSbwSGw8tQIxSnVQvHvrTm3psZt/tswmo2MmTeGhNwEIrwiiHJ0KvsyfQehu8ayucsIJOD97e+Tc3EtrO0FR16GC3/Uq22yLJePlMpQrgk36zqlXO1cmdBqAtuKIB+diK5Mq0EJ9wauzNTgJPwDxcmkGCE4FvJ6zEfyKHMiq5s/hMk1Ei813KtJYPz88aXaRNctOeI+XuIj+lRyfixGgxWqV90AbIzdyPcHvkdCYtPQV7hTm4x04U9QxJWlAuGUkp1CK9xecg4h0yGUbBP87+wJZBdFAypj99Ub1WeLDANLtVtjEewRFakznCI4WpDLAb3SAfOIqt6BKBHez3hCXMpeq1QLLlHOi0wTNAvoUsXa1aNjYEe2m0XEmTlptdDFAzDkidd1TFJeEl1+6MKX295kk38BO4LAUa2l2FjM9vjtfLTzI+755x7uW3of3+z/huT8ZIJcg/hp9E9su2cbrexUsLYPFMSCpEInwa/+MPfQD/x65NdrfXjXHcdTj1OoCOKrXZpVewLUz9mP08oYLD6mFr+rcs3/kyL+PtDhAbwdvavcTKPS8N3I73jzpjeRkLg9+gT5ZgmyDpXKYJhzTvHHodnEZlWRhmijQamWU2rMmDFkZWWVvr/aa+zYsVXsyYY1cDXHIUtqaDSyVNAcjROMOAZD99ZYO6muBIeJ6n8tVYWk5tet0oJG0edwsJJjrdhD6AA45xyu2YYJosLbP/nQqo5phKVcEim1M6F6YeUX40R1tQK1G9hVHS5roaVPSyK8IjhtcUpdK7HzPffDXz6QulVEMgAmVHiasnBUQbJLW3Qdqlm50SkEGQlnFZxJ2l6PRluZo6/B9onCMZhzAk7OFMtda+aU2pe4j8l/Tcb3Q1/G/jmWx9e/yLI8oXeRd/RtKxtdAZbBvku4mMm/MA8O/O/GHvxmijLbOIWg13ny9d6vGR8TRwlqSN2C6VKtqWpQaChk0alFAIzzUQRpvbtXvpHizHA3ZWMnwfpz6zGaryIger1j0lvFUfn13q/Zm7gXD3sPVk5ciKpEea60VMLts4/QLvkP/tc4lGaqYuy2jAKDqEZLQVyd26+MxLxEUgpSUEkq2jloIfuwqIjpN8DqbU3vNB0DsCBXOR8uzKt6I1kWFTv/CSk7v/+NnJkFwA+54Ovbif6hl2mdqjSoO4oU3Ifd4XDCNu5fej/m69iRblacD6+f3EyWCSTMDP46hDWHv4P4xdfWuHqkpCidDesm4aGCFzvcRq+zb8KhZ2DHZFjeEpI3QL6YsJSdrpJGJ0k4D9tD73RfDuemcV6j3H/Tdly94aNvwNbxEP2luG62T4TULaB15ZMSoYGz2OcOURm3upOCEY+BaySNNbAgABafWFDNX+HqJCdtAyDWqMbPyTraTypJRVDwKBKNoDEXQ8pm4Zha0RZWRJU5qa4zUgtS6f9Lf6Izopnk5YWbGgI1kPfoEU49fIo5o+fwYMcHGdx0MCOaj2B6p+ksv205Zx49w93t7katz4BNI0QGgVc3GH4c7H1pbQfPecC0ZdM4k1H3CfZ/E9/s+6Z0clzjVrN+q0aRm3DIrFnVcQDyRVXNlUnCsftY18eqvakkSbzU5yU2370ZZ5dQPsoq66caZVBhZuaqewn7PIyoWVFsOr+p5vbZsDrV8l6YzWZ8fX1L31/tZTKZqtiTDWsQqx2OcdRFiHqz/BdaV+GcamBcfXtQIkt4qOFQzF+131FhAi7GLIwyOPhUMZCrJl5BN2OWwducLcQcq4NsRrY4pQqgfUB7q9iCfVmk1MGkgxQZKi9RWqAvwDfvKADmqga2lyFJEre2vJVoy8Rw3HxIb+DoIn02nP9VlGLddTcgY3YIYnWhqCqUIevwG7i6+k5UtR0mexFLX5R1vMrf77oh9hfx11IFKP+s+OsSTkZhBnMOzeHpNU8zbdk0Xtv0Gt/u+5Ylp5ew9+JejqQcYfbB2fSd05fO33dm3rF5mGQTkd6RDG02lE9yhFNad+F3EpJr8dCvClMxHH0Tzv8uXgCtX4buSsrb6c/g1MfWb7ehyBRRa3nOEbT8qiUPr3iYv+P28XOOeJat3/Uqcg2cbktOLyFfn0+oeyhNDErqXlXXrp0P6DyQkOnk7EJOSQ57Lu6p1eHUO/oc2DYRLi6/8rucE7DAFfZOr1MTSXlJvLzxZQDeG/geoRrFiaDzhHbvwJiL0Fy08aJbMb/5g71cjKxSQs2KkyvardWwRLm29GmJQ8JCsTBwuNCTsTJdGnWhQ0AHfstVfoP4v0TaWmXEfAfn50JhnBh85ZxQxGKr2O5GIvc0pGzALMN3OfBMj2cqFl8NGASOQWglaG8n8cvhX5j6z1RM5uuzr5p0cQMAx0rMxCH6cj7GDBz3PQhbx0Li6mtpXr1xYMNtvOmUyqogLS97mETqonMzcGkupAc2DEAd87VYuZIKlzp7b8a3fwiA+alJYuHFJVefOMlWqoonrYasg6LghcqO4l5/8Vm0iEoc3vYB8O1T/YPRukCfxZSo7OntAPpzP1V/26vt8rzQ2EpWe1i1wMuI8JEsUwLZSVgsHFMFsSL6OrUGUZkNhMFkYPz88ZxKP0Vj18a817psIkCVd5oI7wimtJvCNzd/w+o7VrPstmV8NeIrhjcfjp3GTvRntowRx+gcBn2XgFsL6PApAI95atEbCpi+YnqNnvv/SlI2Q8wP5BZnM+fwHJpaMraqo612Ca1bPwxAuJRHWva56m8oy6VOqXNGkW4a6lFxlGRl9A7uzcmHT9Jj0EKiNY1YpwrjhEpIhYwPaIpGpeFo6lFu+vkmnlj1hO3/fo1p2JAaG9ZD5wlOQdfaCoFaR6JaXOQpcctqv580Ef1yuATC/atR6aQadAi+iaOKY8aYWk3Nq4y9SMXJ5JpgW7GGlj61KClcEUqkVJBWjcFsqDKFb1vcNgY6iMGIc3DNhaxvaXkLh0qUD0mrYE13uPBnjfdTY7KOiJS9hCVlAyHl4XLAoOOJ1Hz+KdRS3ONPpBpWfFErEXTBGhMHkm6AKICiJNHBQ4Ku5XWiFiQcJezzMO755x4+2vkR3+7/ltc3v8605dMYPW80XX7oQttv2nLvknvZcmELGpWGO6Pu5OCDBznx8AlW3r6Snx84yz6DPXYSLF82iJziHOvZbjbA9klw9BXYcbuI9FLbQ+PREHIbdFCcUUdfBWMhnP0Jlre+dlF5tUFxSn0Zs4OzWWfxd/bnw0Ef4tFosPg+6xAf7viw2rv75bBwQN7WejKSoqFWpVNKkkpT+G5rJKKmVpxZUYODaEDiFwoH9667xf/8UuL+AnOJcIrkxdS6iafXPk1uSS5dGnXhvg73XeLEVapOOQZC23dA54GHPokoO0g1QnTAJPF9dScfaoklda9zQAeIVVISQu+ql7YkSWJ6p+lsKoJ0swpKMkTUyOUUp8O2SbBzChx8EgBZ5yEcdMtbwaJA5D+d0KztgofpBro+r8Y54RRfXgAFWi/GtBhz9XWVCJdPukxBLan5+fDP3LrgVvL111da3G+H5+JhEAUw7u83k7bNhaj9vU2i6K5IqBw6/NG1Mq/eMJqNSEpaahedAV2cEg3Y41cYdlgIEgMyKrJUzTE3Glnp/u7vcD8SEu/FnUFW2QnHU9ZV+gqF8eJv2jbRRwLwH8SSzEwKDAWEuIfQtVHXmh+Uazgl4U8A0Nt4rlTPqFYkLCUwdz8GGbY796z9fipgUNNBLCkQGnXGuIVw8Z+yLxNrKHnRALy44UW2xW3DRefCujvW4pp5ScaBRY/NgiyL++GOu8R72Sw0MdN3gtZdaGJadEyb3AIOAXhKBia4aTl2YR2HNt0p9CVPf95gx3dNKU6Hg89C9nHxecdtsOd+jmyaQr4+nygnpbCNc9Ma7bZxQA8SzDo0Epw88LqofFcd9FlgyAXgvAHuaVd7zTM7jR2DW4wnfEICAyedJSpCPK+fbzWM1KdSeaiTcGR/tvszPthezcwNG/VCtZxSn3/+ebVfNv6b6N1Fvr02+1Ct9yGniRDl7cUQ5VfN/P0qCPcK55RRuPhTkqrplFLKAa8tgnDfNhVW86gVDiLKJ1ArZrp2xleewrfj7HK6KJ1RKWBIjZuL8otih6YZ96dAsnNrsfDYG/WrA5S5H1a2hTU94fxvV3z9a9JZzhhA6rmQRqFjarx76RJdqb2J9RAZZG0sOlrurYXWxCXC2c/vnUNuSS6tfVvzaJdHeaXPKzzQ4QFGho+kU2AnGrk0ws3OjT7BfXi5z8vEPh7LL2N/KVdFqolbE0J7fAPAZLscHl92v/VmevZMg4R/kFV2yGoR3Uaj0WUi0hFPiFlrY4GYZT38HOQcF06JGwSjoie1MTePVj6tODztME/1eIpbe4p0yA728Oy6Z9l7sepzLSE3gdVnRSTDveEDhHaBSisqLFaF4pSabtrD2RDYfWZR7Q6ovrGUJS9Jh7PlnawFicqgDplta8bXSktl0/lN/Hb0NyQkvh7+NSpJVebgurQzrHODyGdKP05Lhb+SlJSLBoqUGu3uBkUXQecBgSPqrb3JbSbj6xzAfEu01L6HhUbdpek1pz+FuD9FVKaxgHz3jgzLDOBISdkqkmxAyj5El5J36/03qnfSxQTW3wUwodWEyitmKU6pDvYq5t0yD51ax6JTi+j9U2/ic+IbwNgqyNiLcf0glm56CEcVGFEzssNjpWm9g1TJqJXgmOKkddevw7qWLDu1iChNSfmFgSPAuytoHKD7HBibjHFsJlscPgSHRpXur5FrI7oHdSfbDGcclX7PZfcqQDgqCpVUX2OeSOEDCBjMH8dEqvqkVpNqHZnk2uJhzDL0c4TNx2oZLWXSw/7HAfg4C9ytJHJuwdXOFYNvHzJNoNFfdk+3OOmuE5acXsLSvR/iJMFPo38iwk4qcypCqR5bKQUXxP3w/FwxsXF2tkh/ljTQ+y8RIWVBpYWmQkvss0BXTgVD+6TfhHbm4Req70i5UZFl2H0vnPwAjr0u+nRFItK7W8YSethDO2el31dDpxRAhou4Dvsk/yLSyouSqt5ImchOMoJW58q4SCtWmPZQKlhmHcbDwYOvR3zNV8O/AuD59c+zPLqCSHAbDUK1nFKffPJJtV6ffvppPZtr43rFrdEwAFqZkmstJlqizADv0WuJ8K6hCPRVUEkq9A5NAMhKq2ZKTM4JAA4WQ3t/K6XuQWmklBNGHKSqdaWKEpahliDHLhCcmtS4OUmSGNNyAj/kwvRcX9C4iGNLrMfORoYyeM8+DMmKYPMl1YN2FsFt/rcxrNmw2u1fCR1uqoXDKTXUCbsWWJxSili+uckEAPQyJJq1zB41m8PTDvP5sM95/abX+XbktyyZvIS99+8l4X8JZD+Xzea7N/PGTW/Q2LVxhU14NbuLYrsAXNVQdGFBabROjcncL8SiU7dC7hk4NxszEhOTVQTHFPJ4GtwRn83JNKXzJ0lCHBxg/xNCiBmuu87s1dAXpaFRhDRzHJuyYcqGsupc7q1B0uCthiANPLX2qSqdfXMOzcEsm+kT3IdQkzLo92gvosuqoun94NYSGRVhWmhWdOL6GDBfzqV6TSc/FIMmYM6B78tpt3QsOsKA76J4f9v71dbwMZgMPLxChPpP6zSNjoFKtOzlkVIWIh6DJreSFPIAiwpgRYISDVGPDpdLRc77FinPkyYTQW1Xb206ah15b+B7fJoNaSZJ/B7bJ8ICd9h6i5hNtqQIh9zJed+RtD16nNVJJ7gpzYNHXO6neXoYIbFw2qjDXs5CvesuMdDKPgYr2sHJGygCx2xEVsTldxfD7W1ur3x9ixZQ1iFuaXkLG6dsxNfJl0PJh+j8fWd2JVzjohknZ6JJWccsT5FHpXZrIbRClWqOUklq6aod7WDKwls5mHTwmphaH6zc+z6OKiiS7KD5w2DnDe3eLb+Sgx9oHKu9z3EtxAD2eyUNm/O/CxHzSylJL+/YVQbKuZ5dSx1/k9tMrtnBXIpjY2LtxT3LfG5O7faRdQAKYsk2q3kzEyK9rVtMAWB05C0stgQNmvWg0oGkFpFH+eet3l5tiM2KZeHqyZwMgYTmzoz3cBUplyDsBVHsxWyA5PXi3pZzrGwHGXshUcniaPUi+F+mPwfiGSyp8DJm4KaGA8VQItkJB03Wv+d6q5D4v0WaK4hJIMvkE6CRYF6AhIdR6ErXNH0PwLn9e8zPgwIzYiKnOlkrSt/snAEmtpqIo7b613+VWJ4J2YdLU3und57OtI7TkJGZvmI6JcaSq29fF0wlUHAd9u2uE6rllIqNja3W69y5GuSL2vhX4df8LkwytLGTOXWhFroHhjzslApiWc4t0VgE3K2Ah09nAMx51RQvVGZcThqsqCcFSvU0B0DoSu2I33HVgW5qQSrhenFTVgfW0oED3NfhPtSSmkVnN5ASMEYsPHlZOtKZb2GBm3U0BC55mAHg2oJ5UiTHSyBaD91bP8StfrfWfv/OZZFSh5NvAKeUZaCupHDNy1eTZYL1hRILJy7mnvb3iGiQuiBJ2DcToc23u8Djqx4nKa8aM1GXc+g5kUK7/3HMyiB3dYHMgpwi4o3weTb8Fr2aNrPaMHPHTHHuWpxSJWll+8k5fn0/dM0GSNnInLX3AnDBKPHLxOXly8Wr7cGtFQDdHLVsubCFJaevXl3WLJuZfXA2APe2v/cSZ2Q1teB8usOI40htXgWgt8N1msJXeIlTqjAe1vbkzO6n+WbtAzipIEfWkqprjIMKbnfW89z657hvyX3V0vD5dNennEg7gY+jD2/3v0S4v6JIKRCD1F7z8e/+DU3cmnC+ROlEFqfUWzToxbyLpBakMsxJhXvWbjHD3vLpemnrUu6IugMP3y40PS/zu9wU2d5fpErG/wUbh0FhPLLWjW9UHWi2YwXniosZFDaIE9NP8uXI79h492bMjkGMTtBTKKtRpW2CLWNh80jRMT87u96PwWrknEAyFZJrghLHYHoEVRE9YhmA5BwDs4EeQT3Yc98eovyiSClI4aafb2Lt2bX1bvbVMCnV4TxEFhWSEjVZUTVHrQSt1YXc/MfN16fTuoYcTTmK1lKN1rsbdP4SxqeViyiuDWMjRdGlT2OPYHIIEkUQEv4pv1JhBb+fY2P+ij+G3qSnpU9L2vjWzQ5tMxF908MQTWFJLVLr84RD/kiJmQIZ60lJXMJtbW5jSdEl2QB+N5U9t+pzgin7OBx4quJKfwVxcOwtMORRaChkwoJbeMZFpIu7y/mwcXBpBFlpHyT3FBx5FTYMhFOflBbWAYRTytIXu1rWgVMQhNwJwCmvwXSNhw2FynPkOtTXshqGfNj/aNnn/NjSfnyMQeK8AYI0MpK5WDgrazFB3rTJIF41tmCRxfl5+TjhUo69DYdfxJAjIq1jDeL5Z1VcWwhnpiFXkdcQfDzkYwJdAonLiePHgxVEV1qD3ffDP8GQXklV0P8wdRoNybLc4KJgX3/9NaGhodjb29OxY0e2bq1mSpaNekWy9+YkorxsVszcmu8gYzcSMucN0MjPOiVvLTQPFk4dL2MmBlMVYq+yXJqbflJPuVSpOiNJ5XSlUgpSiM2uuBzp0lNLGKRMDDgHj691k6EeoUxsLbQp3kjOFqHLqZvKypgDnJsjbs7H36t1O6VYbvD2YoC/3741t/8zlfZx8IH7FN4f/EndhDovSd87nna86v/ntcRUUqpZhHcP0gvTeXTLRwSfh5jWHzG8+XDrtRUiogWGO0moDTk8uvLRKja4jNwzIlQdIOsghhMir/7PAg2fDvkU/Ut6Tkw/waiIUZhkE0+tfYrb/r6NYufw0tQzJJUQp4WyWczrkegvYX1/puSKyno6n+4VR2Z6Cof0tLAuTHSGXzc+etXzbUPsBmKzY3G1c+WWsN5wUZmVrWGBAnx6AdDbHpZF16zyX4NgcTYqs8pk7qP52Y/4VvHnuQYNxzfqOQAeaxKBWlLz06GfmLJ4SqURUwm5Cby++XUAPhj0AR4OHmVfXi1SSkGSJMZEjCHVkmFhNgg9inpgX+I+VMCnfsogrvkjtZo5rikqScVXw7/CoLLn9pizjCzuQF5XJToqXQy21pm8eWj1DEyyibva3sXy25bj5yw0+xq7NmbeLfM4bYAJiWbMKp2IHLDcr4su1vsxWA0l5XZfCUxsfVvVzxOnEDEhZNaXPtuD3YPZPnU7I5qPoNhYzKh5o66NY6okE/UlgyKgNEIKx+DyUZaKRMI4Lx8S8xIZ8fsIcktyG8bOeuLLPV+W6mU5+N9ktf2GeYTRzr8dRtnMSQfl90y7zLFgifpUXxKB4T+IP44LTavJrSfXWVQ8qOWjZJpVBGshZduUmu9ASWE6o5ex19gT4h5SJ3sqwt3eHc/QW8myzBsE3gyWidDzv9ZfgYRDz8CpmaJYyuXsfRiOvIz56Ovc9tdtNMo9QGs7MGtcoNkDwjkCwrEQ+Yx4Fhly4YxIwSJpVflIqfiFYuJMpas8nb7rDzA2ieaDVtDcO5IN+cqx/5udUkkrRZSgoxKJb8gmM2kzACdLZH6UWpWt69hETMTUgnEtxnHe8oy+/J5noSAejrwEx98h76zQDUxXudCrSa9atXlVVNqywkNZh0oXO2gdeKHXCwC8vfVt6xdTKsmEuHmADIkrypZdHsX5H6ZWTqkff/yR1q1bY29vj729Pa1bt+aHH36wtm1X8Oeff/LEE0/w4osvcvDgQXr37s2wYcOIi6vfEtA2qkeSq0i38MjcVvONU8U224qsnDIHNA8Rg/9GGpk9FzZVvnLRRTDmYZThrB7a+rW1qi0Wp1QvH+FcWXN2TYWr7T79B8FaMKEG3751avLZniJ97puTy8n1VxwhlnQNs6EsNDl5NRQmVL1D2Qynv7gyhx/KZkA6fcmikJfoun0hZtnMPR0e4LvRs+seFaRES/hrQGvWcyr9VBUbXEOyDopoBjtvcGnG8+ueJ7Mok1CfKB6qQWnbauHWEjzaoZFkJrpI/HXyL/459U/V21mI+VZ5IzrhdrKefDMM6TeLx7s9jlatJdInksUTF/PlsC/RqDTMOzaPwb8OoaiRmJUmcESZ4HPMN7C8Dex+wHrHaCVMiti/nXIqBjS5ueIVPUTn9Sb9ceYFwI/O8czdV0EHGnhry1sAPNZ6NI4bB4lOl70v+A+qmXHe3ZAlDUFaiI5fS15JBbPI1wrZXBZd0Op5GJPATkV4t62SvSb59gU/kRrRqOQC88fNRaPS8NvR35ixasZVJ7FmrJ5BgaGAnkE9uStyNKTtFCkYJn1ZdFYlWhZjWozBAGSalUFkUf2k8O1P3M8ARwhXFwux3NYv1Us7FdEpsBPLJi/DQePA8jMr8J33AOvlwNLvX75wFo1Kw8eDP2bO6DlX6Cz1COrB4LDBLC+UeV/TDzTO4hhADOgM15fw99UwKhEPe4phfGQ1JmwkFbhbNEQOlS521jmzuG0vFjRvRomxmJv/uJn5x+fXg8VXx6w42DIvDSS0OPlV6rL3Og8xGAfuC2qBv7M/R1OPcuuCW6/viZlKyCzKZO6RuXR3UBbU1IFfBWNbiOfSssx0seDyyATLfcV/YGnV6hyPrqyPXQ/ApNaT6myDpHVknpN4BoSm/CO04GqC4pA/Z4AIrwjUKnWdbaqIezs+xNPpsKJQRU7ASAi6VThw0raLYifWdkzJ5rJo4pTLCjfos0RfFMg+PYulp//hJU9xX1dFPApdvoUJ+TD6AoxNBPdWZc8GRRibjN3lrvXS55Znp8pTrVUacPBHrVLzWr/X2KL4CuS0rfWrxXotUSrpZvkOpljjBsC+Q2J8kCTruHvEYggYKtZ1qbmelIVxkeO4oJxGJiUCEBAC68feEn9T1pcu9iwUEdKBAT3rPm6oCC8l+CG+fMX4+zrcRxO3JiTmJVo/WiphUdm1lLFXOJ3/aQJbraiXdYNT4//0yy+/zOOPP87IkSNZsGABCxYsYOTIkcyYMYOXXqrfDtrHH3/Mvffey3333UdkZCSffvopQUFBzJo1q17btVE97ENEWlYLU3LFIbmXk7y+LGJH0R/aUmTl6CRAZe9NPmJm+2DMX5WvrDhaYgwQ7NkcFzsXq9qCvXBK9fMTnc2/T/59xSoF+oLSWb1itzY10lKoiCi/KEY0H4FZNnN/jCI+HL9A6AVkHxWOExAPXaWqUaXELYD9j8GuqVd+p8yAfHNyNePWvoUJeKTzI3xz8zfWebDo3EXlSSBMC4eSD9V9n/VFkjLz7t2duNx4Zh8SKTJfDf/KqumppSjRUs8H+gMwfcX06lXjMxWDUrbaEPVO6eLDuqZMbndfuVUlSeLhLg+z5o41uNq5sjVuK913LiKz9dtiljFQ6bxk7hczlWd/KNOauh4oTkNS0mXWldhj1rpDo1EVr6vMqEqGbABc1VB47E0KTAXlVtsYu5HNFzajU+t4zjlfDCScQmHgNrDzrJl9GkfwFM79Llo9fx5vgGqZ1aU4TblXSODQiHy1C8NOHGHjpUX4fHqLgbS9P5iKGecTyNyxInL28z2f8+62d6/Y7S+Hf2HhiYWoJTVfj/ga1d5psLYHLIuEnXeI+5LGCeyvXqmzd3BvPOw9SDIoTq/i+qnAty9pH50tY5rA4TX//9aRAWEDWH3Hatr6taXYWMzEc4mc1MOqAnDw78u2e7Yxo/uMq0Z4vNL7FQBePrGe8/22wuhzwjkFpcK21zsFyZsAOKvyokNANYoIQDldqVIKE9Acfp5biOGtFj3Rm/RMWjiJd7a+U20dtLpy4Zzoj6wv1mBoNk1EdfkPLFvBEjXl0wt8+wDgkH2QpRMX4ah1ZM3ZNTy77lluRGYfnI2LXESYFmQk8KpFlbtKsAgj/3BBiZjJPly+YqjFUeHcVFTzDLqFeVmFmGUznQM708yz4sjMmhIYOY13M5UPR2o4RlIipc4a6id1z0KPoB7stGvJiItmPtr3A7g2h96LhGMq/m9Rxc6a10TembJo1rQdomLqiijkTSPIPfNT6cDdUy7kG1/oZC8L6YuIJ8Q2anuRRmbnJT5bnLcWjAVCRgCEU9qCT/WF4sdHjifPqRkFZpD0WaVaszc8xalw6jPMex9m3r4vyY4Vov7jts3mcL7oL3bTCS/5+E4zaOrVDLp8B00mQMvnat1sh4AOFOpEtcOC7Et+y5Pvw5GX4cATYkx4Ge2b1T5TpFKaPSj+XphXTivTTmPHU92fAuD7A99bNxvs0urnmXshfpE4V5NWVS8g4D9AjUdGs2bN4vvvv2fy5DIBwFGjRhEVFcWjjz7KW2+9ZVUDLej1evbv389zz5W/KAYPHsyOHTsq3KakpIQSi84EkJsrvOgGgwGD4cacXbLYfT3aH95kFDH7H6SZTib73EKcwirJAy5KRLNxKKjtMQ7agyZ9FxKwshA+8Iy0+vEV2gXiXHKe+IsbKt23KusYapTUPb92VrdD5dgENdBVLW7+G89vJDU3tVy6yoroFXTTiThXe/9BVrHhs8GfsefiHuYnnuaFcD/ayimYTswE10jUgKyyQzKXIMd8j8khGNmz01UjE1SpO8U2GXswFmaI1AggMz8JP0Us9OW9YoZhRtcZvNf/PYxGcTzWOH/VTmGo9Jk01cLBpINMaln3GU2rY8hBc+oTJMDYaCxf7P4Cs2ymf0h/ugZ0rZ/rt/EkNIdfJMiYxDifxvydlsCza5/li6FfVLqZlLwOjT4T2aExryfl0CoPbnWGNt2+uqqdvRr3YsOdGxg1bxSH004Rte5rlnoNo7VPFBqHRkhFF5HVDkimIozxS5FD7rL+8daCjNOz8UcUMcjuMhdT+ChMkgQVHadzSzRISMiYnZqiKjjL/c5F3Jc8mzGGMQDIxmKcto1jli8cbnQPjhmiap6x8/fIDiEV77cKVF49UWfsprcDfLf/O6a0qUXaRz0g5Z5DA8j2ARjNEj8f/JmckjzeKgmhn1s2aN0wOrcCoxG1Tx9U8fMxJa1jfKtXeH/A+zy7/lle3PAiWUVZvN3vbSRJYsuFLdy3RDg+n+nxDJHuzZATV4h4vfwY8QLMvv0xGSuvgDS82XCSs36jFWAsSEC28jUmyzL7E/czVdzuMLm1wXwNnsPdAruxZ+oe9iTu4UjKEbaptUT5RrFGcdBUdm9p79ueti5tOZx3mG8Oz+PNfm+isQ9Ayj+DMe8CskNoQx1G7TAW4Fx0HgDfxiNKnytVIblGiXM3eQPGkkJQaVHF/YMl7uRZTx0XO07n6/1f8+KGF9l8fjO/jP4FT4f6dTpmJqwmFDC6d4D2n2OwBIkr/0Op0VjUcQswBd+J7BiORu2EZMynrYMTP4/6mVv/upVPdn3C4NDBDAgdUK+2WhOT2cRXe74qrS6MawsMkmOl98ua9h3C3cNp5tmMmMwYCjXuOBqzMabtQfYW0Z3qvPOoAJN9I8xhD0HYQ/zySz8AJrScYLVndJ/Gfbg/R83znibIO4OhIFVEvlUDTd5ZJESk1AjPiHrt97/a+1Um/j2Rj3Z+xJSoKQT7DkLqMR/19luQLvyBSeuFud1MIUNRR6SUbWWDT3MJ6/5sykBdAVL2UYhfAWrIM4OLCu4XwTuYWjyLWe1e4Tmicg4vvZZlnTeSXkTHyWoHZI8OqJRqnUb3zjV6LjzSZQY7jz7MQEfQJ65Dcqp9AabrYewmpW1BvWUEkrkEFRBRDO72kGOCfQY7stQOQDauyo/p5tFG2Kvzh66/ioV1sD+yyTDI+wVdcSIGvR4kCXW6SImX4/4CrQuXn13BAf3q5zdzaYPa9yZUqRsxH34Z2bWleAUMZWLkRJ5e+zRHUo6wO343HQM61r294lQ0yeuRABkVUkk6cswPpcdriluMuemDdW+nnqjr+Vvd7WrslDKZTHTq1OmK5R07dqx2B6E2pKenYzKZ8PMrP1vq5+dHcnLFofrvvvsur7/++hXL16xZg6OjFZX8rwFr1147Yc7KyC1xpJmukKN7fyTz1NU7dD7Gg/SQjWDMJ3f1eLyQOVgMsroRm9dttrpdrfS++HIeOTeGP5f8iYum4gioqJI1hCKcUt553qxYYV2xYSdzUwagwiV9Mze7+rEsN4V3/nqHmzzL9BRmXZjFd8rAZ895e1ITrGPDE4FP8ErMKzydkMKaRmA48w2xNCNSgo36FnRXn8Ch8AKa3ULsMV3ViiN2D5KnKi9s2LNoHd6AhJmdyz/knwIDW7K2kF98kJPBosJGCc48FTyNXiW9WLly5RW21OX87VDsSBDQQgcrj29gRcn1Jwgdof+DFoYs8qTGrDriwLcnRHpcV6mr1c+pS+mg6kGQeROvuXnxd1oC3x74lpDcECKdr161J9SwjCggttiL949+hCRDTMjDRB0shoOV2/p6k9d5/ezrJOQl0OenPrwc9jIdHF5CZ5+Dn2k/EaYFpByYzb4T3lY+0trhmvkh/naw2+CLf4yGFWevPDcvpa1mIG7m8+ySX6St/DyBqiTamNfz1B9PMdhrMLtTPuJdl2y6uMG6Ig2SKRUjdqzYk4Us1e7/7G+0pytC7PzBC3v5+q+vCXEIqdW+rEmAcSddgCy9C1uWL+eD00J3LNRuAKu0fZBRY1glIl6DDV60A7JOLWL7hU5EEMFdAXfxS9IvfLTzI37d/yv+dv4cyTuCGTM93HvQOb8zO5d/RR9jPnpcOK2biE7OIU0dRWZ2S+QqrpuAvACSlS7IqYObOHvMzarHn6ZPI60wjXZispfd0XrSzl7be08jGgGQfDGZFVVcqxaGeA3hcN5hvt/7PV0KutC72B4f4PCulSRoCqvc/lribjxKX2QSjWCXG1bte6mDGfqjQ5N9iOTFwzhg9wRdS37CX/lenbaR8fYjUQU9wncJ37Hm3Bo++DmSST59SLS/2yoD8cspMhXRWx8PGjDq217lWHTguBAOA4dX0VtuhCfRHNr0C1pNL4Z6DWVVxiruWHgHn0V8hrMl6u06Z3fObs7nnGeKlw7Qk1Dgw4Fq/i9r0neI0kQRQwz7ClT0sYNT23/mrFZMCPYuOoonsP9UKkkxK0guSWZHwg4kJLySvKz6nPa3j+Ss/hhNdbBn9Tekq6uWhVDJJYwsFtGLZw1QGFdYr30HnayjtXNrjuUfY8qvU3gm9BkAGusepWPJJ6hjvmR3vBdpmrrJa5hkEx45H3LTJdnFA3Vl0ccWh8jc4vZMdxTSEvlSABtjW2I+X/HxBxn0dACKJXfOywNogYhIyZYbkZHthSXmbd2hAkqOVP839DZ7s6vEjoGOJRQdfIl9p3XkqxpVe/uKuJZjt+5Fr+JrLuFEiUSETqa94hROUbfl51avEGb4HQxl2SQ7Dl0k66j1zjltflOQwB4TS5f/ilnyZFjhfnQghNRLijGhZVexlp72hRhlFSs3HQHpuNVsuBRfY2+6sxHVeaHPaEbDascf0UtudHHpwtbsrby+5HWmBU2rc1shhlW0xUwqweSZcmmqzkLKK5MfST88m12ng8pt09iwkTRNe0ok9zq3by1qe/4WFlavb1Fjp9Qdd9zBrFmz+Pjjj8st/+6777j99ipK81qBy8PSZVm+aqj6888/z//+97/Sz7m5uQQFBTF48GBcXV3r1c76wmAwsHbtWgYNGoRWWzvBufpk7qLWYNyDn30S3YZfXchZdeYcHBLvvcwiZW55IfQI68HwSrarLarje+HEHprqZAqaFDCx3cSKV9zwIWQIp9SLEx6jqUftc6ivhrxnF9KFucwMcmLZcYi1j+XD4aIiXmJeIudPbKeZt/Cmdxr2GGitM7gaznAioiN4ZOXDHC5Joa2dkUjETfGz1MN8KIvqbaFa6GYP3ubj9NB+h3rIgUuMN6NZfCcokdwH0j/m41ThAR+gaEMU6Xw4+cjB8tXMFKxx/qpOHoFjW2ilgx+KLzJs2LA6C5JaFX0WmuXCsefQ7UMy03PIO5pHiFsIr0x8pd50IQCkTF9Y34PWqhM8FjWBz4/M5+esn9k7bi92moq1FFQH10EM7DdlY5SNDA4bzLMTP672bzqyaCSj549m98XdvH7+dRbespC+oQNFmtyGBQRKxxg+dFCtBTKtxZ74bbTZngFA3z4f0KzZiGpsJe5FAwEpXge7bmOiM0TEfcPq/NUMl8+B4t8eYLcMCkHl15dhfUbX3lB9N/jnHSJ14KaCaOdopg+ZjpS0AlXCIkztZpZGJzYkqugYOAzugW1wDnQm7nAcTlon3p34Lu727uVXzmsOq2bhJUczfHA/0DgynOH0OtyLGWtmkKxPJlmfTAstDArpy1tjluCgdUB16kM4CprAm2jR82sAqisj3qO4B7/+MhOQCQxQEdHFus+RxacX43wSmisa550H3wd2PlZto74xGAwYVhvwcvAioygDTYQGr4w2EHeUduE+RLWw/rPXmqRs/QWSYWeJlqfufPoK3axKSfJF3j6eINMWAgNaoooVaV2ye3uk7IP0c/6bPj3e4W7T3dy3YCQfeCahNv9Datt78Wg81LoHkn2E3cdm0agYTDJMHPsekrZqqQD1viUQG02HMC3tWg+nn6EfnX/szJnMM2zUbGTW8BtDyuLz3z8HYHRAGJScIjByEP6RlZ97tek7eF/05u+f/2ZdYT597KClby4R3UU7mmUPQxF06DUG2bMTL2wUAscDQwdyx2jrVvs6sfME+06+QFMddGuuwVyd6yz3BKyGHDNkmuH2wbcT6X31ySVr0DilMV1nd2VHzg7Oep/l0S6PAsMx7c9Hfe57ugXEYur8Yq33rzfpuXPxnbxsOg1a2GJwpY9WZLCY1M4Y3Npgn7kT2a0199+yC3l1FFLeaex7fc9Q/8FX37GhF+a98WiCbqGZzhu2CKeUW5MeuPgNgt1LkJ1CGTC85v/XjzY/xpH4D4myK6C//BbGvptEen4NueZjt4ILaFYcAeDmRJkPQ0IYz3kAwjo/SmjISFRnk+FAmVOq+8BJpTq41mCIeQhJ818nQG3GMySPLk37o11WXuqlyL09357aQ09/kJ1DGT58pNXavwJ5GOaNa1Bl7EJWO6EyFTC4WTLmiMnYx9oz9I+h7MjfwbxB83DU1i2QRb3la0iBb3PS8aGApsqwLt8MzirwNR9j+KBeZX27rANo1n0OsivGoccqlS9oCOp6/loy1aqiVsImP/74I2vWrKFbt24A7Nq1i/j4eO66665yTqDLHVd1wdvbG7VafUVUVGpq6hXRUxbs7Oyws7tyIKbVaq9Lh05NuF6PwTOwP8TtwaskoXL7Cs5csWh5AYwJ7Fg/x+Umwm6ba+Htk/N5sHPFYZIlSh56rl0gLXxbVLhOnYl6FeJ+J1x/jo52sObcGhLyEwj1COXj3R/TRacX63m0Q+to3QiT8a3GM7DpQNatv5u2OYtLl7sFDiQTO97LPs/xhOM008KpYLDPPcaYnzvSOLAP/s7+mHNO84qx7CHS087AR4GejPVwwSl4PJz5GG+fTuBe+WxSnc5fTzHL2MoO0ovSSS9JJ9AlsIqNGpC0/WDMA+emaEIm8NN6oWPwcJeHsbezr2LjOuLXHby6IWXs4iOHWLa4eHEo4xQf7f6I1/q9VvE2haIC5Pr0C9ip7fhqxFfodLqK162oSa0f6+9az7j541hzdg2j/xzN7+N/55YWY8HOG6kkHW32HvDrV/fjqwN7tk+npxpyJAciW9xZXmuiOgTdjLxHRzOdnmYamejsc7S9xO8qFQqRf1XAAFR1uYdp/cAhEIoSidDC9we/Z3qX6bQ68hzknkLlHgktr4GOTLGo0KZyDuanI0KD7I6oO/BxqcAx4xEJjo2RChPQJi+FUDEYuL/T/UyOmszS00u5mH2WGUkfojZtg9w9QksnXVTTVfn3r/Fv6KP1wcE1FDhHasYRPK38HDmUcogoS3fCoRFa5+vonlMDtCott7e+nc/3fs4vR39hVHMx8aIuSUZ9HfYpSjEV45kiZu1j3HviaF/DQUKTUWD+GXbcjvrsN2KZUyhSt+9hdTdU6dtQbehDx3bvs+Gm6aiPvwzAhp1PM3Hyzdab+NBnw4be9DIJFeV0jTd+jtVME/RsC7GgzjuBWqvFTevGj6N+pM+cPvx46EemdphKj6Dq6+ZcC46nHmfD+Q2oJBWtdEAJqL3aVfvcq0nfoXtwdxq5NGJLwUXwAFXGLlQJ80UlT0VDTeMahl4l8/Nhoaf5UOeHrN4HHRExgrkHX2CiC5C1r3r7LxI6N2f1oFFpiPSNrJkTthZ0atyJdwe8y7PrnuWpdU8R4hkitLlCb4Nz36NKXIpKTa0mmAwmAxMXTGRjzHLmK3O9vYYth3W9AVA3uxd1y2fh0PNIYXej1elgwHooSkLjdWV2Tjm0XtB3kRBJNuSLZ7tsRuURhSpkAmTtQQoYWqv/6/09nqHDZ1+w3L+YNiSh3XM3DNwiRNFrwbUau8lxc5GQWVcITZsMZMS4P2B9L5FWFjQatFpwu0RHTaVD69K45v2kStCipVDrA+YUjp9fTk/f5uILxyChA2nWs01vxx95MMq/Kbd0/kLYVZ8M2ADGPKT4RbB3Gurzs1G3eppBzQcR4h7C+ezzrDq3qrSKea0w5CGnbQLg96wCbvUNBMT9Z3GBis52ZiJ0BgyJ/+DYbKrQbzv4OCBD4Ajxf7hOqO35W91tany2HTt2jA4dOuDj48PZs2c5e/YsPj4+dOjQgWPHjnHw4EEOHjzIoUOHarrrStHpdHTs2PGK0LG1a9fSo8f1/RD+L9Gy+URMMnhJekryLlx9xVxFcFtJo8swSewppv46VEqp+mZaIUyclJd05TolmdgZswFoElTJrExdcWkKTcQN7uVGARQbi7nnn3u4kH2B7w58Rx8l4khShE2tjZu9G+OHzQcHxXHk2JhfblvLstuWcWz6MVKfSuWZId9xRHYHILzwKF/t/YqXN77M8WiRV26potHZHp50yiRMfwG/OEUk3TmkXuwuxb01AC11EmquQ7FzSwVCt5ZcyIln98XdSEjcEWXd2der0uEj0LqhzdzLrkZ62tuJ6nBXK3luyhMO4rMGUamxNgKvTjonlkxawq0tb8VgNjBx4US+PzgbApTS0vsfg1Ofgqmk0v3UFztPz+deJSrQ1OLJ2nW0tC7IPqIS5paBT7PmjjXc3rjVlev5W0HbRRFundSkLQazgSeWTCktZ0/sL2BN8c3qolSrKrHzY/GpxQBMbV9BsQMQ6U4WIdGDT4uBuIKzzpnJbSbzVERf1MZckE2w9VYhJJumVG6tpQOziZ+oqKPPi4Edd8Cxt2u1n4rYn7Sf9hanlId1K8Q2NFPaCp2yJaeXUGCpwHe9Cp2bTWAsQo5fjKNcTLwBwiJrmU4Rclt5sd5GI0VhgcE7IVjRST32Bh4XF5RtUnSaXw7/UocDuIycE2AqosgM+4shP/zx6m/r3kb8zT5auqh3cG+mthPX4YPLHrzuq/F9sUdoHI6PGIWuQKnC5da6XtpSSSpuaXkL+4rBBOIc33kHrO0JyELI296HRScXkVaYRqBLIDeHX6Uaax1o49uG82ohyq1Pq1gD9woUkfNzBmjh3aLeHVIWnu7xNNM6TkNGZuLCiSw4vkAUsLDzEeLkKZtqtd/n1z/P8jPL6eGkQyMBjo1R+fYCz86ikEXzh0VUTvc5Zfd/x0ZQlUPqcrTO4K2MI7y7gVoHnT6HRrWLAvV29GZk1FRGJkIBGlE18Pg7VW94PWE2UXRaRB7Pzdfy85ifsXfwhqH7YdQ5sFcmvy+NAHMMsqpDqnS37iLaLyl5J8ZMJQvDpxeEP4Ks8+K18ycxAur2H0LgMKu3fwUaB1EpOWSyOA9zT0PadlSSismtxTOhzgVnktYgmfXE6EHlHskTw38r/apLx5dYWSwmgXW778O8+wE48D9RQVLjDO0/rFvbNxg1PuM2btxYrdeGDRuq3lkN+d///scPP/zA7NmzOXnyJDNmzCAuLo5p0+qe72nDOjT3bctZo0hPOnNu4dVXtAyw2r2HWe3A19kyapWWToE1fABVFxcx0G6iBXtJrrj082kRUh6jhz5N6zmNoanoRN5sl4+nzpHNFzYT9nkYxcZiBrkqM8C+veuvfZUWIp9U2ulX7isfJx/u73g/7buKSlnPNA7l6R5PM7XdVKY3FRVyAsLvBZfm5fdZIlKjcAquP7tBVChSO2InyTTVwuHkw/XbXk2xVPJwbMLCE+Ia6B3cG39n/0o2siI+PWHYAfDogJ0pj81N7IjQmrhlwS0cSTlSbtUSQxGmXOGUMjgE8Vyv2ldXsdPY8cf4P7i/w/2YZTMPLHuAP/LVorJS9lE4MAPOWrnEbjWQZRnznmm4quGc2g/Ptq/Vfl+Kk80nZw+DQm/CoUAIcZdWydJ5gHu7uhkMpU6pe5v1wtXOFSlrf9l3OSf4cf10Rvw+gtHzRvPEqic4kdYAlYGUalW7s5IoNBTS1KMpnQM7X339yKfBJRyKk+FwBSkfFgcUgCEbVnUEY77yG7aplYmtmwiHYJSUBed/g2OvC6dGHZFlmf1J+2lX6pRqV+d9Xkva+LYhyi8Kg9nArnTlflV08doadTW2T4IFzpj2Tgdgbr6Koc3r8HyOektU3JTUECrSrPHqBD1+A48OohpS9hFQJGi72MO765+kxGglh7oyCbC9GEZlBxLa7oXqb+umXBf550REiMIHgz7Ay8GLY6nH+HTXp9axsx44k3GmtMz6M1FjRJU1jXO99hnubX8vBTLMz5OQVXZiMk5W7gmOQchIfLX3q9J168P5I0kSfo3Fs8OhJKWsr1QZ+cJhd9aAdYSWq4kkSXwx/Atua3MbRrORSX9NYt6JBdB4jFgh+gvY9yjEVVHJGiB9N+ydzrLjvzNz50wAvmqrXLve3cXfAevg5mhR8c9a9PwD+q8VfSErMKP7DOKMEvdbRAuPvVFWOfwGwHTiPRwN6WSaIKzNk2WZBRonUdHaglMTLPe9+romfZWJIy85n3Oxi8VC9yjoMJOZgc+xOyedxq6NGRFeHXkFK6J1hWClaFLMdwBMaDUBgBVnVpBbUr30s4pIOyMiy5cVwsJb/8LTv5dwwGqcCW/9MH2HrWRNoQqNJKM6+z2c/kxs2OY1cLwxI7Jri/XdoPXIxIkT+fTTT3njjTdo164dW7ZsYcWKFQQH1/Mg2Ea1kSSJVJ3IQU5LuIogmiGvbFY25DZ+b/Etr2SKkqEOWof6MczOGxyFYPcEZ/j58M/lS31mHkQ+LmbVX8qA/qH968cOC343gWMT1MY85nUVN0KzbKazXxuaqZX0Pc9KBnzWIOJx6PMPdPik4u+DxoGkwrs4lg981PzYrBl9HcQDS+fTDfwHifV8eokZRwtOIfVrt6QCN1EeuZVOpNVcV1gipZyCWXBCzLjf2vLWhrXBOQwGbgTPzrhQwsYmOsz6XLr/2J0vdn9BWkEaR1OOcv/84egkGYMMn4z9q87Xn1ql5tubv+W5nsK5ddvOOTyhG4GxifKwT91UxwOrOduOzaanOgujDM69/4Q6aHqZFaeUlL5NzGSZS8SgKuoNsULjMXXafymKU8q1OJGvhn9F98uyPguiv2HFmRUsOb2Ez3Z/RodvO/DRjo/qt5S94mz9O050xie3nlx5SpPaDrooaVIx31w5ELM4pVo+L6JVTMXis2/fWs/QBvleds80G8pKv9eBuJw40gvTL4mUalfnfV5rJrUS1+Q/8crgqjqRUoZc2H0/7Ly7YaL1DHmQsEhoGRpECfkY99642FWtv3RVVGrosxjGp5ePwpAkMQiw4NsX2b0NKgk6SBml9/I6ozilzuhhVPgoVDU51+29yzReLCXvAS9HLz4a/BEAr21+jQvZlUSpX0OeW/8cRrORoc2G0slBuZjcWteLkLyFNn5t6N64O7cly7wX+AqMOA6uShU1pyasO7eOrXFb0al1PNDxgXqzo1/4aE4rXTsy91e6LlAuUqqDUlmzodCoNPwy5hfubX8vZtnMnYvuZJ9aGWddXArRX8L2iZC6tfIdHXkZzsxi/2ZRYfXpro8TniMq4RF8m/irdbX+wNuxsUgHtxLNPJsxNnIsf+TBbnWocGrungomfdUbX2sSV6E6IlKR38p1Zkav56++rtpOSAdAvTml1C4idzNEC3LWIbHQoy1ZRVm8s1VEoL3R7w106upLSFgNS3R33J9QnEpbZw/u8mtMiamEpaeX1m6fZhPaZFEApsR/CJE+kSL1c9AOGLIX7H1pH9yfzG6/cVMCzMqGZOe2EHYPRDxmneO6gahxz6+4uJgPP/yQ4cOH06lTJzp06FDuVd9Mnz6d8+fPU1JSwv79++nTp35SnGzUHklJbVBlXyWCxZK6Z+8HOne2x4tw5p5B1pnVqNgoCcIfBuApT4mDyQf55/Q/Zd/vnYYkG1mYB0levfFy9Ko/W0AMusJECsVAElh751oOTzvMnlt/RJKNihOtnvOIJRU0HlUWuns59r5igAhw4j04/AJk7BKfPTtAm9eh8yzouwwCL5nVqO9IKQA3kTbV2u46jJRS0pzSJcfS1L3xkeMb3g6tK9y0CpzD8JX0fBUaTKGhkMdWPYbvR75EfRNF3MVNABjsA2nfyDpOUEmSeHfgu3w1/Cs0Kg2fH1/G3ceUjmjaNjGYzT5a5ryrR2RZ5uT+VwA4owvBN7Bv3Xbo3JQ8qTGSbIIjr4plHm2hyS0w7CB0+qKOFisoTilyT3FH1B08GS6iJtcUCR2Lu911fDPkA2aNmMWQpkMoMZXw9NqneWbtM9Zp/3JMJSLiCZgXK+7Xt7W5rert/G4S16psLp/2IZshTTknmoyHIXug288inar1K7U2U3KsQJQ1P6bW+7OwP2k/9hK0tlMGz543dvoeUKqRsSReGSAXJUJuNJy7SnpoXgys7gpnf4DYnyH3ZP0bmbZNDAAdG/OrwZ8HUqBbi2qcd1UhSeUjBCw0urlsMij0DiTFCT3UkdJomroi50UDEGOAMS3G1HwHlmip7PJRr1PaTqFvcF8KDYU8uvLROlppfTaf38zfJ/9GJan4aNBHkCOE5msbFVkTHuwoBpvfH/wBs9YF+iyFwJsxR8zg+fVikD6903Qau9Zfn2tg2EAOlIj7R9bFNVVvcI0ipSyoVWq+G/kdk1tPxmg2MnDN25Q4BIkIQ9cIcV1umwBFFUhhKMhKRkQ3bREdAjrwTkQXKEkTjtVG1k+TrE+e7vE0AGNj4jHpPEUf5sR719iqKihOhR23IyHzXQ5owh/C1a6KIinOSgpfffXjHcV+29hraKYREYuFTs15bNVjZBVn0dq3NXe1vat+2q4Kr87g1QXMejj2FtKarvzsmkBnu9qn8B0+ORt3yUC2CSb1+7LsC+cQcCvTLZ7UehKd2z/N9DRodiyGY2H/u+bFga4FNXZKTZ06lQ8++IDg4GBuvvlmRo8eXe5lw4Zf4yEABBhTMZqNV65gcUops1Xb48XgpGeTenRKATS7H9SOtNbJPOgGe7Y+jKkoTeTJZ+wB4NE0eL5XDcLp60KocEpJyWsZ6BlAlF9U2QyaZ8d6nT2sNm3fEbpAYfeUdR41TmKgae8NzaeBzq0sDQLqP1IKSnWlWukgOiOaAn1BFRs0IIqzZV2KmBHvHdybABfrVTCpEXae0F7MoN+pS+Fgp34cDdHRw17obUwMFpECjh7W1/SY3nk6G+7aQIBzAH+lxqOXgaIk5KTVsKoTrLfeTGaFmE0sPb2EPoqgZKM2T1llt3EaJYoyZb34666U9/ZoJ64Na2BxSuXHgNmAa56Iihg8ags4h+GKngfl40zrNI2Vt6/ki2HCGTZz50w+2/WZdWy4lAvzAChROZJiNNHWr62Y8asOforGluX3AhHlYcgRv5d7W8VJfxf0XVI3h4/OC/Pl3Zq8ujul9iXu4w4XsJNkcX9riHtcPRPmEUbnwM4kGhQHlNkAGwbArikQX0Hq/f4nytLuAXIawCmlODILvHpy5/lkvs+FkeH1WI1JkqDvP9Djd/HMCxSpRjc7weGLu9ifWI0IlyooyhLOmATZnn4h/Wq+A8tzOHOfiFxTkCSJWSNmoVFpWBq9lNUxq+tsa4WkboUNgyDvbLU3icmM4dYFIlr4vvb30cq3VZkulnv96Eldyq2tbsXNzo3Y7Fhxf3RtDv2W8ntmDvuT9uOsc+aF3vXb73O3dyfJXgz49VWlvhkLkZXfN8YA7fzb1attV0MlqZgzZg4DwwaSYyiia4KG3OFnhBaRWysxUWGZnLkcYxGSEqXaywHmjPwOzbnZ4ruwe2stFH6t6Na4Gz2DepJkNLLAvpdYGP35tdF3rC4HngR9JodLJB5No3q6phYtWyulPl6BojkbrDailiDNCN5ftuHXI0Kv9sNBH9ZrheoqCVcc+tFfCPF1xP1/Vcwqsouza7y7vSfEOX9RG0hwFXqt7wx4h4FhAykwFDBm3hiyirJq3N6NTo2dUsuXL2fx4sXMmjWL1157jVdffbXcy4aN0LCxADTTmCla0R5OfFB+BUvH1rUFOcU5HEsVnbR6rxqj8yjVcvrGF95xSuTY2lGQJWYcYw3Q2K8TQ5oOqV87LLg0hcZjARmOviaWWYT/PBo2XPuqeHeDm1ZAt9kw9CD0mi8io9SXVbUMHC4cab59G6Z0qSKM2s5ejYxceg5dc8zGUm2WfxIOAjA64ho76xuPAZ/eSKZi2uVsorVWz5Z23cl6NouHIpQUTCWk2tr0Du7N0YeOMqLFePYr2Vlpm28VM1H5McIhXB/EL0Je4IzD7rtooQMDGlybWmf27ax2FPKlulH1kcrl2Eg4bMwGSFoD+kxQ2YlrrNvPwokT+zOc/BhJn8kjzXszp9dDAMxYPYMd8dUU060MUwlk7BVO1oPCoTfHIHTRqhUlZcEi/J58iVPKkrrn3d26gxOVGtxaYpJhU6GyzApOqf1J+5jhrnyIeKxeBGCvBZNaT8IAZMrKjGxhgvgbV4FTKkt5NlkcpjkNoGOWshGArcXCvp5BPevfwe8QIERvJZVITXcOw1MNd7jAd/u/q9u+ZRm1kpbl4dsFO82V1aGrxOKUivkOFnrBifdLv4r0ieTRLmJQNWP1jHoRPZePvArJ6ziy9UGeW/ccT6x6gpc2vMSPB35kY+xGzmefx6TouMmyzJqzaxg8dzBphWl0COhQmmbYkJFSjlpH3h0gNDKfXfcsO+J3sObsGu5boqSV9XgaH6cKqohaGVWTCRhl8Cs+XzY5WxEZe5BkA4lGcHRvgZPOSpMdtUCn1jFv/DyauDXhcGYsU1c/jax2hI5Cg5X4hRWmsWWm7Sl976SCNgX7lYkJCZrd10DWWxdLtNTjxzcjS2qRkn69FohIWgvnf0VG4v4UmQgfoSNYJVFvwbgUq6Y/lsMpRIjmK2wo0VFkLMbPyY9/Jv3D0GZD66fd6tLk1ivGMKPcHDCYDaUFXqpLRmEG2Wl7AfD2r9rJp1FpmDd+HiHuIZzNOsvtf99eei/9r1DjnlWjRo1wcalDPr+Nfz1qx0CScUYlgUvuMZH2ZcgrWyFPeRi7RLAzYScyMmEeYQ0jBN3if6B1x4jwxNtn7uK9pUJb43AJvNznZeuVfq4OUa8DkniwZx0q6/h7XidOqUtRqcUNu6LKWGo7kR89cFPDRHgp6XtNNWa0wOGU6ySFrygRZDOypOWfC7sBGs7JeTUkSVSf0XkIZ6ekQZ2xE9fC2NIUAZzrxykFQu9kwa0L0Pn3A8BXLhPorclse404/zuSqZhBWhFJIAcOB611nluypMHY+Yey0GrPekitkFTgouiexCpVLT07iEpCvr2glSIcfvBJ+MsbVrZjSsos3mvVHxmZe5fcS7GxuG42HHsDVneBf0KgJB2DcziPnRMD6omtalAe2aIRlRcNF5fB5tFw9HXxnU+vutlYAap+y3hG1ZcFltOsjul7JrMJp/TttLQDk9oJmt5bdyOvEya2moiExIWSy5wXiSvKV8o05Jal6QQpqciXaBrVC4ZcUAT+v4sXE1kNrs2nUkP4IwA85g7/nF5cN9224lTs5BJMMkQE17KyVMDgMl0p2QiHnoOEMimCV/q+grejNyfTTzJr36za23oZJrOJXw98i1FxFOYmref97e/z2e7PeHvr29y39D76/9Kf0M9CcXzHkSafNMHvIz+G/DqE2OxYwjzCWHHbCqEHdu5nRTNJqrfKe5czrdM0xrQYg8FsoOfsngz5VaQ9j2kxhucr09mxIgNa3sYqxVmuP/PD1VdUnPZbi6BjfRX/qQFejl7Mv2U+WpWWv07+xZxDc8omIPVZkLzuim1+2npZ5Nk+RR+n8ZiGkXioB0ZGjCTcK5zU4hwyNYrsxSWVMK8rTopggEWmAPaWwJ1Rd1axgYIkCemO+kJtB8MPw4BNMPwoA26L5+cxP3Ns+jFGRYyqv3ari9oOWr0g0lSj3gIgSlOMu4qKC2RVwtwjc0tTFH0Dqle4ysvRi0UTF+GgcWBlzEpe2/Rajdq80amxU2rmzJk8++yzXLhwfQop2rg+2BPxJnckQ6JZI3LPLYKIFj0ZANcIlkUvA+CmkJsaxjDnUBiXgmqMCCuO0EGkWWilOPv2rN/UgIpwbwPBygDvwJNlv019DHTrm4Z05jk2Bp0HGknmPjc4lHyo4dquDCV1r0jnTZGxhMaujWnp0/IaG4WI5hmfAcP2CwF7gDOzGsQpBSK1pGPUlaXPczMOWr8xWcas6BUVK+NHXfP7rduGexT0WQKdvqw/B7IlIiVOEVi+1IHT+hVo80bZOkrFnMeaROLv7M+p9FO8sfmNmrVnKoFNN4v7EJRGqYjdq1jsMhg9IqI12L0GgwqdW5lOz+ZRcHFJaVh8OS06a+EUTIvw24mx+FnqGCl1LPUY9ziKkaTU9F6h1fYvoZFrIwaGDeTipZOxagdRBfHSyLZSHUh/ZK9uAETHLibyq0ju+fs2zp35HRJXWTeVJXUbyGaMjsEsUsTYx7e8Btp8YVORNc60toPW5lT2XNxT9TZXwajocMUZoW/Y4NrtxCEAxiTAJCOEKwP9HXeWPnvc7d15u78o2vLqpldJL0yvtb0WojOi6f1Tb/5YPw2t8pjvZK9iRpdHeL7X80zrOI0hTYcQ7hWOTq1Db9ITnxtPWmEaDhoHnuj6BDum7sDP2Q/iFwuRaBCThPb1H6EE4hn046gf6dWk7D46PnI8f97yZ71U3KuI1r6tWWkUx2s899PVK4Mq/eWtRdDB//qYoOzauCtv3vQmAI+vepwLuQkQdIv4Mq78YH3hiYWkJ4toXbOlCI65BJAg6s2GMtnqqCQVT3YXz8edecpE+/XolJJlyBJ9q7cvikiuyW0mX0uLyuMQAH59wb013k6+3NX2Lrwdr6Jtey2IeAwmFkHrF8G1BSpkbnKAtefWklFYjcqZiCjRb/d/S4Ry+kuW4grVoJ1/O34YJZzWH+/6mMS86zQarx6osVOqU6dOFBcXExYWhouLC56enuVeNmwA9G11D/MLtCzPUzSlLHoiKetF+p7aHrNnJxadWgTAuMhxDWecWofKMUCUKwdGOote1sCOTzZslJSFNm+A2h5SNoi0Jp3Hv0KzpF6RJGj1EgAfe0NhqhXSlayBUqHsoklE4g1pOuTanFMVYbGjuSitTuwvZdEO9ZS+Vw6fsvRckzJ2nb31BeJy4qzbTsEFVMVJGGQYlhOCod+q+nF+BA4tLZ5QL7iWiWDiEACRl2hiqTTQ5mW4+STckinSawGHnMN8PfxrAD7a8RGxKQer7yhI2QCJy+HUJ6LcvOXc6LMEhh/no7NiMD65dS06t36WaqayiNbrtwpGnStf/cyKjAgfUeqUkvNihLB6Ldkat5UuSvVDVWg1NDluMKa0ncJF5TEtu7USWkogqt5ZUJxSsks4j+0UFRWDpRICC07xeeEfhO29HTYNK3OgWgOlz3BaLaKCegT1qFch6quic0MKuxuAB9zgn1P/VL5+JcQliGM6b9LQ1q9t7W2SVCKKq8NHwuFrzCuXcnlv+3tp69eW7OJsXtlY+8IBAGvOrqHDtx3YmbCTkS5lzht7yczHXafyzoB3mHXzLFbdsYrTj5ym8IVCYh+PZfd9uzn44EESn0zkk6GfCIcUwKFnxPXY9F5o/2GdbKspng6ebL1nKyUvlZD2dBoLJyxs0CpfkiThEDKBLBM4GjIguQLBc7MROV30Z7YVQcfA62eC8qkeT9EjqAd5+jzuWnwXRotTKmFxaWRlXE4c9y+9n+bKqaJqMqFsByG3gXurhjXaytwZdSc+jj7sLlBC3mrhlDqZdpLx88cz5Nch3LfkPs5lnbOukcUpUJKBjMQJvajeeE3unTcylkh4fzF5MNnbC6PZWDpmrYptcds4k36KppZbZg2cUiAkEt4d8C7bp24n0MXK1SmvY2rslJo8eTIXL17knXfe4YsvvuCTTz4p97JhA8DN3o2bQm9ivUXXI2WDGBxZtJOaPciejFgS8xJx0bkwIHRAwxvp3R0AFcqgzaMOncS64Noc2s8s++zR4foQOb/eaTGDPO9+2KvgcY7WLa3CWhSK2epjBWIW7Zqn7lWEbx8RoWcqAlMxaFzqPVIKKKvmqHUjr7GIeHDVp9Pl+y5si9tmtWZOnhQzTAdK4OnBX6ENHHJjXk+WyiySSggvXy2kXudRei8jcx9jI27m0aZdWeZvIHR9B1GWuzqUpmDIwjllyAVJAwFDOGvSsufiHlSSqnYpVI0VXTXnZnDTSggcUlblpx4IdAkkKKAnBhkkc0mddD8OXliPn0X2yrWa4u43EGNajGFdiT35ZjgVMBGChCYkCf+URXIoOpC78nL46sRyCsxgp4LFzYJwUYFFKz0nZo51jJLNpQ6uPzKzAbgl8hbr7Ls2hAo9umFOsCp6ca13k5wk7nPFDkHWEfNVacsirS+pbqlWqflsqCh48O3+bzmYVLuI1D+O/sHNv99MgaGAvsF9uTcgSGnAQfzNuDJqTK1SE+IeQpdGXWjn3w53e/eyL/PPQ94ZkRrTfuY1uy/r1LprFpkxvMU45ij69PLR16+cNMg+gmTMJ8cEp03aa1J572qoVWp+HvMzLjoXtlzYwvOHl4JDoChakbSGEmMJt/99O9nF2XR0dhYbBY4QkcUaF2jz2jW13xo4aB14tMujHFWym+UaOqXWx66n+4/dyTz/N/ti1/DjwR/pNbsXp9JPVb1xdVH02pJxoliG4c2GW2/f/zUChFNqoIO4Tv849ke1NvvuwHeEaEEnIe6XjkE1bvq5Xs9dsyIH14oaO6V27NjBggULePbZZ7n77ruZMmVKuZcNGxbGRIxhY5HyIesQXPhDlAFX2UHkM/x98m8Abg6/uXaCn3XFMpADkZJxLaOTmj9UNnDzrV7u8X8eScKhxxwA2urMxKY3gPBuVSiRUkfyc1BJKgaG1XOFudogSdDnH+j0FXSdDYN3gsaxYdq+aRWMjsU9WDil2jo5kVKQwk0/38QH2z+os6hjVlEW+44IAdZcl9YMb34Dd8YCR0DwJPE/qkjH7VJcmgvnlKkYYn/lU/V+BivauPLx96onSn2pLkjsXPHXNRzUOuYdE9X3+of2L4t4qAneXWHYQZE+Wp96FZcwruUEztcxhU+WZdKTFUeCzhe0/2/vvsOjqraHj3/PTCa990ZCCYRA6B1BOgSlW/CKCIIIKqhcrtcL9o6KDfwJCIL6WrABoiKCEJoIUkR6C50kBAIppCdz3j/2JCGSQAJJJkPW53nyJJk557AnrJycWWfvtVwraXQ1h4u9C6717sEtDp6P260Sx3YuqnW7ZblZ4Uypb079jQ7kuNQHwC1bLYN/K18ltbXElRTk51zxb1RY0gbIPEWBnRszThxQydCm1VxP6nLebTE7BeNmgJDMAxy5cH3xlG/5PXTxbll5YwuwlD44t1412rDoVrcbdze9G7NuZtTSUeRU8P9l1pZZjFg8AoOex47IINYEpGHKOKoSSoV11ZK3QH5GqYWuS8hKUNskrlLf+3ZUy3proa5hXZmb6U6mGbTkLXDwfVg/DP5+RjW2sNST+j0buoR3s2qR89JEeEfwyZBPAJix+R122NUFIO/ktwz4agAbT27Ezd6NaCfLDDT3SOizAQYeBrerdx+zFY+0e4SjurpmMqfuLfF7dzV7L+1l0NeD6GqXSmwobG/Zlmj/aBIuJdDtk26cTjtdOQO0JMq2ZqrfeZu+DrI2/25gMOFVcIEGJlhzbA3HLh676i7Jmcl8u/dbIgtnSbk1vGmao1S1Cv+UGjduTFZW1rU3FLXekMZDuKDbFd1RYJNl6UPEQ+hOQXy/X7XFvSPKCnUioGRSyrO5dU8amga3LIJbl0LUk9Ybh42xcwkjTTdi0ODoyVXWHk5RXY+T+dA+pD1eTl5WHlAZXOtBo0egwQPVO53e6KiSJ5aL01au7gxvOpx8cz5P/fYU3T/tTtyF6yt+fin3Erd9eRvNDGqWWpfW/62sUVuHnTPc8hXUL8fNHs0APu3V1zsmY9DzOWQM5NcM0ChA3/b41ZfxZSdByq7i7xNWqM+WhgKL9qqk1HUt3Svk1bJa6zHdEXVH0RK+C0nXVwfoeMpxfPJVTR6TV/UUZLaGf3f8Nxoa3+77lr+T9oG3ZVmlZSZMjqVD7cFcmNplKt4Bl3US8m7LqCFrSC7QcNcK+H7Df/55+Io7/gUAO+zqkaNDTESMdZefaBoGSy2+oS4U1cKsiJz8HDxzzwEQXqcSb1Z4tgCTh6Uw/M4ST83qPwt/F392J+0u9zI+Xdd5LvY5HlvxGDo6s5v3o5U5AYOlRg2+nSHQ0rU1/hdYWgdWtC77/HLmZ7XNhqGqkygU718LmYwmOjQcwv+lWh7YMVktld37KqxoVzSzdWMW9I+4zmL4VWxY1DD+d8v/AHhyv1pqmBL3OWuO/oaLyYVld3yGMfeC2titoTrvO1VDV+Zq4uPsw+DWT3DJDEY9D3P6oWvucyzlGG8ce4M8cx7jQ1RSv272IWLvX03zgOYkZSTx2C+PVc4AU9RMqb+y8vB28qZ9SPvKOW5tZHJV5zzgsbDGGICVf75Sdj044Ju/5hBtl0NPnxD1QAWX7tVmFX4XPn36dKZMmcLatWtJTk4mLS2txIcQhYLcghjRbETxEj50Vay3+cssP7ycoxeP4mTnZL0WoB5N1ZRiUBd21mZ0VLOlqmvWys1A0zhvVLXszp+tAXWlMtVMqRN5WGdJqq2wLBc0ZCfw1eCP+XjQx7jau7Lx5EZazGnBR9s/Qq9A0eRzGecY8OUA9sZvppnlBq1TUC37+VsKUJOn3u34dF7AlItOZJtBO/sbxM0re9/ENepzYWJet1xweUSzJ2kPe5L2YDKYGNp4aBUNvvKFuIeQ6ajqEcWd/PW6jrHx5EYaW+52GqupS5g1NAtoxvBotQzsubXPgU8H9UTyFvLystWSK8DDr70qduxxWfOGevcT4hHGBU9VzP7UgTk3dse/ILuocPL0M2om1thWNaDjYaiK/UEusPpoxeNpx4nVRNurc1pY+ODKG5fBqJZkAyStLfGUv4s/Hw34CIA3N73Jpzs/veqh8s35PPzzw7y8XhWjfqn7S4z2sJwT6typun62m12cAM9OVN3XUveWPhszO0kVNdcLVEfHwjplgddZ5P0m8UDLB3jzIqQWVhwI7K0SNyl/Q14aO3M0PkrFetfG5fBar9eYc/sc/ipw5WIB+Bl1+nt5svr+1XQvfDPuFHRTzi4F+Hfn/3AgTy3B3bR77lW3Tc9JZ9i3w0grSKN1YGv6e3qqJ/LS8M1L4pt+rzDU1cCSA0v48eCPNz44y0yp3bkqhiplqXBtZkmiD/V0Y7ovjE9egPnwh6VuatbNNDvyGtvC4CFXywQeS/1icW0VTkrFxMTwxx9/0KtXL/z9/fHy8sLLywtPT0+8vGrorABhNU/d8hRfpsMlM6QEDYKeq8gzOvOfVepu6qT2k6w3PdlgLO5o5SN3EmxVrmXZZa7l7pDVFOSgXzoOqJlSPev1vPr2tZmDN5g8AdAyjjGm1Rh2TdjFreG3kpGXwfifxjPgqwEkpCdc81Cxx2JpObcl606sI8bNEaOGWorrXHuKQwJqiVzR153wqdOf4R2m8rLlhrW+9WE4vax4m8vv9J21LN2r849Zqx5N+Wq3qqHQv2H/mjvzrwx+AeoOZ1TKWtj7eoULnq89vpaowjrIHo2vuq2te6HbCxg0A8sOLmNjplqOpZ/fwn9/GI6DppOtw5tDvlZvcAqTUpqdWmIKNIieBEAfx3yeXvP09Q8kfgXkpZJl8mHJhYv4OfsxoNGAG3ptlcL/VvLtPPCzg7yEteRea8naP5w89BkGDU5r7mguIZU8tu7q82V1pQoNbjyYyR0nAzBm2Rjm75hfasL/4PmDdFnQhbnb56KhMfv22TzbbixaoiUB1+JVaPGKmlnrFFhch1CzvOH9R0IM3Qybx6rEVGEHNr1AzeryaXdjr9fG3Rp+K+7u9el4ElbUnQY9VkK/rdDwYf5qMI3WJ3Vc3MKI8q25New0TWN82/HsnXiIdF91Hb3klgfoENqhuFvnTfxm3MvJC6NXSwC27f24zK5sBeYC7l18L3vP7cXLzovFw77AePms5HMbidz9bxYHmRnnDpN+mVThc0sJurmoScmeHKknVSksdaVCMw/wiGXV8bm4L0vd9Ld9X9DZTs3EcMu3XHzJTKlyq3BSKjY2ltjYWNasWVPiIzY2lrfffvvaBxC1SpRfFGH178AjDmLizpKck8HMLTM5cP4Avs6+TOs6zboDbPchtJsDdUdYdxziujl6NQfAKauSu7hV1NEFaAWZxOdDvNmeznU6X3uf2qywvsQltVyvnlc9YkfFMqPPDOyN9iw/vJzo2dF8u/cfHb10Hc78RPL5nYz5YQw9P+tJfHo8kT6RzGtqWVYUOqT6XkdNcXliPfIJAKZ0nsKn+cF8nAqabobfh6t6PUc/gW9dVaLGXKASAaA6rzn4FB2mwD2KL/eoi68bWrpnJU1bP8ffOeCqmeHvaXB4Trn31XWd5UeW07gwKeV+cyelIn0jmdhuIgD/WvseAOaLuzh5QiUyc53CqeNZV20c2Et1VIx+BhxVi3tDcH90DDR3gNV7P2N7/PbrG8gp1UXupxxndOD+FvdXa4e0MhnsMAarxhUtTNn8ceqPCu1uf349ACkerSt9aEV1pZLWq7pE//B237d5qPVDmHUz434cR49Pe7DgrwWsObaGz/7+jDu+uYOmHzZly5kteDh48N3d3zGh7QS1jFI3q+Ur7v9IMNyyCNp/BNGWRgqXJ8R0HbZNhPifVEKq11pVEBtU3BjsqM0MmoExLcdwIA9eP7RRlW9wbwTtPmT++RR0IKZBTM3p3HsVQW5BhDVRCWlT/M/q//6IZeZQTViBUIWaNlYNEMa7ZPD1j7fB+T+LSjgA5BXkMf6n8fx06CccjA5MrTeVkPyzoF9Wg+rge3BJ1ah7x09DyzjB57s+v/5BXToGBZlkmyEuD/pF1MBmO7bGqzXYe6Hlp+NiyZpoF3eUmtzfs+NVDP/8tXWTpFR5VTgp1a1btxIfLVu2ZO/evUyePJkpU6ZUxRiFjXupx0u4O3qy5cwWwt8LL5ol9WL3F/FwtHKxS9e60HC8mjUlbJJ/oLpLF0ImF7IuWGcQBdmw51UAXr0AHcK64GjnaJ2x2IrCO+2FRahPLcGw63mmdHyC7Q9tp1VgKy5kXeDu7+6m12e9WH10NanZqST8/QqsG8i+ZW1ZuHMhABPaTGD7/b/gcX6dOlaDGrDcp7o5+KjlNfVHF3VQczY582rP1xifBMsz7VScrr0NNo9RX++brhpQZJ1R+wf0AC9LtyeDPSuT4jiechxPR08GRQ6y3mu7Tj6+zXnJaQhvFJ4WTn1f7n3/SvyLCxmJ1C9q6XxzJ6UA3o15l/FtxnM6H+LzwajpTPBQV9jufm2LN7RzgV6rodnzxY85+KB5q9jp6QRTVk6p0BJcQBXDPqOWr7x75hQmg4nHOlRSnZVKoFm6L0aYYNXR8tcwzMzLpEmBmvXpU+/uyh+YZ3NwDID8dDjxzRVPa5rG7AGzean7SzjaObLuxDrGLhtLr896MWrpKBbvX0xHhwIejOjK7od3MyxqmEpGHV2gDlBaXTufthAxTi09AzVT6tJx+PNhWNUFDs8GNOj4Kfh1gg7z1e9QZM35/7SmUS1HoaGx/sR61h1Xf7dOp51mwU71Mx8aZTtLpQmOUQ2M0g9BbF9VrN3oBFGVUF+uBrOPGEeKdxecDPBIwZ+wsgP6j5GQcYoTKScY8NUAPv7rYzQ05g2YRyOXRmjJmy07W2YdF84qQ8PVoDM/AKZvnH79TV8snff250Lb0I5W6zJ5UzEYi89zFv5aLmv2l5wt9Xfi3zTOVv+fGcGD1Exio+NNP8u6Ml13Zec1a9Zw3333ERQUxKxZs7jtttvYtm1bZY5N3CSa+DVh4wMbqeNeh4y8DBztHJnccTIPtXnI2kMTNwFnn5YANDKpPwo3JOMEpFawNW/uRdg5FbLOcB4n5qdJPalycbssKZW6T83i2fsKxC8n2j+azaPX8EyXpzEZTKw5tobe/683QW96Yt6lCvZ2ciiga1ALfh/zO7MHzMblzBJ1B9KnPXjevPV/rqrFK9BxoWoVbzGyxUiaB7bizvh84oxBkH8J0NU2eWnw53i1Yf2x6gLK2zKTwz2KD7apmUVjWo7B2WSbte5GtxrD/MIW7Oc2qNdcDssPLyfChFoOanIHx8CqG2QNYdAMzL59NnMHzOWsQzgAfZwtiaXyFKe2zNjp7WJk3Yl1LDu47Bo7/MPZNZCXxgXdns3ZMKrFKMI8wip2jKrk1hCAhib47ehv19i42PYjPxBpDwU6BNa/p/LHZTBCIzVbhf1vllp03KAZeLbbsxx49AD/6fQfetTtQYR3BD3r9eTldg+wIczIPJfj1HG3LC08/QOkHVCxHza87H/bu51KQOSch1Wd4cgcOG+p79h+DtS1vN7g/jBg/7U7idYSoe6hjGs9DlDLKjNyM3h6zdNk52fTNawr/RrY0AwXkzu0fkd9XdjFtclUcKljvTFVBzsnPPuuZbN7d84XoOo3mnOY8X1vImZFsDJuJUEOTvwRM5V7olSjBC15i9o3YnzJY3WYh25woJczuGQc5rt9313fmCxNKfbkytK9ShVk+X10DiPJqBKKSzc9i9lSEqDAXMDUFY/Sy0lt5tJqOvTZCD1XV2uDF1tXoaTU6dOneeWVV6hfvz7/+te/8PLyIi8vj++//55XXnmFVq1aVdU4hY1r6t+UbQ9t47Mhn3Fq8ine6fcOdrV8CreoJK5qGZifHRyIv45i5wU5cHAW/NQYfqgLy5vCuXIe59wmWBKqpmADr17QyNWlnlS5eDRTn499AhvvKl52Er8ckrdiv8Sfl+33c/jRfTzU+iGCXIOY6AkhltOGnQZrb3tRLZM050HcfPVE/THV/UpqNINm4O2+b5OlQ4fDZ0kL7K+W3LR5X21QkAlo0PBh9X3oENCMXPTpyi+HfwFQS3lsVExEDOn2ARzKBc2cV/ymSTfD8a8gs/Si3MsPLy+uJ+UepZbY1AKapvFQm4doFX3Zm6agGDUr5loC1HlvoIeqE/nkqicrVh/FMpNtUWouBs3I1K5Ty79vdbAsOW5oD1vjt3Ix62K5dkuMU90Ejxt90RyqqC5bo0fUDLaUXcXdM0sR7hnOW33fYs2oNRyedJjV96/mmaYxaHoBZJ5S9Wh0Hfa8YjnuJLC/yox2oz34WZZNZyWoGVsdP4HbdkOE3Hi8mrf6vkWYRxhHLx6l1dxW/L+//x+gllvawtK9Eho9Am1mqq9dI276WVJFDEY6DohldatFvJumbgYFZx0i35xP7/q92d2hHx3iXsO4eSToBWgXLJ1gg/sX1+ZzDoP6D6BZZjiPdYc3fn+j4jNNAfO5jQD8mQ23NZSkVKWpOxKavQBdv8M9WN2g8c46xiM/P4JZN/PGhtdonfY7DgbIdakPHlGqzqeflPGoiHInpW677TaaNGnCvn37mDVrFvHx8cyaNasqxyZuMv4u/oxsMVKmk4rKZXIlzaC6KJ5PrGBSKicZljeD7Y8VT6PWzbD/rfLtv3+GelPv3phjEU/xXnImHg4etA1ue+19a7uwOyBkoFpGdnnnpvjlcOBdlWg6tZjwAy8yd8Bs4p84yhtBnmobZ3UH1nA21lK/ZBKk7VfdNMOrYCaCjetRrwcDGw0kucDMyCQTNH8J6o0Ce9W5kpABaikzqAupu1J59aIJHZ1+DfrR0Keh1cZ+o0xGE6NbjmZ5huWBMz+rz3Efw6Z7VTHmfzh/KZHotD94qjB/UAuW7l2hsE6RUzB0+qy4M+PV+N0Cmh1e5jTauftw+MJhZm0p53WiOR/zqaUALL6kOpTV96p/fWOvKpaZUiF24IiZ2OOx196nIJvmKWq7DO+OVTc2ey9oYEkC7XuzYvtaCiMDqhNnwgq4uEMluSz16a6qsNA6qIRU/VG1d7ZqBbg7uDN/4Hw0NA5fOIyOzn3N76NdiI0Wgo+cBAMOQMxWsHOy9miq1fDo4Yzrr5qCDPXyYMe47awasQKfCxsAMJxZQt+sh9CyzqhlXd5tIMAyo77+aHV+rf8AACPc4Pz5vzi07WnISy//IHQzBed+B2C/5kWrIJkoUmmM9mq5uk87HP1VEr6NA8zdPpfId4PoF/ccr1je2trXH229cdq4cielVq5cyYMPPsiLL77I7bffjtEoNXiEEDVDrks9ANKTd1Rsx5PfqHbnDr7Q9v+gr2W9/+kfimsdlaUgBxItdUU6f85nmeoirE+DPjILsDwMJujyXXFR8lZvq+VjmSfh5NfqMc0Axz9XCYTkbWh5KepOfEvLm66za+DA25bCqhp0/vzqd/VrsTf7vIlRM7Ls4DLWHl8Lds7Q4jVwCoHo50psG5+Vyofb1dK9xzs8boXRVq5J7Sfxa5a6Zsk9/YNKZBbOrEuKVRf+Z36C7f+G1H2kxQ7gowBoV1gWrjBBU5v4drR0BdtSVMz8mkyuRV0g32qu7tJPXT2V30/+fs1dMw7MxJB7nnP5kOjciHf6vXPdQ68yDt5FidwGJlgVd+26UrlbJhBpyORcPvi0eO6a29+QxpPVG96ktarocnldnpQ6u0bVmgOImACO5biJWHeEStg1f0XVFxLl1qdBH7Y9tI0f7vmBX+/7lXkD51l7SDfGPRLsPa09CqvwDRsARkec8lNp5eIEyX+qG58GB3Q0nPRkdKOzarBk5wLNX4bOX6mGEaCSVM518DLC4XCIPPx68e9ieaTuxVSQwSUzhIUNwFCeGwmi4iy1E3t7emLUjNyqJdHGETKxR2/xOjStYTN8bUi5I3bDhg2kp6fTtm1bOnTowAcffMC5c+eqcmxCCFEubr7qj4R7biLnMipwXkpRRSFpMFZNP/ftAEH9AR0Ozrz6vuc2qPo8joHg1YoVcWrJREwDuSgvN6M9dF0MQxMh6t/gb3nzr5vBq2VxsuT0suI6JX63qO5fACm74a//qq9bvwOhtleMu7o09m1ctAzv8RWPk5Ofo5o8DD2tihZf5tX1r5KVn0XnOp2JibD9eA5xD6FOxAgumcE+N1ld6Cdb3rSb89TsqU0j4OC78HNT6qdvJ1eHjZ59of9fpRd6rg2C+oBzaMX2sfwO3+pYwF1N7iLPnMed397JxpMbizbRdZ1zGefYdGoTn+78lBdXTSFzu1ruMz3VxKK7v8fNwa3SXkalKqwrZV+OYudn12J//FPMOjyZGUxIQBXPgHGpU9xJeP8b5d/PUhwZULOkktar5FbjyeXb37UuDDwE0U+X/98URVoHtWZQ5CD6NugrDVJsmdEBfC1LWc+ugXjLrNzQwRR0+pLDpmHk999bvBTa3kPVXCusAWkwqllTgIPl3XnuySXl/uf1JHWO3ZINg6PuuNFXI8ri1RI0A875Kfw96hdejO4PgHPUE2hN/1fru4veiHInpTp16sS8efNISEhg/PjxLFq0iJCQEMxmM6tWrSI9vQJTDIUQohI5eDUHoJcT/H7Zm59rKrwY97hsqUHhhfjRBZCfceU+hQqXAQX3JznrIn+eUW9ypQVvBWkaOAWor4Mvq4HQ4EG1vA8gaZ16owSqPbmj32XtpnVo+AhE2v6Mnqr2fLfn8XHyYdfZXTwb+2yp28RdiGPeDnW3/tWer9pebZMyTL7lf3yYYvnm72kln/zrP6oAusEBUAVr70q0o3H3L9QFqCi/QFVXSkv8lQUDPuT2wEaMMiXS75OuRH4QSZP/a4LXG174z/DnlgW3MPqH0dgffAc/o87RAnvuGrSaaP8avPTLUlcq0t5A3MU4jl08Vva2yVsB+P4S2IfcXh2jgyaWJP2pJZd19rqKgpziWcEGBzBbaoCF3wPOIVUzRiFuVpbzX4mkVPDt6KF3sM/+fjUz+WoaPQZ1hrHIXBezDvbp+yErsVz/dPJJ1Vhia66Jvg36Xu8rENdi5wIeTQFoykVC886oxy2zhMX1q/DcPmdnZ8aMGcPGjRvZvXs3U6ZMYfr06fj7+zNokNylFkJYQdid5GBHJyfIOPxx+fbR9eKZUpb6Fxm5GZxyigSXuiohFV92wdjLLzh+O/obZt1MtH80oe4VnFkgioXcDpoRjM5Q916VeLL3Uq3OE1TRbXwthSNDBqjPQf1V0e6bJHlSlfxc/Ph4kPr9eGvTW6w4UjK+s/KyGP7dcPLMefSp34fudbtbYZRVI8ovir2Bd7M757IHC4viZ1kuKqOf5WXnobQ4CS5175L6h9fDr6uaXZWTjGv8MpYEG5juCzP8DBxKPsT+8/tJzUlFQyPMI4yB9box2VvdWQ7rtoiO4V2t/AKuwTJTqrOnWtJ41dlSGccBOJhXjc0vPJpYkvk6HJ5z7e3TDoJeACbP4g5TUP5ZUkKIYpZmD5xaDBd3Apoqal5ejr7Q9XvcO/wfOyx/q7JO/XD1fTaPhdjbMJ1XN2TNvp1wMtWuml7VLtCS9Dv5dfHNbR9JSt2oG1pwGhkZyZtvvsnp06f56quvKmtMQghRMc6h7PMfAkDf9JXlKw6ZnQi5F0AzcNEUwJMrnyT4nWDC3g9nQbJlf0s3qCukHVa1qAwmCOrDL0dUwqR/RAUuPsSVXOtBj1+hV6xKRhmMxUV0dTMY7MG7tfq+6dPQ7Se4dYlMl66AwY0HM76N6qw2eNFgPt/1Obquk5Gbwbgfx7E9YTs+Tj62X9ukFG/GzOSRi25kmiHV6AWt3ipeOqEZSPDrxxv7VnIoj6Kfkagggx00fFR9vf0xTOkHAJjgAZuGzWXN/WvY8/AeMp/O5MQTJ1jW8W4cyQePJtjVGWK9cZeXJSnVzEkts7paUio37RAAx/OgR91qrEsWNlx9Tr5KXanTyyC2v6qfCODZtPjNc0CP4vOsEKL8fDqojpVF37cvf02+y8RExLBNV/XrTh6YX/aG2efVrP6EX/AwX8KsQ1Rj6UBc5Qpvip5arK5NnUNlZmklqJQqaEajkSFDhrBs2bLKOJwQQlSYZ8uXOZwLfloeuYfL8YbaMkvK7BpB/0VDmfHHDNJy0gCYm5QMQO7J71V3uH86vVR99ruVHM2BHw6qC3tpwVsJAnuBb/vi7wMum2Hg3VbVbQDV3Sfk9uLvRbm9F/Med0TdQW5BLiOXjKTu+3UJfy+cL3Z/gUEzsOjORYR7hlt7mJUuwDWAsT1nEnkCGh9JY8nRdUU1QPSg/jyw6hky8jJoH9KeW8NvtfJobVjEONW0oHD5s6M/GmY6xX9MD/0ETR2MqnaOrsMRy2yeiAm2MdvRkpQKQr22347+Rl5BXqmbZqWqhBwu4QS4BlTL8ADwtnTdSvkbzAVXPl+QDX+OV/Wjdj+vHvNoqpZMd1igii8LISpO06DtTIjZppJT7T68rsMYNAMBESMB8Ev7C7M5v/QN0w6U+HZbjkafxlJPqsr53QKmy5rqyCypSiGl+YUQN4W6PpF8l62K46ac+qnsDXUz5KYWTbn981IGW85swcvRi2X3LOPCfy/Qr/0znMwDez2X1ZueuvIYpxarz2F38MuRX0jJTiHELYSuYTV86YktCrwsKeXX2XrjuIk42jnyzV3fMK3LNEwGEydTT5KclUwDrwZ8fefX9K7f29pDrDKjWoyiR5ORJOYXcPd3d7PU2Jg8j2bMyQ3i17hfcbRz5JPBn9w0tbSswsEH6t6nvnapB73Xq3pFyX/C5gfg5yj4tSNsfUQ1KzA6Qb2R1h1zeVlqStnnnqeuqy8p2SnEHo+9cjtdxzE7AYD6odW0dK+QW6T6meZnwKW4K5+PW6BmCgOgq08e0WqWW4MHimv8CSGuj3cblZy6gRmHfTo8R7oZvA0FrP2rjG6k6apu3B5DED1Owyfug3C1d73uf1OUk8EEQZc1gZGkVKWQpJQQ4qagaRq5llatDhe3l75R9nn4pTUsrQPHvwRgxfkzmAwmlgxfwsDIgXg5efFSz5c56a46kiXt/z+OpxwvPkbmaUjeDGgQOoQvd6vj3BN9D0aDsapeXu3lHqU6HEJxZxtxwwyagVd7vcrFpy6y8r6VrBixgoMTD3JnkzutPbQqpWkaCwcv5N5m95Jvzmfo+jnYb9vNI3+oJRLTe00nyi/KyqO8CTR/CeqOhFu+VG3ie61RM3H8u6u6cclbimdJhf/LdtrI23uBo0raPN6gEwDf7fvuis1yM8/gQAFmHbo3qeaEm8EIns3U1xf/gpwLkGmpm2bOg32Wznw+HYv3sRTuFULUDK6O3qrGKXDw7xkUlDbr0dLMYO2Fs6zNgtGdpl25jagahUv4AHw7lr2dKDdJSgkhbhqNGo4gXwcPcxpknCr5ZG4KxPZVSxry0+HCNgD25MIbvd+gW91uJTbv3OU9AAY6F/DETw+i65Y7yqeWqs9+nUkzuPDjoR8BGNFsRBW9qlpO06DjAmg6rbgbn6g0LvYu9GnQh34R/WpNUtVoMPLpkE+Z1X8W9b3qA9DQuyEzY2YyqcOka+wtysUpCDp/Vnyx7tcZOsyD3rEw5Ixa1tJgLIQOhmbPWXesFWU5D93pagZgyYEl5P9jec2OI2o2baLZQMfwkn9bqoWXZQlf8p/wa3t1I2bzAxDbDzJPqsRar99Ux1P3xqr2jRCiRgmPfgKAW7RzfL33a/VgxgmIW6hmQlqW7+3PNdO5Tmfah8jvcbUJ7q868Zk8pAZfJZHqsEKIm0ZM4zvYtXMcrR0g/vj3BDd9ovjJLePUXWMHPzX1NisegCzn+kxsP/GKYxl8O5PrXBfXzON4Jq7mi91fcF/z+4qLn4cO49u935Kdn02UbxQtA1tW/QusrYL7V6yDjRDXYGewY2L7iTzc9mESLiUQ4hYiS/aqi1MANHzY2qO4fuH3QNx8QlL+INDJm8TM82w4sYEe9YqLme8++iMdgUx7fwyaFe7/Fialjswtru119BP12WCC1u+qN1TdfrKNWl5C1EIude/GvP1RmjuYeWr9/7grcy2mY5+oGY8pu8hP2YcdcCAXnujwhJVHW8s4+EDfPwCDOpeKGyYzpYQQNw0vJy9O29cB4MzRb4ufiF8Bp75Ty0a6Lye+6esAXCyAx3rPxGQ0XXkwTcO+4TgARrvDEyueIDl5D5xbD0BO8O28vP5lAB5o+YC8oRXCBhkNRkLdQ+X3V5Sff3dwDEDLvcD/ItQy78Jl3AAF5gISz24GwNmziTVGCF4t1efChFT4vaoGSoNxMOAQ1P2XelziXoiay8Ebs79qurHQ7RSmuHkqIQXopxbDpaMAGNwbMzRqqNWGWWt5NlOdS0WlsImk1PHjxxk7diz16tXDycmJBg0a8Pzzz5Obm2vtoQkhahiXoD4AOKX8rR7Iz4JtlplQkY+DT1v+u2cl3U7DM1pH+jW8veyD1bsfXTPQ3Rnc85JZufp+VSjd7xZm7f2RE6knCHEL4dH2j1bxqxJCCFEjGIwQdjcA96jeGnzy9yccuXAEgIU7F+JjvgRAQICVltN4NoPCGVqaHbR6C3r8Ah0+Ate61hmTEKLC7OqobnqBdpCnw0KXGMyaCS3zJHaaziUzzBz2PXYGWfwkbJtNJKUOHDiA2Wxm7ty57N27l3fffZc5c+YwbZoUdBNClNS86XgAIg0ZxJ3bA4dmqg5ETiHQ7AV2n93Nl7u/ZH0WjOn5wdUP5hyKFqiSXP/zhuYZfwGwx6Utr6x/BYBXer6Cs8m56l6QEEKImiX8HgACLmzkzohe5Jvzefq3qaRkpzBt9TTqWibfGl0bWGd8ds6qVhRAnWHgHGydcQghbkydIYCa0TghCcbsXMGqS3lFT2c7hxPlb6UZmUJUIptIq8bExBATU9x6sX79+hw8eJDZs2czY8YMK45MCFHT+Pm347zugK+Ww/7Y4TQwqLbctHwd3c6Vp357Ch2dO5vcSZvgNtc+YJOnIOFXHvJQ32aZ4ZbV75NmhtZBrRnZ3EZamQshhKgcvp3UbKSU3cxs2JzoC6uZmvcdYz/ZzLnMczQKtAdyrTsrqd5oOPA2NJ1qvTEIIW6Mcyh0+Qa9IJfbsx05tPldfk7dSD9LGSPfgM7WHZ8QlcQmklKlSU1Nxdvb+6rb5OTkkJOTU/R9WloaAHl5eeTl5ZW1W41WOG5bHb+o3aorftMi/4vvoZcZkL8PAN29Cfkhd7Fw2zx+OfILJoOJ57s+X75xeHfB0PBxjIffB+DHLDuyNQOT2o1n6i1TMReYMReYq/LliBpCzr/Clkn8Vi4tYhJ22x4i8MQnPO+jHrtdO83nQD07QIc8hxCw1s+74RPqA6w3hkoisSts2Q3Hb9BgAAYCAyMGYk47BL9GA1DgEoFZfi9EFbrR+C3vfppe1OfcdsTFxdG6dWvefvttHnzwwTK3e+GFF3jxxRevePzLL7/E2VmW2whx09J13C48SE/HZADW2T3BTnNd/nf4f2SbsxkVPIqh/uUvCmnQc+ma/RSe5mOsND3NWUMk7nbuVTV6IYQQNZxBz6VP5jgcSS16LFu35yN9PI8ZZqGj8ZPzN5i1UhppCCHEDeiV+Qiuejx/OvyXBDuZLSVqrszMTO69915SU1Nxdy/7vZNVk1JlJY0ut3XrVtq2bVv0fXx8PN26daNbt27Mnz//qvuWNlOqTp06nD9//qo/lJosLy+PVatW0adPH0wmudARtqU64zcucSupq7pwLE9nUqoPF7IvYtbN3Bp2K7/e+ytGg7FiB8y/BBknwEM6bdRWcv4Vtkzit/IZ9r6Mcd/L6K4RkJ+Blp2A2asNhovbMft0pKDnemsP8aYgsStsWVXEr5a8GS1hBeYmz4AUORdV6EbjNy0tDV9f32smpawaxRMnTuSee+656jZ169Yt+jo+Pp4ePXrQqVMnPvroo2se38HBAQcHhyseN5lMNv9H7WZ4DaL2qo74bVynM5v6bOTZpaM4n6W6It3e8HbmDZyHo4NjxQ9o8gInr0oepbBFcv4VtkzitxI1exocfdBCB8H+t+DwbAwXtwNgiH4ag/ycK5XErrBllRq/gV0hsCsVvL0qxHW73vgt7z5WTUr5+vri6+tbrm3PnDlDjx49aNOmDQsXLsRgsInGgUIIK+pcpzM7x+/ky91f0ja4La2CWll7SEIIIW4WRgdo/Lj6OnQoHJ6tvvZsAcG3W29cQgghhA2xifl+8fHxdO/enbCwMGbMmMG5c+eKngsMDLTiyIQQNZ2LvQvj2oyz9jCEEELczAK6g70X5F6E6KdB06w9IiGEEMIm2ERSauXKlRw5coQjR44QGhpa4jkbrNMuhBBCCCFuJgYTdF0C6Qehzp3WHo0QQghhM2xiDdzo0aPRdb3UDyGEEEIIIawuoBtEPCSzpIQQQogKsImklBBCCCGEEEIIIYS4uUhSSgghhBBCCCGEEEJUO5uoKVVZCpf7paWlWXkk1y8vL4/MzEzS0tKkLa6wORK/wpZJ/ApbJvErbJXErrBlEr/Clt1o/BbmXa5VdqlWJaXS09MBqFOnjpVHIoQQQgghhBBCCHFzS09Px8PDo8znNb0WVQs3m83Ex8fj5uaGZqNFKNPS0qhTpw6nTp3C3d3d2sMRokIkfoUtk/gVtkziV9gqiV1hyyR+hS270fjVdZ309HSCg4MxGMquHFWrZkoZDAZCQ0OtPYxK4e7uLic2YbMkfoUtk/gVtkziV9gqiV1hyyR+hS27kfi92gypQlLoXAghhBBCCCGEEEJUO0lKCSGEEEIIIYQQQohqJ0kpG+Pg4MDzzz+Pg4ODtYciRIVJ/ApbJvErbJnEr7BVErvClkn8CltWXfFbqwqdCyGEEEIIIYQQQoiaQWZKCSGEEEIIIYQQQohqJ0kpIYQQQgghhBBCCFHtJCklhBBCCCGEEEIIIaqdJKWEEEIIIYQQQgghRLWTpFQN8Prrr9OuXTvc3Nzw9/dnyJAhHDx4sMztx48fj6ZpvPfeeyUez8nJYdKkSfj6+uLi4sKgQYM4ffp0FY9e1Hblid/Ro0ejaVqJj44dO5bYRuJXWEN5z7/79+9n0KBBeHh44ObmRseOHTl58mTR8xK/orqVJ3b/ed4t/HjrrbeKtpHYFdZQnvi9dOkSEydOJDQ0FCcnJ6Kiopg9e3aJbSR+hTWUJ37Pnj3L6NGjCQ4OxtnZmZiYGA4fPlxiG4lfYQ2zZ8+mefPmuLu74+7uTqdOnfjll1+Kntd1nRdeeIHg4GCcnJzo3r07e/fuLXGMyo5dSUrVAOvWrePRRx9l8+bNrFq1ivz8fPr27UtGRsYV2y5dupQtW7YQHBx8xXNPPPEES5YsYdGiRWzcuJFLly4xYMAACgoKquNliFqqvPEbExNDQkJC0cfy5ctLPC/xK6yhPPEbFxdHly5daNy4MWvXruXvv//m2WefxdHRsWgbiV9R3coTu5efcxMSEliwYAGapnHHHXcUbSOxK6yhPPE7efJkVqxYweeff87+/fuZPHkykyZN4ocffijaRuJXWMO14lfXdYYMGcLRo0f54Ycf+OuvvwgPD6d3794lYlziV1hDaGgo06dPZ9u2bWzbto2ePXsyePDgosTTm2++yTvvvMMHH3zA1q1bCQwMpE+fPqSnpxcdo9JjVxc1TlJSkg7o69atK/H46dOn9ZCQEH3Pnj16eHi4/u677xY9l5KSoptMJn3RokVFj505c0Y3GAz6ihUrqmvoQpQav6NGjdIHDx5c5j4Sv6KmKC1+hw8frt93331l7iPxK2qCsq4dLjd48GC9Z8+eRd9L7IqaorT4bdq0qf7SSy+V2K5169b6M888o+u6xK+oOf4ZvwcPHtQBfc+ePUXb5Ofn697e3vq8efN0XZf4FTWLl5eXPn/+fN1sNuuBgYH69OnTi57Lzs7WPTw89Dlz5ui6XjWxKzOlaqDU1FQAvL29ix4zm82MHDmSJ598kqZNm16xz/bt28nLy6Nv375FjwUHBxMdHc2mTZuqftBCWJQWvwBr167F39+fRo0aMW7cOJKSkoqek/gVNcU/49dsNvPzzz/TqFEj+vXrh7+/Px06dGDp0qVF+0j8ipqgrHNvobNnz/Lzzz8zduzYosckdkVNUVr8dunShWXLlnHmzBl0XSc2NpZDhw7Rr18/QOJX1Bz/jN+cnByAEjOqjUYj9vb2bNy4EZD4FTVDQUEBixYtIiMjg06dOnHs2DESExNLxKWDgwPdunUrisuqiF1JStUwuq7z73//my5duhAdHV30+BtvvIGdnR2PPfZYqfslJiZib2+Pl5dXiccDAgJITEys0jELUais+O3fvz9ffPEFa9as4e2332br1q307Nmz6I+2xK+oCUqL36SkJC5dusT06dOJiYlh5cqVDB06lGHDhrFu3TpA4ldYX1nn3st9+umnuLm5MWzYsKLHJHZFTVBW/M6cOZMmTZoQGhqKvb09MTExfPjhh3Tp0gWQ+BU1Q2nx27hxY8LDw5k6dSoXL14kNzeX6dOnk5iYSEJCAiDxK6xr9+7duLq64uDgwIQJE1iyZAlNmjQpir2AgIAS218el1URu3bXtZeoMhMnTmTXrl1FWXRQ2cj333+fHTt2oGlahY6n63qF9xHiepUWvwDDhw8v+jo6Opq2bdsSHh7Ozz//XOIN0j9J/IrqVFr8ms1mAAYPHszkyZMBaNmyJZs2bWLOnDl069atzONJ/IrqUta593ILFixgxIgRJe7cl0ViV1SnsuJ35syZbN68mWXLlhEeHs769et55JFHCAoKonfv3mUeT+JXVKfS4tdkMvH9998zduxYvL29MRqN9O7dm/79+1/zeBK/ojpERkayc+dOUlJS+P777xk1alTRzVbgihgsT1zeSOzKTKkaZNKkSSxbtozY2FhCQ0OLHt+wYQNJSUmEhYVhZ2eHnZ0dJ06cYMqUKdStWxeAwMBAcnNzuXjxYoljJiUlXZHpFKIqlBW/pQkKCiI8PLyoC4nEr7C2suLX19cXOzs7mjRpUmL7qKioou57Er/Cmspz7t2wYQMHDx7kwQcfLPG4xK6wtrLiNysri2nTpvHOO+8wcOBAmjdvzsSJExk+fDgzZswAJH6F9V3t/NumTZuiN/0JCQmsWLGC5ORk6tWrB0j8Cuuyt7cnIiKCtm3b8vrrr9OiRQvef/99AgMDAa6Y8XR5XFZF7EpSqgbQdZ2JEyeyePFi1qxZU3SyKjRy5Eh27drFzp07iz6Cg4N58skn+fXXXwF14jOZTKxatapov4SEBPbs2UPnzp2r9fWI2uVa8Vua5ORkTp06RVBQECDxK6znWvFrb29Pu3btrmj1fOjQIcLDwwGJX2EdFTn3fvzxx7Rp04YWLVqUeFxiV1jLteI3Ly+PvLw8DIaSb1WMRmPRDFaJX2EtFTn/enh44Ofnx+HDh9m2bRuDBw8GJH5FzaLrOjk5OdSrV4/AwMAScZmbm8u6deuK4rJKYve6yqOLSvXwww/rHh4e+tq1a/WEhISij8zMzDL3+Wf3PV3X9QkTJuihoaH6b7/9pu/YsUPv2bOn3qJFCz0/P7+KX4Goza4Vv+np6fqUKVP0TZs26ceOHdNjY2P1Tp066SEhIXpaWlrRcSR+hTWU5/y7ePFi3WQy6R999JF++PBhfdasWbrRaNQ3bNhQtI3Er6hu5b12SE1N1Z2dnfXZs2eXehyJXWEN5Ynfbt266U2bNtVjY2P1o0eP6gsXLtQdHR31Dz/8sGgbiV9hDeWJ32+++UaPjY3V4+Li9KVLl+rh4eH6sGHDShxH4ldYw9SpU/X169frx44d03ft2qVPmzZNNxgM+sqVK3Vd1/Xp06frHh4e+uLFi/Xdu3fr//rXv/SgoKAqfd8mSakaACj1Y+HChWXuU1pSKisrS584caLu7e2tOzk56QMGDNBPnjxZtYMXtd614jczM1Pv27ev7ufnp5tMJj0sLEwfNWrUFbEp8Susobzn348//liPiIjQHR0d9RYtWuhLly4t8bzEr6hu5Y3duXPn6k5OTnpKSkqpx5HYFdZQnvhNSEjQR48erQcHB+uOjo56ZGSk/vbbb+tms7loG4lfYQ3lid/3339fDw0NLbr2feaZZ/ScnJwSx5H4FdYwZswYPTw8XLe3t9f9/Pz0Xr16FSWkdF3XzWaz/vzzz+uBgYG6g4ODfuutt+q7d+8ucYzKjl1N13X9+uZYCSGEEEIIIYQQQghxfaSmlBBCCCGEEEIIIYSodpKUEkIIIYQQQgghhBDVTpJSQgghhBBCCCGEEKLaSVJKCCGEEEIIIYQQQlQ7SUoJIYQQQgghhBBCiGonSSkhhBBCCCGEEEIIUe0kKSWEEEIIIYQQQgghqp0kpYQQQgghhBBCCCFEtZOklBBCCCGElb3wwgu0bNnS2sMQQgghhKhWmq7rurUHIYQQQghxs9I07arPjxo1ig8++ICcnBx8fHyqaVRCCCGEENYnSSkhhBBCiCqUmJhY9PXXX3/Nc889x8GDB4sec3JywsPDwxpDE0IIIYSwKlm+J4QQQghRhQIDA4s+PDw80DTtisf+uXxv9OjRDBkyhNdee42AgAA8PT158cUXyc/P58knn8Tb25vQ0FAWLFhQ4t86c+YMw4cPx8vLCx8fHwYPHszx48er9wULIYQQQpSTJKWEEEIIIWqgNWvWEB8fz/r163nnnXd44YUXGDBgAF5eXmzZsoUJEyYwYcIETp06BUBmZiY9evTA1dWV9evXs3HjRlxdXYmJiSE3N9fKr0YIIYQQ4kqSlBJCCCGEqIG8vb2ZOXMmkZGRjBkzhsjISDIzM5k2bRoNGzZk6tSp2Nvb8/vvvwOwaNEiDAYD8+fPp1mzZkRFRbFw4UJOnjzJ2rVrrftihBBCCCFKYWftAQghhBBCiCs1bdoUg6H4/mFAQADR0dFF3xuNRnx8fEhKSgJg+/btHDlyBDc3txLHyc7OJi4urnoGLYQQQghRAZKUEkIIIYSogUwmU4nvNU0r9TGz2QyA2WymTZs2fPHFF1ccy8/Pr+oGKoQQQghxnSQpJYQQQghxE2jdujVff/01/v7+uLu7W3s4QgghhBDXJDWlhBBCCCFuAiNGjMDX15fBgwezYcMGjh07xrp163j88cc5ffq0tYcnhBBCCHEFSUoJIYQQQtwEnJ2dWb9+PWFhYQwbNoyoqCjGjBlDVlaWzJwSQgghRI2k6bquW3sQQgghhBBCCCGEEKJ2kZlSQgghhBBCCCGEEKLaSVJKCCGEEEIIIYQQQlQ7SUoJIYQQQgghhBBCiGonSSkhhBBCCCGEEEIIUe0kKSWEEEIIIYQQQgghqp0kpYQQQgghhBBCCCFEtZOklBBCCCGEEEIIIYSodpKUEkIIIYQQQgghhBDVTpJSQgghhBBCCCGEEKLaSVJKCCGEEEIIIYQQQlQ7SUoJIYQQQgghhBBCiGr3/wGI4MzXuB65lAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot results\n",
    "plot_source_comparisson(\n",
    "    sx_power_trunc,\n",
    "    sy_trunc,\n",
    "    sx_power_tcca,\n",
    "    sy_tcca,\n",
    "    corrx_tcca,\n",
    "    corry_tcca,\n",
    "    corrxy_tcca,\n",
    "    title=\"tCCA\",\n",
    ")\n",
    "plot_source_comparisson(\n",
    "    sx_power[0], sy[0], sx_cca, sy_cca, corrx_cca, corry_cca, corrxy_cca, title=\"CCA\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54",
   "metadata": {},
   "source": [
    "Note that, in the previous plot, the correlation between the reconstructed sources from tCCA is naturally low since $s_x$ has been shifted with the estimated `optimal_shift`. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55",
   "metadata": {},
   "source": [
    "#### Aditional Functionalities\n",
    "\n",
    "As for the regularized CCA classes, the temporally-embedded extensions can also extract multiple components (using the same deflation algorithm), and the PLS variant can be used by settting `pls=True` during initialization."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56",
   "metadata": {},
   "source": [
    "### Multimodal Source Power Co-modulation (mSPoC)\n",
    "\n",
    "EEG bandpower and hemodynamic responses captured by fNIRS are proven to comodulate during cognitive tasks. Conventional methods, such as CCA and its variants, however, present some limitations to integrate bandpower signals. More precisely, computing bandpower at channel level and then applying a backward linear method, as we have been doing so far, is not in line with the assumed linear generative model of EEG. mSPoC [[Dähne, et.al. 2013](https://ieeexplore.ieee.org/document/6472075)] arises as a method that avoids these\n",
    "pitfalls by inverting the generative model prior to computing bandpower, and is implemented in Cedalion as the `mSPoC` class inside the `mspoc` module. \n",
    "\n",
    "The algorithm takes two vector-valued time series $x(t)$, and $y(e)$, which are time-aligned but have different sample dimensions `Ntx` > `Nty`. It is expected that $x(t)$ has been previously bandpassed filtered to the band of interest. It finds components $s_x(t)$ and $s_y(e)$ via linear projection of the observations, such that the covariance between the temporally-embedded,bandpower of $s_x(t)$ and the time course of $s_y(e)$ is maximized. The bandpower of $s_x(t)$ is estimated by dividing the source into non-overlapping time windows (or epochs), such that there is one window per data point $y(e)$, and computing the variance within epochs. After such operation, both signals share the same sampling rate and their cross-covariance can be calculated. The solution to the optimization problem is captured by the spatial (`Wx`, `Wy`), and temporal (`Wt`) filters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "57",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:41.298958Z",
     "iopub.status.busy": "2026-01-13T10:35:41.298877Z",
     "iopub.status.idle": "2026-01-13T10:35:41.313861Z",
     "shell.execute_reply": "2026-01-13T10:35:41.313574Z"
    }
   },
   "outputs": [],
   "source": [
    "from cedalion.sigdecomp.multimodal.mspoc import mSPoC"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "58",
   "metadata": {},
   "source": [
    "The `mSPoC` class accepts the very same parameters as the `tCCA` class, namely `N_components`, `max_iter`, `tol`, `scale`, `time_shifts`, and `shift_source`, with the addition of `N_restarts`. The latter determines the number of times the algorithm is repeated, which may find better extrema in the optimization problem, due to its stochastic nature. Typical values for `N_restarts` lie between 2 and 10, and it is recommended to choose smaller `max_iter` and bigger `tol` values, compared to simpler CCA methods, due the increased computational time required in mSPoC. As all previous CCA-based methods, mSPoC can also extract multiple components."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "59",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:41.315621Z",
     "iopub.status.busy": "2026-01-13T10:35:41.315533Z",
     "iopub.status.idle": "2026-01-13T10:35:41.821180Z",
     "shell.execute_reply": "2026-01-13T10:35:41.820722Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Random seed set as 137\n",
      "Simulating sources...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finished\n",
      "SNR: -4.44\n",
      "Time lag between target sources: 2 s\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time shifts: [0 1 2 3 4]\n",
      "True time lag between target sources: 2 s\n"
     ]
    }
   ],
   "source": [
    "# We run the same simulation as for tCCA above\n",
    "config_dict[\"dT\"] = 2\n",
    "sim = BimodalToyDataSimulation(config_dict, seed=137, mixing_type=\"structured\")\n",
    "SNR = 20 * np.log10(sim.args.gamma)  # Calculate SNR in dB\n",
    "print(f\"SNR: {SNR:.2f}\")\n",
    "print(\"Time lag between target sources:\", sim.args.dT, \"s\")\n",
    "sim.plot_targets(xlim=(0, 20))\n",
    "\n",
    "# Run small preprocessing step to standardize and\n",
    "# split the data into train and test sets\n",
    "train_test_split = 0.8\n",
    "preprocess_data_dict = sim.preprocess_data(train_test_split)\n",
    "\n",
    "x_train, x_test = preprocess_data_dict[\"x_train\"], preprocess_data_dict[\"x_test\"]\n",
    "x_power_train, x_power_test = (\n",
    "    preprocess_data_dict[\"x_power_train\"],\n",
    "    preprocess_data_dict[\"x_power_test\"],\n",
    ")\n",
    "\n",
    "y_train, y_test = preprocess_data_dict[\"y_train\"], preprocess_data_dict[\"y_test\"]\n",
    "sx, sx_power, sy = (\n",
    "    preprocess_data_dict[\"sx\"],\n",
    "    preprocess_data_dict[\"sx_power\"],\n",
    "    preprocess_data_dict[\"sy\"],\n",
    ")\n",
    "\n",
    "# Temporal embedding parameters (same as for tCCA)\n",
    "dt = 1\n",
    "N_lags = 5\n",
    "time_shifts = np.arange(0, dt * N_lags, dt)\n",
    "print(f\"Time shifts: {time_shifts}\")\n",
    "print(\"True time lag between target sources:\", sim.args.dT, \"s\")\n",
    "\n",
    "# Initialize mSPoC model\n",
    "mspoc = mSPoC(\n",
    "    N_components=1,\n",
    "    N_restarts=2,\n",
    "    max_iter=100,  # Note we use much smaller values than before\n",
    "    tol=1e-4,\n",
    "    scale=True,\n",
    "    time_shifts=time_shifts,\n",
    "    shift_source=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60",
   "metadata": {},
   "source": [
    "Fit and transform work analogously to the `tCCA` method, except that this time the number of samples in the $x$ input should be bigger than the number of $y$ samples."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "61",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:41.823304Z",
     "iopub.status.busy": "2026-01-13T10:35:41.823129Z",
