Evaluating the merged model/Correlation with clinical outcome_TCGA.ipynb

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    "# Correlation with clinical outcome - TCGA\n",
    "\n",
    "The evaluation of the merged Palma-Ikonomi models focuses on their ability to predict clinical outcomes for patients with specific mutations. Palma et al. has connected their network to three cancer hallmark phenotypes: apoptosis, differentiation and proliferation. In addition, an integrated network score was defined as subtracting the value of apoptosis and differentiation from the value of the proliferation to reflect the malignancy of the cancer. The phenotype scores were then used as a proxy of the prediction power of the model to patients’ clinical outcomes."
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    "model1name = \"Palma2021\"\n",
    "model2name = \"Ikonomi2020\""
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   "source": [
    "import ginsim\n",
    "import biolqm\n",
    "import maboss\n",
    "import pypint\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from colomoto_jupyter import tabulate # for fixpoint table display\n",
    "from itertools import combinations  # for iterating over sets\n",
    "import matplotlib.pyplot as plt # for modifying plots\n",
    "from scipy.stats import pearsonr # for calculating the pearson correlation\n",
    "from rpy2.robjects.packages import importr\n",
    "from rpy2.robjects import IntVector\n",
    "from rpy2.robjects.vectors import ListVector\n",
    "from rpy2 import robjects\n",
    "from rpy2.robjects import conversion\n",
    "from rpy2.robjects.conversion import localconverter\n",
    "from rpy2.robjects import pandas2ri\n",
    "boolnet = importr(\"BoolNet\")\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.colors import ListedColormap\n",
    "from matplotlib.gridspec import GridSpec\n",
    "import matplotlib.patches as patches\n",
    "import matplotlib.colors as colors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "home = \"persistent/\" # home path for Logic Model Merger\n",
    "model1 = biolqm.load(home + \"LogicModelMerger/Models/\" + model1name + \".sbml\")\n",
    "model2 = biolqm.load(home + \"LogicModelMerger/Models/\" + model2name + \".sbml\")\n",
    "merged_and = biolqm.load(home + \"LogicModelMerger/Models/merged_and_\" + model1name + \"_\" + model2name + \".sbml\")\n",
    "merged_inhibitor_wins = biolqm.load(home + \"LogicModelMerger/Models/merged_inhibitor_wins_\" + model1name + \"_\" + model2name + \".sbml\")\n",
    "merged_or = biolqm.load(home + \"LogicModelMerger/Models/merged_or_\" + model1name + \"_\" + model2name + \".sbml\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The evaluation of clinical outcomes prediction using the TCGA-LAML dataset is similar to the approaches that Palma et al. used in their publication.  \n",
    "\n",
    "## Simulations of the models\n",
    "\n",
    "As described in the paper:  \n",
    ">In silico simulations were performed for different genomic profiles, including loss of function of NPM1 and/or DNMT3A and/or gain of function of FLT3. In our Boolean model simulation, oncogenes and TSG were set to fixed values of 1 and 0, respectively. Each node of the network is associated to a Boolean expression, describing how the value of the node changes depending on the activities of the upstream regulatory nodes. Nonmutated genes were considered active or inactive depending on the activities of the upstream regulatory nodes. This approach enabled to generate eight “mutation-specific” models. To estimate the level of activation of each phenotype, we assumed that the activities of the nodes directly linked to a phenotype have an additive effect on the value of the phenotype. Hence, we estimated phenotype activation by adding up the contribution of the upstream activators and subtracting that of the upstream inhibitors. Thus, a phenotype is considered “most active” whenever all activator nodes are on and inhibitors off at a steady state.  \n",
    "  \n",
    "Following a similar approach, we first set the fix values of the models according to the 8 mutation profiles (mutation status of FLT3, NPM1 and DNMT3A). And then run simulations using the `biolqm.fixpoints` function from `BoolNet` to compute the complete list of logical stable states (or fixpoints) of the model.   \n",
    "\n",
    "Using the stable states, the phenotype scores can be calculated as:\n",
    "- Apoptosis = tp53 - bcl2\n",
    "- Differentiation =\tcebpa + etv6 - meis1\n",
    "- Proliferation\t= myc + ccnd1 + sox4 + meis1 + stat5a\n",
    "- Network = Proliferation - Differentiation - Apoptosis "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Simulate the models for each mutation profile and return the phenotype scores\n",
    "def simulation(model):\n",
    "    \n",
    "    # set the fix value for the simulations\n",
    "    wt = biolqm.perturbation(model, \"FLT3%0 DNMT3A%1 NPM1%1\")\n",
    "    flt3 = biolqm.perturbation(model, \"FLT3%1 DNMT3A%1 NPM1%1\")\n",
    "    npm1 = biolqm.perturbation(model, \"FLT3%0 DNMT3A%1 NPM1%0\")\n",
    "    dnmt3a = biolqm.perturbation(model, \"FLT3%0 DNMT3A%0 NPM1%1\")\n",
    "    npm1_dnmt3a = biolqm.perturbation(model,\"FLT3%0 DNMT3A%0 NPM1%0\")\n",
    "    flt3_dnmt3a = biolqm.perturbation(model, \"FLT3%1 DNMT3A%0 NPM1%1\")\n",
    "    flt3_npm1 = biolqm.perturbation(model, \"FLT3%1 DNMT3A%1 NPM1%0\")\n",
    "    flt3_npm1_dnmt3a = biolqm.perturbation(model, \"FLT3%1 DNMT3A%0 NPM1%0\")\n",
    "\n",
    "    # get the stable states\n",
    "    networks = [wt,flt3,npm1,dnmt3a,npm1_dnmt3a,flt3_dnmt3a,flt3_npm1,flt3_npm1_dnmt3a]\n",
    "    results = pd.DataFrame()\n",
    "    for network in networks:\n",
    "        fps = biolqm.fixpoints(network)\n",
    "        # take average if multiple stable states exist\n",
    "        results = pd.concat([results, pd.DataFrame(fps).mean().to_frame().T],ignore_index=True)\n",
    "    results.index = [\"WT\",\"FLT3\",\"NPM1\",\"DNMT3A\",\"NPM1_DNMT3A\",\"FLT3_DNMT3A\",\"FLT3_NPM1\",\"FLT3_NPM1_DNMT3A\"]\n",
    "    \n",
    "    # calculate the phenotype scores\n",
    "    results['APOPTOSIS'] = results['TP53'] - results['BCL2']\n",
    "    results['DIFFERENTIATION'] = results['CEBPA'] + results['ETV6'] - results['MEIS1']\n",
    "    results['PROLIFERATION'] = results['MYC'] + results['CCND1'] + results['SOX4'] + results['MEIS1'] + results['STAT5A']\n",
    "    \n",
    "    # calculate the network scores\n",
    "    results['NETWORK'] = results['PROLIFERATION'] - results['APOPTOSIS'] - results['DIFFERENTIATION']\n",
    "    simulation_results = results.T.sort_index()\n",
    "    return simulation_results"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "## Correlation with clinical outcomes\n",
    ">We next investigated the prognostic power of our model by comparing it with additional clinical features derived from the AML TGCA dataset. Specifically, we compared the mutation-specific peripheral blood (PB) and bone marrow (BM) blast percentages with the predictions of our models.   \n",
    "    \n",
    "Similarly, we correlate the derived network scores with the blast percentage in peripheral blood (PB_blast) and bone marrow (BM_blast) of patients from the TCGA-LAML dataset:  \n",
    "   \n",
    "Mutation and clinical data are downloaded from the [NIH GDC website](https://gdc.cancer.gov/about-data/publications/laml_2012):\n",
    "1. [Supplemental Table 06: All somatic mutations with annotation and readcounts from DNA and RNA sequencing](SupplementalTable06.tsv)\n",
    "2. [Patient Clinical Data](https://portal.gdc.cancer.gov/files/c07a64a0-7588-4653-95ef-982b41a1a804?aeTable_offset=20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# First process the mutation and clinical data\n",
    "\n",
    "# Data file path\n",
    "tsv_file_path_genes = 'https://api.gdc.cancer.gov/data/0d8851d7-1af0-4054-a527-5db763138400'\n",
    "tsv_file_path_clinical = 'https://api.gdc.cancer.gov/data/1fd61a91-90d5-405a-bcef-b9df8b396a21'\n",
    "\n",
    "# Mutation data\n",
    "df_genes = pd.read_csv(tsv_file_path_genes, sep='\\t', usecols=['TCGA_id', 'gene_name'])\n",
    "\n",
    "# clinical data \n",
    "df_clinical = pd.read_csv(tsv_file_path_clinical, sep='\\t', usecols=['bcr_patient_barcode', \n",
    "                                                            'lab_procedure_blast_cell_outcome_percentage_value',\n",
    "                                                            'lab_procedure_bone_marrow_blast_cell_outcome_percent_value'])\n",
    "\n",
    "# Function to determine mutation combination\n",
    "def determine_combination(row):\n",
    "    genes = row['gene_name']\n",
    "    has_flt3 = 'FLT3' in genes\n",
    "    has_npm1 = 'NPM1' in genes\n",
    "    has_dnmt3a = 'DNMT3A' in genes\n",
    "\n",
    "    if has_flt3 and has_npm1 and has_dnmt3a:\n",
    "        return \"FLT3_NPM1_DNMT3A\"\n",
    "    elif has_flt3 and has_dnmt3a:\n",
    "        return \"FLT3_DNMT3A\"\n",
    "    elif has_flt3 and has_npm1:\n",
    "        return \"FLT3_NPM1\"\n",
    "    elif has_npm1 and has_dnmt3a:\n",
    "        return \"NPM1_DNMT3A\"\n",
    "    elif has_flt3:\n",
    "        return \"FLT3\"\n",
    "    elif has_npm1:\n",
    "        return \"NPM1\"\n",
    "    elif has_dnmt3a:\n",
    "        return \"DNMT3A\"\n",
    "    else:\n",
    "        return \"WT\"\n",
    "\n",
    "# Group by TCGA_id and apply the combination function\n",
    "grouped = df_genes.groupby('TCGA_id').agg(list).reset_index()\n",
    "grouped['mutation'] = grouped.apply(determine_combination, axis=1)\n",
    "\n",
    "# Merge the gene information with the clinical data\n",
    "clinical_result = pd.merge(df_clinical, grouped[['TCGA_id', 'mutation']], left_on='bcr_patient_barcode', right_on='TCGA_id')\n",
    "clinical_result = clinical_result[['TCGA_id', 'mutation', \n",
    "                   'lab_procedure_blast_cell_outcome_percentage_value',\n",
    "                   'lab_procedure_bone_marrow_blast_cell_outcome_percent_value']]\n",
    "\n",
    "# convert to numeric\n",
    "clinical_result['lab_procedure_blast_cell_outcome_percentage_value'] = pd.to_numeric(clinical_result['lab_procedure_blast_cell_outcome_percentage_value'])\n",
    "clinical_result['lab_procedure_bone_marrow_blast_cell_outcome_percent_value'] = pd.to_numeric(clinical_result['lab_procedure_bone_marrow_blast_cell_outcome_percent_value'])\n",
    "\n",
    "# aggregate the mean PB of each mutation profile\n",
    "clinical_aggr = clinical_result.pivot_table(\n",
    "    index='mutation', \n",
    "    values=['lab_procedure_blast_cell_outcome_percentage_value','lab_procedure_bone_marrow_blast_cell_outcome_percent_value'],\n",
