{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "da9ae7106a85108b",
   "metadata": {},
   "source": [
    "# Linear quantum photonic circuits as Gaussian kernel samplers"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e7aae71f8aa96f6",
   "metadata": {},
   "source": [
    "The goal of this notebook is to reproduce the quantum photonic circuit as a Gaussian kernel sampler from [Fock State-enhanced Expressivity of Quantum Machine Learning Models](https://arxiv.org/abs/2107.05224) and analyse its expressive power based on the number of photon used. That corresponds to the second algorithm showcased by this paper. Then, we will use our trained circuit for a classification task by feeding the approximated similarity matrix to a Support Vector Machine (SVM).\n",
    "\n",
    "To train our circuit, we will use [MerLin](https://merlinquantum.ai/index.html) which applies the gradient descent algorithm and allows the usage of quantum components mixed with PyTorch structures to build and optimize a hybrid model."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4f1c9daea1de0c7",
   "metadata": {},
   "source": [
    "## 0. Imports and prep"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5825cd7ac811e8a7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:58.955807700Z",
     "start_time": "2025-11-10T08:48:53.501388Z"
    }
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import perceval as pcvl\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "from matplotlib.patches import Patch\n",
    "from sklearn.datasets import make_blobs, make_circles, make_moons\n",
    "from sklearn.metrics import accuracy_score, mean_squared_error\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.svm import SVC\n",
    "from tqdm import tqdm\n",
    "\n",
    "from merlin import ComputationSpace, MeasurementStrategy, QuantumLayer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4bb8177376bcf83c",
   "metadata": {},
   "source": [
    "## 1. Define input data : delta (squared Euclidean distance between x and zero)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "38ce1080d47eeb59",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:58.958443500Z",
     "start_time": "2025-11-10T08:48:58.951753500Z"
    }
   },
   "outputs": [],
   "source": [
    "# We want x form -pi to pi\n",
    "x = np.linspace(-np.pi, np.pi, num=int(2 * np.pi / 0.05) + 1)\n",
    "# We will use x_on_pi for visualization\n",
    "x_on_pi = x / np.pi\n",
    "# delta will be the input to our quantum model\n",
    "delta = (x - 0) ** 2\n",
    "\n",
    "\n",
    "def target_function(delta, sigma=1.0):\n",
    "    return np.exp(-delta / (2 * sigma * sigma))\n",
    "\n",
    "\n",
    "gauss_025 = target_function(delta, sigma=0.25)\n",
    "gauss_033 = target_function(delta, sigma=0.33)\n",
    "gauss_050 = target_function(delta, sigma=0.50)\n",
    "gauss_100 = target_function(delta, sigma=1.00)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18988dce771b978a",
   "metadata": {},
   "source": [
    "Let's visualize our different Gaussians that our model will fit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fc72d6a4219737e3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.303277200Z",
     "start_time": "2025-11-10T08:48:58.958443500Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot using matplotlib\n",
    "fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "plt.subplots_adjust(hspace=0.4, wspace=0.4)\n",
    "i = 0\n",
    "j = 0\n",
    "ys = [gauss_025, gauss_033, gauss_050, gauss_100]\n",
    "ys = list(reversed(ys))\n",
    "sigmas = [0.25, 0.33, 0.50, 1.00]\n",
    "sigmas = list(reversed(sigmas))\n",
    "\n",
    "for y, sigma in zip(ys, sigmas, strict=False):\n",
    "    axis = axs[i // 2][j % 2]\n",
    "    axis.scatter(x_on_pi, y, label=f\"std={sigma}\", s=10, color=\"k\")\n",
    "    axis.set_xlabel(\"x / pi\")\n",
    "    axis.set_ylabel(\"y\")\n",
    "    axis.grid(True)\n",
    "    axis.legend(loc=\"upper right\")\n",
    "    i += 1\n",
    "    j += 1\n",
    "\n",
    "fig.suptitle(\"Gaussian function for different standard deviations\", fontsize=14)\n",
    "plt.show()\n",
    "plt.clf()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2f569cdc5170cb9",
   "metadata": {},
   "source": [
    "## 2. Model definition"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f55e33dd4f7a1b3",
   "metadata": {},
   "source": [
    "First, we have to build the quantum circuit that we will use in the model with the help of [Perceval](https://perceval.quandela.net). In the reference paper, the circuit used is a simple Mach-Zehnder interferometer (MZI) which is a popular circuit in QML. However, let's define a general circuit with more trainable parameters that yields better results in our case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7c2bc60eeff85cff",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.317567100Z",
     "start_time": "2025-11-10T08:48:59.303277200Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<?xml version=\"1.0\" encoding=\"UTF-8\"?>\n",
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\"\n",
       "     width=\"945.0\" height=\"156.25\" viewBox=\"-28.0 0 756.0 125.0\">\n",
       "<defs>\n",
       "</defs>\n",
       "<path d=\"M10,25.0 L25,25.0\" stroke-width=\"3\" stroke=\"darkred\" stroke-linejoin=\"miter\" fill=\"none\" />\n",
       "<path d=\"M10,75.0 L25,75.0\" stroke-width=\"3\" stroke=\"darkred\" stroke-linejoin=\"miter\" fill=\"none\" />\n",
       "<path d=\"M25,25 L53,25 L72,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M78,44 L97,25 L125,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M25,75 L53,75 L72,56\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M78,56 L97,75 L125,75\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M50,43 L100,43 L100,57 L50,57 Z\" stroke=\"black\" fill=\"black\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"75\" y=\"80\" font-size=\"7\" text-anchor=\"middle\"></text>\n",
       "<text x=\"75\" y=\"26\" font-size=\"7\" text-anchor=\"middle\">Θ=theta_li0_bs</text>\n",
       "<path d=\"M50,43 L100,43 L100,47 L50,47 Z\" stroke=\"black\" fill=\"lightgray\" stroke-linejoin=\"miter\" />\n",
       "<path d=\"M93,50 L103,50 L103,60 L93,60 Z\" stroke=\"black\" fill=\"thistle\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"98\" y=\"57\" font-size=\"6\" text-anchor=\"middle\">Rx</text>\n",
       "<path d=\"M125,25 L175,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M130,40 L139,40 L153,10 L144,10 L130,40 L139,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"147\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=theta_li_ps0</text>\n",
       "<path d=\"M125,75.0 L175,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M175,25 L203,25 L222,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M228,44 L247,25 L275,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M175,75 L203,75 L222,56\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M228,56 L247,75 L275,75\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M200,43 L250,43 L250,57 L200,57 Z\" stroke=\"black\" fill=\"black\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"225\" y=\"80\" font-size=\"7\" text-anchor=\"middle\"></text>\n",
       "<text x=\"225\" y=\"26\" font-size=\"7\" text-anchor=\"middle\">Θ=theta_lo0_bs</text>\n",
       "<path d=\"M200,43 L250,43 L250,47 L200,47 Z\" stroke=\"black\" fill=\"lightgray\" stroke-linejoin=\"miter\" />\n",
       "<path d=\"M243,50 L253,50 L253,60 L243,60 Z\" stroke=\"black\" fill=\"thistle\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"248\" y=\"57\" font-size=\"6\" text-anchor=\"middle\">Rx</text>\n",
       "<path d=\"M275,25 L325,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M280,40 L289,40 L303,10 L294,10 L280,40 L289,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"297\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=theta_lo_ps0</text>\n",
       "<path d=\"M275,75.0 L325,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M325,25 L375,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M330,40 L339,40 L353,10 L344,10 L330,40 L339,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"347\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=px</text>\n",
       "<path d=\"M325,75.0 L375,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M375,25 L403,25 L422,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M428,44 L447,25 L475,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M375,75 L403,75 L422,56\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M428,56 L447,75 L475,75\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M400,43 L450,43 L450,57 L400,57 Z\" stroke=\"black\" fill=\"black\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"425\" y=\"80\" font-size=\"7\" text-anchor=\"middle\"></text>\n",
       "<text x=\"425\" y=\"26\" font-size=\"7\" text-anchor=\"middle\">Θ=theta_ri0_bs</text>\n",
       "<path d=\"M400,43 L450,43 L450,47 L400,47 Z\" stroke=\"black\" fill=\"lightgray\" stroke-linejoin=\"miter\" />\n",
       "<path d=\"M443,50 L453,50 L453,60 L443,60 Z\" stroke=\"black\" fill=\"thistle\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"448\" y=\"57\" font-size=\"6\" text-anchor=\"middle\">Rx</text>\n",
       "<path d=\"M475,25 L525,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M480,40 L489,40 L503,10 L494,10 L480,40 L489,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"497\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=theta_ri0_ps</text>\n",
       "<path d=\"M475,75.0 L525,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M525,25 L553,25 L572,44\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M578,44 L597,25 L625,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M525,75 L553,75 L572,56\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M578,56 L597,75 L625,75\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M550,43 L600,43 L600,57 L550,57 Z\" stroke=\"black\" fill=\"black\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"575\" y=\"80\" font-size=\"7\" text-anchor=\"middle\"></text>\n",
       "<text x=\"575\" y=\"26\" font-size=\"7\" text-anchor=\"middle\">Θ=theta_ro0_bs</text>\n",
       "<path d=\"M550,43 L600,43 L600,47 L550,47 Z\" stroke=\"black\" fill=\"lightgray\" stroke-linejoin=\"miter\" />\n",
       "<path d=\"M593,50 L603,50 L603,60 L593,60 Z\" stroke=\"black\" fill=\"thistle\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"598\" y=\"57\" font-size=\"6\" text-anchor=\"middle\">Rx</text>\n",
       "<path d=\"M625,25 L675,25\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M630,40 L639,40 L653,10 L644,10 L630,40 L639,40 Z\" stroke=\"black\" fill=\"gray\" stroke-linejoin=\"miter\" />\n",
       "<text x=\"647\" y=\"38\" font-size=\"7\" text-anchor=\"start\">Φ=theta_ro0_ps</text>\n",
       "<path d=\"M625,75.0 L675,75.0\" stroke=\"darkred\" stroke-width=\"3\" fill=\"none\" />\n",
       "<path d=\"M675,25.0 L690,25.0\" stroke-width=\"3\" stroke=\"darkred\" stroke-linejoin=\"miter\" fill=\"none\" />\n",
       "<path d=\"M675,75.0 L690,75.0\" stroke-width=\"3\" stroke=\"darkred\" stroke-linejoin=\"miter\" fill=\"none\" />\n",
       "<text x=\"700\" y=\"28.0\" font-size=\"6\" text-anchor=\"end\">0</text>\n",
       "<text x=\"700\" y=\"78.0\" font-size=\"6\" text-anchor=\"end\">1</text>\n",
       "<text x=\"0\" y=\"28.0\" font-size=\"6\" text-anchor=\"start\">0</text>\n",
       "<text x=\"0\" y=\"78.0\" font-size=\"6\" text-anchor=\"start\">1</text>\n",
       "</svg>"
      ],
      "text/plain": [
       "<drawsvg.drawing.Drawing at 0x3009c7b30>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def create_circuit_general():\n",
    "    \"\"\"Create variational quantum classifier with specified number of modes using general meshes\"\"\"\n",
    "\n",
    "    wl = pcvl.GenericInterferometer(\n",
    "        2,\n",
    "        lambda i: (\n",
    "            pcvl.BS(pcvl.P(f\"theta_li{i}_bs\"))\n",
    "            // pcvl.PS(pcvl.P(f\"theta_li_ps{i}\"))\n",
    "            // pcvl.BS(pcvl.P(f\"theta_lo{i}_bs\"))\n",
    "            // pcvl.PS(pcvl.P(f\"theta_lo_ps{i}\"))\n",
    "        ),\n",
    "        shape=pcvl.InterferometerShape.RECTANGLE,\n",
    "    )\n",
    "\n",
    "    c_var = pcvl.Circuit(2)\n",
    "    px = pcvl.P(\"px\")\n",
    "    c_var.add(0, pcvl.PS(px))\n",
    "\n",
    "    wr = pcvl.GenericInterferometer(\n",
    "        2,\n",
    "        lambda i: (\n",
    "            pcvl.BS(pcvl.P(f\"theta_ri{i}_bs\"))\n",
    "            // pcvl.PS(pcvl.P(f\"theta_ri{i}_ps\"))\n",
    "            // pcvl.BS(pcvl.P(f\"theta_ro{i}_bs\"))\n",
    "            // pcvl.PS(pcvl.P(f\"theta_ro{i}_ps\"))\n",
    "        ),\n",
    "        shape=pcvl.InterferometerShape.RECTANGLE,\n",
    "    )\n",
    "\n",
    "    c = pcvl.Circuit(2)\n",
    "    c.add(0, wl, merge=True)\n",
    "    c.add(0, c_var, merge=True)\n",
    "    c.add(0, wr, merge=True)\n",
    "\n",
    "    return c\n",
    "\n",
    "\n",
    "def count_parameters(model):\n",
    "    \"\"\"Count trainable parameters in a PyTorch model\"\"\"\n",
    "    return sum(p.numel() for p in model.parameters() if p.requires_grad)\n",
    "\n",
    "\n",
    "# Visualize general circuit\n",
    "example_circuit = create_circuit_general()\n",
    "pcvl.pdisplay(example_circuit)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "912d16a8587e0ee9",
   "metadata": {},
   "source": [
    "Second, we also need to define a scaling layer that simply multiplies the input by a constant before encoding it in the circuit. That will be the first layer of our model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7d45b0e079d58a63",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.377243100Z",
     "start_time": "2025-11-10T08:48:59.317567100Z"
    }
   },
   "outputs": [],
   "source": [
    "class ScaleLayer(nn.Module):\n",
    "    \"\"\"\n",
    "    Multiply the input tensor by a learned or fixed factor.\n",
    "\n",
    "    Args:\n",
    "        dim (int): Dimension of the input data to be encoded.\n",
    "        scale_type (str): Type of scaling method.\n",
    "\n",
    "    Returns: nn.Module that multiplies the input tensor by a learned or fixed factor.\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self, dim, scale_type=\"learned\"):\n",
    "        super().__init__()\n",
    "        # Create a single learnable parameter (initialized to 0.1 by default)\n",
    "        if scale_type == \"learned\":\n",
    "            self.scale = nn.Parameter(torch.full((dim,), 0.1))\n",
    "        elif scale_type == \"2pi\":\n",
    "            self.scale = torch.full((dim,), 2 * torch.pi)\n",
    "        elif scale_type == \"pi\":\n",
    "            self.scale = torch.full((dim,), torch.pi)\n",
    "        elif scale_type == \"/pi\":\n",
    "            self.scale = torch.full((dim,), 1 / torch.pi)\n",
    "        elif scale_type == \"1\":\n",
    "            self.scale = torch.full((dim,), 1)\n",
    "        elif scale_type == \"0.1\":\n",
    "            self.scale = torch.full((dim,), 0.1)\n",
    "        elif scale_type == \"/2pi\":\n",
    "            self.scale = torch.full((dim,), 1 / (2 * torch.pi))\n",
    "\n",
    "    def forward(self, x):\n",
    "        # Element-wise multiplication of each input element by the learned scale\n",
    "        return x * self.scale"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d5aabe8e7a0d566",
   "metadata": {},
   "source": [
    "Then, we use MerLin to define the quantum layer that we will use to build our hybrid model. MerLin allows the optimization of the quantum components to run smoothly using the efficient PyTorch framework.\n",
    "\n",
    "In our specific case, we will determine the input state of the circuit depending on the number of photons."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "354069a0ae552ae0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.380714Z",
     "start_time": "2025-11-10T08:48:59.329824100Z"
    }
   },
   "outputs": [],
   "source": [
    "def create_quantum_layer(num_photons):\n",
    "    \"\"\"Create a quantum layer consisting of a VQC for a specific initial state\"\"\"\n",
    "    if num_photons % 2 == 0:\n",
    "        input_state = [num_photons // 2, num_photons // 2]\n",
    "    else:\n",
    "        input_state = [(num_photons // 2) + 1, num_photons // 2]\n",
    "\n",
    "    trainable_params = [\"theta\"]\n",
    "    circuit = create_circuit_general()\n",
    "\n",
    "    scale_layer = ScaleLayer(1, \"learned\")\n",
    "\n",
    "    vqc = QuantumLayer(\n",
    "        input_size=1,\n",
    "        circuit=circuit,\n",
    "        trainable_parameters=trainable_params,\n",
    "        input_parameters=[\"px\"],\n",
    "        input_state=input_state,\n",
    "        measurement_strategy=MeasurementStrategy.probs(\n",
    "            computation_space=ComputationSpace.FOCK\n",
    "        ),\n",
    "    )\n",
    "\n",
    "    model = nn.Sequential(scale_layer, vqc, nn.Linear(vqc.output_size, 1))\n",
    "\n",
    "    return model"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f503b59be7ca1259",
   "metadata": {},
   "source": [
    "## 3. Training function"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f479c5c224345c2c",
   "metadata": {},
   "source": [
    "Thanks to MerLin, the optimization of the model has the same programing structure as PyTorch with classical methods."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "470dd19f92c1724e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.397134700Z",
     "start_time": "2025-11-10T08:48:59.345217500Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_model(model, x_train, y_train, model_name):\n",
    "    \"\"\"Train a model and return training metrics\"\"\"\n",
    "    optimizer = torch.optim.Adam(\n",
    "        model.parameters(), lr=0.02, betas=(0.7, 0.9), weight_decay=0\n",
    "    )\n",
    "    criterion = nn.MSELoss()\n",
    "\n",
    "    losses = []\n",
    "    train_mses = []\n",
    "\n",
    "    model.train()\n",
    "\n",
    "    pbar = tqdm(range(200), desc=f\"Training {model_name}\")\n",
    "    for _epoch in pbar:\n",
    "        permutation = torch.randperm(x_train.size()[0])\n",
    "        total_loss = 0\n",
    "\n",
    "        for i in range(0, x_train.size()[0], 32):\n",
    "            indices = permutation[i : i + 32]\n",
    "            batch_x, batch_y = x_train[indices], y_train[indices]\n",
    "\n",
    "            outputs = model(batch_x)\n",
    "            loss = criterion(outputs.squeeze(), batch_y.squeeze())\n",
    "\n",
    "            optimizer.zero_grad()\n",
    "            loss.backward()\n",
    "            optimizer.step()\n",
    "\n",
    "            total_loss += loss.item()\n",
    "\n",
    "        avg_loss = total_loss / (x_train.size()[0] // 32)\n",
    "        losses.append(avg_loss)\n",
    "\n",
    "        # Evaluation\n",
    "        model.eval()\n",
    "        with torch.no_grad():\n",
    "            train_outputs = model(x_train)\n",
    "            train_mse = mean_squared_error(y_train.numpy(), train_outputs)\n",
    "            train_mses.append(train_mse)\n",
    "\n",
    "            pbar.set_description(\n",
    "                f\"Training {model_name} - Loss: {avg_loss:.4f}, Train MSE: {train_mse:.4f}\"\n",
    "            )\n",
    "\n",
    "        model.train()\n",
    "\n",
    "    return {\n",
    "        \"losses\": losses,\n",
    "        \"train_mses\": train_mses,\n",
    "    }"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b6f806890ea4e52e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:48:59.397134700Z",
     "start_time": "2025-11-10T08:48:59.355869300Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_models_multiple_runs(num_photons, colors, x_train, ys_info):\n",
    "    \"\"\"Train all models multiple times and return results\"\"\"\n",
    "    all_results = {}\n",
    "    ys = ys_info[\"ys\"]\n",
    "    names = ys_info[\"names\"]\n",
    "\n",
    "    assert names[0] == \"std = 1.00\"\n",
    "\n",
    "    for y, name in zip(ys, names, strict=False):\n",
    "        results = {}\n",
    "        models = []\n",
    "        for n, color in zip(num_photons, colors, strict=False):\n",
    "            print(\n",
    "                f\"\\nTraining MZI with {n} photons ({3} runs) for Gaussian with {name}:\"\n",
    "            )\n",
    "            best_model = None\n",
    "            best_final_train_mse = np.inf\n",
    "            model_runs = []\n",
    "\n",
    "            for run in range(3):\n",
    "                # Create a fresh instance of the model for each run\n",
    "                qmodel = create_quantum_layer(n)\n",
    "\n",
    "                print(f\"  Run {run + 1}/{3}...\")\n",
    "                run_results = train_model(\n",
    "                    qmodel,\n",
    "                    torch.tensor(x_train, dtype=torch.float).unsqueeze(-1),\n",
    "                    torch.tensor(y, dtype=torch.float),\n",
    "                    f\"MZI_{n}-run{run + 1}\",\n",
    "                )\n",
    "\n",
    "                model_runs.append(run_results)\n",
    "                if run_results[\"train_mses\"][-1] < best_final_train_mse:\n",
    "                    best_final_train_mse = run_results[\"train_mses\"][-1]\n",
    "                    best_model = qmodel\n",
    "\n",
    "            models.append(best_model)\n",
    "            # Store all runs for this model\n",
    "            results[f\"MZI_{n}\"] = {\n",
    "                \"runs\": model_runs,\n",
    "                \"color\": color,\n",
    "            }\n",
    "        all_results[f\"{name}\"] = {\n",
    "            \"results\": results,\n",
    "            \"models\": models,\n",
    "        }\n",
    "\n",
    "    return all_results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "61ff7937f75490ea",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:02.506582200Z",
     "start_time": "2025-11-10T08:48:59.380714Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 2 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run1 - Loss: 0.0012, Train MSE: 0.0018: 100%|██████████| 200/200 [00:01<00:00, 129.14it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run2 - Loss: 0.0077, Train MSE: 0.0051: 100%|██████████| 200/200 [00:01<00:00, 137.45it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_2-run3 - Loss: 0.0017, Train MSE: 0.0012: 100%|██████████| 200/200 [00:01<00:00, 136.32it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 4 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run1 - Loss: 0.0028, Train MSE: 0.0044: 100%|██████████| 200/200 [00:01<00:00, 130.93it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run2 - Loss: 0.0012, Train MSE: 0.0008: 100%|██████████| 200/200 [00:01<00:00, 129.72it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_4-run3 - Loss: 0.0006, Train MSE: 0.0006: 100%|██████████| 200/200 [00:01<00:00, 130.95it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Training MZI with 6 photons (3 runs) for Gaussian with std = 1.00:\n",
      "  Run 1/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
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     "output_type": "stream",
     "text": [
      "Training MZI_10-run1 - Loss: 0.0160, Train MSE: 0.0115: 100%|██████████| 200/200 [00:01<00:00, 107.55it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 2/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_10-run2 - Loss: 0.0379, Train MSE: 0.0272: 100%|██████████| 200/200 [00:01<00:00, 110.06it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Run 3/3...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Training MZI_10-run3 - Loss: 0.0097, Train MSE: 0.0124: 100%|██████████| 200/200 [00:01<00:00, 110.73it/s]\n"
     ]
    }
   ],
   "source": [
    "# Training set-up\n",
    "num_photons = [2, 4, 6, 8, 10]\n",
    "colors = [\"blue\", \"orange\", \"green\", \"red\", \"purple\"]\n",
    "std_names = [\"std = 1.00\", \"std = 0.50\", \"std = 0.33\", \"std = 0.25\"]\n",
    "ys_info = {\"ys\": ys, \"names\": std_names}\n",
    "\n",
    "# Train all models\n",
    "all_results = train_models_multiple_runs(num_photons, colors, delta, ys_info)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3fcd24f054432e6e",
   "metadata": {},
   "source": [
    "## 4. Plot training loss"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "762fe0dc0fe7fa68",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:03.565067200Z",
     "start_time": "2025-11-10T08:54:02.506582200Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_training_curves(all_results):\n",
    "    \"\"\"Plot training curves for all model variants with average and envelope (only loss shown)\"\"\"\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "    i = 0\n",
    "    j = 0\n",
    "\n",
    "    for y_name, results in all_results.items():\n",
    "        axis = axs[i // 2, j % 2]\n",
    "        # Plot each metric\n",