     "iopub.status.idle": "2026-01-13T10:35:46.647100Z",
     "shell.execute_reply": "2026-01-13T10:35:46.646813Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Estimated time lag between target sources during training: 2 s\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (channel: 32, mSPoC_X: 1)&gt; Size: 256B\n",
       "0.009032 -0.02669 0.05469 -0.04415 -0.02208 ... -0.1543 -0.05827 -0.1278 -0.0265\n",
       "Coordinates:\n",
       "  * channel  (channel) &lt;U3 384B &#x27;X1&#x27; &#x27;X2&#x27; &#x27;X3&#x27; &#x27;X4&#x27; ... &#x27;X29&#x27; &#x27;X30&#x27; &#x27;X31&#x27; &#x27;X32&#x27;\n",
       "  * mSPoC_X  (mSPoC_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>channel</span>: 32</li><li><span class='xr-has-index'>mSPoC_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d44f5c02-579a-4817-a118-105669b27c53' class='xr-array-in' type='checkbox' ><label for='section-d44f5c02-579a-4817-a118-105669b27c53' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.009032 -0.02669 0.05469 -0.04415 ... -0.05827 -0.1278 -0.0265</span></div><div class='xr-array-data'><pre>array([[ 0.00903163],\n",
       "       [-0.02669264],\n",
       "       ...,\n",
       "       [-0.12780527],\n",
       "       [-0.02649785]], shape=(32, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-5e3644f7-00da-4a34-a9d3-86aa6398c5ec' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5e3644f7-00da-4a34-a9d3-86aa6398c5ec' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;X1&#x27; &#x27;X2&#x27; &#x27;X3&#x27; ... &#x27;X31&#x27; &#x27;X32&#x27;</div><input id='attrs-cf392cfe-3ab3-464a-81eb-c7c99d6196e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf392cfe-3ab3-464a-81eb-c7c99d6196e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-379a47fd-ce73-4d7c-90a9-18ba82ea312d' class='xr-var-data-in' type='checkbox'><label for='data-379a47fd-ce73-4d7c-90a9-18ba82ea312d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mSPoC_X</span></div><div class='xr-var-dims'>(mSPoC_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-6c5601fa-9855-4328-a561-b0c3bb3adbcb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6c5601fa-9855-4328-a561-b0c3bb3adbcb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e77c2de8-68c3-4928-96a9-213a9589cd2c' class='xr-var-data-in' type='checkbox'><label for='data-e77c2de8-68c3-4928-96a9-213a9589cd2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3be9e43d-51d8-4641-b2b6-546c864352cb' class='xr-section-summary-in' type='checkbox'  ><label for='section-3be9e43d-51d8-4641-b2b6-546c864352cb' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-44d017b4-65e2-4fa4-aaf4-4b56a2f99c38' class='xr-index-data-in' type='checkbox'/><label for='index-44d017b4-65e2-4fa4-aaf4-4b56a2f99c38' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;X1&#x27;, &#x27;X2&#x27;, &#x27;X3&#x27;, &#x27;X4&#x27;, &#x27;X5&#x27;, &#x27;X6&#x27;, &#x27;X7&#x27;, &#x27;X8&#x27;, &#x27;X9&#x27;, &#x27;X10&#x27;, &#x27;X11&#x27;,\n",
       "       &#x27;X12&#x27;, &#x27;X13&#x27;, &#x27;X14&#x27;, &#x27;X15&#x27;, &#x27;X16&#x27;, &#x27;X17&#x27;, &#x27;X18&#x27;, &#x27;X19&#x27;, &#x27;X20&#x27;, &#x27;X21&#x27;,\n",
       "       &#x27;X22&#x27;, &#x27;X23&#x27;, &#x27;X24&#x27;, &#x27;X25&#x27;, &#x27;X26&#x27;, &#x27;X27&#x27;, &#x27;X28&#x27;, &#x27;X29&#x27;, &#x27;X30&#x27;, &#x27;X31&#x27;,\n",
       "       &#x27;X32&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>mSPoC_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-c85e38f1-4eed-4a97-a7f7-718a48d1a8c7' class='xr-index-data-in' type='checkbox'/><label for='index-c85e38f1-4eed-4a97-a7f7-718a48d1a8c7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;mSPoC_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f6f85324-b69e-449e-af8a-637fedaf188f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f6f85324-b69e-449e-af8a-637fedaf188f' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (channel: 32, mSPoC_X: 1)> Size: 256B\n",
       "0.009032 -0.02669 0.05469 -0.04415 -0.02208 ... -0.1543 -0.05827 -0.1278 -0.0265\n",
       "Coordinates:\n",
       "  * channel  (channel) <U3 384B 'X1' 'X2' 'X3' 'X4' ... 'X29' 'X30' 'X31' 'X32'\n",
       "  * mSPoC_X  (mSPoC_X) <U3 12B 'Sx1'"
      ]
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       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
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       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
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       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time_embedding: 5, mSPoC_T: 1)&gt; Size: 40B\n",
       "-0.06374 -0.0625 0.991 -0.08447 -0.05272\n",
       "Coordinates:\n",
       "  * time_embedding  (time_embedding) int64 40B 0 1 2 3 4\n",
       "  * mSPoC_T         (mSPoC_T) &lt;U3 12B &#x27;St1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time_embedding</span>: 5</li><li><span class='xr-has-index'>mSPoC_T</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-684720ec-b544-4aec-9f84-d268a3b6bedc' class='xr-array-in' type='checkbox' ><label for='section-684720ec-b544-4aec-9f84-d268a3b6bedc' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-0.06374 -0.0625 0.991 -0.08447 -0.05272</span></div><div class='xr-array-data'><pre>array([[-0.06374446],\n",
       "       [-0.06249942],\n",
       "       [ 0.99101769],\n",
       "       [-0.08446856],\n",
       "       [-0.05272063]])</pre></div></div></li><li class='xr-section-item'><input id='section-59aef1e2-b99e-44cc-a4aa-3efd547a1403' class='xr-section-summary-in' type='checkbox'  checked><label for='section-59aef1e2-b99e-44cc-a4aa-3efd547a1403' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time_embedding</span></div><div class='xr-var-dims'>(time_embedding)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4</div><input id='attrs-6cb6cfa9-040d-4518-8c59-167a50347b5f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6cb6cfa9-040d-4518-8c59-167a50347b5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4eaffbb0-aa81-4780-bf58-1599e12674dd' class='xr-var-data-in' type='checkbox'><label for='data-4eaffbb0-aa81-4780-bf58-1599e12674dd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3, 4])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mSPoC_T</span></div><div class='xr-var-dims'>(mSPoC_T)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;St1&#x27;</div><input id='attrs-750d66e9-10e8-4640-af8b-fdfc2b2d36af' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-750d66e9-10e8-4640-af8b-fdfc2b2d36af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-752d0d12-6a2b-407f-8c06-1b8e2ee948b4' class='xr-var-data-in' type='checkbox'><label for='data-752d0d12-6a2b-407f-8c06-1b8e2ee948b4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;St1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1981d357-6429-4763-bd9a-d3cd5db59c56' class='xr-section-summary-in' type='checkbox'  ><label for='section-1981d357-6429-4763-bd9a-d3cd5db59c56' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time_embedding</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d4c3093c-32da-47ea-a045-d72bfef445ad' class='xr-index-data-in' type='checkbox'/><label for='index-d4c3093c-32da-47ea-a045-d72bfef445ad' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0, 1, 2, 3, 4], dtype=&#x27;int64&#x27;, name=&#x27;time_embedding&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>mSPoC_T</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-67e276eb-f11c-4f81-953a-e84fce56c78c' class='xr-index-data-in' type='checkbox'/><label for='index-67e276eb-f11c-4f81-953a-e84fce56c78c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;St1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;mSPoC_T&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b5c7a88c-958c-48f1-9646-c311d13d00f8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b5c7a88c-958c-48f1-9646-c311d13d00f8' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time_embedding: 5, mSPoC_T: 1)> Size: 40B\n",
       "-0.06374 -0.0625 0.991 -0.08447 -0.05272\n",
       "Coordinates:\n",
       "  * time_embedding  (time_embedding) int64 40B 0 1 2 3 4\n",
       "  * mSPoC_T         (mSPoC_T) <U3 12B 'St1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Fit model (sample_name fixed to be 'time' in mSPoC)\n",
    "mspoc.fit(\n",
    "    x_train,\n",
    "    y_train,  # Note that we use x_train here, not x_power_train\n",
    "    featureX_name=\"channel\",\n",
    "    featureY_name=\"channel\",\n",
    ")\n",
    "\n",
    "# At this point we have an estimate for the time lag between target sources\n",
    "print(\n",
    "    \"Estimated time lag between target sources \"\n",
    "    f\"during training: {mspoc.optimal_shift[0]} s\"\n",
    ")\n",
    "\n",
    "# Learned filters\n",
    "display(mspoc.Wx)\n",
    "display(mspoc.Wt)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62",
   "metadata": {},
   "source": [
    "The reconstructed sources returned by `transform` correspond to the temporally-embedded bandpower of the source $s_x$, and the time course of $s_y$. Because of this choice, the outputs are directly comparable, since they have the same sampling time. As before, whenever `shift_source=True`, the time dimensions of the sources are truncated, removing the last `optimal_shift` seconds."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "63",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:46.648166Z",
     "iopub.status.busy": "2026-01-13T10:35:46.648055Z",
     "iopub.status.idle": "2026-01-13T10:35:46.695851Z",
     "shell.execute_reply": "2026-01-13T10:35:46.695590Z"
    }
   },
   "outputs": [
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       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 580, mSPoC_X: 1)&gt; Size: 5kB\n",
       "0.9518 0.8879 0.838 1.385 1.158 1.05 ... 0.8189 0.9737 0.626 1.605 2.467 1.912\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * mSPoC_X  (mSPoC_X) &lt;U3 12B &#x27;Sx1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 580</li><li><span class='xr-has-index'>mSPoC_X</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a4891f8c-a297-4163-a0f7-364d87ae900f' class='xr-array-in' type='checkbox' ><label for='section-a4891f8c-a297-4163-a0f7-364d87ae900f' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9518 0.8879 0.838 1.385 1.158 ... 0.9737 0.626 1.605 2.467 1.912</span></div><div class='xr-array-data'><pre>array([[0.95178148],\n",
       "       [0.88792864],\n",
       "       ...,\n",
       "       [2.46682738],\n",
       "       [1.91192067]], shape=(580, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-7bd8c4f2-15b4-4911-8e8d-429066dafbe8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7bd8c4f2-15b4-4911-8e8d-429066dafbe8' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 297.9 298.0</div><input id='attrs-46aed314-c175-4f34-8a47-4c2899acc91c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-46aed314-c175-4f34-8a47-4c2899acc91c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca5a83f4-f4ba-42aa-a54a-ff22d0f84bd4' class='xr-var-data-in' type='checkbox'><label for='data-ca5a83f4-f4ba-42aa-a54a-ff22d0f84bd4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 297.799266, 297.8993  ,\n",
       "       297.999333], shape=(580,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mSPoC_X</span></div><div class='xr-var-dims'>(mSPoC_X)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sx1&#x27;</div><input id='attrs-124b9a9f-659a-47cc-9737-efed673a05a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-124b9a9f-659a-47cc-9737-efed673a05a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0f722e5c-a921-41ab-9d09-68c6cbc02527' class='xr-var-data-in' type='checkbox'><label for='data-0f722e5c-a921-41ab-9d09-68c6cbc02527' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sx1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8c912035-af49-44e5-8fc4-03176afd79bf' class='xr-section-summary-in' type='checkbox'  ><label for='section-8c912035-af49-44e5-8fc4-03176afd79bf' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d3c7d4e4-fb18-402a-9316-7ee9b4c5c51e' class='xr-index-data-in' type='checkbox'/><label for='index-d3c7d4e4-fb18-402a-9316-7ee9b4c5c51e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "        297.0990330110037, 297.19906635545186,     297.2990996999,\n",
       "        297.3991330443481, 297.49916638879625,  297.5991997332444,\n",
       "       297.69923307769255,  297.7992664221407, 297.89929976658885,\n",
       "         297.999333111037],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=580))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>mSPoC_X</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-47ff68e8-ad1a-4141-a4f3-b3862b6f1d10' class='xr-index-data-in' type='checkbox'/><label for='index-47ff68e8-ad1a-4141-a4f3-b3862b6f1d10' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sx1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;mSPoC_X&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9824a9e3-8840-4be6-9617-85c53fe86ecb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9824a9e3-8840-4be6-9617-85c53fe86ecb' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 580, mSPoC_X: 1)> Size: 5kB\n",
       "0.9518 0.8879 0.838 1.385 1.158 1.05 ... 0.8189 0.9737 0.626 1.605 2.467 1.912\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * mSPoC_X  (mSPoC_X) <U3 12B 'Sx1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
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       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
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       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (source: 1, time: 600)&gt; Size: 5kB\n",
       "0.8019 0.3854 -0.06178 -0.4672 -0.7737 -0.9842 ... 1.732 2.067 2.226 2.188 1.977\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * source   (source) &lt;U2 8B &#x27;S1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>source</span>: 1</li><li><span class='xr-has-index'>time</span>: 600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-42fce8aa-2678-4c3c-a281-df597025e65a' class='xr-array-in' type='checkbox' ><label for='section-42fce8aa-2678-4c3c-a281-df597025e65a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.8019 0.3854 -0.06178 -0.4672 -0.7737 ... 2.067 2.226 2.188 1.977</span></div><div class='xr-array-data'><pre>array([[0.80191996, 0.38543529, ..., 2.18835805, 1.97710058]],\n",
       "      shape=(1, 600))</pre></div></div></li><li class='xr-section-item'><input id='section-aeca783f-2f1a-4af2-add6-db2876a46c9e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aeca783f-2f1a-4af2-add6-db2876a46c9e' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 299.9 300.0</div><input id='attrs-25f763ff-6050-47c4-bcde-a1cf96e73944' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-25f763ff-6050-47c4-bcde-a1cf96e73944' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5bfc9048-485a-4b82-baca-fa464d3d9c68' class='xr-var-data-in' type='checkbox'><label for='data-5bfc9048-485a-4b82-baca-fa464d3d9c68' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 299.799933, 299.899967,\n",
       "       300.      ], shape=(600,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>source</span></div><div class='xr-var-dims'>(source)</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27;</div><input id='attrs-03f6f382-c5f1-4b66-a9b1-b77e3fe43ee0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-03f6f382-c5f1-4b66-a9b1-b77e3fe43ee0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe6a49e5-69ae-4a28-9c8f-ae32ca3dcd4a' class='xr-var-data-in' type='checkbox'><label for='data-fe6a49e5-69ae-4a28-9c8f-ae32ca3dcd4a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1&#x27;], dtype=&#x27;&lt;U2&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1ab7ae7a-91fe-44aa-8d34-ff95af709311' class='xr-section-summary-in' type='checkbox'  ><label for='section-1ab7ae7a-91fe-44aa-8d34-ff95af709311' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-8840ee77-862d-4952-bc14-2e54cbab2221' class='xr-index-data-in' type='checkbox'/><label for='index-8840ee77-862d-4952-bc14-2e54cbab2221' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "       299.09969989996665,  299.1997332444148, 299.29976658886295,\n",
       "        299.3997999333111, 299.49983327775925,  299.5998666222074,\n",
       "       299.69989996665555,  299.7999333111037, 299.89996665555185,\n",
       "                    300.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=600))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>source</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-8acfb81a-7dfb-4e27-9373-d2db726ac775' class='xr-index-data-in' type='checkbox'/><label for='index-8acfb81a-7dfb-4e27-9373-d2db726ac775' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;source&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-94fc88a9-497a-4970-a01c-fcca4e71eabb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-94fc88a9-497a-4970-a01c-fcca4e71eabb' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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       "<xarray.DataArray (source: 1, time: 600)> Size: 5kB\n",
       "0.8019 0.3854 -0.06178 -0.4672 -0.7737 -0.9842 ... 1.732 2.067 2.226 2.188 1.977\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0\n",
       "  * source   (source) <U2 8B 'S1'"
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       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 580, mSPoC_Y: 1)&gt; Size: 5kB\n",
       "0.6547 1.091 1.502 0.9325 1.586 ... -0.07052 -0.5063 -0.2778 -0.4498 -0.1842\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * mSPoC_Y  (mSPoC_Y) &lt;U3 12B &#x27;Sy1&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 580</li><li><span class='xr-has-index'>mSPoC_Y</span>: 1</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-7eaba644-0656-4655-98c1-6663b5d5fc32' class='xr-array-in' type='checkbox' ><label for='section-7eaba644-0656-4655-98c1-6663b5d5fc32' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.6547 1.091 1.502 0.9325 1.586 ... -0.5063 -0.2778 -0.4498 -0.1842</span></div><div class='xr-array-data'><pre>array([[ 0.65473936],\n",