    "    aggfunc='mean'\n",
    ")\n",
    "clinical_aggr.columns = ['PB_BLAST', 'BM_BLAST']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Calculate the pearson correlation between the network score and blast percentages \n",
    "def clinical_pc(simulation_results, clinical_aggr):\n",
    "    clinical_results = pd.concat([clinical_aggr.T.sort_index(axis=1),simulation_results.sort_index(axis=1)])\n",
    "    clinicals = ['PB_BLAST', 'BM_BLAST']\n",
    "    \n",
    "    clinical_pc_results = pd.DataFrame()\n",
    "    \n",
    "    for clinical in clinicals:\n",
    "        # Extract network scores and clinical outcome values\n",
    "        x = clinical_results.loc['NETWORK', :]\n",
    "        y = clinical_results.loc[clinical, :]\n",
    "        \n",
    "        # Calculate Pearson Correlation and p-value\n",
    "        clinical_pc_results.loc[clinical, 'pc'], clinical_pc_results.loc[clinical, 'p_value'] = pearsonr(x, y)\n",
    "    return clinical_pc_results\n",
    "\n",
    "# Draw the correlation plot\n",
    "def clinical_plot(simulation_results, clinical_aggr):\n",
    "    clinical_results = pd.concat([clinical_aggr.T.sort_index(axis=1),simulation_results.sort_index(axis=1)])\n",
    "    \n",
    "    # Plotting scatterplots\n",
    "    clinicals = ['PB_BLAST', 'BM_BLAST']\n",
    "    fig, axes = plt.subplots(1, 2, figsize=(12, 6))\n",
    "    \n",
    "    for i, clinical in enumerate(clinicals):\n",
    "        ax = axes[i]\n",
    "        # Extract network scores and clinical outcome values\n",
    "        x = clinical_results.loc['NETWORK', :]\n",
    "        y = clinical_results.loc[clinical, :]\n",
    "        \n",
    "        # Calculate Pearson Correlation and p-value\n",
    "        pc, p_value = pearsonr(x, y)\n",
    "    \n",
    "        # Linear regression (best-fit line)\n",
    "        slope, intercept = np.polyfit(x, y, 1)\n",
    "        ax.plot(x, slope*x + intercept, color='purple')  # Plotting the best-fit line\n",
    "        \n",
    "        # Create scatterplot\n",
    "        ax.scatter(x, y)\n",
    "        ax.set_title(f'{clinical} vs Network score')\n",
    "        ax.set_xlabel('Network score')\n",
    "        ax.set_ylabel('%' + clinical)\n",
    "    \n",
    "            # Annotate each data point\n",
    "        for j in range(len(x)):\n",
    "            label = x.index[j]\n",
    "            ax.annotate(label, (x.iloc[j], y.iloc[j]), textcoords=\"offset points\", xytext=(0,7), ha='center')\n",
    "    \n",
    "        \n",
    "        # Annotate Pearson Correlation and p-value\n",
    "        ax.text(0.95, 0.05, f'PC: {pc:.2f}\\np-value: {p_value:.2e}',\n",
    "                transform=ax.transAxes, horizontalalignment='right')\n",
    "        \n",
    "    plt.tight_layout()\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Model 1 results\n",
    "simulation_results_model1 = simulation(model1)\n",
    "clinical_pc_model1 = clinical_pc(simulation_results_model1, clinical_aggr)\n",
    "clinical_plot(simulation_results_model1, clinical_aggr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Merged rules using 'OR'\n",
    "simulation_results_or = simulation(merged_or)\n",
    "clinical_pc_or = clinical_pc(simulation_results_or, clinical_aggr)\n",
    "clinical_plot(simulation_results_or, clinical_aggr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Merged rules using 'Inhibitor wins'\n",
    "simulation_results_inhibitor_wins = simulation(merged_inhibitor_wins)\n",
    "clinical_pc_inhibitor_wins = clinical_pc(simulation_results_inhibitor_wins, clinical_aggr)\n",
    "clinical_plot(simulation_results_inhibitor_wins, clinical_aggr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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/WLFiBYYMGYL09HQsWrQItWvXFp8O86nq1KmDL774QvzWDAD++ecfXLhwQTLd2dnZGVeuXMGIESM+aaZWQEAA0tPTc/226OzZs0hISMDgwYPFb1gzMjKQlZUFV1dXXLx4EcnJyXkeQ09PD02bNhW/6Tt69ChMTEwwYcIEpKWl4cyZMwDefrbZ3/IBb9fMcHBwUJq95OnpCUEQlL4N7dq1a663H2R/Y9ayZUscPXoUpqameb8x+PB7/Pr1a5w8eRJ9+/ZVmhH4ruPHj8PFxQU2NjZK5/H69WulRe/f/4ayMD4DIiIqGhs2bBCvew4dOoTBgwdj5MiRWLZsWY79s5+o9+uvvyIjIwNBQUHo27cvDAwMPimPwr7+yl64PPtaJDvvBw8eKM3Q9fLywqNHj7B582Z8//33sLGxwcaNG9GqVasPzsbOLw0NDXh4eCA0NBQKhQLA21lpv/76K7p16wYzMzMAEG+J69u3L7Zv3y558nNBDBkyBA4ODpg8eXKOtwampKTg2LFj6NGjB/T09CS/rzt16oSUlJR83ebn4uKCP/74A2/evMGDBw9w9+5d9O/fH05OTuJs8rCwMFSqVAnVq1cHAPF66P0nM/bp0wf6+vpKn0/dunVzvQX0/v37aNq0KZKSknD+/HnUq1fvgznn5z0+dOgQatSoIbnOe9/x48ehr6+vdLdD9nm9fx5t27ZFuXLlxNeF9RkQlQQsRlGZln2x9ffff+PJkye4evUqmjdvrtSvSpUqaNiwIRo2bIh27dohMDAQ33zzDRYuXCi5Rzy/6tWrh4YNG6JRo0bo3LkzduzYgWrVqmHkyJEFHit7gdA+ffogKSkJiYmJSExMRN++ffH69Wts2bJFaR9bW1t4e3sjKCgId+7cwbZt25CSkvLRF3c58fLywrlz58T3Jzg4GNra2hgwYIDYZ8qUKViwYAHOnz8PNzc3mJmZwcXFBX/99VeBjmVnZ4cRI0Zg7dq1uHPnjlL706dPAQC9e/eGpqamZJs7dy4EQUBCQsIHj9OuXTucP38eycnJCAsLQ9u2bWFmZoYvvvgCYWFhuH//Pu7fvy+5SImPj89xzQkrKyux/V15PaFwz549ePPmDby9vaGtrf3BfIEPv8cvXrxAZmYmKlasmOc4n3oehfUZEBHR51erVi3xusfV1RWrV69Ghw4dMHHixFxvpR8yZAiePXuG2bNn4/Lly598ix5QuNdfL1++xI4dO+Ds7Axzc3PxeqlHjx6QyWRioepdxsbGGDBgAJYsWYI///wTV69eRYUKFTBt2rQCLSmQFy8vL6SkpGDr1q0A3n7xFBMTI1k4vWXLltizZw8yMjIwaNAgVKxYEY6Ojjle4+VFXV0ds2fPxvXr15XWfATe/i7PyMjA0qVLlX5Xd+rUCcDbpxp+SLt27ZCamoozZ87g6NGjKF++POrXr4927dqJX+odO3ZM6XpJQ0ND6YsxmUwGuVxeoOulCxcu4Pbt2+jXr98Hr2+y5ec9fvbsWb6ul+RyOWQymSRuYWEBDQ2ND55HYX0GRCUBi1FUpmVfbDk5OeX5Sy0ndevWhSAIuHr16ifnoaamhtq1ayMmJgZxcXEF2jf74umnn35CuXLlxM3b21vSnpe+ffuibt26iIyMLHjyuRgwYAC0tbUREhIifsvXvXt3ybc/Ghoa8PHxweXLl5GQkIAtW7bg4cOH6NixI16/fl2g4/3444/Q09NTeoIgAPGJNkuXLhW/YX1/e382XE5cXFyQlpaGU6dO4dixY+JMNBcXFxw9elT8ts/FxUXcx8zMLMe1Jp48eSLJLdv7Fy/vWrRoEdzc3ODm5oYjR458MF/gw++xqakp1NXV8ejRozzH+dTzKKzPgIiIVKNu3bp48+YNbt++nWO7jY0N2rVrB39/f9SsWRPNmjX7bHl8zPXXli1b8Pr1a1y4cEFyvZQ93u7du/HixYs8x6hduzb69++P9PT0XN+HgsqePZ09mzw4OBhWVlbo0KGDpF+3bt1w7NgxKBQKhIeHo2LFinB3d1eamfwh3bp1Q/PmzeHr64uUlBRJW7ly5aCurg5PT89cf1dnF0Ty0rhxYxgYGCAsLAxHjx6Fi4sLZDIZXFxcxHGio6MlxSgzMzNkZGTg2bNnkrEEQUBsbGyBrpf69euHWbNmYdq0aQgICMjP2wLgw++xubl5vq6Xnj59qvQQobi4OGRkZHzwPArrMyAqCficbaKPFBERAQC5PpmuIDIzM3Ht2jVoa2vDyMgo3/u9ePECu3fvRvPmzXP8Zbt27Vps2rQJkZGRcHR0RExMTI5Ft1evXuHhw4fiLJfCUK5cOXTv3h0bNmxA06ZNERsbm+dTX0xMTNC7d288fvwYY8eORVRUFBwcHPJ9PDMzM0yaNAnTpk1Tut2refPmMDExwY0bN3JcNPxd2TOO3rx5o9Tm7OwMIyMjLF68GLGxsWIxql27dpg7dy62b98OBwcHyfvo4uKCwMBAXL58WfJUnA0bNkAmk6FNmzb5PkcdHR2EhobCw8MDXbt2xbZt29CtW7d875/be9yqVSvs2LED//vf/3J9FLWLiwt2796NJ0+eSM5vw4YN0NPTkzx6OycF+QyIiKj4yb7uyeuW7vHjx0NXVxd9+vT57HkU9PorKCgIhoaG2LNnj9LT8P766y9MmDABmzZtwqhRoxAfHw9DQ0NoaWkpjZM9I6swr5mGDBkCb29vnDlzBvv27YOPjw/U1dVz7KutrY1WrVrBxMQEv//+O/7++280bdq0QMebO3cuvvzyS/z888+SuJ6eHtq0aYO///4bdevWzfH8380DyPl6SVNTU1xS4OHDh5gzZw4AoEWLFtDQ0MCPP/4oFqeyubi4YN68edi4cSPGjRsnxnft2oXk5GRJ3/z48ccfYWhoiHHjxiE5ORmBgYH53je399jNzQ0zZszA8ePH0bZt2xz3dXFxwfbt27Fnzx706NFDjG/YsEFsz0tBPgOiko7FKKJ8uHPnjnh/tkKhQFhYGIKCgtCwYUO0aNGiwONdunQJxsbGAN7evrRu3TrcvHkT48aNg46OjqTvtWvXsHPnTqUxGjVqhH379iElJQXff/89WrdurdTHzMwMmzZtQlBQEBYtWoT//e9/+OOPP9CvXz84OTlBV1cX9+/fx7JlyxAfH19oayBk8/LywrZt2zBq1ChUrFhR6R77Ll26wNHREQ0bNoS5uTkePHiAxYsXw9bWVlxDoCDGjh2L5cuX49ChQ5K4gYEBli5disGDByMhIQG9e/eGhYUFnj17hitXruDZs2dYuXIlgLfrXQHAkiVLMHjwYGhqaqJmzZowNDSEuro6WrVqhX379qFy5cqoWrUqgLeFFm1tbRw7dgzff/+95Njjxo3Dhg0b0LlzZ8ycORO2trY4cOAAVqxYAW9v7wI/8lpTUxNbtmzBN998g969e2PDhg2SWx/fl5/3+KeffsKXX36Jxo0bY/LkyahWrRqePn2KvXv3YvXq1TA0NISvry/279+PNm3aYMaMGTA1NcWmTZtw4MABzJs3T/x5zk1BPgMiIlKtyMhI8Sli8fHxCA0NxdGjR9GjRw9Urlw51/06dOigNKPnUxTk+is2NjbH6yU7Ozvo6OjgwoUL8Pb2zrGI0Lx5cyxcuBBBQUEYNWoUTpw4gTFjxmDgwIFo1qwZzMzMEBcXhy1btuDw4cPibVyFZcCAAfDx8cGAAQOQmpqqtG7SjBkz8OjRI7i4uKBixYpITEzEkiVLoKmpiVatWhX4eM2bN0e3bt3w22+/KbUtWbIEX375JVq0aAFvb2/Y2dnh5cuXuHv3Lvbt2yeu7VS1alXo6upi06ZNqFWrFgwMDGBlZSUW6VxcXDB+/HgAEK//dHV1xScM161bV1JQbN++PTp27IhJkyYhKSkJzZs3x9WrV+Hr64v69evj66+/LvB5jhkzBgYGBvj222/x6tUr/Pzzz7nOqMrPezx27Fjxi8DJkyfD2dkZb968wcmTJ/HVV1+hTZs2GDRoEJYvX47BgwcjKioKderUwZkzZzB79mx06tQpz/WmCvoZEJV4Kls6nUiFsp8Wc/HixTz75fQ0F319fcHBwUHw9fVVesrFh+T0ND1TU1OhcePGwrp164TMzEyxb/bT1XLbgoODBScnJ8HCwkJITU3N9ZhNmjQRypcvL6Smpgrnz58XRo4cKdSrV08wNTUV1NXVBXNzc8HV1VU4ePBgrmMU9Gl62TIzMwUbGxsBQI5Pv1m4cKHQrFkzoXz58oKWlpZQqVIlYejQoUJUVFSe4+b1pMFffvlFfI/ef5rNyZMnhc6dOwumpqaCpqamYG1tLXTu3FnyFBlBEIQpU6YIVlZW4lMHT5w4IbYtWbJEACAMGzZMsk/79u0FAMLevXuVcnrw4IHg7u4umJmZCZqamkLNmjWF+fPn5/h553ROOT3tJisrS/j+++8FNTU1Yc2aNbm+V/l9j2/cuCH06dNHMDMzE/t5enqKTwkUBEG4du2a0KVLF8HY2FjQ0tIS6tWrp/QUnZxyfVd+PwMiIip6OT1Nz9jYWHBychJ++uknye8EQfjvyWV5Kayn6eV1/WVra5vr9dLgwYOFsWPHCgDyfKpa9tNvL126JDx8+FD48ccfhebNmwtyuVzQ0NAQDA0NhcaNGwtLly4VMjIychyjoE/Te5e7u7sAQGjevLlS2/79+wU3NzfB2tpa0NLSEiwsLIROnToJp0+f/uC4uT1p8MaNG4K6unqOv7Pv378veHl5CdbW1oKmpqZgbm4uNGvWTAgICJD027Jli2Bvby9oamoKAARfX1+x7cqVKwIAoXr16pJ9/ve//wkABB8fH6Wc3rx5I0yaNEmwtbUVNDU1BUtLS8Hb21t48eJFvs5JEHL+mdyyZYugoaEhDBkyRHLt9a78vscvXrwQxowZI1SqVEnQ1NQULCwshM6dOws3b94U+8THxwvDhw8XLC0tBQ0NDcHW1laYMmVKgf795PczICrJZILw3g2tREREREREREREnwkXMCciIiIiIiIioiLDNaOICkFWVhaysrLy7KOhwX9uREREVHYJgoDMzMw8+6irq+f5pDQiIiodODOKqBB4eXlBU1Mzz42IiIioLFu/fv0Hr5dOnjyp6jSJiKgIcM0ookIQFRWF58+f59mnYcOGRZQNERERUfETHx+P+/fv59kn+wm2RERUurEYRURERERERERERYa36RERERERERERUZHhiso5yMrKwpMnT2BoaMgFFImIiAqBIAh4+fIlrKysoKbG78JKMl4nERERFa6yeJ3EYlQOnjx5AhsbG1WnQUREVOo8fPgQFStWVHUa9Al4nURERPR5lKXrJBajcpC9aOLDhw9hZGSk4myIiIhKvqSkJNjY2HBh4lKA10lERESFqyxeJ6m0GGVnZ4cHDx4oxUeMGIHly5fnOvV73rx5mDBhQo5tISEhGDJkiFL8zZs30NHRyVde2cc1MjLiRRYREVEh4m1dJR+vk4iIiD6PsnSdpNJi1MWLF5GZmSm+joyMRPv27dGnTx8AQExMjKT/oUOHMHToUPTq1SvPcY2MjHDr1i1JLL+FKCIiIiIiIiIi+nxUujKWubk55HK5uO3fvx9Vq1ZFq1atAEDSJpfL8dtvv6FNmzaoUqVKnuPKZDKlfYmIiN7l6ekJmUymtN29exeenp7o3r272DcqKirHvu9ufn5+iI+Ph6urK6ysrKCtrQ0bGxuMGjUKSUlJ+copPDwcMpkMjo6Oki9rAMDExAQhISHiazs7O/HYenp6cHR0xOrVq8X2kJAQyGQy1KpVS+k427dvh0wmg52dnRiLiYmBu7s7atasCTU1NYwdOzZfOWfz8/MT89HQ0ED58uXRsmVLLF68GKmpqZK+rVu3hkwmw9atWyXxxYsXS3IqyDlkj5nblt3Pz88P9vb20NfXR7ly5dCuXTv8+eefOZ7T7Nmzoa6ujjlz5hTovaDPI/vf7Pufx549e8RvkrP/DWVv5ubmcHNzw5UrV8T+2T8rOX2unTp1Ev89ZwsNDUXHjh1Rvnx5yGQyREREfJbzIyIiKkuKzTLtaWlp2LhxI7y8vHKcmvb06VMcOHAAQ4cO/eBYr169gq2tLSpWrIivvvoKf//9d579U1NTkZSUJNmIiKj0c3V1RUxMjGSrXLmyUj8bGxtJn/Hjx6N27dqS2A8//AA1NTV069YNe/fuxe3btxESEoKwsDAMHz68QHndu3cPGzZs+GC/mTNnIiYmBlevXkX37t0xfPhwbNu2TWzX19dHXFwczp07J9lv3bp1qFSpkiSWmpoKc3NzTJs2DfXq1StQvtmy35Po6GicOHECffr0QWBgIJo1a4aXL19K+uro6ODHH39Eenp6nmPm9xxCQ0PFz+LChQsAgLCwMDF28eJFAECNGjWwbNkyXLt2DWfOnIGdnR06dOiAZ8+eKR07ODgYEydOxLp16z7q/aDCp6Ojg7lz5+LFixd59rt16xZiYmJw4MABvHjxAq6urlAoFGK7jY0NgoODJfs8efIEx48fh6WlpSSenJyM5s2bsyhJRERUiIpNMWrPnj1ITEyEp6dnju3r16+HoaEhevbsmec49vb2CAkJwd69e7Flyxbo6OigefPmuHPnTq77BAYGwtjYWNz4hBgiorJBW1tbaSaturq6Uj91dXVJHwMDA2hoaCjFypUrB29vbzRs2BC2trZwcXHBiBEjcPr06QLlNXr0aPj6+iIlJSXPfoaGhpDL5ahWrRoCAgJQvXp17NmzR2zX0NCAu7u7pJjy6NEjhIeHw93dXTKWnZ0dlixZgkGDBsHY2LhA+b57PLlcDisrK9SpUwejR4/GyZMnERkZicWLF0v6DhgwAAqFAmvWrPngmPk5B1NTU/GzMDc3BwCYmZkpxdzd3dGuXTtUqVIFtWvXxk8//YSkpCRcvXpVctyTJ0/izZs3mDlzJpKTk3Hq1KmPek+ocLVr1w5yuRyBgYF59rOwsIBcLoezszMWLlyI2NhYnD9/Xmz/6quvEB8fjz/++EOMhYSEoEOHDrCwsJCM9fXXX2PGjBlo165