    "        for model_name, model_data in results[\"results\"].items():\n",
    "            color = model_data[\"color\"]\n",
    "            linestyle = \"-\"\n",
    "\n",
    "            # Get data from all runs\n",
    "            losses_runs = [run[\"losses\"] for run in model_data[\"runs\"]]\n",
    "\n",
    "            # Calculate mean values across all runs\n",
    "            epochs = len(losses_runs[0])\n",
    "            mean_losses = np.log([\n",
    "                sum(run[i] for run in losses_runs) / len(losses_runs)\n",
    "                for i in range(epochs)\n",
    "            ])\n",
    "\n",
    "            # Calculate min and max values for the envelope\n",
    "            min_losses = np.log([\n",
    "                min(run[i] for run in losses_runs) for i in range(epochs)\n",
    "            ])\n",
    "            max_losses = np.log([\n",
    "                max(run[i] for run in losses_runs) for i in range(epochs)\n",
    "            ])\n",
    "\n",
    "            # Plot mean line\n",
    "            axis.plot(\n",
    "                mean_losses,\n",
    "                label=f\"n = {model_name[4:]}\",\n",
    "                color=color,\n",
    "                linestyle=linestyle,\n",
    "                linewidth=2,\n",
    "            )\n",
    "\n",
    "            # Plot envelope\n",
    "            axis.fill_between(\n",
    "                range(epochs), min_losses, max_losses, color=color, alpha=0.2\n",
    "            )\n",
    "\n",
    "        # Customize plot\n",
    "        axis.set_title(f\"{y_name}\", fontsize=14, pad=10)\n",
    "        axis.set_xlabel(\"Epoch\")\n",
    "        axis.set_ylabel(\"Log Loss (log MSE)\")\n",
    "        if i == 0 and j == 0:\n",
    "            axis.legend()\n",
    "        axis.grid(True, linestyle=\"--\", alpha=0.7)\n",
    "        axis.spines[\"top\"].set_visible(False)\n",
    "        axis.spines[\"right\"].set_visible(False)\n",
    "        i += 1\n",
    "        j += 1\n",
    "\n",
    "    fig.suptitle(\n",
    "        \"Training Loss (MSE) for fitting Gaussians with various STDs\", fontsize=14\n",
    "    )\n",
    "    plt.tight_layout()\n",
    "    # plt.savefig(\"./results/training_curves_gaussian_kernels.png\")  # To save locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "\n",
    "\n",
    "# Plot training curves\n",
    "plot_training_curves(all_results)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "527bddff55e66378",
   "metadata": {},
   "source": [
    "## 5. Visualize learned functions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d623cd7eac9d923a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.063213700Z",
     "start_time": "2025-11-10T08:54:03.545105500Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def visualize_learned_function(results, num_photons, x_on_pi, delta, ys_info):\n",
    "    \"\"\"Visualize learned function of different models to compare them with the target function, a Gaussian\"\"\"\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
    "    plt.subplots_adjust(hspace=0.4, wspace=0.4)\n",
    "    i = 0\n",
    "    j = 0\n",
    "    ys = ys_info[\"ys\"]\n",
    "    y_names = ys_info[\"names\"]\n",
    "    sigmas = [1.00, 0.50, 0.33, 0.25]\n",
    "    circuit_names = [f\"MZI_{n}\" for n in num_photons]\n",
    "\n",
    "    for y, y_name, sigma in zip(ys, y_names, sigmas, strict=False):\n",
    "        axis = axs[i // 2][j % 2]\n",
    "        y_results = results[f\"{y_name}\"][\"results\"]\n",
    "        y_models = results[f\"{y_name}\"][\"models\"]\n",
    "        for circuit_name, model in zip(circuit_names, y_models, strict=False):\n",
    "            model_results = y_results[circuit_name]\n",
    "            color = model_results[\"color\"]\n",
    "            model.eval()\n",
    "            with torch.no_grad():\n",
    "                output = model(torch.tensor(delta, dtype=torch.float).unsqueeze(-1))\n",
    "            axis.plot(\n",
    "                x_on_pi,\n",
    "                output.detach().numpy(),\n",
    "                label=f\"n = {circuit_name[4:]}\",\n",
    "                color=color,\n",
    "                linewidth=1,\n",
    "            )\n",
    "\n",
    "        axis.scatter(x_on_pi, y, s=10, color=\"k\")\n",
    "\n",
    "        axis.set_xlabel(\"x / pi\")\n",
    "        axis.set_ylabel(\"y\")\n",
    "        axis.grid(True)\n",
    "        if i == 0 and j == 0:\n",
    "            axis.legend(loc=\"upper right\")\n",
    "        axis.title.set_text(f\"$\\\\sigma$ = {sigma}\")\n",
    "        i += 1\n",
    "        j += 1\n",
    "    fig.suptitle(\n",
    "        \"Approximating Gaussian kernels of different standard deviations ($\\\\sigma$)\\nwith 2 mode circuits of varying number of photons (n)\",\n",
    "        fontsize=14,\n",
    "    )\n",
    "    # plt.savefig(\"./results/gaussian_kernel_quantum.png\")  # To save the figure locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return\n",
    "\n",
    "\n",
    "visualize_learned_function(all_results, num_photons, x_on_pi, delta, ys_info)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "416e283d5ad5c9c0",
   "metadata": {},
   "source": [
    "This is not as accurate as we would have wanted but we can work with it. For a standard deviation of 1, our models achieve good results but as we decrease its value, the models achieved worse results, especially the ones with fewer photons. Ideally, this is supposed to show that increasing the number of photons also increases the expressivity of the quantum model.\n",
    "\n",
    "## 6. Application: Using our trained kernel estimators for binary classification\n",
    "\n",
    "### 6.1 Generate data\n",
    "\n",
    "Let's generate some 2D datasets for which our trained Gaussian kernel estimator will be useful. Namely, we will work the circle, moon and blob datasets from sklearn."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7a5e05dd7efa9c52",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.063213700Z",
     "start_time": "2025-11-10T08:54:05.031877200Z"
    }
   },
   "outputs": [],
   "source": [
    "def get_circle(num_samples, noise=0.1):\n",
    "    x, y = make_circles(\n",
    "        n_samples=num_samples,  # number of data points\n",
    "        noise=noise,\n",
    "        random_state=42,\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_moon(num_samples, noise=0.2):\n",
    "    x, y = make_moons(\n",
    "        n_samples=num_samples,  # number of data points\n",
    "        noise=noise,\n",
    "        random_state=42,\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_blobs(num_samples, centers=2):\n",
    "    x, y = make_blobs(\n",
    "        n_samples=num_samples, centers=centers, cluster_std=4.0, random_state=42\n",
    "    )\n",
    "    return x, y\n",
    "\n",
    "\n",
    "def get_visual_sample(x, y, title):\n",
    "    fig, axs = plt.subplots(1, 3, figsize=(20, 6))\n",
    "    axs[0].scatter(x[0][:, 0], x[0][:, 1], c=y[0], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[0].set_xlabel(\"x1\")\n",
    "    axs[0].set_ylabel(\"x2\")\n",
    "    axs[1].scatter(x[1][:, 0], x[1][:, 1], c=y[1], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[1].set_xlabel(\"x1\")\n",
    "    axs[1].set_ylabel(\"x2\")\n",
    "    axs[2].scatter(x[2][:, 0], x[2][:, 1], c=y[2], cmap=\"bwr\", edgecolor=\"k\")\n",
    "    axs[2].set_xlabel(\"x1\")\n",
    "    axs[2].set_ylabel(\"x2\")\n",
    "    axs[0].title.set_text(title[0])\n",
    "    axs[1].title.set_text(title[1])\n",
    "    axs[2].title.set_text(title[2])\n",
    "\n",
    "    # plt.savefig(\"./results/data_visualization.png\")  # To save figure locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc3c9b9daf8686d5",
   "metadata": {},
   "source": [
    "The next step is scaling the data and separating it to train and test sets.\n",
    "\n",
    "One thing to keep in mind during scaling of the data is that the range of squared distances between points on which we have trained our Gaussian kernel model is $[0, \\pi^2]$ since our initial x is defined on $[-\\pi, \\pi]$ and the distance is computed between x and zero. So it would be ideal if the scaling of our data takes that into account so our model only receives values within its training domain. To do so, we define a scaling factor adjusted to our situation (0.65)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "46e8f3577f27c4a7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.376778600Z",
     "start_time": "2025-11-10T08:54:05.063213700Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Circular training set: 120 samples, 2 features\n",
      "Circular test set: 80 samples, 2 features\n",
      "Moon training set: 120 samples, 2 features\n",
      "Moon test set: 80 samples, 2 features\n",
      "Blob training set: 120 samples, 2 features\n",
      "Blob test set: 80 samples, 2 features\n"
     ]
    },
    {
     "data": {
      "image/png": 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7kIkvH0JW9crxPXr0UHX7ZLKq9DWkJkzQ/os8h/RVVqxYoVYCSW1c6Z+MHz9erR4KOParr75SK17sCT5xhigyYQCGyIVUq1ZNFXTds2ePujiGloACbBLcCemiKLNFJZBhb5ZG0GW4wckM002bNqnZmjK7IoCj5asfw8vLy+7jSJG7oKTQnSx/ldm30nkIIEVpP3RARwY85HXKYwQ9JmBGR1AyaFK9enV1k86IrIqRAn0yI0TOsZxzmYUasOLFkdBKAUdEROQssvpUisJLgGDBggUhXtM3btyoVvsGXQUTkCZU9gf8V66tcv0PWrT1zp07qp8ScNynkseR/otcr4Ouggnex/iYfo6j67oEU2QVy8qVK99aseMoXZjMdpXbL7/8ogZZZAavFN6VQRDpY8h5lEK475vQwn4GERERVGpxIdd8R5MXpCB98D5AQD9FgjgyeSIo6QdIYCeAPLakGKtSpYrDUx7Qh/mQMQ4pbC+TSmUyhqxeCSABlY8Z45B0ZzKRI2gqVXvjPrLCplWrVuomr0XGVQYMGKD6HgHjQRIA4hgH0buYgozIhchqCUlLIRc4GWQITmYkyKyNj1WhQgU10CErOeRi62h2qHyhl8GToMtyZclr8KW2jmaeBp9pOnLkSHwq6bxIm/bv3//W8uDgsz7ttUFeh8wUCU7Osb0lu/YeY9++fSogFpQEeoKSzpikLRMBKUJkpqzcTzpLwUlnJ6ADKJ28gG1ERESuSIIXkg5DvqTLxISQrumyqnb06NFvbZcZljJwIKtnAo6z14+QlSOiatWqodJueR65HkvbA0j7Ro0a9Z/7OdLHsHddt/cY0hcJPogiwZ7gzyMrboL3MaSdP/300zvPL68n6HNLe9jHICKiyExqn8iqDplEGXRiR/DrtIybyAqQoCnEZFxGJkIUL148MG18AJk8G7Rem/Qn5Doc0J+xR1axyHVdMmcEHZOQejWnT59+p03SP5JrfgBp2/Lly995XEfXe3mM4P0K6ecEfUx7YxzSt5OJpQF9D1l5W7p0aTXpVIJMwckYTdC2CPY/KDLhChgiFyIBELm4N2zYUHUMJKWV1G2RQIKkvZCiq5Ii62NJR0EGNySwU6BAAZUqRFa7HDt2TOU5DUibJftlhoSk05Av9xLwkbRcAStoQnp8mR0xZMgQ1QFJkSKF6uDYW33yX4JSs2bNUm2S3OtyMZeOjswcCZqTtGjRouo1yewOKe4rHRW5n730I1KkVmboSnFfOR/SuZABI1mBJKtfZCavDO5I+2XJreSLDTpTRs6T5IIvU6aMqgEjK4SkEyMdqYAOnaQokVmu8pjynslzPn/+HCdOnFDnWDpOkn9VZq7K40t7JC2ZzDqR9zws6/UQERGFNrn+vo9ca2Wm6Lfffquug7lz51b9BRnskNQYAf0N2S6PJ9f7gBSjMhFD+iuSJjTobNNPIe2RVSR9+/ZV7ZHrsfQDgk/S+Jh+jlzvhbxGSe8hM0XleWRQJ2D1rKwWkn7FpEmT1IBG0IEMeY0yeUT6InI+ZLWQHCdtCAhMyfmQx5CJNZISVR5bnkdm00pfUSbrBNThkfbIgNDPP/+sBlLk+aT/QkRE5K4kRXjA6lqpSyJjLHKNlOt98CBKUHKtlECIBFskw4XFYlEBBwlCSB8gOBmnkfSiMnYiq1fk+i33lbRhIZHrt4w3yLGSZlTGFmQ8QVKjBR13kGNk8omMhcgYjryWMWPGqOt50LGQgOu9rI6V4yW1vdSpK1SokBqPkHERST0m/RyZJCrHSb3boGSfBFjkcWRM4uDBg2rcQurmBJDnljZLjRhJPSurYiRAJY95/fp1Nb4kZFxEAj+DBw9WfSpZvSN9D+mDELktg4hczrlz54x27doZadKkMaJEiWLEihXLKFasmDFq1Cjj1atXgcd5eXkZLVq0CPx92rRpEm0wDhw4YPdxV65caRQtWtSIFi2aETt2bKNgwYLGvHnz3jpm2LBhRooUKYyoUaOq5zx48KBRqlQpdQtw6dIl9TzyfAGuX79u1K5d24gbN64RJ04co379+sbNmzfVcT/88EPgcfKzbLt3794Hn4/jx4+r5/f09FRt++mnn4wpU6aox5G2BNi1a5dRuHBh9fqSJ09u9OnTx1i/fr06bsuWLYHHPXv2zPj8889VW2WfnEdhs9mMX3/9Vf0urz9v3rzGX3/9pc5xwDFi8eLFRoUKFYzEiROr9yd16tRGhw4djFu3br3V7qdPnxr9+vUzMmTIoI5LmDChOv+///678fr168Djdu/ebeTLl08dE/x8ERERRTTv628EkGtn1apV37k29uzZU12nPTw8jIwZMxpDhw5V1+Cg/Pz8jB9//NFImzatOi5VqlTqmhq0H+ToOUTwvosjDx48MJo1a6b6RdJ/kZ+PHDnyn/s5Qvop0l8xm81v9VWkH5YrVy7Vn5E+3uDBg42pU6e+dczhw4eNxo0bq76F9EWkr1GtWjXVHwtu4sSJqv8g/R7pK+bMmVP1faRdAW7fvq3Oj+yX5/mQc0JEROTK/ZOgN7nm5smTxxg3btw7fQ1713C5DlesWNGIGTOmET16dMPb21t9X7f3PNu2bTPat29vxIsXTx3fpEkT1a/4EEuWLDGyZs2qrvXZsmUzli5d+s64g5BxD+kryXFZsmRRzx0wphLU2bNnjZIlS6o+gewLGCd69OiR0apVKzUWIW2U1ybHBh9L+vnnn9X4kPRz5DHkuX755Ze3xi3EhQsXjObNmxtJkyZV/TPp70g/RcZIgpo0aZKRLl06Q9O0d8ZjiNyRSf7P2UEgIiIiIiIiIiIiIiIid8IaMERERERERERERERERKGMARgiIiIiIiIiIiIiIqJQxgAMERERERERERERERFRKGMAhoiIiIiIiIiIiIiIKJQxAENERERERERERERERBTKGIAhIiIiIiIiIiIiIiIKZZbQfkB3Y7PZcPPmTcSKFQsmk8nZzSEiIooQDMPA06dPkTx5cpjNnM8RltgXISIiYl/EmdgXISIi+u/jIgzAvIcEX1KlSvW+w4iIiCKla9euIWXKlM5uhltjX4SIiMgx9kXCHvsiRERE/70vwgDMe8jKl4ATGTt27PcdTkREFCn4+PioCQoB10kKO+yLEBERsS/iTOyLEBER/fdxEQZg3iMg7ZgEXxiAISIisn+djCy2b9+OoUOH4tChQ7h16xaWLVuGWrVqOTx+69at8Pb2fme73Ddp0qQf9JzsixAREb3/Oklhh30RIiKi/94XYdJ2IiIiog/0/Plz5M6dG2PGjPmoc/bPP/+ooEvALXHixDznRERERERERG6OK2CIiIiIPlDlypXV7WNJwCVu3Lg8z0RERERERESRCFfAEBEREYWxPHnyIFmyZChfvjx27doV4rG+vr4ql2zQGxERERERERG5HgZgiIiIiMKIBF3Gjx+PJUuWqJsU6CtdujQOHz7s8D6DBg1CnDhxAm9yHyIiIiIiIiJyPUxBRkRERBRGMmfOrG4BihYtigsXLmDEiBGYNWuW3fv069cPvXr1CvxdVsAwCENERERERETkehiAISIiIgpHBQsWxM6dOx3ujxo1qroRERERERERkWtjCjIiIiKicHT06FGVmoyIiIiIiIiI3BtXwBARERF9oGfPnuH8+fOBv1+6dEkFVOLHj4/UqVOr9GE3btzAzJkz1f6RI0cibdq0yJ49O169eoXJkydj8+bN2LBhA885ERERERERkZtjAIaIiIjoAx08eBDe3t6BvwfUamnRogWmT5+OW7du4erVq4H7X79+jS+//FIFZaJHj45cuXJh48aNbz0GEREREREREbknk2EYhrMbEZFJ4ds4ceLgyZMniB07trObQ0REFCHw+shzTURE5Ezsi/BcExERuUJfhDVgiIiIiIiIiIiIiIiIQhkDMERERERERERERERERKGMARiiT/D48WNcvnwZL1684HkkIiKiT3bnzh1VR8jPz49nk4iIiFyS1EG8cuUK7t696+ymEBE5HQMwRP/B/v37UblyVcSPHx9p06ZF/PgJ0aZNW1VkmYiIiOhjLV68GHnzFkDSpEnh5eWFpElTon///nj58iVPJhEREbmEZ8+eoV+/fkiSJAXSpEmDJEmSoECBwlixYoWzm0ZE5DQMwBB9pI0bN6J48ZL4++9rMIxxADbA17cfZs78C/nzF1azVomIiIg+1LBhw1C/fn0cPx4PwDwAa/HwYUMMGjQc5cpVxKtXr3gyiYiIKEKTzCBlypTH0KGj8PhxUwDrAMzB4cPRUatWLYwePdrZTSQicgoGYIg+gtVqRbNmraDrJaHrBwB0AFAewHewWg/j/n3gyy+/4jklIiKiDyKpTPv06QOgD2y29QAaAagE4E/YbJuwd+8+DlgQERFRhDd8+HAcOnQUur4VwAgAFQF8rvozQDf06NETN2/edHYziYjCHQMwRB9hzZo1uH37Omy2IQCiBtubHFZrHyxbtkzlbyciIiJ6n8mTJ8NkigXgBwCmYHuLwGZrgDFjJvBEEhERUYRlGIbqr9hszQDkD7ZX+jcD1RjK1KlTndRCIiLnYQCG6COcPXsWmhYXQB4HR3hD1624cOECzysRERG915kzZ2CzFQIQ3WHf4vLl82oVLhEREVFETT8mk1WB0g6OiAMgn+r3EBFFNi4VgNm+fTuqV6+O5MmTw2QyYfny5e+9z9atW/HZZ58hatSoyJAhA6ZPnx4ubSX3FDNmTNhszwH4ODjiVuBxRERERO8TK1YsaNrtEI64hShRPKFpGk8mERERRUgy5qZpFgCO+jQGTKbbHCshokjJpQIwz58/R+7cuTFmzJgPOv7SpUuoWrUqvL29cfToUfTo0QNt27bF+vWSX5vo49WoUQMmk00ShtjZawAYh3TpMiFHjhw8vURERPRedevWhdV6HMAuO3tfwWKZivr166nJR0REREQRkcViQc2aNaFpkwC8tnPEZlit51CvXj0ntI6IyLkkPO0yKleurG4favz48UibNi2GDRumfs+aNSt27tyJESNGoGJFKQZG9HFSpkypgniTJ/eDzRYDQAsAngDuA/gZwDIMHDgbZrPrxDb9/PzUajKpb/P69Wvky5cPLVq0QIIECZzdNCIiIrdXpUoV5M6dD6dO1YPVOg1ABf85UhdgNneF2XwTffr0dnYziYiIiELUr19frFxZDCZTfRjGSABpAcgE1tXQtNbIn78oypYty7NIRJGO64wS/wd79uxBuXLl3tomgRfZ7oivry98fHzeuhEFNWrUn2jW7HMAX0DTksPDIwfM5pTw8BiHkSNHokmTJi5zwqRWTebM2dGgQQPMnn0UCxZcQ+/e/ZAyZWosW7bM2c2LsAEr5uEnIqLQIqnF1q9fjXz50st0I1gsqeDhkRVABsSOvR+rVq1Arly5eMKJiIgoQsufPz+WL1+KmDG3A0gPD49ssFhSSC4RFC2aA6tXr3SpyapERJFyBczHun37NpIkSfLWNvldgiovX75EtGjR3rnPoEGD8OOPP4ZjK8nVRIkSBdOnT1OzO+bNm4eHDx8ibdo2aNasGRImTAhX8erVK5QtWxE3bkhO+SOwWvP477kLX9/OaNCgIfbt26tqKEV2hmFg0aJFGD78D+zbt1ttK1y4GL76qqdKHUNERPQppH+6Z88O7Nq1C3/99Ze6RufN21dNkLDXXyUiIiKKiKQMwK1b17FgwQIcP34cnp6eqFWrFgoVKsR0qkQUabl1AOa/6NevH3r16hX4uwRrUqVK5dQ2UcSUOXNmDBgwAK5KAgpXrlwAcApAtiB7EsMw5krSPgwbNhxz5sxGZNe3b18MGTIEZrMsl56g6v3s379A5a/95ptv8Msvvzi7iURE5OKkxkvx4sXVjYiIiMhVxYgRA61bt3Z2M4iIIgy3DsAkTZoUd+7ceWub/B47dmyHswmjRo2qbkTubuVKWf5bDDZb0OBLAA9YrS2wbNkQRHZbt25VwRdgOGy2noHbbbYOAIbg11+/Vvn7ixUr5tR2EhERERERERERUcTi1skXixQpgk2bNr217e+//1bbiSI7ScNns8UL4Yj4eP36FSK7MWPGwmKRXPw97Oz9ChZLRnUMERERERERERERkcsGYJ49e4ajR4+qm7h06ZL6+erVq4Hpw5o3bx54/BdffIGLFy+iT58+OHv2LMaOHYuFCxeiZ8//z2Iniqxy584NTdsB4Lnd/WbzWmTPzqK/Bw8eg9VaWZLD2DtLat/Bg28+k4iIiIiIiIiIiIhcMgBz8OBB5M2bV92E1GqRn7///nv1+61btwKDMSJt2rRYvXq1WvUig83Dhg3D5MmTUbFiRae9BqL/QmoR7dixA7t371YrV0JD+/btYRjPAHytapq8bQVstjXo1q0TIjtPT0lJ+CiEIx4hWjTPcGwRERGR+7Jarbh58yYePHjg7KYQERERERFFrgBM6dKlYRjGO7fp06er/fJfqdcQ/D5HjhyBr68vLly4gJYtWzqp9UQf7/nz5+jSpQuSJEmOkiVLqjojSZOmwLfffgs/P79POqVeXl4YO3aMJNmCphUEMBrADJhM9WAy1UGdOnX57wVAnTrVoWmLATy2cxYfQtOWonbt6vzzJiIi+gSvXr3CgAEDkDx5aqRIkQIJEyZEwYJFsHz5cqec1z179qBJk6ZIkyYTMmbMhi+//FJ9lyAiIiIiInLbAAxRZCJBwwoVKmP8+Bl49ao3gBMADsPHpw0GDRqKhg0bw2azfdJzdOjQQa0Q8/ZOAJOpG4CWyJDhNEaPHoWFC+dD0zREdh07doSnpwlmc00A/19hB1yB2VwD0aN7qPMYmuR9lfSKsuLp3r17ofrYREREETH4In2en34ajHv3agFYBWA2Dh2Kjtq1a2PkyJHh2p5BgwahaNGiWLhwH65cqY7z50vhjz9mIFu2HFizZk24toWIiIiIiFybyZAlJBRi6qc4ceLgyZMniB07Ns8UhZtJkyahfXsZ2N8JoGiwvUsA1FODAJUrS32STycraiTtR7Ro0ULl8dzJrl27UK1aTTx58ghmcxGVsk3X9yB+/IRYvXolChcuHGrPNWXKFAwc+CuuXr2ofrdYPFC3bl2MGDEcyZIlC7XnIfpUvD6GH55rcneSJrhPn36w2TYDKB5kj3xN6Q2zeYRafZImTZowb4tMTKlQoQIASXH8Q5D5ai9gMjVG1KgbcfnyRSRJkiTM20JEIeP1MfzwXBMREf336yNXwBBFUBMmTIHZXMVO8EXUgablxpQpU0Pt+Tw8PBh8cUBSv129egnjxo1Fgwap0bBhGkyYMF5tC83gy6+//oq2bdvi6tUCAGQQ6gSs1iFYsmQbChUqhrt3737Q6hkZPJIaWZK+btq0aXjx4kWotZGIiCi0jRkzATZbg2DBF2EC8CNMpphqgkJ4GDHiD2haHgADgn1Vig7DmI7Xrw1VU5KIiIhci67rWLVqlfqu3LNnTyxdulRNQiUiCmtcAfMenOlBzpIwYTI8eNDRfwamPe2RO/cRHD16IJxbRmHh+vXr8PJKA5utj4Rigu29Ak37DJ07N8Uff/wR4mNUrVoTx48fhoeHzBKOCT+/U4gbNz4WLZqPcuXK8c2jUMPrY/jhuSZ3JgMfMgkEkKBGG7vHmEyVULt2DCxZIiuAw1bMmHHw/HlfAP0cHFET5cq9wt9/rw/zthBRyHh9DD881+Tqzp49q74rX7x4Dh4e6dQkCz+/80iZMg3++ms5cufO7ewmEpEL4goYIheXIEECAOcd7jebzyNJkoTh2iYKOzNmzIDJJOnfZNAnOC/oentMnTpDpYqz5/Xr1yhbtiJOn74PYCv8/C7Cz0/qBp2Hj09+VKtWA6dOneJbSEREEYrUm4sSxRPAHYfHmM23ETNmzHBpj8kkq25CytBs8z+GiIiIXMGjR4/g7V0eV65YAOyDn98F+Pn9C+AIbt2Kr/bdueO4H0JE9KmYgowogmrZsgnM5kXBCr8HOASbbQuaNWvihJZRWLh06RJMpmwAHOWMLIRnz56ozqM9y5Ytw7lzp2G1LgdQyj9ti0gHm20ZdD0hhg0bzjePiIgiFAlm1K1bBxaLpFX1tXPEHuj6MVUPLTyULl0KFssCB0GYBzCb/0aZMqXDpS1ERET06SQttwRYdH0dgIJB9uRR23x8XmD8+PE81UQUZhiAIYqgOnTogOTJk8Ji8QawUjKW+g9MzIXFUgU5c+ZF/fr1nd1MCiXx48f3D7Y5ykF7EZpmQaxYsezulbQsmlYIQF47e6PBam2JxYuX8v0iIqIIp0+f3jCZrsNkkiDLZf+tEgDZCIulrurzVK1aNVza0qtXD1itx/1TkEnfK8BTmExN4enpgTZt7KdKIyIioohnwYIlMIzqAFLZ2ZsIul4f8+YtdkLLiCiyYACGKAIPyO/YsQV58yZR+cbN5pgwmWR1RBN4e3+GzZs3IGrUqM5uJoWSzz//HFbrbQDz7Ox9AU0bjzp16iBaNElT9q5nz55D1+VvxZGkePHiWZi9X5Ia7e+//8bcuXOxc+dO2Gy2MHsuIiJyL3ny5MHKlcsRK9ZutXLTwyMnLBapZVYeuXOnxoYNa1SqsvDg7e2NYcOGARgMi0VyxHcG0AqalhKenjuwYsUyJEqUKFzaQkRERJ/Ox0e+BycL4YikePYs7L4rExFJAkQiiqDSpEmD/ft34+DBg9i9ezfMZjPKlCmDbNkkVVXoOnfuHHbt2qWeo3Tp0vDy8gr156CQB5/q1q2PZcvaw2Z7IknopBQwgAMwm3vDw+MG+vd3PCsne/Zs2LBhGnT9FQDJpf82k2kjMmcO/b+bgPo1ffp8g7t3bwZuS5cuE8aO/RMVK1YMk+ckIiL3UqlSJdy8eQ0LFizA4cOH4enpierVq6NkyZLhXnOlV69eqi80evQY7NmzAx4eHqhevYtanZw6depwbQsRERF9mpw5s+D8+S2wWmV17bt9Ck3bguzZs/I0E1GYMRmGEVKVyUjPx8cHceLEwZMnTxA7tqPaDESu69atW2jdogXW/f134DYZ6KhTqxYmTZmCePHiwZ3dvXsXs2fPxsWLF9VrbdSoEbJnz+6Utrx69QodOnTErFkzpRsIszk6dP0JUqTwwrx5s1CiRIkQA2hZsmSBYUjKlJ+DdSw3wWSqgNGjR6FTp06h2uYpU6agbdu2ABoD6A0gI4DDMJl+gtm8FevWrUW5cuVC9TkpYuD1keeaiIjImdgX4bkm+hCbN29G2bJlAUwA0D7Y3vnqu+zy5ctRs2ZNnlA38uLFC1X/Z9qkSbh27RoSJ06M5q1bo127dogbN66zm0eRrC/CAEwonUgiV/37LpQvH3wuX8ZgqxV1/bOdSxKsvpqGjHnzYvuuXYgSJQrc0R9//IE+X30Fs82GTJqGG4aBB1YrPm/UCFOnT3dairerV69i1apVqsMgwSBZRfIhqVcGDx6Mvn37wmwuD5stYAXNKpjNM1GmjDfWrFmlZvGGZsAoWbKUePy4mpQ2DBb0scJkKofs2Z/g+PHD4T57mcIer4/hh+eaiIiI10dnYl+EXJnMO+/YsRMmTBgPk6k+DEMmD8r364UwmeapdOAzZ85Q2UDIPTx+/BjlSpfG0ePHIWG1PIaBfwAsNpuR2ssLW3bsQIoUKZzdTIpE10d+uhBFYlOnTsWFCxewxWpFU1Wq/c2QfTsAa3Ud+w4exOLFjtNeWa1WHDt2DAcOHMDTp0/hSqRWSY8ePdDRasUNmw3H/Pxw02rFVClov3AhOnbo4LS2SXqTzp07o3fv3qhSpcoH573/+uuvsWjRIuTJ81jVCpLaQUmTrsPAgd/jr79WhGrwRaxZswaPHz8A8I2dpdwWGMbXOHnyKE6cOBGqz0tERERERET0IWQy4LhxYzFu3DikS3ccQB31XTl16j0YMWI4gy9uqFvXrrh48iQOGgaWGAa+AzAbwCmbDa+uXUPLZs2c3USKZLgC5j0404Pc2We5ciHjyZNY4CATobfZjKhlyryVnixgBomsHhk8eBhu376utnl6xkCrVs3x22+/RfjVYtL+bJkyIfOFC1hmGO+EDkYB6GEy4eKlSy5bC+f+/ft4/fo1kiRJEmaFi8eMGYOuXXvCMF47OOIqAC+sW7eOtWDcEK+PPNf0cWRVo8yMih8/fpiusJSUmpIeUlJTymys+vXro3z58pzVSURuh30Rnmui/zIWIGnY5b/JkiVj/8hN08ynTJFCZXnpaWe/ZHz5HMDp06eRNStr/9Cn4QoYInqvu3fuIHMIZaCy2Gy4e/v2O9u7d++Bnj174vbt8gC2ATiEV696Y+LEOShduiyeP38eoc/+mTNncPb8eXS0E3wRrQB4mExYsWIFXFXChAmRPHnyMAu+COmwGoYfoBbz2nMy8DgioshKvtw1atQYceLEVZ/LcePGR9u27VS6ydAmkyAyZMiAwYPHYsmSx5gxY7cqbl+0aAk8fPgw1J+PiIiIyNVWw0h/TNJPMeWYezp06BD8rFa1zsmegO27d+8Ox1ZRZMcUZESRWMpUqXAshNocRzUNKYOtADly5AhGjfpTKqhIEjMAJWUtDYAfoOtbcezYcYwdOxYR2bNnz9R/kzjYL2nYYpnNgcd9Cl9fXzXDRmY+uxtJjxY3bkIAv8hcomB7rTCbByNnzrzImTOnk1pIRORcBw8eRIEChbFkyX5YrYNUXa5Xr/pixoy/kC9fIZUGNDRTa/br1w+G0Q+6fgOG8Tes1lMANuHgwX9Qr17DUHsuIiIiIqKIKGASqqM8HQHbw3KyKlFwDMAQRWKt2rXDX2r9yrsk6dheXUfrtm3f2j558mRYLCkBdLJzr7yw2Rpg/PjJiMjSp08PD4sFWxzsPyYpvKzWT1qOeu3aNXTo0AHx4/rPeI4TB40bNcKpUzIY5h48PT0xbNhgALMASCHDgwCkFtBWmEwVYTLtxogRQ9UsIyKiyEZSWzRt2hK+vllhtcqV5UsA1QB8B6v1KB4/joFOnbqE2nP9/PNvMJmq+wfFo/vvkc/fMtD1idiyZaOaEUhERERE5K4KFSqEGJ6emOtgv2w3m0zw9vYO55ZRZMYADFEk1rx5c+TPmxflNA3DAFwBIHNxf5aSdGYzKpQrh+rVZTDn/y5cuAirNb8qsm5fYVy5chERWYIECVRO/N8tFlwLts9XitmbzUieODGqVZOBsv+Wf79QvnxYOXUqvn71CisBDLJasX/JEhQpWBAHDhyAu2jdujVmzpyJpEl3ASgAQOr/eCNduhtYs2Y1ypYt6+wmEhE5xa5du/DPP6eg64P811YGlQRWa39s2LAOly5d+uTnknRmZ86cgGG0cXBETVgsCfDXXzLtgoiIiIjIPUkNxLYdOuA3sxlrgu2TpGN9NQ316tZ12Xq/5JoYgCGKxKJFi4YNmzejZpMm+MZiQRoAGQD8GjUqWn/xBZavXPnOssz48eNB0y6H8KiXESdOfER0Q3//HR5JkiCfxYIBANYBGA8gv6Zhi9mMabNmwcPD4z89dtfOnRHt4UMctVrxPYDq/vOej8mqGl9ftGzaVM1WdhfNmjXDtWuXsHHjRsybN08NOv777xlUqFDB2U0jInJq7Zc3K1BKOziiXGBdsk/16tUr/5/iOjhCg8kUO8hxRERERETuafDgwShToQKq+o/xSF6XEpqGYgCy5suHiZMjdtYWcj8MwBBFcjI7YPqMGbh+8yZWr16NtWvX4ubt2xg9ZowK0ATXuHFj6PpRANvsPNojaNp0NGsm6agiNkkLtufAAdRt2xbDokVDZUmqZjIhbaVK2LFr138OHly5cgVr169Hf11/p8aMzH8epOs4fe4cdu7cCXdisVjUapdGjRqhaNGiTDtGRJFejBgx/OtjPXBwLu6o/48ZM/jqmI8nM/hixZLgy1oHR5yBn98l5MmTJ9K/L0RERETk3qJGjYpVq1er1d9eNWrgRN68iFuxIhYuXIhtO3eqcTCi8MQADBEpiRIlUkXVK1WqhLhx44ZYeL1QoaLQtDr+2TNf+w8w7YSmlUOsWAZ69uzpEmc1WbJkGDduHO49fKgCJ48ePcLKv/5CwYIF//NjykxmWd3iKPGWt/8H75uZ0URE5K7keurhEdV/faU9E5AwYVIULlw4VGpytWvXGpo2BsDhYHtfwmzuhgQJkqB27dqf/FxERORc27dvV2miZUKZ1Fpcvnx5iMdv3Sr1GU3v3G7fvh1ubSYiCm9msxlVq1bFkqVLse/wYRWQkVT0/zXTCdGnYACGiD6KpCRbu/YvlC9fBEATmM2SkkxSjpWAl9czVeTX1XJpysBV6tSpQ2UWxJsZz8BdB/vvA7BJeeToAQWSiYjIHUm9sS5dOsNkGghgrH+VMfEMwE8AJuHbb79GlChRQuX5BgwYgNy5s8JsluQKUgtmBoBfYLFkh4fHLixaNC/UnouIiJzn+fPnyJ07N8aMkaD7h/vnn39w69atwFvixInDrI1ERET0f46qaBMRORQvXjwVhDl16hTWrVuH169fI3/+/CoFlcwyiMxkJnPShAkx/v592MsqOkGWw3p4oHJlSXpGRETubMiQwfDx8cGUKZ2had/BZEoDw/gXNttzfPPNt+jevXuoPVesWLGwffsW/PHHHxg7diJu3JiKKFE80aBBfXz9dR/kyJEj1J6LiIicR75H/JfvEhJwCSnTAREREYUNBmCI6D/Lnj27utH/yXLWvv37o0ePHpB1QJKMLab/vOdpAH40mdClUyckTJiQp42IyM1JfazJkyfhq6++xJw5c3D37l2kSlUbzZs3VysvQ5uswvzmm2/UTSZHyDVJ0swQERFJHTBfX18VkJdVk8WKyYpJ++Q4uQWQyQREBOi6jjVr1mDDhg2wWq0qfXnDhg2Z4YKIQsQADBFRKOvWrRvu37+PAb/8gqFmMzKZzbhsGHhgtaJ1y5YYMnQozzkRUSSSJUsW/PSTpB0LP0w3RkREAXUvx48frzIWSFBl8uTJKF26NPbt24fPPvvM7kkaNGgQfvzxR55AoiAuXryISpWq4d9/z8BiyQggGsaPn4Avv+yDpUsXqX9XRET2mAypFk0OyUwPqQvx5MkTxI4dm2eKiEK0c+dOjBwxAls3bYJN15EkRQqkz5BBzThr2rSpGoQjcge8PvJcExERORP7IlCrHJctW4ZatWp91LkrVaqUWok5a9asD14BkypVKo6LUKT14sULZM2aEzdvmmG1zgZQyH/PBZjNHRA16l4cO3YEGTNKYIaIIgufD4wbRO5iDUREoWj06NEoUaIETq9cia5PnqDns2fwOH8eq1evVrn5GXwhIiIiIiJnk7RJ58+fd7g/atSoaiAp6I0oMps/fz6uXr0Eq/WvIMEXkR422wr4+cVSdfiIiOxhAIYoknv+/LnqKGTPnhtx4iRA+vRZ8Msvv+Dhw4fObppLOX78uEo9JjVfTlmt+AHAdwCO6Tr6A+jbty/27Nnj7GYSERG5Balxc+XKFVVXh4iIPs7Ro0dVajIi+jBLliyF2ewNILOdvTFgtTbDggVLeDqJyC4GYIgisUePHqFIkRLo2bM3zpzJCh+f3rh4sSi+//4X5M1bAFevXnV2E13GmDFjkFzTMERSAQTZLj9L9uQMFgtGjxrlxBYSERG5vqdPn+Lrr79G4sTJkSZNGiRJkgQFCxbFqlWrnN00IqJw8ezZMxVAkZu4dOmS+jngu1u/fv3QvHnzwONHjhyJFStWqBUvJ0+eRI8ePbB582Z07tyZ7xjRB3r69DlstsQhHJEYL1485/kkIrss9jcTkSuT0k4HDx7E/v37YbFYUKFCBaRNm/ad47p27YbTp6/AMA4CyBW43Wb7ATdvlkbTpi2wffuWcG69a9q3cyeqWa12P1Ql0l3TasXynTud0DIiIiL3GXQsXbosjh07DV1vD6AigAc4dGgSatSogXHjxuGLL75wdjOJiMKUfM/z9paZ+G/06tVL/bdFixaYPn06bt269dZEOlkx+OWXX+LGjRuIHj06cuXKhY0bN771GEQUsty5c2DPniWwWv0AeLyz32zeiOzZc/A0EpFdJkNGaskhFvYjV/Pvv/+iScOGOHDkCDxMJuiGAcNkQr06dTB56tTA/L2SsiNFipSwWgcDKnFWcAsBNMSJEyeQIwc7Eu+TP3du5Dh+HNMd7Jf5ZZvSpcPZCxc+8R0mihh4feS5JgpvP/zwA37+eShsNpnQ8FmQPfJ1pgsslkm4du0qkiZNyjeHKBJgX4Tnmii8yLiIBC/f5Lf4PtheWYVbAzNmzHhr9RkRuT8fHx/EiRMHT548CbFeGlOQEbmR27dvo3Tx4vA5fhyrAbw0DDwFMMEwsGH5ctSoWhW6rqtjDx8+7D97o5aDR3uzfe/evaHWPqvVimXLlqFly5Zo0KABfvrpJ9y8eRPuoELVqlimaep8B/cKwCKLBRWrVXNCy4iIiFyfzWbDuHGTYLO1CBZ8CUj4+TNsNgumTZvmpBYSERGRu8qZMycGDhwo00FgNssK3NlSGQZAM5hMtVGrVh00adLE2c0kogiKARgiN/Lnn3/i2YMH2KrrqAJAAxAdQDvpGug6tu3cibVr16pjNU32Cl8Hj/Zmu6QwCw3Xr19H3pw5UadOHRybMwcPlyzB4B9/hFfq1Jg8eTJcXceOHWH18EBDsxmPgmx/AqCJyQQfk4l5loM4d+4cJk6ciPHjx+PUqVPh/4YREZHL1X65d+8WAEcpc+LBZMqLs2fPhnPLiIiIKDL47rvvsGDBAuTOLd/4mwGoh1SpdmHo0MFYtGhBkDEWIqK3sQYMkRuZPX06muk67CXeKAMgj6Zhzpw5qFatGgoXLoxo0WLi5UuZufGznXvMgclkDpXcwLLqpmrFinh6/jwOSLouqzUwONFXAkTt2qlCuuXKlYOrSpUqFZavXIk6NWsiha8vKtpsKsK93myGbrFg4aJFyJQpEyK7+/fvo1mzlli3bnWQOQA2lCpVBnPmzESKFCmc3EIiIoqIPD09YTabYbNJEMYeAybTbcSMmSecW0ZERESRhWTykNujR49Uho8ECRKo/gkRUUj4KUHkRu4/fIiMDvZJco5Muo57d+6o32PFioVOnTrAbB4KYJl//vQA26FpfVGvXn14eXl9crvWrVuH46dPY57VivxBtscBMAZAQU3DkEGD4OrKly+P85cu4duBA/HU2xuPS5XCV999h/MXL6riwJHdq1ev4O1dHhs3ShhuJoDn/gnaFmDXrnMoWbKMyp9JREQUXNSoUVG1anVo2iQAkkI1uA2wWi+iXr16PHlEREQUpuLFi4dEiRIx+EJEH4QBGCI3kjplShx0sM8G4JDFAq+0aQO3/frrr6hWTZKV1YHFIjNGW0DTCgMohYIFc2Ly5Imh0q5Vq1Yhq8WCIg4+hFrpOv7evBkvX76Eq0uSJAm+/fZbbNy8GZu2bsWAAQO4qsPfvHnzcPLkUVit6/2XbHsC8JB5RLBaN+PSpYvM3U9ERA59+20/mEznYDI1AHDZf6vUtlsJTWuCokVLoHTp0jyDREREREQUYTAAQ+RG2nTogIVmM07a2SeJxi5YrWjdunXgtihRomDZsiXYsGED6tTJioIFz6NatWRYunQptm/fgtixY4dKu3x9fRE3hP0B+16/fh0qz0cR08yZc2A2l5dkeHb2ZoRh1MK0abOc0DIiInIFhQoVwpIlixEz5lYA6eDhkQ0WS0oANVG8eG6sWrUcJpOs+SUiIiIiIooYWAOGyI1IIfg5M2ag1Nmz6KvrqAnghX+ypz9NJjRrIrNDi751H8lXKqmz5BZW8uTJo9p1F0BiO/vXAkibKlWoBXwoYrpz5x5sthIhHJEJd+/uD8cWERGRq5GUnrduXcf8+fNx4sQJRIsWDbVq1ULBggUZfCEiIiIiogiHARgiNxIzZkxs2bEDPXv0QP+5c9HHv9h9/Dhx8G337vjuu++cMjjRvHlzfNO3L7r5+mK2Ybz1wbNJUlOZzfi1WzcOnLi5tGlT49y5Q9AlW4wdZvMhpEmTWv2s6zpOnz6tVkVlypRJ1SwiIiISMWLEQJs2bXgyiIiIiIgowmMKMiI3LAY3fcYM3Lh1C5s2bcL27dtx/dYt/Pjjj7BYLE5r04xZs7DEbEYuiwW/A5gGoLHJhEomE8qUKYNu3bo5pW0Uftq0aQVd3wtgnZ29u2GzrUe7dq0xZswYZEiTBrly5UL+/PmRLHFidOrUCU+ePOHbRURERERERERELoMBGCI3lTBhQhXYKFGihErP4Wz16tXDzl27kL1mTXxjsUAq0RxJlw6/jxiBlatXq3o05N5q1qyJihUrw2yuDeB7AKcB/APgF2haRVU8WdLJdOnSBSWuX1erow4A6P3qFeZOnIgyJUvi2bNnzn4ZREREREREREREH4QpyIgoXIvnLlq8GDabDVarlUGXSOLy5csYP348NmzYDKtVR65cWXDmzDD4+v6k9keNGg0tW7ZA69at1N/IUABfBbl/fgC1dB2FTp7E6NGj0bdvX6e9FiIiRwzDwK5du9TKU0n3WapUKRQpUoTpNYmIiIiIiCIxBmCIKNyZzWYGXyKJVatWoV69BtD1qND1muqyY7Gsgs3miz59+qBChQrIly8f4saNi549eyKJxYJu/rWLgsotKetsNkwaN44BGCKKkIHm2rXr4+jRg9C0uGqbrn+DvHkLYOnShUiTJo2zm0hEREREREROwBRkREQUJq5cuaKCL35+laHrNwDMADAFVus12GwtMXTo70iQIIEKvogLFy6ggKyMcvB4RQBcvHoVS5YsUTWDunbtioULF+L169d8B4nIaaQ+VcmSZXDy5CNV40rXH6gbsBYnTtxHqVJl4ePjw3eIiIiIiIgoEmIAhoiIwsSECRPUyhfDmAkgRpA9UQGMh6alxJ9/jgrcGi9ePFy2WGA4eLyDAEwmD1VPaPz4DZgwYRMaNmyINGky4MiRI3wXicgppk6diuvXr8Nq/RtARf/utdwqwWrdiGvXrmL69Ol8d4iIiIiIiCIhBmCIiChMSM0XXa8BIKadvRZYrfXVMQEaNWqEk1Yr/r/l/y6rtTOSNTMzgMPw8zsLP7/TAI7j7t0kKFu2Am7fvs13kojC3ezZ82EYkmIxrZ296WAYNTBr1jy+MxSuq7JmzZqFESNGYOnSpfD19eXZJyIiIiJyEgZgiIgoTNhsspZFC+EIC2w2W+BvFStWRPEiRVBf0zAXgCQWk0fYC6CkyQQbTDCM9QDyBnmMnND1tXjy5CXGjx/Pd5KIwt2DB5J6zCuEI7zw8OHjcGwRRVaGYWDQoEFImjQFmjdvgd69v0PdunWRLFkqLFiwwNnNIyIiIiKKlBiAISKiMFG6dDFo2ioAr+zstcFiWQJv7xL/vyCZzVi1Zg2KVaiAJgDiaxoSWSyq9stdj2gAagFIbuexEsJmq48FC5bynSSicJcpU3po2h6H+zVtNzJlSheubaLI6bfffsM333yDV686ALgOXX8G4DQeP/ZG48aNsWLFCmc3kYiIiIgo0mEAhsgN6LqOBw8e4NUrewPdRM7RsWNHSYQiPwHwC7JHVr30hdV6Hl27dnnrPnHjxlVBmFOnTmHAb7+h54ABWLNmDdKkTQ8gSQjPlgTPnslAExFR+Prii3bQ9d0AJOAc3Aro+j60b982TNsgn5OVKlVB3LgJkTBhUrX6gbWxIhcfHx8MHPgLgF4AhgWZsJAVhiEp8Crg66+/VatkiIiIiIgo/DAAQ+SAfEHdtm0bWrZsiTJlyuHzzz/H2rVr30qZ5Cjv9okTJ3D16tUwP7cPHz5Enz59kCShDLgkRKyYMVG/Xj0OulCEkDFjRsyYMR1m8yxYLFIboSeA3rBYMgEYipEjR6Jw4cJ275stWzZ89dVX+Pbbb1G5cmXkzp0NFssm/6Rk79K0TciZM1sYvyIionfVrFkTNWrUgslUF0B3ALv8b91gMtVDrVp11DFh1Vf5+uuvUbVqVWzceB9PnvTAgwdtMG/eduTPXwDz58/nWxZJrFy5Eq9ePfcPwARnhmH0wj//nMLx48ed0DoiIiIiosiLARgiO/z8/NCgQSOULl0ac+bsxZYtCbBw4UlUqVIFFSpUwvPn8gX3bTdu3ECL5s2RJFEi5MqVC15eXiiUL5+alRoW7t+/j2KFCmHC8OFo/vgxFgMYous4sWIFihYujM2b7ZUyJwobL1++xMWLF3H37t23tjdp0gRHjx5Bq1ZVkDr1KqRMuQQNGxbB3r170b27DFR+mC++6ACr9QyACXb2zoKuH0SnTl+EwishIvo4mqZh8eKF+O67fogbVypYFVe36NFnoEePrli4cL5KsRgWVq9ejSFDhgAYAV3fD6A/gF9gtf4Lm+1zNGvWHNeuXeNbGgnISmizWdJ1pnBwRIbA/iMREREREYUfBmCI7JBZ90uWLAMwz3/QdwF0/Zgk+cCWLbvRsWPnt46/efMmihYsiL/nzcNPfn6QTPASEIl+9CiqVauGWbNmhfp57te3L+5fvowDuo7hAOr6ry84arWihNWKZo0bq0CSK5JVRhs2bMCPP/6In3/+WQ3WR/SUGY8ePcKff/6Jtm3bomvXrti4cWOEb3NoDfh06dIFCRMmQfr06ZEkSRIUK1ZSvX8BcubMiYkTJ+LKlfO4du0iZs+ehUKFCql9co6WLFmCUsWLI2qUKIju6Yma1atj69atbz2PBEM7d5Z0ZR39Z5kvArAEJlMjAC3QsmUrNQOcKKxt374d1atXR/LkyWEymbB8+fL33kf+nj/77DNEjRoVGTJkwPTp0/lGuRkPDw8UKFAgMNCiaXFUYPqPP/5Et27dw+x6PGLEn9A0WUnYI9geC4CxMAxP9flL7k8m/thsLwGccnDEgcDjiIiIiIgoHBkUoidPnsgIqvovRQ4+Pj5GtGgxDeAbQ/6FvHsbaWiaxbhx40bgfVq2bGkktViMa8EO1gGjGWDEih5dPW5okb/HaFGjGj/bb6Bx/E2eJmPJkiWGqzl58qSRJUMG1f7EFosRT9PUz0ULFnzrnEckCxcuNGJEi2ZYTCYjv8VipLNYVJsLfvaZcfv2bcNd3b9/38iYMauhafEM4FsD2GgAswyzuahhMpmM2bNnh3h/m81m9OzRQ52rkppmjASMwYCRy//8jRkz5p3jJ02aZGTKlE3tl1u6dJnUcbquh/GrpeAi6/VxzZo1xrfffmssXbpUvf5ly5aFePzFixeN6NGjG7169TJOnz5tjBo1ytA0zVi3bt0HP2dkPdeuZPv27apvYDJVN4CT/pdjed+GGSaTh9GmTdswed4YMWIbwG8O+ityq2OUKVMuTJ6bIhZfX18jQYIkBlDXAPRgfwfPDE3LbRQrVtLZzSQKVbw+hh+eayIiov9+feQKGKJgdu/ejZcvpZh3Cwfnpjl03RqY4uvp06eYP3cuulutSBnsSPkHJuVQn798iQULFoTaub5w4QJe+vqigoP9OQEktVhw8uRJuJLbt2+jbKlSiHLpEnbK71Yr7us6VgO4evgwynt7qxnFEe3vpXGjRqj+6hWuGQYOWK04b7VC/jquHT+OapUqvbdukKsaMGAALl68DV3fC+BnAGUBNIXNtgOG0RTt2n2higKHlDpnxMiRGAVgm66rygl9/FdxdQPUypqzZ88GHi+rDWSF0dmzJ3Hnzh3193L+/Fl06tQpzNL7EAUnNYlkZV7t2rU/6OSMHz8eadOmxbBhw5A1a1b1d12vXj2MGDHC4X18fX3Vv52gN4rYvvtuAIA8MIylALL7b42t6nEYxnBMnTpFpWkMbWazBuBVCEe8goeHrIYhdxclShSMHz8aJtNSmEwVAawF8K9aza1pRRElynn8+afjzx0iIqJPzYwwefJkDB06VGU4eP36NU8oEZE/jlgRBWO1Wv1/iu7g3LzZHpBO5Pr163j1+rXK+G5PKgBpLBacP38+1M519Ohv2uAoi7cMxTw1jMDjXMWYMWPw4vFj/K3rKCYD7v4fUlVkGMFqxelz50I1kBUaBg8ahGwmE2YZBpL6b5N2ewOYb7Xi4NGjb6XjchevXr3C1KkzoOsdAWQKtlfetUF49eol5s6Vegj2jfnzTxTQNEhisaDk/ElFgwRmsxq8Dk4CMYkTJ1bpzuRnoohsz549KFeu3FvbKlasqLY7MmjQIMSJEyfwliqVXEkoopKA8LZtm6Hr8mlmL9jRGmZzzDC5flWuXAEWi3zO6nb23obJ9DcqVCj/QY8lxdnHjh2LcePGvRX8Jtchwd1Vq1Yha9a7/r0nuT5/jmLFEmDnzu0qFSIREVFoksmGksI9WbIUaNeuA/r1+1ldj5IlS6UCMURExAAM0Tvy5MnjP6N0pYOz82a75HoXMjgmrjo4WtZr3LPZAo8LDZkyZULWjBkx0cHg8zxZdaPrqFGjBlzJgtmz0UjXkdjOvhyyvsJsVquNIgoJwv21Zg3a6LrdIbcSALJYLFi2TOoJuRdZffLixVOpzuLgiBSwWDKFOIh36OBBVNftDRoCUWWQWtdxcK+sriFy7X8rEiwMSn6XVS2OVvT169cPT548CbyxiHrE9vjxY/+f0jo4IjrM5iR4+PBhqD93z549oOsywUOC4S+C7LkLs7k+YseOhZYtW4b4GDKRpGRJb+TOnRtdunRH585d1WqtihWr4N69e6HeZgpbUg/t5MmjKqAmq7VlApAECBl8ISKisNC/f3/8+usg+PlJLgPJjvBE1SN79Kg46tdvgPXr1/PEE1GkxxUwFC50XcexY8ewb98+NZgUkaVIkQK1a9eBpv0I4J9ge6/DYvkaxYuXQo4cEhKAKsRcvEgRjDGb7c4/nSGrUXQd9evXD7U2yqz/b77/HssNA18DCEhOI88vc0y6aRrq162rAjWu5PGTJ0gdwv7UNhuehMEA1n8laYJkxk8iB/slPJbIMPDiRdBBMfcQM2ZM/59uOjjCD4ZxD7FixXL4GFE8PCAhHEckEWCUqBKKIYpcokaNitixY791o4grWbJk8PCQzypHq5puwWq9jHTp0oX6cxcuXFilNzObp0LTJBFqYwA1YTanQsyYp7B27V+IHz++w/tLn6xkyTLYs0fSoy2CYbyAYTwHMBubNh2Ct3d5teKRXIv0E3PmzAlvb2+kT5/e2c0hIiI3JRM1hg4dBuB7AAPl26//nmwwjIVqSmLfvv2d3EoiIudjAIbClGEYGDVqFFKnTqdWlshAQZIkydC2bbswmQkaWsaNG4P06RPCbM4DQGaO/gHgC2haViROrGPWrOlvHf/DwIHYaxj43GTCJf9tMuQ+DkAPsxktmjVDhgwZQrWNTZs2xZAhQzDMbEYKTUNRi0WlOqsHoFSFCpg6/e02ugI5R7sc1PKQqla7LBZkyJIFEUWMGDHglSIFNjrY/wjAAcNA9uwB9QDcR8KECVGiRGlomqQIsxd6XASr9b5afu5I5erVMddigb3swLcl7ZzZjCrVq4dqu4nCW9KkSVWKqqDkdwmqRIsWjW+IG5D3slGjhtC0P/0/vYJfvQYgatQoaNxYgiOhT1a4nDv3D3r1aovixW/B2/s5Bg/+BRcv/osiRYqEeN8pU6bg8uXLsFqlcpl8Xnv4r0FsAl1fj1OnjmHePFlX61qTftasWaNqhsk5l5pNN286mixARERE/9XSpUuh61LvtKudvRoMoweOHj2If/+VmmRERJEXAzAUpr7++mt069YNN29KRYytAI7A17c/pk9fiuLFS0fYwsKJEiXC/v278csvPyBNmt2IGrUfUqRYh2++6ak6EGnSpHnreMnvP2/+fGyIGRMyz9DLwwOJNQ2dTSY0btoUEyZNCpN29u7dG1euXkXfH39E5qZNUb9rV7XKaNXq1UFWKDiPrA6RFBhS6+BD0pi079QJ6202VcA+uGkAzlmtaNuuHSLSDNMOnTtjrtmM3cH2STdUVifZNA2tWrWCO/rhh/6w2fbDZGoG4Jr/VqmNNAea1gHVq9dSKW0c6d6jB+SvQoYkg4Zj5ZFq+K8CcNdzR5GHDIBv2rTprW1///33ewfGybX88svPSJAA0LSCAEZJRRUAa2AyVQMwEX/8MQJx48YNs+eXVQ4yKWPHjq3YvHkjvvrqKySQBr3HjBlzYBi15RHs7JWUrOUxY8ZsuFLKv3z5Cqk0XDNm7MGiRbcxYMBvSJ3aCxMmTHB284iIiNzKgwcPoGmSat1RnyNd4HFERJGZyZAlCuSQBAikdoekaHCHFCCXLl3CxIkTsWfPfnh4WFCpUgU1wBlSeor/6vTp0/4z/4cC+Cr4XmhaAXz//df4/ntZruoeJNXU4sWLce7cOfX3IrP/wyLliCuYOXMmfh4wAP9eerMmyKJpqFu3LoYNH67SvDmqqVKtShVs37wZHW021AHU6og5/gGYNm3aYOKkSRGq8LqkZqlUvjz27d6NZjYbKkkHU2YVaxr222yYPHkyWrduDXc1f/58tGnTHi9fvoDFklGlHbNaH6jgy9y5s0IMBFqtVqTz8lIzk6P4V5PxBbANgKfUMQKwceNGlC1bNlxfE0XO6+OHevbsmaqpIPLmzYvhw4erND9yHU2dOrWq33Ljxg31GRhw3ZWUlZ07d1afBVKTQSYmrF69GhUrVvyg54ys59rVyEqS3r37qLpfum5V2zJnzo6ffx4Q4mpAZ0qe3Au3bkkQ/WcHR3RG1qw7cfr0MUR08pWmQIEiOHbsKqzWBQCK+ycDldS33wAYq1bGVK5c2dlNJaJQwutj+OG5Jnvmzp2LJk2aAJAVLvYyfkyGydRe1ZuT1O1ERJH1+sgATCidSFcwa9YstGolA8ExoOsVVHl4k2m9KtC6bt1qlR4sNH355Zf488/ZsFplPrsMrwbXHsmSrcPNm47K17sXGRiQ1SkLFy5Uf08ZM2ZEixYtVO54VyMdKCk6nDJlSrszeocNG6Zm39bxLwucFIDM/x6iafBImhR7Dhxw+LqlrsrAgQMxYcwYPPCvF5QqWTL0+Oor9OjRA2YHKcqcSQpp//7776rNN/xTDZXz9sbX33yjVke5u6dPn6oUNWfPnlU1XyTQlitXrvfeb/ny5ahduzbWAjjsXz3BAqC8Sn4DlNM0xPf2xvq//w6X10GR9/r4MbZu3aoCLsHJ5/n06dNVOigZiJfjgt6nZ8+eamKCfG5+99137y2MHlRkPdeu6u7duyrwJu9VlixZIsykAUnNJauvLly4oK7d1apVQ+XK1bBvX0zYbPJJ/C5NK4xKlRLjr79WIqKTlWZvrrmSGDR44N6AppVAkSIWtUqIiNwDr4881+T8CajJkqWEj49MbpAVs0H7PE/UyuDy5TNg7drVTmwlEVHYYQAmnE9kRHfgwAEUKlQYhiEDPpKjPIb/njswm+shVqzTKld4aK6EqVOnDpYvfwnDsP+lHpgqaxrUqgeLRYZdnUMGyiRlhQQEvLy8wmyAumG9eli7YQNSWiyQ9R/HbTb4mUxqRYjMhnYFMrjxQ//+2LV3r/rdw2JB/fr1Meg3Se+RWm2Tc5k6VSp0s1rxe7D7Sygun8WCum3bYtw4qZAT8soSyRWraRoyZcrk1L+Rj0m59ujRI5U6KyKkgIvo2rVrh73Tp+OE9c1M8eDGqrnXb/4W5JxSxOIu10dXwHNNn0ImNgwYMABjxkzA06ePYDJZYBhWeHpGR8WK5bFihQRXdgAoFuyeawBUVcHymjVrRvg3QSZpjBmzAlbrxWADQAFkLW1rfmYRuRFeH3muyflmz56NZs2awWSqCMPoDiAtgL3QtMGIHv029u7dhWzZsjm7mURETu2LRLyp5BQmRowYCU2TVFgTgwRfRBLYbIvh4/NUzdwNTRLM0bTL/gVo7bmEGDFiqwF2Z5C6JKVLlEDatGlVLn6p61KmVCns378/1J+reZMm2LlpExYDuGK1Yq/Vips2GzrrOrp3745FixbBFQrsVShfHrb9+zEXwC4Ag6xWbFu0CEUKFMCVK1cCV1pZbDZ8a+cxUsmKGKsVs2fMUIPqIfH09ETOnDlVZ80Vgi9CVudIzn0GXz58UDBOCFkwJZuwkCAtERF9vLVr1yJRoqT47bfBePo0H4D9MAz5TL2BV6+6YsWKFUiZMjU0TRJoDgRwBsBJAN/CbK6DypWrqpUyrkBWo5pM8RwEX4TsexPUJyIiotDRtGlTNVkjS5abAKoAyAqTqTXKlk3D4AsRkT8GYCKJtWs3wGqVpD72gh1JYBgVsHbt+lB9zkaNGsFqPQvA3uP6wGKZgqZNGzslNce2bdvgXaoUnu3ejXn+pXKlzsijXbtQqkQJ7Nol4YXQcerUKSxftQpjdB11g/yjk8RdIwBUMpnw68CBKkVZRCWDFe3btEEtmSNrs6mi6UUlzRyAg1YrtIcP0ad3b3WspF3JpGn+wxzvKiQ1FF6+xP3798P1NVDEI/UzpE7OXQf7V5tMyJg2LWLECBo0JiKiDyFpT2vUqIWnT2USQ37/FS0F/PdKHvbfAHyPW7duolmzevD0HAxAZqjmRIwYo9GzZxcsW7bEaRNlPlaePHlgtUqP7oaDI9YiceLkaqIEERERhR5ZKXvq1DGcPHkS27dvV5Mz169f+8ErX2QsRLJt/PTTT/j111/VpNiIPD5CRPSxGICJJKTY9Zuy1o5E8z8m9JQpUwYlS3pD0xoBkNU1MuNQLqK7oWkV4On5QtUJCW9yIe/Uvj0K6jp22WyQ1uUE8LmsitF15LFa0blDh1C74MtskDiahoZ29knoqYNh4OjJk4ErSCIiKSj84PFjDDKMd0J4Ut/lS6tVrZCRoIqsfLphGHjt4LEu+a8UkSV6FDqs/udf0q/ITX4O7X/PYUFqZnhEjYquJhOCr3FZB0DWhXXq1i3C1E8gInIlAwf+DJtN0oDIhIeekjjUzlHdYbMB+fPnx+3bN7FlyxZVs+j27RuqtpkrpX+UIsDRokWHySTpT4JfVXbBbJ6Jzp07uExAiYiIyJXId7bs2bOjRIkSSJVKcl98mDNnziBr1pyqjtvAgX/g+++HoFChQihSpARu3pRVNUREro8BmEiicOFC0LQVDvY+h6ZtQJEisjYh9Mgg+6pVy1GtmhRCbQWzOR40TWrMFEPq1A+xZctGZMiQAWFNVmQMHz5cFXZfuHChWv1y+tw5DLDZEHxYQUJUP9hsOHbqFA4dOhRqhenimM2I4mB/oiDHRVRSiyWphwcyOdhfQoIAuq6CSLLy6b6kGbNznITgxmoaqletqoq104eR8/r1118jV9asyJIuHZp8/jl2796t9p04cQKZ0qVThe/XjB2rbvKzbJN9EZkE62bOno2lZjNyWixqLvYkAPVMJlQzmVC5ShV07ixVYIiIIg+pJyZpUv/66y81k/S/1p6Tgrc2W23/LY6u4PFhsSTEvXv31MSI0qVLo1SpUi6ZSlNyLs+ZMxNm8wpoWi5AVaKbJeF+mM1lULRoIfT2X61LREREznfnzh2ULFkG58/Lb9tgtd6Drj8AsBKHDl2Bt3d5lWKUiMjVuUZhBfpk3bt3wcaN1QH8CSBowXcdQBcZ/keHDh3C5Mvw8uVL1AD+6tWrVSqrzz77TM1ukABNmKfNav8FZs+eCZPJE2ZzHFitt1XdGVHYwf0Ctl+8eFHNCP1UOXLkwFU/P/wDILOd/RukKo+nZ2AR+4hIBmUe6TqeArAXNrkW5P3OmDEjPm/UCJ0WLsRTmw2t/e9zGEAfsxkXNQ0zf/ghnF+B65Kl2DWrV4fH69eop+uQIbG/rl3D3HnzVFBm+uTJSPb4MY5I+hX/Winyc6ubN1He2xsnz55FwoQJEVFJsGjX7t0Y9vvvGLB8OXz9/JA9Uyb80bWr+kxylfo/REShYf78+fj6629x9aoUkn/js88KYuzYP9Vs0I8JwLxZySupP2QVoUwqkRowwV2H1XonQvdBPkatWrWwe/cu/PbbEKxc2Q+6bkWqVGnRpctP6Natm6ovR0RERBHD2LFj8ejRM+j6UZUa/w1ZqVodVmtanDuXEwsWLEDLli2d3FIiok9jMphYMUQ+Pj5q8PnJkydqcNlVydvcp08flU5C0wpC16Wax0tYLHNgs13BjBnTVfE0d9Ko0edYtGgZbLZhavYjIHUkTgOQi/cBnPIflghOLv15Afz9998qUBQahcZTJU+OAo8fY5nN9tZKGKmQU1TSk7Vrh3HjxiGiunbtGtJ4eWGoYaBXsH0yvFPBZMKDHDlw6NgxtfRYXnOXzp0xdepU1X2KYTbjsa4jVbJkmD57tkpPR+/34MEDpPXyQtEXL7DYMFTwRdgA/KIy9wOeJhMuG0ZgdzXAbQBpzWZ8//PP6Nevn8t8TsnMb6aHcQ3ucn10BTzXkcP06dPRqlUrCSP4V1lLD2A/zOZf4OEhOdW3omDBgh/0WK9fv0aCBInx7FlHALKK5pzq+wCxg13Bv0C0aHNVyjF3+3es67o6D9GiRXN2U4gojPD6GH54rikspEuXGZculfTPg/Aus7kcypa1YMMGSVBNROS610emIIskZFB8yJAhWLVqFby94yFmzCGIG3ccGjYsin379rpd8OX06dNYsGAebLYxUkXCP/gC/5DLJligYaSD+46QuiYJE6oUHKFB8qfPnDMHG81m5NU0tQZpGaACGYU0DckzZMAvv8hwesQlOVzbt2+PviYT/lBJ69646h/O2mgYGPDzz4G1OuQ1T5o8GZevXMGIUaPQ95dfsHLlSly8epXBl48wbdo0+L58iZlBgi8BH9z9/YfRatsJvgTU5qlts2HJggVwFfL3w+ALEUVGkl6je3fpGTQDsBRAcQDJpKwtbDZJyZEFX37Z54MfL0qUKGjTpiU0bQIASeV4R6Z8AJgriS0BbJc1iAAmYvjwoW4XfBFyPWHwhYiIKOJ68uQxAMercG02Lzx4IMcQEbk25naJRGRws1q1aurm7mSZqsUSH1arvcBSLFjRAJMwT4Vl+vgPcdwAVA2KmQAm/CKzTe0Vq/1vKlWqhJ27d+PXn39Gz7/+UrP8E8SNiy8kqNG3L+LFi4eI7s9Ro1S7e06ejG9MJiTSNFyzWhEjWjRMHzsWNWrUsBu4YQ2P/2779u3wttmQ2M4+CXVF9//bdUSCMIefSuI4+phVODt37sSBAwfUAGbFihVVWj0iorAkkxR8fB75r218M5nh/6JB1/tg587GuHDhAtKnl5Ux79e/f3+sWrUWV640g65LYGePlKoP3B8vXiKMGjVbFa8nIiIiCm9SE/jgwd2wSYqHdxiwWHYjc+bP+MYQkctjAIbc0qNHj2AyydB00IRfQcm6jXmYGDUq/nz9GvE1DQ91HdE9PTFy0CC12iO0FShQAMtWrFCzXJ8/f464ceO6VH0LCUhNmDgR/b75BosWLcLjx4+RLl06NGjQALFi2asMQ6ERNJUEMY4k9K8hZNgZrpNtmywWZM2Rg2/EBzp16hQaNPgcp08fh9kcHYbhp241atTGzJnT1LJSIqKwcP36dWhaLOh6BgdH5A087kMDMFL/a+/enejbtx/mzJkCX983RWxTp06LL75op+qIhXU9PiIiIiJHOnZs559+dTOA4GnKZ8JqPYt27cbyBBKRy3Od0V+ij5xJoeuSduMegER2jtgDT88YuHDpPNauXYtbt24hefLkqFOnTpin4ZB0GK6cEiNNmjTo3bu3s5sRKUgavL6rVuGOnTRjEmB5bTbjnM2GGf4hxaCmAzhutWJIJ0nBR+8jg5olSnjDx0fWDW2EzSZfAF7JejqsXt0TVavWwLZtm5kijYjCROLEiaHrz+TTCEBKO0f8E3jcx0iUKBGmTJmMESOG4/Lly4gRI4aaPBGQMpSIiIjIWWQV7qxZc7F1a1XYbJ3806O+BjAHwBS0bNkKpUuX5htERC6P097IbS/kFov8ef/gP1Qd1FVYLGPQokVTJE2aVM24+Oabb9CyZUu3zIFOrkv+JqNFj45mZjN8gmyXFdo/Skllmw2VKlZEawCNTCZVNUBuDU0mta1d27aoUKGCE1+B6xg5ciR8fHTousy+Kuu/pkgCpS2h60uwa9d2rF+/3tnNJCI3VbNmTUSLJoklf7ez1wqz+XfkyZMfWbNm/U+PL/2bXLlyqdUzDL4QERFRRMmysXr1SvTp0wNx4sgUwmIAvJEkyVoMHvybmkTCfgsRuQMGYMgtJUiQACNHDgcwDiZTVQCrABwEMBSaVghJk8bAgAEDnN1MohDFjx8fy1etwp6oUZFK01RQpRuAjBaLCsD88ssvWL1mDUaPGYMjadOq+UJyO5o2LcaMGYPxEyaww/qBZsyYA11v4Z/YLThvaFoezJkjM7GIiEKfBEh+/FEmjfwBQGaAXvCfQHIAJpPUWNuNIUN+5al3MqmFd+LECezbt0+luyUiIqJP4+npiUGDBuH27Rs4evSous5ev34Zffr0YapUInIbTEFGbqtjx44q9cb33w/EmTNvCsRbLFHQqFFDNZtCVr8QRXTe3t44/c8/GD9+PFYvX47Xr1+jeJEimNu5MwoVKqSO6dSpk/p7v3Pnjvo9SZIkDLx8pMePHwBI52CvCbqeDvfvyzFERGHjq6++UrXhfvhhIJ4+HRe4PVmy1Jg4cQXKly/PU+8khmFg6tSp+OmnQbhy5YL/rN2oqk/5++9DPzo1HBEREb0biMmdOzdPCxG5JZMh3yjIIR8fH1V4+cmTJ0xP5aLkT/zff//Fs2fPkDZtWsSLF8/ZTSKiCCZ9+sy4eFECWjPt7NVhsaRHmzaVVCCM3uD1MfzwXEcuL168UPXpHjx4oOqulS1blvWnnExWnPbv3x9AAwDt/VdLboDF8jtSpYqDAwf2qNXXRBS+eH3kuSYiInKFvghXwJDbk5yhmTJlcnYziOgjXLt2TS0/jxYtGooUKaJmRIWlDh3aoF+/72GzfQUgV7C9k2G1XkGbNm3CtA1ERCJ69OioW1cSSlJEcPXqVXz33fcAJADzU5A9uWG11sHVq/nw22+/YejQoU5sJRERERERRVSsAUNERBHG9evXUaNaNXh5eaFq1aooU6YMUiZNqmYfS+79sCJp3LJnzwZNKw1A6iycBLBXkhmqW7t27VGgQIH3Ps6VK1dUrZi5c+eqn4mIyLVNnz4dZnMMAF/b2Zseut4WkyZNha7rTmgdERERERFFdAzAEBFRhCA1bIoXLoyj69djgmHgKoBjAD5/8gTf9e+P7t26hdlzx4wZE9u3b0aLFnUQJYrMcM4JoAgSJFiGQYN+xfjx/6/HYM/Dhw9Ru3ZdleawadOmaNKkCdKmTYe6deuzUDMRkQu7ePEiTCa5JsR0cERhPHnyUKUdICIiIiIiCo4BGCIiihAkfYvP7dvYZbWiHYBU/snA/gQwEsDoMWNw5syZMHv+uHHjYsqUybh9+yZ27NiBffv24ebNq+jbty/MZseXy5cvX6J06XJYtWo7DGMCgMfqZhjjsGLFFnh7l8erV6/CrN1ERBR23tQOlCkBjla4XIbF4qEC+URERERERMExAENERE5nGAamTZ6MNrquAi/BfQEgscWCqVOnhstgW/HixVGwYEFEiRLlvcfPnj0bJ04cha7/DajQURz/W3vo+gYcO3YY8+bNC/N2ExFR6GvcuDGs1usAltrZ+wIWywRVs+dDrhdEREREQT179gzbtm3Dli1b8PixTOQjInfEAAwRETmdrCJ5+OQJ8jjYL8Na2W02XLt2DRHNtGkzYTZXBuy2/jOYzRUwdeoMJ7SMiIg+ldT/qlatBjStFYCJKujyxiGYzVVgsdzEt99+wxNNREREH8zX1xdfffUVkiRJjtKlS6vap0mTJkf79h1UUIaI3AsDMERE5HSenp6IGS0azjnYL4lfzpvNSJw4MSKamzfvwGbL5nC/7Ltx43a4tomIiEKHyWTCggXzUL9+TZhMX8BsTgCLJQGA/Eia9BI2bFiHnDmlRgwRERHR+9lsNlUrdMSI0XjxoiuAkwDOwNf3W0ydOg/ly1dSARoich8MwBARkdNJjZUmzZtjosWCh3b2zwdwzWpF8+bNEdGkTp0CZvMxh/vN5uPqGCIick3Ro0fHvHlzcP78eQwf/ht++qk3Vq1ahatXL6JEiRLObh4RERG5kNWrV2P16lWw2RYD+EVyPQDIAuBblcJ6797dKs01EbkPBmCIiChC+Prrr+EXMya8NQ1r/Fe9PAAwBEAbsxkN6tVD/vz5EdG0bt0CNpvUf9lrZ+9u2Gyb0LatpK4hIiJXli5dOnTv3h19+/ZFtWrVoGmas5tEREQUbm7evInvv/8e2bPnQdq0mVG/fgNVu4Q+zuTJU6Fp8r22mp29hVWK0wkTpvC0ErkRBmCIiChCSJs2Lbbu2AFL9uyoCsADQEIA/S0WtG7fHjMj6CwgKdBcqFBRaFpFAMMBXPe/DYOmVUbhwsXQoEEDZzeTiIiIiIjoP9m7dy+yZMmOX38dgdOn8+Dy5apYvvyUql0itUwMw+CZ/UAXL16BrjueWGiz5cOVK1d5PonciMXZDSAiIgqQI0cOHDx6FAcOHMCxY8dUbZiKFStGyNovAaJGjYoNG9aia9dumDu3L6zWL9V2iyUKmjZtgj///ANRokRxdjOJiIiIiIg+2osXL1CtWk28eJEdur4KQDy13WqVoMsoDBvWHfny5VMT0+j9kiZNhNOn/4XN5uiIf5E4cSKeSiI3wgAMERFFuILHBQsWVDdXETt2bMyYMR1DhgzGvn371LbChQtH6MARERERERHR+8ybNw8PHtzzT7n8JvjyhglAN5jNq/H77yMZgPlAzZs3xcaNUtv0EIB8wfZehNm8BC1b/so/TCI3whRkREREoSRJkiSoUaOGujH4QkREREShbfv27ahevTqSJ0+uJi4tX778vffZunUrPvvsM7VyO0OGDJg+fTrfGPpg27Ztg6YVkKTRdvfbbA1x+PB+vHr1imf1A0h66ly5PlPpqoGZAOS8+QFYDIulDFKnTo02bdrwXBK5EQZgiIiIiIiIiIhcwPPnz5E7d26MGTPmg46/dOkSqlatCm9vbxw9ehQ9evRA27ZtsX79+jBvK7kHCfSFjPVfPoYEQjdv3oAKFQoBaAEgBkymaADqo0iRtNi+fTPixo37Se8ZEUUsLpeCTDoZQ4cOxe3bt1WnY9SoUQ7T1MisjlatWr3zQceofMTvUC5YsEB1DuX9ktk9JUqU+ICLPhEREZF9d+7cwZYtW/D69Wvkz58f2bJl46kiIiKXU7lyZXX7UOPHj0fatGkxbNgw9XvWrFmxc+dOjBgxQtVaJHqfUqVKYebMWSo9FpDunf1m80J89lkhVb+TPkyCBAmwZs0qnDt3TvVPbTYbihUrhly5cvEUErkhlwrAyKB8r169VAeiUKFCGDlypOow/PPPPw5TvUheftkfgIP4EduaNWvQtHFjPPbxQXYPDzw2DPz+++8oUqAAlq1apdL7EFHk5evriyVLlmDlypV4+fKlCsTLDD5Zpk1Ekc+jR49UQCVRokQwm+0v7JbPim7duquJOVarpHd4o1SpMpgxYyq8vLzCscVERETha8+ePShXrtxb22QcRVbChNTnllsAHx+fMG0jRWyNGjVCnz798OhRU9hsfwGIH2Tlyx+w2Tbgyy/nObmVrilTpkzqRkTuzaVSkA0fPhzt2rVTq1pk1qIEYqJHj46pU6c6vI8EXJImTRp44wB+xHXkyBHUrlkTxZ8+VfMqTvj54arVClkYfenwYVStWBG6rju7mUTkJBcvXkTWrDnRpEkTLFp0BStXWvHrr38gbdp0mDhxIt8XokhkxYoVKFSoKOLHj6/6dylSeOHXX399a7BIyGzCunXrY+rU2bBapZjpXVlrC2A+du26hKJFS+LePSkqS0RE5J4ke0jwcRD5XYIqMknBnkGDBiFOnDiBt1SpUoVTaykiknG31atXImbMs9A0mfgmBeR7wGLJCqAnevfujYYNGzq7mUREEZbLBGBkduOhQ4femrkhMx3ld5nR4cizZ8/UzEbpMNSsWROnTp0K8Xnki7t0RILeKHwMGTwYMgd1sWEgjf82STpWAcAiXcehY8ewbt06vh1EkZDVakWFClVw7ZrMsjoBm00+91dD12/AZuuADh06YOPGjc5uJhGFA0mZUqtWLRw8KGkuZgBYhtu3K+G7735E1ao1VJ8xwObNm7F27WrYbPMBfAUgkQwjAGgIq3Ub7tx5qNLZEhER0f/169cPT548Cbxdu3aNpyeSkyw0Z8+ewnff9UaOHCeRPv0G1KmTB1u3bsWQIUOYbYaIyB0CMPfv31erH+zN3JAZHfZkzpxZrY6RWZKzZ89WsyCLFi2K69evO3wezvRwDsMwsGzpUrSxWhHFzv5iAHJYLFi8eLETWkdEziaf4xcu/AOrdaF8GgTZExPAaGhafgwe/LsTW0hE4UEKCX/1lQRSvoLNtsl/BmYtAJNgs63F5s2b3loRN3PmTGiazM6sbufRUkHXm2LKFAniEH08GZSU1HaDBw/GnDlzVB1DIqKIRlaKSh20oOR3SdceLZoU/n6X1GKV/UFvFDGdPXsWXbt2RZYsOZE5cw507NgRJ0+eDJPnSpYsGX744QecOHEY58+fxoIF81V9GCIicpMAzH9RpEgRNG/eHHny5FEXhaVLl6oc4RMmTHB4H870cA4/Pz/4+vnBUYUXWQmT1GZTK5qIKPJZvXo1LBYpSJjXzl4TdL0lNm3a8NbMdyJyP5MmTYLJJINAP/r3DoIqA6A2Ro8eH7jl1q070PVsdo4NkA337tmfyEMU0sShoUOHImnSFGjdug369x+Mpk2bqd9D+p5BROSscZFNm2TSwv/9/fffaju5tnnz5iFHjpwYP34R/vmnOM6dK4nJk1cgd+48mDGDE0yIiCIKlwnAJEyYEJqm2Z25ITM6PoSHhwfy5s2L8+fPOzyGMz2cI0qUKEjv5YUtDvZL2GWfyaRq/xBR5COBFcMIaeZdbDUgJqnKiMh9SSpZXS/qn0bsXYZRDufOnVafByJVqhSwWI77F4m157gaNCf6GH/88Qf69OmDV6/awzCuwWp9KJXK8OxZfXzxxRdq5RURUViRSYlHjx5Vt4DVofLz1atXAyeVykTUAPK5JLUU5XNLVkuMHTsWCxcuRM+ePfkmuTB5L5s1aw5d/xxWq7z34wCMhdV6BTZbK7Rq1RrHj0sfiIiInM3sSgP0+fLle2vmhqQUk98/dOaGpDA7ceKEWjZJEU+Hzp0x32zG7mDbZcjkBwAvDANt27Z1UuuIyJnk898w9vsX0H6XyfQXMmTI4jCNAhG5hxgxYkDT7H8OvHEHnp7RA/OQt2jRAlbrvwAkfWFwF2A2z0W7dq3CrL3kfqRg9Q8/DATQEcBwAMn990gFQ0l/1wD9+n2nvncQEYWFgwcPqomlchO9evVSP3///ffq91u3bgUGY0TatGnVanJZ9ZI7d24MGzYMkydPRsWKFfkGuTAJpJlM8fyvPUETuXuoQIymJcWYMWOc2EIiInK5AExAx0JST8hSyjNnzqjclpJruVWrN1+cZZaHzPYIMHDgQGzYsEHN9jh8+DCaNm2KK1eucBA/gurSpQsKFS6McmYzuqjy2sAcQP0uX2+HDR+OVKlSObuZROQEMogaJYoFJlNXSVoYbO9fAJagW7dOLP5I5Obq1KkDXT8I4JCdvb6wWKajbt06gVtKliyJunXrw2RqBkAGpi4AkJRjE2GxlISXVwrV/yD6UOvXr4ePzyMA9maOS+CvJ27evIrdu4NPKSIiCh2lS5dWKz2D36QmlZD/SmH04Pc5cuQIfH19ceHCBbRs2ZJvx38MwsuKowcPHjj9/G3atB1Wq9TBi2pnrwes1rrYuHGbE1pGREQuHYBp2LAhfv/9dzWzQ+q6yDLbdevWIUmSN5VDZJaHzPYI8OjRI7Rr1w5Zs2ZFlSpV4OPjo74MMY1VxCQz19dv3Ije/ftjcYIEqAagqXRy8uXDsmXL0L17d2c3kYicJH78+JgzZxbM5qWwWLID+BXAeJhMtWAy1USNGjVUUN5VyArOgBRJRPThatasiSxZcsBiqQ1ge5DUYldgMtWDyXQTX331ZeDxshJm3rw56NWrGzw9ZTpHBikhC5OpI6pUKYjdu7cjXjyZPUr0YR4+lHRjIp2DI95sjwiDc0REFDru3r2LTp06IUGCxEiXLp1Kke/tXQ7btjkvwPHmu4TpPcfApbx48UKtzqpQoRIKFSqm0qjt27fP2c0iIvpkJoMjQCGSoE2cOHHw5MkTxI4dUv0BCk1Sx+H27dvw9PRUnZvQGOyUL8xS4ydWrFih0kYick7KhWHDhmPZsuV4/foVsmfPja5dO6J169awWCwR+i2Ry+2sWbMwcuRoHD16EGazhnLlyqN37y9RtmxZuBpeH3muneXGjRuoUqUGjh8/DA8PGeyODav1OGLGjI2FC+ehUqVKDv9md+7cqWpKffbZZ0idOnW4t51c35YtW1CmTBkAuwBIPaLgVgGooSaKSaofIgo77IuEn8h8rqXusAQDbtx4Aqu1M4DiAK5B08bCMI5g8eJFqF1bJoaEr27dumHs2PnQ9Wt2VsH4wWJJg1atqmLiRElRFvFJtprSpcvh8uULMJnKwTCSw2KRVT6XVL0iSZ0XkGKWiMjVro8MwITSiaSISZZYy4V6/OjRuOa/OqpksWL4+ptv1KooInJdEtBwlU64tLVt23aYOnUKzOZKsNkkXcBLaNos6PphlZ9ZZtW5El4fea6dKaAOoOS0l2u9BFQ+//xzVSOGKKz/9tKly4SrV9PBMFb759oP8BJmc2nkymXDkSMH+EYQhTH2RcJPZD7Xbdq0xYwZK6HrshIjbZA9VphMDREr1hbcvn0j3GtRnj17Fjly5ISuNwlWB0bSNXeGyTQFR48eQa5cueAK35Vy5foMZ8/6wGpdAyCz/x6ppyZ1bLqrQJJkuHH3icirVq3CnDlzce/eA2TMmA5t2rRB4cKFXeZ7L1Fk48MATPieSIp4ZECmWuXK2L5tG5rZbJBwy2MAUzUNu3RdFa1zpZRFROS6Fi1ahAYNGkhWbqloE2SP5AXoCbN5lPoSlTFjRrgKXh95rokiK6kxWaVKVRhGQdhskvIuC4Bj0LShsFjOYuvWzWqwhIjCFvsi4SeynuunT58iUaIk8PXtD+AbO0dIbbkMmDlzJpo1k3pz4Wvu3Llo3rwFTKYEsFqlBp4ZFstS6PodNfHLVWr9yKSacuXKAZDaRaXe2W8yNUC6dMfx779n3DYQIRlbKlasgoMH90HTCkLX08JiOQCr9SJat26DSZMmwmx2qSoSRJGCzwdeH/mvl9yWBFik+OB6mw2TpXAvgNYAdug6pNxu1y5dcP36dWc3k4gigVGjxkLTSgULvgj5AvEbTKa4mDBhgpNaR0REH6NChQrYuPFv5MsnQfS6AKQ22ecoViwuduzYxuALEZGbkDrDvr4vAZR2cER6eHh4qYlUziCrf0+cOI727esiY8ZtyJBhM9q0kTStxz4q+CIrUCQFmLyOly/l9Yavv//+GxZLCslX4qB9TXDhwj9uPX7TpElzHDlyHsBO/9VW82G1/gtgEqZOnYohQ4Y4u4lE9AkYgCG3JWnHGtjpKpn8y3dHM5kwZcoUJ7WOiCKTw4cPQ9cdpT30hK6Xw8GDR8K5VURE9F+VLl0a+/fvxrlz57Bjxw5cvHgR27ZtRoECBXhSiYjcRMyYMf1/epPO/F2vYLM9dGqd2axZs6p0xufOncK//57G+PHjkSNHjg++/4IFC5AzZ16kSZNGPVaiREnRvXt3NZs7vOi6DpNJ6tg4Wt0SNTBFlzs6c+YM1q1bDV3/A0CxYEO2bQF0wLBhf8DPT9LLEZErYgCG3JJcmM5dvIhyhsxMfJd0j4rYbDh16lS4t42IIp8oUeRLg4/D/SbTE0SLFrx4JhERBQy4vHr1KkKeDEkdWbx4caRNG7QuABERuQMvLy/kyZMfZvNY/9TBwc2Grj9FnTqSb8P1DB8+HI0aNcLp08kBLAWwDc+fd8GYMdNRooS3Sq0THiRtp5/fRZXO076lSJIkBVKlSgV3tH79epjNngDqOTiiOe7fv43jx4+Hc8uIKLQwAENuSdM0RPHwwL0QjrmraYgePXo4toqIIquaNavBYpkF4LWdvVcBbET16tWc0DIioohLUslWrlwVUaNGVcWNM2TIglGjRrntDFgiIop4Bg78HjbbZgBSAP62/1bp08+A2dwNDRs2RqZMmeBqJJ1X7959AHwJw1gNoLZ/CrBfoOs7cPr0Pxg2bFi4tKVGjRpInjw1NK0DgEfB9q6B2Twd3bp1gsVigTuSfo3JJK8tioMj3oxbcQUMketiAIZcgsx6fP3a3sClfVKcrFatWphiscDeIk3JqHnMakXt2tLJICIKWz179lBf2EymzwHcD7LnPDStJhImTIymTZvybSAi8jd9+nSUKVMGf/99CzbbCNmCixfzoHv3nqhTpx6DMERE9NEkrZakjdy1axdevHjxQfepXr26Sl3u6TkPJlMqeHhkh8WSDEBL1K5dDdOmuWZac6krYjJFA/CDndRfuaDrLTB27ERVHyaseXh4YOXKpYgR4xw0LR2gqvb+CrO5PICqqFKlMnr37g13VbBgQej6MwBbHByxHJ6eMZAtW7ZwbhkRhRYGYCjCkgv9tGnTkDdnTjXrUWY/lipeHCtXrvyg+/fu0weXADQymRBQqk26DttkYafFgtzZs6Nq1aph+hqIiESuXLmwePFCRI26FmZzSphM5WA2S37fjEiY8B42bVqP2LFj82QREQG4efMm2rVrD8NoA10/CKAbgBYwjPkwjJX4669VmDhxIs8VERF9kOfPn6Nz585ImjQ5SpYsqVJHJk2aAv369fugiZ6tW7fGrVs3MGrUSHTqVB7ffNMFJ0+eVP17GatwRVLDDMjrn6DdnpIq7dWzZxIYCHv58uXDyZPH8OWX7ZEy5RrEjTsCBQq8xMyZM7Fs2RIVpHFXJUqUQNasOaFp3YF38rgcgqYNR6tWzfl9kciFmYzwCGe7MMl5GSdOHDVTgoNj4Uf+LNu3a4fJU6agutmM2jabWuQ7W9OwU9cxaNAg9O3b972PI8Gapo0b48XLl8itaZAychesVnyWKxdWrV2L5Mkl1ykRUfi4f/++Cizv27dPLaGvVKkSGjZs6JJf3Hh95LkmCis//fQTfvxxMHT9BoA47+w3meohc+Z/cObMCb4J5NYePXqkBnll4DFv3rxqQhr9H/si4ceVz7Wvry/KlCmPvXsPw2aTVRR1JekTgLkwmUaiRo1qWLp0scqiEZlIQGrixHWwWs/bWQEjfoem9cPLly/cOvgRUZw+fVrV3Xny5DV0XTIjpIPJJLlbluCzzz7Dli0bESuWo2AZEUX06yMDMKF0Iil0LVu2TBWym67mO/6fRAu/B/CzpBA7dkzNKv+Q93DOnDk4cuQIPD091RLismXLRroOFhFRaOL1MfzwXFNkU69ePSxd6gPD2ODgCEn30lalIZO6f0Tu5vHjx/iyVy/MnTMHr/xn5yeOHx/devVSk9D4d/8Gr4/hx5XPtaQPa9tW6rfsACAr0INarmqfrF69GlWqVEFkq7Pm7e0NQOq/BH/tvrBYcqF27TxYuHCBk1oYOVcAS6276dPn4PHjB0iTJh06dGiD9u3bs34xUQTFAEw4n0gKXRXKlsXzbduwS9ff2Sc1XbwsFtRq1w5jx47lqScicgJeH3muicKK1MSaP/8f6PoBB0cMhYdHf/j6voLJZG/WLpHrknQ/JYsWxeXTp9FH11FD0icBmAlgrMmEVq1aYdLkyfzbZ18kXLlyv69gwaI4dCgebDYJNARnQNPyo3r1NCrNVWTLOlK6dFns2nUEuj4BQB0AUgj+LMzmntC0Ldi3b49afUdERJ92feQSAIqQjh45gkp2gi9CFr+Wt1px7NChcG8XEREREYUtWa38pvbLMTt7rbBYpqNateocgCa3NG7cOJw6dQpbdR2ScFlKLhcAMArARMPAlKlTsX//fmc3k8hlXL58BTab/CuyxwRdz48LFy4jspEJDCtWLEXZskUANISmJYaHR1oAWRE37mGsXr2KwRciolAi4W2iCCeapycehbD/IQBPF6yZQERERO45i5QrMUJP7dq1kS5dJly9WhdW6yL/IsHiAYAesNn+QZ8+koaMyP1MmTABDWw22Eu03FJSMVssKqVSoUKFnNA6IteTMGEC3LsndU7sM5svIEmShIiM4saNi/Xr1+Do0aOqfu7Lly9VmndJB8+aU0REoYcrYChCqlG3LuZYLHhhZ991AOtMJtSoXdsJLSMiIiIC7t27h2+//RZJkqRQ9RgSJ06Ofv364e7duzw9nyhKlCjYuHEd0qSRdc+fwWLJA7O5NMzmFIgSZTHmzp2DwoUL8zyTW7p89SoKOtgnFY/yW624culSOLeKyHW1aNEEZvNi+ddlZ+8R2Gyb0KxZE0RmefLkwffff49BgwahcePGETL4InXfli9fjnr16qNUqTJo3bo1du/erSbBEBFFdCaDn1Zum+vUlf3777/IkysXSvr6YrJhIIX/9n8ANNI03I4XD2f+/VfN2CAiCuDr64vFixdj2bJlePH8OXLkzIl27dohY8aMPEmhjNfH8MNzHfFcv34dRYqUwK1bD6DrzQHkBHAKmjYDSZLExe7d2+Hl5eXsZro8Pz8/rFq1Cn/99RdevXqlUqG0bNkSiRIlcnbTiMJMiiRJUO/uXfzhYH9eTUPWBg0wd+7cSP8u8PoYflz5XD969Ai5c+fDrVsyiD8CQFUAku58CTStJ7JlS44DB/ZGyKDDh/RHlixZol5j+vTpUbduXbcs1v748WNUqlQV+/bthqYVgK6nh8VyAFbrBbRo0RJTpkxWk2GIiCLq9ZEBmFA6kRT6Nm7ciHq1a+PZ8+cobDbDF8BBXUfKpEmxZsMG5Mwpgx1ERG9cvnwZFcuWxbmLF1HUbEYimw07NA2PbDb8/vvv6NWrF09VKOL1MfzwXEc8FStWwebNp2C1bgcQNNByHRZLSZQokR6bN//txBYSkavq06cPJg8fjn90HcFDjVsAlAFUYLJatWqI7Hh95Ln+UFeuXEGDBp9j//7dMJujwjBsMAw/lC9fCXPmzHS5wL6sBunevQfGjx+vquRqWnz4+d1CrFhxMGHCWLWKxZ1Ur14La9duh66vAFDCf6sNwAyYTG0xcOCP6N+/v5NbSUSRkQ8DMOF7Iinszv+sWbOwZ88eNaOhXLlyqF+/Pjw9PXnKiSiQruvInT07Xl64gBVWK3L4b38J4AcAQwGsWLECNWrU4FkLxc9nXh/DB891xHLhwgVkyJABwHRJbGLnCJmV3gRnzpxBlixZnNBCov+TZAcHDx7EnTt3kCJFCpVmhvWKIrYbN24gX+7cSPj4MYbrOsrJCl8A8wH00jTkLFQIW7Zv52xvXh/Dlbv0RQ4dOqTSVpnNZnh7eyNbtmxwRZ06dcb48RNhGL8BaA8gFoCLAPrDZJqvVo5WqVIF7uDcuXPInDlzCP2urogXbwFu3brmkquYiMi1MQATzieSiIicR75kVK9eHXsBBC9JK1mBvc1m6IUKYcfu3U5qofvh9ZHnOrKSNIcyGQS4DyCBnSOeAoiNOXPm4PPPP3dCC4n+f23s2bM3zp8/G3hKsmfPjT//HI4yZWQdBUVUEsD9vEEDHD15EtHMZlgNA36GgTo1a2LqjBnq+ymxLxKe2O+LWGnHUqf2gmEMAfBlsL02mM1lkTv3cxw+vB/uYPTo0ejWrRcMwweAvYm4BwAUxN69e1GoUPBvgkREEeP6aAnjdhAREYW5tWvXIrPFgkJW6zv7TDJXymZD6z178PTpU8SKJTPEiIj+e4H4/wda7AVgfIIdRxT+pFBxnTp1AJQHMAZAVgDHcObMIFSoUBHr169D2bJl+dZEUFmzZsXh48fVTP39+/erz5OKFSv6r74josg+EcRkigLDkJUvwZlhs3XBkSP1cOnSJaRNmxauTtKtmUwWGIajflX0wLpxREQRldnZDSAiIvpUr1+/RswQ9scMchwRhY7Tp0+jc+fOyJQpOzJmzIYOHTrgxIkTbn96S5YsCU9P+bI/zcER0xEliidXGJBT03J26tQNQDUYxlr/qiHJAFSCzbYRNlsxdO3aU6Uno/c7fvw42rVti3SpUiFNihRo8vnnaqZ1WJNUccWKFUPPnj3VZy2DL0RhTyZrjR07FiVKlEaOHHnRoEFDVZs2In1eSkF6TYvnn3bMHq/A49xBwYIFYbNJYumNDo5YjqhRoyFHjoAk1EREEQ8DMERE5PLy58+PI7qO6w72rwKQNlUqxI8fP5xbRuSe5s2bh1y5cmPChCX499/SOH++DCZOXKG2tW/f3q1nIcaNGxedOn0Bk2mQf70XKQIL//8uhNk8EO3bt+PnDTnN5s2bVS58w/jOztc9DxjGNzhz5oSqhUAhmz17Nj7LmxfrZ8xA7evX0fDmTexftAhFihTByJEjefqI3IisGMmRIw+6dOmGXbti49SpIli27BTKly+PNm3awmYLuN47lwRj/fxuS1U6B0fsgqZZkCpVKrgD+bzNmTMvNK0ngDvB9h6Fpg1Fs2ZNVf+MiCiiYgCGiIhcntRZiBUjBr4wmfAq2D6Z+zvPZELn7t1ZeJgoFPzzzz9o1qw5dP1z6PpV//RGowFcA9AWkyZNQrFiJfDypcxWdE+//fYb6tWrDaAJLJaMAGrCYskEoCFq1KiG338f6uwmkpsUY9++fTuOHDnyUQN/Uh/gjbwOjniz/do1+TdLjvz7779o1bIlmtlsuGi1YhiAwfIZaLWiD6BWpuzZs4cnkMgNyAqXGjXq4OZNEwzjHxjGSgBjYbXKyt7pmDZtWoQJukp6ydix48Jk6h9kEkiAu9C04ahduzYSJkwIdyCrARcunIt48R5C0zID6AJgBEymz2EyFUTOnBnZ7yKiCI8BGCIicnlS12XB4sXY5OGhasH84D8cXMNkQlUAVapWRbduko6FiD6VpOYwmST1xUSpdBJkj4carACS48CBg/j222/d9mR7eHhgwYL52LVrF1q1KosqVXS0bOmNHTt2YOnSxYgaNaqzm0gu7MKFC6hatbqavVyqVCl89tlnSJ8+M+bMmfNB90+cOLH/T2cdHPFPsOPInnHjxkFK3Y8LVjhVvkDL+rcMFgtGjxrFk0fkBrZu3YqTJ4/Cap0EIH3wapIAmmP48D9Vikdnix49OiZMkP7WApjNkmJyCYCDAP6EphVAvHivMWSIhIvdR5YsWXD8+GH06dMJyZKtgqfnd8iU6TiGDRuMnTu3qgLYREQRmcmISMksIyAfHx/1Yf7kyRPEjh3b2c0hIqIQnDx5EsOHDcOyJUvw4tUr5MiaFV906YJWrVrBYgk6fEKfitfHyHuus2fPg9OnC/oHYOzpLuvOECOGL27