       "       [ 1.09079768],\n",
       "       ...,\n",
       "       [-0.44976966],\n",
       "       [-0.18417719]], shape=(580, 1))</pre></div></div></li><li class='xr-section-item'><input id='section-801e5a7c-7b4a-4408-bc7e-362607ddc6cd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-801e5a7c-7b4a-4408-bc7e-362607ddc6cd' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 297.9 298.0</div><input id='attrs-403862ef-bb35-4305-afe5-2042a1b8d770' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-403862ef-bb35-4305-afe5-2042a1b8d770' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5826e465-5752-436d-b2c6-dc54bc252c88' class='xr-var-data-in' type='checkbox'><label for='data-5826e465-5752-436d-b2c6-dc54bc252c88' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 297.799266, 297.8993  ,\n",
       "       297.999333], shape=(580,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mSPoC_Y</span></div><div class='xr-var-dims'>(mSPoC_Y)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;Sy1&#x27;</div><input id='attrs-cdf110b2-63f6-4ff7-a262-d19264e291f1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cdf110b2-63f6-4ff7-a262-d19264e291f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdf94175-6b1b-4ff4-abeb-3db91e65d59d' class='xr-var-data-in' type='checkbox'><label for='data-fdf94175-6b1b-4ff4-abeb-3db91e65d59d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Sy1&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bb8a4024-81f5-48a6-b5c0-7f9a7367683f' class='xr-section-summary-in' type='checkbox'  ><label for='section-bb8a4024-81f5-48a6-b5c0-7f9a7367683f' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-38c396ad-55c3-4d2b-bc63-b66c37f9bb43' class='xr-index-data-in' type='checkbox'/><label for='index-38c396ad-55c3-4d2b-bc63-b66c37f9bb43' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "        297.0990330110037, 297.19906635545186,     297.2990996999,\n",
       "        297.3991330443481, 297.49916638879625,  297.5991997332444,\n",
       "       297.69923307769255,  297.7992664221407, 297.89929976658885,\n",
       "         297.999333111037],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=580))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>mSPoC_Y</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-a8fb8c74-b9c5-4e2d-b702-281c6f66a1fe' class='xr-index-data-in' type='checkbox'/><label for='index-a8fb8c74-b9c5-4e2d-b702-281c6f66a1fe' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;Sy1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;mSPoC_Y&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a060e5e6-21c4-4571-91dd-41ececd10b9b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a060e5e6-21c4-4571-91dd-41ececd10b9b' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 580, mSPoC_Y: 1)> Size: 5kB\n",
       "0.6547 1.091 1.502 0.9325 1.586 ... -0.07052 -0.5063 -0.2778 -0.4498 -0.1842\n",
       "Coordinates:\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 297.8 297.9 298.0\n",
       "  * mSPoC_Y  (mSPoC_Y) <U3 12B 'Sy1'"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
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       "\n",
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       ".xr-header > ul {\n",
       "  display: inline;\n",
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       "\n",
       ".xr-sections {\n",
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       "\n",
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       "\n",
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       "\n",
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       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
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       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
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       "\n",
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       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (source: 1, time: 600)&gt; Size: 5kB\n",
       "0.7055 0.9216 1.062 1.11 1.077 0.9927 ... 1.532 1.584 1.563 1.5 1.425 1.356\n",
       "Coordinates:\n",
       "  * source   (source) &lt;U2 8B &#x27;S1&#x27;\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>source</span>: 1</li><li><span class='xr-has-index'>time</span>: 600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-083182ac-128d-4746-8194-74172ccb3174' class='xr-array-in' type='checkbox' ><label for='section-083182ac-128d-4746-8194-74172ccb3174' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.7055 0.9216 1.062 1.11 1.077 0.9927 ... 1.584 1.563 1.5 1.425 1.356</span></div><div class='xr-array-data'><pre>array([[0.70551928, 0.92155015, ..., 1.42486491, 1.35603627]],\n",
       "      shape=(1, 600))</pre></div></div></li><li class='xr-section-item'><input id='section-94f41001-e32d-4858-a427-0b7b3e952eea' class='xr-section-summary-in' type='checkbox'  checked><label for='section-94f41001-e32d-4858-a427-0b7b3e952eea' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>source</span></div><div class='xr-var-dims'>(source)</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27;</div><input id='attrs-fbcce342-d44c-4b2c-be85-a55132b65584' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fbcce342-d44c-4b2c-be85-a55132b65584' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7355409-9c29-4cb2-8f23-e05055e8dec0' class='xr-var-data-in' type='checkbox'><label for='data-e7355409-9c29-4cb2-8f23-e05055e8dec0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1&#x27;], dtype=&#x27;&lt;U2&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.1 240.2 240.3 ... 299.9 300.0</div><input id='attrs-abd3533d-b701-472b-aafb-866853ea86d9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-abd3533d-b701-472b-aafb-866853ea86d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-954c4799-5399-4eb0-91bc-79c67dc2183d' class='xr-var-data-in' type='checkbox'><label for='data-954c4799-5399-4eb0-91bc-79c67dc2183d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([240.080027, 240.18006 , 240.280093, ..., 299.799933, 299.899967,\n",
       "       300.      ], shape=(600,))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-76e395c3-dfa6-48ff-8bfc-6d7db54ab3c2' class='xr-section-summary-in' type='checkbox'  ><label for='section-76e395c3-dfa6-48ff-8bfc-6d7db54ab3c2' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>source</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-e4e89ba9-c2b9-498d-800c-25da441b5118' class='xr-index-data-in' type='checkbox'/><label for='index-e4e89ba9-c2b9-498d-800c-25da441b5118' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;source&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-801ee21f-c6f1-4e56-ad15-f426116acb5d' class='xr-index-data-in' type='checkbox'/><label for='index-801ee21f-c6f1-4e56-ad15-f426116acb5d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([240.08002667555854,  240.1800600200067, 240.28009336445484,\n",
       "         240.380126708903, 240.48016005335114,  240.5801933977993,\n",
       "       240.68022674224744,  240.7802600866956, 240.88029343114374,\n",
       "        240.9803267755919,\n",
       "       ...\n",
       "       299.09969989996665,  299.1997332444148, 299.29976658886295,\n",
       "        299.3997999333111, 299.49983327775925,  299.5998666222074,\n",
       "       299.69989996665555,  299.7999333111037, 299.89996665555185,\n",
       "                    300.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;time&#x27;, length=600))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ae605056-f327-48ca-9799-0697618fa8e2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ae605056-f327-48ca-9799-0697618fa8e2' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (source: 1, time: 600)> Size: 5kB\n",
       "0.7055 0.9216 1.062 1.11 1.077 0.9927 ... 1.532 1.584 1.563 1.5 1.425 1.356\n",
       "Coordinates:\n",
       "  * source   (source) <U2 8B 'S1'\n",
       "  * time     (time) float64 5kB 240.1 240.2 240.3 240.4 ... 299.8 299.9 300.0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Transform data\n",
    "sx_power_mspoc, sy_mspoc = mspoc.transform(x_test, y_test)\n",
    "display(sx_power_mspoc, sx_power)\n",
    "display(sy_mspoc, sy)\n",
    "\n",
    "# Normalize\n",
    "sx_power_mspoc = standardize(sx_power_mspoc).T[0]\n",
    "sy_mspoc = standardize(sy_mspoc).T[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "64",
   "metadata": {},
   "source": [
    "As before, we truncate the ground truth sources for a direct comparison"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "65",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:46.698682Z",
     "iopub.status.busy": "2026-01-13T10:35:46.698571Z",
     "iopub.status.idle": "2026-01-13T10:35:46.832148Z",
     "shell.execute_reply": "2026-01-13T10:35:46.831553Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Truncate ground truth sources to match the reconstructed sources\n",
    "if len(sx_power_mspoc) < len(sx_power.time):\n",
    "    sx_power_trunc = sx_power[0, : len(sx_power_mspoc)]\n",
    "else:\n",
    "    sx_power_trunc = sx_power[0]\n",
    "if len(sy_mspoc) < len(sy.time):\n",
    "    sy_trunc = sy[0, : len(sy_mspoc)]\n",
    "else:\n",
    "    sy_trunc = sy[0]\n",
    "\n",
    "# Calculate correlations. corrxy_mspoc should be low because sx is shifted!\n",
    "corrxy_mspoc = np.corrcoef(sx_power_mspoc, sy_mspoc)[0, 1]\n",
    "corrx_mspoc = np.corrcoef(sx_power_mspoc, sx_power_trunc)[0, 1]\n",
    "corry_mspoc = np.corrcoef(sy_mspoc, sy_trunc)[0, 1]\n",
    "\n",
    "# Plot results\n",
    "plot_source_comparisson(\n",
    "    sx_power_trunc,\n",
    "    sy_trunc,\n",
    "    sx_power_tcca,\n",
    "    sy_tcca,\n",
    "    corrx_mspoc,\n",
    "    corry_mspoc,\n",
    "    corrxy_mspoc,\n",
    "    title=\"mSPoC\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66",
   "metadata": {},
   "source": [
    "## ICA Source Extraction \n",
    "\n",
    "In this notebook we will investigate an example on how Independent Component Analysis by Entropy Rate Bound Minimization (ICA-ERBM) can be used to extract physiological sources from fNIRS data. For this example, we will use a finger tapping dataset.  \n",
    "Let $X \\in \\mathbb{R}^{N \\times T }$ denote the finger tapping data with $N$ channels and $T$ time points. We assume that the data $X$ consists of unknown independent sources $S \\in  \\mathbb{R}^{N \\times T }$ that were mixed through an unknown mixing matrix $A \\in  \\mathbb{R}^{N \\times N}$, such that  \n",
    "\n",
    "$$ \n",
    "X = A \\cdot S. \n",
    "$$\n",
    "\n",
    "Source reconstruction in ICA-ERBM is done by minimizing the mutual information rate of the estimated sources. A demixing matrix $W$ is determined and the estimated sources $\\hat S \\in  \\mathbb{R}^{N \\times T }$ can be computed as  \n",
    "\n",
    "$$ \n",
    "\\hat S = W \\cdot X. \n",
    "$$\n",
    "\n",
    "Among the extracted sources, we will identify the ones that correspond to the PPG and Mayer Wave signals. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67",
   "metadata": {},
   "source": [
    "### Loading Raw Finger Tapping Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "68",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:46.833370Z",
     "iopub.status.busy": "2026-01-13T10:35:46.833265Z",
     "iopub.status.idle": "2026-01-13T10:35:47.572101Z",
     "shell.execute_reply": "2026-01-13T10:35:47.571824Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Load finger tapping data set \n",
    "finger_tapping_data = cedalion.data.get_fingertappingDOT()\n",
    "\n",
    "# Extract the fnirs recording \n",
    "fnirs_data = finger_tapping_data['amp']\n",
    "\n",
    "# Plot three channels of the fnirs data\n",
    "fig, ax = plt.subplots(3, 1, sharex=True, figsize=(10, 5))\n",
    "for i, ch in enumerate([\"S1D1\", \"S1D2\", \"S7D9\"]):\n",
    "    ax[i].plot(fnirs_data.time, fnirs_data.sel(channel=ch, wavelength=\"760\"), \"r-\", label=\"760nm\")\n",
    "    ax[i].plot(fnirs_data.time, fnirs_data.sel(channel=ch, wavelength=\"850\"), \"b-\", label=\"850nm\")\n",
    "    ax[i].set_title(f\"Channel {ch}\")\n",
    "\n",
    "ax[0].legend()\n",
    "ax[2].set_xlim(0,60)\n",
    "ax[2].set_xlabel(\"time / s\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "69",
   "metadata": {},
   "source": [
    "### Conversion to Optical Density"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "70",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:47.573523Z",
     "iopub.status.busy": "2026-01-13T10:35:47.573426Z",
     "iopub.status.idle": "2026-01-13T10:35:47.599417Z",
     "shell.execute_reply": "2026-01-13T10:35:47.599141Z"
    }
   },
   "outputs": [],
   "source": [
    "# Convert to Optical Density (OD)\n",
    "fnirs_data_od = cedalion.nirs.cw.int2od(fnirs_data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "71",
   "metadata": {},
   "source": [
    "### Channel Quality Assessment and Pruning\n",
    "The Scalp Coupling Index (SCI) and Peak Spectral Power (PSP) are used for quality assessment. We compute SCI and PSP for each channel, and remove channels with less than 75% of clean time. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "72",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:47.600704Z",
     "iopub.status.busy": "2026-01-13T10:35:47.600605Z",
     "iopub.status.idle": "2026-01-13T10:35:48.041502Z",
     "shell.execute_reply": "2026-01-13T10:35:48.040933Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "List of pruned channels: ['S13D26']  (1)\n"
     ]
    }
   ],
   "source": [
    "# Calculate masks for SCI and PSP quality metrics\n",
    "window_length = 5 * units.s\n",
    "sci_thresh = 0.75\n",
    "psp_thresh = 0.1\n",
    "sci_psp_percentage_thresh = 0.75\n",
    "\n",
    "sci, sci_mask = quality.sci(fnirs_data_od, window_length, sci_thresh)\n",
    "psp, psp_mask = quality.psp(fnirs_data_od, window_length, psp_thresh)\n",
    "sci_x_psp_mask = sci_mask & psp_mask\n",
    "perc_time_clean = sci_x_psp_mask.sum(dim=\"time\") / len(sci.time)\n",
    "sci_psp_mask = [perc_time_clean >= sci_psp_percentage_thresh]\n",
    "\n",
    "# Prune channels that do not pass the quality test\n",
    "fnirs_data_pruned, drop_list = quality.prune_ch(fnirs_data_od, sci_psp_mask, \"all\")\n",
    "\n",
    "# Display pruned channels\n",
    "print(f\"List of pruned channels: {drop_list}  ({len(drop_list)})\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73",
   "metadata": {},
   "source": [
    "### High-pass filter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "74",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:48.042579Z",
     "iopub.status.busy": "2026-01-13T10:35:48.042502Z",
     "iopub.status.idle": "2026-01-13T10:35:48.207292Z",
     "shell.execute_reply": "2026-01-13T10:35:48.206899Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Filter the data \n",
    "# fmax = 0 is used to indicate high-pass filtering\n",
    "fnirs_data_filtered = fnirs_data_pruned.cd.freq_filter(fmin= 0.01, fmax= 0, butter_order=4)\n",
    "\n",
    "# Store sampling rate\n",
    "fnirs_data_samplingrate = sampling_rate(fnirs_data_pruned.time).magnitude\n",
    "\n",
    "# Plot the filtered data\n",
    "fig, ax = plt.subplots(3, 1, sharex=True, figsize=(10, 5))\n",
    "for i, ch in enumerate([\"S1D1\", \"S1D2\", \"S7D9\"]):\n",
    "    ax[i].plot(fnirs_data_filtered.time, fnirs_data_filtered.sel(channel=ch, wavelength=\"760\"), \"r-\", label=\"760nm\")\n",
    "    ax[i].plot(fnirs_data_filtered.time, fnirs_data_filtered.sel(channel=ch, wavelength=\"850\"), \"b-\", label=\"850nm\")\n",
    "    ax[i].set_title(f\"Channel {ch}\")\n",
    "\n",
    "ax[0].legend()\n",
    "ax[2].set_xlim(0,60)\n",
    "ax[2].set_label(\"time / s\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75",
   "metadata": {},
   "source": [
    "### Select Channels and Time Slice for ICA \n",
    "\n",
    "The entire finger tapping dataset was recorded over 30 minutes and contains 99 channels after pruning. Unfortunately, these dimensions result in a long runtime for ICA-ERBM. For this reason, we will use only a subset of the channels and a 10-minute slice of the selected channels. Despite the longer runtime, this example is also applicable to the full dataset.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "76",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:48.208683Z",
     "iopub.status.busy": "2026-01-13T10:35:48.208608Z",
     "iopub.status.idle": "2026-01-13T10:35:48.226483Z",
     "shell.execute_reply": "2026-01-13T10:35:48.225871Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Shape of data for ICA-ERBM: (30, 2616)\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/miniconda3/envs/cedalion_250922/lib/python3.11/site-packages/xarray/core/variable.py:315: UnitStrippedWarning: The unit of the quantity is stripped when downcasting to ndarray.\n",
      "  data = np.asarray(data)\n"
     ]
    }
   ],
   "source": [
    "# Choose the best 30 channels based on the percentage of time clean\n",
    "id_best_channels = np.argsort(perc_time_clean).values[-30:]\n",
    "best_channels = fnirs_data['channel'][id_best_channels]\n",
    "\n",
    "# Extract the best channels from the filtered data\n",
    "fnirs_best_channels = fnirs_data_filtered.sel(channel = best_channels)\n",
    "\n",
    "# Select a 10 min interval\n",
    "duration = 10 * 60  \n",
    "buffer = 60 \n",
    "fnirs_best_channels = fnirs_best_channels.sel(time=slice(buffer, buffer + duration))\n",
    "\n",
    "# Select the first wavelength\n",
    "X = fnirs_best_channels.values[:, 0, :] \n",
    "print(f\"Shape of data for ICA-ERBM: {X.shape}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77",
   "metadata": {},
   "source": [
    "### Apply ICA-ERBM  \n",
    "\n",
    "ICA-ERBM is applied to the selected channels. For the autoregressive filter used in ICA-ERBM, we use the default parameter $p = 11$. The source estimates are then computed as $\\hat S = W \\cdot X$. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "78",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:35:48.227482Z",