d4Z4MERFRGVZsilFBQUFwc3ODlZVVju3r1q3DwIEDP7j2U5MmTeDh4YF69eqhRYsW2L59O2rUqIGlS5fmus+UKVOgUCjE7eHDh590LkRERMDbmRahoaHi7ef5NXbsWGRkZGDZsmUF2k9HR0dpptHQoUOxbds2vH79GsDbP7hdXV1RoUKFAo39sezt7eHm5oZ9+/ZJ4kZGRpg6dapY7MnL5zqHtLQ0/PLLLzA2NlaaDRYUFIQBAwZAU1MTAwYMQFBQ0CcdiwqHuro6Zs+ejaVLl+LRo0f52kdXVxcAJP82tLS0MHDgQMnsqJCQEHh5eRVuwkRERJSjYlGMevDgAcLCwvDNN9/k2H769GncunUr1/a8qKmpoVGjRnnOjNLW1hafCMMnwxARlR379++HgYGBuGU/QONTDRgwAHp6erC2toaRkRHWrl1boP319PTg6+uLwMBAya1FucnIyEBISAiuXbsGFxcXSZuTkxOqVq2KnTt3QhAElfzBbW9vj+joaKX4iBEjoKOjg59++inP/Qv7HLI/dx0dHSxatAhHjx5F+fLlxfakpCTs2rULHh4eAAAPDw/s3LmTt/EXEz169ICTkxN8fX0/2Dc+Ph7+/v4wNDSEs7OzpG3o0KHYvn27OPNNoVCgc+fOnyttIiIiekexKEYFBwfDwsIi1wuAoKAgfPHFFx+1hoUgCIiIiFC6/5+IiKhNmzaIiIgQt59//rlQxl20aBEuX76MPXv24N69e/Dx8SnwGEOHDkX58uUxd+7cXPtMmjQJBgYG0NXVxciRIzFhwgR89913Sv28vLwQHByMkydP4tWrV+jUqVOB8/kUgiDkuB6ktrY2Zs6cifnz5+P58+d5jlGY55D9uZ89exaurq7o27cv4uLixPbNmzejSpUq4nWHk5MTqlSporTgOqnO3LlzsX79ety4cSPH9ooVK8LAwADly5fHP//8gx07dijdfle3bl1Ur14dO3fuxLp16/D1119DU1OzKNInIiIq81RejMrKykJwcDAGDx4MDQ0NpfakpCTs2LEj11lRgwYNwpQpU8TX/v7++P333/Hvv/8iIiICQ4cORURERIEXjyUiotJPX18f1apVE7fC+uJCLpfD3t4e3bp1w+rVq7Fy5UrExMQUaAwNDQ0EBARgyZIlePLkSY59JkyYgIiICDx48ACvXr3CvHnzoKam/Kt94MCBOH/+PPz8/DBo0KAcf99+Tv/88w9sbW1zbPPw8ICdnR0CAgLyHKMwzyH7c2/SpAmCgoKgoaEhuQ1v3bp1uH79OjQ0NMTt+vXrvFWvGGnZsiU6duyIqVOn5th++vRpXLlyBQqFArdv30bHjh1z7Ofl5YXly5dj586dvEWPiIioCKm8GBUWFobo6OhcLwC2bt0KQRAwYMCAHNujo6MlF/iJiYn49ttvUatWLXTo0AGPHz/GqVOnlKZmExERFQVBEAC8fVpdQfXp0we1a9eGv79/ju3ly5dHtWrVYGVllePMo2ympqbo2rUrTp48WeR/cN+8eROHDx9G165dc2xXU1NDYGAgVq5ciaioqFzH+ZznIAiC+Plcu3YNf/31F8LDwyWz5k6dOoWLFy8iMjKyUI9NH2/OnDnYt28fzp49q9RWuXJlVK1a9YNLL7i7u+PatWtwdHSEg4PD50qViIiI3lO0X43moEOHDuKFek6+/fZbfPvtt7m2h4eHS14vWrQIixYtKqz0iIiojFIoFIiIiJDETE1NUalSpVz3OXjwIJ4+fYpGjRrBwMAAN27cwMSJE9G8eXPY2dl9VB5z5szJdVZHQYSEhGDFihUwMzPLtU/2+b569QrPnj1DREQEtLS08v1HekZGBmJjY5GVlYX4+HiEh4cjICAATk5O+P7773O95bBz585o3LgxVq9eneei5Pk5h7wkJyfjf//7H7p27QpLS0vEx8djxYoVePTokbheWFBQEJydndGyZUul/Zs2bYqgoCBeZxQTderUwcCBA/N8SM2HlCtXDjExMXnenpeQkIDo6GhxhuKtW7cAQHxSIxERERWcymdGERERFUfh4eGoX7++ZJsxY0ae++jq6mLNmjX48ssvUatWLYwdOxZfffUV9u/f/9F5tG3bFm3btkVGRsZHj5Gd24eKONnneenSJWzevBn169cv0NpM169fh6WlJSpVqoTWrVtj+/btmDJlCk6fPg0DA4M89507dy5SUlI++Rzyoq6ujps3b6JXr16oUaMGvvrqKzx79gynT59G7dq1kZaWho0bN6JXr1457t+rVy9s3LgRaWlpH50DFa5Zs2bl+aVmfpiYmEBfXz/X9r1796J+/fri2qb9+/dH/fr1sWrVqk86LhERUVkmEz71N3gplJSUBGNjYygUiiJ/sp6npyfWr1+PwMBATJ48WYzv2bMHPXr0gCAICA8PR5s2bcS28uXLo2HDhpgzZ4642Grr1q1x8uRJpXEAoFOnTjh06BB8fX3h5+cHAAgNDcXq1atx6dIlxMfH4++//4aTk9NnP18iIiobVPm7lQoXP0siIqLCVRZ/t3JmVDGko6ODuXPn4sWLF3n2u3XrFmJiYnDgwAG8ePECrq6ukkeA29jYIDg4WLLPkydPcPz4caVFepOTk9G8eXPMmTOn8E6EiIiIiIiIiOg9LEYVQ+3atYNcLkdgYGCe/SwsLCCXy+Hs7IyFCxciNjYW58+fF9u/+uorxMfH448//hBjISEh6NChg9Ljjb/++mvMmDED7dq1K9yTISIikZubGwwMDHLcZs+erer08pRb3gYGBjh9+rSq0yMiIiKiEkTlC5iTMnV1dcyePRvu7u74/vvvUbFixQ/uo6urCwBIT08XY1paWhg4cCCCg4PRvHlzAG+LUfPmzRNvzyMioqKzdu1avHnzJsc2U1PTIs6mYN5fzP1d1tbWRZcIEREREZV4LEYVUz169ICTkxN8fX0RFBSUZ9/4+Hj4+/vD0NAQzs7OkrahQ4fiyy+/xJIlS3Dp0iUoFAp07tyZxSgiIhUo7kWbzCwBF+4nIO5lCiwMdeBc2RTqajIAQLVq1VScHdGny+tnnIiIiIoOi1HF2Ny5c9G2bVuMHz8+x/bsGVPJycmoXr06duzYoXT7Xd26dVG9enXs3LkTJ06cwNdff53n44uJiKhsOhwZA/99NxCj+O+JdpbGOvDt4gBXR8s89iQqGfgzTkREVHxwzahirGXLlujYsSOmTp2aY/vp06dx5coVKBQK3L59Gx07dsyxn5eXF5YvX46dO3fCy8vrc6ZMREQl0OHIGHhvvCz5Ix0AYhUp8N54GYcjY1SUGVHh4M84ERFR8cJiVDE3Z84c7Nu3D2fPnlVqq1y5MqpWrfrBRz+6u7vj2rVrcHR0hIODw+dKlYiISqDMLAH++25AyKEtO+a/7wYys3LqQVT88WeciIio+OFtesVcnTp1MHDgQCxduvSjxyhXrhxiYmLyvD0vISEB0dHRePLkCQDg1q1bAAC5XA65XP7RxyYiouLtwv0Epdki7xIAxChScOF+AppWNSu6xIgKCX/GiYiIih/OjCoBZs2aBUH4tG/rTExMoK+vn2v73r17Ub9+fXTu3BkA0L9/f9SvXx+rVq36pOMSEVHxFvcy9z/SP6YfUXHDn3EiIqLihzOjipmQkBClmK2tLVJS/rtAat269QeLU+Hh4Xm2v/+Ibk9PT3h6euYzSyIiKi0sDHUKtR9RccOfcSIiouKHM6OIiIjKMOfKprA01kFuD7eX4e0Tx5wrmxZlWkSFhj/jRERExQ+LUURERGWYupoMvl3ePtzi/T/Ws1/7dnGAulpuf8oTFW/8GSciIip+WIwiIiIq41wdLbHSowHkxtLblOTGOljp0QCujpYqyoyocPBnnIiIqHjhmlFEREQEV0dLtHeQ48L9BMS9TIGF4dvbljhbhEoL/owTEREVHyxGlTKZWQIvsoiI6KOoq8n4aHsq1fgzTkREVDywGFWKHI6Mgf++G4hR/PfkPUtjHfh2ceD0cyIiIiIiIiIqFrhmVClxODIG3hsvSwpRABCrSIH3xss4HBmjosyIiIiIiIiIiP7DYlQpkJklwH/fDQg5tGXH/PfdQGZWTj2IiIiIiIiIiIoOi1GlwIX7CUozot4lAIhRpODC/YSiS4qIiEqkuOtxuL3/NgR+gUFEREREnwnXjCoF4l7mXoj6mH5ERFT2CFkC1jZeiyd/PQEADDw8ENU6VlNxVkRERERUGrEYVQpYGOoUaj8iIipbHp57iHXN1klilb6spKJsiIiIiKi0YzGqFHCubApLYx3EKlJyXDdKBkBurAPnyqZFnRoRERVjgiAgpFUIok9HizHjSsYYfXc01DXVVZgZEREREZVmXDOqFFBXk8G3iwOAt4Wnd2W/9u3iAHW191uJiKisevLXE8xUmykpRPX/rT/GPhjLQhQRERERfVacGVVKuDpaYqVHA/jvuyFZzFxurAPfLg5wdbRUYXZERFRcCIKAjR034t+j/4oxPXM9+DzygboWi1BERERE9PmxGFWKuDpaor2DHBfuJyDuZQosDN/emscZUUREBACxEbFYXX+1JNZnZx849HJQUUZEREREVBaxGFXKqKvJ0LSqmarTICKiYkQQBGztthW3990WY1oGWpjwbAI0dHgpQERERERFi1egREREpVjc9TisdFwpifXc1BN13OuoKCMiIiIiKutYjCIiIiqldvbfievbrouvZeoyTEmaAk09TRVmRURERERlHYtRREREpczzW8+x3H65JNYtuBucPJ1UkxARERER0TtYjCIiIipFfhvyGyJCIiSxKS+nQMtASzUJERERERG9h8UoIiKiUiDhXgKWVlsqiXVe1RkNv2uoooyIiIiIiHLGYhQREVEJt997Py6tuiSJTVZMhraRtooyIiIiIiLKHYtRREREJVTig0QssVsiibkucUXj7xurKCMiIiIiog9jMYqIiKgE+t3nd5xfdF4Sm5gwEbrldFWUERERERFR/rAYRUREVIIkPU7CooqLJLF2c9uh+cTmKsqIiIiIiKhgWIwiIiIqIY5NPYYzgWcksQnPJkCvvJ6KMiIiIiIiKjgWo4iIiIq5V7GvsNByoSTWemZrtJreSkUZERERERF9PBajiIiIirFw/3Cc9DspiY2PHQ+DCgYqyoiIiIiI6NOwGEVERFQMJT9LxgKLBZLYl1O/hMv/XFSUERERERFR4WAxioiIqJg5M/cMjk0+JomNezQORtZGKsqIiIiIiKjwsBhFRERUTLxJeIN5ZvMksabjm6LDgg4qyoiIiIiIqPCxGEVERFQMnF98Hr+P+10SG/tgLIwrGasoIyIiIiKiz4PFKCIiIhVKUaRgrslcSazRyEbotKyTijIiIiIiIvq8WIwiIiJSkYsrL+LgiIOS2Pf3vke5KuVUlBERERER0efHYhQREVERS32ZijlGcyQxJy8ndAvqpqKMiIiIiIiKDotRRERERejvdX9j79C9ktioW6NgVsNMRRkRERERERUtFqOIiIiKQPrrdMw2mA0I/8XquNdBz009VZcUEREREZEKsBhFRET0mV3ddBW7PXZLYiOuj4C5g7mKMiIiIiIiUh0Wo4iIiD6TjJQMzDWdi4w3GWLMvoc9+u7qC5lMpsLMiIiIiIhUh8UoIiKiz+D6juvY2XenJPZdxHeQ15OrKCMiIiIiouKBxSgiIqJClJGagYWWC5HyIkWMVXOrBvcD7pwNRUREREQEFqOIiIgKza29t7C121ZJbNjFYbBqaKWijIiIiIiIih8Wo4iIiD5RZnomllRegpePX4ox21a2GHxiMGdDERERERG9h8UoIiKiT3Dn0B1s7rRZEht6bigqNqmoooyIiIiIiIo3FqOIiIg+QlZGFpbXWo6EuwlizLqxNYaeHQqZGmdDERERERHlhsUoIiKiAvr32L/4td2vkpjnKU/YtrBVUUZERERERCWHmioPbmdnB5lMprSNHDkSAODp6anU1qRJkw+Ou2vXLjg4OEBbWxsODg7YvXv35z4VIiIqA7Iys7Cy7kpJIapC3QqYkTmDhSgiIiIionxS6cyoixcvIjMzU3wdGRmJ9u3bo0+fPmLM1dUVwcHB4mstLa08xzx37hz69euHWbNmoUePHti9ezf69u2LM2fOoHHjxoV/EkREVCY8OPUAIa1CJLGvw75GFZcqqkmIiIiIiKiEUmkxytzcXPJ6zpw5qFq1Klq1aiXGtLW1IZfL8z3m4sWL0b59e0yZMgUAMGXKFJw8eRKLFy/Gli1bCidxIiIqM4QsAWubrMWTi0/EmGl1U4y8MRJqGiqdYExEREREVCIVm6votLQ0bNy4EV5eXpLHYIeHh8PCwgI1atTAsGHDEBcXl+c4586dQ4cOHSSxjh074uzZs58lbyIiKr0ennuImeozJYWogYcGYvTt0SxEERERERF9pGKzgPmePXuQmJgIT09PMebm5oY+ffrA1tYW9+/fx/Tp09G2bVtcunQJ2traOY4TGxuLChUqSGIVKlRAbGxsrsdOTU1Famqq+DopKenTToaIiEo0QRCwvs16PDj5QIwZWhtizP0xUNdUV2FmREREREQlX7EpRgUFBcHNzQ1WVlZirF+/fuL/d3R0RMOGDWFra4sDBw6gZ8+euY717swq4O0fFe/H3hUYGAh/f/9PyJ6IiEqLJ389wZpGaySxfnv6wb6bvYoyIiIiIiIqXYpFMerBgwcICwtDaGhonv0sLS1ha2uLO3fu5NpHLpcrzYKKi4tTmi31rilTpsDHx0d8nZSUBBsbm3xmT0REpYEgCNjktgn3fr8nxnTNdDH+yXioa3E2FBERERFRYSkWxajg4GBYWFigc+fOefaLj4/Hw4cPYWlpmWufpk2b4ujRoxg3bpwYO3LkCJo1a5brPtra2rne9kdERKXf06tPsareKkms9/beqN2ntooyIiIiIiIqvVRejMrKykJwcDAGDx4MDY3/0nn16hX8/PzQq1cvWFpaIioqClOnTkX58uXRo0cPsd+gQYNgbW2NwMBAAMCYMWPQsmVLzJ07F926dcNvv/2GsLAwnDlzpsjPjYiIijdBELC913bc3H1TjGnqa2Li84nQ0FH5r0giIiIiolJJ5VfaYWFhiI6OhpeXlySurq6Oa9euYcOGDUhMTISlpSXatGmDbdu2wdDQUOwXHR0NNbX/nmjUrFkzbN26FT/++COmT5+OqlWrYtu2bWjcuHGRnRMRERV/z248w4raKySxHht7oO7AuirKiIiIiIiobJAJgiCoOoniJikpCcbGxlAoFDAyMlJ1OkREVMh2ue9C5JbI/wIyYOqrqdDU01RdUqUcf7eWHvwsiYiICldZ/N2q8plRRERERSX+djyW1VwmiXUN6or6XvVVlBERERERUdnDYhQREZUJvw39DRHrIiSxKS+nQMtASzUJERERERGVUSxGERFRqfbi3xf4uerPklinFZ3QyLuRijIiIiIiIirbWIwiIqJS68DIA/hrxV+S2KTESdAx1lFRRkRERERExGIUERGVOopoBRbbLpbEOi7qiCZjm6gmISIiIiIiErEYRUREpcrv43/H+Z/OS2IT4ydC11RXRRkREREREdG71FSdABERUWF4+eQl/GX+kkKUyxwX+Aq+LERRmeHn5weZTCbZ5HK52C4IAvz8/GBlZQVdXV20bt0a169fV2HGREREVBZxZhQREZV4x6Ydw5nZZySxH+J+gL65vooyIlKd2rVrIywsTHytrq4u/v958+bhp59+QkhICGrUqIGAgAC0b98et27dgqGhoSrSJSIiojKIxSgiIiqxXj19hYXyhZJYa//WaDWjlWoSIioGNDQ0JLOhsgmCgMWLF2PatGno2bMnAGD9+vWoUKECNm/ejO+++66oUyUiIqIyirfpERGVAp6enkq35shkMty9exeenp7o3r272DcqKirHvu9ufn5+iI+Ph6urK6ysrKCtrQ0bGxuMGjUKSUlJ+copPDwcMpkMjo6OyMzMlLSZmJggJCREfG1nZyceW09PD46Ojli9erXYHhISAplMhlq1aomxk7NOYqF8ISIRCT/4YREWYXzMeLSa0QoxMTFwd3dHzZo1oaamhrFjx37U+0pUEt25cwdWVlaoXLky+vfvj3///RcAcP/+fcTGxqJDhw5iX21tbbRq1Qpnz55VVbpERERUBnFmFBFRKeHq6org4GBJzNzcXKmfjY0NYmJixNcLFizA4cOHJbf1GBgYID09Hd26dUNAQADMzc1x9+5djBw5EgkJCdi8eXO+87p37x42bNiAIUOG5Nlv5syZGDZsGF69eoWQkBAMHz4cJiYm6NevHwBAX18fcXFxOHHoBE51OiXu9zf+hoWRBXTL6cJAbgAASE1Nhbm5OaZNm4ZFixblO1eikq5x48bYsGEDatSogadPnyIgIADNmjXD9evXERsbCwCoUKGCZJ8KFSrgwYMHuY6ZmpqK1NRU8XV+C9JEREREueHMKCKiUkJbWxtyuVyyvbtWTDZ1dXVJHwMDA/G2nndj5cqVg7e3Nxo2bAhbW1u4uLhgxIgROH36dIHyGj16NHx9fZGSkpJnP0NDQ8jlclSrVg0BAQGoXr069uzZI7ZraGigjX0b/NDpBzGmgAKPtB/Ba4SXZCw7OzssWbIEgwYNgrGxcYHyJSrJ3Nzc0KtXL9SpUwft2rXDgQMHALy9HS+bTCaT7CMIglLsXYGBgTA2NhY3Gxubz5M8ERERlRksRhERUb48efIEoaGhaNWqYOsxjR07FhkZGVi2bFmB9tPR0UF6ejoAIC05DSmKFJQ/Wx6RiEQa0tBkXBOYzjKFq6ur0kwPInpLX18fderUwZ07d8R1pLJnSGWLi4vL89/QlClToFAoxO3hw4efNWciIiIq/ViMIiIqAp97Tadff/0Vv/32GzQ1NWFgYAADAwP06dMnz5yy13Ty9/fHlStXYGxsjPr162PixImS2/gGDBgATU1NWFtbIyoqCmvXrhXbIiIiIJPJEBUVJcldQ0MDz549AwDo6enB19cXs2fPhrq6OmQyGbKysrBnzx7xfB48eIBx48ZJzvHatWtwcnLCnKFzMHHURKQiFeuwDlnIwuMBj9FhYQeEhITAy+u/WVFnz56Furo6XF1dC+FTIyr5UlNT8c8//8DS0hKVK1eGXC7H0aNHxfa0tDScPHkSzZo1y3UMbW1tGBkZSTYiIiKiT8FiFBFREXF1dUVMTIxkq1y5slK/7DWdsrfx48ejdu3aktgPP/wANTU1dOvWDXv37kWPHj3QoEED2NjYoE2bNoiIiMDPP/+cr7xGjRqF2rVr4+LFi5g0aRLCwsLg6OiIa9euAQAWLVqE7777Dpqamnjw4IGk+JMbKysrHDlyRHw9dOhQqKurw8DAIMf3o2LFigAALS0taGhoQFdXF98O/RZp09Nwc91N1ERNaEELywcsR9eeXbF+y3rMnz8fr169QqdOncQx161bh9GjR+PMmTOIjo7O1/kTlSY//PADTp48ifv37+PPP/9E7969kZSUhMGDB0Mmk2Hs2LGYPXs2du/ejcjISHh6ekJPTw/u7u6qTp2IiIjKEC5gTkRURLLXdPqQ7DWdsr27ptP7vL29xT42NjYYPHgw5s+fj2rVquU7L319fWhoaKBGjRqoUaMGunXrhvr168Pb2xtnzpyBXC5H+fLl4eDgAE1NTWzZsgULFy6EpaVlrmMOHjxYspi6hoYGtLS0oFAoxJiOjo54Turq6jAyMsKoUaMwcuRIPN77GAe9DwIAKqMyEpGIm4Y3MWzzMPRK6IXdu3dj+fLlGDRoEDQ03v4qEwQB27dvx8WLFxEbG4uQkBDMmDEj3+8DUWnw6NEjDBgwAM+fP4e5uTmaNGmC8+fPw9bWFgAwceJEvHnzBiNGjMCLFy/QuHFjHDlyBIaGhirOnIiIiMoSzowiIiolUlJSPmpNp/fp6upi+PDh+OOPPxAXFydpGz58OADgwoULeY7RtWtXvHz5Unx95swZpKeno3r16rnuo66ujnJG5bDGeo1YiAIAJ08ndA/uDpmaDIIg4O+//4aamhqio6Mls7SSk5NRs2ZN1KxZEx4eHggODoYgCAU6d6KSbuvWrXjy5AnS0tLw+PFj7Nq1Cw4ODmJ79m2+MTExSElJwcmTJ+Ho6KjCjImIiKgsYjGKiKiI7N+/X1zPKT9rOuXXgAEDsHHjRvz+++8wMjKSrOmUTaFQICIiQrI9ffo01zHt7e0BAEuXLkVkZCQSExORlJSERYsWoXz58h+8BVBTUxPt27cXX69btw4eHh4YM2YMAODNmzdK+2SmZiJscpgkNvLmSHQL7obXr19DoVBAS0sLnTt3xrJly/D8+XMxTwB49eoVPDw8ALy9BTAxMRGrV6/Gq1ev8OzZM0RERODGjRt55k1ERERERJ8fb9MjIioibdq0wcqVK8XX+vr6hTLuokWLkJKSgidPnuDevXvw8fHBihUrJH3Cw8NRv359Saxjx465jpk9o+i3337D0qVLkZycDDU1NYwbNw79+vUTb+2xsLDIdYzOnTtj165dePr0KXbs2IFz584hIyMDAMT/BYD01+lIfJCINKSJsdr9aqP31t7iax0dHRgaGuLUqVM4duwYJk+eDHt7e7Ru3RrA26eBpaamon///gDe3haYmJgo3sZ46dIlbN68Gba2tuJi60REREREpBqcGUVEVET09fVRrVo1cctrzaWCkMvl2L17N/7880+sXr0aK1eulDwNLyQkBIIgKG2TJ08GAEyePBkRERGSMf/55x8AwLFjx5CYmIhp06ahVq1amDNnDurXr49hw4Zh8uTJed4GN2TIEDRs2BDDhw9HrVq1JLcC3b9/