fvoGYMUOq0BS+nj9/jlmzZmHq1Jm4c+cuUqdOiXbtWqNRo0aqyDWRvZQ0K1euVH872bNnR9WqVcP0enL58mXkz18Yjx9Hh673k6pDshbGf1rBMowaNQpdusjsX8ek3lmyZKnw8GEFADP9BxADyFe/mvDyOo2LF8/BbOZ8PEcK5cuHrIcPY7qD/X3lky5ZMly5efM/vtvkbtdHd+bu5/q7777Db79NhtV6M9hnZoD1qo7WuXPnkDGjrHx1vrVr16J//wE4fHi/+l3SjsnqmMGDf0PatGk/+fEl2PTo0SMV8JEbERH99+sje9z0waSwbqdOnVA4f36UKl4cQ4cOxYMHD3gGiSjCkOKLU6dNwyMfH/i+fo1Dx46hXbt2DL4QhXIqiDeDuCGJgefPfVTfIaK4d+8eChQogk6dOuPgwUS4erUOdu+OihYtWqB06bKq8C5RAEmh17Rpc6RPnx69evXFDz+MQK1atZAyZRpVYyWsfPttfzx54gFd3wegHQBJtxIww7kzvvyyNx4+fBjiY0gwcehQWaMxG0BLAGf8/80eA9BAVUaTWcMMvoRMzo81hP2yj+eQyD28mZcc0vDYm8B7RJq/XLlyZRw6tA8XL17E4cOHcfv2LSxcuOCTgy8ymCirmBMnTo5EiRKpiTRVqlRTq36JiOi/YQCGHOaO/vHHH9GwYUO0adMGbdu2Ra5cubBi0iRkPXQICXftwnd9+yJzhgw4eFCWuxIREVFkULZsSZjNy4B3Ki4FDEkuCawx8SZYEzG0aNEa//57F4ZxDIaxAsAQ2Gwyo3U39u8/hh49pLgr0RsSfJk3bzEMYyxstgewWu+pYr/37mVF5cpV1WBXaJOZcwsXLoLVKqvIEgXbK/+WvoOfn4558+a997GaNWumVspEjy7/HrP5f+3Lg0SJdqn7161bl2/1e5SpUAGrNA3PHHzSLbRY1DFE5JpktaDUerpy5QqKFi3qv/plr4OjFyNRomShsrIktEmb8ubNGyo1XyT4Urx4aQwe/AcePmyo+nSGMRobNlxHqVKlsWyZ9P+IiOhjMQBD7xg9ejS8vNLgp5+GYfHi+5g+fROmTJmCryUtgtWKaf5DK1dsNmR4+hRVK1VSaRmIiIjI/XXu3FmGigG0BeAbZI8fgI4AbkllJsSOHR+5c+cOt3bJAMqYMWPUCt1169a9laf9/PnzWLv2L1itkhM9R7B7FoGu98esWbO5spcUKXovtXxsNkmz94Vk3Pc/M7lhs62Crks/+ZdQP1u3b9+G1foagKT4sycJLBYvlaYsJAsWLECKFF6qT//ixQu1LVq0WOrf7o0bV1TKPXq/Dh064LWmoanJ9FYQxtf/r+KmzYaurC9H5JIrHGWFR5IkKZApUyakSZMG3bt/iYQJk8Bsbg/gTrB7rILJNBndunVSNeDc2U8//YTTp89D13ermjJAHQCdoOsHYbPVQvPmrfDsmb2wNBERhYQBGHqL5Lju2rUrbLYu0PUbsNk2AbYMyAuzKjYZtLuRBMB8Xce9Bw8+uCgoERERuTYZrJgzZ5aq8wKk8B+K7AQgNaCmaXSByTQPXbp8gWjRooXLQEqzZi2QNm06dO3aE/36/azScqRLlwm7d8sAArBz507/o+s7eJQG8PPzxb59kvaJIrv58+fDYpGerr1AhSd0vSNWrlwRGNwILfHixfP/6YKDI57DZruNBAkSOHyMJUuWqADLvXvF/VOOSSDyH7x8WV8FKKdNk3+j9CFSp06NxUuXYr2HB1JoGpoDaA0gpcWC6WazSnmaJ08enkwiF+Lr64vKlavht9+G4/HjzwFsBLACFy5kw/37dxA16iWYzekAtFKrDjWtFIAaqFGjOr7+Wqakuve5mThxCnS9A4BcwfZaYBi/49kzH3WNDEuPHz/G6dOn1aQEIiJ3wQAMveXXXyUfdGkAI9TsVckXbWArmsNmtxRdGgDFzWZs3CgdFyIiIooMZIB327YtiBvXBmCqfzAmAczmrGrGZPXqVTFgwIBwaUvjxk0wd+4iGMYoGMZD6PpjlULk+vUUKFeuAk6ePBkkFZqj3O22CJcyjZxHig4DqQJz/r8rDWw2PdTrBiVOnBhly5aHpsmsY1kJE9xE2GzPHa5gsdls+OorKQ1fXdbB+A+gyd90JgBTVD2Yvn37q0E2+jBVq1bFP//+i859+uBcvnw4mScPmnbpgtNnzqB5cwnJEJErmTx5MrZv3+afgvQPSayqAiyGITk+BuHly+fo2LEVMmc+iKRJZ6BECQ+1qnDJkkVuv/rl1q1b8PGR6195B0d4wcMjC06dOhUmz3/p0iU0bvw5EiVKjOzZsyNZsmSqRt+OHTvC5PmIiMITAzAU6MGDB9i3bzdsNpnb9f+BCvlflBDOUxTDeCvNBxERkTuTWeSSrsLT0xOFChXC/v37HR47ffp0Nagf9Cb3cwclS5bEjRvXMWnSWJQokQdZsphRtWp6tZp22bIl4TJQceDAAaxYsQw221T/VTgx/fswhWCzrYWfXxIMGvQbSpQo4R9cWejgkRYgSpQ37ydRunTpYLOdlnm4Dk7GHsSMGQfx48cP9ZP1008/wmQ6DZNJgigBdWYeyjQpmEy98cUXHdXnjz2yguvy5fMAegfpywfVB48e3cOGDRtCvd3uvhLm119/xd6DB7H/yBGMGDFCrQQkItczdqyklqwlvRg7e7+ExZJU9RfOnj2BW7euYsuWjWjQoAE0TYO7ix49IN2m1DyzR4dhPAhyXOi5cOECChQojMWLd8Jq/Q2ABF1mYudOH3h7l8HatWtD/TmJiMITAzAU6P+z4eK99SeioQAWOfhTuQtgm2EgZcqUPJNEROT2ZBZkr1698MMPP6gi3FLjpGLFirh7V66I9sWOHVvNKgy4Sa0SdyFfwtu2bYvt27fgzJnjWLlyOapXrw6zOXy6mFJM3GJJ4SC1WAxYrR2waNEi1U+pWrUGNE3ShxwNdtx2mM2/oEWL5mEyoE6up0WLFjCZZAWKvTovl6FpE9G6dYswCTIWKVIEq1evQpIkEgDKB02TFemJYLEMQLduXfHnnzJj277/fw45Cg682R7S5xURkTs7f/4cDMNe8EV4wGothrNnz6nfDMNQaR1LlvSGp2d0xIgRG3Xq1MOuXbvgjmQVZqFCRWEyjQNwDUDwNJsrYbXeRe3atUP9uXv06IXHj6XfdghAL8mzAqCZqkVjs1VAy5Zt4ecntQaJiFwTAzD01gU3QQLJd/327AIdPbAVNshlOKiXKjOqCTaYMWfOAqYzICIitzd8+HC0a9cOrVq1QrZs2TB+/HgVhJg6VVZg2CczKZMmTRp4S5JErrUUGh4+lJUBXgAczUxNBz+/16pg7PTpU5Atm0wY+QxmcxUAPaFp3gBKoWjR/BgxYjjfFFIk7clvv0n1w9/9CxBv8A/c/Q6LpTBSpoynCjiHlQoVKuDatUtYtWoVhgz5EZMmTVCrzUaOHAGLxVFaNCBVKkmbBjtBRry1/f/HERFFLjFiSFD7hsP9ZvN1xI0bWwVfunfvgXr16mH3bh2+vj/jxYu+WLXqjFpVO2WKpHV0L1J3xcNDg2Hs9q/rJ5NSWvrXJfsLmtYGZcqUR/78+UP1eW/evInVq/+CrksKzUTB9nrAMH7F3bs3sWbNmlB9XiKi8MQADAWSL3SdOrWH2SyDSG+K1r7RAEAcldgjLzRIRveeKjO2BevgARvG48GDO2p2CBERkbt6/fo1Dh06hHLlygVuk5Ue8vuePXsc3k8G/728vNSgZ82aNd+bO1tWpPr4+Lx1I/vSpk0LwzipipPbtw+xY8dDnDhxVOHyfft2YcqUySha9AXSp1+PUqU81CqazZv/RowYMcLlNMvKqb59+6Jjx44qoHf//v1weV76OF999RVmzpyJ9OllJUpF1Qu2WL5Fo0YVsHfvTjVxKaz75dWqVVMr7mSV2Yc8X968eZE9e261ogsIPlPYBpNpIJInT42yZaXmARFR5NO4cX1YLDMA2KvhdRA22z7Ur19fpVMdNUrqcY2Frm/3X5XxDazWEzCMDmjfvoNKm+UupG9SsGAR7N17w3/ygQQ7BvhPQJD6ftVRvHheLFniKJXrfyfn0TCkFl8JB0f8j727gIojW8IA/LcQF+JO3N3d3d3d3d1toxt3d3d3Je7usglJiBE3ElreqZshj7Az2Qgww1DfObNZphtoemD69q1bVRmhKJFw69atAP/ejDEWVDgAw77Tu3dv5MqVHbJMK0IbirqbwGAAb8SA4yJKYDiiYyri4QVawcBFAM2hqmmtpuJevHgREydOxIQJE8SkFWOMMRZc0UQ59Tzzn8FCHz958sTq56RMmVJkx2zcuBFLliwRTbLz5MmDhw8f2vw+I0aMEAED3wevVretUaNGMIz3AP62svUfKMocNGvW+Fvt9rBhw6JJkyY4dOgAbt++ir17d4mG5kHRr+bDhw+oUKESsmbNirFjF2Du3BPo3r0P4saNLzKpmOOpX78+bt26hsuXL4v+Kk+fPsbixYtEJltQoQAsvSckSpQMquqCGDHioHv37nj06P8ruKmsYYcOHRAlSnRcuXIBhnEEkkRj+a2Wld57IUmU9bUZU6ZMCBG9DBhjzBoKaocO/QmKUppmKyzP0uT/dqhqRRHEphJbkyZNhaLkBtDayhTaOEhSJMycOdMpTjJl+zRo0ATe3smhaectwSY6P5SRcgmSlAiZMmUV/XBcXV0D/PvTWPcrW2PjlzCMD6KkL2OMBVe2c9hZiEQTE3v27MTkyZMxdepMeHgsgqKo0HXamh4Ghonhyb9p39V7pxr39WrXxr6DBxFGlkUb0E806ZQjB5avXi2aWTLGGGPOjvo50MMXBV9Sp04tbtqHDh1qczEETRD4nYDlIIx1lFk0cOAADBpEqzRpZWRzANHFik1V/Rvx4kVDz549cfz4caxbt05kI9H5r1evHqJE8dvzLvA1bNgY27btAbAMmlbdMgz3gmEMENkwFMgLjLrq7M9QCcG0adPa5TS+ePEC+fMXxo0bt2AYtcSkmJfXbYwfPxfz5y/G4cMHRE186k/w/r0MTaPf/2QANsI0dwIo9+1rJUuWGmPHbhQ9mhhjLKRKmjSpmO+oXLk6njzJCBeXRDDNj6K3SZYsebBx41qxKOPkyVPQ9R42vkpY6HpxHD9+Cs6AFhhQ8B7YAYBKtPkVDaY5COfP1xUZKClS2Oox9vvSp0+PpElT4u7dKTBNyjKn2SO/ZkJRZJFFzhhjwRUHYJjVIEyPHj3Ew9vbWwxAMmTIgmvXlsE06ebPv7PQtBsoUoRqZQMfP35EsUKF8ObuXawBUMGgLjFf1+B1OnsWhfPnx5kLFwJl9QRjLPjx8PDAnDlzRMYcvf/Q4LpKlSoIFSqUvQ+Nse9Ejx5drBx/+vTpd8/Txz+7Ip6uqVQm6Pbt2zb3CR06tHiwnzNgwADRs2Po0BF4+HCZeI4yBaiEyKBBA1GnTn2R6aKqcSFJMaFpc9C9e0/RV4MyHILCtWvXsHbtagDzqQCKny0ULJoKSbqNgQOHolKlSmLCnzHSuXMX3LzpCcOgLPI0304K1cl//boIatasK0ojvnsXD7q+T0yUfdUMwHUoSh7kz58Rf//9t8i84t8txhgDcuXKBQ+Pu6LM2MmTJ8U9R+nSpcWCGd/3ya/3IbbKm5IPCB3aOe5VaIzyla3ylEW/7RcYARg653/9NQi1a9e2ZBwNpG5sVMQXwCxIUn+0bdueeygyxoI1LkHGfihMmDBisqlHjy4wzc0AxltSdH15QFEaiLIIvivqqMTK9Vu3sEvTUFW0TfvaGrcCFUDQNDx48OCHzYoZYyEHZQEkSZwYE4YPx5eNG3F39Wox+E6fOjXu3btn78Nj7Dt0M06TmHv37v32HJUUo4/9Zrn8CJUwu3TpkggYsIC7cW/RogXu3bstaphTSdTHjz2xdOkStGnTHgcOnASwDprmAR+fczBND3z+XB0NGzbE7t27g+RlWL9+vahf/n3w5dtPANNshUuXzomANGO+JQ+XL18BXe/9XfDlq5jQ9TG4ePEsrl+/DF0f6yf44isVdL0vDh8+KjLFOPjCGGPfL4ipWrUqRo0aJTKSKUPZ7/tk2bKloKpLrfTTIo8hSbtQtiyV6Qr+/t8Dz3o5XeDrwqMIESIE2jFQOdjp06cjTJjFkCQ3uLgkgSzHgiR1R6tWLTFmjLVSs4wxFnxwAIb9lAYNGohmpFT6QFWTixIfklQBkpQUMWK8wfbtm0WzULJ8yRKUsnKrSBIDqAJg6UJqfMcYC8n27NmDVq1aoaVh4JGui1aPJ3QdlACveXigTIkS0DTN3ofJ2HeoNNjs2bOxcOFCsRKQSkdRb4/GjRt/u15SCTFfQ4YMwa5du3D37l0RHKDSV9SvgZpqs4BFC0You4gmUShb6dSpUyLzRdfnAqDSXr59LyhbaT5kOSeGDh0eJC8D/Y7IMpU8s5XZ9LWvEJVIY4xQoFbTvnxXRux7JSBJoSBJNP4uYmOfcuJrXLlyhU8qY4z9gi5dOsM0H0KSGln64fp6CEWpAlfXyGIhhzMoWbIkwoQJB2C6jT2mI0qUGMiXL1+gHgfdFz5+/AjTp09Bly41MHLkIPzzz11Mmzb121wTY4wFV/wuxn4KrQah8gVUFmj69Bm4ePE8IkYMj+rVx4qBx/8bpwEvnj9HOtO0+bWSmCaOe3nxmWcshPt75EjkUBRM0fXvKv1mALBS05D91i1s3bqV6/0yh1KzZk08f/5clL168uQJMmXKhB07dnwri0AZDH57or169QrNmzcX+1LPEcqgOXr0KNKksbZMgQUk6vmiqrGhadZqhsvQ9ZY4dKgxXr58iahRowbqyafX28fnvqVPDS1k8W+vmPygTAXGyP/LcNoKyn2CaeqWzPRPtIbZyj5fJw25pCFjzNHQwgSqjEFZFfHjx4ejofHdsmVLUa9eAxjGRuh6EUgSvdfuR+TIUbFz5/Yg7yUXWGgup3Pnjhg5ciRMMwaAlqLPDfAOwAQAM9C375gguZZQmfqWLen7M8aYc5FM8wcz5Uw0vqUL0ps3bxApEpWOYP+lQrlyeLpjh1jJbk0xWYaeNy/2u7vzyWQshPr8+bMocTjNUunXmvSqilyNGolsA+Z4+PrI59rRtW/fHjNnHoSPz0Ube2wHUEYEzRIkSBCox0I99eLEiY83b/LCNNdYCrT6ugVFyY2mTauKsowsZKEyhufPn8fr169Fc2jfINzX35kEeP2aytZNsvKZVBe/Fb7eytGq5VZW9mmNaNHWw9PTg/uqMafEY5Hgd65fvHiB/v37Y8GCxfj06WuAOXPm7Bg0qB8qVKCi5Y7F09NT9Ko8duw4XFxUkS1C/eOcbW6ISuR26NBRZJsoiitkOSEM4w4M4yN69+6Fv/76i0tZsj9Ci9GoJC+Nd5IlSyb+3nmBCAtJ10fOgGEBrmnz5qi0dSuoY8zXrjD/t5/WeBoGFrdowWeesRDMx+drPeUf3bpENk0RqGGMsd/NOtE0mpj2BBDXyh57ESlS1CBp6koB58WLF6By5SowzWzQdQo9U9DnEBRlJhIlioVhw4YF+nEwx7JixQr06TMA//xDmVFfFStWApMmTUDq1KnRtWtHDBgwEKZJuaGNLWX0KOCyG4rSHVWq1BAZd2vWdIeux7OUK6OcUrrGUjBvJrp3H8HBF8aYQ6CM09y58+Pu3afQ9a6W8olPceHCDJHxPmvWLJE17Ejixo0rsp5DQhnXqVOp9Fdn0dP36dOniB+/hgg2BfYiFebcqKR4t27dMWXKFBiGJHoiatoLUdZuzpwZosoOYyEBZ8D8B15V83sr+SpXrIgd27ahg2GIdrNUjGU1gPGyjLwFC2Lbzp2i8R1jLGSiFbupkiVD1n/+wTIriZjU6jGBJGH0uHHo1KmTXY6R/RhfH4MOn+vfQ6uQ4sSJB2/vijDNRX56wJBLUJS86Ny5pSixGlSOHTuGIUP+EqVL6H0wQoTIaNasMfr164do0fw3UWfOjCYav5ZZoRJ5HQBQ5sthKMoIRIjwHCdOHBUrRFu0aIl58+ZCUdyg61mhKLeh65dQoEBhbNmyUaxIrlSpquh3pKopoWnJoKrnoGmeaN26DaZMmfxdWUTGnAlfH4PXue7cuTMmT14AXT8BIIWfLXQv0BouLgtEDxC+HjLmPCizasqUqTDNoZbaF64ArkOS+gLYgF27dqJYsWL2PkzGAv36yAGYADqR7HtfvnzBwIEDMWPqVLx+R7VDgUjhw6NpixZihWfYsFRTlDEWkk2cOBFdO3fGJtNEGT/P07rdupKEraFD46Gnp9PUV3Y2fH3kcx1cMgzq1KkLWc4ier4AsQHsg6LMQerUSXH48IHv+tgF5d/P+/fvET16dM5OCIHevXuHWLHi4tOn2pZMFb+d0F5DUbKhXLkMWLlyuRhPT5kyDR8+fB1Pu7iEQpUqlbFgwQKRWUUomLd//34sXboUXl5eooxZ06ZNkTFjRjv9hIwFDR6LBJ9zTfMD0aPHwrt3dC0eaWWP55Dl+Bg7dhQvvmLMSTx69AhublTObjiAHv626pDlgsie3cTx40fsdISM/TkuQcbs3jh0xIgRor7rhQsXxI1hhgwZRJM9xhgjbdq0wb49e1B+61ZQxedSpokXABaoKv4xTaxatoyDL4w5CRoH/PPPP2Li2c3NLcj+tmvVqoXYsWNjyJBh2L//a1mTyJGjoWXL1ujTp49dgi+EJq94YU/ItXr1anh7UzPnAf6CL8RVlObZuLEtypQphwMHDsEw2gOoIbb6+KzE6tWT8f79R2zcuF6UjaEsmCJFiogHY4w5oufPn+Pdu9cA8tvYIwYUJQ1u3rwZxEcWvEo4P3jwQLzv01iK3vsZc2Rr1vj2PbTWp06BYXTAiRM1cf/+/W898P7rfuLIkSM4fPjwt7FP9uzZA+XYGQtonI/OAlW4cOGQO3du5MmTh4MvjLHvUBnCtevXY8rUqbibOjVaSxL+Ch0aWatWxbHjx1G5cmU+Y4w5gU2bNiFTpmyiwXimTJkQM2Zs1KtXX6yKCwqFChXCvn27RdNP+p7Pnz/GqFGj7BZ8YYHX3HXIkCHIlSsfsmfPLVZQO+pE3r1796CqcQDEt7FHNlGSZ9++PTCMDQCoTF52y2MMDGMdtm7djI0bNwbxkTPG2O+JGDGi5f9sXfs1mOZjXpxgI3uIrm9x47qJsVSiRImQPHlqzJ49W0xIM+bIfZ8UhUrs2sqaS/xtv/9y584dZMuUCfnz58fIfv0wrG9f5MiRA/ly5cLDhw8D+MgZC3gcgGGMMWY3qqqidevWuHDlimjQ9+HTJyxfsQLZstHkE2MsuJs/f75orHvpUlQA6wCcgKYNw8qV+5AjR54gC8IQCrhQM13uQed8qPxW0qQpMHjwKJw4EQ+nT6fA1KlLRSP7efPmwdFQ6Tldfy7KjVl3W9ymyTKtFC9lZXtZKEpuzJo1N5CPlDHGAgZlfRYvXgqKMl0EW/5tLTTtKWrU+Jrtx/6f9VKhQiUMHjwMXl60OG0ngI24cyc9WrRoge7du/OpYg4rceLE8PHxpKUnNvY4DkVRkSBBgh9+HQrQFClQAO+uXhV/AS91Ha90HZsAPDhzBsUKFcKHDx8C5WdgLKBwAIYxxphDoCbBnErPmPOgOvFt21LppMYwzV0AaOIgB4Bu0LQTePbsC/r162/vw2TB3LNnz1CuXEV4e+eEYdAKyJUAFkLTHsIwmqNZs+Y4efIkHEn16tUhSTqAqVa2+kCWJyJ06PAwjJw2v4au58KtW3cD9ThZ4KOyjBSoHjp0KGbOnPlTq4AZC64GDKCm25chSRRk8X3/+gJgMRSlGcqWLY8sWbLY+Sgdy+LFi7Fz5w4YxhYA0wCUAETx5tUAxmPs2LE4deqUvQ+TMauqVauG8OEjWkqu+s/W8oKqjkOlSpXEwpQfmTNnDp4+eYK9mib+AmgiWwFQnkKSmoZbd++KPniMOTIOwDDGGGOMsQC3YsUKeHt7A/jLSp+L+NC09li2bLloRs/Y76Kbcm9vHxjGCgB+ewuFFgEORUmC8eMnONQJjhMnDrp06Qygv2VS4plly1lIUkVI0hm4uVF5sn9sfg1J+gfRo1NmGQuupk2bhrixYqFZ06aYMmQI2rVujXhx4ohgDJcVYs4oX758WLt2DSJGPAAgGVxckkJRYgFogPLlS2DFimX2PkSHM23aLMhyaQDFrWxtD1V1w6xZs+1wZIz9N+oBPW3aZBFklSTK6KVA4iUAM6AoOREp0geMGjXyP7/O8sWLUdUwYC1PJhUA+gtZtngxvyTMoan2PgDmnD5+/Ihly5Zh44YN+PTxIzJkyoSWLVsiZcqU9j40xhhjjAWB27dvQ1Wp9EBcG3vkxZcv3vD09ESKFCn4NWG/ZdeuvTAMuvWmGuP+KdC0Wti1a5bDnd2RI0eKcnhjxvyNL1/+giyHgWF8QsyY8TBv3kbcunULnTt3g2nSKvEk/j77FoDNaNBgop2Onv2pBQsWoG3btqItMeUExNc0EYYb/+ULBgwYgNChQ6NHjx58opnTobKkT548wurVq3H16lUxQUt9H9OmTWvvQ3NIN27cgGH0trGVrnEFcO3ajSA+KsZ+XoMGDUQJwr59B+Lq1fKWRSQyypatgLFj/xZ9jf7LyxcvkOgH2xOZJg69eMEvC3NoHIBhAY4anpYoUgQejx6hsCQhqmli8aFDmDBhAsaMGYMuXbrwWWeMBWteXl5i5eqS+fPx3MsLCRMmRJMWLdCsWTOECxfO3ofHmENwdXWFYdCU4icAYa3scf9bbxbGqIHqqlWrRAkmajBMfQDohv2/6DqV8nL5wR6hLPs4XtnNYcOGoWvXrti8eTNev34tJiFKlSol+qO9ffsW48dPxqNHRaFptHqUgkxkK1S1AxIkSCImNVjwQ7+PA/r0QU1LQSHf/MCYAEbQQjYAw4cOFQGa8OHD2/loGQt4YcOG5fevnxQhQkS8f2+7X54sP0LkyFTiiTHHRWXGKPhKAUUa79A4L3bs2D/9+UmTJ8exp08Bw/jXNipsdkxRkCR58gA+asYCFpcgYwHeJK5MiRII++QJaB3GXtMU1Ukfahq6m6a4ydy6dSufdcZYsPXPP/8ga8aMGD1kCAreu4de798jxdWr6NqpEwrkySMGlYwxiAl0XX8LYJGV06FBlqcif/5CiBWLyo+wkDwZ3aljRyRKmBB9u3fHotGj0apFC8SLHVuUF/sv+fPngaLsAGCt+aoJVV2D/PnzwlFFjRoVDRs2RMeOHVGuXDkRfCEUfHJ334fMmeOIKueyHFk8gIrImjW+2BYx4p9NulGZq6NHj2L48OEiGHTw4EEufRUEjh07hgePH6OTleKMhJ5/8/49duyg32vGWEhWp051KMoSANbuL67AMPajRo3qdjgyxn4N9XpNlSoVcuXK9UvBF9KsZUvsNwzstrJtHRVw1XU0a9GCXxLm0DgAwwLUhg0bcOf+fazQdST3V4WbKjvmVRSMHT2azzpjLNiqV6sWXJ49w3VdB1Vc7glglWnilGnizuXL6NKZ6vozxpInT4769RtCljtamo37TpDfgiTR2u8zGDyY+l+wkKxnjx6YMnkyhhsGnhoGPHx8cM80UfPTJzRv3lyUqfkRKnErSZRl1VI0sP9+TeQwaNpFdOzYHsGRm5sbTp48ipMnT2L06MHiQc2Wjx8/jPjxqUfM7/Pw8ED27LmRN29eDBgwBoMGjUOhQoWQIUMWUT6QBZ5Xr16Jf22VU0nobz/GWMjVoUMHhAtnQFEoC/KCn+vbXqhqWSRLlkoseGHMmdHveKnixVFeltENwAkAR+nvA0AtSUL1qlVRurRvpjBjjokDMCxA0UqtjKqKjFa20Qqv+rqO/e7u+Pz5M595xliwc/bsWRw9eRLjNA3+p74yAeit61i2dClecA1axoTZs2eiQYO6kKT2kOWYcHGhv5wUiBz5IFavXoXChQvzmQrBnj17hsmTJmGQaYK6XfgWHKPfEgpwl5UkDOzb94dZGVQCcsmSxVCUlVBV6pXSXTS3V9X04t8hQ4agWLFiCM6yZ88ussjpkS1btj/+eu/evUPBgkVx4cJTANuh617QNC8Ae3D9+icUKFBElIJjgcO33j1NHllz3PJvkiT+e/8wxkIausbt3bsLsWJ5irsNF5ckUNV4AIohbdro2Ldvlyjpxpgzo+zgDZs3o3OPHpgfKRJyiU6SwMqoUdFv4EAsW7FClHZlzJFxDxgWoDRNQ7gf3CSH97MfNZdkjLHg5MSJE1AlCWVsvM9VptXcPj44f/48ihYtGuTHx5ijoWv9/PlzMWBAP6xbt070tUiRIgWqVKnCEwYMGzduFCXIWttYuNPeNFHq1i1cvnwZ6dNTQMW6mjVrInXq1Jg4cRK2b18lxpl58+ZChw6TOchnxeLFi3H//j8wzWvAdznr1G9mD54+TSbKv3ET+MCRJk0a5M6eHX+dPYuSuv7t/giWHK4BsoykCRKIjCTGGKMg/L17t0W/sOPHj4vJ6BIlSqBgwYKirBNjIeWeYsSIERgwYACuXbsmfvfpesrziiy44AAMC/DBwdLFi0HrM+Ja2b5RkpA6WTJuUs0YC5YURYFhmmKCxNoF1Nvyr28Nf8bYV4kTJxar9xnzi3pmhZdlRNN1qyfGzfLvmzdv/vPEZciQAXPn/nfPGAYsXbqC8ov8BV98xYdhVMXixcs5ABOIJk+fjkL58yPnly/opusii5b6Z46TZZyTZWybM4dX8zLGvnFxcRGLV+jBWEhGGV9ZsmSx92Ew9ss4R4sFqPr16yN8uHBoJUn4bKU5Fj3aderEKzUYY8ESlbExJQnLbWynFpmRI0QIkBIxjAUnlMWwbds2NG3aVGQjDBw4UPSYYOy/+gS91XVcsrH9sKVpKwXwWMB5+fI1TNM3vGVNQrx6Za3hMwsoWbNmxaGjR5GgSBE0BpCZ6tgDCJM7N/bt3x/sy+axwDd16lQkSpQIYcKEQc6cOUWvKFsWLFgg3kv9PujzGGOMMRY0eIkuC1CRI0fGitWrUaVSJSQ3DNTXNEQDsFOWscswUKt6ddEslTHGgiOqx165YkV027wZKXVd1J4lVJCM2kSPkyR0b98e4cP7LSjCmPP38ShVqhzOnTsFVU0Dw4gDSRqPv/76C+PGjUPHjh3tfYjMQZUtWxZxYsRAHy8vrDfN725MXgAYpSgoW7Ik4sWjevcsoKRIkRS3bh2FrtPV69/laxTlKJIn/9qnhAWeTJkyYfuuXXj06JF4xIwZU0yoM/ZfVq5ciS5dumDGjBki+DJhwgSULFkSN27cEL9H1kSKFEls98Wlq5gjop5vx44dE72Fv3z5IiqsVKhQQWQA/YynT59i/vz5uHTpkqi6UqlSJZQqVUpUMWCMMXuSzB91tWSiVjkFFaj0AQ1a2M+5cuUKJowfj43r1uGTtzfSp0uH1u3bo27dupxOzxgL9iVzypQsiWMnTyKXoiC5ruOsquKKpqF6tWpYumzZT98kBGd8feRzTWgYmSdPfpw+fRuatgpAfsuE7jsAgygsKXq/VK5MHZIY+zeqaV+lcmVkNU10NAxQ23Faxz1OUfAhUiQcOXFCZMqwgEPZahT8Auhvtrq/rdsBlMGKFStENhtjjiykjkUo6EIT01OmTBEfG4aBBAkSoH379ujVq5fVDJhOnTqJMezvCqnnmgWdJ0+eoFKlajhx4ghUNQYkKRx8fO4jduz4WLduFXLnzv3Dz6ff8xYtWkLXZUhSDkiSFzTtKtKly4Rdu7YhTpw4QfazMMZCjrc/eX3kEmQsUKRNmxaz58zBs5cv8e7jRxw9eVKUJ5Nl/pVjjAVvrq6ucD9yBGvXrkXscuVwN2dOZKxeHXv37sXKVatCRPCFMV+HDx/G8eNHoGnzARTws5o+IoAxkOWiGDZsFJ8wJ3T69Gm0a9dO1KNv06aNaAz8O+u6ypcvjz179yJ07tyoAyAXgC6KguyVK+PYqVMcfAkEtBq4Ro2akKTaANoAOATgCIBOkOVKKFOmHKpVqxYY35ox9ocoK+DMmTPflamje2z6mDIHbHn//j0SJkwoAjUVK1YUCyZ/5PPnz2JSye+DscDi4+ODYsVK4cyZfwBshaY9gY/PPQAX8Px5QhQvXgp37tyx+fn79u1DkyZN4ONTH4bhCV0/CE27LIqZXr/+XGRqU6CSMcbshUuQMcYYY7968VRVboTJmCV7QVXjQtNKWjkfEgyjCc6cqYvnz58jRowYfM6cgKZpaNqkCRYtXowEqoq0moZtqorp06ejRrVqWLx0KUKFCvVLX7NgwYI4ePgwHj58iJcvX4qSY9GiURFbFhhosnbp0iVInz4dJkyYghcvpovnXV2jo127Hujfvz+Xa2HMQXl5eYm+a7Fixfruefr4+vXrVj8nZcqUmDdvHjJkyCBW6I4ZMwZ58uQRQZj48eNb/ZwRI0Zg8ODBgfIzMObfhg0bcOXKBQCnAPjtpZkBur4dnz8nF6X2Jk+ebPXkDR8+CrKcDbo+y886c1oUlBeathwXLxbA7t27Rak+xhizB05HYIwxxvysDqR62sWKlUDOnHlFGvvZs2f5/DD2gxWykuT6gyFlFPFfb29vPodOgibnly5ZgnkA/tE0UbDqrqZhKU2grFuH7t26/fbXpolAmiDk4EvQLCTo168fPD09cOHCBZw/fx5PnjzE0KFDfzmAxhhzbFS6qUGDBqLvEAW8qTQoLYqYOXOmzc/p3bu3CNb4Ph48eBCkx8xCllWrVkFRcvkLvviKCE1riGXLqGzmv338+BF79+6CrjexMR7NB1VNgY0bNwb4cTPG2M/iAAxjjDEG4NatW0iZMi3atGmLffsUnDyZDPPnb0fWrFnFhCNj7N8yZswIH59rNBVv4/RsQ9SoMRE7dmw+fU7g3bt3mDppEnqYJhpTs3Y/NxRUPmyAYWDWzJkii4UFDxRsoaAX/S2HDh3a3ofDGPsP0aNHFxlq1GzcL/r4Z6+1VC43c+bMuH37ts196P2Aatn7fTAWWF69egNdj/eDPeLj/fu3NhcDfRXVxudSJkxUfPr06Y+PkzHGfhcHYBhjjIV4VFKHagM/fRoOpnkLpklruhdC0+5SEQb89ddfWL58eYg/T4z5V6tWLUSK5ApJ6kC3wP62Hocsz0Xr1s25N5KTcHd3F739aI2pNfS895cvoicWY4yxwAma0uIgv++z1NuCPv6vJuW+qITZpUuXuCk5cxipU6eEqh6lbjBWt0vSQSRLlsJmf8548RIC2Gnjqz+Drp8RCw0YY8xeOADDGGMsxNu6dSvu3r0JXV8CIIm/Vmm9IMulMWrU2BB/nhjzL1y4cFixYikUZRdUNT2AUSJ4CTSCLBdEjhxZ0KdPHz5xTsJ3lWlkG9sj/2s1KmOMsYDWpUsXzJ49GwsXLsS1a9fQunVrfPjwAY0bU24iRLkxKiHma8iQIdi1axfu3r0rSuvWq1cP9+/fR7NmzfjFYQ6hRYsW0LTHAMZZ2XqIipyiTZsWVj9XkiS0a9cKskz3ce7+tmqQpM4IFUoVfxeMMWYvHIBhjDEW4lFTRheXVACyWj0XhlEXFy6cwatXr0L8uWLMv9KlS+PkyeOoWjUrXFwGiOBLggTuGD58CPbt2y2CNMw5UP8Ass3G9q2Wf6m0DWOMscBRs2ZNjBkzBgMGDBDvy9TDaceOHYgVK5bY7uHhgcePaTL7Kxq/Nm/eHKlTp0aZMmXw9u1bHD16FGnSpOGXiDmE9OnTo1evXmLhmyRVA7AZwD4AnSDLJZE/f4EfBgw7d+6M/PnzQZaLUQgSAAVjJkBRskCSVmLRogWIGtVWiTLGGAt8kmmaZhB8n2CLBieRI0cWjee47iljjDknWjk4Z85RaNoFG3usAVAdz549E01L/9T79+9x6NAhsUqc0uETJ06M4Iavj3yuraEyKD4+PoHaS4L+bg4fPiz+jmjyKHny5EH4arDSJUrg2v79OKxpiO/ndDwBUEBRECdXLhw8fJhPlIOhCdkZM2Zg16590HUDBQvmQZs2bZAihfWSLowFBzwW4XPNnAdNTc6bNw8jR47B7dvXxXOurtFF5ku/fv0QNmzY/xwfTpo0CVOmzICHx13IsowyZcqhV68eyJs3bxD9FIyxkObtT8YNOAATQCeSOR5qsrZ69WpcvHhRXKwrVqyIbNmy2fuwGGMOhgbrHTt2xMyZMykBnrpaAChkadj4lSTVRaJEp3Dnzg2R5v4nvWYGDRqECRMm48OH/zeSLFmyNGbNmgE3NzcEF3x95HNtjxtzWvE7fPhovH7t9e35ggWLYNas6TyRHIQT+flz58abp0/RSNeRAcBVAPMVBWGiRYP70aNImjRpUB0O+wnbtm1DlSrVoGku0PUKorymqm6BYbzC/PnzuCwLC7Z4LMLnmjnneI9K5H358gWJEiUSfY9+9fNpLsjFxYV7EFrx/PlzXL9+XSyWooxlOk/Oju7BPT09xe8SZQr+yf08Y787FuESZHZy584dLF26VDR1fvTokb0Ow2lt374d8ePEQcOGDbFp0iTMHDkS2bNnR4miRbmEEGPsG8pCSRgvngi+UA5KLMwGUAQKsgDwfW9eB2AFOnZs+8eDtRYtWmL48JH48KE1gBuWNePzsXfvVeTOnR9Pnz7lV4cxG6iXTI8ePfD6dQ0AFy1/P8tw+PBD8fdz7949PndBgALFJ8+eRcuuXbE8alQ0BbDA1RWNOnbEqXPnOPjiYB48eCCCL1++lICu03VtsbjuaNpDGEYjNG7cRJQvYowxFvJQsILuh1q2bIkqVaqgU6dOYgGrPdH9FgVeKEPzV4Mvvp9P5W9DQmDhV1Alh7p16yFu3HgoUKAAcubMifjxE2HChAni98AZeXt7i8WPCeLEQcKECREnThxkzZhRzMMyFtQ4AyaIV9XQ5FqTJs2wbduWb8/JsoIaNWpi5szpnGUTAE6fPo28uXOjhK5jgmmC1mDqADYBaKYoSJcrFw4cOsRRb8ZCuJs3byJrpkzI9vkzphsGqAOMaak2XB8SniEaTDkNDMMd1avXxPLl1Ghc+e3vR01Ps2alHjMU5PFfw/ghFCU9unZtgVGjqIm54+NVp3yuA4qu62KF/tq1a/Hu3TukTJlS1PlOkiTJt30ouEIfm+ZfFIrx9xW8oKoZUb9+KcybNzcIXxnmu6pQVVU+GQ6KyraMHDnZEnyJ4G8rvXZJUb9+Mf7bYcESj0X4XLPfR1kidI+zdetmcS3Q9WRQlIvQtMdo1ao1pk6dIsp4seDv5cuXyJEjD+7ffwVN60kdHKk7FAAaN89Dt27d8Pfff8PZqlyULVUKh93d0dQwUI7KgNOiIVnGNsPAX3/9hb59+9r7MJkT4AwYB0STCgUKFMHOnafFyjPgDYAXMIwJWL16K0qWLCPqprM/M3L4cCQxTay1BF8ITZlWBrBU1+F+5AgOHjzIp5mxEG7cuHGI6OODLZbgC6H8lqKiwbQJHV5Invy5WCGzYsWyPwq+kIULF0JVqWNCIytb40PXG2P2bLo2MBayyiBkz54bFSpUwJIlZ7F+/QeMHj0dyZIl+y4YuXjxYsgyTR53tPJVokPT2mDp0mVipRsLWhx8cWxfe76UtxJ8ISo0rQZ27txrhyNjjDFmT61bt8X27XsArIWm3YRp7oCm3QcwRfQMGzlyJL9ATmLs2LG4d88TmkY9+roASA0gjyUAM1qU+KWyZM5k1qxZOHDwIHYZBqZaQk7VAWw1DAywLFC5cYMqUjAWNDicHYSooditW7eg6/stE3CUURMVQDvo+hYcP34EGzZsCMpDcjoUwNq4aROa6zqsJauWBJBUVbFq1So7HB1jzJGsXbkSDTUN4a1sywQgtywjbdrUqFWrVoCs/qJyk7qeVkx4WZcBr149F/WOGXOUlWPTpk1D+vSZETZsBMSKFQ9dunQRPUACApU7qFSpGi5doq/nDl2/KG7+aaW+afZCr169sHLlym9/P7KcHLD6F0sy4csXb7HCjzH2f4Zh/OC6Q1TLPowxxkIKGlctXrwIhjECQBU/U4NUtqutePz993gxFmTBG423Z86cC11vCIDG0v51gKpGF/OVjr5o6/jx47h8+fJPlUybNW2a+M0uYGVbb1q+paqYPZsqUzAWNDgAE4Tmzl1oycPwXWvtVz4oSj7Mn0/7sN9FK181XUdcG9tpdXtc0xTZSIyxkO39x4+I84PtcQwD7wPwvYIa/ikKrSyyNdF1DZEiReF6xcxhylIUL14K7dp1wJUrSeDtPQTPntXApEkLkSFDZpw7d+6PvwfdRB096g5No9V3+f1sCQdgGGS5NP76a6S4yaK/H8P4h670Nr7aNaiqC1xdXf/4uBhzJgUK5IGibLHxt2NAVdeiUKF8djgyxhhjtly7dg0dO3ZEnjwFUKxYCUyaNEmUxQ8oO3fuhGFQofbGNvZogtevvXDy5EnxEY3FKGjz8CH1D+OgfXBCQbQXL6jPaA4be4SGYWRy2F6K9DtXq2ZNxI0TB7lz50b69OmRKlkyLFmy5Iefd/3WLRSyEagJQ/k/moZrV68G0lEz9m8cgAlCjx8/gWmmsbld19Pg4cPHcCR0kZ86dapoZt+0aVOROeLIq7MjRIiAuDFjwlaBMRqynAVEfXnGWMiWKkUK7JcoLPtv9C53WFWRKjWlZweMBg0aWNL6V1jZ+hSqOg9NmjTk/lTMIVDDyiNHTsA0D8A011rKFYyHrt/G+/dJROYK9W75E1u2bIGqxrIUBfBPgmE0weXL5+Hp6Ym6detC16lWtbWVam+hqtNQvXp10XSV2Q/1OqTJGsr4dtaGrsFN69atLSNg+lfzs4Um0HpD026hfft2djxCxhhjflFT9LRp02LatBU4diwB9u0LhU6duiJZslS4cOFCgE3KS5Jiozwlcf22IIfKkdH3jh8/PhIkSIBEiZJh/PjxfzwOZEEjdOjQCBuWMsjv2NjDgCzfQbRo0RzuJaF7gLw5c+LwunUYq+u4CGA3gLR376J+/fri99CWCOHC4ckPvvZjRUHEAOjzzdjP4gBMEIofPx4kid4yrKOGZ25u8eAoaFWEW7x46NS+PW4tXYqzixahZs2aSJ08ucPWSpQkCc1bt8YiRcF5f9toGmAQDTZoPUeTJnY6QsaYo2jRpg02AdhnZRt1nnimaWjZsmWAfb8cOXKgWrUakGVaaTaMhn2WFclroaoF4eqqomvXrgH2/Rj7k2zSGTNmwzCoBIX/lfFRoOtT4eFxFzt27AiAm/9IPxiORv62X4oUKdCyZStIUmcA/al4hmUyeScUpTBCh36BAQPoeWYPt2/fRuWKFcXqxJw5c4rXK1umTNi6dSu/IHaWPHlyLFgwH7K8GKqaGABdZ3pBVWkx0mjRDy1PHqoDzxhjzBHmYDp37gzT7ApNe0BdbGGaW2Ca/+DVqzgoWbKsCIr8qUyZMsE0dct0tjVbIUmy6K9Hgfx//qECzesBbMKDB/nQtWs31KvXgLNhggGaI6tTpzZUlRYxWcui2gBN+0csdnI0gwcPhvezZziuaegAID2AYuLuGegEoGePHnj27JnVz61avTrmqyo+WtlGXblP6TqqVasW6D8DY9+Y7IfevHlD8/bi3z81ZcoUU5IUE7hg0pn//rFHfJ9169Y5xCty5coVM0yoUGZZSTIf+TnQi4CZRlFMt7hxzXfv3pmOiI4ra8aMZkRFMbsD5h7AXAmYxWVZnOOJEyfa+xAZYw7gy5cvZomiRc3Qsmy2AsxtgLkKMMtJknivGDhwYIB/z8+fP5vt2rU3XVxCi+/h+8iVK6958+ZNM6ReH5ljnevLly9bfjfdrYxX6GGYqhrHHDBgwB99n8WLF1u+zw0b36ej6eoa3fTw8DAfPnwo/n569eplhgkT7ru/n3TpMplnzpwJsJ+f/Rp674oeJYqZRFHM6YB5HjA3AmYRSTIlSTKXLVvGp9QBnD9/3mzSpKkZP35iM27chGbt2nXMo0eP2vuwGPsjPBYJOnyug0axYiVMRckhxlr/HhfdEuOeefPm/fH3MQzDTJ8+s6ko6U3Ay9/3uWMqSmyzQIGClrHWTCvHslJsW79+fYD83Cxw3bp1y4wY0dVUlGwmcMDy+/XOBKaZihLeLF26rPidcCQfP340w4UJYw6yfpNgegFmGFk2x44da/Xzr169Kj6/mCybNyyfYwDmbsCMp6pm+tSpxXwAY0F1feQMmCDUqFEjpEuXAYpSBMBky+pnajw7CrJcAYUKFUX58uXhCCaMH49ohoE1pvldPxWKOG/SdTzw9MTy5cvhqGXI9rm7o0WnTpgdMaKIkNcE8CpDBqxduxYdOlDsnDEW0rm4uGDT1q3oM3AgNsaIgTIAagB4kCaNqClLJZgCWqhQoTB58iQ8fvxINBdfuHChKCVw7NhhsUqZMUegqr4Nu22tsDRgmt5+9vs9tOosatQYkOX2VvpTHIckzYKqynBzcxNlLxImTIqIESPCw+Oe+PuZO3eu6CNz8eJZZMmS5Y+Ohf2+nt27I9Lbtzip62gFICOACrSm1jRR0zTRtlWrAFmty/5MxowZMXfuHDx4cBePHt3DsmVLRS11xhhjjoF6q+zbtwe6TpkI1sokJ4Oi5Mbu3bayVn4tK2L58sWIFOkxVDWNpS35fADtoSiZ4OYWUfTVU1Uqx9zcyleoIY5l2rSZf3wsLPAlS5YMBw7sReLE7wEUgixHgCRFgSS1Q82albFmzSqHK4P9/PlzfPT2Rk4b26lgWnJFwd27d61uT506NbZu344Lrq6gnN9ULi5IoKooDiBehgzYsWcP915lQUqiKEzQfsvg5e3bt4gcObLohRIpAOoDvnr1Cq1bt8GaNWug61/rMLu4hEajRg0xYcJ4h6ldHitaNDR5+RIjbGwvJkkIU7o0tjh4aQkqo0LN4sKGDYu4cf2Gkhhj7P80TRPvFRQgiR07tsMNQEPC9ZE5zrmmmt6JEyfHgwd5ASy2sgcV76soen1kz579j77X3r17UbZseeh6LGhaU0As+zgASVoBk9apidskKttH46NNkKQFKFmyODZt2vDbN03UzJNqRi9cuBSvXnkhQYJEaNmyKdq2bcu/y7/R84XKjk02TbSxsv023RxTAZWlS1GnTh2rk027du3CmTNnxPtvmTJlRN17xhj7GTwWCTp8rhEk46+vi1soqNHC6j6yXARVq0YXvXkDwv379zF27FgsWLAY7969RowYcdCiRRNRBq1AgaK4epVKVE6z8dl9ETfuUhHUZ8EDTf8eOHAA58+fR5gwYcS4K2HChHBEdN8TJUoUTDVN0cXOP2otEFdR0LZPHwwZMuSHc4K0EPvUqVOiH07ZsmWRP39+vt9nQX595ABMAJ3I32kmRW8AsiyLusuO1vAqUvjwGPDxI7rZ2E4ZJV4FC2LvgQNBfGSMMcYcAd+IO/e5njJlCtq3p8yUSYCYWqdGreQMVLU8cuRIhiNH3APke126dAl//z0Gq1atxufPnxAnjhseP6YM4YGW7m1+0arPkpg9exaaNWv2y9/r6tWryJ+/MN680aDrjcRqUoDGY8uRMmVyHD58AFGjRg2QnyskoLEs9bc6CyCzjX1iqSraDxyIfv36ffc8BV1qVauG2/fuIZqqwtsw8MEwULZUKSxetkzcdDPG2I/wWCTo8LkOGlmy5MCFC9FhGNusbH0GSYqPMWNGokuXLoGyIM1vdnPu3Plw/HhMAOtsfEZTpEhxAjduXA7wY2GMlC9bFvd27sRpXUdof6dkjiU3i8b2lO3CmKNfH7kEmZ1QNkbFihVFyTFHC76QDJSSJ1v/9aBI8z5FQYbMtm61GWOMMRacUTZIhw4dAXSAqiYBUAuyTBkx2ZAqVSysW7c6wL5X+vTpsWjRQnz69AE+Pj6oWrUCVDWOWFn5b8Uhy2UxderM31r1V7NmXbx5ExO6fh3AWECsqZsHwziDmzc90blzwE9oODPfIImtta+v6WEY/wqmULmIYoULI+qDBzhOZSY0DS8NA8sAHNu9G+XLlBErgRljjLGQpFOndjCM7ZZyYH59hiS1QJgwoURp+8Dgv7RsjRpVIUlbqECzlb29oCirULs2NzFngWfAoEG4JcsoL8s4b3nuHYCJANrJMurVqcPBFxZscACGWdW6XTvsNQz4n14xLetRvXQdLVpYT4tljDHGWPBGZfgmTpwgMhyaNCmFggWfo0KFWFixYgXOnDmBWLFiBcr3pJv/K1euQdPyUZFWq/sZRhFcv37tl7/+sWPHcPnyeeg6BV5i+NuaBrreE8uWLYeXl9dv/gQhs6Z4tkyZMEmWQQXj/JtOr5ckoWrVqt89T+VOQn/6hF26Lmp7U9HHUABqA1ij6zhy/Dh27twZZD8HY4yx4MOZq+jXr18fzZvTPEsTKAqNhYZTtzWxGEZVd2D16pVBlqnbuHFjMd5TlJIATvrZcgGKUgqRIoVFq1bU/Q1WS4xST828OXMifNiwiO7qKr7exYsXg+TYmXOgUsdbtm3DtZgxRaZ1VFVFdFlGF0lC/caNMWfePHsfImM/jQMwzKratWujTq1aotRYVUkSFeBnAcivKBgFYMyYMRxpZowxxpxctmzZMHPmTNG4c/36dahZs6bo1RGYIkaMAFl+8oM9HiN8+Ai//HVPnz4NWaYCBsVs7FEemvYFly9zKY1fMWT4cBw0TdSWJNyyPPfKMmXUX5JEKTvqreXXiqVL0VjTENnK1ytEmdiKguXLl//ScTDGGHNenz59wrhx45AsWSooioJIkaKIBaE3b96EM6HFKDNnzsC6detQoEBYRIo0FjFiLEHTpuVx/vxZ0b8iqLi6uuLAgT1IlIiWWOSEi0sSuLhQZ7dMiB3bC/v27frX9Z1QBmv9unVFMCn86dMY6u2N1m/eYP+SJciRLRu2bKGsGsZ+TrFixfDPgwfYuHEjegwdirETJ+K+hwdmz5kjerowFlx8n2PImAX1plm0ZAnyFyyIKRMmoMGNG+L5wnnzYnP37ihXrhyfK8YYY4wFuGrVqmLTpgYAKBCSzt/WD1DVRahV69dLXlDgyDQ1msYBEN7KHu+/7cd+XunSpUWwpG2rVlj1+jViqCpeU/kwRUGHdu3w95gx/1q5/OrtW9hq+UrZMAl1Ha9fUwEzxhhjId2HDx9QvHgpnDhxAoZRA0BnvHv3CPPnz8PSpSuwa9d25M1LZVKdJwhTuXJl8bC3lClT4saNK9ixYwf27dsnruH58uVDhQpULtb6dOKcOXOwfMUKrAJQ3fh/fmx/TUMtSUKtGjXw4NEj7vXGfhr9rtHvHD0YC64k05nzNwMAN5v7eqP88eNHsdIkTJgw9n5JGGOMOQC+PvK5Dize3t5Ily4T7t//DE1bAKCAZVr+BmS5NUKHPoULF84ieXJahfnzqO8IlcwyzZmWtp3+tUOUKKvw+PEDXlH3m6/bhg0bcOfOHTGpUqVKFasrY0nyxImR5949LLSyzQeAm6qiRps2mDiRqnwzxph1PBYJGee6R48eGDt2Kgxjn8jE+L/3oi9c9Oi38fDhPbi4WC9dyoJWhjRpkOz6dayzMtVI+c1ukoTR48ahU6dO/NIwxkLM9ZFLkLGfWoERPnz4AA++UImPxYsXY9WqVXjx4gW/Eow5MZr4bNeuHWJEiQIXVUWaFCkwYcIEUU6AMcb8ovEGlbVIlcpVFKRycUkMF5fUAFIhSpSr2Llz2y8HX0iSJElQtWp1KEo3ANRfxHdiQLcUWp2Gbt06cfDlD163WrVqoW/fvmjTpo3N4Atp3ro1VsoyzlnZNpkmaDQNzZo1+91DYYwx5kTB/Zkz58AwWvsLvpAIMIzJePbMU5QnYo7xel26dg0VbKzzppFBLkkSPQYZYywk4RJkLMjdvn0bTRo2xKGjR789FyZUKDRv0QJjxo7l0h+MOZmTJ0+iRNGiCOPtjaaahgQAjty+jR5du2L1ihXYtXevCPL+yUB/z549ePXqFZImTYrcuXOLwDFjLPhyc3PDhQtnRLkLKnvh4+ODHDn6oVq1an8UIJk3bw6ePasId/dSUJT00PWkUNWz0DQPNGvWHL169QrQn4NZ17ZtW6xevhyFLl1CJ11HeVo9BoDynajvYNeuXZE+fXo+fYwxFsLdv38fb99SZzFbJdAzwMUlIc6cOSPGCMy+qGoK3Yd9+EGhnQ+SxNlKjLEQhwMwLEg9evQIBfLkQcSXL7GG6oYDeEMTIl++YMi0aXj29CmWr1zJk6eMOQlqwlizalWk/vQJO3UdvgmZbU0THU0TRU+fxsCBAzHGX4+Any2POGnSJAwdOBAv3tA7yVepkyfHjDlzUKAAlS1ijAXnfnTUeJMeASVixIjYv38Pdu/ejaVLl+L5cy8kSlQGTZs2RbZs2QLs+7Afo6D73oMH0adPH4ybNw9DLNmQCePFw5TevUUGDWOMMfb/vmwUprdGh2l+cMjsVVo8snXrVly7dk1c9ypWrIiECW11QHMOVAauaKFCWOTujja6LgrI+kXd/c7qOrqXKmWnI2SMMfvgHjD/gevKBqzOnTtj8eTJuKLriOVv2zIAdQEcP34cOXP6Ty9mjAVHmzdvFs3yzgDIYmV7Tyr8EzEiPJ8+RdiwYX/pa48aNUqsVm8JgCoIJwJAeXUDZRmnFAUH3N2RK1euAPtZ2Pf4+hh0+FwzZ/bu3TvcvHlTTLKlSZNGrJ5ljLGfwddH5z/XtOAqZcq0uH07FUxznZU9NgGoiBMnTiBHjhxwFJSdX69eIzx9+giqGg2G8R6m6YMGDRpixoxpTt1bd+fOnShVqhQ6AxgGwPcO7zaAsgD+kST8NXIkunfvzgtv7YD+ps6ePYsbN26IhUlFixZFuHDhfvpz6T2AAm1/UsGCMWfCPWCYw6E360Xz56OJleALqUkrH1UVixYtssPRMcYCA9X3jaOqVoMvpAKA1+/eiabNv4LKjQ0eOBBdAcwQnSEAuo0pQjc8hoE0hoE+PSm8wxhjzJHRzX/WrFlFyTEOvjDGGPOLyln16dMDprkewF8APvvZehSK0hz58hVE9uzZHer+p0yZcnj+PA2Ac9A0LxiGF0xzIhYvXo6GDRvDmZUsWVJUKZggSYgDgArDFYKEFADuICZ8zFro2bMnhg2j8AwLSlSqL3Pm7CLru27dumKhZOzY8TBixAgxX/ejbK6xY8ciWaJEiBIlCiJEiIDCBQpg+/btQXr8jAVnsr0PgIUcmqbh5Zs3oGGINbTeMZWu48