     "iopub.status.busy": "2026-01-13T10:35:48.227412Z",
     "iopub.status.idle": "2026-01-13T10:36:10.020756Z",
     "shell.execute_reply": "2026-01-13T10:36:10.020303Z"
    }
   },
   "outputs": [],
   "source": [
    "# Set filter length \n",
    "p = 11 \n",
    "\n",
    "# Apply ICA-ERBM to the data \n",
    "W = ICA_ERBM(X, p)\n",
    "\n",
    "# Compute separated source as S = W * X\n",
    "sources = W.dot(X)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "79",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.022606Z",
     "iopub.status.busy": "2026-01-13T10:36:10.022512Z",
     "iopub.status.idle": "2026-01-13T10:36:10.037488Z",
     "shell.execute_reply": "2026-01-13T10:36:10.037254Z"
    }
   },
   "outputs": [],
   "source": [
    "# Apply z-score normalization to the sources\n",
    "sources_zscore = sp.stats.zscore(sources, axis=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "80",
   "metadata": {},
   "source": [
    "### Selection of PPG Source\n",
    "\n",
    "From the reconstructed sources, we now want to identify those that are most similar to a PPG signal. To this end, we compare the frequency band in which the PPG signal is expected to have large amplitudes with the surrounding frequency bands. The sources with the highest contrast are selected. The PPG signal is expected to exhibit high amplitudes in a frequency band around 1 Hz."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "81",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.038707Z",
     "iopub.status.busy": "2026-01-13T10:36:10.038630Z",
     "iopub.status.idle": "2026-01-13T10:36:10.056582Z",
     "shell.execute_reply": "2026-01-13T10:36:10.056112Z"
    }
   },
   "outputs": [],
   "source": [
    "# Compute the frequency spectrum for each source\n",
    "psd_sources = np.abs(np.fft.fft(sources, axis = 1))\n",
    "\n",
    "# The frequencies corresponding to the spectrum \n",
    "freqs = np.fft.fftfreq(sources.shape[1], 1/fnirs_data_samplingrate)\n",
    "\n",
    "# Choose the indices of frequencies that are in the ppg band (0.75 - 1.25 Hz)\n",
    "ppg_band_ind = np.logical_and(freqs >= 0.75, freqs <= 1.25) \n",
    "\n",
    "# Choose the indices of frequencies that are in the band (0 - 0.75 Hz and 1.25 - 3.0 Hz)\n",
    "comp_band =  np.logical_and(freqs >= 0, freqs < 0.75) +  np.logical_and(freqs > 1.25 , freqs <= 3.0) \n",
    "\n",
    "# Compute the quotient of the  ppg band and the contrast band\n",
    "psd_quotient = np.sum(psd_sources[:, ppg_band_ind], axis = 1 ) / np.sum(psd_sources[:, comp_band], axis = 1 )\n",
    "\n",
    "# Choose the indices of the sources with the highest contrast \n",
    "max_contrast_index = np.argsort(psd_quotient, axis = 0 )[-5:]\n",
    "\n",
    "# Reverse the order of the indices to have the highest contrast first\n",
    "max_contrast_index = max_contrast_index[::-1]   \n",
    "\n",
    "# Choose the sources with the highest contrast\n",
    "ppg_sources = sources_zscore[max_contrast_index, :]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "82",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.058139Z",
     "iopub.status.busy": "2026-01-13T10:36:10.057972Z",
     "iopub.status.idle": "2026-01-13T10:36:10.504523Z",
     "shell.execute_reply": "2026-01-13T10:36:10.504182Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the sources with the highest contrast and their frequency spectrum\n",
    "fig, ax = plt.subplots(ppg_sources.shape[0], 2, figsize=(12, 2 * ppg_sources.shape[0]))\n",
    "\n",
    "for i in range(ppg_sources.shape[0]):\n",
    "    # Plot the source for 60 seconds\n",
    "    samples = int(fnirs_data_samplingrate * 60 * 1)\n",
    "    ax[i, 0].plot( 1/fnirs_data_samplingrate * np.arange(0,samples), ppg_sources[i, :samples], label=f\"Source {max_contrast_index[i]+1}\")\n",
    "    ax[i, 0].set_title(f\"Source {max_contrast_index[i] + 1}\", fontsize=10)\n",
    "\n",
    "    # Plot frequency spectrum of the source\n",
    "    psd = np.abs(np.fft.rfft(ppg_sources[i, :])) ** 2\n",
    "    x_freqs = np.fft.rfftfreq(ppg_sources.shape[1], 1 / fnirs_data_samplingrate)\n",
    "    ax[i, 1].plot(x_freqs, psd, label=\"Contrast Band\")\n",
    "    ax[i, 1].set_title(f\"Frequency Spectrum of Source {max_contrast_index[i]+1}, Contrast Quotient: {psd_quotient[max_contrast_index[i]]:.2f}\",  fontsize=10)\n",
    "\n",
    "    # Highlight the PPG band in the frequency spectrum\n",
    "    highlight_ppg_band = np.logical_and(x_freqs >= 0.75, x_freqs <= 1.25)\n",
    "    ax[i, 1].plot(x_freqs[highlight_ppg_band], psd[highlight_ppg_band], color='orange', label='PPG Band')\n",
    "\n",
    "ax[0, 1].legend()\n",
    "ax[i, 0].set_xlabel(\"Time / s\")\n",
    "ax[i, 1].set_xlabel(\"Frequency / Hz\")\n",
    "fig.suptitle(\"PPG Sources\", fontsize=16)\n",
    "plt.tight_layout()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83",
   "metadata": {},
   "source": [
    "### Selection of Mayer Wave Source\n",
    "\n",
    "Mayer waves are expected to have a frequency around 0.1 Hz. Similar to the PPG sources above, we will use the contrast between the frequency band around 0.1 Hz and the surrounding bands to rank the sources and identify those that are most similar to the Mayer wave."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "84",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.508127Z",
     "iopub.status.busy": "2026-01-13T10:36:10.508002Z",
     "iopub.status.idle": "2026-01-13T10:36:10.525115Z",
     "shell.execute_reply": "2026-01-13T10:36:10.524829Z"
    }
   },
   "outputs": [],
   "source": [
    "# Choose the indices of frequencies that are in the Mayer Wave band (0.05 - 0.15 Hz)\n",
    "mw_band_ind = np.logical_and(freqs >= 0.05, freqs <= 0.15) \n",
    "\n",
    "# Choose the indices of frequencies that are in the band (0 - 0.05 Hz and 0.15 - 3.0 Hz)\n",
    "comp_band =  np.logical_and(freqs >= 0, freqs < 0.05) +  np.logical_and(freqs > 0.15 , freqs <= 3.0) \n",
    "\n",
    "# Compute the quotient of the Mayer Wave band and the contrast band\n",
    "psd_quotient = np.sum(psd_sources[:, mw_band_ind], axis = 1 ) / np.sum(psd_sources[:, comp_band], axis = 1 )\n",
    "\n",
    "# Choose the indices of the sources with the highest contrast \n",
    "max_contrast_index = np.argsort(psd_quotient, axis = 0 )[-5:]\n",
    "\n",
    "# Reverse the order of the indices to have the highest contrast first\n",
    "max_contrast_index = max_contrast_index[::-1]   \n",
    "\n",
    "# Extract the sources with the highest contrast\n",
    "mw_sources = sources_zscore[max_contrast_index, :]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "85",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.527099Z",
     "iopub.status.busy": "2026-01-13T10:36:10.527024Z",
     "iopub.status.idle": "2026-01-13T10:36:10.900395Z",
     "shell.execute_reply": "2026-01-13T10:36:10.900038Z"
    },
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the sources with the highest contrast and their frequency spectrum\n",
    "fig, ax = plt.subplots(mw_sources.shape[0], 2, figsize=(12, 2 * mw_sources.shape[0]))\n",
    "\n",
    "for i in range(mw_sources.shape[0]):\n",
    "    # Plot the source for 60 seconds\n",
    "    samples = int(fnirs_data_samplingrate * 60 * 1)\n",
    "    ax[i, 0].plot( 1/fnirs_data_samplingrate * np.arange(0,samples), mw_sources[i, : samples], label=f\"Source {max_contrast_index[i]+1}\")\n",
    "    ax[i, 0].set_title(f\"Source {max_contrast_index[i] + 1}\", fontsize=10)\n",
    "\n",
    "    # Plot frequency spectrum of the source\n",
    "    psd = np.abs(np.fft.rfft(mw_sources[i, :])) ** 2\n",
    "    x_freqs = np.fft.rfftfreq(mw_sources.shape[1], 1 / fnirs_data_samplingrate)\n",
    "    ax[i, 1].plot(x_freqs, psd, label=\"Contrast Band\")\n",
    "    ax[i, 1].set_title(f\"Frequency Spectrum of Source {max_contrast_index[i]+1}, Contrast Quotient: {psd_quotient[max_contrast_index[i]]:.2f}\",  fontsize=10)\n",
    "\n",
    "    # Highlight the Mayer Wave band in the frequency spectrum\n",
    "    highlight_mw_band = np.logical_and(x_freqs >= 0.05, x_freqs <= 0.15) \n",
    "    ax[i, 1].plot(x_freqs[highlight_mw_band], psd[highlight_mw_band], color='orange', label='Mayer Wave Band')\n",
    "\n",
    "ax[0, 1].legend()\n",
    "ax[i, 0].set_xlabel(\"Time / s\")\n",
    "ax[i, 1].set_xlabel(\"Frequency / Hz\")\n",
    "fig.suptitle(\"Mayer Wave Sources\", fontsize=16)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86",
   "metadata": {},
   "source": [
    "## Single Trial Classification\n",
    "\n",
    "The last section of this notebook demonstrates how Cedalion interfaces with scikit-learn to train a simple single-subject, single-trial classifier. The focus is on data flow: performing preprocessing with short-channel regression within a cross-validation scheme, extracting features from epochs, and passing these features to scikit-learn for training and evaluation while preserving feature metadata to allow tracing each feature back to its origin."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "87",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:10.902557Z",
     "iopub.status.busy": "2026-01-13T10:36:10.902452Z",
     "iopub.status.idle": "2026-01-13T10:36:11.175565Z",
     "shell.execute_reply": "2026-01-13T10:36:11.175271Z"
    }
   },
   "outputs": [],
   "source": [
    "from sklearn.discriminant_analysis import LinearDiscriminantAnalysis\n",
    "from sklearn.preprocessing import LabelEncoder\n",
    "from sklearn.inspection import permutation_importance\n",
    "\n",
    "import cedalion.models.glm as glm\n",
    "import cedalion.mlutils as mlutils"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "88",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:11.177382Z",
     "iopub.status.busy": "2026-01-13T10:36:11.177046Z",
     "iopub.status.idle": "2026-01-13T10:36:11.793073Z",
     "shell.execute_reply": "2026-01-13T10:36:11.792852Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>onset</th>\n",
       "      <th>duration</th>\n",
       "      <th>value</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>trial_type</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Motor/Left</th>\n",
       "      <td>32</td>\n",
       "      <td>32</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Motor/Right</th>\n",
       "      <td>32</td>\n",
       "      <td>32</td>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             onset  duration  value\n",
       "trial_type                         \n",
       "Motor/Left      32        32     32\n",
       "Motor/Right     32        32     32"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>onset</th>\n",
       "      <th>duration</th>\n",
       "      <th>value</th>\n",
       "      <th>trial_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>8.486912</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>38.764544</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Right</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>69.042176</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Right</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>99.549184</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>129.597440</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>1837.301760</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>60</th>\n",
       "      <td>1868.496896</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>61</th>\n",
       "      <td>1899.003904</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Right</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>62</th>\n",
       "      <td>1931.116544</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Right</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>63</th>\n",
       "      <td>1962.541056</td>\n",
       "      <td>10.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Motor/Left</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>64 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          onset  duration  value   trial_type\n",
       "0      8.486912      10.0    1.0   Motor/Left\n",
       "1     38.764544      10.0    1.0  Motor/Right\n",
       "2     69.042176      10.0    1.0  Motor/Right\n",
       "3     99.549184      10.0    1.0   Motor/Left\n",
       "4    129.597440      10.0    1.0   Motor/Left\n",
       "..          ...       ...    ...          ...\n",
       "59  1837.301760      10.0    1.0   Motor/Left\n",
       "60  1868.496896      10.0    1.0   Motor/Left\n",
       "61  1899.003904      10.0    1.0  Motor/Right\n",
       "62  1931.116544      10.0    1.0  Motor/Right\n",
       "63  1962.541056      10.0    1.0   Motor/Left\n",
       "\n",
       "[64 rows x 4 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "rec = cedalion.data.get_fingertappingDOT()\n",
    "\n",
    "# assign string labels to events and pool finger-tapping and ball-squeezing trials\n",
    "rec.stim.cd.rename_events(\n",
    "    {\n",
    "        \"1\": \"Control\",\n",
    "        \"2\": \"Motor/Left\",  # \"FTapping/Left\",\n",
    "        \"3\": \"Motor/Right\", # \"FTapping/Right\",\n",
    "        \"4\": \"Motor/Left\",  # \"BallSqueezing/Left\",\n",
    "        \"5\": \"Motor/Right\", # \"BallSqueezing/Right\",\n",
    "    }\n",
    ")\n",
    "\n",
    "# Keep only motor trials. Also remove the last trial so that there \n",
    "# are equal numbers of trials for Motor/Left and Motor/Right\n",
    "rec.stim = (\n",
    "    rec.stim[rec.stim.trial_type.str.startswith(\"Motor\")]\n",
    "    .sort_values(\"onset\")\n",
    "    .reset_index(drop=True)\n",
    "    .iloc[:-1]\n",
    ")\n",
    "\n",
    "display(rec.stim.groupby(\"trial_type\").count())\n",
    "display(rec.stim)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89",
   "metadata": {},
   "source": [
    "### Preprocessing the dataset\n",
    "\n",
    "As in previous notebooks, motion artifacts are corrected with the TDDR and wavelet algorithms. The data is transformed into optical densities and a global component is subtracted. After bandpass filtering, concentration changes are calculated."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "90",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:11.793916Z",
     "iopub.status.busy": "2026-01-13T10:36:11.793844Z",
     "iopub.status.idle": "2026-01-13T10:36:13.208443Z",
     "shell.execute_reply": "2026-01-13T10:36:13.207972Z"
    }
   },
   "outputs": [],
   "source": [
    "rec[\"od\"] = cedalion.nirs.cw.int2od(rec[\"amp\"])\n",
    "rec[\"od_tddr\"] = motion.tddr(rec[\"od\"])\n",
    "rec[\"od_wavelet\"] = motion.wavelet(rec[\"od_tddr\"])\n",
    "\n",
    "# see 2_tutorial_preprocessing.ipynb for channel selection\n",
    "bad_channels = ['S13D26', 'S14D28']\n",
    "\n",
    "rec[\"od_clean\"] = rec[\"od_wavelet\"].sel(channel=~rec[\"od\"].channel.isin(['S13D26', 'S14D28']))\n",
    "\n",
    "od_var = quality.measurement_variance(rec[\"od_clean\"], calc_covariance=False)\n",
    "\n",
    "rec[\"od_mean_subtracted\"], global_comp = physio.global_component_subtract(\n",
    "    rec[\"od_clean\"], ts_weights=1 / od_var, k=0\n",
    ")\n",
    "\n",
    "rec[\"od_freqfiltered\"] = rec[\"od_mean_subtracted\"].cd.freq_filter(\n",
    "#rec[\"od_freqfiltered\"] = rec[\"od_clean\"].cd.freq_filter(\n",
    "    fmin=0.01, fmax=0.5, butter_order=4\n",
    ")\n",
    "\n",
    "dpf = xr.DataArray(\n",
    "    [6, 6],\n",
    "    dims=\"wavelength\",\n",
    "    coords={\"wavelength\": rec[\"amp\"].wavelength},\n",
    ")\n",
    "\n",
    "rec[\"conc\"] = cedalion.nirs.cw.od2conc(rec[\"od_freqfiltered\"], rec.geo3d, dpf)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "91",
   "metadata": {},
   "source": [
    "### Short-channel regression\n",
    "\n",
    "Following the approach of [von Lühmann et al. (2020)](https://www.frontiersin.org/journals/human-neuroscience/articles/10.3389/fnhum.2020.00030/full), we apply a GLM to regress out physiological noise, thereby improving single-trial classification performance. To incorporate the GLM into a cross-validaton scheme, the design matrix will be masked for each cross-validation fold."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "92",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:13.209715Z",
     "iopub.status.busy": "2026-01-13T10:36:13.209622Z",
     "iopub.status.idle": "2026-01-13T10:36:13.242640Z",
     "shell.execute_reply": "2026-01-13T10:36:13.242204Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DesignMatrix(common=['HRF Motor/Left','HRF Motor/Right','Drift 0','Drift 1','short'], channel_wise=[])"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# separate long and short channels\n",
    "rec[\"conc_long\"], rec[\"conc_short\"] = cedalion.nirs.split_long_short_channels(\n",
    "    rec[\"conc\"], rec.geo3d, distance_threshold=22.5 * units.mm\n",
    ")\n",
    "\n",
    "# define the design matrix\n",
    "dms = (\n",
    "    glm.design_matrix.hrf_regressors(\n",
    "        rec[\"conc_long\"],\n",
    "        rec.stim,\n",
    "        glm.Gamma(tau=0 * units.s, sigma=3 * units.s),\n",
    "    )\n",
    "    & glm.design_matrix.drift_regressors(rec[\"conc_long\"], drift_order=1)\n",
    "    & glm.design_matrix.average_short_channel_regressor(rec[\"conc_short\"])\n",
    ")\n",
    "dms"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93",
   "metadata": {},
   "source": [
    "The dataset has 64 trials, with equal numbers of \"Motor/Left\" and \"Motor/Right\" conditions.  In the following this dataset is split into 4 folds using the function `mlutils.cv.create_cv_splits`.\n",
    "\n",
    "For each fold, a masked design matrix is created by setting the time segment used for testing to zero.\n",
    "\n",
    "The GLM parameters are estimated and the signal components explained by nuisance regressors are subtracted.\n",
    "\n",
    "Finally, the time series is segmented into epochs, yielding for each cross-validation fold an array of samples, to which the trial information required for training is appended as additional coordinates."