H56enri2+Rpm68/GOIyDNrQBAN6R3pJCFAB4eXkhKSkJTk5OGD9+PHr37o3AwECxPbu4ZW1tDQ0NDWhoaEBNTQ3a2tpISEgQz5mFKCIiIiIi1WMxioioFMkuDqWmpn70GG/evMEvv/yCli1bwtzcPMc+M2bMwO3bt7F169Y8x/Ly8kJ4eLjSE/gyUjMw22A2QgeGijFNXU10/KkjLGrnPtsqmyAI4jlmZGRgw4YNWLhwoeQ2xCtXrsDW1habNm364HhERERERFR0eJseEVExkL2m07tMTU1RqVKlXPc5ePAgnj59ikaNGsHAwAA3btzAxIkT0bx5c9jZ2eX72HFxcUhJScHLly9x6dIlzJs3D8+fP0doaGiu+1SoUAFyuRzz5s0DANSuXRsymUwshgUFBWHp0qUYNmwY+vTpAxMTE8n+y+yXoRzKia+/+/s7BHcPhkwmUzpWYGAgGjZsiKpVqyItLQ0HDx7Ehg0bxFse9+/fjxcvXmDo0KEwNjaW7Nu7d28EBQVh1KhR+X4/iIiIiIjo82IxioioGMhpTafBgwcjJCQk1310dXWxZs0ajBs3DqmpqbCxsUHPnj3F2+/yq2bNmpDJZDAwMECVKlXQoUMH+Pj4QC6X57nfgQMH0LRpU7x48QIHDhxAxYoV8ejRI7Rp0wa9e7+9zU5DQwPly5cHAGSmZWJ9m/WSMap2rIqBhwbmWITKlpycjBEjRuDRo0fQ1dWFvb09Nm7ciH79+gF4W/hq166dUiEKAHr16oXZs2fj8uXLaNCgQYHeFyIiIiIi+jxkAp97rSQpKQnGxsZQKBQwMjJSdTpERCVKZpaAC/cTEPcyBRaGOnCubIq7B25ja1fpLX3DLg6DVUMrFWVJRY2/W0sPfpZERESFqyz+buXMKCIiKjSHI2Pgv+8GYhQpAABZZhb6rbkOXcV/a1hValEJnic985wNRUREREREpRcXMCciKqXc3NxgYGCQ4zZ79uxCP97hyBh4b7wsFqKs/1XAc8FlSSHK6w8vDDk1hIUoIiIiIqIyjDOjiIhKqbVr1+LNmzc5tpmamhbqsTKzBPjvuwEBgCxLQI+1kTB+8V8R6pmlHi6NrI8fm1Qs1OMSEREREVHJw2IUEVEpZW1tXWTHunA/ATGKFFhGJcF1221J20H3mnhqYwi8TMWF+wloWtWsyPIiIiIiIqLih7fpERFRrjKzBJy7F4/fIh7j3L14ZGbl/MyLp4o36Bp8XVKIelFeByETvnhbiPp/cS9TPnvOREREVLJ4er5dS/L97e7du/D09ET37t3FvlFRUTn2fXfz8/NDfHw8XF1dYWVlBW1tbdjY2GDUqFFISkrKV07h4eHieGpqajA2Nkb9+vUxceJExMTESPr6+flBJpNh+PDhknhERARkMhmioqIkuWtoaODx48eSvjExMdDQ0BD7Z4+Z1xYVFYXQ0FA0bNgQJiYm0NfXh5OTE3799dccz+ns2bNQV1eHq6trvt4Dos+JM6OIiChH7y9GDgCWxjrw7eIAV0dLMfbg9ANcaRmCd+c7He5XAzF2yk8CsTDU+ZwpExERUQnl6uqK4OBgSczc3Fypn42NjaQYtGDBAhw+fBhhYWFizMDAAOnp6ejWrRsCAgJgbm6Ou3fvYuTIkUhISMDmzZvzndetW7dgZGSEpKQkXL58GfPmzUNQUBDCw8NRp04dsZ+Ojg6CgoLg4+ODGjVq5DmmlZUVNmzYgClTpoix9evXw9raGtHR0QCAH374QVLcatSoEb799lsMGzZM8v5ERUVh2rRpsLe3h5aWFvbv348hQ4bAwsICHTt2lBx33bp1GD16NNauXYvo6GhUqlQp3+8DUWFjMYqIiJRkL0b+/jyoWEUKvDdexkqPBujoIEdQsyA8/vO/b/aSTLQROswRgpp0gXIZALmxDpwrF+5aVURERFQ6aGtrQy6Xf7Cfurq6pJ+BgQE0NDRy3Nfb21v8/7a2thgxYgTmz59foLwsLCxgYmICuVyOGjVqoFu3bqhfvz68vb1x5swZsV/NmjVhYWGBH3/8Edu3b89zzMGDByM4OFhSjAoJCcHgwYMxa9Ys8bwMDAwk521oaKh0nq1bt5a8HjNmDNavX48zZ85IilHJycnYvn07Ll68iNjYWISEhGDGjBkFei+IChNv0yMiIol3FyN/X3Zs8fLzmKk+U1KIqrncFaHf1QFyKEQBgG8XB6ir8Sl6REREVPSePHmC0NBQtGrV6pPG0dXVxfDhw/HHH38gLi5O0jZnzhzs2rULFy9ezHOMrl274sWLF2Ix68yZM0hISECXLl0+KTdBEHDs2DHcunULLVu2lLRt27YNNWvWRM2aNeHh4YHg4GAIQs7LLxAVBRajiIhIInsx8hwJAjpuuYWmq66KIUMrQ/yY9iP6j2iMlR4NIDeW3oonN9bBSo8Gklv7iIiIiN61f/9+cTaQgYEB+vTpUyjjDhgwAHp6erC2toaRkRHWrl37yWPa29sDgLgWVLYGDRqgb9++mDx5cp77a2pqwsPDA+vWrQPw9vY5Dw8PaGpqflQ+CoUCBgYG0NLSQufOnbF06VK0b99e0icoKAgeHh4A3t4S+erVKxw7duyjjkdUGHibHhERSeS2yLhZbDK6rv9HEuu3ux/su9uLr10dLdHeQY4L9xMQ9zIFFoZvb83jjCgiIiLKS5s2bbBy5Urxtb6+fqGMu2jRIvj6+uLWrVuYOnUqfHx8sGLFik8aM3tGkUymfH0TEBCAWrVq4ciRI7CwsMh1jKFDh6Jp06aYPXs2duzYgXPnziEjI+Oj8jE0NERERIRYYPLx8UGVKlXEW/hu3bqFCxcuIDQ0FACgoaGBfv36Yd26dWjXrt1HHZPoU7EYRUREEkqLjAsC2u+8g4r//vf0mVQddXS+9C3sHZQvstTVZGha1UwpTkRERJQbfX19VKtWrdDHlcvlkMvlsLe3h5mZGVq0aIHp06fD0vLjZ2z/88/bL+fs7OyU2qpWrYphw4Zh8uTJCAoKynUMR0dH2NvbY8CAAahVqxYcHR0RERHxUfmoqamJ752TkxP++ecfBAYGisWooKAgZGRkwNraWtxHEARoamrixYsXKFeu3Ecdl+hT8DY9IiKScK5sCktjHcgAlIt7jSHzLkkKUeFdq+DEjKZoYq/8hBsiIiKi4ip7RlNqaupHj/HmzRv88ssvaNmyZY5P+wOAGTNm4Pbt29i6dWueY3l5eSE8PBxeXl4fnU9OBEEQzzEjIwMbNmzAwoULERERIW5XrlyBra0tNm3aVKjHJsovzowiIiIJdTUZfLs4YFuv7bC7nSjGM9Rl2DKmPjI11bCSi5ETERFREVEoFEqzhkxNTVGpUqVc9zl48CCePn2KRo0awcDAADdu3MDEiRPRvHnzHGc05SYuLg4pKSl4+fIlLl26hHnz5uH58+fiLW85qVChAnx8fD745L5hw4ahT58+MDExyXc+7wsMDETDhg1RtWpVpKWl4eDBg9iwYYN4y+P+/fvx4sULDB06FMbGxpJ9e/fujaCgIIwaNeqjj0/0sViMIiIiiWf/PMOfdX6B3TuxU50r456jGSyNdeDbxYGLkRMREVGRCQ8PR/369SWxwYMHIyQkJNd9dHV1sWbNGowbNw6pqamwsbFBz549P7i4+Ptq1qwJmUwGAwMDVKlSBR06dICPjw/kcnme+02YMAErV65ESkouD4XB27WbypcvX6B83pecnIwRI0bg0aNH0NXVhb29PTZu3Ih+/foBeHuLXrt27ZQKUQDQq1cvzJ49G5cvX0aDBg0+KQ+igpIJfJ6jkqSkJBgbG0OhUMDIyEjV6RARFZlQj1Bc23RNEmt79TskZGZyMXL6JPzdWnrwsyQiIipcZfF3K2dGERER4u/EY1mNZZJYlzVd0OAbfktGRERERESFiwuYExGVcXu/2atUiJqcNJmFKCIiIiq13NzcYGBgkOM2e/ZsVadHVOpxZhQRURn14v4L/FzlZ0nMbZkbnEc6qygjIiIioqKxdu1avHnzJsc2U1PTIs6GqOxhMYqIqAw6OPogLi67KIlNejEJOiY6KsqIiIiIqOhYW1urOgWiMo3FKCKiMkQRrcBi28WSWIeFHdDUp6lqEiIiIiIqoTKzBFy4n4C4lyl80AtRAbEYRURURhyZcATnFpyTxCY8nwA9Mz0VZURERERUMh2OjIH/vhuIUaSIMUtjHfh2cYCro6UKMyMqGViMIiIq5V4+eYmfrH+SxNrObosWU1qoKCMiIiKikutwZAy8N16G8F48VpEC742XsdKjAQtSRB/AYhQRUSl2fPpxnA44LYn9EPcD9M31VZQRERERUcmVmSXAf98NpUIUAAgAZAD8991Aewc5b9kjygOLUUREpdCrp6+wUL5QEms5oyXa+LdRUUZEREREJd+F+wmSW/PeJwCIUaTgwv0ENK1qVnSJEZUwLEYREZUypwJO4cT0E5KYzxMfGFoaqigjIiIiotIh7mXuhaiP6UdUVrEYRURUSrx+/hrzzedLYs0nNUe7Oe1UlBERERFR6WJhqFOo/YjKKhajiIhKgbMLzuLohKOS2LiH42BU0UhFGRERERGVPs6VTWFprINYRUqO60bJAMiNdeBc2bSoUyMqUViMIiIqwd68eIN5pvMkscZjGsN1sauKMiIiIiIqvdTVZPDt4gDvjZchAyQFqezlyn27OHDxcqIPUFN1AkRE9HH+XPqnUiFqzP0xLEQRERERfUaujpZY6dEAcmPprXhyYx2s9GgAV0dLFWVGVHJwZhQRUQmTmpSKOcZzJLEG3zZAl9VdVJQRERERUdni6miJ9g5yXLifgLiXKbAwfHtrHmdEEeUPi1FERCXIpV8uYf93+yWx0XdGw7Qa1yUgIiIiKkrqajI0rWqm6jSISiTepkdEVAKkvUqDv8xfUoiqN6gefAXfDxaiPD09IZPJlLa7d+/C09MT3bt3F/tGRUXl2Pfdzc/PD/Hx8XB1dYWVlRW0tbVhY2ODUaNGISkp6XO9BUREREREVEpwZhQRUTEXsT4Cv3n+JomN/GckytuXz/cYrq6uCA4OlsTMzc2V+tnY2CAmJkZ8vWDBAhw+fBhhYWFizMDAAOnp6ejWrRsCAgJgbm6Ou3fvYuTIkUhISMDmzZvznRcREREREZU9LEYRERVT6W/SMcdoDrIyssSYQx8H9Nnep8BjaWtrQy6Xf7Cfurq6pJ+BgQE0NDRy3Nfb21v8/7a2thgxYgTmz59f4NyIiIiIiKhsYTGKiKgYitwaiV0Ddkli3te8YeFooaKM8vbkyROEhoaiVatWqk6FiIiIiIiKOZWuGWVnZ5fjeiQjR45Eeno6Jk2ahDp16kBfXx9WVlYYNGgQnjx5kueYISEhOY6ZkpJSRGdFRPTxMlIyEGgUKClE1ehSAzOyZnxSIWr//v0wMDAQtz59Cj67KicDBgyAnp4erK2tYWRkhLVr1xbKuEREREREVHqpdGbUxYsXkZmZKb6OjIxE+/bt0adPH7x+/RqXL1/G9OnTUa9ePbx48QJjx45F165d8ddff+U5rpGREW7duiWJ6ejofJZzICIqLP+E/oPtvbZLYt9e/haW9S0/eew2bdpg5cqV4mt9ff1PHhMAFi1aBF9fX9y6dQtTp06Fj48PVqxYUShjExERERFR6aTSYtT7i+fOmTMHVatWRatWrSCTyXD06FFJ+9KlS+Hs7Izo6GhUqlQp13FlMlm+1kYhIioOMtMy8VPFn/D62WsxVqVdFXgc8YBMJiuUY+jr66NatWqFMta75HI55HI57O3tYWZmhhYtWmD69OmwtPz0AhoREREREZVOxWbNqLS0NGzcuBE+Pj65/vGlUCggk8lgYmKS51ivXr2Cra0tMjMz4eTkhFmzZqF+/fq59k9NTUVqaqr4mo8mJ6KicmvfLWztulUS++bPb2DtbK2ijD6eIAgAIPnvKRERERER0ftUumbUu/bs2YPExER4enrm2J6SkoLJkyfD3d0dRkZGuY5jb2+PkJAQ7N27F1u2bIGOjg6aN2+OO3fu5LpPYGAgjI2Nxc3GxuZTT4eIKE9ZGVlYbLtYUoiyaW6DGVkzirwQpVAoEBERIdmio6Pz3OfgwYMIDg5GZGQkoqKicPDgQXh7e6N58+aws7MrmsSJiIiI8sHT0zPHdYXv3r0LT09PdO/eXewbFRWVY993Nz8/P8THx8PV1RVWVlbQ1taGjY0NRo0ale+JDeHh4ZDJZHB0dJQsXQMAJiYmCAkJEV+/u9aynp4eHB0dsXr1arE9e93kWrVqKR1n+/btkMlkkuuzmJgYuLu7o2bNmlBTU8PYsWPzlTNRYSo2xaigoCC4ubnByspKqS09PR39+/dHVlbWB9ciadKkCTw8PFCvXj20aNEC27dvR40aNbB06dJc95kyZQoUCoW4PXz48JPPh4goN3d/v4tZmrOgiFaIsSFnhsDrjFeh3ZZXEOHh4ahfv75kmzFjRp776OrqYs2aNfjyyy9Rq1YtjB07Fl999RX2799fRFkTERER5Z+rqytiYmIkW+XKlZX62djYSPqMHz8etWvXlsR++OEHqKmpoVu3bti7dy9u376NkJAQhIWFYfjw4QXK6969e9iwYcMH+82cORMxMTG4evUqunfvjuHDh2Pbtm1iu76+PuLi4nDu3DnJfuvWrVNa4iY1NRXm5uaYNm0a6tWrV6B8y7Lzi8/DX+YPf5k/kh7xbqpPVSxu03vw4AHCwsIQGhqq1Jaeno6+ffvi/v37OH78eJ6zonKipqaGRo0a5TkzSltbG9ra2gXOm4ioILIys7Ci9grE34oXY5YNLDHs4jDI1D5fEerdb9Zyasur3c/PD35+fkrxNm3a4OzZs5+eHBEREVER0NbWzte6wurq6pJ+BgYG0NDQyHFfb29v8f/b2tpixIgRmD9/foHyGj16NHx9fTFgwIA8H7plaGgo5hAQEIDt27djz5496NevHwBAQ0MD7u7uWLduHZo2bQoAePToEcLDwzFu3Dhs2bJFHMvOzg5LliwB8LZYRbnLTMvEHs89iNwSKYknPUqCUcWC1SZIqljMjAoODoaFhQU6d+4siWcXou7cuYOwsDCYmZkVeGxBEBAREcHFdIlIpe6fuI9ZGrMkhajBJwbj20vfftZCFBERERF9fk+ePEFoaChatWpVoP3Gjh2LjIwMLFu2rED76ejoID09XRIbOnQotm3bhtev3z4UJyQkBK6urqhQoUKBxibgZcxL/Fz1ZwRoBygVonpv642KTSqqKLPSQ+XFqKysLAQHB2Pw4MHQ0PhvolZGRgZ69+6Nv/76C5s2bUJmZiZiY2MRGxuLtLQ0sd+gQYMwZcoU8bW/vz9+//13/Pvvv4iIiMDQoUMRERFR4OmSRESFQcgSsLrBamxo+9/0a3MHc0zPmA671naqS4yIiIioDNm/fz8MDAzErU+fPoUy7oABA6Cnpwdra2sYGRlh7dq1BdpfT08Pvr6+CAwMhEKh+GD/jIwMhISE4Nq1a3BxcZG0OTk5oWrVqti5cycEQUBISAi8vLwKlE9Z9+j8I/jL/PGT1U948e8LSdt3f38HX8EXtfvWVlF2pYvKi1FhYWGIjo5W+kfy6NEj7N27F48ePYKTkxMsLS3F7d1bQ6KjoxETEyO+TkxMxLfffotatWqhQ4cOePz4MU6dOgVnZ+ciOyciIgCIPhONmeozEft3rBjz+N0DI66PgJq6yv/zS0RERFRmtGnTRvKwlp9//rlQxl20aBEuX76MPXv24N69e/Dx8SnwGEOHDkX58uUxd+7cXPtMmjQJBgYG0NXVxciRIzFhwgR89913Sv28vLwQHByMkydP4tWrV+jUqVOB8ymLLq+9DH+ZP4KaBknicic5JjyfAF/BF3KnD9/mSfmn8jWjOnToID4O/F12dnY5xt8XHh4ueb1o0SIsWrSosNIjIiowQRCwrvk6PDr3SIyZ2Jlg9J3RUNNgEYqIiIioqOnr66NatWqFPq5cLodcLoe9vT3MzMzQokULTJ8+vUDLxGhoaCAgIACenp4YNWpUjn0mTJgAT09P6OnpwdLSMteH3gwcOBATJ06En58fBg0aJLn7iKSyMrKw33s//l77t1Jbg28boPPyzrx2/4z4k0lEVIge/fkIQU2k36gM2DcANb6qoaKMPk5mloAL9xMQ9zIFFoY6cK5sCnWubUVERESUq+zJFKmpqQXet0+fPpg/fz78/f1zbC9fvny+immmpqbo2rUrtm/fjlWrVhU4j7Lg9fPX2OCyAU+vPlVq67K2CxoMbaCCrMoeFqOIiAqBIAjY4LIBUSeixJh+BX2Mix4HdS111SX2EQ5HxsB/3w3EKFLEmKWxDny7OMDVkQ+DICIiotJFoVAgIiJCEjM1NUWlSpVy3efgwYN4+vQpGjVqBAMDA9y4cQMTJ05E8+bNYWdn91F5zJkzBx07dvyofd8VEhKCFStW5PkAsOzzffXqFZ49e4aIiAhoaWnBwcHhk49fXMVGxGJ1/dU5tg09N5SLkhcxFqOIiD5RzN8x+KXBL5JY3119UatnLRVl9PEOR8bAe+NlvH+TdKwiBd4bL2OlRwMWpIiIiKhUCQ8PR/369SWxwYMHIyQkJNd9dHV1sWbNGowbNw6pqamwsbFBz549MXny5I/Oo23btmjbti2OHDny0WNk56arq5tnn3fP99KlS9i8eTNsbW0RFRX1Sccujq5tvobQgaFKcdNqphhyeggM5AYqyIpkQn4WZipjkpKSYGxsDIVCASMjI1WnQ0TFlCAI2NJlC+4cuCPGtI218cPTH6ChXfJq/ZlZAr6ce1wyI+pdMgByYx2cmdSWt+xRgfF3a+nBz5KIiIo7IUvA7+N/x5+L/1Rqq+NeB92CuxWruxfK4u/WkvfXEhFRMfD02lOsqiu9D7/Xll5w7O+ooow+3YX7CbkWogBAABCjSMGF+wloWjX3ad9ERERERKqQokjBJrdNkgcJZeu4uCOajGmigqwoJyxGEREV0I4+O3Bj5w3xtbqWOiYlToKmrqYKs/p0cS9zL0R9TD8iIiKissrNzQ2nT5/OsW3q1KmYOnVqEWdUuj375xlW1lkJIVP5xq/BJwbDrrVd0SdFeWIxiogon57ffI7ltZZLYt3Xd0e9QfVUlFHhsjDUKdR+RERERGXV2rVr8ebNmxzbTE1Nizib0uvmnpvY1mObUtzA0gDfnP8GxpWMVZAV5QeLUURE+bB70G5c/fWqJDbl1RRo6WupKKPC51zZFJbGOohVpCgtYA78t2aUc2VeQBERERHlxdraOsd4ZpaAC/cTEBf9GBaGb6+ruBZnwQiCgBPTT+D0/5RnntXsVhO9tvQq8XcslAUsRhER5SHhbgKWVl8qiX31y1f4YtgXKsro81FXk8G3iwO8N16GDJAUpLIvkXy7OPCCiYiIiOgjHI6Mgf++G5I1Oi2NdeDbxYFPK86HtOQ0bO+5HfeO3FNqa/u/tvhyypeQyXidWlKwGEVElIt93+3D5V8uS2KTFZOhbaStoow+P1dHS6z0aKB0oSTnhRIRERHRRzscGQPvjZeVZp/HKlLgvfEyVno04HVWLhLuJeCXL35BqiJVqc39oDuqu1VXQVb0qViMIiJ6T2JUIpZUXiKJuS11g/MoZxVlVLRcHS3R3kH+dgr5yxROISciIiL6BJlZAvz33chxGQQBb2eg+++7gfYOcl5vvePu73exyXWTUlzLUAvfXf4OptW4dERJxmIUEdE7Dn1/CBeWXpDEJr2YBB2TsrVot7qaDE2rmqk6DSIiIqIS78L9BMmM8/cJAGIUKbhwP6HMX38JgoA/5v2BY5OPKbVVdqmM/nv6Q8ug9KzZWpaxGEVEBEDxUIHFlRZLYu0XtEez8c1UkxARERERlQpxL3MvRH1Mv9IoIyUDu9x34ebum0ptX075Em3/15brQZUyLEYRUZl3dOJRnJ1/VhKb8HwC9Mz0VJQREREREZUWFob5m2Gf336lieKhAkFNg/Dy8Uultj47+8Chl4MKsqKiwGIUEZVZL5+8xE/WP0libQLaoOW0lirKiIiIiIhKG+fKprA01kGsIiXHdaNkePuwGOfKZWcNpAenHiCkVYhygwzwvuYNi9oWRZ4TFS0Wo4ioTDrhewKnZp6SxH54+gP0LfRVlBERERERlUbqajL4dnGA98bLkAGSglT2jWe+XRzKxOLlF5ZdwKHRh5Ti1o2tMfDQQOiW01VBVqQKLEYRUZmSHJeMBRUWSGItp7dEm5ltVJQREREREZV2ro6WWOnRAP77bkgWM5cb68C3iwNcHS1VmN3nlZmeib1D9+Lqr1eV2pxHO6Pjoo5QU1dTQWakSixGEVGZcXr2aRyfdlwS83nsA0MrQxVlRERERERlhaujJdo7yHHhfgLiXqbAwvDtrXmldUbUq6evENIqBPG34pXaum/ojnpf11NBVlRcsBhFRKXe6/jXmF9+viTWbEIztJ/XXkUZEREREVFZpK4mQ9OqZqpO47N6fPEx1jqvzbFt2F/DYPWFVRFnRMURi1FEVKqd++kcjow/IomNjR4LYxtjFWVERERERFT6RIRE4LchvynFzWubY/CJwdA359qs9B/emElEpVJKYgr8Zf6SQpTzaGf4Cr4sRBERERERAMDT0xMymUxpu3v3Ljw9PdG9e3exb1RUVI593938/PwQHx8PV1dXWFlZQVtbGzY2Nhg1ahSSkpJUd6KfSVZmFg6MOAB/mb9SIcrJywnT06djROQIFqJICWdGEVGpc2H5BRwaJX1Kx/f/fo9ylcupKCMiIiIiKq5cXV0RHBwsiZmbmyv1s7GxQUxMjPh6wYIFOHz4MMLCwsSYgYEB0tPT0a1bNwQEBMDc3Bx3797FyJEjkZCQgM2bN3++EylCbxLe4Nf2vyLmcoxSW+eVndFweEMVZEUlCYtRRFRqpCalYo7xHEmswbAG6PJLFxVlRERERETFnba2NuRy+Qf7qaurS/oZGBhAQ0Mjx329vb3F/29ra4sRI0Zg/vz5Sv1KmqfXnmJV3VU5tg05MwSVmlcq4oyopGIxiohKhUtrLmH/t/slsVG3R8GseuleIJKIiIiIircnT54gNDQUrVq1UnUqH+369uvY2W+nUtzEzgRef3jx6dRUYCxGEVGJlpachkCDQEmsrkdd9Pi1h4oyIiIiIqKSZP/+/TAwMBBfu7m5YceOHZ887oABA/Dbb7/hzZs36NKlC9auzfkJc8WVkCUgbHIYzs4/q9RWu29tdN/QHRraLCnQx+FPDhGVWFc2XMGewXsksRE3RsC8lvI9/kREREREOWnTpg1WrlwpvtbXL5zFthctWgRfX1/cunULU6dOhY+PD1asWFEoY39OqUmp2NJlCx6ceqDU1n5BezQb30wFWVFpw2IUEZU46W/SMcd4DrLSs8RYrV610HdnXxVmRUREREQlkb6+PqpVq1bo48rlcsjlctjb28PMzAwtWrTA9OnTYWlpWejHKgzxt+Oxqt4qZKRkKLV9ffRrVGlXRQVZUWnFYhQRlSiR2yKxq/8uSWz4leGoULeCijIiIiIiIsqbIAgAgNTUVBVnouz2/tvY0mWLUlyvvB6GXRwGEzuTok+KSj0Wo4ioRMhIzcACiwVITfrvF3j1ztUxYN8AyGQyFWZGRERERKWVQqFARESEJGZqaopKlXJ/atzBgwfx9OlTNGrUCAYGBrhx4wYmTpyI5s2bw87O7vMmnE+CIODkzJM46XdSqa165+ros70PNPU0VZAZlRUsRhFRsffP7n+wved2SezbS9/CskHxnOJMRERERKVDeHg46tevL4kNHjwYISEhue6jq6uLNWvWYNy4cUhNTYWNjQ169uyJyZMnf+ZsPyz9dTp29NmBOwfvKLW19m+NltNb8oteKhJqqk6AiCg3mWmZWCBfIClEVW5bGTOyZrAQRUT0AYGBgZDJZBg7dqwY8/T0hEwmk2xNmjRRXZJERCoWEhKCPXv25NomCILSll2I8vPzU5o1BbxdEP3s2bNITEzEmzdvcPv2bcyZMwcmJiaf7Tw+JDEqEfPN52O2/mylQlT/vf3hK/ii1YxWYiEqp98XMpkMd+/ehaenJ7p37y7uHxUVlWPfdzc/Pz/Ex8fD1dUVVlZW0NbWho2NDUaNGoWkpKR8nUN4eDhkMhkcHR2RmZkpaTMxMZEUCO3s7MRj6+npwdHREatXrxbbQ0JCIJPJUKtWLaXjbN++HTKZTDKLLSYmBu7u7qhZsybU1NQkv1vzw8/PT8xHQ0MD5cuXR8uWLbF48WKlWzdbt24NmUyGrVu3SuKLFy+W5FSQc8geM7ctu5+fnx/s7e2hr6+PcuXKoV27dvjzzz9zPKfZs2dDXV0dc+bMKdB7kY3FKCIqlm4fuI0A7QAkP00WY0PPD8WgY4P4bQ0R0QdcvHgRv/zyC+rWravU5urqipiYGHE7ePCgCjIkIqKi8G/Yv/CX+WNJ5SV4/fy1GNfQ1cDImyPhK/iiZpeaOe77/u+LmJgYVK5cWamfjY2NpM/48eNRu3ZtSeyHH36AmpoaunXrhr179+L27dsICQlBWFgYhg8fXqBzunfvHjZs2PDBfjNnzkRMTAyuXr2K7t27Y/jw4di2bZvYrq+vj7i4OJw7d06y37p165Ruw0xNTYW5uTmmTZuGevXqFSjfbNnvSXR0NE6cOIE+ffogMDAQzZo1w8uXLyV9dXR08OOPPyI9PT3PMfN7DqGhoeJnceHCBQBAWFiYGLt48SIAoEaNGli2bBmuXbuGM2fOwM7ODh06dMCzZ8+Ujh0cHIyJEydi3bp1H/V+sBhFRMVKVkYWllRZgi1f/beIYsWmFTEjawYqNq6owsyIiEqGV69eYeDAgVizZg3KlSun1K6trS0+4Ukul8PU1FQFWRIR0ed0duFZ+Mv88Wv7XyVx21a2mKyYjGmvp6F8zfJ5jvH+7wu5XA51dXWlfurq6pI+BgYG0NDQUIqVK1cO3t7eaNiwIWxtbeHi4oIRI0bg9OnTBTq30aNHw9fXFykpKXn2MzQ0hFwuR7Vq1RAQEIDq1atLZsFpaGjA3d1dUkx59OgRwsPD4e7uLhnLzs4OS5YswaBBg2BsbFygfN89nlwuh5WVFerUqYPRo0fj5MmTiIyMxOLFiyV9BwwYAIVCgTVr1nxwzPycg6mpqfhZmJubAwDMzMyUYu7u7mjXrh2qVKmC2rVr46effkJSUhKuXr0qOe7Jkyfx5s0bzJw5E8nJyTh16lSB3w8Wo4io2Lh39B5mac5C4v1EMeZ5yhNDzw7lbCgionwaOXIkOnfujHbt2uXYHh4eDgsLC9SoUQPDhg1DXFxcnuOlpqYiKSlJshERUfGTkZqBnf12wl/mj6M/HJW0NZvQDDMyZ8Az3BPaRtoqylDqyZMnCA0NRatWrQq039ixY5GRkYFly5YVaD8dHR2lmUZDhw7Ftm3b8Pr121ljISEhcHV1RYUKRfOkbnt7e7i5uWHfvn2SuJGREaZOnSoWe/Lyuc4hLS0Nv/zyC4yNjZVmgwUFBWHAgAHQ1NTEgAEDEBQUVODxWYwiIpXLyszCcofl2NhhoxiTO8kxI3MGbFvYqjAzIqKSZevWrbh8+TICAwNzbHdzc8OmTZtw/PhxLFy4EBcvXkTbtm3zfNR4YGAgjI2Nxc3GxuZzpU9ERB/h5ZOXWGy3GP/T+R+ub78uaeu1tRd8BV+0n9ceMrWCfbm7f/9+GBgYiFufPn0KJd8BAwZAT08P1tbWMDIywtq1awu0v56eHnx9fREYGAiFQvHB/hkZGQgJCcG1a9fg4uIiaXNyckLVqlWxc+dOcT0wLy+vAuXzqezt7REdHa0UHzFiBHR0dPDTTz/luX9hn0P2566jo4NFixbh6NGjKF/+v1l0SUlJ2LVrFzw8PAAAHh4e2LlzZ4G/rGIxiohUKio8CrM0ZuH5P8/F2KDjg/Dd398V+BcmEVFZ9vDhQ4wZMwYbN26Ejo5Ojn369euHzp07w9HREV26dMGhQ4dw+/ZtHDhwINdxp0yZAoVCIW4PHz78XKdARFTsZWYJOHcvHr9FPMa5e/HIzBJUlkv0H9Hwl/njJ+ufoHggLcoMvzIcvoIvHPs5fvT4bdq0QUREhLj9/PPPn5oyAGDRokW4fPky9uzZg3v37sHHx6fAYwwdOhTly5fH3Llzc+0zadIkGBgYQFdXFyNHjsSECRPw3XffKfXz8vJCcHAwTp48iVevXqFTp04FzudTCIKQ410g2tramDlzJubPn4/nz5/nsOd/CvMcsj/3s2fPwtXVFX379pXMot68eTOqVKkizpZycnJClSpVlBZc/xCNj86QiOgTCFkCfmn4C2L/jhVjZjXNMOL6CKips05ORFRQly5dQlxcHL744gsxlpmZiVOnTmHZsmVITU1VWuvD0tIStra2uHNH+RHf2bS1taGtXTxu6SAiUqXDkTHw33cDMYr/1iqyNNaBbxcHuDoW3ZOe/1r1Fw54K3+JYPmFJb4+8jV0TXUL5Tj6+vqoVq1aoYz1rux1iuzt7WFmZoYWLVpg+vTpsLTM/3uooaGBgIAAeHp6YtSoUTn2mTBhAjw9PaGnpwdLS8tcl/0YOHAgJk6cCD8/PwwaNAgaGkVbJvnnn39ga2uLf/75R6nNw8MDCxYsQEBAgORJeu8rzHPI/tyrVauGJk2aoHr16ggKCsKUKVMAvF0c/fr165JjZGVlISgoCN9++22+j8NiFBEVuYdnH2Jdc+lTFwYeHohqHQv/lx0RUVnh4uKCa9euSWJDhgyBvb09Jk2alOOis/Hx8Xj48GGB/gAgIiqLDkfGwHvjZbw/DypWkQLvjZex0qPBZy1IZWVkYd93+xCxLkKpraF3Q7gtdSuRX+gKwtt3NK/bxXPTp08fzJ8/H/7+/jm2ly9fPl/FNFNTU3Tt2hXbt2/HqlWrCpzHp7h58yYOHz4MHx+fHItRampqCAwMRM+ePeHt7Z3rOJ/zHARBED+fa9eu4a+//kJ4eLjkASiJiYlo2bIlIiMj4eiYv9l4LEYRUZERBAHBLYLx8I//bvEwtjXG6Dujoa6p/EcSERHln6GhodIFoL6+PszMzODo6IhXr17Bz88PvXr1gqWlJaKiojB16lSUL18ePXr0UFHWRETFX2aWAP99N5QKUQAgAJAB8N93A+0d5FAv5GUmkp8lY32b9Xh2/ZlSW9d1XVF/SP1CPV5+KRQKRERESGKmpqaoVKlSrvscPHgQT58+RaNGjWBgYIAbN25g4sSJaN68eZ6zfvIyZ84cdOzY8aP2fVdISAhWrFgBMzOzXPtkn++rV6/w7NkzREREQEtLCw4ODvk6RkZGBmJjY5GVlYX4+HiEh4cjICAATk5O+P7773O95bBz585o3LgxVq9eneei5Pk5h7wkJyfjf//7H7p27QpLS0vEx8djxYoVePTokbheWFBQEJydndGyZUul/Zs2bYqgoCAsWrQoX8djMYqIisTjC4+xtrF0ccL+e/ujZpeaKsqIiKhsUVdXx7Vr17BhwwYkJibC0tISbdq0wbZt22BoaKjq9IiIiq0L9xMkt+a9TwAQo0jBhfsJaFr14woB74u5HINfvvglx7ZvLnwD60bWhXKcjxUeHo769aWFsMGDByMkJCTXfXR1dbFmzRqMGzcOqampsLGxQc+ePTF58uSPzqNt27Zo27Ytjhw58tFjZOemq5v37Y3vnu+lS5ewefNm2NraIioqKl/HuH79OiwtLaGurg5jY2M4ODhgypQp8Pb2/uDMsLlz56JZs2affA55UVdXx82bN7F+/Xo8f/4cZmZmaNSoEU6fPo3atWsjLS0NGzduxKRJk3Lcv1evXggMDMTcuXOhpaX1wePJhOx5cSRKSkqCsbExFAoFjIyMVJ0OUYkmCAI2dtiIf8P+FWP6FvoY93Ac1LU4G4qorODv1tKDnyURlTW/RTzGmK0RH+y3pL8Tujl9WpHoyq9XsGfQHqV4efvyGBw+GAYVDD5pfCqeyuLvVs6MIqLPJjYiFqvrr5bE+uzsA4de+ZvKSkRERESkahaGOT+h9GP7vS8rMwu/j/sdF5ZeUGqrN6geuqztwiUtqNRhMYqICp0gCNjabStu77stxrQMtDDh2QRo6PA/O0RERERUcjhXNoWlsQ5iFSk5rhslAyA31oFzZdMcWnOXkpiCja4b8fjPx0ptbkvd4DzK+eMSLqHc3Nxw+vTpHNumTp2KqVOnFnFG+WdgkPuMtUOHDqFFixZFmE3JwL8KiahQxUXGYWWdlZJYz009Uce9jooyIiIiIiL6eOpqMvh2cYD3xsuQAZKCVPZy5b5dHPK9eHnc9f+/Xs6hsuV50hO2LW0/NeUSae3atXjz5k2Obe8+ua04en8x93dZW6t2fa/iisUoIio0O/vtxPXt18XXahpqmKyYDE09TRVmRURERET0aVwdLbHSowH8992QLGYuN9aBbxcHuDpafnCMf0L/wfZe25XiRhWN4HXWC8Y2xoWac0lT3Is2mVkCLtxPQNzLFFgYvp0Jl12ArFatmoqzK3lYjCKiT/b85nMsr7VcEusW3A1Onk6qSYiIiIiIqJC5OlqivYM814JETgRBwPFpx3Em8IxSW62etdBzU08uY1ECHI6MUSpEWhagEEnK+FNPRJ9kj+ceXFl/RRKb8nIKtAw+/DhPIiIiIqKSRF1NhqZVzT7YL+1VGrZ224r7x+8rtbnMcUHzic0hk+Xvtj5SrcORMfDeeFnprspYRQq8N17GSo8GLEh9BBajiOijJNxNwNLqSyWxzqs6o+F3DVWUERERERGRaiXcTcDq+quR9ipNqc3jdw9U7VBVBVnRx8rMEuC/70aOC9cLeLtmmP++G2jvIM/3mmH0FotRRFRg+4fvx6XVlySxyYrJ0DbSVlFGRERERESqc+fQHWzutFkprmOig2F/DYNp1eK9ADfl7ML9BMmtee8TAMQoUnDhfkK+ZszRf1iMIqJ8S4xKxJLKSyQx1yWuaPx9YxVlRERERESkGoIg4PTs0zjx4wmltqodqqJvaF9o6XPpipIs7mXuhaiP6Uf/YTGKiPLl8LjD+HPxn5LYxISJ0C2nq6KMiIiIiIiKXvqbdOzqvwu39t5Sams5vSVa+7fmelClhIWhTqH2o/+wGEVEeUp6lIRFNosksXbz2qH5hOYqyoiIiIiIqOgpohVY47wGyU+Tldr67e4H++72KsiKPifnyqawNNZBrCIlx3WjZADkxm+fqkgFw2IUEeUqbHIY/pj7hyQ24dkE6JXXU1FGRERERERFKyo8CuvbrFeKq2moYfjV4TCvZa6CrKgoqKvJ4NvFAd4bL0MGSApS2XPffLs4cPHyj8BiFBEpeRX7CgstF0pibWa1QcsfW6ooIyIiIiKionV+yXn8PvZ3pbhNcxu4H3CHjjFvzSoLXB0tsdKjAfz33ZAsZi431oFvFwe4OlqqMLuSi8UoIpII9wvHSf+Tktj42PEwqGCgooyIiIiIiIpGZlomfhvyG65tvqbU1mRcE3RY0AEyzoIpc1wdLdHeQY4L9xMQ9zIFFoZvb83jjKiPx2IUEQEAkp8lY4HFAkmsxbQWaBvQVkUZEREREREVjVexr7Duy3V4ce+FUlvPTT1Rx72OCrKi4kRdTYamVc1UnUapwWIUEeHMnDM4NuWYJObz2AeGVoYqyoiIiIiI6PN79OcjBDUJyrHt28vfwrI+b8Ei+hxYjCIqw94kvME8s3mSWNPxTdFhQQcVZURERERE9PldDrqMfd/sU4pXqFcBg8IG8YE9RJ+ZmioPbmdnB5lMprSNHDkSACAIAvz8/GBlZQVdXV20bt0a169f/+C4u3btgoODA7S1teHg4IDdu3d/7lMhKnHO/XROqRA19sFYFqKIiIiIqFTKysjCvm/3wV/mr1SIajCsAaanT8fwiOEsRBEVAZXOjLp48SIyMzPF15GRkWjfvj369OkDAJg3bx5++uknhISEoEaNGggICED79u1x69YtGBrmfPvQuXPn0K9fP8yaNQs9evTA7t270bdvX5w5cwaNGzcukvMiKs5SFCmYazJXEms0shE6LeukooyIiIiIiD6f1/GvscFlA55eearU9tUvX+GLYV+oICuisk0mCIKg6iSyjR07Fvv378edO3cAAFZWVhg7diwmTZoEAEhNTUWFChUwd+5cfPfddzmO0a9fPyQlJeHQoUNizNXVFeXKlcOWLVvylUdSUhKMjY2hUChgZGT0iWdFVHxcXHERB0celMS+v/c9ylUpp6KMiKis4O/WnG3YsAH9+vWDtra2qlPJN36WRFRSxEbEYnX91Tm2eZ31gk1TmyLOiChnZfF3a7FZMyotLQ0bN26Ej48PZDIZ/v33X8TGxqJDh/9uGdLW1karVq1w9uzZXItR586dw7hx4ySxjh07YvHixZ8zfaJiLfVlKuYYzZHEnLyc0C2om4oyIiIiABgyZAhcXV1hYWGh6lSIiEqNa1uuIdQ9VClermo5DDk9BIaWfEgPkaoVqBhVpUoVXLx4EWZmhf84wz179iAxMRGenp4AgNjYWABAhQoVJP0qVKiABw8e5DpObGxsjvtkj5eT1NRUpKamiq+TkpIKmj5RsZXT4oyjbo2CWQ0+lpSISNWK0QR1IqISTcgScOSHIzi/6LxSWx33OugW3A3qWuoqyIyIclKgYlRUVJRkjafCFBQUBDc3N1hZWUniMplM8loQBKXY+wq6T2BgIPz9/QuYMVHxlpachkCDQEmsjnsd9NzUU0UZERFRTj50XUNERLlLUaRgc+fNePjHQ6W2jos6osnYJirIiog+pFjcpvfgwQOEhYUhNPS/qZRyuRzA25lOlpaWYjwuLk5p5tO75HK50iyoD+0zZcoU+Pj4iK+TkpJgY8P7h6nkuvLrFewZtEcSG3F9BMwdzFWTEBER5crT0/ODa0a9e41ERETA85vPsbLOSmRlZCm1DTo+CJXbVFZBVkSUXwUuRt24cSPPW94AoG7dugUaMzg4GBYWFujcubMYq1y5MuRyOY4ePYr69esDeLuu1MmTJzF37tzchkLTpk1x9OhRybpRR44cQbNmzXLdR1tbu0QtHEqUm/Q36Zhbbi4yU/+bwVirZy302dmH37wTERVThoaG0NXVVXUaREQlws3fbmJb921Kcf0K+vjmz29gYmtS9EkRUYEVuBjl4uKS4/oGMplMvB2uILfyZWVlITg4GIMHD4aGxn/pyGQyjB07FrNnz0b16tVRvXp1zJ49G3p6enB3dxf7DRo0CNbW1ggMfHs70pgxY9CyZUvMnTsX3bp1w2+//YawsDCcOXOmoKdKVKJc334dO/vtlMSGXxmOCnVznxVIRESq9/PPP3MBcyKiPAiCgHDfcJyadUqprUaXGui9rTc0dTVVkBkRfawCF6P+/PNPmJsX3q0+YWFhiI6OhpeXl1LbxIkT8ebNG4wYMQIvXrxA48aNceTIERga/vf0g+joaKipqYmvmzVrhq1bt+LHH3/E9OnTUbVqVWzbtg2NGzcutJyJipOM1AwstFyIlBcpYqyaWzW4H3DnbCgiomKO/50mIspdWnIatvfajnu/31NqaxPQBi2mtuB/R4lKKJlQgMe4qKmpITY2ttR/e5eUlARjY2MoFAoYGRmpOh2iXN3ccxPbekinKQ/7axisvrDKZQ8iItXg79aclcRrK36WRPS5vfj3BX754hekJKYotQ3YPwA1OtdQQVZEn09Z/N1aLBYwJ6KCyUzPxGLbxXgV80qM2bW2w6Djg/jtEBFRCXLixAmYmpqqOg0iomLh3tF72Nhho1Jcy0AL317+FmbVzVSQFRF9DgUqRrVq1QpaWlqfKxciyoc7B+9gc+fNktjQc0NRsUlFFWVEREQfS0dHB0ePHoWbm5sY27BhA3x9fZGcnIzu3btj6dKlfNAKEZVagiDg7PyzCJsUptRWuW1l9NvTD9qG/G8gUWlToGLUiRMnlGIpKSnYtm0bkpOT0b59e1SvXr3QkiOi/2RlZGFpjaVIvJ8oxqwbW2Po2aGQqXE2FBFRSeTn54fWrVuLxahr165h6NCh8PT0RK1atTB//nxYWVnBz89PtYkSERWyjJQMhA4MxT+h/yi1NZ/cHC6zXTjjn6gUK1AxasKECUhLS8OSJUsAAGlpaWjatCmuX78OPT09TJw4EUePHkXTpk0/S7JEZdW/Yf/i1/a/SmKepzxh28JWRRkREVFhiIiIwKxZs8TXW7duRePGjbFmzRoAgI2NDXx9fVmMIqJSI+lREoKaBiHpUZJSW5+dfeDQy0EFWRFRUStQMerQoUOYPXu2+HrTpk148OAB7ty5g0qVKsHLywsBAQE4cOBAoSdKVBZlZWZhVb1VeHb9mRirULcCvvv7O86GIiIqBV68eIEKFSqIr0+ePAlXV1fxdaNGjfDw4UNVpEZEVKgenH6AkJYhObZ5X/OGhWPJeZADEX06tYJ0jo6OhoPDf5XqI0eOoHfv3rC1tYVMJsOYMWPw999/F3qSRNk8PT0hk8kwZ84cSXzPnj3iNN7w8HDIZDJxMzc3h5ubG65cuSL2b926dY7jAECnTp0gk8kk30KHhoaiY8eOKF++PGQyGSIiIgqUt52dnZiPrq4u7Ozs0LdvXxw/flzSLyoqCjKZDBYWFog8FIlZGrPEQtRKrETC1wkYfmU4ZGqyfJ9D9ph5bX5+foiPj4erqyusrKygra0NGxsbjBo1CklJyt9aAUDNmjWhpaWFx48fF+i9ICKi/1SoUAH3798H8HbG+eXLlyUzzF++fAlNTU1VpUdE9MkuLL8Af5m/UiHK2tkaExMmwlfwZSGKqAwqUDFKTU0NgiCIr8+fP48mTZqIr01MTPDixYvCy44oBzo6Opg7d+4Hf9Zu3bqFmJgYHDhwAC9evICrqysUCoXYbmNjg+DgYMk+T548wfHjx2FpaSmJJycno3nz5jkWfvJr5syZiImJwa1bt7BhwwaYmJigXbt2+N///qfUN/F5IkZ1GiW+NqthBnldOcpVKSfpl59zsLGxQUxMjLiNHz8etWvXlsR++OEHqKmpoVu3bti7dy9u376NkJAQhIWFYfjw4Ur5nTlzBikpKejTpw9CQkI++j0hIirrXF1dMXnyZJw+fRpTpkyBnp4eWrRoIbZfvXoVVatWVWGGREQFl5meiT2D98Bf5o9Dow5J2pxHO2N6xnR88+c30C2nq6IMiUjVClSMsre3x759+wAA169fR3R0NNq0aSO2P3jwQDLVnOhzaNeuHeRyOQIDA/PsZ2FhAblcDmdnZyxcuBCxsbE4f/682P7VV18hPj4ef/zxhxgLCQlBhw4dYGEh/Xbm66+/xowZM9CuXbuPztvQ0BByuRyVKlVCy5Yt8csvv2D69OmYMWMGbt26BQB4cvkJAKCR0AjncA6v8AoDDw3EqFujgBzuysvPOairq0Mul4ubgYEBNDQ0lGLlypWDt7c3GjZsCFtbW7i4uGDEiBE4ffq00nGDgoLg7u6Or7/+GuvWrZMUqYmIKP8CAgKgrq6OVq1aYc2aNVizZo3kycXr1q1Dhw4dVJghEVH+JcclY3mt5QjQCsCVDVckbd3Xd4ev4Au3n92gpl6gP0OJqBQq0H8FJkyYgMmTJ8PFxQUuLi7o1KkTKleuLLYfPHgQzs7OhZ4k0bvU1dUxe/ZsLF26FI8ePcrXPrq6b791SU9PF2NaWloYOHCgZGZRSEgIvLy8CjfhPIwZMwaCIGDPnj0IbhmM7b22AwDqoA7MNc3x2vs1qrlWy3X/z3kOT548QWhoKFq1aiWJv3z5Ejt27ICHhwfat2+P5ORkhIeHf/LxiIjKInNzc5w+fRovXrzAixcv0KNHD0n7jh07uHg5ERV7jy8+hr/MHwsqLMDzm88lbcP+GgZfwRf1BtVTUXZEVBwVqBjVq1cvHDx4EHXr1sW4ceOwbds2Sbuenh5GjhxZqAkS5aRHjx5wcnKCr6/vB/vGx8fD398fhoaGSsXSoUOHYvv27UhOTsapU6egUCjQuXPnz5W2ElNTU5QvVx47J+9E9OloMe66yBVB+4KwZu0a3Lt3L88xCvscBgwYAD09PVhbW8PIyAhr166VtG/duhXVq1dH7dq1oa6ujv79+yMoKOijj0dERICxsTHU1dUlsaysLPzxxx/o06ePirIiIspbxPoI+Mv8sdZZer1oXtscPzz9Ab6CL6y+sFJRdkRUnBXoaXrA21ukcrtVydfXt8ALOxN9rLlz56Jt27YYP358ju0VK1YE8Ha9p+rVq2PHjh1Kt9/VrVsX1atXx86dO3HixAl8/fXXRbZQrCAI2NhxI14nvIbs/+/B0zHRARIBu9Z2cHJywpdffonp06dj8+bNuY5T2OewaNEi+Pr64tatW5g6dSp8fHywYsUKsT0oKAgeHh7iaw8PD7Rs2RKJiYkwMTH56OMSEdFbd+7cwbp167B+/Xq8ePECHTt2VHVKRESirMwsHPr+EP5a8ZdSm9MQJ3y1+iuoa6rnsCcR0X8KXIzKiUKhwKZNmxAUFISIiAhkZmYWxrBEeWrZsiU6duyIqVOnwtPTU6n99OnTMDIygrm5OYyMjHIdx8vLC8uXL8eNGzdw4cKFz5jxfyLWR+A3z9/wGq+RjGSYwAS9t/eGfiN9zK08V+w3Z84cNG3aFBMmTMhzvMI8h+x1pOzt7WFmZoYWLVpg+vTpsLS0xI0bN/Dnn3/i4sWLmDRpkrhPZmYmtmzZAm9v7086NhFRWfXmzRts374dQUFBOH/+PDIzM7Fo0SJ4eXnBwMBA1ekREeFNwhts7LgRT/56otTWaUUnNPJupIKsiKik+qRi1PHjx7Fu3TqEhobC1tYWvXr1Urqlh+hzmjNnzv+1d+fxMV3/H8ffk0USJLFLFBFLEETs25dQO9W0WkvtpUqrtbS+FC2CSmmpai2lJGgtVaWW2lpra619a1A0lqC2xBok9/eHn/l2TIJEMpPl9Xw85vEw55x753OT1nx87rnnKDAwUH5+flZ9vr6+TzVTp127durfv7/Kly8vf3//VIjyfwzD0AiHEeb327RNDnLQxIMTVapMKZ06dcpifNWqVdWyZUt98MEHjz1val3Dw4XJY2NjJT2YFVWnTh1NmjTJYtycOXM0Y8YMilEAkEQ7duzQN998owULFsjPz08dOnTQwoULVbBgQTVo0IBCFAC7u3DggqYGTE2w7/XNr6vwfwrbOCIAGUGSi1FnzpxReHi4Zs6cqZs3b6p169a6d++eFi1alOr/kAceVa5cObVv315ffvllss+RM2dORUVFPfbRtitXrigyMlLnzj24E/Rw97uHs4iexl9b/9J/+/1X8YrXVV3Vfu3XHu1R6CehKlWmVKLHffzxxypTpoycnBL/3/VpruFJfv75Z124cEFVqlRR9uzZdfjwYQ0YMEC1atVSkSJFdO/ePc2ZM0cjRoxQ2bJlLY594403NHbsWO3bt0/ly7M4JQA8rZo1a+rdd9/Vjh07VLJkSXuHAwBmhxYe0g+tf7Bq9/TxVNffu8rjucSfPACAJ0nSAubNmjWTv7+/Dh8+rC+//FLnzp17piIAkBJGjhxpnsGTXDly5FC2bNkS7V+6dKkqVKhgXhi8bdu2qlChgqZOTfgu0aOu/X1NX33/lcZpnCZqohZrsXyDffXrul8tHndLiJ+fn7p27ao7d+480zU8iZubm6ZPn67//Oc/Kl26tPr27asXXnhBy5cvl/TgZ3D58mWrnZ4kqUSJEipXrhwLmQNAEj3//POaMWOGRowYoVWrVj3z9xkAPAsj3tDagWsVYgqxKkT5t/LXkDtD1PdUXwpRAJ6ZyUhC1uPk5KTevXvrrbfeUokSJcztzs7O2rdvX4aZGRUTEyNPT09FR0c/dq0h4EmOLj+qeS3mWbQVrl1Yr2963U4RAYB98N2auNOnTyssLExhYWG6ffu22rRpo8mTJ2v//v0qXbq0vcOzwu8SyHhir8dq/ovzdWrDKau+hp81VM33a9o+KCATyYzfrUl6TG/z5s2aOXOmKleurFKlSqljx45q06ZNasUGpGshphCrtvej3ld2L9b/AAD8T6FChTR06FANHTpUa9eu1cyZM+Xk5KTg4GC9+uqrevXVV1WxYkV7hwkgA7p89LKmBk7V/dv3rfo6rOmgYg2L2SEqAJlBkmZGPXTr1i3Nnz9fM2fO1I4dOxQXF6fx48era9eucnd3T404bSozViWRfN9995169Ohhfm/EGbp3554kKYdyqJd6KX/5/Oq5t6e9QgQAu+O7NWmuXr2qb7/9VjNnztT+/fvT1E7F/C6B9C+h2fuS5JbbTd13dldO35x2iArIvDLjd2uyilH/FhERoRkzZmjOnDm6du2aGjZsqKVLl6ZUfHaRGf9DQPJdv35dFy5ckCRNLDHRos9RjhoeOVyehTztEBkApB18tybf7t2709TMKH6XQPpkGIY2jdykDcM2WPUVb1pcrRa2UpZsWWwfGIBM+d2a5N30HlWyZEmNHTtWoaGhWrZsmWbOnJkScQHphru7u67svaLwOuHKrdzm9pxFc6r3X70TPCYu3tCOk1d08fod5XN3VVXfXHJ0MNkqZABAOrFv3z5VqVIlTc2MApC+3Lt1TwtbL9SxFces+oKGBSloWJBMJvJQALb1zMWohxwdHVWjRg3t378/pU4JpAsJrQ3V+6/eylk04enNqw5GKWTZYUVF/293PG9PVw1r4a8mZb1TLU4AAABkHtf+vqbpVabr1j+3rPra/tRWJV8saYeoAOCBFCtGSdL58+cVEhKioUOHpuRpgTTp7I6z+qbaNxZtbrndNODSgESPWXUwSm99u1uPPht7PvqO3vp2t6Z0qEhBCgAAAMl2ct1Jza4/26rd0cVRPff2VJ5SeewQFQBYStFiFJBZJDQbqteRXo/9co+LNxSy7LBVIUqSDEkmSSHLDquhvxeP7AEAACBJto7fqjXvr7FqL1y7sNotbycXDxc7RAUACaMYBSTB+X3n9XXg1xZtDk4O+ujeR088dsfJKxaP5j3KkBQVfUc7Tl5RjWK5Ex0HAMg4YmJiHtt//fp1G0UCID26H3tfSzov0aEFh6z6avSvoYZjGsrETU4AaRDFKOAphTiE6NFpTT329pBXea+nOv7i9cQLUckZBwBI/3LkyPHYhYMNw2BhYQBWrkdd18xaM3Xt5DWrvlfmvaKybcvaPigASIIkFaPee++9x/b/888/zxQMkBb9c+QfTfafbNU+zBiWpPPkc3dN0XEAgPRv/fr19g4BQDpyeutpzayZ8O7lPff1VP6A/DaOCACSJ0nFqD179jxxTJ06dZIdDJDWjM09Vrev3LZoe2PHG3quynNJPldV31zy9nTV+eg7Ca4bZZLk5emqqr65khcsACDdCQoKsncIANKBP77+Qyt6rrBq96rgpY5rOypr7qx2iAoAki9JxSju3iGzuPLXFX1Z/Eur9qTOhvo3RweThrXw11vf7pZJlk/8PXwAY1gLfxYvB4BMzjAMrV+/Xrdv31bNmjWVM2dOe4cEwA7i78drWY9l2jtzr1VfpZ6V1OyrZnJwdLB9YACQAlgzCnjEF75f6NqpaxZtr29+XYX/U/iZz92krLemdKiokGWHLRYz9/J01bAW/mpS1vuZPwMAkH5cu3ZNffr00e7du1W9enWNGzdOzZo105YtWyRJefPm1dq1axUQEGDnSAHYyq1LtzTr+Vm6eOCiVd+LM15Uha4V7BAVAKSsJBejjh07pv3796tixYry9fXVihUrNGbMGN2+fVsvvfSSBg8ezEKbSJeiT0drQuEJVu3PMhsqIU3Kequhv5d2nLyii9fvKJ/7g0fzmBEFAJlP//79tXXrVnXq1EnLly9XkyZNZBiGtm7dKgcHBw0YMEBDhgzRsmXL7B0qgFQWtTtK0ypNS7Cv27ZuKlitoI0jAoDUk6Ri1OLFi9W6dWs5ODjIZDJp2rRpevPNN1WvXj15eHho+PDhcnJy0sCBA1MrXiBVTC0/VRf2X7Bo67Cmg4o1LJYqn+foYFKNYrlT5dwAgPRj5cqVmjt3roKCgvT666+rUKFCWrdunapVqyZJGjNmjF588UU7RwkgNe3/dr8Wd1xs1Z7bL7e6bOyi7F7Z7RAVAKSuJBWjPv74Yw0YMECjRo1SeHi4evbsqU8++UR9+/aVJE2bNk2ff/45xSikG9ejrmt8gfFW7Sk9GwoAgIRcuHBBfn5+kqTnnntOrq6uKlSokLm/cOHC7FYMZEBGvKHV763W9i+2W/UFdAzQi9+8KMcsjnaIDABsI0nFqIiICC1YsEAmk0mdO3dW9+7d1aBBA3N/o0aNzIUpIK0Lqx2myN8iLdpeW/aa/F7ws1NEAIDMJj4+Xo6O//sHp6Ojo8VyByx9AGQsd67d0XdNv9OZbWes+ppMbKJq71azQ1QAYHtJKkbdvHlT7u7ukiQHBwe5ubkpa9b/bSPq5uam2NjYlI0QSGG3Lt3Sp3k/tWpnNhQAwB6++eYbZc/+4DGc+/fvKzw8XHny5JEkXb9+3Z6hAUgh/xz+R1PKTZERb1j1dd7QWUWCitg+KACwoyQVo0wmk9XdOu7YIT2Z23yujv18zKLt1e9fVZlWZewUEQAgMytcuLCmT59ufu/l5aU5c+ZYjQGQPh1ZfETft/zeqt29gLu6besmz0KedogKAOwvScUowzDk5+dnLkDduHFDFSpUkIODg7kfSIvuXLujMTnHWLUPjR9KQRUAYDenTp2ydwgAUphhGFr34Tr9Nvo3q75SL5XSK/NekZNrkjc1B4AMJUl/C4aFhaVWHECqWdh6oQ4vPGzRFhwerMDOgfYJCACAZCpXrpx+/vlni0XOAaQNd2/c1YKXF+jELyes+uqH1letgbW4CQoA/y9JxajOnTsn6eTz5s3Tiy++qGzZsiXpOCAl3L1xV6HuoVbtzIYCAKRXp06d0r179+wdBoB/ufLXFU2rOE2xMdZr57Zf2V7FmxS3Q1QAkLal6vzQHj16qFq1aipatGhqfgxgZekbS7Vnxh6LtuZTmqtyz8p2iggAAAAZyfFVx/Vd0++s2l08XfTmrjeVq1guO0QFAOlDqhajWEMKtnbv9j2Nzjraqn1o3FCZHJgNBQAAgOQzDEO/ffKb1g1eZ9VXtGFRtfmxjbJkz2KHyAAgfWHlPGQYK/us1I6JOyzaGo1rpBrv1bBTRAAAAMgI7t+5r0WvLdKfS/606qs9pLbqjazHMhAAkAQUo5Du3Y+9r49dP7Zq/+j+R3JwdLBDRAAAAMgIok9H65tq3+hG1A2rvtY/tlbpl0vbISoASP8oRiFd+3XIr1bb5tYdUVdBHwXZKSIAAACkd6c2ntKsurOs2k2OJr21/y3l9c9rh6gAIOOgGIV0Ke5enEZlGWXV/uHdD+Xo7GiHiAAASH1ff/218ufPb+8wgAxr+5fbtar3Kqv2gjUKqv3P7eWaw9UOUQFAxpOqxSgfHx85Ozun5kcgE9r08Sat/3C9RVutD2qpQWgDO0UEAEDyzJ49+6nGderUSZLUrl271AwHyJTi7sbpp64/6cB3B6z6qvWppsbjG7MRDgCksBQpRp04cUK3b99W6dKl5eDwvzV6Dh48mBKnByRJ8XHxGuk00qp9yJ0hcnJhkh8AIP3p0qWLsmfPLicnp0R3ITaZTOZiFICUc+PCDYXVDtOVY1es+l6e87ICOgTYISoAyByS9C/4e/fuadSoUdq9e7eqV6+uDz74QB06dND3338vSSpZsqR+/vlnFSlSJDViRSa29fOtWvPeGou2Ku9UUbMvm9kpIgAAnl3p0qV14cIFdejQQV27dlVAAP/4BVLb2R1n9U21bxLse3PXm/Ku6G3jiAAg80lSMeqDDz7QnDlz9OKLL2rmzJnasWOHIiIiNHfuXDk4OGjkyJEaMmSIvvvuu9SKF5mMEW9ohOMIq/bBNwfLOSuPgAIA0rdDhw5p+/btmjlzpurUqaPixYurW7duat++vTw8POwdHpCh7Jm5R0u7LbVqz1cunzqv66ysebLaISoAyJxMRmJzwhPg4+OjKVOmqFmzZjp69KhKlSqlFStWqGnTppKkjRs3qn379jpz5kyqBWwLMTEx8vT0VHR0NImgHf3x9R9a0XOFRVvg64EKnhlsp4gAAMnFd+uT3b59WwsXLlRYWJh27Nihl156STNnzpSLi4u9Q7PA7xLpSXxcvH7u9bN2fb3Lqq/CGxX0wpQX5ODkkMCRAGA7mfG7NUkzo86dO6fy5ctLkvz8/OTi4qLixYub+/38/HT+/PmUjRCZjmEYGuFgPRvqg5gP5OKethJyAABSipubmzp16qQiRYpo2LBhmj9/vr766qs0V4wC0oPbV25rdoPZOr/H+t8mzac2V+Uele0QFQDgoSQVo+Li4ix2x3NycpKjo6P5vYODQ6KLbwJPY/+3+7W442KLNv9W/mr1fSs7RQQAQOo7e/asZs2apbCwMN28eVMdOnTQlClTlDNnTnuHBqQrF/Zf0NTyUxPs6/p7VxWqWcjGEQEAEpLkLchWr14tT09PSVJ8fLx+/fVX8655165dS9HgkHkkNhtqwJUBcsvpZoeIAABIfd9//73CwsK0ceNGNW7cWOPGjVPz5s0tbvYBeLKDCw5qUdtFVu05fHOo629d5V7A3Q5RAQASk6Q1oxwcnvw8tclkUlxc3DMFZW+Z8XlNezr8w2EtbLXQoq1Y42LqsKqDnSICAKQ0vlsT5uDgoMKFC6t9+/bKnz9/ouN69+5tw6gej98l0goj3tDaAWu1ddxWq76ybcsqODxYTi5JvvcOADaXGb9bk/S3c3x8fGrFgUwqxBRi1db/Yn9ly5vNDtEAAGBbhQsXlslk0ty5cxMdYzKZ0lQxCrC32JhYzX1hriI3R1r1NRrXSDXeq2GHqAAASZGsWwWxsbG6f/++smWjYIDkObriqOa9MM+irVDNQur6e1c7RQQAgO2dOnUq1c4dGhqqwYMHq0+fPpowYYKkB4/Fh4SEaNq0abp69aqqVaumSZMmqUyZMqkWB5BSLkVc0tSAqYq7a/0URqdfO8n3eV87RAUASI4kFaMuXbqkzp07a82aNYqPj1e1atX07bffqmjRoqkVHzKghGZDvXf2PZ7lBwAghezcuVPTpk1TQECARfvYsWM1fvx4hYeHy8/PT6NGjVLDhg0VEREhd3e+h5E2RSyL0PwX51u1Z8uXTW/seEM5fHLYPigAwDN58iJQ/zJo0CDt2rVLISEh+vTTT3Xp0iX16NEjtWJDBnPi1xNWhah8ZfNpmDGMQhQAINO6fv26du3apRs3bkiSdu/erU6dOqlVq1b67rvvkny+GzduqH379po+fbrFbnyGYWjChAkaMmSIWrZsqbJly2rWrFm6devWYx8TBOzBMAxtGL5BIaYQq0KU3wt+GnxzsPpf6E8hCgDSqSTNjFq9erVmzpypZs2aSZKaNWumsmXL6t69e3J2dk6VAJExJDQbqu/ffeVZ2NMO0QAAkDZs2rRJL7zwgm7cuKGcOXNq3rx5evXVV/Xcc8/J0dFRP/74o27duqXu3bs/9Tl79eql5s2bq0GDBho1apS5/eTJkzp//rwaNWpkbnNxcVFQUJC2bNmS6A3G2NhYxcbGmt/HxMQk40qBp3Pr0i19mvfTBPvqjqirOh/WkclksnFUAICUlqSZUefOnVOFChXM70uVKqUsWbLo3LlzKR4YMobI3yKtClEehTw0zBhGIQoAkOl9+OGHatWqlSIjI9W3b1+1adNG77zzjo4cOaKDBw8qJCREkyZNeurzzZ8/X7t371ZoaKhV3/nz5yXJate+/Pnzm/sSEhoaKk9PT/OrUKFCTx0P8LROrj+pEFNIgoWo15a/pmHGMAV9FEQhCgAyiCQVowzDkJOT5WQqJyenZ9pl7+zZs+rQoYNy586trFmzKjAwULt27TL3m0ymBF+ffprwHRNJCg8PT/CYO3fuJDtOJF2IKURhtcMs2t499q76RfazU0QAAKQt+/fv13//+18VLFhQAwcOVExMjNq0aWPub9u2rf7666+nOtfp06fVp08fffvtt3J1dU103KP/mDcM47H/wB80aJCio6PNr9OnTz9VPMDT+OWDXxRiCtHs52db9b114C0NM4bJr7mfHSIDAKSmJD2mZxiG6tevb1GQunXrllq0aKEsWbKY23bv3v1U57t69apq1aqlevXqaeXKlcqXL5/++usv5ciRwzwmKirK4piVK1eqW7dueuWVVx57bg8PD0VERFi0PS4xQ8o598c5Ta8y3aLNNYerBl4daKeIAABIm2JiYpQrVy5JUpYsWZQ1a1aLhcTd3d1169atpzrXrl27dPHiRVWqVMncFhcXp02bNumrr74y50Xnz5+Xt7e3eczFixetZkv9m4uLi1xcXJJ0XcDjGIahcd7jdPPCzQT72dgGADK+JBWjhg0bZtUWHByc7A8fM2aMChUqpLCw/82eKVKkiMUYLy8vi/c//fST6tWr98Qd/Ewmk9WxSH0JrQ319qG3ldc/rx2iAQAgbXs4ezux90lRv359HThwwKLt9ddfV6lSpTRw4EAVLVpUXl5eWrt2rXnZhbt372rjxo0aM2ZM8i8CeEqxMbH6xPOTRPs/uv+RHByT9OAGACCdeuZi1KVLl7R9+3bFxcWpSpUqFnfanmTp0qVq3LixWrVqpY0bN+q5557T22+/neginRcuXNCKFSs0a9asJ577xo0b8vHxUVxcnAIDAzVy5EiL9a7+jYU5n92F/Rc0tfxUq/ZhhvV/MwAA4IFHZ50/OuP8/v37T30ud3d3lS1b1qItW7Zsyp07t7m9b9++Gj16tEqUKKESJUpo9OjRypo1q9q1a5dCVwRYO7vzrL6p+k2Cff6t/NXq+1Y2jggAYG9JKkY9atGiRerWrZtKliypu3fvKiIiQpMmTdLrr7/+VMefOHFCU6ZM0XvvvafBgwdrx44d6t27t1xcXNSpUyer8bNmzZK7u7tatmz52POWKlVK4eHhKleunGJiYvTFF1+oVq1a2rdvn0qUKGE1PjQ0VCEh1jN68HRGuYxS3N04i7Yee3rIK5CZaQAAPM6jN/oSmnH+pKUJkmLAgAG6ffu23n77bV29elXVqlXTmjVrLB4NBFLK72N/1y8Df0mwr+Xclir3WjkbRwQASCtMhmEYTzv4xo0byp49u/l9QECAfvjhB/n5PVhUcMWKFerevftT766XJUsWVa5cWVu2bDG39e7dWzt37tTWrVutxpcqVUoNGzbUl19++bQhS5Li4+NVsWJF1alTRxMnTrTqT2hmVKFChRQdHS0PD48kfVZmcinikiaVst7hh9lQAIBHxcTEyNPTk+/Wp/Ass85tgd8lnmRq+am6sP9Cgn3vHn9XuYrlsnFEAJC2Zcbv1iTNjKpUqZLGjh1rvmvn5OSkixcvmotRFy5csFjI/Em8vb3l7+9v0Va6dGktWrTIauzmzZsVERGhBQsWJCVkSZKDg4OqVKmiY8eOJdjPwpxJ92m+T3XrH8sFVbtt66aC1QraKSIAANK/Z511DtjLvdv3NDrr6ET7P4z9UI5ZHG0YEQAgLUtSMWr16tV6++23FR4erkmTJumLL75QmzZtFBcXp/v378vBwUHh4eFPfb5atWpZ7Xh39OhR+fj4WI2dMWOGKlWqpPLlyyclZEkP1mPYu3evypVjKvCzunriqiYWs55dxmwoAACS7tFZ5yEhIdqxY4fVrHOKUUir/jn8jyaXmZxgX5F6RdR5XWcbRwQASA+SVIwqUqSIfv75Z82dO1dBQUHq06ePjh8/ruPHjysuLk6lSpWSq6vrU5+vX79+qlmzpkaPHq3WrVtrx44dmjZtmqZNm2YxLiYmRgsXLtS4ceMSPE+nTp303HPPKTQ0VNKDRK569eoqUaKEYmJiNHHiRO3du1eTJlk/UoanN7H4RF3966pFW5eNXeRTx7p4CAAAniylZ50DtrJr2i4t77E8wb5mk5upyltVbBwRACA9SdYC5u3atVPTpk3Vv39/1a1bV9OmTVNgYGCSz1OlShUtXrxYgwYN0ogRI+Tr66sJEyaoffv2FuPmz58vwzD02muvJXieyMhIOTj8bxvYa9eu6c0339T58+fl6empChUqaNOmTapatWqSY4QUfTpaEwpPsGpnNhQAAM8mpWedA6ltTsM5OvHLiQT7eu7vqfzl8ts4IgBAepSkBcwlaeXKlTp8+LDKly+vBg0aaMOGDerVq5eaNWumESNGyM3NLbVitZnMuHhYYqZVmqao3VEWbR1Wd1CxRsXsFBEAID3iu/Xx5s6dq2HDhqlPnz7q1q1bsmed2wK/y8wn7l6cRmUZlWj/4JuD5ZzV2YYRAUDGkhm/Wx2ePOR/BgwYoC5dumjnzp3q0aOHRo4cqbp162rPnj1ycXFRYGCgVq5cmVqxwoZunL+hEFOIVSFqmDGMQhQAACmsXbt22rFjh/bs2aO6desqPj5egYGBaa4Qhczl6smrCjGFJFiIyuufV8OMYRpmDKMQBQBIsiTNjMqTJ49Wr16tSpUq6cqVK6pevbqOHj1q7j906JB69Oih