mTJ0F8ZIyxwEIrmj+ZJjQb29/52e9XrFmzBl++fEF3K9uoAEFXXcd+d3d4eHj88jEzxhhjjDHGHEPDhg0xYMAAAP2hqtRNsgIUhZZ35UX69G5Yt261Q2VSDBnyFwwjGQxjM4BMlmcjAGgHw5iOVatW4PJlKsblvNq3b4/cufPirRQd61AYB1EWJmZDx11L7ZOe4jy9ePHC3ocaYly5cgUFChTG11+9rQDeA7iJd+8aipKwffv2tRl8qVyxInp17468Hh5YQRUsAHw5ehRlypTB1KlTg/pHYSxY4gAMCzKUphgjShRctLGdJmivKArixYvHrwpjTqJ06dJ4reug2w9rFgJiJU2yZMl+6etSoDa6oljNpiNpLf8+ffr0l74uY4wxxhhjzHFQcGXw4MGil0qHDvVRrpyJmjVTY+PGjTh9+jhixIgRJMfx+fNncW/h7e39w7Ka27Ztga5TLzNrfWnqQFWjY8UKmsZ2Xo8fP8bRo4dhmn/DxD4qTA2gGXWBs+zRFZpmYNWqVXY+0pCjX78B+Pw5NnT9AIAyltciOYAJFDbEqFGj4enp+a/PmzNnDrbv2IEtVNHGUrmmOYDDuo6OADp06ID79+/b5WdiLDgJdgEYiq4mSpRI1MykPiEnT5784f6rV69GqlSpxP5U2mDbtm1Bdqzs3xo1a4b5ioIHVrbRm/lDTUOjRo341DHmJKisTJGCBdFKVXHMz/M+AMYCYgVNt169RLPtXxE3blx46Tr+PUT8yjfQGycOJb4zxhhjjDHGgjOa16EySNRjcunSpaJ8UlCUrrx37x6aNm2GyJGjIHbs2IgUyVX0crl169a/9qX+GIZhWLpTWhMKkhQfL1++hDP7/yI432Vx/sWAqsYSgRoW+F6/fo1NmzZC1ztYsrH8o+dDi78r/6ZPnoxKVFrO3/OUc0ZF5CJIEmbPnh1ox86YswhWAZiVK1eiS5cuGDhwoGgalTFjRlFf8tmzZ1b3P3r0KGrXro2mTZvi3LlzqFSpkng4e7qnI+vatSsixYqF/KqKBQCeA6BhS28ALSQJDRs0QJYstrpFMMaCoxWrV8MtXTrkAZBNUVDF0u+pGyCaL7Zo0eKXv2a1atUQJnRojLSy7RMFdxQFxYsUQfz48QPkZ2CMMfbzTp8+jSaNGyNjmjTInjmzGLtbW1XJGGOMObKbN28ia9acWLRoOz5/plmLjfDxGYTlyw8gW7acuHjx+/oelI0TNixNcB+38RVfQddvIEmSJHBmFKj6WhbOVv2Tp9C0J2JRHQt8Xl7Uh0gHkM7GHpGhKAn+FRCjvjCXr19HCRv9YSiHJp+u8xwrY84WgBk3bhyaN2+Oxo0bI02aNJgxYwbChQuHefPmWd1/4sSJKFWqlJjgS506NYYOHSom96dMmfLDtNK3b99+92ABJ1asWDh07BjSFCkCaj0XExDN2KaGC4cevXphzty5fLoZczJ0I3Ls1CmsX78eyatXh3epUqjWurW4YRk9evRv1WyOHDky/hoxApMpsw7AeXE7A1COYyFZxm0XF4wYPTpQfh7GGGO20fs6NUPeu2QJ8l67hlTnz2PcsGFInSIF3N3d+dT5c+PGDbFAqWjR4qhQoSLmz5+Pjx8/8nlijDEH0Lx5K7x5EwWadkH0oKH+M0Av8fGHD25o1IjKav1f6NCh0bhxA6jqdAD+e1HSJPZfkGUNDRo0gLMHYEqUKAVFGQ/A2jXtb7i4qKhRo4Ydji7kiR49OmSZssUu2djjDXTdw2pALGzo0PD6wdf2UhSEDRs2wI6VMWcVbAIw1Gz5zJkzKFas2LfnqGQNfXzsmN/CNv9Hz/vdn1DGjK39yYgRI8TEnu8jQQJq8sYCkpubG7bt3Ik7d+5g3bp1oiyc59OnGD58OFRV5ZPNmBOiv23KQFy+fDm2bd+OSZMmibKQf6JTp04iEL8rRgxkBhAVQFnqJ5UuHfbu3y/KnzHGGAs6O3fuRM+ePdEPwF1NwzQAiwE80HVk/fQJFcuVw6tXFC5nhErp0CKxSZMWYd++yNi69S2aNGmKVKnS4fbt23ySGGPMztkv7u77oeuDaArb31ZX6PpfOHfulKjO4lf//v0RO3YEqGouWkYMgII3uyBJVAdgHEaPHoWYMWkpqnMbOXI4QoW6B1kuaGn6/tqSEdNUFKMeOnQwokalOzgW2FxdXcW9uKJMok5FVvaYAEnyQZ06db57lhZKVqpcGfNVFV+sfBb9Zp/UdfG1g5NPnz7Bw8ODF9wzxw3AXLhwAX/99RemTZsmUtj8okyRJk2aILDQ99N1XWRQ+EUfUzNma+j5X9mf9O7dW9Tt9H08eGCtWwkLCJR2W7lyZdGkO0IEa3UoGWPsx1q2bIn7jx5h9+7doucXBepPnz+PXLnohoc5I3uORRhjPzZh3DhRanIIAL9V+V0BLDMMvH//HgsXLuTTSO2IN29Gt27dYJo9oGkPAayBYewHcB2PH4dCyZJloWkanyvGHBSPR5zflStXLP/3/aLe/ysu/uu/xD1lf5w4cQTVqxeGqvYCkEl00EiS5BoWL16Mzp07IyTIlCkTDhzYh/TpKfOnHIAoADIiWrStmDx5sqhUw4LO0KFDECbMMygKBcQ2iqwX4CqAdgAGoVevnlYzYLp17y5yuWpJ0nf9V08AqKyqSJUsmZjXCw4ePnyIFs2bI3rUqEiYMCGiRImCShUqiDkExhwmALNr1y7kyJEDK1aswKhRo0QDtP376Sbh/xFEZ7ihopTRSJEiffcIKFROYMmSJaIU2tSpU38YCAopqOSbjw+142aMsd/j4uIish2pLwyVmfydkmY/QpP8V69e/ddkPwt6IWUswlhwdeDAAdTSddGY1b/YAAoD3/3NhmSjRo2BLOen/HvR+Pb/UkDTluPu3ZsiSMMYczw8HgkZwoenDhfEes9h3+epLL5/NJG9bNlSPH7siePHj4sgza1b11CvXj2EJDRupywhmuBetWqVyJT19PRAu3btfuue7fz582jbti2KFSuB6tWriwV4PJ/0c6iNw+HDB5ExowuASpblMWkROfJyUT6W5imtyZw5M9auW4fdYcPCTZKQU1WRWlVByx3DJU2KHXv2IFSoUHB09+/fR65s2bBpwQL08vbGdgCTDQO3tm1Dvjx5xBiWMYcIwAwaNEis0qILx71799CjRw9UqFABO3bsQFDVLFQUBU+fPv3uefqYVhhYQ8//yv6BaenSpYgTJz7q12+AIUOmoH37zkiQwA1du3YTmT0hiWEYmDNnDjKmTYswYcKIN+tihQtj+3Z6C2SMMcdAPWoqlCuHWDFjIm3atKJUQPmyZcWKR2Yf9h6LMMZ+jJq1/ujmQjZNsU9IR4uyjhxxh2FQDwBrE1CZoarpeGzMmIPi8UjIkD9/fkSKRFkbs2zsMRNhwoRHiRIlfjiPlTNnTnEvEdCLxIIL+rlpkRwFTOhc/c5kPY0daNxPwYBZszZg797IWL/+geghkyVLjn/N+zHbWUlnzpwQgayVK1eKdgBPnjwS2Uj0Op0+fVrcazVt2lS0CHj06JH4vPLly+OhpycmTJqEtPXro1CzZmKRyIUrV0QmSXDQpVMnKF5eOKdpoptTKQBtAJzRdeTWNDSuXz/Ezc2yIGb+pEiRIpm3b9/+7rmlS5ea4cOHNzdv3mw+efLElGXZDEw5cuQw27Vr9+1jXdfNePHimSNGjLC6f40aNcxy5cp991zu3LnNli1b/vT3fPPmDd0lin9/16ZNm8TXAOqYwG2Tzjrw0gSGmZIkm926dTdDCnrNGtSrZ0qAWVGSzHmAORUwcymKOEfjx4+39yEyxph56tQpM0LYsGYqRTFnAOZhwJwJmKkVxQwfNqx54sSJf52lx48fm4MHDzazZ89tZsyYzWzdurV56dIlpz2bAXF9/FWOMBYJKeeasd9RtFAhM7ei0ED3X49ngBlKls3Ro0eH+JPr+zcNLLN2qsRDVXOajRo1CvHnijFHvD6GxPFISB2LDBs2zAQkE/jbBD5Y3qM/mcBkU5IUs1evXvY+xBBhxowZluvmGBP44ud6ecJUlNhmnjwFzJDIMAxzy5YtZslixUzXCBHM6K6uZp3atcW97K/48OGDWalCBXGO46iqmUNVzfCKYiqybI4aNcoM7jw9PcXPMs3GoOuk+N2CuW3bNnsfKnPi6+NPB2BixIhhnj59+l/PL1++3AwXLpw5ffr0QB9krFixwgwdOrS5YMEC8+rVq2aLFi1MV1dXMcAh9evX/+4CeOTIEVNVVXPMmDHmtWvXzIEDB5ouLi6/NCH2pwMNekNMkyaDKUnFTEC38rc+xFTVUObTp0/NkIB+X+h8LvN3IgzA7A6YkiSZ169ft/dhMsZCMHrfzpoxo5lVUcz3/t6r6OPssmxmSpdO7OfL3d3dDB8+kinL4Uygpgk0MVU1tnhPmzx5sumM7HEj7ghjEXsIqZMeLPjxXXQ0wjK28/veWVqWzQjhwpleXl5mSEfXj6RJU5qSVMtGAOaBmNibNm2avQ+VMYdmr+tjSByPhNSxCC0g7dy5sxjTK4qrqarZTVWNJs5FixYtTU3T7H2IIeI1SJw4uSlJNW1cM7+OPU6ePGmGND169BA/e05FMYcD5gDATKqqpixJ5qJFi37669SpVcsMJ8vmcsDULCf2DWD2sAQmFi5caAZnBw8eFD/HNVurXgAzgqKYY8eOtfehsmAowAMwxYsXN//++2+r25YtWyYCG0ExyKCJLDc3NzNUqFAiI+b48ePfthUsWNBs2LDhd/uvWrXKTJEihdg/bdq05tatW4N0oEGBn6+R+s02/s5fmJKkikFaSFAgb16zMP2eWDkZ3oAZXVHMTp062fswGWMh2JkzZ8T79hYbg7OtloGo78qiFy9emBEiRDZlubB4T///rrQ6q5PY98CBA6azsceNuKOMRYJaSJ30YMFT//79xe9rKlU1uwFmS8CMqihmuDBhzJ07d9r78BzGpEmTRJAF2ODvMvPJlKRyIqj/9u1bex8mYw7NXtfHkDgeCeljkTt37ogFvU2bNjX79u3Li0aD0P/n1LbZmFPTRFBs0KBBZkhCmS+iioy/E0IBlCaAqSqK+c8///zn16FsPgowUrUHaye4CmCmTJr0u8WHwfX+/oCNn/EVYCp0DmbOtPehMie+Pqo/W6qsdevWcHd3t7qtdu3aoibj7NmzEdioWRc9rLHWNInqTNLDXl69emX5v0Q29ogKRYmE169fIySg3gl9DMPqNmo/WlTXceHs2SA/LsYY83Xz5k3xL7VGtqaA5d9bt24hW7ZsmD9/Pj5+/ATDWC7e0/+PGhyOg6ruwbhxE1CwYEE+yX/IUcYijDHbhgwZgmLFimHqlClYd/y4qPXeuFIltGnTBkmSJOFT5+f97MABd6xbVwmyXAqGQT0EXkBVF0GWn2PNmvWIGDEiny/GHBCPR0Ieun5R7x8WdL3SJk+ejGnTZsHD466lffUEAAkApPO3twJJCosvX76EqJdn8oQJyKEo6OSvb4kCYBKAtdSlaOZMjBgx4odfZ9OmTQgjSahvo0dfSwAl79zBtWvXkCZNGgTX3jeJEyTA9AcPYO2OfA71KpJl0euGscDy0wGYypUri8f+/ftRuHDhf22vU6cO3r17F9DHF+wlSpRINLMyzaNWLhTkBjTtZYi5IQ0TOjRevX9vc/tLSUKYcOGC9JgYY8yvyJEji38fArA2xKTnSaRIkcS/e/fug2EUAxDLyt4SNK029u4dxSc5APBYhLHgoUCBAuLBbFNVFatWrcCSJUswZcoMXL7cH2HChEXVqpXQuXMn0bCZMeaYeDzCWOD58OEDihQpjtOnz8IwagHoB+CRZZo8B4AtAIr4+Yyz8PF5iBw5aFvIcfLECXS30TQ+PIASuo4TR2ke8r+DXRFkGWFtLJSO4We/4EqWZfQbNAhNmzaFG4DeAKIA+AxgIYC+sozmzZsjTpw49j5U5sQojPxLSpUqhe7du8PHx+fbc15eXiJS2KtXr4A+vmCP/oDLlCkHRRlN4QV/W+nNsh+iRImOihUrIiQoX6kSlqiqeKPz7x+ayARQIYScC8aYY6JFBtFcXTHZxnZ6PmrkyChatKj42BCD1R+tZ1At+7CAwmMRxpgtdI9y6dIlkXXt7e3t0CdKURQ0bNgQp04dw6dP7/Hq1XPMmTObgy+MBRM8HmEscDJpz5y5CMM4BGABgMaWIMw1AHkp790ydU7eQFHaIV68hChbtmyIW8jx6QfbaZvqQhUZfixdunR4rmm4YGP7LqpW4+KCpEmTIjhr0qQJRo0ahQmqiniyjIwuLoirqiLDp3a9epgwcaK9D5E5uV8OwFAGzPr165E9e3ZcvXoVW7duFX+wb968wfnz5wPnKIO5cePGIGLE11CU7ACmAzgHYB1kuQgkaR1mzpyG0KGpAJfz69S5M55LEmpIEh77ef4qBV4UBXFjxUK9evXseISMsZAuTJgw6NO/P2bQahg/ofOXlqH/NFo106+f2I/kzZsHsrwHgPVSkoqyFnnz0s0CCyg8FmGM+afruiizkTBePGTIkEGUm4gXO7ZYIObogRjGWPDE4xHGAtbnz58xc+Yc6HorADR/5ldYAFMAPAPQAkB3qGoKhA17FevWrRIBiZCkROnSWKqqYlm3f08B7JQklCxd+j+/DgWu4seOja6yDP+jpTs0n6mqqFW7NqJEoZyR4K1Hjx548PAhhowahXzNm6Ndnz6itNqChQtFyVzGApNEjWB+9ZPev3+PVq1aYc2aNWJV79ChQ8UvMpXacjZv374V5WgowORbbuZ3ewp069YDW7Zshml+XQmdJUsODB8+BCVLlkRIsn37dtSoVg3enz4hlyyLyPwZXRc3zNt27Qq2dSUZY86DLo10bRs2dCgkw0BcRYGnrsOQZfTp2xcDBw78ds17/PgxEidOii9fSsM0l1k6WomvAoCyH3uJxQplypSBMwmo6+Pv4rEIY8HjfWLZsmW4fPkywoULJ8r25MqVK8DvGeg9u2GDBli6dCmamybqWPIS19FUjSyjYJEi2LJtG1x+YiUoYyz4sPdYJCSNRxzhXDPnd/v2bSRPnhwALW77Wm3g3xJClh/B1TUa6tatic6dOyNx4sQIaU6fPo1cOXOivmGIsBSVHfMNvlSTZVyNGBG37t5F1Kh+e5TaDiaXKVUKbrqOVrouOlgfAzBbURDDzQ2Hjx9HzJgxA/1nYsyZr4/q7wYT6I89fvz48PT0xI0bN0Q9wPDhff/kmX8pUqTApk0b8PTpU3h4eIg3weCewve7SpcujQePHmHhwoU4efKkWKnQtVQpVKlSJcRkAjHGHBvdNA8YMEDcUK9YsUJc66ikJDV69z/4pOepjn/VqtXFDYGmUa3i8FDVjdC0K+jfv7/TBV8cAY9FGHNsNBnZuGFDfPr0CWlUFS9ME3///TcKFyiANevX/9SEwM/at28fFi9ZgsUA/OZR56Fxp2Gg2J49WL58ORo0aBBg35MxxgiPR1hwQAsV6HpMGfzUD8NR/X8+6I2NPXSoqjd69eotgp0hWbZs2bBw0SI0athQLDihni+0uHmXJCFixIjYsn37T4+1qAT30ePHMXzYMHRfvx66YcA1YkQ0btYMffr0QfTo0QP952HM2f1yBszIkSPFyt8WLVqImyiKUNevX19EfKiJZO7cueFMeKUHY4yxn3H9+nVMnjwZmzfvED0IcuXKjg4d2okBrTOy5/WRxyKMObbDhw+jUMGCqGqaGGuaiE/9sgBspUruioJ0uXNjv7t7gK0Qr1WzJq6sW4eLmgZrX7GkLONjzpw49BPNaBljwYe979VD0njE3ufa0WmahidPnogyRjFixHCYDChaADx69GjMnbsAb968RNiwEdCwYT307NkTiRJRnoNjoenJ9Okz4+rV+DDNLVb22EzF63HixAnkyJHDDkfoeO7du4dZs2bhxNGjoucLlR1r1KjRby90obKtlNnn6uoa4sq6MRaY18dfDsDQSt958+aJLAZfNNFEUdFJkyaJmo3OhAcajDHGmGNdH3kswphjK1u6NDx378YpXf9Xuv12AJQT6O7ujvz58wfI98uWMSOyXLyIWTa2DwYwM3p0eD5/HiDfj31Ft5E7d+7EjBmzcPnydUSKFAE1a1ZFs2bNEC1aND5NzOnv1UPSeMTe59pR0WQ1BTimTJmB58+/drnNmDEr+vTpgRo1atj12B4+fIhcufLhyZO30PUmADLTkjGo6hxEjKjh0KEDSJs2LRwNZazWqUPFRPtYOnKGs5R2doeiVEeePGlx8OA+hwlyBUZPOypfPXfufHh4PEK8eLHRqFEDVKpUiQMijIWkAIyXl5fN9LODBw+iYMGCcCY80GCMMcYc6/rIYxHGHNeHDx9E6YupponWVrbTjUdiVUWltm0xYcKEAPmexYsUgXzgAHbauK2haacTyZPjys2bAfL9GESvi2bNmmP+/HlQlIzQdcr2fAxZ3oDo0aPhwIE9SJ06NZ8q5tT36iFpPGLvc+2Ivnz5glKlyuLgwUMwjMYAygN4B1leAMPYgeHDh6N37952O75y5Spg587z0LQjABL42fICilII6dOHwdmzJx0ykEHZZRTIlOXIMIwcUJRHorRztmw5sX37ll8qiXXp0iXcvXtXNJHPkyePQwcxqExchQqVsGfPLihKduh6RijKNej6EeTOnQ87d24TYyzGWPC7Pv5y8ccfvdE50wCDMcYYY47J3mORqVOnirINVEc7Z86cop/Zj6xevRqpUqUS+6dPnx7btm0L9GNkzJ6TB7S+K5aN7TTNQ9uovEVAqVW3LnabJq5a2UbrkVfKMmrVrx9g3499fR+cP38+gPnQ9XMAxgNYAcO4ixcvoqJs2YpiFS9jzsze4xFmXzNnzsSBA/tFsAWYbsnvrAnDoFzPfiKAcOvWLbscG/Ud3rZtCzRtgL/gC4kGXR+J8+dPi97OjqhXr16ipF/Pnm1QpUpE1K+fQ4yfT5w4+tPBl1OnTiFn1qzIkCGDyB6hv8kkbm5YsGDBd+dp8+bN2LVrl1hAYm9dunTFvn2HAOyArtP9xWzo+mGR/XPy5EW0bGltaQtjLDhw3O5bjDHGGGMOZuXKlejSpYuo+X727FlkzJgRJUuWxLNnz6zuf/ToUdSuXRtNmzbFuXPnxA0gPS5fvhzkx+7MaKJ3y5YtGDJkiFg1SasdmX3QCtNY0aJhv43tXgAuGEaAZkfQ31iq5MlRUlVFdXia9qdcGDqGYqoK1+jR0apVqwD7fiEdZb+MHTuRzjyARpawmq+40PX5+OefWxxsZow5tWnTqPBlZQCFrGztC0WJJnpz2AONg74WuyllY4+S4r8XLlyAo0qSJAmGDRuGNWvWfCv1J8s/N4VJY+7CBQtCO38e66kXDmXCAsj7+DEaN24svi5lmiRKlBgVKlQQY/nYseOhX79+op+PPbx8+RLz5s2HYfT79vr8X37o+jCsXLkCjx49ssvxMcb+DAdgGGOMMcZ+0rhx49C8eXNx85YmTRrMmDED4cKFEzeG1kycOBGlSpVC9+7dxYTz0KFDkSVLFkyZMoXPeQChRqyJEiVD+fLlMXToNPTrN0KsdixZsgxevXrF5zmIKYqC5q1bY56igPIi/DIAiGIsioKGDRsG2Pekv8E9Bw4gYdasqEBrexUF0VUVRehmJ1ky7HN3F02RWcDw9PTE/ft3xEpv67LBxSWxKMHEGGPO6ubNazBNutJYEwa6ngdXr16DPYQNG9byf7bGQa/Ffyk72xn17N4dib98wSHDQCUAMQHkALAMAI0++vcbjG3bTsM0ZwCggMY1vH/fEsOHjxTlNe2BFm19+eINgPrfWFMHhqHztZWxYMpxix8yxhhj7I+zAqhB8p49e8T/U93jypUrI1SoUHxmf7PW95kzZ76r500r8YoVK4Zjx45Z/Rx6njJm/KJVdhs2bLD5fahpr9/GvVRXln3vxo0bePDgAT5+/Ijatevh8+d0VOwNmpaNWiADWIe9e9ugdOlyOHr00E+vmGQBo2fPntixZQvyX7qEZrqOEgCeA5glyzhqGJg3c+Yv1W//GXHjxsWhY8dEyZG9e/eKLA16zytUqFCg17enVca0YpbqyjtiLf2A9v8WorZ/Vl03xWvAGGPOKly4CHj//onN7YryBBEjJoE95M6dG5EjR8WbN3NoOZCVPeZCVUOJMamzefjwIXbv3QsqNBbO3za6alEHFRMultJeiSxb4gIYBdNMiYULm6Jt2zbInj17kB73/8t22rpP+/o8l/dkLHjiu1EWpG7evCkmovLkyIH8efKIUiGPH1N1bsYYYwGJ6ianSZMBZcuWxZQpGzB9+k7UqlULbm5JxAQl+71mu3TTEyvW990t6OMnT6zfgNPzv7I/GTFihGjk5/tIkMB/7e6Qne2SK1de0VOnePHiqFixIj5+9IGudxar7r9yESvzdX2NqBVOQUgWtCJEiCCyTtp164alrq4oaylU5ZInD7Zv3y4yyAIDBT9y5MghgqR9+/ZF4cKFAzUgQpkgNK6NHiWKCGzHiBoV3bp1++HftzOIFy+euJYAq2zscQaGcQ+vX39dYc0YY86oevWqUFXqhfXJytYz0PVTqFatmt0yYLp1o7HRZMvji2ULTfIvgSwPQPPmzZwyO5SuzSSTje0rxTr0xn6CL341hKom+K5PTFCJGZPydCS4IDNcxLFRJswRAJRN2hJAYbGf//sKxljwwAEYFmToIpYmdWosmjQJyU6dQtxjxzBq8GCkTJYM+/fbqhTOGGPsV1Fz68KFi+POHaphfBQ+Pnfg43MdwGV4eSVAsWIlRfYAc0w0efzmzZtvD36t/h98KViwME6fpuyg1QDuiialQF5LKaS1/s5kIahqOqxYscIOryKLGDGi6Mfj+eyZWI364sULHDh0SJTkcwZ3795FjixZsHDSJDR+8wY0Bdfw9WvMmzBBPH/v3j04K8oo69KlA4ClYiLva8cdXxR8akLdgLBy5RqHaGocnHz69AkLFy5EhfLlUbRQIbRr1457WjHmoLp16wpVfQFZrkhLnyzP0vvhPqhqJaROnV4sFLGXPn36oE2bNgA6iKCCLBeBqiYGUB9Vq1bC+PHj4Iy+BjKoqNi/UV7mc2g/CM8o0LQMYtwSlHbt2oViRYrAVaLQ0DO0x30kEmPdfGI8mxDzUASnEUWSRNZSr169/GSjMsaCAw7AsEBx5coVrFq1Clu3bhXlQU6fPo2mTZqgsWHgoa5jkVh5ADw0DOTy9kbFcuXw9Cm1RmOMMfanFi9ejEePPKDr26gIgZ8yMWmh69vx4YOJqVOn8on+RVQyifpb+L9e0cexY8e2+jn0/K/sT0KHDo1IkSJ992BA+/ad4eOTBrp+CACtKKVJBCqdsQsQFb47WMqP+ZKgaQl5Fb6dubi4iIyJqFGjwpk0a9wYYby8cFnXMcaS4TOWGh/rOtTnz9GiaVM4s/z581smGutbss+6Aahr+bt8JrJjPn58h82bN9v7UION+/fvI2PatGjUqBHebtuGGAcPYt3MmaKn1eDBg+19eIwxf6gX4NatmxE5MnU8Sw4XlzRQ1YQAiiJ9+jjYs2eHuAbaM1g+deoUXL58GR071kf16jHRunUlnDx5EqtWrRTjTWeUKFEiUW1lnCx/y/vxOwEaRmTA2OrNY0BVrwdplsnz589RtXJlFPr8GQ9NEzMt44k70OD7zj8DGvYCeGyaGEnF0kaN4ns5xoIZDsCwAHX16lVxsUuXLh1q1qyJcuXKIV7s2GjatCkSyjKoxZnfNm9RAKwwDGje3pgzh+qTMsYY+1OrVlEmAK0yT2plqyt0vTaWL1/DJ/oXUYmhrFmziv4SvqjHAX1Mtbatoef97k92795tc39m3bVr13Dq1DEYRh8qrGFlODuIik4A8Ftu7DNU9RSSJrX2d8DYn/0+7nd3xzBdRxx/2+IBGKJp2L1vnyi966woo+mruQDiA9hkmdAaQGEoAMUgy6Hx7BkFY9h/oWtJ+dKloT14gCsADhgGKHfvvqZhCL3DDRqE5cuX84lkzMEUKVJELHqizLVWrYqhU6eaorrHmTMnRG8yR5A2bVqMGTNGZARPmjQpyHub2MOI0aNxQZZRWpZx2FJ47Q4t5gHgDQ2SNI+WRFn5zHXQtDuoX58WFwSNefPmwcfbG4tME+H9jW77W5Y4+HbxoZBZTwANAPw9YgT3g2EsGOEAjJMN3Cl1kfqqDBs2LMhr/FMphgJ58+LlyZOgab1X1CSXqmu+e4dLFy8iuq5DsfJ5tB6ytGFgzy5awcoYY+xPvXv3Hqb5o5VbcUSZMvbrqN/D7NmzxY02TcK2bt1alNjx7WnRoEEDUULMV8eOHbFjxw6MHTsW169fF5NolBVKZWXYz/Pw8LD8n2+fF/8yAGJF430/z02Apj1D8+bN+VSzAHX+/Hnxb2kb26nnDblw4YLTnnk3NzfL/0UGsJE6PQI4S0UUKV+Q8uFhGJ+RMCGtBmf/he7hLl27hkWahjR+nnexTMDRJCJNtnHJGcYcD/VbofEfBTf+/vtvFCpUKFD7j7H/ljdvXmzbsQMPEiZEfssIMRkVzYwYEf369UP06GGhqgUBrLf0x6FFBX9DluujfPmKyJePSn8FDfeDB1HUMBDNyjb6LapB+/h7nnJsPTw9cfHixSA6SmavkqSVK1VCyeLF0bVrV9y4QTOsLLii9yHmBCittFKlarhz5wZUNQZM00dcWHLnzo+1a1ciThz/6/MC3tChQxH2/Xsc0nURVCGuAKiyKK396GGp1k4tO/0LRasSNKrFyRhj7E+lT58aFy4cgKYZVtdayPJepE2bmk/0b6DsTioVMGDAANFoO1OmTCLA4luqgAIFVPLBV548ebBs2TJxTaZa3MmTJ8eGDRtEpij7tfJvX92iqV8re1C/Dc2y/GM3IDpyLBc1slOn5t91FrB8y7a8AWCtQKBv6/kwYfzmfTuXlClTImfOPDh1agQMo4y/zDQDkjQYUaPGQunStsJUzK+dO3ciiYsL8vr4LaP4fw0MA7UvXYKXl5dTNs1mjLGAVrRoUVy/fRvu7u5isXCUKFFE/5Rw4cKJgFm9eo1w8mSVb/uraig0adIYEydOCNIAGn0vumOzhbb5PxqqJEO8vb0D8ciYvdDva4kiRXDn/n0UkGVENwws3L8f48ePx+jRo9GtG5V9ZcGNZPIymh96+/YtIkeOLJrgOmoNdk9PT6RPnwlv3sSFrlNN/zyWt+mtUNXWSJ48Gs6dOxWoNT7pjT9K5Mjo/+ULqDiIfx+pDj6AzsC3Opa+qDVnPEVBq27dRLNWxhhjf+b48eOWElfjAXTyt5VWelURpUxq1arl1NdHZ8HnGmLVd/LkqXH3bhKY5hYrgUXKKKKq2V8XcyRMmBS9e3dHixYteBUqC3CvXr1CvDhx0PPzZwy0sp0yFsaHCQPPp0+d+v3xxIkTKFiwMHx80sIwelsy1G5CksbCNHf88XUmJGnfvj32z5yJyzYCMBstna7ovi8oFtYFF3x95HPN2J+gTNWzZ8+KMsPFixdHzJgxg/yEUtZUv169RH9k/+F16rSW1bKgmUa/vkYBGOjiAs8nT5yux15Ip+s60qdODZ9//sEmTYPvMjJvS8Fleu03btyIChUq2PlI2a+ORbgEmROYMmUK3rz5DF3fQ8mWlvg4FfuqAE3bhmvXLmH16tWBegyvX7+G95cvSG9jezhLS86tlouIL5omaUMBGklCq1atAvUYGWMspMiVK5colUVhb0mqDIjCkFSfvyEkqTqqVq2O6tWr2/swGful1YFjxoyEaW4HQBO61CWBeFgqek/FiBFDce7cOdGP7u7dm2jZsiUHX1igoFW0rdu0wTBJwiJLbXlY/qXcq5GShLYdOjh18IXkzJkTBw/uR7ZsVCirKoU+ARRH0qT3sH79eqcMvjx9+hSXLl0SmZABKUeOHLji4yNy/GwFYNzixg3SxtCMMebsMmbMKMoI161b1y7BF0LfP0zYsKgry3jr53ndsqDjnL/ldFSEaoyioHbduhx8cUJbt27FtVu3sNxP8IVQTvUIAAVlGWNGURiGBTccgHECS5ashK7XtdRb9i8jZLkgli9fGajH4OrqitAuLt+mQ/z7RMVBJAlnqDSOqooLCZUkS6KqWKYoWLhoERIlShSox8gYYyEJNdukpo4pUtB0DgVbKiJ+fHeMHj0SK1Ysg6JY68rFmOOqVKmSWFEfLRpVwk4HWaZbkYQIH36R6LHTs2dPURKOSo75LQPHWGAYOWoUqtesiYaW8WxJSUJiVUUTQEyKUD/GkICCMCdOHBWBTyrHeObMGdy8eVX8vToT+rlKlyyJ2LFjI0OGDCIQUqFcORGMCQi0KCJmtGhoKcvw36GNws6LJQltOnTg9zbGGHPCMrvrN23CsdChkUBR0MiS151EUUAjiUiyjMMAFloWL2dTFMRMmlRkzjDns337dqRWVatdLyVLSdJDR49yP9dgiEuQOUFac6RIUfHuHYUzetnYoyFy5bqLY8cOBepxNGzQAAeWL8cFTRO9X/yaYCk/tnjxYqxbswbHjxyBqqooVqoUOnbqJFYeMMYYC5zSTbRil9KZqWxJQE1MB4fro7Pgc/29L1++YNu2baLfDvVCKF++PCJEiGCnVyd4lMuiUlH0XpAtWzbuHxHATp06JZqkPn78GHHjxkWjRo2QNSsVDGHO4ujRoyhWpAiSaho66zrSAKC2x+MVBQ9DhcKBQ4cC5DU/dOgQypQsifA+PmigaaBcl72yjB2GgfLlymHNunVwcaFsI+aLr49Bh881Y4HrwYMHmDFjBrZv2iTGutnz5BFj3O3btmH5smX48OkT4sSIgWatWolKB7QImjmfZs2a4cLChThlo0f2KupJCuDFixecARXMro8cgAmgE2lPWbPmxPnzMWEYm61sNaCqKVG3bl4sWLAgUI/j9u3byJktG+K9f4+huo5ilKZvqchOsfm2bdti8pQpgXoMjDEWlHx8fLBu3TrMnbsADx54Il682GjcuIFYyUq1hJ1ZcLg+Ogs+1+x3fPz4Ed27dcP8efPw6fNn8VwoVUXdevUwYeJE/rtl7CdQ4JJqsUe+dQt7DANh/WyjTJWCigKXTJlw/PTpADmft27dwsSJE7F25Uq8//ABaVKnRqt27VC/fn2xeI19LyRfH6dOnSpWwD958kQsZpw8ebIoZWcLlSTv378/7t27h+TJk2PUqFEoU6bMT3+/kHyuGXOEaxEFZQKzrzNzDDNnzkSb1q1xzzSRwMp2qn10MlEi3Lx7l0stOwjuAROCtG7dHIZB3VWoJId/c6Fpt9G8efNAP45kyZLh4OHDCJcpk2gSSWtRkwKYHi4c+g8YgImTJgX6MTDGWFB5//49ihQpLmrc7937Adev58f+/T6oV68e8uUrKG5QGWPMHjRNQ8Vy5bBg5kz0+fwZtwH8A+AvTcO6xYtRslgxeHtTO0/G2I8cP34cV27cwBB/wRdY7nUG6DpOnDmDixcpJ+bP0cQ49fd8/Pw53n38KL429Qfg4Avza+XKlWIF/MCBA0UDcQrAlCxZEs+ePbOZxVW7dm00bdpU9EqjEoH0uHz5Mp9YxuyM+il7enqKsduPeiFy8CVkqFOnDiKGD49Wsgz/I/Ut9P5PfQY7duTgSzDEBbKdQIMGDVCwYGHIcikA3QAcAbAPEFWoW6J58xbIkydPkBxLunTpxAqw8+fPY+nSpdiwYQM8nz7F4MGDuWYxY8ypdOzYCceOUWerAzAMCoBPgWHQe+9RnD17DS1atLL3ITLGQqiNGzdiz/792GgY6GdZEEOd9roD2E0TxqdOiXEaY+y/M1JIPhvb8/vbj7GgMG7cOLHAkoJzadKkEWWLwoULJ3r/WUNZVaVKlUL37t1Fn7ShQ4ciS5YsItjHGLOP3bt3o3CBAogSJQrixYsnyov16dMH796945ckBIsYMSJWrlmDfaqK5KoqxvETAZSVZVQAUKFCBbRrR12CWHDDARgnQGVutm/fgm7d2iNSpHmWW4SiiBNnD8aOHYMZM6YHeXSUVuFQ5LZixYpcl50x5nSeP3+ORYsWQ9cHUAESf1tzQ9eHYc2a1dAIvIwAANIVSURBVHj48KGdjpAxFpLNmzMHeRVFlIP1LzuAMrKMebNm2eHIGAteqOQSeWBj+wN/+/0pwzBw8+ZNXL16lbPUmFVUhujMmTMoVuz/7/DU348+PnbsmNXPoef97k8oY8bW/uTz58+irIrfB2MsYFDvOPob9D56FDSDR80E6r5+jUmjR6NIgQJOGYTx8vISwd9USZMiRpQoyJ45swgeh4SMbOrvQ4vUaQ7hZ9DvxumzZ1GyQQPMiBwZvUOHxvOMGTFn7lysXruWs2KDKQ7AOImwYcOKOq5Pn3riwoULuHLlCjw87orU5IBquMwYY+z/pRw07QuA2jZOSW0Yhi4a6jLGWFB7eP8+Muq6ze2ZDAMPH9iaUmaM+SpevDhcI0bEZBunhAosx44eHQUKFPjj+v6UjZAsUSKkTJkSadOmRfzYsdGrVy98+vSJXxD23SSmruuIFSvWd2eFPqZ+MNbQ87+yPxkxYoQILPo+EiSw1o2AMfarqHl6qxYt0Mg0cUTX0RhAOQATABzSdVy7dAmjR492qhN79+5dZMmQASMHDUKeu3fR+fVrxLtwAW3btEHRQoVEaW9n5O7ujoL58sHNzQ2ZM2dGnNixUaVSJdy4ceM/P5fGARRw8Xr9Gh+9vXHy7Fk0adIEiqIEybGzgMcz804mTJgwyJAhg0hF5lrBjDEWOGii5CtbAyDF336MMRZ0YsaOjRs/WIBzQ5IQ099kHGPs36isU6++fUWgpT+Al5bnn1tK+tHK5X6DBomKBH+iU8eOaN++PfI8eICdls6eDd+8waS//0bZUqVENgJjQal3796in6Hvg1ZwM8b+3OLFi2FoGkZZmZDNDKCxrmP29Oki0OoM6H64To0aCP38OW4Yhrhu9gGwwTRx1DRx6fRp9OjRA8EJLYxYsGABqlWrhvLlymHAgAH/eo/cvn07ihYpAu9jx7AMwElatGEYuLhlC/LkzIlr167Z7fiZfXAAxslROh+lL/IkIGOMBZycOXNCUVQAq23ssVqUfgyq/luMMeZXg8aNsdcwcMrKablON720TxPqFcgY+y80MUTNzkerKuLIMhK5uCCeJGGyi4vIEmjTps0fncRTp05h0uTJIsizBEAJS2+ZsQB2GgYOHjqE+fPn8wvFhOjRo4sV0E+fPv3ujNDHsWPHtnqW6Plf2Z9Qw+9IkSJ992DsZ1DgYNWqVShSpDgSJEiCDBmyiIyOly99Q9ghG1WrySDLiGFje1H6+3zxwmnOF13jTpw5gwmahvj+tuWkLta6joXz54tAr6P6+PEj1q1bh1mzZmHu3LlInTy56MH1dP16mFu3YsLw4UiSOPG3PlyapqFFkyYobhg4bBiiZgaVAKbRwmldR8z379GpQwd7/1gsiHEAxknt3LkThQsXE6XJaLCUJEkKjB8/Hj4+PvY+NMYYC/bixImD6tVrQFEGATjrb+tlKEoflC9fEYkSUdtrxhgLWjVq1EC2zJlRSlEwBwAVdqAiRosBFFFVpEieHI0aNeKXhbGfQAsqBg0ahAePHmHMhAmo2707JkyZgkePH4sSYX/aa3P27NlIqKpiYsY/CsSUp32mT+fXigmUbZU1a1bs3bv3u95B9HHu3LmtniV63u/+vg3Abe3P2J/0KKpYsTJq1qwJd/cvePiwJi5dSo3evQcgffrMuH37dog/ueHDh8cz+ru1cSae+snAdAbUayq0LCMXgLWWhQaX/GyvQgEOb29cvHgRjoYWsk+cOBHx48RB1apV0bJlS7Rs1gyhHz0SC5oOGQa2AHhEpeR0Hc2aNRNlx2g+9uGTJxhmmnDx9zVdKcNQ17Frzx7cu3fPTj8ZswcOwDghamRVqlQpHDpEt9s0WF+K+/dzoGvX7qhcuaqIxjLGGPsz06dPRYYMSSFJ2SFJFQD0hSRVhiRlQsqUcTB37mw+xYwxu6CVy7v27kWh8uXRQpIQkW7kKeuF+r8UKYJ97u6IGJGeZYz9rJgxY4oyYcOGDRNZL9GiRQuQk3fz2jXk0TSbRU3zmyZu8aQl84P6vFLgjhp5Uxmb1q1b48OHD2JFNmnQoIEoIearY8eO2LFjB8aOHYvr16+LgOLp06fRrl07Pq8sQP3111/Yvp0KKW6Frh+kbkJiPsowbuHp0zCoVKlaiK/OQhP5HpqGHVbOHxUdm6UoKFW8uAjU2NvNmzfF+0SSBAkQP1YsVCxfHrt27frlr+NjGHADUA1AfQAZAOSjkrgUtLPs44i9TWgRe6dOnVDz7VtQ6HCR5TWiTPKUfvajEfUMAOkVBWP//lsEGsPKsigpZ01eP71xWMjBARgn4+HhgbZtaSDVDrp+DEArAHVgmkthmpuxbdtWzJlDayEZY4z9CVdXVxw54o4ZM6YjWzYvxImzBJkze2LKlEk4efKoKBHBGGP2EiVKFKxdvx537twR5YuoLAI1/dy2c+e/mjEzxuzHNWpUPPhBzyaqKh+Zyz8xPyi7YMyYMaLvQKZMmXD+/HkRYPF9b6c5gcePH3/bn0riLlu2TJTPyZgxI9asWYMNGzYgXbp0fF5ZgKFeVZMnT4dh0BxUGX9bE0DXp+HKlQsiQyAky5cvn2jM3kBRsNlPJownBSckCRdME7379bPzUQLbtm1DxvTpsXrmTFR4+BCNnz3D/e3bUbJkSVGa82fbHBw8cACUJ9qN3pssWdmUCfMCQAEA0wBEjRxZNKl3JO/fv8eg/v3R3rKsPSn1dbGUTUttZX+6ijfQNGzbvh2RI0eGt2GITCdr6Dz4ziewkEMyuTnID719+1b88VA9wuBQ95QGYcOHT4SuPwIQ4V/bJakKUqe+Iy58jDHGWEi5PgZnfK4ZY8x5LV++HHXq1BEFTf1PP70CkExR0KRzZ/z99992OkLHxddHPtfMcVAJKQrwAYcs+Q3+mVDV6Bg4sDP6OUCAwZ6ov0u1ypWx390d8VQV0SUJlzUNYcKEwdz580WQ1Z68vLyQyM0NRb29sdI0EcbyPIVcJgLoTEGUtWtRpQoVELPtwoULIkhMdSGa+dv2HEA6y799+/XD0KFD4UiWLl2KevXqiWBJAstzlMFDnWp22/icWQBaAnj27Bnc4sdH9y9fMMTfPnQO6axdTZIE127dgvyDBRjMucYi/Eo7GXqD0/W8VoMvxDRL4tq1S6JOLGOMMcYYY4wx+5ajSZ86Ncqpqqglr1smaFZQiRNJwkfTxLaNG9G5c2fcunWLXyrGmEP6fz8sW3NNpsia+NO+WfZGP8P+/fvRvXt3Ud5vyZIl8Pb2/qWvETVqVOw9cABHjhxB7U6dkLd5c0yy9Bazd/CFUNa09vkz5voJvhB65TpRaUxFweQJE/7z6yxatAixVRUNrWyLAaA5ABdFQf/+/eFoKIgSTpa/BV9IVgCHKYBm43M2U9mx9OkRI0YMdOnWDX9RWT4Ary3bH1oCNFTCbNBff3HwJYRR7X0ALGCFDRsWivIEOo3crXqBUKHCBPuLHmOMMcYYY4w5Q1P1Xfv2oXqVKih/7Biiqip0w8Bbw0B000Qj04R+6xaWTJmCaVOmYOny5ahWjdbhMsaY40iZMiWiR48NL68VluJS/u2Crr9C4cKFEVxRT5QiRYrh0SMq8adYplQnoUOHzli7dtUv/Ww0J0flAenhaI4ePYqCpglbBbWr6Tq6HTv2nwG1J0+eIKWVRvS+KAPmi66L8nV0LXQkCRIkwEfDAC17SG55rgmAwYAoS7bQ34T6aup8ZBiY3bGj+Jgyenx8fDB43Dj8ZZqIoSjw1DSECxMGM8aPR+3ate3yczH74QwYJ1OpUiXo+klKALWy1QequgCVK1eyewDG09MTu3fvxuHDh/Hli2/bLcYYY4wxxhgLWWLHjg33I0dw4sQJ1GzeXARfmgJ4ZKk9T2VNHmgaquo66tSuLXo7McaYI6EJ9I4d20KSZlmmo/32CLkNVW2NzJmzI3fu3N993qlTp9CgQUO4uSVFwoTJ0KxZc1HOzNE8fPgQ6dNnxqNH1K2lIoCeAIqLadVXrzSULl0W165dgzOgsljaD7b70D6S9J/zinHjxsV1SYKtGT96lSOFD4/w4cMjMGiahpUrV6JU8eJIlzIlihQsKPoi/kzGUrly5RDN1VWUEPP9TaYuW4sArASQCsAwAFMBlJZl1ABQu1YtNG7c+Ns5HD16NDwePMDo8ePRpHdvzJo9G4+ePEHLlpQHw0IaDsA4GarBmDRpSqhqZbqU+dnyBJJUB8A9dOvW1W7H9+jRI1SpVAkJ4sdHiRIlkD9/frjFjSuaCHI7IsYYY4wxxlhIRBNZOXLkwJfPnxFfVUXgxe+qYSoDQ+VgIpompk+nrYwx5lh69eqF6tUpQ68GFCU7gA6QpIqQpFSIH1/Fhg1rvpu0nzZtmnjfW77cHQ8eVIaHR3ksXLgdmTNnEaW9HEnFipXx5UtYS9hgjSUXYj2AM2Jq9fNnoH37Dli/fj2eP6fOJsFXkSJFcNCyCMA/CkYsUxSxjzUeHh6ixw8FOw67u+OppmGulf2eAJijqmjQuHGglOL6+PEjShYrhlq1auHj/v0oevMmXA4fRtMmTZA3Vy68ePHih59P/XjGTpiAJZaeLdTZiPKe6DcglSThniRhWOjQ6KQoeJExowjsLF669F8/S5w4cdChQwcMHjwYTZs25d6pIZhk8qy30zX2u3fvHkqWLIubN69CVdPCNCPBME4hTJjQWLZsiciSsVcNxVzZsuHL48foq2koJQqiAXMAzATQtWtXEYhhjDHm+ILj9TG44nPNGGMhR7KECVHBwwPjbGynEigXM2TA6QsXENLx9ZHPNXM81G94+/btmDlzNm7evIOoUV1Rr15t1K9fHxEjRvwu84WCLwCVbBprKenlm1/RErK8CFevXhGlzezt7t27SJo0GSDayVN+on+TLT/H11yJUKqK+g0aYOKkSYGW3RHY761JEiZE6rdvsZ7KYfp5ZahbyygqKLdrF4oXpwyg/1u9ejXq1a2L0IaBkrou9t9i6QrUHUAzANEAbKceKKqKD1Gi4OTZs4gfP36A/wytW7XC4jlzsFnX4bcw3FkAJRUF+cqUwfpNm/7z61AGTd+ePXHn/v1vz2XPnBkTpkxxyPJxzHHHIhyACaAT6Wgo1W7r1q3iQfUUs2TJggYNGiBKlCh2O6Zu3bph3oQJOK/rcPO3bYzlDfnGjRtIkSKFnY6QMcaYs18fgyM+14wxFnIkdXNDpQcPxHSkNTSBdS59epxxwBI9QY2vj3yuWfBVv34DrFhxCJp220/wxddnqGp8tGlTBxMnToS9LVu2DHXr1rW0U/9gyXqhY84LILIlNyIuFliKki2j/BhFQfa8ebFr716oavBrv338+HGUKVkSn96/R3nDAN3tbVdV0cdk3Lhx6Ny583f7X7p0CVkyZ0Z1w8As00QEy/NPAeSiMpoA/LaqLlqoEGbOmYOkSZMG+LG/evUKcWPHRv8vX9DHyvZ5dC2VJNy+fRtJkiT5qaDiyZMnRdaMm5sb0qdPH+DHzJx/LBL83gXYT6E3+IoVK4qHI6A3rPlz5qCpleALaUdRdFUVaXsjRoywwxEyxhhjjLHAQuU4qP8fLQzKnDkzMmXKxCebMSsKFC2KtUuWYLSm/WtKkqrWb1RV1CtalM8dYyxYO3jwCDStqpXgCwkNTauA/fsPwxH4lpWS0EDkdJgip4MKj4WBgeai1Bqh5c5xafExgKy6jiLu7ti0aZNoFRDc5MqVC9dv3cLcuXOxddMm3PP2RoVcudC6dWtkyJDhX/tPmjgRsSUJC03zu/KZsSxZJ3ElCbXr1hUVeSiAEZgLr6mfmveXL6hpYzs939Q04e7u/lMBGHr96Xww9ie4BwwLEh8+fMDLN2+QxcZ2qmmc1jRFvUjGGGOMMeYcKODStk0bxI8bV6webdKkiQjA5MmRQ2Q+s6BBDY2bNGmKGDHiwtU1OooXL4XNmzdzD0YH1L59e3jouihm47cJMjUxpra9r01TTIAxxn6Mqu1T4L9GjZrImDEbihQpLiaTqTcEs7+vvWD85kT4p/9nk/egQuMWWr3uii2YDAMPAVDezgB4wwVTIaEcVEjwW5CKyl7lVhQsmEf5FsFTzJgx0bt3bxw+dgwnz50T/cesBV/Irm3bUEvTvgu++KLAVHnTxL07d1C1atVAr3rj22nD1oS37/PckYMFJQ7AsCARLlw4hAsTRlykrKHL7h1JQowYMfgVYYwxxhhzAnRjW69OHcydORNDNA3PRFERYAOVhzh7FgXz5sXDhzSNEXioHAD1GMyYNi1iR4uGbJkyYerUqSFqAm7dunXImjUbFi/eDS+vhnjzpjP273+NChUqoHPnLjwB4WCodDRNck2TJCRRVRGIaQ8goaqKxscLFy3iks2M/URJ9rp166NEiRJYv/4aLl7MioMHZTRr1hyZM2eHp6cnn0M7K168MFR1taWziH8foSgbUbKk9UbvQW3Lli2gUNBhGGgLIB6ViwQwEMAaGDBxA8VgfuuV4iudrsPzARXfChl/c7Sw2hZqXq/5WHutAx71Fgrt4gL67bLG9/l8+fIFyfEwRjgAw4KEoiioXacOZqoq3ljZvhLAQ01DvXr1+BVhjDHGGHMCVD98zbp1WGAY6AmAltmEAkAFcg/qOnRLcCSw0ARbjixZRPPUtFevou3Ll0h48SI6tm+P/Hny4PVrquXu3B4/fozatetC1ytb6uxTqd++0PXjAKZg4sQJWL9+vb0Pk/nTsmVLnD17FiUaNMCOxImxO0kSVG7eHBcuXkSdOnX4fDH2H0aOHIkVK1aIbhyadgHATBjGTupUgbt336JatVp8Du2sQ4f2MIwnltw+Wp7h6yMkqSFk+ZPDZPstmD0b1QGksbKtPFVzARDeyrYrioI4gdBg3p4La65fv47Tp0/j5cuX323LmScPNqgqvuae/Lt85jZFQc681DMn8EWLFg316tfHX4oCGu34dRVAT1UV/W2SJ08eJMfDGOEADAsyvXr3xoewYVFEUbCH+sJYWphRg8kmsozqVasiW7Zs/IowxhhjjDmBxYsXI5GqooaVbTFp/KdpWDR/fqB9/yYNG+KDhweuGIZoiNsfwFrTxGkqg3H5Mtq3oy6Ezo3K7WiaDNOcaQl/+dUWipIf48dPstPRsR+hPklz5s7Fjbt3cf3OHUybNg1p0lib/mOM+fXlyxdMmDAFpkkT+7VF547/SwtNm4pjxw6JSWRmP1TKasGC+ZDlRVDVBNSVA0AjKEo8qOpmrFq1AokTJ3aIl+iRpycy2thGv11Uap9CSX4dBHBU19GoSRM4AwpopkuVCqlTp0b27NkRJ1Ys1K9X71s2WfuOHXFZ08QyD79BGJr36wzgZRCXzxw/YQLSZ8uG3ABKyTJ6AagsScggSYiWNCnmL1oUZMfCGOEADAsyyZIlw353d/ikSIHi1FZNkkQtyF6KgoZNm2LRkiX8ajDGGGOMOYmnT58ipa7bvOFITaXI3r6FTyCUpKD+Mjv37EFfTQOteR4MgEI972him4Ixuo6VK1eKY3Rmx44dh2FQJXpXq9t1vQpOnPC/PpQxxoKvq1ev4sULem+3lS1WFooSEXv37g3iI2P+1a9fH1evXkGbNrWRPv15ZMhwGV26NMeNG9dEs3ZHEStmTFz7wfbLAD5RkIHGPjT5T5kxioKC+fKhYkXK+w3eJk+ejNq1ayPprVvYBuAMgOGahr0rVyJvzpx48uQJChcujEGDBqEvgKyKgmGWEm2pVBUzJQkzZ85EypQpg+yYI0aMiH0HD2L+/Pn4mDMnVsWPj8dZsmDSlCk4fvq06G/DWFCiPlKMBelKrgtXruDIkSOiGWiYMGFQpkwZxI4dm18FxhhjjDEnEi9ePKxTFFEX3NpNx3nKhIkaFS4u1lq2/pnDhw+LfztaVqdGs0yKdABARc+q0opMTcOZM2fEWNRZqaoCSfoISz9aK7yhKHxLyBhzHoZBa+6Jrfc2Whag+NmP2RNNyk+cONGhX4T6TZpgaP/+GGAY8J+Tsw/AOcv/01iDuKiqKBc5ZepUqGrwvsY+f/4c3bp2FeOnCab5LZ+Msn6qaxqyPnmCIUOGiCzNgQMHInfu3Jg8cSLGHjokWhEUK1kSizp1Qq5cuYL82EOHDo1GjRqJB2P2FrzfCViwJEmSaHbFDa8YY4wxx+Pt7S0WSnz69Anp06dHwoQJ7X1ILJhq3LixWDVJmSfN/W3zoJrqioJWzf1vCRibN28WkwR9LQ3Mo1K/QQBDAbQCMM6ynyw7d0EAakC9eXNHy0/vvw69AVVdihIlKDedMcacA5VIihQpCt6+XUedKazssQ+6/jpA5iOoz9ayZctEGSZaVEqT7rT4gDkXKp01f/ZsFHz4ECM1DZUtfU2ohktfRUGhPHkwZ/58UdaOxhX58+d3mkXGS5YsgaTrGOCvmB9xA9BG0zBuwQKMGzdOLLCmcQc9GGPfc+47DsYYY4wx9lNoJejw4cMRO3Z8FCtWDOXLlxe1t8uWLQ8PD5ouZ+zXZM6cGU2bNEErSUIPANdpsor6kgDIp6qIEicOunTpEuCn9fXr19i1Y4eo9z3QEnyBJfwwg2qAU+kMAGFDh7bLisygLu8SJUpUKEp1fxXqaeqoI3T9Crp1C/jXgDHG7CVs2LBo1ao5ZJn6W+33t9UTitIO6dJl+qMADDUjp9X+CRK4oUeP/pg8eSt69RoEN7eE6N27t9gekum6jk2bNqFu3booU6YsOnfujCtXriC4ihIlCvYfOoRUBQqgLoBwlrFFZ1lGpVq1sHnbNiRNmhQ1a9ZE9erVnSb4Qu7cuYOUivItu8c/6rHy/tMnkSnDGLONAzCMMcaYg02CU++Cy5cviwwExoJKx46d0LdvP7x5Q7eWF8WKedOcg507LyFXrnxilSdjv2rmrFno268fZkWIIHq+xKVsGElCxhIlcOjYsUCpwb1lyxZ8+vxZlMvwj1ZvUj6IF4ByFSrA1dV6bxRnESlSJOzYsRWRIt2GJNFa1QqiL4KixIcsT8P06dPFSl3GGHMmgwcPRqFC9N5WBLJcEsAg0eBdlpMhevR3WLt2pajM8btotT+VXdL13jAMT/j4XIdhPIZhDMLIkSMxYgS1Ig+ZvLy8kCNHbtH7ZOXKa9i+XcWUKcuRLl