   ]
  },
  {
   "cell_type": "code",
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    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:13.244078Z",
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     "iopub.status.idle": "2026-01-13T10:36:14.517664Z",
     "shell.execute_reply": "2026-01-13T10:36:14.517051Z"
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   ],
   "source": [
    "n_splits = 4\n",
    "before = 5 * cedalion.units.s\n",
    "after = 25 * cedalion.units.s\n",
    "\n",
    "\n",
    "cv_folds = []\n",
    "\n",
    "for i_split, (df_stim_train, df_stim_test) in enumerate(\n",
    "    mlutils.cv.create_cv_splits(rec.stim, n_splits)\n",
    "):\n",
    "    # short-channel regression (SCR):\n",
    "    \n",
    "    # zero-out design matrix in test segment\n",
    "    dms_masked = mlutils.cv.mask_design_matrix(\n",
    "        dms,\n",
    "        df_stim_test,\n",
    "        before=before,\n",
    "        after=after,\n",
    "    )\n",
    "    \n",
    "    # fit long channels with masked design matrix\n",
    "    result = glm.fit(rec[\"conc_long\"], dms_masked, noise_model=\"ols\")\n",
    "\n",
    "    # compute component explained by short-channel regressor\n",
    "    short_component = glm.predict(\n",
    "        rec[\"conc_long\"],\n",
    "        result.sm.params.sel(regressor=[\"short\", \"Drift 0\", \"Drift 1\"]),\n",
    "        dms_masked,\n",
    "    )\n",
    "    short_component = short_component.pint.quantify(rec[\"conc_long\"].pint.units)\n",
    "\n",
    "    # subtract short component\n",
    "    conc_long_scr = rec[\"conc_long\"] - short_component\n",
    "\n",
    "    # split time series into epochs\n",
    "    epochs = conc_long_scr.cd.to_epochs(\n",
    "        rec.stim,\n",
    "        [\"Motor/Left\", \"Motor/Right\"],\n",
    "        before=before,\n",
    "        after=after,\n",
    "    )\n",
    "\n",
    "    # baseline correction\n",
    "    baseline = epochs.sel(reltime=(epochs.reltime < 0)).mean(\"reltime\")\n",
    "    epochs = epochs - baseline\n",
    "\n",
    "    # assign train-/test-set membership...\n",
    "    is_train = np.zeros(epochs.sizes[\"epoch\"], dtype=bool)\n",
    "    is_test = np.zeros(epochs.sizes[\"epoch\"], dtype=bool)\n",
    "    is_train[df_stim_train.index.values] = True\n",
    "    is_test[df_stim_test.index.values] = True\n",
    "\n",
    "    # ... and digitized trial labels ...\n",
    "    label_encoder = LabelEncoder()\n",
    "    y = label_encoder.fit_transform(epochs.trial_type.values)\n",
    "\n",
    "    # ... as coordinates to the DataArray\n",
    "    epochs = epochs.assign_coords(\n",
    "        {\n",
    "            \"is_train\": (\"epoch\", is_train),\n",
    "            \"is_test\": (\"epoch\", is_test),\n",
    "            \"y\" : (\"epoch\", y)\n",
    "         }\n",
    "    )\n",
    "\n",
    "    cv_folds.append(epochs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95",
   "metadata": {},
   "source": [
    "For each cross-validation fold the epoched time series looks like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "96",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:14.518596Z",
     "iopub.status.busy": "2026-01-13T10:36:14.518511Z",
     "iopub.status.idle": "2026-01-13T10:36:14.541809Z",
     "shell.execute_reply": "2026-01-13T10:36:14.541435Z"
    }
   },
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (epoch: 64, chromo: 2, channel: 44, reltime: 132)&gt; Size: 6MB\n",
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       "    is_train    (epoch) bool 64B False False False False ... True True True True\n",
       "    is_test     (epoch) bool 64B True True True True ... False False False False\n",
       "    y           (epoch) int64 512B 0 1 1 0 0 0 1 1 1 0 1 ... 0 1 1 0 1 0 0 1 1 0\n",
       "Dimensions without coordinates: epoch</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span>epoch</span>: 64</li><li><span class='xr-has-index'>chromo</span>: 2</li><li><span class='xr-has-index'>channel</span>: 44</li><li><span class='xr-has-index'>reltime</span>: 132</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a8fbb6ae-eb97-4fba-9832-6b12d85daf5d' class='xr-array-in' type='checkbox' ><label for='section-a8fbb6ae-eb97-4fba-9832-6b12d85daf5d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[µM] 0.06823 0.04856 0.04232 0.03702 ... 0.0395 0.03601 0.03161</span></div><div class='xr-array-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[[0.0682325401653515 0.048562114088063574 ... 0.12824979448958035    0.11105484128228782]   [0.009251938677418942 0.012330222487402884 ... 0.04340355217190095    0.038913537517024005]   ...   [0.06030720585596816 0.05518279570870967 ... 0.061402109422439725    0.04668528832515668]   [0.06507791256641021 0.052823544873181964 ... 0.053973938784893094    0.05050281638030252]]  [[-0.02686096601541299 -0.02596132841018419 ... -0.09297650528082166    -0.09363308405117649]   [-0.02951568750779961 -0.021645909691550235 ... -0.10811738868519219    -0.10921647077172555]   ...   [-0.010574361619808056 -0.0047563056249173485 ...    0.006894407490622386 0.004866815315345969]   [0.005201151762154077 0.00843936844182902 ... 0.012573829268491722    0.011540614608117497]]] [[[0.007269161126473082 -0.00838548169595663 ... 0.008409295508672601    0.002968831592591828]   [0.03353168352830193 0.028471027359126384 ... -0.15144582321014957    -0.16632378613129148]   ...   [-0.00443644873676205 -0.011902130643707574 ... 0.14628535877195395    0.16209403321647867]   [0.010906707183017261 0.00985999664927648 ... 0.09235138279616016    0.10897622323048468]]  [[-0.0041290594807408855 -0.0030117849631084957 ...    -0.02299089015595515 -0.02878425495667749]   [0.022433752365550855 0.023274509931941398 ... 0.03173107223399302    0.024381052051286198]   ...   [0.005529963099802252 0.0035839756955832356 ...    0.0007850013049279184 0.004690380073813978]   [0.004647344736379533 0.0045159965978493425 ... 0.025812892223537415    0.030457980522895844]]] ... [[[0.03744320495983269 0.02394883879407049 ... 0.027052300263615936    0.01861947277060247]   [0.014692182514874419 0.011611235141284822 ... 0.126719866705567    0.12757454321950606]   ...   [-0.03374791060012771 -0.029180763241227307 ... -0.157455723802765    -0.15994892775767044]   [-0.019986147309516207 -0.013452276012119409 ... -0.0942643465795189    -0.09550215278204224]]  [[0.005205250311599831 0.0037141828015145525 ... 0.08295095275594551    0.08773374656648472]   [-0.023050350966824062 -0.01956850796589464 ... 0.11688495720757586    0.12071182882083378]   ...   [0.010205946065462556 0.011880500469565007 ... 0.033384213264380645    0.03222657465052971]   [0.012699865255807167 0.014605157416036052 ... 0.040357096350967674    0.0362609922917098]]] [[[0.03893156079570126 0.0339085738323055 ... 0.008637074915551917    0.017445109628260742]   [0.08276321426604005 0.07611508407802338 ... -0.058475944471158725    -0.047563656989308756]   ...   [-0.04967892002808101 -0.03776900426123046 ... -0.12175616993005663    -0.12858941237301505]   [-0.0417482838378337 -0.03486714581515826 ... -0.11273505970865384    -0.11932821133004344]]  [[0.024424589451600483 0.02501008777547222 ... -0.025312469091883307    -0.026195121372656314]   [0.03888235975387582 0.038511540936130954 ... -0.008231904907289353    -0.009079663761596315]   ...   [0.015868737947805484 0.014139468005330953 ... 0.029905136810569066    0.029458445664685657]   [0.008926586786286706 0.008069977905865531 ... 0.03600877377452828    0.031611660602697364]]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>micromolar</td></tr></tbody></table></div></div></li><li class='xr-section-item'><input id='section-30ba8380-5211-461c-8f51-ae4a55848ce9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-30ba8380-5211-461c-8f51-ae4a55848ce9' class='xr-section-summary' >Coordinates: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>reltime</span></div><div class='xr-var-dims'>(reltime)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-5.038 -4.809 -4.58 ... 24.73 24.96</div><input id='attrs-a219d5d8-b5fd-4815-925e-1194eeeb4813' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a219d5d8-b5fd-4815-925e-1194eeeb4813' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e8c0553-efcf-4c21-a602-b6a1e840e423' class='xr-var-data-in' type='checkbox'><label for='data-0e8c0553-efcf-4c21-a602-b6a1e840e423' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-5.038, -4.809, -4.58 , -4.351, -4.122, -3.893, -3.664, -3.435, -3.206,\n",
       "       -2.977, -2.748, -2.519, -2.29 , -2.061, -1.832, -1.603, -1.374, -1.145,\n",
       "       -0.916, -0.687, -0.458, -0.229,  0.   ,  0.229,  0.458,  0.687,  0.916,\n",
       "        1.145,  1.374,  1.603,  1.832,  2.061,  2.29 ,  2.519,  2.748,  2.977,\n",
       "        3.206,  3.435,  3.664,  3.893,  4.122,  4.351,  4.58 ,  4.809,  5.038,\n",
       "        5.267,  5.496,  5.725,  5.954,  6.183,  6.412,  6.641,  6.87 ,  7.099,\n",
       "        7.328,  7.557,  7.786,  8.015,  8.244,  8.473,  8.702,  8.931,  9.16 ,\n",
       "        9.389,  9.618,  9.847, 10.076, 10.305, 10.534, 10.763, 10.992, 11.221,\n",
       "       11.45 , 11.679, 11.908, 12.137, 12.366, 12.595, 12.824, 13.053, 13.282,\n",
       "       13.511, 13.74 , 13.969, 14.198, 14.427, 14.656, 14.885, 15.114, 15.343,\n",
       "       15.572, 15.801, 16.03 , 16.259, 16.488, 16.717, 16.946, 17.175, 17.404,\n",
       "       17.633, 17.862, 18.091, 18.32 , 18.549, 18.778, 19.007, 19.236, 19.465,\n",
       "       19.694, 19.923, 20.152, 20.381, 20.61 , 20.839, 21.068, 21.297, 21.526,\n",
       "       21.755, 21.984, 22.213, 22.442, 22.671, 22.9  , 23.129, 23.358, 23.587,\n",
       "       23.816, 24.045, 24.274, 24.503, 24.732, 24.961])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>trial_type</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>&lt;U11</div><div class='xr-var-preview xr-preview'>&#x27;Motor/Left&#x27; ... &#x27;Motor/Left&#x27;</div><input id='attrs-d1989531-5e37-4e89-a825-cdda6cd479b8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d1989531-5e37-4e89-a825-cdda6cd479b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a226f954-2f78-4c7a-843c-c7c4623538dd' class='xr-var-data-in' type='checkbox'><label for='data-a226f954-2f78-4c7a-843c-c7c4623538dd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Motor/Left&#x27;, &#x27;Motor/Right&#x27;, ..., &#x27;Motor/Right&#x27;, &#x27;Motor/Left&#x27;],\n",
       "      shape=(64,), dtype=&#x27;&lt;U11&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(chromo)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbR&#x27;</div><input id='attrs-a9818989-90e5-444c-83c3-dd3791e7bac9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9818989-90e5-444c-83c3-dd3791e7bac9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-546828c6-7d3e-4597-9683-f92fb6902944' class='xr-var-data-in' type='checkbox'><label for='data-546828c6-7d3e-4597-9683-f92fb6902944' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1D6&#x27; &#x27;S1D8&#x27; ... &#x27;S14D25&#x27; &#x27;S14D27&#x27;</div><input id='attrs-38a43809-e360-4286-a1e6-3dc886c986ec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-38a43809-e360-4286-a1e6-3dc886c986ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59d93857-3f7c-4a47-8803-230a09db3353' class='xr-var-data-in' type='checkbox'><label for='data-59d93857-3f7c-4a47-8803-230a09db3353' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D6&#x27;, &#x27;S1D8&#x27;, &#x27;S2D5&#x27;, &#x27;S2D9&#x27;, &#x27;S3D1&#x27;, &#x27;S3D5&#x27;, &#x27;S3D11&#x27;, &#x27;S3D14&#x27;,\n",
       "       &#x27;S4D2&#x27;, &#x27;S4D4&#x27;, &#x27;S4D7&#x27;, &#x27;S4D10&#x27;, &#x27;S4D13&#x27;, &#x27;S4D15&#x27;, &#x27;S5D3&#x27;, &#x27;S5D6&#x27;,\n",
       "       &#x27;S5D12&#x27;, &#x27;S5D16&#x27;, &#x27;S6D8&#x27;, &#x27;S6D12&#x27;, &#x27;S7D9&#x27;, &#x27;S7D11&#x27;, &#x27;S8D22&#x27;, &#x27;S8D24&#x27;,\n",
       "       &#x27;S9D21&#x27;, &#x27;S9D25&#x27;, &#x27;S10D17&#x27;, &#x27;S10D21&#x27;, &#x27;S10D27&#x27;, &#x27;S10D30&#x27;, &#x27;S11D18&#x27;,\n",
       "       &#x27;S11D20&#x27;, &#x27;S11D23&#x27;, &#x27;S11D26&#x27;, &#x27;S11D29&#x27;, &#x27;S11D31&#x27;, &#x27;S12D19&#x27;, &#x27;S12D22&#x27;,\n",
       "       &#x27;S12D28&#x27;, &#x27;S12D32&#x27;, &#x27;S13D24&#x27;, &#x27;S13D28&#x27;, &#x27;S14D25&#x27;, &#x27;S14D27&#x27;],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>source</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27; &#x27;S1&#x27; &#x27;S2&#x27; ... &#x27;S14&#x27; &#x27;S14&#x27;</div><input id='attrs-0ddbc33c-a7a5-402d-b96b-29bc1e6d5e3a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0ddbc33c-a7a5-402d-b96b-29bc1e6d5e3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cde082ad-e623-4646-8607-de9fd72330b7' class='xr-var-data-in' type='checkbox'><label for='data-cde082ad-e623-4646-8607-de9fd72330b7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;S1&#x27;), np.str_(&#x27;S1&#x27;), ..., np.str_(&#x27;S14&#x27;), np.str_(&#x27;S14&#x27;)],\n",
       "      shape=(44,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>detector</span></div><div class='xr-var-dims'>(channel)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;D6&#x27; &#x27;D8&#x27; &#x27;D5&#x27; ... &#x27;D25&#x27; &#x27;D27&#x27;</div><input id='attrs-b9740d5a-737f-4671-afff-78dd3ff02007' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b9740d5a-737f-4671-afff-78dd3ff02007' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73c1bb4b-ead4-496a-9e56-078dbfa99b2e' class='xr-var-data-in' type='checkbox'><label for='data-73c1bb4b-ead4-496a-9e56-078dbfa99b2e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;D6&#x27;), np.str_(&#x27;D8&#x27;), ..., np.str_(&#x27;D25&#x27;), np.str_(&#x27;D27&#x27;)],\n",
       "      shape=(44,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>is_train</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... True True</div><input id='attrs-beaf665a-4f2c-49bd-8625-14bcbd7512a8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-beaf665a-4f2c-49bd-8625-14bcbd7512a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b2fceda-07bc-48c4-80fd-3337c6725482' class='xr-var-data-in' type='checkbox'><label for='data-9b2fceda-07bc-48c4-80fd-3337c6725482' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([False, False, ...,  True,  True], shape=(64,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>is_test</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>True True True ... False False</div><input id='attrs-64c9877b-650b-4549-af34-7cc7df9016e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64c9877b-650b-4549-af34-7cc7df9016e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c846bcc9-dcff-4fb0-91be-796eaaa38628' class='xr-var-data-in' type='checkbox'><label for='data-c846bcc9-dcff-4fb0-91be-796eaaa38628' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ True,  True, ..., False, False], shape=(64,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 1 0 0 0 1 1 ... 1 0 1 0 0 1 1 0</div><input id='attrs-8c22e15c-7bac-4bac-9635-3758b968dc5f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8c22e15c-7bac-4bac-9635-3758b968dc5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2da4f3a5-6cb6-404e-93ab-565ec57f6400' class='xr-var-data-in' type='checkbox'><label for='data-2da4f3a5-6cb6-404e-93ab-565ec57f6400' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, ..., 1, 0], shape=(64,))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-09fa0303-fc7d-4acf-bb2e-dfc4894eb508' class='xr-section-summary-in' type='checkbox'  ><label for='section-09fa0303-fc7d-4acf-bb2e-dfc4894eb508' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>reltime</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-90a12c1a-28fc-4dca-9a38-510a3805fe76' class='xr-index-data-in' type='checkbox'/><label for='index-90a12c1a-28fc-4dca-9a38-510a3805fe76' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([             -5.038,              -4.809,               -4.58,\n",
       "                    -4.351,              -4.122, -3.8930000000000002,\n",
       "                    -3.664,              -3.435,              -3.206,\n",
       "       -2.9770000000000003,\n",
       "       ...\n",
       "        22.900000000000002,              23.129,              23.358,\n",
       "                    23.587,  23.816000000000003,              24.045,\n",
       "                    24.274,              24.503,              24.732,\n",
       "        24.961000000000002],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;reltime&#x27;, length=132))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>chromo</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-9826cefe-63db-4cf9-8e77-5e32ece27d31' class='xr-index-data-in' type='checkbox'/><label for='index-9826cefe-63db-4cf9-8e77-5e32ece27d31' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;HbO&#x27;, &#x27;HbR&#x27;], dtype=&#x27;object&#x27;, name=&#x27;chromo&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>channel</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-2b341cd4-d474-4d76-90d9-04576d5e42a0' class='xr-index-data-in' type='checkbox'/><label for='index-2b341cd4-d474-4d76-90d9-04576d5e42a0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;S1D6&#x27;, &#x27;S1D8&#x27;, &#x27;S2D5&#x27;, &#x27;S2D9&#x27;, &#x27;S3D1&#x27;, &#x27;S3D5&#x27;, &#x27;S3D11&#x27;, &#x27;S3D14&#x27;,\n",
       "       &#x27;S4D2&#x27;, &#x27;S4D4&#x27;, &#x27;S4D7&#x27;, &#x27;S4D10&#x27;, &#x27;S4D13&#x27;, &#x27;S4D15&#x27;, &#x27;S5D3&#x27;, &#x27;S5D6&#x27;,\n",
       "       &#x27;S5D12&#x27;, &#x27;S5D16&#x27;, &#x27;S6D8&#x27;, &#x27;S6D12&#x27;, &#x27;S7D9&#x27;, &#x27;S7D11&#x27;, &#x27;S8D22&#x27;, &#x27;S8D24&#x27;,\n",
       "       &#x27;S9D21&#x27;, &#x27;S9D25&#x27;, &#x27;S10D17&#x27;, &#x27;S10D21&#x27;, &#x27;S10D27&#x27;, &#x27;S10D30&#x27;, &#x27;S11D18&#x27;,\n",
       "       &#x27;S11D20&#x27;, &#x27;S11D23&#x27;, &#x27;S11D26&#x27;, &#x27;S11D29&#x27;, &#x27;S11D31&#x27;, &#x27;S12D19&#x27;, &#x27;S12D22&#x27;,\n",
       "       &#x27;S12D28&#x27;, &#x27;S12D32&#x27;, &#x27;S13D24&#x27;, &#x27;S13D28&#x27;, &#x27;S14D25&#x27;, &#x27;S14D27&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;channel&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a2486c00-958a-4f0d-8d40-2c59d1387ef4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a2486c00-958a-4f0d-8d40-2c59d1387ef4' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (epoch: 64, chromo: 2, channel: 44, reltime: 132)> Size: 6MB\n",
       "[µM] 0.06823 0.04856 0.04232 0.03702 0.03248 ... 0.04141 0.0395 0.03601 0.03161\n",
       "Coordinates:\n",
       "  * reltime     (reltime) float64 1kB -5.038 -4.809 -4.58 ... 24.5 24.73 24.96\n",
       "    trial_type  (epoch) <U11 3kB 'Motor/Left' 'Motor/Right' ... 'Motor/Left'\n",
       "  * chromo      (chromo) <U3 24B 'HbO' 'HbR'\n",
       "  * channel     (channel) object 352B 'S1D6' 'S1D8' 'S2D5' ... 'S14D25' 'S14D27'\n",
       "    source      (channel) object 352B 'S1' 'S1' 'S2' 'S2' ... 'S13' 'S14' 'S14'\n",
       "    detector    (channel) object 352B 'D6' 'D8' 'D5' 'D9' ... 'D28' 'D25' 'D27'\n",
       "    is_train    (epoch) bool 64B False False False False ... True True True True\n",
       "    is_test     (epoch) bool 64B True True True True ... False False False False\n",
       "    y           (epoch) int64 512B 0 1 1 0 0 0 1 1 1 0 1 ... 0 1 1 0 1 0 0 1 1 0\n",
       "Dimensions without coordinates: epoch"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cv_folds[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97",
   "metadata": {},
   "source": [
    "The hemodynamic response to the two motor tasks can be visualized by block-averaging these epochs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "98",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:14.542768Z",
     "iopub.status.busy": "2026-01-13T10:36:14.542682Z",
     "iopub.status.idle": "2026-01-13T10:36:15.422072Z",
     "shell.execute_reply": "2026-01-13T10:36:15.421755Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x1000 with 49 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "blockaverage = cv_folds[0].groupby(\"trial_type\").mean(\"epoch\")\n",
    "\n",
    "# Plot block averages. Please ignore errors if the plot is too small in the HD case\n",
    "\n",
    "noPlts2 = int(np.ceil(np.sqrt(len(blockaverage.channel))))\n",
    "f,ax = plt.subplots(noPlts2,noPlts2, figsize=(12,10))\n",
    "ax = ax.flatten()\n",
    "for i_ch, ch in enumerate(blockaverage.channel):\n",
    "    for ls, trial_type in zip([\"-\", \"--\"], blockaverage.trial_type):\n",
    "        ax[i_ch].plot(blockaverage.reltime, blockaverage.sel(chromo=\"HbO\", trial_type=trial_type, channel=ch), \"r\", lw=2, ls=ls)\n",
    "        ax[i_ch].plot(blockaverage.reltime, blockaverage.sel(chromo=\"HbR\", trial_type=trial_type, channel=ch), \"b\", lw=2, ls=ls)\n",
    "\n",
    "    ax[i_ch].grid(1)\n",
    "    ax[i_ch].set_title(ch.values)\n",
    "    ax[i_ch].set_ylim(-.3, .3)\n",
    "    ax[i_ch].set_axis_off()\n",
    "    ax[i_ch].axhline(0, c=\"k\")\n",
    "    ax[i_ch].axvline(0, c=\"k\")\n",
    "\n",
    "for i in range(len(blockaverage.channel), len(ax)):\n",
    "    ax[i].set_axis_off()\n",
    "\n",
    "plt.suptitle(\"HbO: r | HbR: b | left: - | right: --\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99",
   "metadata": {},
   "source": [
    "For each of the 64 epochs there are $N_{chromo} \\times N_{channel}$ time traces. From these time traces, features must get extracted. \n",
    "\n",
    "The function `mlutils.features.epoch_features` calculates common features of the hemodynamic response, such as slope, mean, maximum, minimum and area under the curve. For each feature type, a time range can be specified, over which the feature is calculated. In the present case, this yields features for each channel and chromophore, which are then stacked into a single feature dimensions. The resulting array has the shape expected by scikit-learn, ($N_{samples}, N_{features}$)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "100",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:15.423084Z",
     "iopub.status.busy": "2026-01-13T10:36:15.423008Z",
     "iopub.status.idle": "2026-01-13T10:36:15.455109Z",
     "shell.execute_reply": "2026-01-13T10:36:15.454814Z"
    }
   },
   "outputs": [
    {
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       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (epoch: 64, feature: 440)&gt; Size: 225kB\n",
       "0.02127 -0.01976 0.009303 -0.007574 -0.01678 ... 0.07023 -0.04713 0.1401 0.214\n",
       "Coordinates:\n",
       "    trial_type    (epoch) &lt;U11 3kB &#x27;Motor/Left&#x27; &#x27;Motor/Right&#x27; ... &#x27;Motor/Left&#x27;\n",
       "    source        (feature) object 4kB &#x27;S1&#x27; &#x27;S1&#x27; &#x27;S2&#x27; &#x27;S2&#x27; ... &#x27;S13&#x27; &#x27;S14&#x27; &#x27;S14&#x27;\n",
       "    detector      (feature) object 4kB &#x27;D6&#x27; &#x27;D8&#x27; &#x27;D5&#x27; &#x27;D9&#x27; ... &#x27;D28&#x27; &#x27;D25&#x27; &#x27;D27&#x27;\n",
       "    is_train      (epoch) bool 64B False False False False ... True True True\n",
       "    is_test       (epoch) bool 64B True True True True ... False False False\n",
       "    y             (epoch) int64 512B 0 1 1 0 0 0 1 1 1 0 ... 0 1 1 0 1 0 0 1 1 0\n",
       "  * feature       (feature) object 4kB MultiIndex\n",
       "  * feature_type  (feature) object 4kB &#x27;slope&#x27; &#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;auc&#x27; &#x27;auc&#x27;\n",
       "  * chromo        (feature) &lt;U3 5kB &#x27;HbO&#x27; &#x27;HbO&#x27; &#x27;HbO&#x27; ... &#x27;HbR&#x27; &#x27;HbR&#x27; &#x27;HbR&#x27;\n",
       "  * channel       (feature) object 4kB &#x27;S1D6&#x27; &#x27;S1D8&#x27; ... &#x27;S14D25&#x27; &#x27;S14D27&#x27;\n",
       "Dimensions without coordinates: epoch</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span>epoch</span>: 64</li><li><span class='xr-has-index'>feature</span>: 440</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-2766713b-7ed7-45d4-85a3-1d1c7d33b555' class='xr-array-in' type='checkbox' ><label for='section-2766713b-7ed7-45d4-85a3-1d1c7d33b555' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.02127 -0.01976 0.009303 -0.007574 ... 0.07023 -0.04713 0.1401 0.214</span></div><div class='xr-array-data'><pre>array([[ 0.02127047, -0.01976277, ...,  0.34777013,  0.81019797],\n",
       "       [ 0.00133184, -0.01490448, ...,  0.2593183 ,  0.19285398],\n",
       "       ...,\n",
       "       [-0.01023351, -0.01904189, ...,  0.31696757,  0.29243006],\n",
       "       [ 0.01276051,  0.01460312, ...,  0.14009199,  0.21397644]],\n",
       "      shape=(64, 440))</pre></div></div></li><li class='xr-section-item'><input id='section-dc0b6e75-b36c-4dfa-a22e-248ff7556240' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dc0b6e75-b36c-4dfa-a22e-248ff7556240' class='xr-section-summary' >Coordinates: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>trial_type</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>&lt;U11</div><div class='xr-var-preview xr-preview'>&#x27;Motor/Left&#x27; ... &#x27;Motor/Left&#x27;</div><input id='attrs-56b8d57f-3226-454c-a154-312445a16248' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-56b8d57f-3226-454c-a154-312445a16248' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62b69e1e-a7b2-4d2e-96a0-1d97e9ccb2f3' class='xr-var-data-in' type='checkbox'><label for='data-62b69e1e-a7b2-4d2e-96a0-1d97e9ccb2f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;Motor/Left&#x27;, &#x27;Motor/Right&#x27;, ..., &#x27;Motor/Right&#x27;, &#x27;Motor/Left&#x27;],\n",
       "      shape=(64,), dtype=&#x27;&lt;U11&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>source</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27; &#x27;S1&#x27; &#x27;S2&#x27; ... &#x27;S14&#x27; &#x27;S14&#x27;</div><input id='attrs-4fdcbe90-3201-4898-b78f-fce7dd90800c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4fdcbe90-3201-4898-b78f-fce7dd90800c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ae73bf5-1474-4a4e-92a8-7b9406d370be' class='xr-var-data-in' type='checkbox'><label for='data-7ae73bf5-1474-4a4e-92a8-7b9406d370be' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;S1&#x27;), np.str_(&#x27;S1&#x27;), ..., np.str_(&#x27;S14&#x27;), np.str_(&#x27;S14&#x27;)],\n",
       "      shape=(440,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>detector</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;D6&#x27; &#x27;D8&#x27; &#x27;D5&#x27; ... &#x27;D25&#x27; &#x27;D27&#x27;</div><input id='attrs-534cbfbd-f1fd-4eb5-bf57-d56749954d98' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-534cbfbd-f1fd-4eb5-bf57-d56749954d98' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e77fa6a0-6d1f-4c9d-82e1-22b668d0e520' class='xr-var-data-in' type='checkbox'><label for='data-e77fa6a0-6d1f-4c9d-82e1-22b668d0e520' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;D6&#x27;), np.str_(&#x27;D8&#x27;), ..., np.str_(&#x27;D25&#x27;), np.str_(&#x27;D27&#x27;)],\n",
       "      shape=(440,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>is_train</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... True True</div><input id='attrs-28052dab-0335-493f-9ea5-1020596858a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-28052dab-0335-493f-9ea5-1020596858a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4feaa44-8e08-46cc-b7b1-b57e127fd144' class='xr-var-data-in' type='checkbox'><label for='data-b4feaa44-8e08-46cc-b7b1-b57e127fd144' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([False, False, ...,  True,  True], shape=(64,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>is_test</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>True True True ... False False</div><input id='attrs-d3da23f9-fdd8-4e90-ada1-3b45df0a3225' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d3da23f9-fdd8-4e90-ada1-3b45df0a3225' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f38e1df2-c85f-4112-84a2-1c83ab7f5a78' class='xr-var-data-in' type='checkbox'><label for='data-f38e1df2-c85f-4112-84a2-1c83ab7f5a78' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ True,  True, ..., False, False], shape=(64,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(epoch)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 1 0 0 0 1 1 ... 1 0 1 0 0 1 1 0</div><input id='attrs-c67226c2-883e-44a3-b83e-b8944608628f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c67226c2-883e-44a3-b83e-b8944608628f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c700ef9f-c900-44b2-bdd1-4d0b8d5f68df' class='xr-var-data-in' type='checkbox'><label for='data-c700ef9f-c900-44b2-bdd1-4d0b8d5f68df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, ..., 1, 0], shape=(64,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MultiIndex</div><input id='attrs-490aa85e-73ff-4662-a8cb-8ce4f42eb859' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-490aa85e-73ff-4662-a8cb-8ce4f42eb859' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7e1d1fc-e048-4b93-bd10-f61a4ace2689' class='xr-var-data-in' type='checkbox'><label for='data-f7e1d1fc-e048-4b93-bd10-f61a4ace2689' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([(&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D6&#x27;), (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D8&#x27;),\n",
       "       (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S2D5&#x27;), ..., (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D28&#x27;),\n",
       "       (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D25&#x27;), (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D27&#x27;)],\n",
       "      shape=(202,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature_type</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;auc&#x27; &#x27;auc&#x27;</div><input id='attrs-4c75e21c-9a15-41e9-98ed-3623ac7d4fc2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c75e21c-9a15-41e9-98ed-3623ac7d4fc2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c778a75b-e699-4915-9893-9cb411fded70' class='xr-var-data-in' type='checkbox'><label for='data-c778a75b-e699-4915-9893-9cb411fded70' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;slope&#x27;, ..., &#x27;auc&#x27;, &#x27;auc&#x27;, &#x27;auc&#x27;],\n",
       "      shape=(202,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbO&#x27; &#x27;HbO&#x27; ... &#x27;HbR&#x27; &#x27;HbR&#x27;</div><input id='attrs-500efbd0-8c44-48f5-8013-720ce85eb8cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-500efbd0-8c44-48f5-8013-720ce85eb8cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c879a35-9d9a-498d-9620-47766c8f163a' class='xr-var-data-in' type='checkbox'><label for='data-3c879a35-9d9a-498d-9620-47766c8f163a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbO&#x27;, &#x27;HbO&#x27;, ..., &#x27;HbR&#x27;, &#x27;HbR&#x27;, &#x27;HbR&#x27;],\n",
       "      shape=(202,), dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1D6&#x27; &#x27;S1D8&#x27; ... &#x27;S14D25&#x27; &#x27;S14D27&#x27;</div><input id='attrs-4c50f8e4-bcc4-4dde-b2d7-f986e3ad6911' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c50f8e4-bcc4-4dde-b2d7-f986e3ad6911' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-be97dbc4-f4ee-46c6-a176-9cc844e67855' class='xr-var-data-in' type='checkbox'><label for='data-be97dbc4-f4ee-46c6-a176-9cc844e67855' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D6&#x27;, &#x27;S1D8&#x27;, &#x27;S2D5&#x27;, ..., &#x27;S13D28&#x27;, &#x27;S14D25&#x27;, &#x27;S14D27&#x27;],\n",