069OnTJ9gGp+LHj49de/fi2rVrWLBggcgMue/hIXoZR4gQAc6Kgk+epglb3fruW6rc0HiDMWabZAbXd78g8vbtW0SOHBlv3rzhNxTGGGOBhi7HM2bMwMiRY+DhcVc8R+UTWrZsJhoahgtHa60cB18fnetc081kmjRpqLqzZXrar0dQlAxo374Bxo+ntqKM/boPHz6I0nafP39GhgwZArW0HZU969axIz7buM25B4ga7hSoKVu2LEKCV69eiUa0W7Zsw+fPX5AzZzZRUiV58uT2PjTGfhuPRYJOcDzXPj4+WL58OWbMmI3bt++KieQGDWqjZcuWiB49+h+VaqVs4TdvKLNwupU9OiNChPl48uQRwocPD3vdV7x7905MjFMz8qBUuHAxHDp0Ebq+HkBey7NfLK3pe2H27Nlo1qxZkB4T+320KJBKElM5Wf+dVOhVzaYocCtRAlu2bQvxp5neczZs2IDFCxfiqacn4rm5oXHTpqLXIPXDYSH7+sgBmAA6kcw+Dh06hIkTJ+HAgcNicFGiRBF06tQR2bNn55eEMRasdO3aVaymo5XJQAMAdMO2CbI8FblzZ8OePTtFXV1HwddH5zrXPXv2xLhx86FpD6hlpbU9EDHiLLx+/cLpe2aw4G/79u3iZvc0gKxWti8DRAkRKquRJEkSOxwhYywg8Fgk6PC5/r+dO3eiVKlSNDUNIK2Vs3UbQHIxEUtZIEEdeJk3bx7Gjp2Ia9cuiecyZ86O7t07o1atWn+U9fMzzpw5g2zZsgFYZyn4+T1JqolEic7h9u3rPJ4MRmrXrIkNa9ZgrGGgoeUulX67ekgS9ikK3A8fRs6c1vothaz3yLKlSuHwsWPII8tIbRg4ryg4o+soXbIk1m3Y4FD38izor498B83shkrsuLu7i5vf3zFmzBgUKFAAGzdewYsXzeHl1RirVh0Xb/xz5swJ8ONljLHAcu7cOUvwhR5LAVCpBKpLPRqGsRtHjx7h9zUWqB4+pHJjaWwEX0gmvHv3WmQxMOboqPmrW9y46CdJ/yqZ8Zb6vygKihQsyMEXxhhjv4wyS76ioprWxPO3X9AFX1q2bCWyS65fT2ppEb8QFy5EQ506dUT5r8C2bds2KEoUS7lLa8fYCP/8c+u354CYfcxfuBA169ZFO0lCdFlGLFVFBgDno0XDpi1bQnzwhbRq0QKXTp6EO4AjhgGakTyt66C8oP27d6N7t2786xvCcQCGBbn9+/cjR9asSJUqFQoWLIhkyZIhf548OHHixE9/jaNHj6J79+4AekPTqJnbEADDoGk3YJqtRFrx1atXA/XnYIyxgEKp+KpK7aHbW9maR6wgmzZtFp9wFmioD4ck3QKg2djjBsKGDe9wpfAYs4bKPMyYMwd7ZBn5ZRkraFUuAHoXza4oeBg2LCZMnswnjzHG2C9LmTKl5f8O2tjjgL/9gsbWrVsxezZd6ebBNNdbcj0bwDC2A/hb9KY5duxYoB7Dly9fIMs0VrRVbinit/1Y8EGZGwsWLcLdu3cxYuxYtB84EGvWrIGHpydKlqSFgyEbLWRbuWoVhus6/HfVKw2gj2Fg7pw5ohwsC7k4AMOC1I4dO1CieHGEOn8eNCS4DmAlgE8nT6JQgQKiNvjPmDx5ClSValb/ZWmn6osu9BMgy9FFU1HGGAsObty4BU3LBUC1ut008+HuXSpnwFjgqF+/PjTN01Kcyb+XUNVZqF+/LtcvZsFG6dKlsWfvXoTKlQu1qUY5gNaShFSlS+PoiROinjljjDH2q+j6kT17LijKQEtepV/vIcv9ES1aLCxbtkz0GtN1PUhO8rRpM6AodLVrbGVrF6hqEkybFrhzJFmzZoWPzyPK77exx2ZEjOgaYjJQKQtq0aJFGD16NJYuXRrsM8kTJUqETp06oV+/fqhatSpcXFzsfUgO4cCBAzBMUxQSt4ZCoZ8+fw70AChzbByAYUHGMAy0bdkShQ0DBwwDlWhVCIAaAA7rOjJpGjq0aSNSZ//LoUPHoGmVbPwKh4KmlcfBg0cD5edgjLGAFiVKZCgK9d6w5QEiRozMJ54FmixZsqBWrdqQ5eYARgDwAkATBlRKojAiRPgi+sQwFphokupnxoE/izKt3Y8cwb1793D69Gk88vTExs2bkSYNldtjjDHGfs/s2TMQNux9KEoWAJOozgeAqaJkq2Gcw+vXoTF16iaUL18eKVOmFeXXA9v585eg6yVsbJWhacVx/jz1rQk85cqVQ9y4blAUyur3X4LtFBRlGpo3b4KwYcPCmdFYZvz48YgbKxYaNWyIEX36oH69eogXO3aALxSm/hNTp05F7dq1Rak5qqwQ3AM9wY1vkDWUje2+zwdVMJY5Jg7AsCBz8OBB3PXwwCDT/Ncab2pF1c8wcPbiRVy4cOGnSksAP0pb/QJVtZX2yhhjjqVmzZrQdSrDeNLK1tdQ1YWoW7emHY6MhSQLFy5A69YtoKqDAMSwZGSVRbp0Ljh06ECIWa3IghY1rBw8eDASxIkDVVURJVIktGnTRpS5CCgJEyYUq3Jjx44dYF+TMcZYyJUxY0acPHkMlStngSx3AVDEUkqYSgythq7fh48P9Tk5gXv3ZBQuXFxc7wLT1zKxtIDGFi+ECxe4gQ+6jq9duxJhwlyCqtJy274AZgCoB1nOh6xZ02PIECof79ymTZuGLl26oPGnT/Cg3wpdB41qarx/L8Y48+fPD7DMi0QJEqBj+/Z4tGoV7q9ciZYtWiBJwoQ4edLafSULDLlyUSULiCo/1qylvw1FQfbs2fkFCME4AMMCLeJPfVoWLlyIDRs2iAj8P//8I7blsPE5vs/77vcjpUsXg6qushGEeQdF2YBSpYr9wU/AGGNBp1KlSkifPjNUlRpWbrBkHviuFCuJcOF0ke7NWGAKFSoUpkyZjMePH2HJkiWYM2eOuHk7d+4U0qVLxyefBbgXL14gX65cGD1kCMo8eSIalrZ7/x7rZ89GtsyZce6crRImjDHGmH2lTp0aq1evwosXXmJSXZbDA6B+elX87JUDur4dT548FnMjgalatYpQFCrwbi3Q8xiyvBnVqlEVkcCfjD5//gyaN6+ESJFmQJbbImnS0xg9ejj279+D8OHpPDkvb29vDOrXD80tuVHU5ZMkAjATEGVRB/TpA02z1Xfx51B2b/kyZZDl/XvcN024G4Zo/k6BnqSvXqF0iRJ49uxZgPxM7Meo31PJYsXQU1Xhv2j4RepYrSioUaMGLwQK4SQzIPP8nRCl80WOHFmsVogUKZK9DydYoMBLiyZNcMVPmm3kCBFQoXJlLF68GPRsCiufR2u/c1kyZQoUKPDD73HlyhVkzJgJuk4FzKjRnO9F/A0kqR5ChdqLmzevw83NLYB/OsYYCxw0QK5WrabINFCUKJCkMNC0x0iQIDHWr18tVm87Er4+8rlm7E81btQIm5cswSFdR2o/z78GUExR8CFxYly9eROS5LffH2OM8VgkqPG478eSJ0+D27fzUnEyq9slqRJy536JI0fcEVgePHiANGnS4+PHDDAMyrBIatlyDYpSF66unrhx4wqiRYv27XNoOvDw4cPYunUrPn/+jMyZM6N69eoBWiKMvkdIuo5T3x8qPXcNQCor208DoDyIffv2oXDhwr/9fXr06IE548bhvq4jor9tlAflJsvoN3Qo+vTp89vfg/28x48fo1C+fCIwVs0wxGt/QZLE0soM6dJh78GDiBIlCp/SEHx95AwYFqDOnj2L4kWLItKtW9gD4DMgIsCN3r8XwZcwoUNjnJXPoyjgWCoRES8e8ualgcuPpU2bFsuXL4OLyxooSjxLW6uakOV4CB16HzZsWMfBF8ZYsBIzZky4u+8XGQeDBnVBnz7NsXnzZvzzzy2HC74wxtifevnyJZYvW4Ye/oIvxBXAOF3H9du3xQQFY4wx5sjev38PwHaZS9OMjbdvaZ/AkyBBAuzatR1RotCS1+RQ1WxQ1UwA0iBmTC/s27fru+DL06dPRRYqLX5dPHYsdkydioYNG8ItXjzs3bs3wI4rJAVffMc3JLGN7Un8ZAH/ic3r1qGmleALiQ6gomFg07p1f/Q92M+LEycOTp49i2GjRuFS6tSYEiUK/kmfHhMmTcKhY8c4+ML+1YqDsT/Sr08fJPHxwV7DgO+aCVp3MYGyYAAM9/ERaZfUhKo7DRIAkSL5l6iUCiweOdLS3+W/0coMqqE4c+ZMHDhwGLIsoXjxbmjRogXixo3LryRjLFii9zWuD8sYc3bXr1/HZx8flLGxPT+ACIoiypAVLVo0iI+OMcYY+3lp06bG8+f7oOtDrWw1oKr7kD594Pd/yJ07Nx48uIeVK1eKzBYKfhQp0hNVq1YVpWbhpxl4mRIl4HnlCrYDKKFpYnU2FVBr9+YNypcti5OnT3MJ2t+QKBEVG/va2ZPGMv75dmaJGDEiDMOALMu/XeqMFqzYQrkW1z59+q2vzX4PZUF069ZNPBjzjwMwLEDL5+zYtQuzTPNb8MUv6l4witr5VqyIBbt3Y8rHj+LG+p2ui4ars8eORb169X754jZixIgA+xkYY+xneXh4YPbs2Th37jzChAmNcuXKoWbNmgGass8YY84qdOjQ4t+3NrbTlMEXw/i2H2OMMeao2rRpib17q1qWlVb3t3UGNO0WWreeGyTHQvcijRo1Eo8flck6e/EijlLQxs/zyakbpWEgta5jzN9/Y0Eg961xRvny5UOKJEkw6H/s3QVUG2kXBuB3hHqh7tTd3X3brbu7bN1t6+7u7u7u7dbd3d1L3ZWR/9xvw/6UJpS2QIT7nJNlmwkwTCAz+a7duYOthgE3X9uoQ0xfAJRyXLx4cSTy9ESrdu3Qtm3bACci+8iUNSs2P3mCwZoGvzVGNE10q6qiAA99Z8xhcAsyFmiePXsm+num9icCH1tRxLC6h15emDd/PnoPHYolS5bgwePHaNSoET8bjDGnMHv2bCROnARDhozDpk3AmjVP0KBBAyRLlgpXfc2/YowxZl2GDBkQJ0YMzLaxfTEAbwAlS9qqkWE/i3pT06zFffv2WdrlMMYYCwzly5dH9eo1IUnVAdQBsA7AKkhSZQAt0apVa7Ew7yhWrlyJjIryTfDFB6WSNdQ0rFi+XKzvsJ9DFS2Tp0/HfllGflnGKjGFB1hmmXlMM2D6UKCLKmTu38ffnTqhZvXqohrmZzRv2RLnNA2TrGyjFOXbmobmLVrw08eYg+AADAs0MWPGhCxJOGdjOw0Ce6TriBs3rii3rFOnjijNq169OsKFCxdsz8SRI0dQu1YtJI0fHykSJ0br1q15wZQxFmC0eEUBY11vCF1/RB14YRj7AVyFl1d4FClSXAyxZMzR0Bu71atXo2jR4vD0TIx06TKJKtLnz+kMzVjwUlUVnbp2BeUDj6FqF8v9tNSzCUAHRUHlihWRJInPEGH2qz58+IBWrVohVqw4KFiwIAoUKICYMeOI63A+X4XMQcHr168XGfC/O4OAMfb/RfeFC+dj9OhRiB+f6krKA6iMpEkvYfr06Rg/fpxDzUKhIHxsneokrKOG7h8/f+YAzC+i1qn/7NgBKUsWUAiOkpQpNEepDwcA9KIZLQCovmi5aWL5ypVYsYKqpwKuSJEiaN+uHVoDKCrLmA5gCoD8iiK+ft++fZE9e3YENWpnt3z5cvz5xx9I7OmJLBkyYMSIEXj16lWQf2/GnIlkckjbX2/fvhV9/ChjzN3dPbieF6dVrkwZXN2yBcetDAPrAmCcmxsePHqEaNFoLFjwGzlyJP7++28kVVWU0zRRArpcVfGaMhJWrBCZK4wx5p/Spcti69Z70PVTVvIYKL8pNRYuXIhatWq59IHk86NzHWtN01CtWg2sXr0SipIbuk5dqR9AllchWrQo2Lt3J1KmTBno+86Yf+htSMeOHTFmzBjEVFVk0jTcUlVc0zQUKVQIq9etE0k77Nd9/foVf/zxJw4fPgFd7ywWBP9tTrIUsjwKxYoVwYYN63669QlzPhRsada0KdasWQPdkmkd2s0N9Rs0wJixY52yhSpfi/CxdtSEFy8vLxGUoSRVRwq8+OjWrRumjRiBB7oOa6mwNSUJJxMlwtWbN+2wd67l+vXraNO6NS7u2IE7um41C76AokDJkwe79u796esomvczfvRoHD5+XNyXP08etO/UKVjWtugao1KFCti4eTPyKQpy6zruAlgty4gVKxZ279+PxIkTB/l+MOYM1yIcgAmkA8n+deHCBeTOkQNJvnxBH10XQ8fuA5hALXsADB48WJzs7ZW1Tll/9N0H+lo2pSBMHUnCelXF9Zs34enpyU8nC7HoIo4GNlJWJA32y5QpE6pWrRqsVWqO/oYqVKjQ0HWaaNXB6mMUJQeqVk2CxYupgY7r4vOjcx1rOv/27NkbpknZdRV8bXkERSmKxIlNXLly4ZcHgTL2u9eP1Nrx9u3biBo1KmrWrIlChQo55KKVs5k7d65okQlQpabf9jebaToj1q5di3LlKBfXMV26dAkXL15E+PDhxbU8X5P8fOBl4MCBmDJ+PMIYBmhEeCVLiz+6Uhkoy8hTqBC2bNvmdIE4vhbhY81+za1bt5A0aVJ0MU0MpoVBX9sOAigkyxg6YgQ6dLD+fof9nByZMyPd6dOYaWN7P5oUFDUqHv9GVTolW/lUGAeXXr16YfjgwVhjGPDdMPYeVegoCiKmSYMTZ87w9RxzaQG9FuF32SxQpU2bFnsPHECYzJnF8g7VuWSiVhJRo2LixIno2rWr3Y74+LFjkUZVMcjPLz6Ndp1lmnAzDFEezFhI9fTpU+TLlQv58+fHotGjsWPKFDRs0ACeceJg69at9t49hwlQ6Tpd3NrOyDaMiCIb6HcDPdQehKptkidPg5w584rX0Hfv3v3W12UhE70hGzduEkzzLz/BFxIHuj4N169fxo4dO+y0hyyko+vH0aNHi8z8mTNnonDhwvxmPZBMnz4bslzMSvCFlISiZMeMGcEzGPpnXb58WWTypkmTRiSDlCpVCvFix8agQYN+uld+SA5upkyeXLwP8jYMUG51a0t7oQSUBW8ZuP3Pzp3YsGGDvXeXMRZMqCph6NChGAqghCyL+SRbLa8PRWQZuXPnRgueHxJoIri7w8ufpBIvekyECL/1PSjwEpzBF0rWnDpxIlr4Cb6Q+AAm6TpOnTuHgwcppMcY4wAMC3SUMX/42DGcO3cOq1atEgs69x49QsuWLe36Znr/3r2orGnfZHf4oKXUErqO/Xv22GHPGLM/6t1aunhx3Dh5Elsoa0XTcNHbG1R0nuvdO5QvWxZnzpxBSEeZoWnTZoQk2VqkeAFJOoisWbP+8vfw9vZG5cpVRTby1q1euH69KI4di4Y2bdohffrMuHePcooY+7ksx6dPaV5RFRuPyANVjS0GczPGXMudO3dhGLbPSbqeDbduUcMQx3vdypc7N54fPQqq23sJ4AqAem/fomfPnqKlMPPf+PHjkTF9erx7+RLhAZQBkMHK44pSdraiYM4sxwzEMcaCRufOnUX7qmdp04r5JCWoPXuUKOjUvTu2bN+OMGHC8KEPJBWrVBEBrltWtlE7/CWKgkrV6VlwHleuXMHz16+/e3dBaYjPLGkfkRSF318wZsEBGBZk0qVLh4oVK4oBZKFChbL7kabgj3+5crSNW12wkIoqXI6fPo0Vmobivk4OiQCsMgx4miaGD6O2W6xt25YwzY2AWBLyTYMktQElHjVs2PCXDxS1ilq7dh11z4WuHwMwFqa5FqZ5GQ8eeKNSpWo8EJP9lP+f22i8uS0GnwNDiAcPHogKgsaNG6NLly44e/asvXeJBaHo0aNBkq7b3C7L1xEjhn1mM/qnf//+CPv+PQ7ouphaExlACgBjAAynj2PGiJZ1zDoaiNy2bVu0Mk08psxqS1cCWzLoOh5yggdjIQ5VF1KLqMePH+POnTt44OWFAQMGOOVMKEdWt25dxIsTByVVFUd9XZFfpMCXokAOH14kLDvj+wufNTYaPdAMQBQAMSzn7Q+6LtpgMsY4AMNCkEJFimCZqloNwlDWwRZZFo9hLCSiajVq0WetQQm16ftL08RjuOXHv8GV6tVr0FsWyDLlik0EMAiqmgayvBwLFsxDjBh02fnzvnz5YmkV1dxKq6hk0LRJOHHiCI4epUt3xgLeZiJ2bJpvttTGI/ZC056I2QrMtVGAN2GCBBjSpw/OzJ2LeaNHI2PGjKhetapoJcFcT716tQCsAURNq19nYRj/oF692nAk9Lu4bMkSNNc0sZDjFy1Rucsy5s+fb4e9c452qQP79kUJSRIBK1oEi0kt3fz5nEuKglhx4wbjXjLGHGkhnQamJ0iQAG5ubvbeHZcUMWJE7NizB3KiRMgJIKmbG1K5uSEtBS6iRcO2HTucbhZxqlSpECNKFNG+jq4wclBLSwCdLFcdfSkJBMCMqVO5k0YwoCAqtRLdvHkzXr+mFU7maLgChoUYbdu1w3VdR3vL0Ekf7wHUliRIoUOLbFDGQqL3798jtq5bbdFHYlE5sbf3f8P9QjIaUr5o0QIx2DhDhhdQlPYIG3YIKlXKjMOHD4lMst/pd//qFRVt2ypBLw5FcccebpfIfrJ1Xvv2rSFJcy0jl31XwtyBojRB6tTpxdwN5rpmzZqFHj16oLNh4JGu47im4b6mYR6AdatWoZWTZV6ygPnrr7+QMGFCqCr9fa+yXAV/Ea8FqloMadKkR3UHa3vy6tUrfP76FeltbA8HIIkk4dEjaq3IrLVvO3/5Mpqb5n/XdXVFXe2/bdz8OkA3XUfd+vX5YDLGWBBJmjSpeG3euHEjyrZsiaLNmmHp0qW4de8esmXL5nTHnbrctGzbFlMlSbQho3PzWUvgpTwAmv58iX7uL1/QoE4d7uAQRKjCqHq1avCMFw9ly5YV8/LixIqFNq1bc3KVgwm+CU3MqVtVLFq0SERUY8eOjVq1aiFevHhwNrly5cKkSZNEaedKRUEZTQPleq5RFGhubli9Zo34+RgLiVKmTIlxsoz3ui7aVPi1m7Lo48d3iHaCjhKEqVevnrgFdtbqv2yFwuh+mS9g2U/r0KEDzp07j4ULa0FRhkPX89MZXswzih07Htav38ItyFwYVS8O6tcP1agKxtf9bpaF2deGgfZz5qBvv35OeY3HbPPw8MC+fbtQo0ZtHDhQGZJEz7oJ09RQqFBxLFw4z+FazUSKFAmh3dzELLrSVrZ/oiCDaaIMX7db9eHDB/GRMo99NAIwE0Bhy2tAJUsojkLyPRUFebJlQ4UKfitvGWOMBXZSFC2Q080VdO/eHYcPHcLWbdtEQg9VW/rmQX0idB0lL1zAsWPHkCMH1cmwwEyiLZw/Px5dvYqxhiH6Z9AMnoVfvmDw5Mm4dfMm1m/cKNYumP3xs8D8XQikF9QECRKiR48BmDz5H/GR/t2tWzenXABs3ry56HVe5q+/cCR1alxInx4t/v4bl69eRbFixey9e4zZDWXIvjdNkbHi9y/7CDUukmU05ezoYCnl9vCISt3bbTziH+j6a+TPT4vnjP3cG7758+dhy5YtKF06MVKk2I3s2Z9g7NhRuHDhDJIkScKH04WdO3cOt+/fF725rWlgeVOwfv36YN4zFhwoqLZ//x7RAmTChDGYOHEcLl26hO3bt/xyy8ygRAGhKlWrYrKqijbBfk2loKGuo3Ztx2qd5iio4ils6NDY4eu+iAB2Achs+Xt3B0BXG20BlKpSBZu3bePWQ4wxxn6Kqqpo1pxaZwNFbTzG5/6LF2niDQtMM2bMEB00dus6WgGIa5nh24um1RoGNm3ZImb9MsfAFTDMpmHDhmHIkCE0BlNcnus6Xaq/AzAeQ4f2hLu7uwjEOJt06dJh6lR668YY80E9f0eNGoX27dvjrCyjoWEgEs1GooxJWUb2HDnQunVrPmBBLEyYMGjVqhmGDBkBw6DL1ZK+tt6FqrZEmjRZkDt3bn4u2C/1+C5evLi4sZDFWkY8/CzOhpNlfPz4MVj3iwWvDBkyiJsz6N2nD3Js2IACHz5ggK6DpjQ+ATANwAhJQqsWLUQ7F/Y9eo9Wq3ZtjJ07F9V0Hcks98e0NKGjY3nQ8vuwfMUKJEvm8wjGGGPs50SI8G//DGqiba2fzHPLx3DhqEkZC0xzZ85ERUDMEvKLaqwyKgrmzpmDkiV9rykwe+EKGGbVp0+fMGTIcACtLfFTCr74vEXvAaANhg4dwW/UGXMh7dq1w6pVq/AuUybUtCz9L4sSBR27dxeDAR2tRYmr6t27N4oX/1NcNikKVbp0ETNhZDk5YsXSsWbNCm4VxRj7KbTAqirKNxnxvh0D8FbXkSZNGj6yzGF+Z/ceOIAwGTKgHIDw1AoVwORw4dCjZ0+MGz/e3rvo0IYMHYroiRIhm6Lgb5rzBGACLcZIEo7IMkaPGYNTp09z8IUxxthvyZMnD6JFioTpNrZT4gRVZXLHmcD38OFDZLDRmYgal2fUdTy4ezcIvjP7FRyAYVbt3r0bb9++AtDCxhFqKbbv2kXF7IwxV1GxYkUcOXECT548wd27d/HAywsDBgzgjJVgRHN21q9fi+XLl6NAgTDw9FyFDBluYPjwwTh//jQSJaLCYsYYCzhqM0Wv78NVFff8bKOal86yjITx4uHPPyn4y5jjVK0fPXkSp06dwsKFC7FmzRo89PJC//79uZ/5D0SLFg0HjhzBX23bYpa7uxiI3E6WkbJMGRw6ckQk3VBVJGOMMfa7HRw6de2KSQAohdunlvqrJfgyUJLQvEULRI4cmQ90IIsZIwYu+7P9kqIgJs/LcxjcgoxZ9e4dtRojcWwcodh+HscYcyWO2BP+d2iaJmYb0PyLr1+/ImvWrKhTp44Y9Ouo8zqqVKkibowxFhjGjB2LPIcPI/Pjx2iq68hOg8wBTFEUPHRzw5ZFi8RrD2OOJlOmTOLGfk7UqFFFe9mhQ4fi1atXok0Mt4BhjDEW2Dp37oznz5+j66hRGCLLSCFJuEntxzQNDevXx7DhFJphga1Ow4bo26MH+hgG/E7z3E0V7rqO1fXr84F3EJLpjJPUg9Hbt2/h4eGBN2/eiH66IQUN6fz3jQ4VrJe18ogN4n7KSOM3RIwxR3bz5k2UKlYMV2/eRDpVRQTTxHHDQJiwYbF46VKUKVPG3rvolELq+dEe+FizwELVjQMHDsT8OXPw9sMH0ZasQoUKoqWTs8wGYY7h5MmTWLJkCV6+fCkqM+vXrw9PT09775ZDe/bsmVigihkzJqJEifLTn28Yhqha4cqV/+PzY/DhY80YC8j77vnz5+PBgwcioZMSHlOnTs0HLoi8fv0a2TNnxqf79zFE08Q8mC8AFgHorijInCsXduzeDVXl2gtHOD9yACaQDqQrypIlB86e/QJd3+drBgx5B0UpgPTpVZw6RV3DGWPMMX3+/BlpU6aE/OABluk6fPJnH1ODRUnCZkXBsRMneOHxF4Tk82Nw42PNApu3t7dYOKe/XZ7vxX52TmTtmjWxeu1axFZVJABwwTTx0TTRr18/9OjRw6EDBNeuXcPUqVNx6vhxhAodGqXKlEG9evWCtCKWEtZ69eiBLdu2gXIfFVlG2TJlMGjIEKRKleqHQZcFCxZg0rhxOHHmDNxUFcWLFUPHv/9G/vw0Jy5k4/MjH2vGnKkjg081Il97scDy6NEjNKxXT8zs9UHXGTWqV8fkqVMRMSLN8WaOcC3CM2CYTbNmTUPYsHegKLRkORbATgDjxL/DhLkptjPGmCOjOSo3797FOl/BF58mistME3EBjB41yo57yBhjwc/NzU1k4fMCAPtZzZo0wZb160V25T1Nw2FNwyNdRzfDQK9evTBr1iyHPahTpkwRAY/548cj9oEDCLVzJzq1b48USZPi9OnTQfI9Dx06hHx58uDuP/9gumniAIDxhoELGzciV/bsOHv2rL/Bl4YNGojqomhnz2KyaWKQtzdub9mCggULOvSxZowx9v/qx/bt2yN6lCiiKiRihAioUrmy6DrDfg4lMVCCJZ0f2b/ixImDrf/8gytXrmDu3LliZt7de/ewYNEiDr44GK6A+YGQnlVz+fJl9OnTF6tXr4aua1AUVQxx7dev7w8zthhjzN4qVaqEp2vXYr+Ni7S+FF6OEAGveZ7VTwvp58fgxMeaOXO256pVqzBj6lTcvH4dkaNEQfXatdG4cWMexuqE7ty5g8SJE2OiaaKFle3VARyPHx/Xb9+GLDtWnt+ePXtQqFAhtLYMCQ5juf8hgPKKggeRI4v9pszkwFwooircSDduYIdhIKyvbW8B5FMURMyWDQcOH7b6+YsWLULt2rVFsKumr/vpioaO/0xZxs1bt5AgAdUhhUx8fuRjzZijt37NmzMnXty/j0a6jtwAbgOYqii4r6rYtGWLODcx/71//x5jx47F9MmTcf/xY4RycxPv87t07cqdLJjdcQUMCxQUZFm+fBlevnwh+jnSR/o3B18YY87g08ePiOJPhkw0eswX6pTKGGMsMH358gXly5ZF9erVoe3bh+oPHyLl+fPo3a0bMqZNi1u3bvEBdzIbN26EmyShno3tTQHcuncP58+fh6MZPXIkMigKxvkKvhCqhF2h63jy/DkWL14c6NUvl65dwwA/wRdCaQu9dR0HjxzBxYsXrX4+tR0rKsvfBF8IhbZGAggvSZg+fXqg7jNjjNkLBa0PHz6MYcOGYfjw4Th69Ki4z5n93akT3j14gBO6LoL/5QG0p5nLuo5c3t6oW7OmSFZhtr179w6FCxTAoD59UOzxY8wH0M/bG8dWrkTO7Nmxw1frLUd15MgR1KpZE4nixUOS+PHRtGlTXLhwwd67xYKZY6UmMYdF2c2U8cZZzowxZ5I+QwbsVxR8tLF9qywjHQ8GZIyxQNe/f3/8s20btlD1gWFgCABa3r5mGAj99CmqVKjg9AsrIc3Hjx8RTpIQ3sb26L4e50jo92z79u2oreuwNp0mIYD8kiQeE9jzZkg+G9t9Jrhcv37d6vbTZ8+ilI0kEqrTKaTrOHXyZKDsK2OM2bvCMmvWnMidOzd69BiE7t0HImfOnMiePTfu3bvnlE8OzXtZtnQpOmoaEvvZRkH5kYaBB15e2Lx5s5320Dn07dsXV86exUHDwAwAdQB0pflzmob8moZa1auLpB9HNWbMGOTKlQvHVqxA1YcPUe7+fWyaPRuZMmbEkiVL7L17LBhxAIYxxpjLatKkCd6YJnrQAoyfbesBbDYMNG9NDUkYY4wFFurPPXXSJLQ0DBT3sy0+ZfZrGk6dO4eDBw/yQXciadOmxWtdx3Eb2yl8EUpVkSxZMjgaTde/qXzxK4xp/lIWMmXmbtmyBevWrcPdu3e/2UZtOskDG5/rc7+tBDdqsfLGn+/9RpIQOox/PxVjjDk+amdcoMAfOHfuOb07g66/hq6/orpLnDnzWGyj11pnQ8H1r5qGoja203zSaKrKlRA/uJ6cPWMGmus6MvvZRme/cYaBpy9eiJEJjoiuczt06IAuAK5qGoZRRS61odM01NR11KtbV3QaYiEDB2AYY4y5LKrco36xYwHkURRMo57q1KdeklBRklChfHkx3JYxxljgzhB8+eYNqtjY/geASIqC/fv382H3VaWxc+dOdOzYEa1btxaDVB2tkqRYsWJIGC8eOsnyd5WldwCMUFVUqVoV0aJRg0/HIUkScmTLhrU25tK8ALBXlpEjR44Af01vb2906dIFcWLGRMmSJVG+fHkkSpQI5cqUwaNHj8Rj/vzzT0QMFw4TbXyNCQBiRYuGfPms18iULlsWC1QV1sJC1MBvr2midOnSAd5nxhhzRLNnz8b9+/ehadRKqoRlmVIBUErcd/fubcybNw/OJnz4f+tFn9nYTufR94aBcOHCBet+ORP6vaBZrfRbYU1Ker/v5oYzZ84E+Nx9+/ZtPHz4MFiqsCeMH4/kqorBfhbf3WgOEFWzmiamTqX/YyEBB2AYY4y5NFrIouzUsHnzohmA2tTWI1EijBk3DstWrICi0AU+Y4yxwFzwJrYmcJmWbT6PC+loISBTpmwoUqQIxo9fiWnTdqNBg4aIGze+CMr4RZnA586dw40bN4K1jRudL+cvXowToUIhg6qKOSSUc0qZnZkVBeHjxsXIUaPgiFq1bYudlvYlvn0F0EySILm54a+//grQ16JjXr9uXYweMQJtPn0CNRp7DGCaaeLEli0okCcPXrx4gQgRIqBzt24i27U/gNeWz39uOWZzAPTs2xdubrQU870OHTvijmminiSBcsF9UMOy8oqCuLFioUaNGr94RBhjzDEsWLAEplkOQCIrW5MCKCMe42xobnLyxIlFAqA1C2henuUcvmjRou+qKBkQxlLl6fsc6JtOFVSm+d/j/KukoVZm8ePEEQma8eLFQ4Y0abBgwYIgvY46uHcvKmma1YV3akNXWtdxYM+eIPv+zLFwAIYxxpjLK168OHbu2YNPnz7h7du3uHLjhgjMqKpq711jjDGXQ4sOMaJEwVIb27cCeKvrKFSoEEI6ysYsUqQ4Ll58AmAXNO0OvL1pMOt1vH2bFaVKlflvSPvz58/RpElTxIgRCxkyZBCtvlKnTo+lS20d6cBH1RqHjx5F1kqV0E1RUAnA9IgRUa91axw+fhyxYsWCI6pevTpaNG+OJgByK4qYSdSNlvZUFesVBYuXLkWMGDECPEyXHj/bNDEIADVco5+6MYADuo7H9+9j/Pjx4rE9evRAt27dMEBREFuWkcTNDXFlGWMpI3bwYLRo0cLm98mSJQsWLV6MVaoqPqeYJCGPLCM5BXNixMDWHTv+y7BmjDFn9eLFKxvBl3+ZZkK8ePESzkaWZXTv3RurLDNL3lrup6pGCie1o0QU00T79u1Ru3ZtUUVZqUIFEcBn//IJlMySpO/aiZN19PujaShXjgJ41n39+hVlSpbE0AEDUOn5c3ENSs9JoitXULduXRGYCSqUaERBIlvod4GTkUIOyeTpl/6ihTrq30t9KXkAPWOMMcbnx+DmytcitKBMg1fp50uaNCm/CXEh/fv3x4C+fbHUNFGR3nRY7qdqgT9VFXEyZcLBo0dD/HO+fPlyVKtWDQANU/fb4fwTVDUl6tQpgpEjRyBnzry4despdL0tILrKP4MkTYdpbhRDXtu1o+Wc4EMZpe/fv0ekSJGcIqGB3vauXbsWkydMwMkTJxA6VCiUKlcObdu1Q7p06X5qvtzOOXNw3UZWK1Xbbo4dG/csrcjI48ePxbDdJ0+eIG7cuKJyJXr06Da/x7Nnz0RLFTquCRIkEEG248ePI1SoUKLlWdWqVRE2LOXPhmyufH50NHysWVApUqQY9uz5CF233pZUUXKhaNEo2LJlk1M+CcOGDUOP7t0RCkAUChgYBrwt27pTtaPlGmk5/VtR4Jk6NQ4cOcKtySzo/EfnTKoc7UltuyyV1FQfXF1RkLlAAWy3Ui3sY/LkyWjTqhV2mCYK+tk2yPI1L1y4gDRp0gT6c1+/Xj3sWbwYNzVNNNXzjaYaxVUUtOnaFQMHDgz0780c8PxIARhm25s3b+hvW3xkjDHGWMg9P7548cKsWbOmGTFiRNPDw8Ns2LCh+e7dO38/p0CBAuI4+b41bdrUDOnH+vbt22aVKlVNRVH/Oy5p02Y0165da+9dY4HE29vbrFKpknhusyiK2Qowy0iSKUuSmSxRIvPevXt8rE3TrFqV/g6ym/SuzPqttxkhgofZqVMnU1E8TOCqn+2GCXQQf0uPHj3iYxoMSpYoQc1ybD1h5hTAlGX5l88zdWrXNt3U/782ekSIYHbt2tX8+vVroP8szs4Vz4+Oio81CyrLly+3vN5ttvKSuk5sW7NmjVM/AUuWLDHDuLmZYSXJrAKYtQAzMmCqgLnA1w98BjAlwJw+fbq9d9mhDB8+XJxX3RXFLCzLZgrLOTJvrlzivOmf9KlTmxUlyer5+gtgxlRVs23btkGy3ydPnhTXvY0B87Ov7/sOMMtKkhk2dGi+Hg5B50duQcacGpUTLl68GCVLlkb27LlRo0ZN7Nq1K1j7YTPGGAsZatWqJVoB/fPPP9i4cSP27dsnMqF/pHHjxiL72ec2fPhwhGT37t0T5+w1a45A12k6wikA63HxYgwxyJqGjzPnR5n7S5cvx4YNGxCvZEnsTZECr3PlwsRJk3Dq3Dl4enraexcdwvv3H6DrMf15RCx8/PgeM2bMhq43AkQDKt8ob7YXTDOUUw4pdkYxY8XCZVW12g6FXKLHRI3601+Xqon+KFAAm5YswVBNww3KyqWKmvfvMXLYMNSpXZvf4zDGXE7FihVFu01ZLg+gI4Cj1OxRNOmSpMooW7Y8ypYtC2dF1/6NGzZEAU3DI9MUlS4Laf4bgDpUJUHzSS2PzQCgpCRh3qxZdt5rx/L333/j5s2baNu9O6JXqYL8DRpg+/bt2HvgAKJEoboi265ev46CNtYHqSopj6bhyuXLQbLfmTNnxsxZszBblhFfVUFXcXUtlS//hAqFlatX8/VwCOI0AZiXL1+KhQ8q56EydxqSSBep/ilYsKBoa+D71qwZFYUzV2lbki1bLvF7sW3bOxw/nhwrV57BH3/8gdq160DX/eu2yBhjjAXc5cuXsXXrVsycORM5cuRA3rx5MWHCBFEW/8hXmxlrwoULJ+Yi+NxCepuUbt2649UrBZp2DEBrAJnEgFXTpK7M9dGyZRsxZJw5P+p/Xrp0aaxdvx7nrlzBvoMH0bx5czGc3J4MwxAJO7Nnz8a6devEfDB7SZ06FRTlEDX0srpdknYiceLkePOG+t/nsfFVIkGW0+HGDVqyZ0GNesZf0zSssbKNzgbzFQX1/vrrp7/utGnTcOnSJezRddGSJgkAaogylBbrTBPLli/H3r17A+VnYIwxR6EoClavXomuXTvBw4OScHICyIVIkRahZ8+uWLlyubiecFYzZsyA8eWLaMkaydf91ERyOs05AfDv1LB/pTFNeP3gvYUjevr0qThH0Zw0mm8X2BImTCja29J7r+nTp6No0aIB+r2IGD68ODfb8kiWETEI35s1aNAAFy5eRPUWLXAmfXpcyZQJLTt3xpVr10RLURZyOM2rGGedMr9q1KiNS5ceADgOw6A3I3OhaTSkdCGWLFmKQYOooyNjzJ5oUYsGCXJAlDm7w4cPiwSQrFmz/ndfkSJFxIX/0aOUqWfbokWLEC1aNKRNm1YMY/748aO/j//y5YvoJev75ipev36N5ctXQNNoVkVMK5n8A/Dp00cxF4OxoLBt2zYkS5RIJOxQQhdVXcWLHVsMTbdHBTVV0RkGBVcGWDpO+bYbwFq0aNEYskzdw+/b+CqUdPRA9J9mQa9AgQIoW7o0askyRtCik5jW82///vyqiojRo//SPJ7Z06ejsmHA2jSaqgBSqqoIGrKQjRNTmSui+Va0fuPl9RAnTpzAyZMn8fjxfbHg7ubmBme2Y9s2lDaMb4IvPmh6Gk2B2+HrvrOyjLhOVCVMs81q1qiBeHHjiiT4XLlyIUHcuBg9erRDVG1Wrl4d81QV1tL3qfLoiGGgcuXKQboPKVOmxLhx43Di7FkcO3UKgwcPRvz48YP0ezLH4xQBmODMOnXlRQ9XQkOyduzYBk0bByCrn8WbWjDNFhg7dqJ4PhljwY8yX8qVKSOynGnhOU6MGOjRowe/pjKn5eXlhRgxYnzXYonK3mmbLTVr1sTChQuxe/duEXxZsGABateu7e/3GjJkiFhI9bm5Uqumhw8fQtO+isxG6+JBVT1FmwHm/KjSZP/+/WL4+I4dO6Bpml33h/4OS5cqhaT374NqTmhvrtHi9ps3aNu2rVgsCG7JkiUTf/PAYMhycQCLAWwA0FT8u1ChwmjZsiXKlCkLRZlK71asfJU10LSHqF69erDvf0hEXRWWrViBeo0aoaeqilByOMsiWtwcObD34EHEjOlfWznr7j94IOoBrX5PamWiabh3+zaczblz59CwQQPEiR4d0SJFQolixbBp0yaHWJhzRpyYylxZmDBhkCVLFtG6if7fFeiaJlpd2RLacj1CqDZ8m2GgfiNqVuUcAeH8uXNj18qVGE6tvChpDUCpZ8/QsWNHcbO39u3b452bG8rIMnwajZmWoFdZVUXalClRoUKFf+83TVHFU7tWLeTInBnFihYViQ/2rJRmLsR0ArNmzTIjRYr03WBPRVHM1atX+zv4Nlq0aGbUqFHNNGnSiOGFHz588Pd79enT57thuTzYz/GMGTPGlOUwJvDFxvzLI+J5O3bsmL13lbEQZ926daaqKGY6RTEnAOYqwGwDmBEUxcyYNq35+vVre+8iCwSuMoy1S5cuVs/7vm+XL182Bw0aZCZPnvy7z48ePbo5efLkAH+/nTt3iq9548YNm4/5/PmzOK4+t/v377vEsSYPHz60HNfFNs7f701FCS+GbTLntnnzZjNZokTf/C3FixXLXLhwod32KXvmzGYeWTa9rfzyifNU2LB2+ztbsWKFmSlTtv+OVYwYccwBAwaI1wNy4sQJ080ttClJxUzggmW3P5vAHFNRIpglS5a2y36HdE+ePDEXL15szp071zx//vxvfa3Enp5mE+svjOKWRVHMypUqmc6Efq/pmjC+qppdAXMAYGZTFPE73rFDB9MwjN/6+q5yLRJQly5dEj/v8ePH/7tvy5YtpiRJ4vzq37rI7w6ZDmnHmrkuXdfNu3fvmnfu3DE1TQvy79exY0cziqKYH628rhuAmQYwSwLmGMD0UBQzZ7Zs5qdPn0xn0L17dzOiopjXrfxsoyzXM/S6ZW/79u0zY0WLJvYnmZubGUdVxf9ny5Tpv9dO+r34q2FDcX8KVTUbAmZRWTYlwEyZNKn54MEDe/8YzEEF9PzoFAGYX130mDZtmrl161bz3Llz4s1e3LhxzQoVKvj7vVx50cOVjBw50pTl8Cag23iPckY8b4cOHbL3rjIWorx//96MFDGiWV6SzK9+/jDPAaa7opjt27e3926yQOAqb8SfPn0qAiz+3b58+fLLySDW/kbouNH1SUg71j5y585nynIuE9CsnL/HiYUkelPMnNe2bdtMRZbNopJk7gPMt4B5AjCrWN6Mz5s3L9j36erVq+J7r7axuH0fEG+y7bFvfl+T6E2+tUUhOq5Ro8YUP4ebW1wReKH/r1Chkvnu3Tu77K+r+/r1qwgiVChf3syfJ49Zt25dc+/evb8dOLCmd+/eZnhFEb+Lfn8/d1n+dijJxVnQolZoNzezupVrwvGWn2fNmjW/9T1c7fzoSImpvC7CXA29bk+cONFMmjDhf8kO8ePEEUk/QRmIuX79urgmogV9zU/wpZ+vJBU3VTXr1K7tNK9ndDxjRo1qtrZxXfWZkklU1ezUqZPpCOj93JIlS8wOHTqI10C/53JaY6TrwFmW58bn57gAmJ6qaubKli1Izv3M+TlFAMYRs05D+kWdszhw4IDld2SrjQBMLzNs2Ajm27dv7b2rjIUos2fPFhcut2xciHUGRIDGWbJ6mG0hNeuUstB9L4b+KOvU1vnr7NmzIfZY0/WYLCumJFU0gauWlwf6GUeZkuRmNm7cxN67yH4DvTlNmzKlWUiSvllo8FlsqAmIN+z0Rji4sx/Fewt/KgwoScDRq6/ouC1btkws1g8dOlS8V2JB48WLF2aOrFnF700uRTFrW7Ji6d+1a9UK9AU7Cr7RYmASVRWBQqrUeg+YUy1Z0RQA8u970vmpadOmZqH8+UXAiBaagvvvzLe+ffuKgNJrG39vuRXFLFygwG99D1c7PzpSYip3BmGudm3StEkT8XpRQ5LM9YC5CTAbAKYiSWa1KlVEBURQoeQOCsIkVFWzC2D2osoXn/NJ7drm2rVrTS8vL9OZUJCW9n++P9dVRWTZrFy5sunoKJDtGTu2+H2w9nPQ7woneDOnDsBw1in7nRNo+vSZTVVNYQIP/bw+HhIZga1ateIDzFgwo4yS5G5uNi/CdlguXm7evMnPjZMLaYsepHjx4mamTJnMo0ePikBKsmTJzBo1avy3nbLWU6RIIbYTSvjo37+/WBS7ffu2yFxOnDixmT9/fjOkH+tVq1aZkSP/2wrAzS2mKcuhRVCmadNmIuOcOa+TJ0+K53WbjfPABTtl8tN5h77vEhv7ddOyX9ROijFSpmRJM6qimIf8BBHnWxbs+vXrF+gH6tatW2aenDnF76Js+Z2kQH/VypVtngPofVG7du3+zeZWVbMaBTdkWfw7ferU5uPHj+3yhBYvVsws68/C3EjADBcmzG99D1c5PzpiYipXwDBX4vM7P93Ka9FKy9/YypUrg/z6qF69embcGDHMWFGjmhXLlzd3795tOis691Dr1t42XuN1wEysqmazZs1MZ0m02+HPzxJFVcX7OsZ+9VpEtef8mejRo4vbj+TKlQuvX7/GyZMnxUAusmvXLjHYM0eOHAH+fmfOnBEfY8eO/Rt7zRxl+OXKlUuRL18hPH+eHLpOQ0cTQ5JobNkGZM+eG0OHDrX3bjIW4oQLFw4vTVMMErR2gnnm63GMOZtFixahVatW+OOPPyDLMipVqoTx48f/t93b2xtXr17Fx48fxb9DhQolBo+PHTsWHz58gKenp/icnj17IqSrWLEiSpUqhbVr1+LatWvw8PAQ98WLF8/eu8Z+0+PHj8XHtDa2p7YMFPd5XHBJnDgx8ufJgxGHD6O8YcD3aF961zQIQGR3d5QrVy5Y94s5pitXrmDD5s2YT+9Ffd1Pv7t1AJwwTUwYMwZdunRB6NA0Qjlw0Htj+r63b9/G8ePHoaqqOOckTJjQ5udMmTJFnGfGAmilaVDoTsPASQBlrl1D1YoVsffgQfH+KTgpioLP9D1p+cqKz3StqIi9DfFoUHX9+vV/+BoWK1YsPH369Jv7NU0Tg7BpW0D5rKHcuHEDSZIksfoY+r0OzN9txuxp+rRpSK2qaKT5jLv/v0oAcisKpk2eLK7Tg0rmzJkxd+5cuAo6p9SsUwczZ89Ge01DJD/b1wK4pWmIGzcu6tSpI94fpU2bFo0aNRLviRyJruviYygb2yXL2obP4xj7JaaT4KxTZmvwJZW3J0qU3PTwiGpmzJjVnDJlCrc3YsxOKNOfTi0rbAwZLCTLop0Hc36uknXqDPhYM2fiqBUwhKrTwoQKZeaQZXMDYD4BzMO+ZtNMnz492PeJOaYJEyaYoSRJ9LC39nt8zPI7c/jw4UD5fvT3kDcXzcb69+smSZDAHDNmjGiL4h9qmUOPrWljPzdYvp5PZWZwGjdunKlSm04b2cSpVdWsVLHib32PkHZ+5HaojP2ajGnSmM39qcjrThWEsWPz4f1JVEUX2d3dzKIoYlaZYZn7NxEww0iS6RGe5jbDzKwo5p+SZEZUFNGK7Wcq9oIDVfxFixTJbGfj92O/5VxK7acZ+9VrERlOlHWaMmVKkQFUsmRJ5M2bF9OnT/9h1umff/4pPo+ySiiavWHDBjv+FCywxYgRA3369MGtW1fx+vVznD59HM2aNUOYML7zGhljwYWqFIsVKYLGioKNlIBpuf8VZWUC2G0Y6N6rFz8hjDHmojJlyoS0KVNiqCSJakjf6N3JYAAxo0ZF8eLFg33fsmfPjp27d0NLlw5laD8s1Q3H4sbFggUL0Lhx42DfJ+aYqKpAkSS42dge1tfjfteoUaNE5ZVy9ChmAVhKFQr37qFThw6oWrmyvxm3N2/exM27d1HXxvYSAKKqKrZu3YrgVrduXVHdWEWW8cRP5UtrAJd1He3atw/2/XJmqVKlEq+d9Fp17NgxHDx4UFTmVq9eHXHixBGPefjwoVj/oO0+vyMDBgwQ3UTu3LmD9evXi+cmf/78SJ8+vZ1/IsaCR0R3dzzypwqQanIjRozIT8dPogq6nXv24FOSJChMXS5kGZElSbzGh3d3h8fnzzgO4KSuY5tp4qGuo4VhoEWLFtiyZYvDHG+q9mvasiWmyDJ2+NlGNYdNAMSNGRNFihSx0x4yV2DXFmQ/I0qUKFi8eLHN7VSWTTNtfFBJ2969e4Np7xhjjPlYumIFKleogDJ79iCBqoKaPp4xDBiKginjx6Ns2bJ8sBhjzEVRS4pR48ahZIkSKAmgp2kiE4CrAIYDWAFg7qhRIlnKHnLnzo0TZ87g7Nmzos1T1KhRxX3ULokx3y2aPhkGtgOwFipcQ0GY0KFFO5XfQQmEf//9N7oAGGIYos0JqWaaoAbL5datw7x589CwYUOrn09JiL4DQn7Rb3VoSfrvccEpUqRI2LR1K0oVL474b9+iuGEgPIDtioJXpolpU6eKpEr2c7gdKmM/r3L16uh45Aju0NqhlRbZyxUFf9esyYf2FxNvLly5gn379omxD5QMTQGNBg0aYB2ArL4eSyGucRSQURSMGDoUJUpQmoBjoBbR0yZNQtHXr1EUQD4A9yxJEbTS/OHJEzEKg4Mw7FdJVAbzy58dArx9+1Zk7rx58wbu7u723h3GGHMKdGo5dOgQVqxYgXfv3iFFihSitzVVrTHXwOdHPtaM+YcyG9u2bInrt2//d1+8WLEwdORI1KpViw8ec/jrmGyZMuHDhQvYpesimcQHzVYprCio3rAhpvnqyPArqEvD/PHjcV/TvplL5KOULONZhgw4duqU1c//8uWLyMqt/+YNRloqj18ConLHAxCZx9lpQuaGDShdujTs4cWLF2LuwZZNm/D182dky5VLdCxIlizZb39tvhYJPnysmTOj9bz0qVMj7NOnmKVpyG2Z60Gv59S54aGHB85evPhTs5SYbS1btsQ/06fjqqb9l1jg20w67gDev3+P8OEpNG9/hw8fFgk5bWnOG83IspxHqwFoRrOCFAXh8uYVFT+M/cr50WkqYBhjjAUtyo6kNgW06JA0aVK4udlqvBGwDOg8efKIG2OMsZCHshqL3bghgvH3798XAfgCBQqIoeKMOTq6jlm8fDkK5cuHFC9eoKaug0aVH5ckUf2SOWNGjBhJIY/fc+HcOeS3EXwhfxoGul26ZPPzKcu4UbNmGDd8OD6ZJqihi0/IkwIvL2UZieLGtWuWMVWZUaCJbowxZg+0OLpz716UK1UKea9dQ3w3N1EheNvbG4njxsU/GzZw8CUQUXJAJEuQy+rz4etxjhKAWb16NeKqKkZrGqzN6mis6/hr7168fv1aVHgy9rOcZgYMY4yxoEH9y4cMGYKE8eKJ3tKpU6dGgrhxMWjQoEDpbc4YYyxkkmVZtBiqUaOGmOPIwRfmTJInT45T586hXffu+MfTEwPDh8e11Kkxetw47N63L1C6I4QLHx7PZdtvyak1TrgfzLbs0aMHIkSKhGkAqKHXSmrzZ2lLdsMwUKZCBW6xxxgL8SjB8Pzly6JCt1q7dqjUti3Wrl2Lqzdv8jykIGhLdkrX8cjG9k2AWG+IHDmyw/xefvjwAdEkyeYiOc0NJJ8+fQq2faK1mJkzZyJrxowIHSoUIru7i9Zu58+fD7Z9YIGHW5D9AJfaMsZcmWEYqFmjBlauWIG/TFOU2JLlAGZJEipUrIily5eLRTT/Kmc+fvwoBhf69zj/UHb0kydPxABRnyGizLHx+ZGPNWOMsd9D812oRSvVuKTys42G1SdXVfxZty5mzppl82vQ4kyTxo3FgpbvOhfqM96DZstYZs1QQMnV8LUIH2vGmOOhVkzx4sTBn58+YalpiraYPnbSuUqWMXDIEHTu3BmOYtKkSWjXujXumeY3bUd9tAewMFIkPHr69Lc6hfxM8KVKpUpYt349SksSipomntN1g6rCi6px161zqBk6IdnbALYg4woYxhgLwTZt2oRly5djCQ1DpZ7mlttUAMtMEytWrRJ9w62hAcbVq1VD+HDhRBlu7OjRRRYmleUGFLWmyZ+/EOLHj49s2bIhbty4+PPPEmKAH2OMMWZP1JLz2LFj6Nevnzi/UaYsV4aywFS1alUkSZAAZVVVzGvxQYN/K9H8F1lG+w4d/P0aUyZMQGlZ/ib4Akvrl97UAkxRMP03Z9UwxhhjAUWL0QsXL8YGRUEaVcVQSu6keSqShGKShMKFC6Ndu3Y2P//ChQvivDVr1izcunUrWA587dq1ETpMGPwNQPez7SwlOyiKaPkZHMEXMmHCBLEOQysx600TrQH0o4QKTcOfmobqVaqIWbvMeXAAhjHGQrAZ06Yhm6KgipVtFQHkoDftU6Z8t23Xrl3ImT07Tq5ejUGahqV0QfXyJcYPG4Z8uXLh5UsaAes/+hoFChTCoUN04bAIAA2YnY1du+4jd+58OHmSxiIyxhhjwe/p06colD8/cuTIgQkDB2L+iBGoUKGCWCw/cuQIPyUsUIQNGxbbd+2CW6JEYmZLKlVFNlVFIknCofDhsXb9eqRJk8bfr3Hx8mUUMQyr26h5WX5dx8ULF/gZYyyEdz2gjgMPHjwQ/89YUCtXrhwOHzmCzBUroq+bGxoBOJ80KUaPHYv1mzYhVKhQ330O/X4WLlAA6dKlQ7OmTdGoUSPROq5ShQp49epVkAeNZsyahSWShJyKghkU+ADQFkAeRUHyNGnQrVs3BFcC0OTx41HdNFHKz7bQACabJj58/IiFCxcGy/6wwMEBGMYYC8GuX76MvLrfHI//y6fruH716nctx2pXr468mobzmiayRKh12XgAx3QdD69fF5nC/qEL/0aNmsEw8kDXDwGoSd1iATSArh/F16/J0bx5Kzgi6vt6586dIL8IZIwxZh9U5VKiaFFcOXwY6wA80TTc9/bGaQDxvLxQrEgR3Lx5k58eFigSJ04s5hKsW7cOBRs1Qvq6dTF5yhTcf/QIxYoV++Hnhw8bVsyKseWpLItZM4yxkIfec40bNw7JEiUSHQc8PT2RPHFikV3PgRgW1LJkyYKly5bh05cvYg3h0rVraNOmjdXgC3XRKJQvH24cOoRlljacH6jyxDSxZ8MGFC9aFF+/fg3S/aWZhTt37UKUQoXQhIJIAJZEjow2nTtjz4EDgTL7LSColdWNO3dQxsb2eAAyKwqOH/ddO8scHQdgGHNg165dQ8eOHfFHwYIoWaIEpkyZwmWGLFB5RI6M+/5sp20ekSJ9c9/69evx+NkzjDEMkVnpG/Uvb6vrWDB3rr+/q/v27cPt29dhGFRI6/cCLDx0vSeOHz8iyo8dhZeXF5o3b44YUaMiUaJEiBIlCkr8+adoo8YYY8x10HmOhq+v03WUBaBY7s8IYIthINyXLxgzZoyd95K5EkVRULZsWXGtTy1XmjZtiggRIgTocytUrix6wtNilV90FXXQMET1FmMsZKEs+oYNGqB9u3bIfe+eyOanpIIcd++ibZs2aNyokXgMY0FNkiSoqurvY6jl2L1797BH01DVskIQDkBDapuu6zh28iRWr14d5PtasGBBbPvnHxEEefz4sZj5MnjwYDHvNrj4tDl7789jaJu1QBZzXByAYcxBUVZKypQpMW/cOETbuxf6tm1o1bIlUiVLhosXL9p791gwoUyRVatWiQGt1apVw5AhQ8Sw+sBSrVYtrJMk3LURfFkjy6heu/Y39587dw5x3NyQ1sbXpFzND58/4/bt2za/7/8zh3PbeMS/9wdXz9cfoYuv3NmzY+WMGejw6RO2Ufs2yoretQsFCxQQs3QYY4y5hmXLliGzLIOmkZUGUARAJ6oaBUC5j/U0DcsWUetMxuyvQ8eOeK4oqCjL/13P0ZLqYcreVVWR7V65cmU77yVjLLjR+5N58+djPoAFgMimp6QCOnvNptucOdi+fTs/MUGEOiZ07dpVvIfMkyOH6BBBAQZm3cK5c1HZMJDYyrac1E5TlrFg3rxgO3xU7RIrVqwfBo6CQvjw4ZE/Tx7MUxRxPveL6l4uaxpKliwZ7PvGfh0HYBhzQHQhRKWZ7UwTD3RdlGBuM03cNE1Eef4cJf/8E58/W8tzY67k7t27yJAmjXjTfHbRIjxbuRIDevZEfE9PLFhAl9G/r0GDBogTJw6KKgp2W96w020PgKKqKi46GjakvJNv+5W/MwzYKgB+4etxtkSOHNnnp7TxiH/vj+Sn+sZeunbpgk+PH+OErovhd38Coo/tUV1HcV1Hw7p18eXLF3vvJmOMsUDw8MEDXDUMtADEuS4KgLkAUgCYCMATwNsP1BiDMftLnTo11m3YgCMRIiCxJCGzqiKFqopUlrBJkmDbzp0IE8ZvzTJjzNVNnzoVWRQFtaxsqwcgvapimpVZn+z3UQJliuTJMXXkSCQ+fhwJjx3DxGHDkCJZMlFly7737OlTcZ1lS3LDwNPHj50umXblypVizaVWrVoYNWoUXrzwWS3x399du2K/rqMztUD3dT+lYtdQVZGYXaqU3wkxzJFxAIbZHQUSaDGZAg4dOnQQwYeQ3o901IgRYjD6KMvwTB8JASzXddx79Ei8kDPX7j8vAm23b+MEgNOahl2GgYeGgZre3qhfr55o4/W7KMCxc+9ehE2RAoUBxKSgi6qiEJW0Jksmtv0/WPIvapHxzhIYtGaGJCF18uRiYJ4t1NM8QgQPAONsPGI8YsWKh9y5bVXIBB/qR7ts6VJ00DQk8LONioOHmyaevnwperczxhhz/uvSC2fPitf7G5QUQ9deNBjWMoi1NYAVAJIltpajyZh9FC1aVMyMmTptGrI2aIA/mzbFxo0bcfbiRSRMSO8gGGMhzZULF1BI1yFZ2Ub3FdI08Rh7e/v2rUg8/PjxI1zB1atXUbN6dVTUNJzRdQy2JHE81HWU9PZG1cqVHabLgyPxjB8fpyRrv63/JoieUhR4OtH5jJ7jdKlSoUqVKji9cCHuL1uG7p07wzNuXBGg+5HSpUuLdrejJAnxFAXlAeSVZdGFRIoXD5u2bRPtS5nz4AAMsytaQI4XLwHq1q2LqVN3YuLEtWJhNl26TOIkHBLpuo4du3ahjo2LpZQAsisKtm7daoe9Y8Flw4YNYkjdck1DFl/3UyhkJoB0sowRw4YFyvdKkiQJzly4gF27dqFFjx5o3qMHdu7cKd60WwuiUKZl+TJl0EpRRB9hn3ApTXzpSr2FTRPdevUSvV79K6tt146WscYD6EY5L5YtjwC0EsXxgwb1s0vJr1/USu2LtzcK2thOf5Ox3dxw+fLlYN4zxhhjgY0SXN58+AB6a5zI1/2UEDOaBsoCOACgcfPmfPCZQ6Frq8aNG4s++hMnThSZsbw4w1jIFSFiRPhXL0DbInpQQpx9nDlzBhXKlRPJfhQojho5sqgUcPZ1IHr9DWsYuGOa4jqCEjriABgEYIppIrxhYPLkyfbeTYfToHFjbABw0so2avZ9StfxV+PGcAbUGaN4kSLQ797FKfpd1zTs03U8MAyU+foV1atVw4kTlGbrv3bt2uH69ev4q0MHfC1eHDHLlxfJ6+cvXxYzaZlzsf/KFgux6IWkePFS+PIlm3gr6+2dzBLbPohr1+qicOE/cfHi2RBXMk/VP3Sz3bwJCGeaokKCuS4qTaay8KxWnmfKc2ig6+iwdav4PQiMIAUFSwoVKiRuATF/0SJUrlAB5XfuRAJVhadp4izNfjFNDB08GLX9zI2xlmG8duVKRJRlfDKGQ8cIqIgEDa9ETlaEcOFQokQJOAKfIbheNrZTrtYbXQ/wsFzGGGOOixJcKNElpa5/t02ytG2hN9ONGlEjyn95eXmJKsj3798jVapUIpmIF74ZY4zZU+UaNTCgVy+MNAzE8rPtIYC1soyB1avbZd8OHDiAYkWLIr63NyYYBijl79TXr5i4cCG2bNiAA0eO+NtNwZGtXLYMbwxDJG4sBBCV2snTjF9AtPwuTQm3W7YAI0fae1cdCs28nTtrFv44cwbddR2VqIUXgMUAhlGHjRQpkC5dOjgDqnC5fvs2zgPfzM2NTr8Tpok0koRRI0diydKlAUqWHT58eJDuLwseXAHD7Gbs2LHw9o4Aw6A4NwVffN7a5oWmbcCtW9ewfDk1fQhZ3NzckCldOqyXrf95PqUQlWkie/bswb5vLHizJiL704qPKmEoUGevQFzEiBGx9Z9/sH//fpRp1gyJatZEp969xbDBLl26/PDzV6xYgQtXrmC/YcALBqZARw+8wAwYuA6dDoDDZAbRxX/61KkxRZKsDsGjwZafTBMVKlSww94xxhgLTHReDWtae7X/VzhLulCoUKFEb++WLVrAM148tGzeHH27dBFVB4njxxdVpYwxxpi9UEVcpChRUExRvqkqoAHedF+0aNHw119/Bft+0XvYBnXqIPPXr6KqoYVlviZ1UjilaYjw+jXatqZOCc7n8ePHePrsGVoCoKsAmr9THMAYAHsBnKPh6ZauJ+xbND/2n127ULFOHfR2cxNBuVSAaOEWVpJw++pVJE6UCJ06dXL4kQWUTJtDUb4JvvhuYV5f07Bu7Vo77BmzJw7AMLtZtmwVNK0uFcxb2ZoGspwfK1f+uDeiK2rVrh02GIaI9vtGI76bSRJChQkjMgR+ZobFkydP+ETvRDJkyICjvgba+7VZkpAiSRK7VohR1UzevHkxYcIEzJ8/H71794anJ40m/rFlS5agoCwjgyUrqCmAPgDoLUASADV1HUsXLIAjoJ+zV79+2GKa4mLap1naV0s/3/ayjDq1aiExzwNgjDGnRwkuhy0JL9ZQxjAlylDCTLOmTTFj6lQM1nU8N00xH40WtpJ5eaFUiRIBai/BGGOMBYXo0aNjx549+OjpiawAEru5IZGbGyiN82v8+GJblChRgv3g7969Gzfu3MFQK10/YgCi+mHLtm1O2Ypszpw5CC1Jot2Y32bc1MK0DiC6RuQuUCBQE0dowX/kyJGYMWOGWPdxVu7u7pg9Zw4GDx0q/l2ZOufQepZh4IlpYpBhYPSoUejTh1YOHNenT58QxZ8gG/3Vff76FaY/CT/M9XAAhtnNx48faOS3ze2GEQvv3r1HSETBFRqyThkThRQFI+hChN7Qqyo2qyqWLl8eoIslGr6ZN1cu0Vc1VqxYSBA3LgYMGCDaPzHH1rBhQ5iKgvaUIeNnG5UwrwTQ3Ekzg8irFy+QwJ/MFeqV++r1aziKypUrY8qUKZgTKhTiyTLSubkhjqqiAYDylStj2owZ9t5FxhhjgXQN5hY6tEh4oUC7b0uoD7lhiESZa9euiUWC8aaJvwFEsjwmq+UxSXUd/fv2DZSFlUOHDmHbtm24cOGCWLjasWMHXrywlaLBGGOM/StNmjS4cuOGaJNZoXVrVGrTRswavXz9umiZaQ9XrlyBmyQht43t1BCbFqbpPOtsaCZoZkmChz8/G11b0KybwGqbmjBePJQrVw79u3ZF86ZNRVVu+3btnLZlPe33mBEjQA3NV/iaxxcRQBfL9NjRI0fizZs3cORk2gOKAlurmVslSXTY8G9mLnM9HIBhdpMyZSrIMnXBtMYbqroPadOmRkgky7J4U7906VIYOXNiYPjwmBUlCv6sWxcnTp1C6dKlf/g1Jk2ahDJlykA5dkxk6a8BUOrJEwzq2xelihcXLa6YY2cszZ47F4skCRkVRQz+peexmiShlCSJ+SgtWlDBtnNKkjw5Dquq1ZZe5JAsi36njqRZs2Z48OgRRowZg8LNm6Nl9+5iMWzJsmUhblYVY4y5Kkpwodf1TYoiEl96AhgF4A9ZRk0AdevWFUGaJUuWIJKiwFo9cmgALXQdGzdvFlXIv4IWn6ZNm4ZEnp7IkycPihcvLnqfFylcGEWLFkXc2LHRsEEDuyxA0L4dOXIEK1euFK1IHb0VCGOMhWQ0k6xs2bIYNWqUqJKgtQR7zimjuZnepmmz04PP3E1nnK9J+/xUlm2+x6WfTZYkZMlC9TC/5+DBgyhbpgzSPX2K0wDe6jqemib6ahomjB+Pdm3bwt7o+mDTpk0oX7Ys0iRPjjw5cmDcuHH+XrscPXoUD7y80MrGdupI8fHzZ2zevBmO3P7vo2miMx0DP9s2Atjg5Mm07BeZzF9v3ryh107xkQWumTNnmoBkAltM+k389jZAHPdz587xYf8Fd+/eNRVZNtsCpuHn4O4FTDdZNkeNGsXH1gkcOHDALFemjHg+6W8iZdKk5rhx48yvX7+azmzv3r3i55n9/R+/uQ8wJcCcMWOGvXeT+YPPj8GHjzVjwY+uQRs2aGBGjxzZjBgunJkvd25z8eLFpq7rYnvr1q3NNG5u353DfG7b/x0VY96+ffuXvv/QoUPF59cGzMOAeRcw5wNmUsCMAphdADOSophZM2UyP3z4YAaXrVu3mqmSJRP75nNL5OlpLl++PNj2gTEffH4MPnysWWB59uyZGdrNzRxg4/xJ5z3P2LFNb29vpzvoO3bsEOfFf6z8XF8BM5WimBXLlw+U7/VHwYJmZkURX9fv9xoFmLIkiXUhe6Hnr3q1auJ40H62AcwKkmSqkiSuG27dumX18zZt2iQ+576N348nlrWClMmTmwXy5jW7dOnyy9daQWn69Oni58iqKOZEyzVcVUkyFUkyK5Qr55S/3+z3zo8cgPkBvtAIOvSCU7JkaVOW3UygoQmsM4ElpiyXFL+8ffr0CcLv7tp69+5tRlQU852Nk1ZNSTKTJUpk791kP4EWfL58+eIyx8wwDPOvhg3FxVNjwNxjWWDqDJhhZdkslD+/S/28rojPj3ysGQvJKJEljCybL2xca9HCUtjQoX8pOPLkyRPTTVXFOdHv130OmPEtC1SnAPFGfsKECWZQe/DggVmzZk1x3i4EmLsA8yVgHgLMcpZAzJIlS4J8Pxjzja9Fgg8faxaY2rdrJxbixwPmR8v57RVgdrWcT6ZOneq073Hz5MxpRlMUcwNg6paf7Q5glpckcW4/evTob38fLy8vcZzm2rgGoXWg8IpiDhs2zLSXwYMHi2uUZX6Sgm8BZhJVNTOnTy+Ol1/Xr18XP9tiG4maESihmI4nBTQA00NRxHFduHCh6YgBueJFi5qSJP2XTEvXbIERfHnx4oW4Fi36xx8iENWpUydx7Fjw4wBMMB9I9msoi3/IkCFmnDjx/8uiS58+s8gwZL+ucuXKZlFJspmVOdtyrJ29ioI5f1Bp+PDhZtyYMf/7+4/s7i4uHj5+/Gjv3WM/wOfH4MPHmjHHQ0GSUKpqdrBynfUYMGOrqqig+RWjR48WwZ2XNq7jRgBmKMB8C5iVJcnMmDatGZR2795tRggbVix4FARMbz/7QwsrlQEzTowYfG3JghWfH/lYM+dEC9BNmzQR7/9oAT2tm5tIwqOF9EGDBlldmHcWz58/Nwvmyyd+NroWSO3mJpIXPCJEMNetWxco3+PSpUvi6++3cZ1At8Rubmbnzp1Ne6B1ptjRo5tNbewbVQjR/lNXDGsKFyggqoVe+al88QDMAoD5zNf97wGzHiWkyLJ58uRJ0xHR8QjM9Y1jx46Z0SJHNt0kySwNmNWoOlpRTFmWuYuIA1+L8AwYZldubm7o2rUr7t27hYcPH+Lp06c4c+YEatSowc/MbwgfPjye+NPX9QmAUG5uUFWVjzOz66yjv//+G3cePMD58+dx+vRpPPTywogRIxA2bFh+ZhhjjDmsGDFiYPDQoWJGW1UANNXwCoApAHKqKqQoUdC3X79f+tr3799HQkVBZBvbM1uG+NL1XGbTxL179xBUXr58ifJlyiDV58/wBtAdgN+rRxoh2wPAo6dPsWPHjiDbF8YYY66B1iGmTpuG69evo0Pv3ijYtCn6DxuGe/fvo3v37k49nDxq1KjYtXcvDh06hLodO6JI8+aYMXOmeJ9Ls3gCQ+zYseGmqjhqY/tjAPc0DQkTJoQ90PP6+NkzVLex/Q8A0VQVe/bssbp9wuTJeBIhAjIrCsYB2E8zUwB8ArCKPtfXY8MDmAnAU5YxbuxYOOq6Z2Ctb9D8HJrpnPTtW9w1TTFPZimAB7qOpoaBJk2aiPlAzPHw6itzCDQELk6cOPbeDZdRoUIFzJs3D0doEcDPNnrDPltVUbFiRae+sGGudQGeNm1ae+8GY4wx9lM6duwoFloG9u2LwnfvivtouG65UqUweuxYeHp6/tIRjR49Oh4aBj5YFhb8ukbfhxZ5LP8fI3r0IHvm5syZg48fPqCVaaIegPQ2HudzPyVUMcYYYwGRNGlS9O7d2+UOFq2z5MqVS9yCQqRIkVC5cmWMW7kSdTUNvq8CKBW/PyXchg5tt8RmGndB/Fttknw9zq/UqVPj8LFj6NWzJzqtXg1N18V1T1nLtY+1he0amoa5W7bA1S1YsAAvX73CKdNEbF/3U3hnIoC9ioIxo0cjT548dtxLZg1XwDDmgkqVKoWMadOisqpil+UkTCg/sqokgZYI/u7c2c57yRhjjDHm3OrXr49rt27h1KlT2Lt3Lx48fIjVa9f+VtYpLZi8NwxMs7KNsj8nACgN4B2AZbKMOg0bIqjs2b0bf5gmUlr+fcnG43zujxUrVpDtC2OMMcb+NWjwYHz18BBVt9MtVbhUg1oBwFQAI0ePFoEae0iWLBliRo2K5Ta27wXwTNOQP39+m18jefLkWLZ8OZ4+e4ZLly4he7ZsIshgSxhABGpc3batW1EYQDwbC/y1NA3bt261w56xH+EADGMuiMpdEyROjNeKIso7E8oyMqkqEkkSdocLh1Vr1iBzZmpgwRhjjDHGfrelZqZMmcRCArUF+V0UvGnZogX+liT0sbQao2SaAwCKAbgNIB+AgqqKmHHioGnTpkH2BFJ2Kr1hzAYgBYBhAAy/jwEwFBCLLX/++WeQ7QtjjDHG/pUoUSIcPHoUaYoVQ3NJQioARQFcTpwYixcvRvPm1LTLPkKFCoUWbdpguiRhvZ9tDwA0AuARLlyAuuBEjhwZqVKlQt4CBbBVUUQiCqxch6xRVeTMnRuuTtd1hLFROUTChpBAlDPiAAxjLoTeJHfq1AkFChTAlc2b0eDLFxSidhCGgSuyjG7du+PB48coXZryJhljjDHGmCMaO26cuKYbHioUqKbEzRJ0OQzgC1UyU/Zj9uzYc+CAaIMWVPLmy4edsowXlE0LYDuAcoDoO0/7cRZATQCLKAgzcqRYdGGMMcZY0EuSJAnWb9woZufs27cPZ86cwZUbNxxipnK3bt1QpmxZcc2QA0AXqvCltnM0xwRAlM+fkS93bty+TWklP9asWTNR+duKghC+7qdQxHAAZzQNrdq0gavLkTMndimKOIbWrFEU5MiePZj3igWEZNpquseEt2/fwsPDQww6cnd356PCHNrChQtRp04dMaista+em0+pLZmi4HG0aLh59y5Chw5t5z1ljDk7Pj/ysWaMBb2XL19i8+bNePfuHSJGjIiPHz/CMAzRVz5DhgxB/v2fPXuGRAkSoODnz1humiIA0x7AHV+PierhgdHjx6Nu3bpBvj+M+cbXIsGHjzVj7GfdunVLBImSW4ImHgCqA/jLUk2bQVVRvE4dzJo9O0Bfb/78+WhQvz4SKoqY+UJtx1YrCk7rOnr16oX+/Wn6jWt79OgREidMiIqahnmmKRJ0fEwG0BLAqlWrxMxn5ljnR5pVxBhzEWNHjkQJWUYb49vmEDEoOKPrSPnkCVasWIHatWvbbR8ZY4wxxljARIkSxa7XbdGjR8fK1atRsXx5xNc0VNF10Fv65bKMB4aBWrVqYc6cOXBz870EwBhjjLGQbtGiRXBXFJzSdYS3sr2FpmHgokWYNHkywoShcIr/wZybN2+iRMmSuHXzJqY8egRJkpArTx4Mbds2xLRApbZtCxYtQs0aNXBIklBT0xABwHpFwVFdR7u2bVGhAk0CYo6GAzCMuYj379/j5NmzmGdjO/Xtzqiq2LNnDwdgGGOMMcZYgBQvXhznL17E5MmTsXndOnz9+hV5cuVCy1atkC8fNUZjjDHGGPvWw4cPkVSWEd7GTBKq4/389auo9rU1D4aaNlF1y+DBg+Ehy0gjSaL91ktNQ7UqVTBvwYIQ1+GlSpUqSJYsGcaNG4fZGzaI67Js2bNjXZs2KFOmjAhMMcfDARjGfgG9wFG7r2nTZuHWrdsiO7FevZpiCGpQ9uH2j083QekHQ5+46yBjjDHGGPsZ1EJk1KhR4sYYY4wx9iMxY8bEbcPAJ8tweL8uAwjl5oZIkSLZ/BoTJ07EoEGDMJBaoOo6wtGQeQBLATRatQqtPTwwfcaMEPdkZMyYUVQgM+dB67GMBQgNx5o2bRomTJiAI0eOhNiFfOq9XbRocfz1VyOcOOGO58+b4tq1LOjVawDSp88syiLtgfqCZ0iTBitsRLuvAzilacifP3+w7xtjjDHGGGOMMcYYCxmoheorXYe18MhbmlmiqqKaI1w4Cqt8T9M0DBs0CA0A9ABE8MWnkoCasw4xDBGEoLkojDk6DsCwAA0UqlKlmsh8a968Jdq27SQGf2bKlA1XrlwJcUewR48eOHDgKIA9MIwtAPoAmAfDuIanT0OjcuXqdgtOtevUCRtME9Oo0sXX/S8B1FMUxIoWDdWqVbPLvjHGGGOMOUO7DEo0unHjhr13hTHGGGPMaVGbrObNmqG9JKEngAcAvAHQKlohRcGrMGHQs1cvm59/8uRJPHzyBI1tbG8IwNB1bNq0Kch+BsYCCwdgmL8Mw0CZMuWxZs1WmOY0mOZbmCYVEG7BhQufkDdvwRAVbaY5K9Onz4JhtAfgt5LEE5o2DmfOnBBv3O2hXr16aNmiBZpZ5r10tpyUEigKroQPj3WbNv1wuFlI5eXlhXnz5mH69Ok4duxYiK3wYowxxhyJrus4ePCgeHN99erVIPs+58+fR8nixeHp6SkSjWjRIGfWrNixY0eQfU/GGGOMMVc2YeJEdO7SBWPChIEntRwDUJIShlOnxu59+5AyZUp/u8+QaDa2u9PXk2V8+kRrlIw5Ng7AMH9t27YN+/bthq6vBETcOZzl16Y4dH03Xr/+KgY/hRQXL17Ex4/vAFS08YhikOXwOHToEOyBhm3RCY6et8QlS2JN/Pg4kTIl2nfvjguXLyN79ux22S9H9vnzZzRp3Bie8eKhfv36aNa0KXLkyIFsmTKJ55sxxhhj9kFtJRLHj4+8efOidOnS4k16gbx5ce7cuUD9PvT18ubKhTs7dmCWaYK++ioAbqdPo3ixYtiwYUOgfj/GGGOMsZBAURQMGTIEj7y8sGzZMsyePRtHjx7FybNnkSlTJn8/N1WqVFBkGdttbN9P6zmGgbRp0wbJvjMWmCST07x/2H7Lw8MDb968gbs7xVdDXs/GpUvPQ9fP2Bjv3g4xYqzAkycPERIcP37cEsSgFmTWghnekGUPjBw5CO3bU5UMc2T08lepQgVs2bABAw1DVAvRXzmd4DsrCrzc3XHi9GkkSJDA3rvKmMMJ6efH4MTHmoVE48ePR9u2bVEDQBtRZwwcBDBAUXA/bFgcPHIEadKkCZTv9UfBgnh64AAO6Toi+rpfB1BBknAqRgzcefAAqkpdxxljjoLPj3ysGXvx4gW+fv2KGDFiiMV+5loqV6yIIxs24LCmiWtBH5QWXVRR8DphQly+fl0kIzPmyNciXAHD/PXs2XPoejIbwReSFC9fPgsxRzFdunSIFIkKIBfbeMRaGMYnFC5cOJj3jP0KahW3Zt06zDMMdAQQmTI0AJSgCT+6DvndO4wcOZIPLmOMMRaMXr9+jW5duqCV5YorJ4C4AKpSEEbXEfPTJ/To1i1QvtetW7ewa+9edPMTfIHlmmCAaYr+41u3bg2U78cYY4yx37d27Vrkyp4d0aJFQ5w4cRA/ThwMHDgQX7584cPrQsZNmAC3WLGQUVHQFQD15hkKIL2q4lLo0Ji/eDEHX5hT4AAM81fChAmgqqdoGoyNR5xAvHgJQ8xRpPkpbdu2hCRNArDcz6j7s1CUNihY8A9kyJDBjnvJAmrBggVIpKqobGVbVAB/aRoWzJ3r0vNgTp06hY4dO4r5Qb169RILUYwxxpg9UYuKr1++oIeVbZRX1l7XsWHjRjx9+vSbbXS+pvvoFtBzt895j4I81mSw9CvfvHnzT/8cjDHGGAt8Y8aMQYUKFRDu5EksALAOQJmnTzGwTx+UKl6cgzAuJG7cuDhy4gTqtm6NqREioAqAPm5uyFe9Oo6eOMFt9pnT4AAM81fDhg2habcBzLWy9RJkeRmaNfsrRB3Fnj17okqVSgCqQVWpZ2UTyHIRGnuP5MmjY+nSRfbeRRZAz549Q1KqdLGxPQWAN+/fi5JmV0OZQdWrVkWWLFmwdPx43Fq8GJOGDEHSpEnRvXt3lw46McYYc2wPHjxALFVFLBvb6erLME08fvxY/JvOWdOmTUOaFCkQM2ZMcUudPDmmTp0Kw7CVRPSvKFGiiI93bGyn70BXAXNnz8a7d9TwgjHGGGP2cvv2bXTq1AmdAOwwDNQGUBbAVJphbBjYu3evOP8z10HXdRR0e/H6tWg59+79e8xfsEDMiGHMWXAAhvmL5p00aNAQktQYQFvKlwdwFcAIKEp+pEiRDM2bNw9RR5H6fy9dukS0oihXLhnSpz+FQoVkzJ07F6dOHRMnB2Z9wO2aNWuwZ88eaJrmEIfI09MTFxQF3ja2nwYQI0oUhApFua+upXWrVli7apXIGLqradivaXio6xhkmmJIHvXeZ4wxxuwhevToeKrreGVj+1Vfj6PgS/NmzdCsWTOkuXEDKwBxS3fzprhGbda0qb9JBTQANkWSJBjjp67ZxzgAYWnI65cvWLhwYaD8fIwxxhj7NTNnzkRESUI/K43yCwCgVNmpEyfy4XVBNOMniouuzzDXxwEY5i8aZDVjxnT069cXkSJRF+4sAFJCVXuiZs1SOHBgT4gcvkzHpVixYli5cgXOnj2BHTu2ixZO1KKMfev48ePIkSWLaMtWsWJFFCpUCAnjxRMXTvZWv359PNY0zLCy7S5luyoKGjZp4nI9RR89eoQ5c+ZgsCVjyGekMC0wUUd9qmkbPngwvL1thaZcC2U0U3CQWtKdOHGCq38YY8zOqlWrBlOWRfDDL+rsPlZR8EfBgqLn+44dOzBt+nRxLl9hmqKtKN2WmyZmA5gxcya2b99u83vROb57797YCKABZdZa7n8OoBeAYQC6AMimqjh27FiQ/cyMMcYY+7FLly4ht64jnI3tf5gmrty48cMKWBa4VUnURaNM6dLiGm7x4sXcBo4xPzgAwwIUZabZEI8f38eBAwewa9cuPH78EPPnz/uvbQNj1pw+fRqFChSAfvYs1gKgTu3HARR68gSNGzfGuHHWllaCT/r06UVmLA35bUdVOgDuAZgGII+qImrcuOjQoQNczZYtW6Drugi0WEP1bo+ePhXBCFdGF+V9+vRBzJhxRHCwbt26yJYtGzJmzCp+dxljjNkHVRN37tJFZLf+DeC+pTrlIIASsoxLsoyBQ4aIx06bMkUMYrV2TqtPDWJVFVMnT/b3+1Wu/O80OBrsmoQqawDEFvXe/wZhegP4ZKmCZowxFvzJUhQAp+vzkJIgxmwLHz48vBTF5vYnAMKFCeNySZSOauLEiaKN+ZThw4FNm3B/5UrUqlUL6VOnxp07thq8MhbycACGBRhVd+TJk0dUMESLFo2PHPuhbp07I+HXr9ir6yhnWdDICoi2VxT06NG1K968eWPXIzlp8mT0HzAACz08xKDdBABaSBKylyqF/YcPi/Ymrubjx49wkyQxyNgan7/uT59oucl1dejQEf37D8CnT80tOc/0827CxYsm8uUriMuXL9t7FxljLMQaMGAA+vfvj6lhwyI+JQQByEuJEp6e2Lx1K3LmzCked/HsWRTWtO/akBC67w9Nw6VzlGJhW7hw4ZAvd25klCTMB9Cerg8APATQ35KgcV7TRPUzY4yx4Au8tGrVCrFjxECOHDmQOXNm0Ulh5MiRXN0QglHi3GldxzEbVbKzVRUVK1XiAEwwJXa2bt0abQxDtDPfAOCQYeA8AP3ePZQqVsxh2s8zZm+SyZOW/fX27Vt4eHiIReKQ2GqLsd9pcxU3blzMsWSgfrcdQHxJwrQZM/DXX7ZqMYLP58+fceTIEfExbdq0iBcvHlwVzeGhQOoeS59cvyhPuI0s4979+6K9i6uWSSdJkgSmOcySX+3bWyhKRlSunEPMe2LW8fkx+PCxZiEZLcBt3rxZXItThmXBggUhy//PIcuaMSNSnD2LRTY+vw61K0mfHifPnvX3+6xfvx7lypVDdwB9APh0F78JoIyi4Gu8eLh8/Trc3NwC8adjjP0OPj+67rGmhLHCBQrg8unTaK/rYsj6B0AEyamRNc3+mjxlSpDvB3M8tKCfJUMGvLh2DfM1DYUsCRdUa9FKlrFDUXD0+HHRAp0FrUL58+ProUM4oOvfJcJQL41sANatW4eyZekvmLGQfX7kChjGWJAFYIityx5a1o+uqnjw4IHDVHjRok7x4sVdOvhCChQogFTJkqGzouCtn23Ugm2IqqJc2bIuG3whixYtgixHBNDSylZ36HorrFy5Eu/fv7fD3jHGGPMRMWJE0U+8SZMmKFy48DfBF1KpWjWslmXRcsQvan26SpZRsWrVHx5QWhwYNmwYBgPwVFVUB1BUkpCMFv1ixsTm7ds5+MJ+KtGjR48eKF++vGjFQtcU3DqJsYCbNm0aTp08iV26jr4AMgPIR3O9LMliU6ZOFbNGWchD7UC3/PMPYqdNiz8AJFJVpHdzQ2KqvogQAes2bODgSzCgIOme/ftR30rwBZbOJ6lVFZs2bQqO3WHM4XEjY8ZYkPVvJ9TEKZONRZHnmoZYsWL90tf38vLChw8fRJUNBU9YwFE/3PmLF4sBxum+fEFTTRMLTCfpTY2iwD1WLIyfONHlMqgXLlyIVavW4P37j3j//jUkiRrO2RrfmBq6ruHly5eIECFCMO8tY4yxgGrUqBHGjhyJ4m/eYJ6uI73lfmp/UV9RENHDQ8ydC4jOnTujTJkyYuHv/JkzCBs+PKaVL4+aNWuKnvOMBcTYsWPRsWNHRJQk5NF1XFUUVFm8GGlTpsTWHTvEtStjzH8zp05FJQBZrGxrAmCoqmLmzJlifiMLeShR8NipU9i9ezc2btwoBr63zZwZ1atX5/N1MPFJKqCURlto29evX4NrlxhzaByAYYwFCU9PT1GSOurAAVQyDIT2s300vQC5uaFKlSo/9XU3bNiAwQMG4Igl4ylSxIio/9dfYph6pEiR4Kio2+Pjx4/FBQi98bZ3C5OsWbPi2MmTGDJ4MPovWYIv3t7iWDZo1AhdunT5L4DmCq5evYpChYrCy4uqsv6EaSaBLK+FYdBFI1W4WAuwnIeqhkLUqFHtsMeMMcYCima1/bN7N8qVKoUMDx4ghZubyMS84u2NBLFiYfumTYgRI0aAv16qVKnEAjpjv4JarbRv3x4dAfSjYdF0p66LViwVb9xA2ZIlcfz06e8quRhj37p15w6amKbVw0IzwbJrGm7duMGHLYQnFVJlLN1Y8KNWS0kSJMDGu3dF1bBf9M77pK6jdhZrYVTGQh6+8mMsmF28eFEEEQ4ePAhd1136+A8aOhQXFQXFZBl7KUsCAF0mtwZAkzd69OqFKFGiBPjrTZ8+XbQICXPyJGgyxw4Azd69w+wJE1Awb17Rc9HR0HM8ZcoUpEuVSgReEiVKhPhx4qBv374iU8eeUqRIgbnz5uHdhw+i0uP5q1cYPXq0SwVfqEdw8eKl8fRpBJjmdZjmZgDzYBinLWMax1n5rFdQ1YmoVq0qZ1AxxpgTSJ8+Pa7duiXaPBVt2hRFmjbFihUrcP32badvQ3L27Fm0bdtWtLKimXm7du0SSR1B7cmTJ7h//z4Pz/1Jw4cMQUFZxgif4IuvViwLNA2nzp3Dzp07A/fJYswFRfbwEDM9bLmtKIgSLVow7hFjzG8ArGXbtlgmSaB32L5RzUsrSULYsGFRpw5N42OMcQCGsWBCPWqzZ88lBrxTECFv3rxIkCAJFixY4LLPQa5cubB1+3Y8TpgQBS0DbanV1cKIETFixAjRGzugnj59itatWqEZgF2GIbIsqOfrEAAHdR03r1wRvdsdaRAX/XzuESKgRYsWSHj1KlYC2EoZkM+fY+iAAShTsqRDlORSNU7kyJGhKJRP5lpoqPKdOzeg6zSeOZGvLdQluDOAnnR5SKFRAC8ArICi5EX48O/Rty+NYWaMMeYM6FxWqVIlTJgwQdwqV65s92rT32EYhrjuyZgxI1ZMngzvdetwYP58/PHHHyj+559BNqOMAlfZMmUSLWLjx4+PeLFiiSrjT58+Bcn3cyWvXr3CoaNH0cAwrPbDz2+ZVcD98Bn7sRp16mC+ooirc78OWDLra9SowYeSMTtq1aoVSpYqhTKShPKSJOYzDaBqYjrXKQoWL1smhpMzxrgChrFgcerUKRQoUAgnT9Ji+2pLQeYhPHyYHXXr1hW9xl0VDba/cuMG9u7dizlz5mDNmjV46OWFTp06iayJgJo/fz5kXcdAyrbwsy0tgL90XfQKdoSqIqrEoYqcMUOH4uPnz+gPYCMNCgZQDMAkAFsMAzt378asWbPsvbsu7Z9//oGqprYxiYhGLdNg5qmW3yLKoquKHDmi4uDBfUiaNKkd9pgxxhgDRo4ciUmTJmE8gLuaBhphe0XTsJ6uIHfvRpNGjQL9MA0fPhxVq1ZF1HPnsBQQGa2VX7zA8IEDUbJYMbtX7jo6n6Qadxvb6frVXZL4ODIWAO3atYPs7o4/FEV0UqC6P/oLWwygvKIgR9asKF26NB9LxuyIEl1WrVmDKVOn4m6aNGgjyxgeNixyV6uGo8eP898oY75IZnDUsDsxymKniC0tqFKPQ8Z+ReHCRbFv3xPo+hE/Q7/pz68pwodfhidPHnG7I3/QAN2zc+fimKZZ3b4WQAVLpQz1g7cnGrw6Y9w4lNF1UJOJe5bqH78qShJupU6NMxcu2GEvQ4YmTZpgzpwT0LRTNh6xDEB1kfFLAUHq/Z86NQVs2I/w+TH48LFmLOQt5FO70vIvXogUAb/ovhZ0DXHrFhImTBgo3/PmzZtIliwZupomBvlJdqFs88K0qDJqlFgUZdZRElDCePFQ3MsLM6xsv2upxZ02fbq4rmW/j8+Prn2sz58/j2qVKuHy9euIpCj4apr4aBgo8eefWLhkyU+1smaMBT1aXv6ZJFvGQtL5kVuQMRbE7t27h927d0DXO/sJvhA6OfXEhw/vsHo1VcYwWyJGjAgvaslhYzvVFNHJPnx43x23gx9lh86eMQPNdF2UzOexEXwhhUwTV65dC+Y9DFly5swJTTtDozytbpekNUicOLloW0M3Dr4wxhizt5MnT+LJixdoaGN7HcubuK1bqbFp4JgxYwYiyTJ6Wak0zktVvKaJaZOohpfZQq1cm7dujfmyjN1+tn2x9MP3iBiR2yYxFkDp0qXDxatXxdykroMGYcCIEbhw4QI2b9vGwRfGHBAHXxizjQMwjAWxhw8fWv7P1hDY+FDVKHjw4AE/F/6gXu73NQ0brGzzpmxCRUGpEiUQLpzfIFfwevToEV6/e4eiACJYAkM2H0uBJTsHjFxd9erVETlyVMgytWrx2y9/hbi1b9+aLxYZY4w5XCsrW13Tw1Lbj0BuZXXlyhXk1HXxta0pTEkjN26I2TTM/yroAgULoqgkoaokYbqvfvj/qKrohx8hAl0hBp7r16+jW7duon1c06ZNsXv3bpGFzJirLOgWLlwYXbp0QYcOHZAmTRp77xJjjDH20zgAw1gQixEjhuX/rtp4hBd0/bWvxzFrcuXKhSKFCqG+oohh9j6NyO7QIrsk4RKAbj162P3g+QSAnlHQCAA1nbPW/IpCAfNUFZWrVw/2fQxJ6PlYu3YVQoc+DkWhxh/txewXWS4o5r1Uq1YNzZs3t/duMsYYCyG8vb1/uDhOC4xuqirmx1mzC8Bnw0DmzJkDbb8oKOClKDa3PwYQPmxYyDK/ffRP6NChsXHLFowZNw4XkyVDUwBDw4RB3urVRT/8EiVKBNpzRr9HvXv3RvLkyTF9xAi8XLUKu2bPFovVRQsXFi0xGGOMMcaY/fEVNGNBLEmSJMiRIzdkeZSlVsOv0QgVKpRof8T8z35auWYNchYujCoA4qgqUrq5ITEtRESIgBUrVyJ37tx2P4QxY8ZErmzZMF2WxUwaGu1eDsAOy8QfchlAaVnGOzc3tG9PAYHAy5hdtmwZKpQvj0L586NRo0Y4evQoQrr8+fPj/PkzaN26NmLHXo1IkcYgTx4JS5cuxaJFC0XLEMYYYyyofPr0SQy4T5owobjmCxcmDGrVrImzZ89afXy0aNFEgsAwRfkufeclgE6KgnSpUiFvXmoOFjjoOvS0rsPaVcNnAHMoaaQKXYGxH6HnuHXr1qJ1Es2F+fDpE+YvWIAMGWxVw/+amTNnYsCAAaLC5oGuY4dh4JqmYROA4/v3o34dalbHGGMsMLx79w7btm3Dhg0bcP/+fT6ojLGfIplcn+wvHuzHAsPevXvxxx9FYBiFYJr9AOSw1G6MBTABgwYNQvfu3flgB9CpU6ewdu1afPjwAWnTphUtF+w9+8W3jRs3okyZMiLrsRUgergfBxCbMiMtz3ys6NGxYvXqQFs8efr0KYoXKYLT588jtywjgWHgsKrijqahRfPmmDBxosNlrR46dAgTJ07C0aOnEDp0KJQrV1JUo8SPH9/eu8YCgM+PwYePNWOOgVp+rVq1Cps3bxZJD1myZEHDhg0RPXp0m5/z8eNHFCtSBMeOHkU1w0AhSzXJLFXFI1nGug0b8Oeff373ec+fP0eBPHlw58YN1DEMZAVwE8BsVYUeIQJ279sn5iMEFk3TkC1TJjy9cgVzNE20UqVZMDcAtJZl7HVzw7ETJ8R1F7M/agWXLFEiZL93D0usbJ8PoB4l/Vy+jJQpU8JV8fmRjzVjQY3Ojz179sTkCRPw7uNHcZ8sSShbpgymTJuGWLFi8ZPAWAj29u1beHh44M2bN3B3d7f5OA7ABNKBZOxHtm/fjkaNmuH+/dv/3Rchggd69+6BTp068QwKF0PDbFu1bAlJ15FekkTQ5ZmuwzNePPTu0wd16tQRbSoCC1W8XDl8GBs0TSzSEB0QvcdbABgzZgzatWsHR9G/f3/06dMHqpoUmlaKcoqgKCsRKpSBTZvWo1AhWqJijozPj3ysGQtJrl27hhJFi+LWvXvIpiiIaJo4RBtUFfMWLBDJINbQos3oIUOw0zCQy09VSUVZxjF3d9x/9Ahhw34/feX169cYN24cZk2bhvuPHyOyuztq1a0rrhsTJEgQ6D+jl5cXKpQpgyMnTiCuqsJdknDZ2xtRI0XC0hUrUKRIkUD/nuzXXLx4UQTD/gFg7Vmh6UBRZBn9hg0Tvy+uiq9F+FgzFpQoX712zZpYvmwZ/jZN1LfMeaW5tP1VFeE9PcU5M0qUKPxEMJcKOq5fvx4rV67Eu7dvkSJlSjRp0kS0PGXf4wBMIOGLOhbY2Wo0GPPWrVviJF28eHGHqtxggevZs2eYN2+eGGwbMWJEVK5cWbRJo3ZqgenkyZPImjUrVgOi7ZlfDahNW5w4YtHIEdpt+VQI/TuWliq/fCpz3kKWKyFcuOO4d+82IkeObOc9Zf7h82Pw4WPNmH19/vwZqZMnR+hHj7BS1+EzAvoFVYdIElbIMg4dPoxs2bJ9N+8lXqxYqP7yJcZZ+bpU0ZKUZsLNm4e6dev+8BoyOCpZabFp//794lxNFT9U5VOlShWrASJmPz7XficAZLHxmBiqijZ9+oggoKvi8yMfa8aCumNDnjx5sABAbSvn8AyKgr979RKJhYy5AkrGoYSjMxcuIIuiII6ui84qzzVNtD115WuKoL4WUX/5OzDGfhq9cf7jjz/Ejbk+akkSHFmHVF3loSgoo1PNy/eoA/jcR49EIIgG+9rb6NHjoCi5oOt+T97uMIwF+PAhvliMcqSKHcYYY0GLZmU4QpKANcuXL8ft+/fFDDffzZyiUqsn08RJScLoUaOwZOnSbz7v0aNHePryJWyNXU9CX8/NDadPn/5hACa42ohSkgjNTqMbc1zJkiUTs4S2fP5sNQBDrW+faRoyZsxoh71jjDHXMGfOHCRWVdTUNKvn8Fq6jjkzZnAAhrkESsKpWLYsnly5giM0OMGyvvRZ0zAEQK9evZA4cWLUrFnT3rvqlBxrIABjjLFfKhENJUmwtWwV1tfjHOGkfuDAPui69VYtAPXQLSDmJjHGGHNtd+7cQcuWLREpYkSoqgrP2LHRt29f0XrLkdDA3Tyy/E3wxXc2W11Nw4b167/b5tNq9I2Nr2tQ1pxpIkyYMIG8x8zVUYZlrdq1MUZRcMnPtvcAOtA8wLhxUaKErfAfY4yxH3n44AHSa5rNhVMKcT94TJPdGHN+Bw4cwOHjxzFb08TUah90lUqTrEtJEoYNGiTWdNjP4wAMY4w5uezZs4ssx8M2tq8FxOIWZUsyxhhjjuDcuXPIkjEjVk2fjhbv32MWgNJeXhg5cCBy03nt2TM4CmrFFcmgcIl11DDz85cv370hpcG8WTNmxGxZhrW3qtupSkbTULp06SDYa+bqhg4bhrjJkyO7oqA5VWNZmrumUVWcCR0ai5cvd9iqMvbrBg0aJFoahwsXDpEiRQrQ59BrU+/evRE7dmzRTpDmOV2/fp2fBsZ+IGasWLiiqlbP4YQqY2NGi8bHkbmEzZs3I7aq4k8b2+ubJs5duiQqvNnP4wAMY4w5uaJFiyJ54sRopSiiH71vNCB4oizjryZNxBs1e6PWJnnz5oeiLLfxCC8Ae1GgQIFg3jPGGGPBhRYDa1WrhgTv3+OypmEwgIYAptBsC13H81u30KF9e4d5QqiN0z5FwTsb2zfJMjKmS2d1xluXHj2w3TDQBcAHy320kHOA3siqKvLkzCkWUxn7WTRPcv/hw+jYowfWx4iBegCGhA6NP2rXxvFTp/j3ykV9/fpVzGVq3pzCbgEzfPhwjB8/HlOnTsXRo0fFDNJixYqJ+VaMMdvq1KmDKzSQ3Mo2WoKeryio25CuYBhzjfNLBEmyGShw9/U49vM4AMMYY06O+sKvWLMG993dkUxR0AbAKAAVqY+7JCFrrlzo378/HEXHju2g61SvM9DSgMXHW8hyHYQPHw7169e34x4yxhgLSjTk/cKVKxil66J6xLcUFLTQdSxftsxhqmAaN26MTwBoqpvfOpjVALYYBlq0obPv9ypXroyRI0dilCwjrqLgT0lCelVFPgCeadNi9bp1VgM3jAUEDX3t168fHj55IhbTP3z6hNlz5iBlSmsN85groOe7ffv2SJcuXYAD3mPHjhWDk8uVK4f06dNj/vz5IoN57Vqqk2eM2VKoUCGUKlECNWRZvL+mZMcvAFZS02xVRcTo0dG2bVs+gMwlZMmSBde9vXHFxvYNAGJEiYJ48eIF8565Bg7AMMaYC6A3U6fPnUOjDh2wNlYs9AsXDrfTpMH4iROxfedOh6h+8VGqVCnx5hHoBVVNDqCdyH1WFE+EDn0EGzasDXBLBcYYY86Hhs6HlWUUtLG9FGXXaRouXfI73cI+PD09MXXaNMyQJGRRFIwFRMu08pKEygCqVqmCevWo/sC6jh074ubNm2jdrRvcK1ZEllq1sHHjRhw5cQIxYsQI1p+FuS6aOcTBPObX7du34eXlJdqO+Q7c5ciRA4cPH/a39eLbt2+/uTEW0tBr6opVq1CrQQN0U1VEs8zDqAIgdvbs2HvwoGg3ypgrqFSpEmJGjYqWsoyPfrbtBzBTltGkRQu4ubnZaQ+dG82NZIwx5gIoE4FaDNDN0VEfamqdNnHiJBw9uk0sGpQv3wrNmjUTC12MMcZcF73me5umeHMX3sr2N36G2DuCv/76C0mTJsXI4cPRaetW6IaB9KlSYUqbNmjUqNE3szZosXPmzJnYs2sXTMNA3gIF0KRJEwwYQBM6HM+tW7dEa6JD+/ZBUVUUKVZMVP3wohJjzo9ej0jMmDG/uZ/+7bPNmiFDhlgSphgL2Whu0oyZMzFw0CDs2LFDtF/KmjVrgKvQGHMWdN29bNUqlCpeHCk0DQ00DXEA7JYkUfGdN08e9OjRw9676bQk0++0SPYNyvSgDJE3b97A3d2n4x1jjDEWsvH5kY81Y7/qzp07SJw4MaaYJppa2U73rY8WDXcfPkSoUKEc7kAbhiFuqvp9Ltv27dtRsXx5GF++oLhhiHYD2xQFmqJg6fLlogWQI1m4cCEa1K+PiABK6Dqoq/dmWYYcJgzWbdiAwoUL+/v5r1+/xosXLxA9enR+r8SCnatci3Tt2hXDhg3z9zGXL1/+prXc3Llz0a5dO/E36J9Dhw4hT548ouVY7Nix/7u/atWqIrt/2bJlNitg6Ob7WFOSlLMfa8YYY/jh+Wb0qFFYsWwZ3n38iBRJkqBpy5YiWdaRkqOc7VqEK2AYY4wxxhhjwSZhwoSoUa0aOq1YgTi6jtKUFUZtxwBMATAdwIguXRwy+OIze41uft27dw8VypVDwS9fsNA0/5tv81bX0dAwUK1KFZy7cAHJk1P7TcdoBVe/Xj3UMQxMpixfy/2vaF8/f0b5MmVw7eZNq5Uw58+fR9/evbFu/XpRDaQqCipWrIj+AwYgRQqa5MMYCyhqU/ij+YcUtP4VPn+/T548+SYAQ//OmDGjzc+jRTZeaGOMsZAnVapUouqLblSzwe1NAwfPgGGMMcYYY4wFq+kzZyJPoUIoCyCFqqIkgASqKqaCtW7VSixIOhtq46V6e2Opr+ALoVw4Csi4myYmTZoERzFu3DjEk2XM8BV8IbTvywwD2ufPmDGDtn7r+PHjyJ0jB85v2ICxhoGdFDDTdRxfvRo5s2UTwRnGWMBRBRlVt/h3+9WAdKJEiUQQZudO+kv9f7bu0aNHkStXLn6amNPQdR03btzAtWvX4O3tbe/dYSxE4OBL4OEADGOMMcYYYyxYhQ8fHlu2b8fu3btRoH59hC5fHtVbtcK5c+cwfsKEQH3DR9l7tGhz6dIlfPr0CUFl+6ZNqKDrop2XX2Jor6Zh28aNcBQ7tmxBdU2z2hKBgjClDAM7tm377lg2btAAqb5+xSldRysA1KSMAmendR2eHz+ieZMmwfYzMBbSUKXdmTNnxEdakKb/p9v79+//ewwFbNasWSP+n15LqVXZwIEDsX79ehEgrVu3LuLEiYPy5cvb8SdhLGCo5efYsWORJEECJEuWTFRZxo8TB/379+dADGPMaXALMsYYY4yxABg0aBA2bdokFjooE/VHfdd9Fiv79Okjssjp8dSHfcqUKeINJGMhHS0MFixYUNyCAv39zZ49G8MHD8a1W7fEfZEiRsRfTZqgb9++iBAhQqB+P03TRKDFFqoy0Rwoa5cWb/3r5B3ayv5S9cvZixexFYDfo+cBoI+uo/KRI7h48SLSpEkTJPvNWEjWu3dvzJs3779/Z8qUSXykYLbPa+nVq1dFL3ofnTt3xocPH9CkSRNxLZI3b15s3boVYcL494rFmP3RebxJ48biXF4XQA0AbgBWPX+OgX374uTx41i9di0URbH3rjLmFJ4/fy7OEeHChUP69OkD9Lfz8OFDMXeMkpkiRYqEatWqIUeOHFwd85O4AoYxxhhjLAC+fv2KKlWqoHnz5gE+XsOHD8f48eNFayJq90FZ/8WKFcPnz5/5mDMWxHr16oVGjRoh/a1boLqTfQCavHuHqWPHoliRIoFeDZMjb15sUFVYC7EYANaqKnLmywdHkStvXqxWVZhWttGR2awoyJ0//zf3X7lyRXy0FTIr6OdxjLHARYtgtCjt9+Y7kE3/9j1ThoLdVC3g5eUlrj927NjhMLOoGPPPnj17MGv2bMyi330AxSxVl9TMc51pYv3GjVi2bBkfRMZ+gF7/a9WsiTixY4sgfObMmZE0YUJMmzZNnDNsGTlyJBLEj4+hffrg6sKFWDVxomhfWbpEiW8qL9mPcQCGMcZcAGXkL1++HNu2bcOXL1/svTuMuaR+/fqhffv2SJcuXYAeTxez1DKhZ8+eKFeunMgymj9/Ph49eoS1a9cG+f4yFpJdvnxZVK0NArCC2mkBoNDHMAC7dB0njh/H5Mk0ej7wtGjRAo91HV3o79/X/fT/fQDc1DS0bEVNuxxD67ZtcUHTMMDP/mqAaC32DkCzZs2++ZyIEf9tsPbIxtd8bPno7k6TbxhjjLFfN33aNKRSVfw/nPh/JQAUojlmU6fyIWbMH8+ePUO+XLmwa8UKDNM00KS+PQDyPHggrvPoPa41ixYtwt9//42OhoGHuo5DmoY7moZVAPbv2IEG9erxcf8JHIBhjDEndvLkSWTOnF20H6BS0OLFiyN2bE+x6OtfJgNjLOjdvn1bZBsVKVLkv/s8PDxEyfbhw4dtfh4FUWlAru8bY+znUNu/GKqKTla2Zad5LIaBGVOmBOphzZAhg6h4GwMgjaqC3s5ScCODqmIgBX+GDXOoodeFChXCgAEDRHAovaqKj90AJFNVzJNlzJ4zB0mSJPnmc4oWLQr38OFF9rE1dH/0yJGR30/lDGOMMfazrl26hHyaBltT4fIbBq5fvcoHljF/0PXn8/v3RQClPYC0AAoAWAigLyAqJO/cufPN59Ba0qB+/VBOkkTykruvIEJFAON1HStXrxbtzFjAcACGMcacFA3RzJ+/EM6d0wGsB/CK7sWrVxVElj5l/jLG7IeCLyRmzJjf3E//9tlmzZAhQ0Sgxufm6ekZ5PvKmKu5du0acmgaQtnYTtUw12/fDvRkhVatWmH//v1IW748Jnh4YKy7O5KULIldu3aJOQyOhir0aN+SlSqFaVGiYH706MhfsyaOHT+OOnXqfPd4mpvTsXNnjKbXKkuVDKGJWBTAoTzkrj17InRo/6bLMMYYYz/mETkyHki2wi/Afa64ZOyH8/7mzJyJRrqORFa2U6KSuyyL9pa+Xb9+HZevX0cTG9fJ1QGEl2WsX0/rUCwg1AA9ijHGmMPp3r0nvnyJA13f62sUbiQA0wBERb9+A8SwzRgxYth5TxlzXF27dhVZQT9qZZQyZcpg26du3bqhQ4cO//2bKmA4CMPYz6Hg5WUaLKpTkoKNRZvw4YNkgCj11qabs6BKGLr9TNCG+n73HDkSg2QZnrKMu7oOb0lC7x49RBIIY4wx9ruq1ayJFvv34zpVZ/rZ9hTAMlnG37Vr84FmzAZ6H/nyzRtR/W1NeEtFDHVu8O3jx4/iYzQbnxeGrqMV5b/HsR/jAAxjQYxK+ajn/8OHD0XWc+3atXnoIfttz58/x6ZNG2GaE30FX3zrCMMYjaVLl6JNmzZ8xBmzoWPHjt8MqrUmceLEv3T8YsWKJT4+efIEsWPH/u9++nfGjBltfh5ljnP2OGO/h9pyllu8GAepx7WfbTQydI6qioUd9vNkWcbw4cPRunVrLF68WFT0xY0bF7Vq1frmtY4xxhj7HXReGTFkCIo9fIgZmobClvuP0owyRUGESJG+m1XGGPu/8OHDI5SbG257e1s9LJSmdFeSkD1q1O/e/4YNHRrbv3yxGryhOTKPvb2RNi2Fb1hAcACGsSBCLS0os3rEiBGQ5YiQ5WQwjFui13bTps0wadJEKJSZydgvePr0KUzToK7tNh4RFYoSRwz7ZozZFj16dHELCokSJRJBmJ07d/4XcKEspKNHj6J58+b8tDAWhEqVKoVsmTOj4rlzmKZpKAOArrrOAGgjy3gXKtQ3lWbs51FlXpcuXfjQMcYYCxLU9nLn3r2oWLYsipw7J2a70SLmI01D8gQJsGPduu9a/TLG/i9UqFCoUqUKpi5fjpaaJipefFsB4IGmoaafpCR3d3fUrlMHY+fMQVVdR3Jf2z5TEqMsI3bUqChbtiwf7gDiGTCMBREKvFB2oGkOgq4/grf3CfERGI/p02eI9g2M/SpaMP63bcpFG494JX7fOBOVscBz7949nDlzRnykfrr0/3SjVjw+qFXZmjVrxP/T32i7du0wcOBA0R+X5jbVrVsXceLEQfny5fmpYSwIUZLL5m3bkDZPHlSg86aiwNPNDZmozUKMGNi2YwdXJDPGGGMOLkGCBDhx5gz27NmDpt26oUGXLti8ebOYT8HZ94z9WLfu3fHUzQ3FFAVHKFncUg0+GUBDWUb5smWRNWvW7z5v8JAhiJE4MbIpCihlaRUgZgBmVFXsV1UsWLIEbm5u/BQEkGQG9uRJF0OZqtRD+s2bNyICyFhAfP78GbFje+L162oAqEWUX70QJswYeHk9FL9fjP2KkiVLY/v2W9D145bunb71hqoOxYMH9zkriAWJkHh+pFZl8+bN++7+3bt3o2DBgv8FXebMmfNfWzO6zOrTpw+mT5+O169fi7kQkydP/qmF35B4rBkLTCdPnhSLNV++fEGWLFlQpkwZqCo3AmDM2fH5kY81Y4yxHzt06BDq1KiBW/fuidktnwxDtB+rXasWpk6fjrBhw1r9vJcvX4p5qbOnT8fz16+hKgoqVKgggjqZMlFaE3sbwPfqHIDhizoWBHbs2IGiRYtaOiNa64n4gBo3YPny5aIc0NHRQK7Zs2fj+vXr4oWF+qrTsNagGFxrD48fP8atW7fEz5YmTRqn+bko8z537rz48iUNDKMfgPyW360JIvDXq1cv9O/f3967yVwUL3rwsWaMMcbsia9F+FgzxhgLGMMw8M8//4iuDBRwKV26tKgwCwjq/kABBpopw7NKf+1ahFO/GAsCHz58sPxfDBuP+LdPqe+2NY5q8ODBol2aLLvDNDNDlk+KTO58+Qpiw4a1Tl3BQ0GXDu3aYcPGjTAsxYBhFAX5//gD48ePR4oUKeDIaKbE7t078ddfTXHxYon/7nd3j4wePYbh77//tuv+McYYY4wxxhhjjDH7kmUZxYoVE7dfae0bJUqUINmvkIIDMIwFgVSpUln+byeAGlYesUP8l6otHNmCBQvQo0cPAD2g691EmyvDoEDFVhw6VBM1atTG5s0b4Iyoqid39uwI/fIlJpkm8vnUjug6Nm3fjrRp0mD9hg0oUeL/gQ1HlCNHDpw/fxrHjx8XFUoUcS9SpIjNElLGGGOMMcYYY4wxZn2kwOXLl0VnlNSpU4tB9oz9Lm5B9gNc1sx+VYEChXHw4CPo+gEA0Xz/VkFRCiF1ahNnz5502HZXNLcgRYo0uHEjBUzz34HS31oqgkvnzp1DunTp4Gxq1qiB/cuX46RhfFOnROGlJgBoyoNbmDC49+ABokaNapd9fPr0qQgUUVCFBns76u8KC5n4/MjHmjHGGLMnvhbhY80YY4Hl69ev6NevH6ZNmoQXb96I+2JEiYIWbdqIxGSeH8h+51pEtrmFMfZbZsyYCg+PV1DVDAAGAdgIYIT4d9iwNzFv3iyHXlC/efMmrl+/DNNsZOMRlaAoHtiwwfkqYGgQ9sqVK9HOT/CF0DNC01QMQAzrpWHawe3OnTuoXLkKYseOg5w5c4qsi9Sp02PVqlXBvi+MMcYYY4wxxhhjrkrTNFQsXx4jhw5F3TdvcAgApVJXffkSA/v1Q83q1cUMFcZ+FQdgGAsCFy9exIQJExA/fnxEiyZBUfoCKAM3t56oWjUPTpw4ikyZMjn0sf/06ZPl/yLbeIQbZDmiKM90No8ePYK3piGnje1xAMQHEM80cegQnXqDz71795A9e26sXXsMhjEOwFkAm3H1qicqV66MGTNmBOv+MMYYY4wxxhhjjLkqSnbdtGUL1hkGRgPIBSAPtain3i+miRWrVmHz5s323k3mxDgAw1ggGzNmDNKmTYupU1fgzJlU8PLKAsOQEDlyNOzduweLFi10+OHuJHHixAgbNoKY92LdeXh7P0CGDFTh41wiR/43qHTLxvb31P6LXiAlCp4pwbpv3bv3wKtXMnT9GICWANIDKAHT3ASgEdq0aSdKGxljjDHGGGOMMcbY75kxdSoKyDKKW9lWEUAWRcHM6dP5MLNfxgEYxgLRtm3b0KFDBwB/Q9PuAZgPYB1M8w7evk2IcuUq4sOHD05xzMOHD4+GDetBUcaLYMu3PkGW2yFGjDgoW7YsnE3s2LFRKH9+jAXgbWU71ZhQ/c8d0xQD7W2h5/L48eM4deqU6Bf6uyiwsmzZcmhaWwAxrTZHo7ZoS5fS/B3GGGOMMcYYY4wx9jtuXr+OXDZajNFKTC5dx61r1/ggs1/GARjGAtHIkWOgKNkADAMQyteWOND1ZXj27AmWLFniNMd80KBBSJUqERSFmnU1A7AQwBCoahqECnUEy5cvhpubG5xRv4EDcU6WUc5XeOkVgKEAOgOIBiB61KioVavWd5/78eNHtG/fHjFjxkH27NmRJUsWxI7tiYEDB4oAybJly1CkSDEkTZoaefMWEG3D/t/Szf/WaJpGgRzbzdFUNQFu3bJVu8MYY4wxxhhjjDHGAipylCi468/2u5KESFGj8gFlv4wDMIwFEhrItWvXDuh6LUuM3K/EkOXc2LFjh9Mccw8PDxw8uBc9e/6NGDE2AKgDN7d+qFYtD44dO4ICBQrAWeXLlw9r16/H4QgRRJMvdwq4AOhJzyUAPVIkbNq6FREiUBu2/6MAS7FiJTF+/HR8+NAawAkAh/DyZRX07t0X8eMnQvXq1bF792fcvFkMhw+HR5MmTZEtWy48e/YsQK3RgDs2HvEBhvEUUaJECaSjwBhjjDHGGGOMMRZyVa9dG6tlGdTHxq/rYiovUKN2bTvsGXMVHIBhLBCZJi3dh/Zne2homuZUx9zd3R19+/aFl9cDUfnx+fNHLFy4AOnSpYOzK1WqFJ6+fImxY8ciba5ciB8/vqhoGTZiBK7euIGsWbN+9znz58/HgQP7YBjbAAykbqCWEW0TYZpz8fTpYwAjYBh7aSIQDINO1Wdw5cpj1K3bwN/9iRUrFvLlKwhZplFv1n5PZsEwPqBq1aqBeBQYY4wxxhhjjDHGQqbGjRsjZqxYKKKq2O6TlGsJvBRVVSROmBB16tSx924yJ8YBGMYC649JlpE5c3bI8hobj6Cx7vuRKxct1jsfSZIQNmxY8XO6Emqh1rZtWxw6dAi37t7FoaNH0alTJ0S1UV46depMyHJJAHmtbKXqpxQATvm5Pz10fQS2bt2Eaz/oGzpgQF9I0mlIUiUAlyz3vgUwCpLUCY0aNUaiRIl+8adljDHGGGOMMcYYY767kezevx8RU6dGMQBRFQVRFAWlaIZwxozYuXfvd91RGPsZsjPNosidOzfChQuHSJEiBehzTNNE7969xcBtWjimYdrXr1PxGGNBo0OHNjAMipfP9LPlMySpMcKGDY0GDfyvgnBWXl5emDx5MgYPHozly5eLVl2u6Pbt2zAMWzNaqPVcbgDWZrT8W7Wyb98+f78+tXVbs2Y1okQ5CiANVDU6ZJluXdCsWWNMmjQxEH4KxhhjjDHGGGOMMUYSJ06ME2fOYP/+/eg8YAC6DRyII0eO4NCxY/D09OSDxH6LCifx9etXVKlSRVQPzJo1K0CfM3z4cIwfPx7z5s0TGeO9evVCsWLFcOnSJYQJEybI95mFPDVq1MCBAwcxZUpjKMpM6DrFy99AVRdDll9hxYpVLje/g1qqder0NyZOnAjDkKAo7tC0F4gcOTpmzJiCSpWoksN1RI4cBa9e2ZrRQm4DiGIjOCOJwPCPlClTBo8e3cP69etFxQy1gatYsSLixInzW/vOGGOMMcYYY4wxxqx3fsmbN6+4MRYiK2D69euH9u3bB3juBC1y0lyHnj17oly5ckifPr2Y3fDo0SOsXbs2yPeXhdwXa6pQWLduHQoV8kDkyBMQM+YyNG5cHmfPnkbJktS6yrV07NgJ48dPgK73h2k+haY9B3AZr1/nR5UqVfHPP//AldSpUx2KshQAzXrx6zSAPRSKs7JtJb0yIV++fAH6PqFChULlypXRvXt3tGrVioMvjDHGGGOMMcYYY4w5GacJwPxKmyBqiURtx3x4eHggR44cOHz4sM3Po7ZJb9++/ebG2M8GYcqWLYt//tmGly+fwsvrvmjNlTJlSpc7kA8fPhSVL6Y5GEA3AD7tAVPCNJdBknKjR4/ecCUtWrRAtGiRoCiFAeywjGfTAKyCJBWnqTLUJdTPZ12Cqv6NokWLu+TvAWOMMcYYY4wxxhhjLAQFYCj4QmLGjPnN/fRvn23WDBkyRARqfG7c548x21auXGnpZNjMylYFhtEGx48fwZ07/rXsci4xYsTAvn27kCoVtTEsCkWJDFn2AFAZefOmRrZsWcT9skzB386QpPKQpPRIkiQKFiyYa+/dZ4wxxhhjjDHGGGOMhYQATNeuXUW1gH+3K1euBOs+devWDW/evPnvdv/+/WD9/ow5k1evXkFRogJwt/GIROK/L1++hCtJnjw5zp07JYazDRrUHcOH98eZM2ewb99uHDiwFwsWLECePDrix1+NrFmfYtKkCTh58uh3AWHGGGOMMcYYY4wxxpjrotR1u+nYsSPq16/v72MSJ078S187VqxY4uOTJ08QO/b/2wHRvzNmzGjz80KHDi1ujDmz48ePY9So0Vi/fiM07SvSp8+Etm1bolatWpDlwIu70t+ntzfNQqEKl4RWHnEEsqy4ZCWZreFsNLuldu3a4sYYY4wxxhhjjDHGGAu57BqAiR49urgFhUSJEokgzM6dO/8LuNA8l6NHj6J58+ZB8j0ZcwRLly5FrVq1IctJoGldRXXK6dObULduXWzfvgPz5s0JtCBMpUqV0LJlG7x/T3Ne5lFYwtfW51CUUShfvkKQ/Z0zxhhjjDHGGGOMMcaYo3KaGTD37t0TLX7oo67r4v/p9v79+/8eQ8Ot16xZ8192ert27TBw4ECsX78e58+fFwvQceLEQfny5e34kzAWdGi+Ud269WEYNaBpFwH0ANAahrEVwBIsXDgf8+fPD7TvFz58eEyePAHAAkhSMQAbAJwDMAWKkh0eHh8wbNjQQPt+jDHGGGOMMcYYY4wxFhC3bt1C+/btkTRBAnjGioUypUph8+bNME0TIaIC5mf07t0b8+ZRhv2/MmXKJD7u3r0bBQsWFP9/9epVMbfFR+fOnfHhwwc0adIEr1+/Fq2Ctm7dijBhaHg2Y65n1qxZ0HWKq06w8uddHbI8H+PGTfph67+fUadOHbi7u6NHjz64eLGsuE+SZJQqVRajRo1AkiRJfunrGoaBffv24ebNm4gUKRKKFy8uAj6MMcYYY4wxxhhjjDHmn127domAS1hvb9TQdUQCsHnbNpTavBmtW7XCuPHjRRFHUJPM4Az3OCFqW+bh4SECO7TIzJgjq1ChAtat+wjT3GbjEVMhSS2gaVqgzoIh9FJy7do1EexMkCDBf3OYfgUFVv/6qylu377+333hw7ujV6/uIrAaHC+OjDH/8fkx+PCxZowxxvj8aE98LcIYY8zZvHnzBgnixUOOjx+x2jDgk9JNgZDpAJoBWLRoEWrWrBnk50enqYBhjP0YDYCXpKewHVZ9B1V1C5IABn3NFClS/PbXOXz4MP78szgMIzeA2QDo4z18+DAOXbt2xefPn9GnT59A2WfGGGOMMRYwz58/x+zZs7Fn926ReJMvf340atQIMWLE4EPIGGOMMcYcyoIFC0RnrDmm+V/whdCKaFMAq2UZ40eP/q0AjMvNgGGM/ViJEiVgGIcAXLOy1YCqzkeJEiUduoKkS5fuMIy0MAyq4slreZlKCGAMgO4YNGiIWABgjDHGGGPB174hcYIE6N2tG6StW6Fu24YBvXohccKE2LJlCz8NjDHGGGPMoRw8eBC5JAlxbGyvbBg4evKk6BIU1DgAw5gLqVatGuLEiQ9FqQTghq8t70Rxna5fRKdOHeCoHjx4gP+1dyfQUZV3H8d/k5kkBDFBdngB2YQqFhApvHDQIIvBoIJVy161gkpFSfHVWrVyXAFL6ykWRV8EfC2VwpGiRZYDCGWrG5ojIFBAQMpekLAI0sw873luSUhCVnInd5bv55whmXvvhCd/7tz5cf93Wb16pUKhX9jzeYpZ4hfKzQ1p7ty5VTamo0ePateuXTp9+nSV/Z0AAADhZs8q3r17t44cOVLqcnv27FH/m29W1zNntCcU0geS/ippbyiknmfO6PbbbnPu2QcAAACEWygUcvYf7t271/m+JPbWC7mlHID+73NX86mKg9RpwAAxJCUlRUuXLlK9ejmSWishIV3SrfL7/0t+/wy9+eabuu666xSpDh06dO67K0tYoo4CgTo6ePBg2MeyevVq9ep1o2rXrq3mzZurdu16+vnPf15gjAAAANHHNlwefvhh1a9TR82aNVOdOnXUMz3dOculOFOnTpXv7FnNDYVUt8D0WpJmG6PqubmaMmVKlY0fAAAA8ScUCmny5Mlq3aKFmjRposaNGzvfv/LKK8U2Ynr27KmPgkF9XczPsndueMfvV3r37vL7/WEfOw0YIMZcddVV2r59i958c5r696+tm24K6oknsrRz59e65557FMkaNmx4rvOcXcIS+5Sbe8jZyIbT+++/rxtu6Km//c0eETpN0hKdPj1Wb7wxR507d6uSBhAAAEA4mi/Xde2qP776qkafOiV7wdcZkk6tWaM+vXtrzpw5F7xm8V//qtuCQRV3W9Hqku4MBp1lAAAAgHAwxmjEvfcqa8wYddm9W+9Jmi+p8zffaMzDD2vkiBHOMgUNHjxY9evW1WC/XwX34tkLjj0jaU0wqLGPPlol/2A+U3R0KOT48eNKS0tTTk6OUlOL+28HADf17ZupZct2KRj8RFKNInMfUrVqM3TgwF7nfRmuy3E0bNhYOTnXyRh7qbNAgbk7FQj8t4YPv1nTp78Zlr8fiBZ8PlJrANHnoYce0qzXXnOOBmxdYHpQ0jCfTx+kpGjfwYOqUeN8Bmt35ZXqvmWLXi3hZ/6PpPeaNtW23bvDPn6gILJI1aHWAAAvLVq0SJmZmfo/ScOLzJspyR5uvnjxYmVkZBSat379evXt00cncnJ0cyiky+wh1oGA9uTm6oUXXtATTzxRJZ+PnAEDIKK89NIEJSXtkd9vL5U2T3L61LYZM1TSHzRx4otha75Y7777ro4dOyJjXirSfLGaKzd3jGbN+pOzkQUAAIgW9n52b02frgeLNF8se+GFicbo1OnTmj17dqF5P+raVQsCAadJU5S92MP7gYB+1K1bWMcOAACA+DX11VfV0e/XsGLm3SWpvd+v11977YJ51157rTb/4x96dvx4HezaVdnt2yvjrrucxkxlmy8VQQMGQERp166dVq9eqY4dUyTdLqmBpC5q0GCVpk2b5lyzPJy2bNmixMQmkq4oYYkbdPbsf25aCwAAEC327dunE999px4lzG9q008goM2bNxea/uDo0c5Rgk+eu152Hvv9c5K25eZq9EMPhXXsAAAAiF9bNm5Uj2BQ9qYFRdlpPYNBbd6wodjX2vsdPvbYY1q9bp0+zc7W/06bpo4dO6oqFT28GwA8ZzvUn3yyTps2bdKOHTtUs2ZNdevWTYFA+DdZ9pIbodC39jhRSbYJVNT+/OUAAACiRV52OVDC/H9LOhwKXZBx7H9Qf/vb3+qRRx7R4kBAA3NznaP45vr9Wh8M6vnnn3dyGgAAABAONVJTS8yw1r5zy0QqzoABELHatm2rW2+9Vddff32VNF+s2267TcHgSUl/LGauUULCa2rXrqOaNWtWJeMBAABwQ/369dW9a1dNTUhwLh1W1BxJR4NB3X67PQO5sLFjx2r58uVqmpGh8dWr6/mUFNXr3du51vaTT9pzYwAAAIDwuGPQIM1LSCi2CWObL/MTEpxlIhUNGAAooHXr1ho0aIgSEsZIekvS2XNz7L1o7lcotEzPPvu0fL7iTnwEAACIXE+NG6e1xjg3Kv3POb1SrqR3JD3g92vALbc4l4MtTs+ePfX+ggU6fuqUcymzhcXc6BQAAABw28iRI1WzVi1l2DOwC0z/TFJfv1+1atfWiBEjIrbwNGAAoIjp06fpxz++RdLdCgQaKTHxavl8TZSc/Ee98cYb6t+/PzUDAABRxzZM3nrrLb2bkqKmPp+uTkxUw0BAQyT1uukmvf2nP3k9RAAAAOCC+7gsW7lSpxo3VidJLRMTnceP7A0EmjTR0hUrVLt2bUUqnzGm4L0UUcTx48eVlpamnJwcpUbwteQAuG/jxo2aM2eO8/5v1aqVhg0bpssuu4xSA3w+VimyCAC32Wwza9Ysbd26VZdeeqnuuOMOdejQgUIjqvD5SK0BAPElGAxqwYIFWrVqlfM8PT1d/fr1k9/vj+gsQgPGpUICABBP+Hyk1gAAeIksQq0BAIiGLMIlyAAAAAAAAAAAAFxGAwYAAAAAAAAAAMBlNGAAAAAAAAAAAABcRgMGAAAAAAAAAADAZTRgAAAAAAAAAAAAXEYDBgAAAAAAAAAAwGU0YAAAAAAAAAAAAFxGAwYAAAAAAAAAAMBlNGAAAAAAAAAAAABcRgMGAAAAAAAAAADAZTRgAAAAAAAAAAAAXEYDBgAAAAAAAAAAwGU0YAAAAAAAAAAAAFxGAwYAAAAAAAAAAMBlAbd/YKwxxjhfjx8/7vVQAACIGHmfi3mfkwgfsggAAGQRL5FFAAC4+P0iNGDKcOLECedrkyZNyloUAIC4/JxMS0vzehgxjSwCAEDpn5NkEbIIAACRmkV8hkN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      "text/plain": [
       "<Figure size 2000x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def prepare_data(scaling_factor=0.65):\n",
    "    \"\"\"Standardization, type changing and splitting of the data for preparation\"\"\"\n",
    "    x_circ, y_circ = get_circle(200)\n",
    "    x_moon, y_moon = get_moon(200)\n",
    "    x_blob, y_blob = get_blobs(200)\n",
    "\n",
    "    x_circ_train, x_circ_test, y_circ_train, y_circ_test = train_test_split(\n",
    "        x_circ, y_circ, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_circ_train = torch.FloatTensor(x_circ_train)\n",
    "    y_circ_train = torch.FloatTensor(y_circ_train)\n",
    "    x_circ_test = torch.FloatTensor(x_circ_test)\n",
    "    y_circ_test = torch.FloatTensor(y_circ_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_circ_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_circ_train)) * scaling_factor\n",
    "    )\n",
    "    x_circ_test = torch.FloatTensor(scaler.transform(x_circ_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Circular training set: {x_circ_train.shape[0]} samples, {x_circ_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Circular test set: {x_circ_test.shape[0]} samples, {x_circ_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_moon_train, x_moon_test, y_moon_train, y_moon_test = train_test_split(\n",
    "        x_moon, y_moon, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_moon_train = torch.FloatTensor(x_moon_train)\n",
    "    y_moon_train = torch.FloatTensor(y_moon_train)\n",
    "    x_moon_test = torch.FloatTensor(x_moon_test)\n",
    "    y_moon_test = torch.FloatTensor(y_moon_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_moon_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_moon_train)) * scaling_factor\n",
    "    )\n",
    "    x_moon_test = torch.FloatTensor(scaler.transform(x_moon_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Moon training set: {x_moon_train.shape[0]} samples, {x_moon_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Moon test set: {x_moon_test.shape[0]} samples, {x_moon_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_blob_train, x_blob_test, y_blob_train, y_blob_test = train_test_split(\n",
    "        x_blob, y_blob, test_size=0.4, random_state=42\n",
    "    )\n",
    "\n",
    "    # Convert data to PyTorch tensors\n",
    "    x_blob_train = torch.FloatTensor(x_blob_train)\n",
    "    y_blob_train = torch.FloatTensor(y_blob_train)\n",
    "    x_blob_test = torch.FloatTensor(x_blob_test)\n",
    "    y_blob_test = torch.FloatTensor(y_blob_test)\n",
    "\n",
    "    scaler = StandardScaler()\n",
    "    x_blob_train = (\n",
    "        torch.FloatTensor(scaler.fit_transform(x_blob_train)) * scaling_factor\n",
    "    )\n",
    "    x_blob_test = torch.FloatTensor(scaler.transform(x_blob_test)) * scaling_factor\n",
    "\n",
    "    print(\n",
    "        f\"Blob training set: {x_blob_train.shape[0]} samples, {x_blob_train.shape[1]} features\"\n",
    "    )\n",
    "    print(\n",
    "        f\"Blob test set: {x_blob_test.shape[0]} samples, {x_blob_test.shape[1]} features\"\n",
    "    )\n",
    "\n",
    "    x_train = [x_circ_train, x_moon_train, x_blob_train]\n",
    "    x_test = [x_circ_test, x_moon_test, x_blob_test]\n",
    "    y_train = [y_circ_train, y_moon_train, y_blob_train]\n",
    "    y_test = [y_circ_test, y_moon_test, y_blob_test]\n",
    "\n",
    "    return x_train, x_test, y_train, y_test\n",
    "\n",
    "\n",
    "x_train, x_test, y_train, y_test = prepare_data()\n",
    "# Visualize training data\n",
    "get_visual_sample(\n",
    "    x_train, y_train, title=[\"Circular dataset\", \"Moon dataset\", \"Blob dataset\"]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "acec3c0a32a1fc57",
   "metadata": {},
   "source": [
    "### 6.2 Compute kernel value for every pair of data points using our quantum model\n",
    "\n",
    "To do so, we first need the delta (squared Euclidean distance) between each pair of points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "d29caa6610e91e17",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.376778600Z",
     "start_time": "2025-11-10T08:54:05.368406900Z"
    }
   },
   "outputs": [],
   "source": [
    "def calculate_delta(x1, x2):\n",
    "    \"\"\"\n",
    "    Computes squared Euclidean distances between each pair of vectors in x1 and x2.\n",
    "    x1: Tensor of shape (n1, d)\n",
    "    x2: Tensor of shape (n2, d)\n",
    "    Returns: Tensor of shape (n1, n2) with delta[i, j] = ||x1[i] - x2[j]||^2\n",
    "    \"\"\"\n",
    "    # Ensure 2D input\n",
    "    assert x1.ndim == 2 and x2.ndim == 2, \"Inputs must be 2D tensors\"\n",
    "\n",
    "    # Use broadcasting to compute pairwise squared Euclidean distances\n",
    "    diff = x1[:, None, :] - x2[None, :, :]  # shape (n1, n2, d)\n",
    "    delta = torch.sum(diff**2, dim=2)  # shape (n1, n2)\n",
    "\n",
    "    # Optional sanity checks\n",
    "    assert delta.shape[0] == x1.size(0), \"First dimension of delta is off\"\n",
    "    assert delta.shape[1] == x2.size(0), \"Second dimension of delta is off\"\n",
    "\n",
    "    return delta"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6777ec8e03be6d8b",
   "metadata": {},
   "source": [
    "Calculate the kernel value with our previously defined quantum model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ab3497f1308b6abc",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.389979500Z",
     "start_time": "2025-11-10T08:54:05.385171600Z"
    }
   },
   "outputs": [],
   "source": [
    "def get_kernel(model, delta):\n",
    "    \"\"\"\n",
    "    Efficiently apply `model` to each element in the `delta` matrix.\n",
    "    Assumes model maps a scalar input to a scalar output.\n",
    "    \"\"\"\n",
    "    model.eval()\n",
    "    with torch.no_grad():\n",
    "        flat_input = delta.view(-1, 1)  # shape (n1 * n2, 1)\n",
    "        output = model(flat_input)  # shape (n1 * n2, 1) or (n1 * n2,)\n",
    "        kernel_matrix = output.view(delta.shape)\n",
    "    return kernel_matrix"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2593e0bcce50d3c",
   "metadata": {},
   "source": [
    "### 6.3 Define the training for a SVM for classification"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50b6e71b4698431c",
   "metadata": {},
   "source": [
    "In the first function, we define the training for a SVM utilizing the quantum Gaussian kernel sampler."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "cda24a9639f09f1c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.389979500Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_q_svm(k_train, k_test, y_train, y_test):\n",
    "    clf = SVC(kernel=\"precomputed\")\n",
    "    clf.fit(k_train.numpy(), y_train.numpy())\n",
    "\n",
    "    y_pred = clf.predict(k_test.numpy())\n",
    "    accuracy = accuracy_score(y_test.numpy(), y_pred)\n",
    "    return accuracy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6075279e1cf47590",
   "metadata": {},
   "source": [
    "In the second, we define the training for a classical rbf SVM."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1d73325d152183a0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.401333Z"
    }
   },
   "outputs": [],
   "source": [
    "def train_classical_svm(x_train, x_test, y_train, y_test, sigma):\n",
    "    gamma = 1 / (2 * sigma**2)\n",
    "    clf = SVC(kernel=\"rbf\", gamma=gamma)\n",
    "    clf.fit(x_train, y_train)\n",
    "    preds = clf.predict(x_test)\n",
    "    acc = accuracy_score(y_test, preds)\n",
    "    return acc"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "81c077177f1426a",
   "metadata": {},
   "source": [
    "### 6.4 Define the classification training for the q_SVM and the classical SVM."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e395daddc535d8bf",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:05.447548600Z",
     "start_time": "2025-11-10T08:54:05.415787100Z"
    }
   },
   "outputs": [],
   "source": [
    "def classif_training(kernel=\"quantum\"):\n",
    "    accs = {\n",
    "        \"circular_acc\": [],\n",
    "        \"moon_acc\": [],\n",
    "        \"blob_acc\": [],\n",
    "        \"std_name\": [],\n",
    "        \"n_photons\": [],\n",
    "    }\n",
    "    std_names = ys_info[\"names\"]\n",
    "\n",
    "    if kernel == \"quantum\":\n",
    "        for std_name in std_names:\n",
    "            for i in range(5):\n",
    "                n_photons = (i + 1) * 2\n",
    "                model = all_results[std_name][\"models\"][i]\n",
    "\n",
    "                # Calculate delta\n",
    "                delta_train_circ = calculate_delta(x_train[0], x_train[0])\n",
    "                delta_test_circ = calculate_delta(x_test[0], x_train[0])\n",
    "                delta_train_moon = calculate_delta(x_train[1], x_train[1])\n",
    "                delta_test_moon = calculate_delta(x_test[1], x_train[1])\n",
    "                delta_train_blob = calculate_delta(x_train[2], x_train[2])\n",
    "                delta_test_blob = calculate_delta(x_test[2], x_train[2])\n",
    "\n",
    "                # Calculate kernel\n",
    "                kernel_train_circ = get_kernel(model, delta_train_circ)\n",
    "                kernel_test_circ = get_kernel(model, delta_test_circ)\n",
    "                kernel_train_moon = get_kernel(model, delta_train_moon)\n",
    "                kernel_test_moon = get_kernel(model, delta_test_moon)\n",
    "                kernel_train_blob = get_kernel(model, delta_train_blob)\n",
    "                kernel_test_blob = get_kernel(model, delta_test_blob)\n",
    "\n",
    "                # Train SVM\n",
    "                circular_acc = train_q_svm(\n",
    "                    kernel_train_circ, kernel_test_circ, y_train[0], y_test[0]\n",
    "                )\n",
    "                moon_acc = train_q_svm(\n",
    "                    kernel_train_moon, kernel_test_moon, y_train[1], y_test[1]\n",
    "                )\n",
    "                blob_acc = train_q_svm(\n",
    "                    kernel_train_blob, kernel_test_blob, y_train[2], y_test[2]\n",
    "                )\n",
    "\n",
    "                accs[\"circular_acc\"].append(circular_acc)\n",
    "                accs[\"moon_acc\"].append(moon_acc)\n",
    "                accs[\"blob_acc\"].append(blob_acc)\n",
    "                accs[\"std_name\"].append(std_name)\n",
    "                accs[\"n_photons\"].append(n_photons)\n",
    "    elif kernel == \"rbf\":\n",
    "        for std_name in std_names:\n",
    "            std = float(std_name[-4:])\n",
    "            circular_acc = train_classical_svm(\n",
    "                x_train[0], x_test[0], y_train[0], y_test[0], std\n",
    "            )\n",
    "            moon_acc = train_classical_svm(\n",
    "                x_train[1], x_test[1], y_train[1], y_test[1], std\n",
    "            )\n",
    "            blob_acc = train_classical_svm(\n",
    "                x_train[2], x_test[2], y_train[2], y_test[2], std\n",
    "            )\n",
    "\n",
    "            accs[\"circular_acc\"].append(circular_acc)\n",
    "            accs[\"moon_acc\"].append(moon_acc)\n",
    "            accs[\"blob_acc\"].append(blob_acc)\n",
    "            accs[\"std_name\"].append(std_name)\n",
    "            accs[\"n_photons\"].append(-1)\n",
    "    else:\n",
    "        raise ValueError(f\"Unknown kernel type: {kernel}\")\n",
    "    return accs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4662e2168c4fadd0",
   "metadata": {},
   "source": [
    "### 6.5 Run the training for both SVMs and compare the obtained accuracies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "9383660ab1eb102e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:09.521765400Z",
     "start_time": "2025-11-10T08:54:05.431834Z"
    }
   },
   "outputs": [],
   "source": [
    "q_accs = classif_training(\"quantum\")\n",
    "classical_accs = classif_training(\"rbf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "332fddbd263214a6",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-11-10T08:54:10.065586600Z",
     "start_time": "2025-11-10T08:54:09.538004800Z"
    }
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1000x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def visualize_accuracies(q_results, classical_results):\n",
    "    fig, axs = plt.subplots(2, 2, figsize=(10, 8))\n",
    "    plt.subplots_adjust(hspace=0.4, wspace=0.3)\n",
    "\n",
    "    # Map each std to a subplot index\n",
    "    std_to_pos = {1.0: (0, 0), 0.5: (0, 1), 0.33: (1, 0), 0.25: (1, 1)}\n",
    "\n",
    "    datasets = [\"circular\", \"moon\", \"blob\"]\n",
    "    quantum_colors = [\"red\", \"blue\", \"green\"]\n",
    "\n",
    "    unique_stds = sorted(set(q_results[\"std_name\"]), reverse=True)  # just in case\n",
    "\n",
    "    for std in unique_stds:\n",
    "        std_str = std\n",
    "        std = float(std[6:])\n",
    "        if std not in std_to_pos:\n",
    "            print(f\"std skipped: {std}\")\n",
    "            continue  # skip stds not in layout\n",
    "        axis = axs[std_to_pos[std]]\n",
    "\n",
    "        # Get quantum data for this std\n",
    "        std_indices = [j for j, s in enumerate(q_results[\"std_name\"]) if s == std_str]\n",
    "        n_photon_vals = sorted({q_results[\"n_photons\"][j] for j in std_indices})\n",
    "\n",
    "        num_groups = len(n_photon_vals) + 1  # +1 for classical comparison\n",
    "        positions = np.arange(num_groups)\n",
    "\n",
    "        for k, dataset in enumerate(datasets):\n",
    "            y_vals = []\n",
    "            for n in n_photon_vals:\n",
    "                idx = next(j for j in std_indices if q_results[\"n_photons\"][j] == n)\n",
    "                y = q_results[f\"{dataset}_acc\"][idx]\n",
    "                y_vals.append(y)\n",
    "\n",
    "            classical_idx = classical_results[\"std_name\"].index(std_str)\n",
    "            classical_y = classical_results[f\"{dataset}_acc\"][classical_idx]\n",
    "            y_vals.append(classical_y)\n",
    "\n",
    "            x_pos = positions + k * 0.25\n",
    "            for j, y in enumerate(y_vals):\n",
    "                if j < len(n_photon_vals):\n",
    "                    # Quantum bar\n",
    "                    axis.bar(x_pos[j], y, width=0.25, color=quantum_colors[k])\n",
    "                else:\n",
    "                    # Classical bar\n",
    "                    axis.bar(\n",
    "                        x_pos[j],\n",
    "                        y,\n",
    "                        width=0.25,\n",
    "                        color=quantum_colors[k],\n",
    "                    )\n",
    "                # Add text above each bar\n",
    "                axis.text(\n",
    "                    x_pos[j], y + 0.01, f\"{y:.2f}\", ha=\"center\", va=\"bottom\", fontsize=6\n",
    "                )\n",
    "\n",
    "        x_labels = [str(n) + \" photons\" for n in n_photon_vals] + [\"Classical\"]\n",
    "        tick_positions = positions + 0.25\n",
    "        axis.set_xticks(tick_positions)\n",
    "        axis.set_xticklabels(x_labels, rotation=45)\n",
    "        axis.set_title(f\"σ = {std}\")\n",
    "        axis.set_ylabel(\"Accuracy\")\n",
    "        axis.set_ylim(0, 1)\n",
    "\n",
    "    plt.suptitle(\n",
    "        \"SVM classification accuracy across datasets\\ncomparing approximated and exact Gaussian kernels\",\n",
    "        fontsize=14,\n",
    "    )\n",
    "    handles, labels = axs[0, 0].get_legend_handles_labels()\n",
    "    legend_patches = [\n",
    "        Patch(facecolor=quantum_colors[i], label=datasets[i].capitalize())\n",
    "        for i in range(len(datasets))\n",
    "    ]\n",
    "\n",
    "    fig.legend(\n",
    "        handles=legend_patches,\n",
    "        loc=\"center left\",\n",
    "        bbox_to_anchor=(1.0, 0.5),\n",
    "        title=\"Dataset\",\n",
    "    )\n",
    "\n",
    "    plt.tight_layout(rect=[0, 0, 0.95, 1])\n",
    "    # plt.savefig(\"./results/svm_accuracies_quantum_kernel.png\", bbox_inches='tight', dpi=600)  # To save locally\n",
    "    plt.show()\n",
    "    plt.clf()\n",
    "    return\n",
    "\n",
    "\n",
    "visualize_accuracies(q_accs, classical_accs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "33ae3655405ac21d",
   "metadata": {},
   "source": [
    "So even if the Gaussian kernel fits were not as accurate as we wanted, we can see that the quantum Gaussian kernel samplers are as accurate as the classical rbf SVM for the most part. Namely, the quantum approximators that used more photons tend to reach better results. However, is this methodology really bringing something interesting ? Because in the end we are approximating a classical function for which the calculation is highly optimized and using a quantum circuit to approximate does not bring any real advantage in this context."
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