       "      shape=(202,), dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-806ecff8-356b-48cc-9294-67d2af757bc5' class='xr-section-summary-in' type='checkbox'  ><label for='section-806ecff8-356b-48cc-9294-67d2af757bc5' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>feature<br>feature_type<br>chromo<br>channel</div></div><div class='xr-index-preview'>PandasMultiIndex</div><input type='checkbox' disabled/><label></label><input id='index-f6e0c72e-aa71-4aff-905f-9d52bf5d16b4' class='xr-index-data-in' type='checkbox'/><label for='index-f6e0c72e-aa71-4aff-905f-9d52bf5d16b4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(MultiIndex([(&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S1D6&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S1D8&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S2D5&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S2D9&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S3D1&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S3D5&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,  &#x27;S3D11&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,  &#x27;S3D14&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S4D2&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S4D4&#x27;),\n",
       "            ...\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S11D29&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S11D31&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D19&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D22&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D28&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D32&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D24&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D28&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D25&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D27&#x27;)],\n",
       "           name=&#x27;feature&#x27;, length=440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a5a6cfad-8f02-4319-83c9-e4b34aa7a4b7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a5a6cfad-8f02-4319-83c9-e4b34aa7a4b7' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (epoch: 64, feature: 440)> Size: 225kB\n",
       "0.02127 -0.01976 0.009303 -0.007574 -0.01678 ... 0.07023 -0.04713 0.1401 0.214\n",
       "Coordinates:\n",
       "    trial_type    (epoch) <U11 3kB 'Motor/Left' 'Motor/Right' ... 'Motor/Left'\n",
       "    source        (feature) object 4kB 'S1' 'S1' 'S2' 'S2' ... 'S13' 'S14' 'S14'\n",
       "    detector      (feature) object 4kB 'D6' 'D8' 'D5' 'D9' ... 'D28' 'D25' 'D27'\n",
       "    is_train      (epoch) bool 64B False False False False ... True True True\n",
       "    is_test       (epoch) bool 64B True True True True ... False False False\n",
       "    y             (epoch) int64 512B 0 1 1 0 0 0 1 1 1 0 ... 0 1 1 0 1 0 0 1 1 0\n",
       "  * feature       (feature) object 4kB MultiIndex\n",
       "  * feature_type  (feature) object 4kB 'slope' 'slope' 'slope' ... 'auc' 'auc'\n",
       "  * chromo        (feature) <U3 5kB 'HbO' 'HbO' 'HbO' ... 'HbR' 'HbR' 'HbR'\n",
       "  * channel       (feature) object 4kB 'S1D6' 'S1D8' ... 'S14D25' 'S14D27'\n",
       "Dimensions without coordinates: epoch"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X = mlutils.features.epoch_features(\n",
    "    cv_folds[0],\n",
    "    feature_types=[\"slope\", \"mean\", \"max\", \"min\", \"auc\"],\n",
    "    reltime_slices={\n",
    "        \"slope\": slice(0, 9),\n",
    "        \"mean\": slice(3, 10),\n",
    "        \"max\": slice(2, 8),\n",
    "        \"min\": slice(2, 8),\n",
    "    },\n",
    ")\n",
    "X\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "101",
   "metadata": {},
   "source": [
    "During stacking, the coordinates of the `'chromo'` and `'channel'` dimensions don't get lost. They are combined and reassigned to the new `'feature'` dimension. This means that for every feature in `X`, you can trace back which channel and chromophore it originated from."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "102",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:15.456081Z",
     "iopub.status.busy": "2026-01-13T10:36:15.455988Z",
     "iopub.status.idle": "2026-01-13T10:36:15.476104Z",
     "shell.execute_reply": "2026-01-13T10:36:15.475488Z"
    }
   },
   "outputs": [
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       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
       "  );\n",
       "}\n",
       "\n",
       "html[theme=\"dark\"],\n",
       "html[data-theme=\"dark\"],\n",
       "body[data-theme=\"dark\"],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: inline-block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "  border: 2px solid transparent !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;feature&#x27; (feature: 440)&gt; Size: 4kB\n",
       "MultiIndex\n",
       "Coordinates:\n",
       "    source        (feature) object 4kB &#x27;S1&#x27; &#x27;S1&#x27; &#x27;S2&#x27; &#x27;S2&#x27; ... &#x27;S13&#x27; &#x27;S14&#x27; &#x27;S14&#x27;\n",
       "    detector      (feature) object 4kB &#x27;D6&#x27; &#x27;D8&#x27; &#x27;D5&#x27; &#x27;D9&#x27; ... &#x27;D28&#x27; &#x27;D25&#x27; &#x27;D27&#x27;\n",
       "  * feature       (feature) object 4kB MultiIndex\n",
       "  * feature_type  (feature) object 4kB &#x27;slope&#x27; &#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;auc&#x27; &#x27;auc&#x27;\n",
       "  * chromo        (feature) &lt;U3 5kB &#x27;HbO&#x27; &#x27;HbO&#x27; &#x27;HbO&#x27; ... &#x27;HbR&#x27; &#x27;HbR&#x27; &#x27;HbR&#x27;\n",
       "  * channel       (feature) object 4kB &#x27;S1D6&#x27; &#x27;S1D8&#x27; ... &#x27;S14D25&#x27; &#x27;S14D27&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'feature'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>feature</span>: 440</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d56dfac0-54a1-473f-9bd2-4a60f2c50ceb' class='xr-array-in' type='checkbox' ><label for='section-d56dfac0-54a1-473f-9bd2-4a60f2c50ceb' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>MultiIndex</span></div><div class='xr-array-data'><pre>array([(&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D6&#x27;), (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D8&#x27;),\n",
       "       (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S2D5&#x27;), ..., (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D28&#x27;),\n",
       "       (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D25&#x27;), (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D27&#x27;)],\n",
       "      shape=(202,), dtype=object)</pre></div></div></li><li class='xr-section-item'><input id='section-6eb1636b-c9bc-46a0-972d-746ec857bd34' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6eb1636b-c9bc-46a0-972d-746ec857bd34' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>source</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1&#x27; &#x27;S1&#x27; &#x27;S2&#x27; ... &#x27;S14&#x27; &#x27;S14&#x27;</div><input id='attrs-714c48fe-c93c-496d-af47-c9fbbb13f151' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-714c48fe-c93c-496d-af47-c9fbbb13f151' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bbc91a16-293d-4646-9c03-d8567a3ff8d2' class='xr-var-data-in' type='checkbox'><label for='data-bbc91a16-293d-4646-9c03-d8567a3ff8d2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;S1&#x27;), np.str_(&#x27;S1&#x27;), ..., np.str_(&#x27;S14&#x27;), np.str_(&#x27;S14&#x27;)],\n",
       "      shape=(440,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>detector</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;D6&#x27; &#x27;D8&#x27; &#x27;D5&#x27; ... &#x27;D25&#x27; &#x27;D27&#x27;</div><input id='attrs-c899840b-1a4c-415b-964b-014da7e3bad5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c899840b-1a4c-415b-964b-014da7e3bad5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-340fa106-4fb0-4f6c-87ea-fa6ed5bcc81c' class='xr-var-data-in' type='checkbox'><label for='data-340fa106-4fb0-4f6c-87ea-fa6ed5bcc81c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;D6&#x27;), np.str_(&#x27;D8&#x27;), ..., np.str_(&#x27;D25&#x27;), np.str_(&#x27;D27&#x27;)],\n",
       "      shape=(440,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MultiIndex</div><input id='attrs-d267bae4-48af-43f3-9538-e2885b941a11' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d267bae4-48af-43f3-9538-e2885b941a11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-805906f7-daa2-4192-88a2-bcc7d0aa3c53' class='xr-var-data-in' type='checkbox'><label for='data-805906f7-daa2-4192-88a2-bcc7d0aa3c53' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([(&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D6&#x27;), (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S1D8&#x27;),\n",
       "       (&#x27;slope&#x27;, &#x27;HbO&#x27;, &#x27;S2D5&#x27;), ..., (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D28&#x27;),\n",
       "       (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D25&#x27;), (&#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D27&#x27;)],\n",
       "      shape=(202,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature_type</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;auc&#x27; &#x27;auc&#x27;</div><input id='attrs-6499fbdc-f985-4c55-bfe4-ab04a9e50db2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6499fbdc-f985-4c55-bfe4-ab04a9e50db2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d2ed38d-df2e-4b1f-b836-e0206b94ffa7' class='xr-var-data-in' type='checkbox'><label for='data-9d2ed38d-df2e-4b1f-b836-e0206b94ffa7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;slope&#x27;, ..., &#x27;auc&#x27;, &#x27;auc&#x27;, &#x27;auc&#x27;],\n",
       "      shape=(202,), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chromo</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27; &#x27;HbO&#x27; &#x27;HbO&#x27; ... &#x27;HbR&#x27; &#x27;HbR&#x27;</div><input id='attrs-6cbcc289-824b-4e6f-8d4b-9d7c9299676e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6cbcc289-824b-4e6f-8d4b-9d7c9299676e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac72846a-a539-4118-aa4d-42180e6fc963' class='xr-var-data-in' type='checkbox'><label for='data-ac72846a-a539-4118-aa4d-42180e6fc963' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;HbO&#x27;, &#x27;HbO&#x27;, &#x27;HbO&#x27;, ..., &#x27;HbR&#x27;, &#x27;HbR&#x27;, &#x27;HbR&#x27;],\n",
       "      shape=(202,), dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S1D6&#x27; &#x27;S1D8&#x27; ... &#x27;S14D25&#x27; &#x27;S14D27&#x27;</div><input id='attrs-6c178685-6e81-41a0-baf1-f6223cf05f5c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6c178685-6e81-41a0-baf1-f6223cf05f5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0fe2b16-eee2-4948-ab68-7bf553763356' class='xr-var-data-in' type='checkbox'><label for='data-e0fe2b16-eee2-4948-ab68-7bf553763356' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S1D6&#x27;, &#x27;S1D8&#x27;, &#x27;S2D5&#x27;, ..., &#x27;S13D28&#x27;, &#x27;S14D25&#x27;, &#x27;S14D27&#x27;],\n",
       "      shape=(202,), dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6571068c-52b9-4573-b990-971a62d98a55' class='xr-section-summary-in' type='checkbox'  ><label for='section-6571068c-52b9-4573-b990-971a62d98a55' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>feature<br>feature_type<br>chromo<br>channel</div></div><div class='xr-index-preview'>PandasMultiIndex</div><input type='checkbox' disabled/><label></label><input id='index-f8e308a6-655e-48e7-b63b-5702c4c9a6c2' class='xr-index-data-in' type='checkbox'/><label for='index-f8e308a6-655e-48e7-b63b-5702c4c9a6c2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(MultiIndex([(&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S1D6&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S1D8&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S2D5&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S2D9&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S3D1&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S3D5&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,  &#x27;S3D11&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,  &#x27;S3D14&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S4D2&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;HbO&#x27;,   &#x27;S4D4&#x27;),\n",
       "            ...\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S11D29&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S11D31&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D19&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D22&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D28&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S12D32&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D24&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S13D28&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D25&#x27;),\n",
       "            (  &#x27;auc&#x27;, &#x27;HbR&#x27;, &#x27;S14D27&#x27;)],\n",
       "           name=&#x27;feature&#x27;, length=440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-55fb58db-082b-4bb3-9b66-17845b8310a3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-55fb58db-082b-4bb3-9b66-17845b8310a3' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'feature' (feature: 440)> Size: 4kB\n",
       "MultiIndex\n",
       "Coordinates:\n",
       "    source        (feature) object 4kB 'S1' 'S1' 'S2' 'S2' ... 'S13' 'S14' 'S14'\n",
       "    detector      (feature) object 4kB 'D6' 'D8' 'D5' 'D9' ... 'D28' 'D25' 'D27'\n",
       "  * feature       (feature) object 4kB MultiIndex\n",
       "  * feature_type  (feature) object 4kB 'slope' 'slope' 'slope' ... 'auc' 'auc'\n",
       "  * chromo        (feature) <U3 5kB 'HbO' 'HbO' 'HbO' ... 'HbR' 'HbR' 'HbR'\n",
       "  * channel       (feature) object 4kB 'S1D6' 'S1D8' ... 'S14D25' 'S14D27'"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X.feature"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "103",
   "metadata": {},
   "source": [
    "### Training and Evaluating a LDA classifier\n",
    "\n",
    "For each cross-validation fold, extract features, train the classifier and estimate classification accuracy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "104",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:15.477428Z",
     "iopub.status.busy": "2026-01-13T10:36:15.477336Z",
     "iopub.status.idle": "2026-01-13T10:36:15.855303Z",
     "shell.execute_reply": "2026-01-13T10:36:15.854989Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "#train: 48 #test: 16 #features: 132 accuracy: 0.8125\n",
      "#train: 48 #test: 16 #features: 132 accuracy: 0.8125\n",
      "#train: 48 #test: 16 #features: 132 accuracy: 0.6875\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "#train: 48 #test: 16 #features: 132 accuracy: 0.8125\n",
      "\n",
      "average accuracy over cross-validation splits: 0.781 ± 0.054\n"
     ]
    }
   ],
   "source": [
    "accuracies = []\n",
    "\n",
    "for epochs in cv_folds:\n",
    "    # extract features\n",
    "    X = mlutils.features.epoch_features(\n",
    "        epochs.sel(chromo=\"HbO\"), # HbO only\n",
    "        feature_types=[\"slope\", \"max\", \"mean\"],\n",
    "        reltime_slices={\n",
    "            \"slope\": slice(0, 9),\n",
    "            \"mean\": slice(3, 10),\n",
    "            \"max\": slice(2, 8),\n",
    "        },\n",
    "    )\n",
    "\n",
    "    # separate train and test sets\n",
    "    X_train = X[X.is_train]\n",
    "    y_train = X_train.y\n",
    "    X_test = X[X.is_test]\n",
    "    y_test = X_test.y\n",
    "    \n",
    "    # train a LDA classifier\n",
    "    clf = LinearDiscriminantAnalysis(n_components=1, solver='lsqr', shrinkage=\"auto\")\n",
    "    clf.fit(X_train, y_train)\n",
    "\n",
    "    # evaluate perfomance\n",
    "    accuracy = clf.score(X_test, y_test)\n",
    "    accuracies.append(accuracy)\n",
    "    print(f\"#train: {len(y_train)} #test: {len(y_test)} #features: {X_train.shape[1]} accuracy: {accuracy}\")\n",
    "\n",
    "print()\n",
    "print(rf\"average accuracy over cross-validation splits: {np.mean(accuracies):.3f} ± {np.std(accuracies):.3f}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "105",
   "metadata": {},
   "source": [
    "### What did it learn?\n",
    "\n",
    "One way of estimating feature importance is the sklearn function `permuatation_importance`. It permutes feature columns and assesses the effect on the classification accuracy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "106",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:15.857252Z",
     "iopub.status.busy": "2026-01-13T10:36:15.857149Z",
     "iopub.status.idle": "2026-01-13T10:36:16.241849Z",
     "shell.execute_reply": "2026-01-13T10:36:16.241500Z"
    }
   },
   "outputs": [],
   "source": [
    "result = permutation_importance(\n",
    "    clf, X_test, y_test, scoring=\"accuracy\", n_repeats=10, random_state=0\n",
    ")\n",
    "\n",
    "importances = result.importances_mean\n",
    "importance_normalized = importances / importances.sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "107",
   "metadata": {},
   "source": [
    "The returned metric highlights only a few important features:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "108",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:16.243674Z",
     "iopub.status.busy": "2026-01-13T10:36:16.243583Z",
     "iopub.status.idle": "2026-01-13T10:36:16.297442Z",
     "shell.execute_reply": "2026-01-13T10:36:16.297189Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,4))\n",
    "plt.plot(importance_normalized)\n",
    "plt.xlabel(\"feature\")\n",
    "plt.ylabel(\"normalized permuation importance\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "109",
   "metadata": {},
   "source": [
    "Use the preserved coordinates to identify these features:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "110",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:16.298766Z",
     "iopub.status.busy": "2026-01-13T10:36:16.298672Z",
     "iopub.status.idle": "2026-01-13T10:36:16.317969Z",
     "shell.execute_reply": "2026-01-13T10:36:16.317750Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(0, 0, 0, 0.38))\n",
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       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, white)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
       "  );\n",
       "}\n",
       "\n",
       "html[theme=\"dark\"],\n",
       "html[data-theme=\"dark\"],\n",
       "body[data-theme=\"dark\"],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
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       "\n",
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       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
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       "\n",
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       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
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       ".xr-section-item input {\n",
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       "  opacity: 0;\n",
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       "\n",
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       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-section-item input:focus + label {\n",
       "  border: 2px solid var(--xr-font-color0) !important;\n",
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       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
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       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;feature&#x27; (feature: 9)&gt; Size: 72B\n",
       "MultiIndex\n",
       "Coordinates:\n",
       "    chromo        &lt;U3 12B &#x27;HbO&#x27;\n",
       "    source        (feature) object 72B &#x27;S2&#x27; &#x27;S4&#x27; &#x27;S6&#x27; &#x27;S11&#x27; ... &#x27;S6&#x27; &#x27;S11&#x27; &#x27;S11&#x27;\n",
       "    detector      (feature) object 72B &#x27;D5&#x27; &#x27;D7&#x27; &#x27;D12&#x27; ... &#x27;D8&#x27; &#x27;D18&#x27; &#x27;D31&#x27;\n",
       "  * feature       (feature) object 72B MultiIndex\n",
       "  * feature_type  (feature) object 72B &#x27;slope&#x27; &#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;mean&#x27; &#x27;mean&#x27;\n",
       "  * channel       (feature) object 72B &#x27;S2D5&#x27; &#x27;S4D7&#x27; ... &#x27;S11D18&#x27; &#x27;S11D31&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'feature'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>feature</span>: 9</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a3b929e5-249b-4d31-99a0-bfe039eef2d2' class='xr-array-in' type='checkbox' ><label for='section-a3b929e5-249b-4d31-99a0-bfe039eef2d2' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>MultiIndex</span></div><div class='xr-array-data'><pre>array([(&#x27;slope&#x27;, &#x27;S2D5&#x27;), (&#x27;slope&#x27;, &#x27;S4D7&#x27;), (&#x27;slope&#x27;, &#x27;S6D12&#x27;),\n",
       "       (&#x27;slope&#x27;, &#x27;S11D31&#x27;), (&#x27;slope&#x27;, &#x27;S13D24&#x27;), (&#x27;max&#x27;, &#x27;S3D1&#x27;),\n",
       "       (&#x27;max&#x27;, &#x27;S6D8&#x27;), (&#x27;mean&#x27;, &#x27;S11D18&#x27;), (&#x27;mean&#x27;, &#x27;S11D31&#x27;)], dtype=object)</pre></div></div></li><li class='xr-section-item'><input id='section-cc4e65f3-b933-40c9-998e-9d3edbc2a892' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cc4e65f3-b933-40c9-998e-9d3edbc2a892' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>chromo</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U3</div><div class='xr-var-preview xr-preview'>&#x27;HbO&#x27;</div><input id='attrs-18f183b8-2910-4348-b297-bd01c41e5cc2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18f183b8-2910-4348-b297-bd01c41e5cc2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb8c0011-09be-4f11-a3c9-7fcbd0c85577' class='xr-var-data-in' type='checkbox'><label for='data-cb8c0011-09be-4f11-a3c9-7fcbd0c85577' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;HbO&#x27;, dtype=&#x27;&lt;U3&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>source</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S2&#x27; &#x27;S4&#x27; &#x27;S6&#x27; ... &#x27;S6&#x27; &#x27;S11&#x27; &#x27;S11&#x27;</div><input id='attrs-4381a26f-f8d3-4d95-b36a-83929fab48e7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4381a26f-f8d3-4d95-b36a-83929fab48e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b9e10eb-aaf0-41c8-8998-960aad0eb1b8' class='xr-var-data-in' type='checkbox'><label for='data-2b9e10eb-aaf0-41c8-8998-960aad0eb1b8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;S2&#x27;), np.str_(&#x27;S4&#x27;), np.str_(&#x27;S6&#x27;), np.str_(&#x27;S11&#x27;),\n",
       "       np.str_(&#x27;S13&#x27;), np.str_(&#x27;S3&#x27;), np.str_(&#x27;S6&#x27;), np.str_(&#x27;S11&#x27;),\n",
       "       np.str_(&#x27;S11&#x27;)], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>detector</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;D5&#x27; &#x27;D7&#x27; &#x27;D12&#x27; ... &#x27;D18&#x27; &#x27;D31&#x27;</div><input id='attrs-e9c413a0-37c9-4058-ab26-47da0ce310cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9c413a0-37c9-4058-ab26-47da0ce310cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d885c3f4-f180-41cc-ab18-422c0332fb43' class='xr-var-data-in' type='checkbox'><label for='data-d885c3f4-f180-41cc-ab18-422c0332fb43' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([np.str_(&#x27;D5&#x27;), np.str_(&#x27;D7&#x27;), np.str_(&#x27;D12&#x27;), np.str_(&#x27;D31&#x27;),\n",
       "       np.str_(&#x27;D24&#x27;), np.str_(&#x27;D1&#x27;), np.str_(&#x27;D8&#x27;), np.str_(&#x27;D18&#x27;),\n",
       "       np.str_(&#x27;D31&#x27;)], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MultiIndex</div><input id='attrs-a432b02b-292c-454a-8aa7-af04fe0ea973' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a432b02b-292c-454a-8aa7-af04fe0ea973' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7799e8e-5c8e-47a1-b5b6-8a0fab9067e5' class='xr-var-data-in' type='checkbox'><label for='data-b7799e8e-5c8e-47a1-b5b6-8a0fab9067e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([(&#x27;slope&#x27;, &#x27;S2D5&#x27;), (&#x27;slope&#x27;, &#x27;S4D7&#x27;), (&#x27;slope&#x27;, &#x27;S6D12&#x27;),\n",
       "       (&#x27;slope&#x27;, &#x27;S11D31&#x27;), (&#x27;slope&#x27;, &#x27;S13D24&#x27;), (&#x27;max&#x27;, &#x27;S3D1&#x27;),\n",
       "       (&#x27;max&#x27;, &#x27;S6D8&#x27;), (&#x27;mean&#x27;, &#x27;S11D18&#x27;), (&#x27;mean&#x27;, &#x27;S11D31&#x27;)], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>feature_type</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;slope&#x27; &#x27;slope&#x27; ... &#x27;mean&#x27; &#x27;mean&#x27;</div><input id='attrs-b0405e47-116b-4343-96bf-0bfe735a0c70' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0405e47-116b-4343-96bf-0bfe735a0c70' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d5e72bb-5e4c-447e-b662-38f9f27d23e0' class='xr-var-data-in' type='checkbox'><label for='data-5d5e72bb-5e4c-447e-b662-38f9f27d23e0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;slope&#x27;, &#x27;max&#x27;, &#x27;max&#x27;, &#x27;mean&#x27;,\n",
       "       &#x27;mean&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>channel</span></div><div class='xr-var-dims'>(feature)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;S2D5&#x27; &#x27;S4D7&#x27; ... &#x27;S11D18&#x27; &#x27;S11D31&#x27;</div><input id='attrs-80abeccf-4d84-4f18-aaef-8a8da02e3ac7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-80abeccf-4d84-4f18-aaef-8a8da02e3ac7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6396738d-774d-4006-b041-eb83e0c0b232' class='xr-var-data-in' type='checkbox'><label for='data-6396738d-774d-4006-b041-eb83e0c0b232' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;S2D5&#x27;, &#x27;S4D7&#x27;, &#x27;S6D12&#x27;, &#x27;S11D31&#x27;, &#x27;S13D24&#x27;, &#x27;S3D1&#x27;, &#x27;S6D8&#x27;, &#x27;S11D18&#x27;,\n",
       "       &#x27;S11D31&#x27;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ece3da53-a48a-45d0-b5d3-b4b237ff3afe' class='xr-section-summary-in' type='checkbox'  ><label for='section-ece3da53-a48a-45d0-b5d3-b4b237ff3afe' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>feature<br>feature_type<br>channel</div></div><div class='xr-index-preview'>PandasMultiIndex</div><input type='checkbox' disabled/><label></label><input id='index-cf07589a-a36c-4b0a-ad9d-32ebc1cb6ba2' class='xr-index-data-in' type='checkbox'/><label for='index-cf07589a-a36c-4b0a-ad9d-32ebc1cb6ba2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(MultiIndex([(&#x27;slope&#x27;,   &#x27;S2D5&#x27;),\n",
       "            (&#x27;slope&#x27;,   &#x27;S4D7&#x27;),\n",
       "            (&#x27;slope&#x27;,  &#x27;S6D12&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;S11D31&#x27;),\n",
       "            (&#x27;slope&#x27;, &#x27;S13D24&#x27;),\n",
       "            (  &#x27;max&#x27;,   &#x27;S3D1&#x27;),\n",
       "            (  &#x27;max&#x27;,   &#x27;S6D8&#x27;),\n",
       "            ( &#x27;mean&#x27;, &#x27;S11D18&#x27;),\n",
       "            ( &#x27;mean&#x27;, &#x27;S11D31&#x27;)],\n",
       "           name=&#x27;feature&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-03dd8ea7-0fd1-4c06-a285-be2401edfee0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-03dd8ea7-0fd1-4c06-a285-be2401edfee0' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'feature' (feature: 9)> Size: 72B\n",
       "MultiIndex\n",
       "Coordinates:\n",
       "    chromo        <U3 12B 'HbO'\n",
       "    source        (feature) object 72B 'S2' 'S4' 'S6' 'S11' ... 'S6' 'S11' 'S11'\n",
       "    detector      (feature) object 72B 'D5' 'D7' 'D12' ... 'D8' 'D18' 'D31'\n",
       "  * feature       (feature) object 72B MultiIndex\n",
       "  * feature_type  (feature) object 72B 'slope' 'slope' 'slope' ... 'mean' 'mean'\n",
       "  * channel       (feature) object 72B 'S2D5' 'S4D7' ... 'S11D18' 'S11D31'"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_train.feature[importance_normalized != 0]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "111",
   "metadata": {},
   "source": [
    "By visualizing the feature distributions and the block-averaged epochs of the corresponding channels, we can observe that the HRFs in these channels, as well as the derived features, indeed have discriminative power."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "112",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-01-13T10:36:16.319219Z",
     "iopub.status.busy": "2026-01-13T10:36:16.319141Z",
     "iopub.status.idle": "2026-01-13T10:36:17.269881Z",
     "shell.execute_reply": "2026-01-13T10:36:17.269610Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x600 with 18 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x300 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "important_features = X_train.feature[importance_normalized != 0].values\n",
    "\n",
    "f, ax = plt.subplots(2, len(important_features), figsize=(16,6))\n",
    "\n",
    "for i, ftr in enumerate(important_features):\n",
    "    xx_train = X_train.loc[:, ftr]\n",
    "    xx_test = X_test.loc[:, ftr]\n",
    "    bins = np.linspace(xx_train.min().item(),xx_train.max().item(), 11)\n",
    "    \n",
    "    ax[0,i].hist(xx_train[xx_train.trial_type == \"Motor/Left\"], bins,fc=\"r\", label=\"Motor/Left\", alpha=.5)\n",
    "    ax[0,i].hist(xx_train[xx_train.trial_type == \"Motor/Right\"], bins, fc=\"g\", label=\"Motor/Right\", alpha=.5)\n",
    "    \n",
    "    ax[1,i].hist(xx_test[xx_test.trial_type == \"Motor/Left\"], bins,fc=\"r\", label=\"Motor/Left\", alpha=.5)\n",
    "    ax[1,i].hist(xx_test[xx_test.trial_type == \"Motor/Right\"], bins, fc=\"g\", label=\"Motor/Right\", alpha=.5)\n",
    "\n",
    "    ax[1,i].set_xlabel(str(ftr))    \n",
    "\n",
    "ax[0,0].set_ylabel(\"# trials\")\n",
    "ax[1,0].set_ylabel(\"# trials\")\n",
    "f.suptitle(\"Top: Train | Bottom: Test | Red: 'Motor/Left' | Green: 'Motor/Right'\");\n",
    "plt.tight_layout()\n",
    "\n",
    "f, ax = plt.subplots(1, len(important_features), figsize=(16,3))\n",
    "for i, ftr in enumerate(important_features):\n",
    "    ax[i].plot(blockaverage.reltime, blockaverage.sel(channel=ftr[1], chromo=\"HbO\", trial_type=\"Motor/Left\"), \"r-\")\n",
    "    ax[i].plot(blockaverage.reltime, blockaverage.sel(channel=ftr[1], chromo=\"HbR\", trial_type=\"Motor/Left\"), \"b-\")\n",
    "    ax[i].plot(blockaverage.reltime, blockaverage.sel(channel=ftr[1], chromo=\"HbO\", trial_type=\"Motor/Right\"), \"r--\")\n",
    "    ax[i].plot(blockaverage.reltime, blockaverage.sel(channel=ftr[1], chromo=\"HbR\", trial_type=\"Motor/Right\"), \"b--\")\n",
    "    ax[i].set_ylim(-.2,.2)\n",
    "    ax[i].grid()\n",
    "    ax[i].set_title(ftr)\n",
    "    ax[i].set_xlabel(\"$t_{rel}$ / s\")\n",
    "\n",
    "ax[0].set_ylabel(r\"$\\Delta$ concentration / µM\")\n",
    "f.suptitle(\"Red: HbO | Blue: HbR | - 'Motor/Left' | -- 'Motor/Right'\");\n",
    "plt.tight_layout()"
   ]
  }
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