3377LVWCtZXMWJX8t/CgcP296W+LtrY/tVXJF0vaKSIAQHqX2b9bHye9zTrnd5nxHVxwUIvaWu9uLUnPj35etQfVtnFEAJCxZcbv1iStGZU1a1adPHlSlSpV0unTp63u1pUpUybdF6Iys1uXb+nTPJ9atbM2FAAAqWPAgAGaNWuW6tWrp8mTJ6tLly766KOPtGfPHo0YMUKBgYGaMGGCmjZtau9QkQksardIB+cdTLCv27ZuKlitoI0jAgBkVEmaGfXdd9+pe/fuypEjh27duqVZs2aZd3/JSDJjVXJei3k6uvyoRdsr819R2TZl7RQRACAjyYzfrU8jPc4653eZsRjxhkY4jki0f+C1gXL15HFRAEhNmfG7NUkzo9q3b68mTZroxIkTKlGihHLkyJFKYcFW7kTf0ZgcY6zah8YPlclkskNEAABkHsw6h71cj7qu8QXGJ9iXNU9W9b/Yn1wQAJBqklSMkqTcuXMrd+7cqRELbCyhqdjBYcEK7BJon4AAAMhkQkND1alTJ/Xu3ds86xxITcdWHtPcZnMT7KvRv4YafdrIxhEBADKjJBejkP7dvXFXoe6hVu3MhgIAwLaYdQ5b+fndn7Xzq50J9nX8paOK1i9q44gAAJkZxahMZtmby7R7+m6LtqZfNVXVXlXtFBEAAJkbs86RWgzD0Oiso3X/zv0E+/tf7K9sebPZOCoAAChGZRr3bt/T6KyjrdqHxg2VyYHZUAAAABnF7Su3NTb32ET7yf8AAPZGMSoTWNVvlbZP2G7R1vDThqrZv6adIgIAAEBKi/wtUmG1wxLsC+waqOAZGW8XbABA+kQxKgOLuxunUS6jrNo/uveRHJwc7BARAAAAUtqG4Ru0MWRjgn2tf2yt0i+XtnFEAAA8HsWoDGrdh+u0+ePNFm1Bw4NUd1hd+wQEAACAFPWF7xe6dupagn19I/vKs5CnbQMCAOApUYzKYIx4QyMcR1i1f3j3Qzk6O9ohIgAAAKSUxHZFfogZ8ACA9IBiVAby9+a/FV4n3KKt5n9rquHYhvYJCAAAACkiak+UplWclmBfyRdLqu1PbW0cEQAAyUcxKgMwDEMza87UmW1nLNqH3B4iJ1d+xQAAAOnVtgnbtLrf6gT7Xpr1ksp3Km/jiAAAeHZUKtK5M9vPaEb1GRZtry1/TX7N/ewUEQAAAJ7VN9W+0dkdZxPseyfiHeX2y23jiAAASDkUo9IpwzA0u/5snVp/ytyWLX829YvsJ8csrA0FAACQ3tyPva+PXT9OtH/InSFyciF9BwCkf3ybpUNRu6M0rZLlmgGtF7VW6ZZs2wsAAJDeXIq4pEmlJiXYV7BGQXXb0s3GEQEAkLooRqUjhmFobvO5Or7yuLnNxdNF/S/05y4ZAABAOrM3fK9+ev2nBPsaT2is6n2q2zgiAABsgwpGOnFh/wVNLT/Vou2V+a+obJuydooIAAAAyTGvxTwdXX40wb4ee3rIK9DLxhEBAGBbFKPSge9f+V5Hfjxifu/o4qiBVwfK2c3ZjlEBAADgacXfj9dI55GJ9g+6PkhZsmexYUQAANgPxag07J8j/2iy/2SLNrbwBQAASD+iI6M1wWdCgn05i+ZU77962zYgAADSAIpRadSPHX7Uge8OWLQNujFIWbJxxwwAACCtO7L4iL5v+X2CfUHDglR3eF3bBgQAQBpCMSqNuXzssr7y+8qi7YVpL6hS90p2iggAAABP66fXf9Le8L0J9r2++XUV/k9h2wYEAEAaRDEqDVn6xlLtmbHHou2D6A/k4uFip4gAAADwJEa8oRGOIxLtH3BlgNxyutkwIgAA0jaKUWnA1ZNXNbHoRIu2pl82VdV3qtopIgAAADzJzYs39Vn+zxLsc87mrEHXB8lkMtk4KgAA0j6KUXb287s/a+dXOy3aBl4dKNccrnaKCAAAAI9z4pcTmtNwToJ9Vd+tqqYTm9o4IgAA0heKUXYSfTpaEwpPsGhr+FlD1Xy/pn0CAgAAwGOt6b9GW8dtTbCv/cr2Kt6kuI0jAgAgfaIYZQdrB6zVlk+3WLT999J/lTV3VjtFBAAAgIQYhqGxucfqztU7Cfa/H/W+sntlt3FUAACkbxSjbOj6uesa/9x4i7Z6o+qpzpA6dooIAAAACbkTfUdjcoxJtH9o3FCZHFgPCgCA5KAYZSPrh63XphGbLNr6X+ivbPmy2SkiAAAAPOrMtjOaUWNGgn3l2pdTy29b2jgiAAAyHopRNnJk0RHzn+t8VEf1RtSzYzQAAAD4t82jN2vdkHUJ9r36/asq06qMjSMCACDjohhlIz339dTEohPVbVs3uXu72zscAAAASJrkP0mXjlxKsK/PyT7KUSSHbQMCACAToBhlIw6ODur7d197hwEAAJDp3bt1T6OzjU60/8O7H8rR2dGGEQEAkLlQjAIAAECmcOPCDY3zGpdgX7FGxdRhdQcbRwQAQOZEMQoAAAAZ2tkdZ/VNtW8S7GsxvYUqvlHRxhEBAJC5UYwCAABAhrQ3fK9+ev2nBPvePvS28vrntXFEAABAohgFAACADCQ+Ll4r312pP6b8YdUX2DVQL0x9gfWgAACwM4pRAAAASPduX7mtOQ3nKGp3lFVf8ynNVblnZTtEBQAAEkIxCgAAAOnWhf0XNLX81AT7Xv/tdRWuVdjGEQEAgCehGAUAAIB059D3h/RDmx+s2nMUyaGuv3eVewF3O0QFAACeBsUoAAAApAtGvKFfPvhFWz7dYtVXpnUZvTT7JTm5kN4CAJDW8W0NAACANC02JlbzWszT35v+tupr+FlD1Xy/ph2iAgAAyUUxCgAAAGnS5aOXNbX8VN2/c9+qr+PajiraoKgdogIAAM+KYhQAAADSlKPLj2pei3lW7VnzZFX3nd2Vo0gO2wcFAABSDMUoAAAA2J1hGNo4YqM2Dt9o1VeiWQm1WthKzlmd7RAZAABIaRSjAAAAYFeLOy7W/m/3W7UHDQ9S0NAgmUwmO0QFAABSC8UoAAAA2NWjhai2S9uqZIuSdooGAACkNopRAAAAsKs3dryhsNph6rmvp/KUzGPvcAAAQCqjGAUAAAC7eq7Kc/rwzof2DgMAANiIg70DAAAAAAAAQOZBMQoAAAAAAAA2QzEKAAAAAAAANkMxCgAAAAAAADZDMQoAAAAAAAA2QzEKAAAAAAAANkMxCgAAAAAAADZDMQoAAAAAAAA2Y/di1NmzZ9WhQwflzp1bWbNmVWBgoHbt2mXu79Kli0wmk8WrevXqTzzvokWL5O/vLxcXF/n7+2vx4sWpeRkAAAAAAAB4CnYtRl29elW1atWSs7OzVq5cqcOHD2vcuHHKkSOHxbgmTZooKirK/Pr5558fe96tW7eqTZs26tixo/bt26eOHTuqdevW2r59eypeDQAAAAAAAJ7EyZ4fPmbMGBUqVEhhYWHmtiJFiliNc3FxkZeX11Ofd8KECWrYsKEGDRokSRo0aJA2btyoCRMmaN68ec8cNwAAAAAAAJLHrjOjli5dqsqVK6tVq1bKly+fKlSooOnTp1uN27Bhg/Llyyc/Pz91795dFy9efOx5t27dqkaNGlm0NW7cWFu2bEnR+AEAAAAAAJA0di1GnThxQlOmTFGJEiW0evVq9ezZU71799bs2bPNY5o2barvvvtO69at07hx47Rz5049//zzio2NTfS858+fV/78+S3a8ufPr/Pnzyc4PjY2VjExMRYvAAAAAAAApDy7PqYXHx+vypUra/To0ZKkChUq6NChQ5oyZYo6deokSWrTpo15fNmyZVW5cmX5+PhoxYoVatmyZaLnNplMFu8Nw7Bqeyg0NFQhISHPejkAAAAAAAB4ArvOjPL29pa/v79FW+nSpRUZGfnYY3x8fHTs2LFEx3h5eVnNgrp48aLVbKmHBg0apOjoaPPr9OnTSbgKAAAAAAAAPC27FqNq1aqliIgIi7ajR4/Kx8cn0WMuX76s06dPy9vbO9ExNWrU0Nq1ay3a1qxZo5o1ayY43sXFRR4eHhYvAAAAAAAApDy7FqP69eunbdu2afTo0Tp+/Ljmzp2radOmqVevXpKkGzduqH///tq6datOnTqlDRs2qEWLFsqTJ49efvll83k6depk3jlPkvr06aM1a9ZozJgx+vPPPzVmzBj98ssv6tu3r60vEQAAAAAAAP9i12JUlSpVtHjxYs2bN09ly5bVyJEjNWHCBLVv316S5OjoqAMHDig4OFh+fn7q3Lmz/Pz8tHXrVrm7u5vPExkZqaioKPP7mjVrav78+QoLC1NAQIDCw8O1YMECVatWzebXCAAAAAAAgP8xGYZh2DuItCYmJkaenp6Kjo7mkT0AAFIA360ZB79LAABSVmb8brXrzCgAAAAAAABkLhSjAAAAAAAAYDMUowAAAAAAAGAzFKMAAAAAAABgMxSjAAAAAAAAYDMUowAAAAAAAGAzFKMAAAAAAABgMxSjAAAAAAAAYDMUowAAADKIKVOmKCAgQB4eHvLw8FCNGjW0cuVKc3+XLl1kMpksXtWrV7djxAAAIDNysncAAAAASBkFCxbUJ598ouLFi0uSZs2apeDgYO3Zs0dlypSRJDVp0kRhYWHmY7JkyWKXWAEAQOZFMQoAACCDaNGihcX7jz/+WFOmTNG2bdvMxSgXFxd5eXnZIzwAAABJPKYHAACQIcXFxWn+/Pm6efOmatSoYW7fsGGD8uXLJz8/P3Xv3l0XL160Y5QAACAzYmYUAABABnLgwAHVqFFDd+7cUfbs2bV48WL5+/tLkpo2bapWrVrJx8dHJ0+e1EcffaTnn39eu3btkouLS4Lni42NVWxsrPl9TEyMTa4DAABkXBSjAAAAMpCSJUtq7969unbtmhYtWqTOnTtr48aN8vf3V5s2bczjypYtq8qVK8vHx0crVqxQy5YtEzxfaGioQkJCbBU+AADIBHhMDwAAIAPJkiWLihcvrsqVKys0NFTly5fXF198keBYb29v+fj46NixY4meb9CgQYqOjja/Tp8+nVqhAwCATIKZUQAAABmYYRgWj9n92+XLl3X69Gl5e3sneryLi0uij/ABAAAkB8UoAACADGLw4MFq2rSpChUqpOvXr2v+/PnasGGDVq1apRs3bmj48OF65ZVX5O3trVOnTmnw4MHKkyePXn75ZXuHDgAAMpFM/Zhely5dZDKZZDKZ5OzsrPz586thw4aaM2eOxbgiRYrIZDJp27ZtFu19+/ZV3bp1ze+HDx8uk8mkJk2aWH3W2LFjZTKZzOMfnjOx18NxPXr0ULFixeTm5qa8efMqODhYf/75Z4LX8+abb8rR0VHz589P/g8FAACkWxcuXFDHjh1VsmRJ1a9fX9u3b9eqVavUsGFDOTo66sCBAwoODpafn586d+4sPz8/bd26Ve7u7vYOHQAAZCKZfmZUkyZNFBYWpri4OF24cEGrVq3SBx98IEm6f/++eZyrq6sGDhyojRs3PvZ83t7eWr9+vc6cOaOCBQua28PCwlS4cGHz+507dyouLk6StGXLFr3yyiuKiIiQh4eHpAfrPUhSpUqV1L59exUuXFhXrlzR8OHD1ahRI508eVKOjo7m8926dUsLFizQf//7X82YMUNt27Z9xp8MAABIb2bMmJFon5ubm1avXm3DaAAAABKWqWdGSQ/WQfDy8tJzzz2nihUravDgwZo7d64k6bvvvjOP69Gjh7Zt26aff/75sefLly+fGjVqpFmzZpnbtmzZokuXLql58+bmtrx588rLy0teXl7KlSuX+dhH2958803VqVNHRYoUUcWKFTVq1CidPn1ap06dsvjchQsXyt/fX4MGDdLvv/9u1Q8AAAAAAJAWZPpiVEKCgoIkScuWLTO3FSlSRD179tSgQYMUHx//2OO7du2q8PBw8/uZM2eqffv25tlOyXXz5k2FhYXJ19dXhQoVsuibMWOGOnToIE9PTzVr1kxhYWHP9FkAAAAAAACpgWLUY0RGRlq8//DDD3Xy5EmLGVMJeeGFFxQTE6NNmzbp5s2b+v7779W1a9dkxzF58mRlz55d2bNn16pVq7R27VqLwtaxY8e0bds2tWnTRpLUoUMHhYWFPbFoBgAAAAAAYGsUox7DZDJZvM+bN6/69++voUOH6u7du4ke5+zsbC4ILVy4UH5+fgoICEh2HO3bt9eePXu0ceNGlShRQq1bt9adO3fM/TNmzFDjxo2VJ08eSVKzZs108+ZN/fLLL8n+TAAAAAAAgNRAMeoxfHx8rNree+893b59W5MnT37ssV27dtXChQs1adKkZ5oVJUmenp4qUaKE6tSpox9++EF//vmnFi9eLEmKi4vT7NmztWLFCjk5OcnJyUlZs2bVlStXHruIKQAAwOOw6zAAAEgtFKMS8HDHvBdffNGqL3v27Proo4/08ccfKyYmJtFzlClTRmXKlNHBgwfVrl27FI3PMAzFxsZKkn7++Wddv35de/bs0d69e82vhQsXasmSJbp8+XKKfjYAAMg8mjRpoqioKJ06dUorV65UvXr1Hrvr8JP8e9fhf0to1+GoqChFRUVp0aJFkqSIiAhz248//ijpwa7DYWFhOnLkiFavXi3DMNSoUSPzjsUPPbrrMAAAsK9MX4yKjY3V+fPndfbsWe3evVujR482F49ee+21BI9588035enpqXnz5j323OvWrVNUVJRy5MiRrNhOnDih0NBQ7dq1S5GRkdq6datat24tNzc3NWvWTNKDR/SaN2+u8uXLq2zZsubXK6+8orx58+rbb79N1mcDAACw6zAAAEgNmb4YtWrVKnl7e6tIkSJq0qSJ1q9frzFjxkiSHB0dEzzG2dlZI0eOtFi3KSHZsmVLdiFKenCXcfPmzWrWrJmKFy+u1q1bK1u2bNqyZYvy5cunCxcuaMWKFXrllVesjjWZTGrZsiV3/wAAQIpi12EAAPCsTIZhGPYOIq2JiYmRp6enoqOj5eHhYe9wAABI9/huTX+6dOmia9euacmSJRbtD3+XJUuW1J9//qkiRYqob9++at++vYoVK6ZJkyapY8eO6tu3r/bu3asNGzZIerBm1JIlS7Rz504VLFhQCxcuVKVKleTt7a3ffvtNM2fOtBj/0IYNG1SvXj1dvXo1wZt8kydP1oABA3Tz5k2VKlVKy5cvV7Fixcz9x44dU5kyZXTu3DnlyZNHS5YsUe/evXXq1Ck5OGT6+7IAgDQgM+ZJfAMDAAAgydh1GAAAJJeTvQMAAABA+pPYrsOTJ09+ql2Hq1WrpoMHD6bIrsMPdx6uXr26cubMqcWLF+u1114z7zp8/vx5OTn9L+2Ni4vTjBkz1KhRo2f6bAAAkDwUowAAAPDUnmbX4eHDh6tFixaJnuPhrsP79++32a7D/14L9M8//1T79u11+fJl5c6dO0U/HwAAPBmP6dlIXLyhrX9d1k97z2rrX5cVF89SXQAAIG1j12EAAJAamBllA6sORilk2WFFRf9v/QJvT1cNa+GvJmW97RgZAABA4h7uOuzk5KScOXOqfPnyGjNmjHr16vXEXYefNOMpW7ZszxTbw12HJ0yYoKtXryp//vyqU6eO1a7Dc+fOtTr237sO9+nT55niAAAAScdueglIyZXsVx2M0lvf7tajP+SHS35O6VCRghQAIMPLjLvEZFT8LgEASFmZ8buVx/RSUVy8oZBlh60KUZLMbSHLDvPIHgAAAAAAyDQoRqWiHSevWDya9yhDUlT0He04ecV2QQEAAAAAANgRxahUdPF64oWo5IwDAAAAAABI71jAPBXlc3dN0XEAAAAZUVy8oR0nr+ji9TvK5+6qqr655OhgevKBAAAgXaIYlYqq+uaSt6erzkffSXDdKJMkL88HCRcAAEBmxK7DAABkPjyml4ocHUwa1sJf0v92z3vo4fthLfy58wcAADKlh7sOP7rG5vnoO3rr291adTDKTpEBAIDURDEqlTUp660pHSrKy9PyUTwvT1dN6VCRO34AACBTYtdhAAAyLx7Ts4EmZb3V0N+LtRAAAAD+X1J2Ha5RLLftAgMAAKmOYpSNODqYSKQAAAD+H7sOAwCQefGYHgAAAGyOXYcBAMi8KEYBAADA5h7uOpzYogUmPdhVj12HAQDIeChGAQAAwObYdRgAgMyLYhQAAADsgl2HAQDInFjAHAAAAHbDrsMAAGQ+FKMAAABgV+w6DABA5sJjegAAAAAAALAZilEAAAAAAACwGYpRAAAAAAAAsBmKUQAAAAAAALAZilEAAAAAAACwGYpRAAAAAAAAsBmKUQAAAAAAALAZilEAAABAOtelSxeZTCZ98sknFu1LliyRyWSSJG3YsEEmk8n8yps3r5o2bap9+/aZx9etWzfB80hSs2bNZDKZNHz4cHPbjz/+qMaNGytPnjwymUzau3dvkuIuUqSIOR43NzcVKVJErVu31rp16yzGnTp1SiaTSfny5dP169ct+gIDAy1ietpreHjOx72GDx+uy5cvq0mTJipQoIBcXFxUqFAhvfPOO4qJiUnwmkqWLKksWbLo7NmzSfpZAEBmQjEKAAAAyABcXV01ZswYXb169bHjIiIiFBUVpRUrVujq1atq0qSJoqOjzf2FChVSWFiYxTHnzp3TunXr5O3tbdF+8+ZN1apVK8HCz9MaMWKEoqKiFBERodmzZytHjhxq0KCBPv74Y6ux169f12efffbEcz7NNRQqVEhRUVHm1/vvv68yZcpYtPXv318ODg4KDg7W0qVLdfToUYWHh+uXX35Rz549rT73t99+0507d9SqVSuFh4cn7wcCAJkAxSgAAAAgA2jQoIG8vLwUGhr62HH58uWTl5eXqlatqnHjxun8+fPatm2buf+FF17Q5cuX9fvvv5vbwsPD1ahRI+XLl8/iXB07dtTQoUPVoEGDZMft7u4uLy8vFS5cWHXq1NG0adP00UcfaejQoYqIiLAY++6772r8+PG6ePHiY8/5NNfg6OgoLy8v8yt79uxycnKyasuZM6feeustVa5cWT4+Pqpfv77efvttbd682epzZ8yYoXbt2qljx46aOXOmDMNI9s8FADIyuxejzp49qw4dOih37tzKmjWrAgMDtWvXLknSvXv3NHDgQJUrV07ZsmVTgQIF1KlTJ507d+6x5wwPD09wmu2dO3dscUkAAACAzTk6Omr06NH68ssvdebMmac6xs3NTdKDvPuhLFmyqH379hYzi8LDw9W1a9eUDfgx+vTpI8Mw9NNPP1m0v/baaypevLhGjBjx2ONT8xrOnTunH3/8UUFBQRbt169f18KFC9WhQwc1bNhQN2/e1IYNG5758wAgI7JrMerq1auqVauWnJ2dtXLlSh0+fFjjxo1Tjhw5JEm3bt3S7t279dFHH2n37t368ccfdfToUb344otPPLeHh4fFFNuoqCi5urqm8hUBAAAA9vPyyy8rMDBQw4YNe+LYy5cvKyQkRO7u7qpatapFX7du3fT999/r5s2b2rRpk6Kjo9W8efPUCttKrly5lC9fPp06dcqi/eFaUNOmTdNff/312HOk9DW89tprypo1q5577jl5eHjom2++seifP3++SpQooTJlysjR0VFt27bVjBkzkv15AJCROdnzw8eMGWP1PHeRIkXMf/b09NTatWstjvnyyy9VtWpVRUZGqnDhwome22QyycvLK8VjBgAAANKyMWPG6Pnnn9f777+fYH/BggUlPVjvqUSJElq4cKHV43cBAQEqUaKEfvjhB61fv14dO3aUs7Nzqsf+b4ZhmBdf/7fGjRvrP//5jz766CPNnTs30eNT+ho+//xzDRs2TBERERo8eLDee+89TZ482dw/Y8YMdejQwfy+Q4cOqlOnjq5du2a+2Q4AeMCuM6OWLl2qypUrq1WrVsqXL58qVKig6dOnP/aY6OhomUymJ/6FfuPGDfn4+KhgwYJ64YUXtGfPnkTHxsbGKiYmxuIFAAAApEd16tRR48aNNXjw4AT7N2/erH379ik6OlpHjx5V48aNExzXtWtXTZo0ST/88INNH9GTHsza+ueff+Tr65tg/yeffKIFCxY8NseXUvYavLy8VKpUKQUHB+vrr7/WlClTFBUVJUk6fPiwtm/frgEDBsjJyUlOTk6qXr26bt++rXnz5j3T5wJARmTXYtSJEyc0ZcoUlShRQqtXr1bPnj3Vu3dvzZ49O8Hxd+7c0QcffKB27drJw8Mj0fOWKlVK4eHhWrp0qebNmydXV1fVqlVLx44dS3B8aGioPD09za9ChQqlyPUBAAAA9vDJJ59o2bJl2rJli1Wfr6+vihUr9th8WpLatWunAwcOqGzZsvL390+tUBP0xRdfyMHBQS+99FKC/VWrVlXLli31wQcfPPY8qXUNDxcmj42NlfRgVlSdOnW0b98+7d271/waMGAAj+oBQALs+phefHy8KleurNGjR0uSKlSooEOHDmnKlCnq1KmTxdh79+6pbdu2io+Pt5gOm5Dq1aurevXq5ve1atVSxYoV9eWXX2rixIlW4wcNGqT33nvP/D4mJoaCFAAAANKtcuXKqX379vryyy+TfY6cOXMqKirqsY+2XblyRZGRkeYNhh7ufvdwN7qncf36dZ0/f1737t3TyZMn9e233+qbb75RaGioihcvnuhxH3/8scqUKSMnp8T/SfM01/AkP//8sy5cuKAqVaooe/bsOnz4sAYMGKBatWqpSJEiunfvnubMmaMRI0aobNmyFse+8cYbGjt2rPbt26fy5csnOwYAyGjsOjPK29vb6g5F6dKlFRkZadF27949tW7dWidPntTatWufeBfnUQ4ODqpSpUqiM6NcXFzk4eFh8QIAAADSs5EjR5pn8CRXjhw5lC1btkT7ly5dqgoVKpgXBm/btq0qVKigqVOnPvVnDB06VN7e3ipevLg6duyo6Oho/frrrxo4cOBjj/Pz81PXrl2fuGP2k67hSdzc3DR9+nT95z//UenSpdW3b1+98MILWr58uaQHP4PLly/r5Zdftjq2RIkSKleuHLOjAOARJuNZv6GeQbt27XT69Glt3rzZ3NavXz9t377dPKX4YSHq2LFjWr9+vfLmzZvkzzEMQ1WrVlW5cuU0c+bMJ46PiYmRp6enoqOjKUwBAJAC+G7NOPhdAgCQsjLjd6tdH9Pr16+fatasqdGjR6t169basWOHpk2bpmnTpkmS7t+/r1dffVW7d+/W8uXLFRcXp/Pnz0t6sN1rlixZJEmdOnXSc889p9DQUElSSEiIqlevrhIlSigmJkYTJ07U3r17NWnSJPtcKAAAAAAAACTZuRhVpUoVLV68WIMGDdKIESPk6+urCRMmqH379pKkM2fOaOnSpZKkwMBAi2PXr1+vunXrSpIiIyPl4PC/Jw6vXbumN998U+fPn5enp6cqVKigTZs2qWrVqja5LgAAACCz++6779SjR48E+3x8fHTo0CEbRwQASCvs+pheWpUZp8gBAJCa+G7NOPhd4mldv35dFy5cSLDP2dlZPj4+No4IANKmzPjdateZUQAAAAAyJnd3d7m7u9s7DABAGkQxCgAAAECaERdvaMfJK7p4/Y7yubuqqm8uOTqY7B0WACAFUYwCAAAAkCasOhilkGWHFRV9x9zm7emqYS381aSstx0jAwCkJIcnDwEAAACA1LXqYJTe+na3RSFKks5H39Fb3+7WqoNRdooMAJDSKEYBAAAAsKu4eEMhyw4roZ2VHraFLDusuHj2XgKAjIBiFAAAAAC72nHyitWMqH8zJEVF39GOk1dsFxQAINVQjAIAAABgVxevJ16ISs44AEDaRjEKAAAAgF3lc3dN0XEAgLSNYhQAAAAAu6rqm0venq4yJdJv0oNd9ar65rJlWACAVEIxCgAAAIBdOTqYNKyFvyRZFaQevh/Wwl+ODomVqwAA6QnFKAAAAAB216Sst6Z0qCgvT8tH8bw8XTWlQ0U1Kettp8gAACnNyd4BAAAAAID0oCDV0N9LO05e0cXrd5TP/cGjecyIAoCMhWIUAAAAgDTD0cGkGsVy2zsMAEAq4jE9AAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAACeQpcuXWQymWQymeTs7KyiRYuqf//+unnzpsW4RYsWqW7duvL09FT27NkVEBCgESNG6MqVK0n6vI0bN6pSpUpydXVV0aJFNXXq1Kc6Ljw8XAEBAXJ1dZWXl5feeecdi/7Vq1erevXqcnd3V968efXKK6/o5MmTSYoNAADg39JLniRJly9fVsGCBWUymXTt2jWLPsMw9Nlnn8nPz08uLi4qVKiQRo8enaTY8HQoRgEA8JSaNGmiqKgonThxQqNGjdLkyZPVv39/c/+QIUPUpk0bValSRStXrtTBgwc1btw47du3T3PmzHnqzzl58qSaNWum2rVra8+ePRo8eLB69+6tRYsWPfa48ePHa8iQIfrggw906NAh/frrr2rcuLG5/8SJEwoODtbzzz+vvXv3avXq1bp06ZJatmyZ9B8GAADAv6T1POmhbt26KSAgIMG+Pn366JtvvtFnn32mP//8U8uWLVPVqlWfOjY8PZNhGIa9g0hrYmJi5OnpqejoaHl4eNg7HABAGtClSxddu3ZNS5YsMbd1795dy5cvV1RUlHbs2KFq1appwoQJ6tOnj9Xx165dU44cOZ7qswYOHKilS5fqyJEj5raePXtq37592rp1a4LHXL16Vc8995yWLVum+vXrJzjmhx9+0GuvvabY2Fg5ODy4H7Vs2TIFBwcrNjZWzs7OTxVfcvDdmnHwuwQAPCqt50kPTZkyRQsWLNDQoUNVv359Xb161fy5R44cUUBAgA4ePKiSJUs+VSwpJTN+tzIzCgCAZHJzc9O9e/ckSd99952yZ8+ut99+O8GxDxOdU6dOyWQyacOGDYmed+vWrWrUqJFFW+PGjfXHH3+YP+9Ra9euVXx8vM6ePavSpUurYMGCat26tU6fPm0eU7lyZTk6OiosLExxcXGKjo7WnDlz1KhRo1QtRAEAgMwnLeVJknT48GGNGDFCs2fPNt+U+7dly5apaNGiWr58uXx9fVWkSBG98cYbSX6EEE+HYhQAAMmwY8cOzZ071zwL6dixYypatOgTizrOzs4qWbKksmbNmuiY8+fPK3/+/BZt+fPn1/3793Xp0qUEjzlx4oTi4+M1evRoTZgwQT/88IOuXLmihg0b6u7du5KkIkWKaM2aNRo8eLBcXFyUI0cOnTlzRvPnz0/KpQMAADxWWsuTYmNj9dprr+nTTz9V4cKFExxz4sQJ/f3331q4cKFmz56t8PBw7dq1S6+++upjY0byONk7AAAA0ovly5cre/bsun//vu7du6fg4GB9+eWXkh4seGkymZ54jueee05//vnnE8c9eq6HT9Un9hnx8fG6d++eJk6caL5bOG/ePHl5eWn9+vVq3Lixzp8/rzfeeEOdO3fWa6+9puvXr2vo0KF69dVXtXbt2qeKHwAAICFpOU8aNGiQSpcurQ4dOiR6zvj4eMXGxmr27Nny8/OTJM2YMUOVKlVSRESEzR/dy+goRgEA8JTq1aunKVOmyNnZWQUKFLC4u+fn56fffvtN9+7de+ZH3ry8vHT+/HmLtosXL8rJyUm5c+dO8Bhvb29Jkr+/v7ktb968ypMnjyIjIyVJkyZNkoeHh8aOHWse8+2336pQoULavn27qlev/kxxAwCAzCst50nr1q3TgQMH9MMPP0j6X/EqT548GjJkiEJCQuTt7S0nJydzIUqSSpcuLUmKjIykGJXCeEwPAICnlC1bNhUvXlw+Pj5WiVS7du1048YNTZ48OcFjH906+HFq1KihtWvXWrStWbNGlStXTjSBq1WrliQpIiLC3HblyhVdunRJPj4+kqRbt27J0dHR4riH7+Pj4586PqRdU6ZMUUBAgDw8POTh4aEaNWpo5cqV5n7DMDR8+HAVKFBAbm5uqlu3rg4dOmTHiAEAGUVazpMWLVqkffv2ae/evdq7d6+++eYbSdLmzZvVq1cvSQ9yqfv37+uvv/4yH3f06FFJMudSSDkUowAASAHVqlXTgAED9P7772vAgAHaunWr/v77b/36669q1aqVZs2aJUk6e/asSpUqpR07diR6rp49e+rvv//We++9pyNHjmjmzJmaMWOGxfbIixcvVqlSpczv/fz8FBwcrD59+mjLli06ePCgOnfurFKlSqlevXqSpObNm2vnzp0aMWKEjh07pt27d+v111+Xj4+PKlSokEo/GdhSwYIF9cknn+iPP/7QH3/8oeeff17BwcHmgtPYsWM1fvx4ffXVV9q5c6e8vLzUsGFDXb9+3c6RAwAyMnvnScWKFVPZsmXNL19fX0kPZj7ly5dPktSgQQNVrFhRXbt21Z49e7Rr1y716NFDDRs2tJgthZRBMSoFTJ06Ve7u7rp//7657caNG3J2dlbt2rUtxm7evFkmk+mJr/DwcBtfBQDgWY0ZM0Zz587V9u3b1bhxY5UpU0bvvfeeAgIC1LlzZ0nSvXv3FBERoVu3biV6Hl9fX/3888/asGGDAgMDNXLkSE2cOFGvvPKKeUx0dLTFLChJmj17tqpVq6bmzZsrKChIzs7OWrVqlfku4fPPP6+5c+dqyZIlqlChgpo0aSIXFxetWrVKbm5uqfATga21aNFCzZo1k5+fn/z8/PTxxx8re/bs2rZtmwzD0IQJEzRkyBC1bNlSZcuW1axZs3Tr1i3NnTs31WIiTwIASPbPk57EwcFBy5YtU548eVSnTh01b95cpUuXZqOXVGIyHj4sCbOYmBh5enoqOjpaHh4eTxwfERGhUqVKaevWreb1NlauXKk333xT//zzj65cuWLeDWDkyJGaPHmy9uzZYz6+T58+iomJUVhYmLnN09OTfxgAADKMpH634tnFxcVp4cKF6ty5s/bs2SNXV1cVK1ZMu3fvtpgJFxwcrBw5cpjvSj8qNjZWsbGx5vcxMTEqVKgQeRIAACkkM+ZJzIxKASVLllSBAgW0YcMGc9uGDRsUHBysYsWKacuWLRbt9evXl5eXl/nl5uYmFxcXqzYAAICkOnDggLJnzy4XFxf17NlTixcvlr+/v3mx14S2w350Idh/Cw0Nlaenp/lVqFChJMVDngQAAB5FMSqF1K1bV+vXrze/X79+verWraugoCBz+927d7V161bz2h0AAAAprWTJktq7d6+2bdumt956S507d9bhw4fN/Qlth/247bYHDRqk6Oho8+v06dNJjok8CQAA/BvFqBRSt25d/f7777p//76uX7+uPXv2qE6dOgoKCjLfCdy2bZtu375NkgUAAFJNlixZVLx4cVWuXFmhoaEqX768vvjiC3l5eUlSgtthPzpb6t9cXFzMu/M9fCUVeRIAAPg3ilEppF69erp586Z27typzZs3y8/PT/ny5VNQUJB27typmzdvasOGDSpcuLCKFi1q73ABAEAmYRiGYmNj5evrKy8vL4vtsO/evauNGzeqZs2aqRoDeRIAAPg3J3sHkFEUL15cBQsW1Pr163X16lUFBQVJkry8vOTr66vff/9d69ev1/PPP2/nSAEgfRk+fLiWLFmivXv32jsUIM0bPHiwmjZtqkKFCun69euaP3++NmzYoFWrVslkMqlv374aPXq0SpQooRIlSmj06NHKmjWr2rVrl6pxkScBQOogT0J6xcyoFFSvXj1t2LBBGzZsUN26dc3tQUFBWr16tbZt28bUcwBIRwzD0GeffSY/Pz+5uLioUKFCGj169FMdGxsbq8DAQJlMpgQTxPDwcAUEBMjV1VVeXl565513njne2NhYvfvuu8qTJ4+yZcumF198UWfOnDH3nzp1St26dZOvr6/c3NxUrFgxDRs2THfv3n3mz0bacOHCBXXs2FElS5ZU/fr1tX37dq1atUoNGzaUJA0YMEB9+/bV22+/rcqVK+vs2bNas2aN3N3dUz028iQAyDgebkTh7e2tbNmyKTAwUN99990TjytSpIhMJpPF64MPPkhw7OXLl1WwYEGZTCZdu3btmWN+Up4kSR9//LFq1qyprFmzKkeOHM/8mUgcM6NSUL169dSrVy/du3fPfMdPepBkvfXWW7pz5w5JFgCkI3369NGaNWv02WefqVy5coqOjtalS5ee6tgBAwaoQIEC2rdvn1Xf+PHjNW7cOH366aeqVq2a7ty5oxMnTjxzvH379tWyZcs0f/585c6dW++//75eeOEF7dq1S46Ojvrzzz8VHx+vr7/+WsWLF9fBgwfVvXt33bx5U5999tkzfz7sb8aMGY/tN5lMGj58uIYPH26bgP6FPAkAMo4tW7YoICBAAwcOVP78+bVixQp16tRJHh4eatGixWOPHTFihLp3725+nz179gTHdevWTQEBATp79myKxPykPEl68Ph6q1atVKNGjSd+p+IZGbASHR1tSDKio6OTdNzJkycNSUapUqUs2k+fPm1IMooVK5bgcZ07dzaCg4OTGy4A2ERQUJDRq1cvo1evXoanp6eRK1cuY8iQIUZ8fHyC469du2a4uroaK1eutGhftGiRkTVrVuP69euGYRjGgAEDjBIlShhubm6Gr6+v8eGHHxp37941jx82bJhRvnx5izj69Oljcc7g4GCjc+fO5vexsbHGf//7X6NAgQJG1qxZjapVqxrr169P0vUePnzYcHJyMv78888kHWcYhvHzzz8bpUqVMg4dOmRIMvbs2WPuu3LliuHm5mb88ssvjz3H77//btSuXdtwdXU1ChYsaLz77rvGjRs3Eh1/7do1w9nZ2Zg/f7657ezZs4aDg4OxatWqRI8bO3as4evr+/QXl0zJ/W5F2kOeBADWMluelJBmzZoZr7/++mPH+Pj4GJ9//vkTzzV58mQjKCjI+PXXXw1JxtWrVy36UztPCgsLMzw9PZ8YZ0rJjHkSj+mloCJFisgwDB05csSivWDBgjIMQ8ePH0/wuPDwcC1ZssQGEQLAs5k1a5acnJy0fft2TZw4UZ9//rm++eabBMd6enqqefPmVlO2586dq+DgYPNdMHd3d4WHh+vw4cP64osvNH36dH3++efPFOfrr7+u33//XfPnz9f+/fvVqlUrNWnSRMeOHTOPMZlMCg8PT/Qcy5YtU9GiRbV8+XL5+vqqSJEieuONN3TlypXHfvaFCxfUvXt3zZkzR1mzZrXqX7t2reLj43X27FmVLl1aBQsWVOvWrXX69GnzmAMHDqhx48Zq2bKl9u/frwULFui333577KN8u3bt0r1799SoUSNzW4ECBVS2bFlt2bIl0eOio6OVK1eux14TkBLIkwBkdJkpT0rI0+YUY8aMUe7cuRUYGKiPP/7YarmAw4cPa8SIEZo9e7YcHKxLFrbMk5CK7FsLS5syY1USAJ4kKCjIKF26tMUdvoEDBxqlS5dO9Jgff/zRyJ49u3Hz5k3DMB78/erq6mqsWLEi0WPGjh1rVKpUyfw+qXf8jh8/bphMJuPs2bMWY+rXr28MGjTI/L5kyZLGjz/+mGgcPXr0MFxcXIxq1aoZmzZtMtavX28EBgYa9erVS/SY+Ph4o0mTJsbIkSMNw/jfTJB/z4wKDQ01nJ2djZIlSxqrVq0ytm7datSvX98oWbKkERsbaxiGYXTs2NF48803Lc69efNmw8HBwbh9+3aCn/3dd98ZWbJksWpv2LCh1bkeOn78uOHh4WFMnz490WtKKXy3Zhz8LgHAWmbLkx61cOFCI0uWLMbBgwcfO278+PHGhg0bjH379hnTp0838uTJY3Tr1s3cf+fOHSMgIMCYM2eOYRiGsX79equZUbbIk5gZlfpYMwoA8NSqV68uk8lkfl+jRg2NGzdOcXFxGjNmjMXi3ocPH1bz5s3l5OSkpUuXqm3btlq0aJHc3d0t7kr98MMPmjBhgo4fP64bN27o/v378vDwSHaMu3fvlmEY8vPzs2iPjY1V7ty5ze///PPPx54nPj5esbGxmj17tvlcM2bMUKVKlRQREaGSJUtaHfPll18qJiZGgwYNeux57927p4kTJ5p/DvPmzZOXl5fWr1+vxo0ba9euXTp+/LjF3VLDMBQfH6+TJ09q8eLFVj/rxBiGYfE7e+jcuXNq0qSJWrVqpTfeeOOxPwsAAPBkmSlP+rcNGzaoS5cumj59usqUKfPYsf369TP/OSAgQDlz5tSrr75qni01aNAglS5dWh06dEj0HLbIk5D6KEYBAFJEz5491bp1a/P7AgUKyMnJSa+++qrmzp2rtm3bau7cuWrTpo2cnB58/Wzbtk1t27ZVSEiIGjduLE9PT82fP1/jxo1L9HMcHBxkGIZF271798x/jo+Pl6Ojo8VilA8ltkBmQry9veXk5GSRrJUuXVqSFBkZmWAxat26ddq2bZtcXFws2itXrqz27dtr1qxZ8vb2liT5+/ub+/Pmzas8efIoMjLSfA09evRQ7969rT6jcOHCCf6svby8dPfuXV29elU5c+Y09128eFE1a9a0OMe5c+dUr1491ahRQ9OmTXvqnwkAAEiejJYnPbRx40a1aNFC48ePV6dOnZJ8fPXq1SVJx48fV+7cubVu3TodOHBAP/zwgySZryVPnjwaMmSIQkJCUj1Pgm1QjAIAPLVt27ZZvS9RooQcHR2VK1euBNcJaN++vRo1aqRDhw5p/fr1GjlypLnv999/l4+Pj4YMGWJu+/vvvx8bQ968eRUVFWV+HxcXp4MHD5p34apQoYLi4uJ08eJF1a5dO1nXKUm1atXS/fv39ddff6lYsWKSpKNHj0qSfHx8Ejxm4sSJGjVqlPn9uXPn1LhxYy1YsEDVqlUzn1eSIiIiVLBgQUnSlStXdOnSJfN5K1asqEOHDql48eIJfk5CP+tKlSrJ2dlZa9euNSdgUVFROnjwoMaOHWsed/bsWdWrV0+VKlVSWFhYgmsxAACApMtMeZL0YEbUCy+8oDFjxujNN99M1jn27NkjSeabdYsWLdLt27fN/Tt37lTXrl21efNmcz6WmnkSbMhuDwimYanxvOb9uHhjy/FLxpI9Z4wtxy8Z9+MS3lUBANKqoKAgI3v27Ea/fv2MP//805g7d66RLVs2Y+rUqY89Lj4+3ihYsKBRvnx5q92ylixZYjg5ORnz5s0zjh8/bnzxxRdGrly5LJ7Rf3QthKlTpxpZs2Y1li9fbhw5csR48803DQ8PD4tdYtq3b28UKVLEWLRokXHixAljx44dxieffGKxBsOT1kKIi4szKlasaNSpU8fYvXu38ccffxjVqlUzGjZsaB6zfft2o2TJksaZM2cSPEdCa0YZxoO1G8qUKWP8/vvvxoEDB4wXXnjB8Pf3N++Os2/fPsPNzc14++23jT179hhHjx41fvrpJ+Odd95JNF7DMIyePXsaBQsWNH755Rdj9+7dxvPPP2+UL1/euH//vmEYD3aNKV68uPH8888bZ86cMaKiosyv1JYZ10LIqMiTAMBaZsuT1q9fb2TNmtUYNGiQRT5x+fJl85hH86QtW7YY48ePN/bs2WOcOHHCWLBggVGgQAHjxRdffOzn6JE1o1IrTzIMw/j777+NPXv2GCEhIUb27NmNPXv2GHv27DHvbphaMmOexMwoG1h1MEohyw4rKvqOuc3b01XDWvirSVlvO0YGAEnTqVMn3b59W1WrVpWjo6PefffdJ94JM5lMeu211/Tpp59q6NChFn3BwcHq16+f3nnnHcXGxqp58+b66KOPNHz48ETP17VrV+3bt0+dOnWSk5OT+vXrZ77b91BYWJhGjRql999/X2fPnlXu3LlVo0YNNWvWzDwmIiJC0dHRiX6Og4ODli1bpnfffVd16tRRtmzZ1LRpU4up8bdu3VJERITF9PenMXv2bPXr10/NmzeXg4ODgoKCtGrVKjk7O0t6sIbCxo0bNWTIENWuXVuGYahYsWJq06bNY8/7+eefy8nJSa1bt9bt27dVv359hYeHm6fhr1mzRsePH9fx48fNs7IeMh6Z0g/YCnkSgIwiM+VJ4eHhunXrlkJDQxUaGmpuDwoK0oYNGyRZ50kuLi5asGCBQkJCFBsbKx8fH3Xv3l0DBgx47M/oUamVJ0nS0KFDNWvWLPP7ChUqSJLWr1+vunXrJilOPJ7JIPu0EhMTI09PT0VHRz/T4nDSgwTrrW9369Ef8sMl0qZ0qEiiBSBdqFu3rgIDAzVhwgR7h4J0KCW/W2Ff5EkAYI08Cc8iM+ZJLBSRiuLiDYUsO2yVYEkyt4UsO6y4eOqBAAAgcyFPAgAg86IYlYp2nLxiMeX8UYakqOg72nHyiu2CAgAASAPIkwAAyLxYMyoVXbyeeIKVnHEAYE8Pn/8HgJRAngQgIyFPApKGmVGpKJ+7a4qOAwAAyCjIkwAAyLwoRqWiqr655O3pal6E81EmPdgtpqpvLluGBQAAYHfkSQAAZF4Uo1KRo4NJw1r4S5JVovXw/bAW/nJ0SCwNAwAAyJjIkwAAyLzsXow6e/asOnTooNy5cytr1qwKDAzUrl27zP2GYWj48OEqUKCA3NzcVLduXR06dOiJ5120aJH8/f3l4uIif39/LV68ODUvI1FNynprSoeK8vK0nGLu5enKdsUAACBTI08CACBzsusC5levXlWtWrVUr149rVy5Uvny5dNff/2lHDlymMeMHTtW48ePV3h4uPz8/DRq1Cg1bNhQERERcnd3T/C8W7duVZs2bTRy5Ei9/PLLWrx4sVq3bq3ffvtN1apVs9HV/U+Tst5q6O+lHSev6OL1O8rn/mDKOXf6AABAZkeeBABA5mMyDMOw14d/8MEH+v3337V58+YE+w3DUIECBdS3b18NHDhQkhQbG6v8+fNrzJgx6tGjR4LHtWnTRjExMVq5cqW5rUmTJsqZM6fmzZv3xLhiYmLk6emp6OhoeXh4JOPKAADAv/HdmnHwuwQAIGVlxu9Wuz6mt3TpUlWuXFmtWrVSvnz5VKFCBU2fPt3cf/LkSZ0/f16NGjUyt7m4uCgoKEhbtmxJ9Lxbt261OEaSGjdu/NhjAAAAAAAAkPrsWow6ceKEpkyZohIlSmj16tXq2bOnevfurdmzZ0uSzp8/L0nKnz+/xXH58+c39yXk/PnzSTomNjZWMTExFi8AAAAAAACkPLuuGRUfH6/KlStr9OjRkqQKFSro0KFDmjJlijp16mQeZzJZrhlgGIZV26OSckxoaKhCQkKScwkAAAAAAABIArvOjPL29pa/v79FW+nSpRUZGSlJ8vLykiSrGU0XL160mvn0b15eXkk6ZtCgQYqOjja/Tp8+neRrAQAAAAAAwJPZtRhVq1YtRUREWLQdPXpUPj4+kiRfX195eXlp7dq15v67d+9q48aNqlmzZqLnrVGjhsUxkrRmzZpEj3FxcZGHh4fFCwAAAAAAACnPro/p9evXTzVr1tTo0aPVunVr7dixQ9OmTdO0adMkPXjUrm/fvho9erRKlCihEiVKaPTo0cqaNavatWtnPk+nTp303HPPKTQ0VJLUp08f1alTR2PGjFFwcLB++ukn/fLLL/rtt9/scp0AAAAAAAB4wK7FqCpVqmjx4sUaNGiQRowYIV9fX02YMEHt27c3jxkwYIBu376tt99+W1evXlW1atW0Zs0aubu7m8dERkbKweF/k7xq1qyp+fPn68MPP9RHH32kYsWKacGCBapWrZpNrw8AAAAAAACWTIZhGPYOIq2JiYmRp6enoqOjeWQPAIAUwHdrxsHvEgCAlJUZv1vtumYUAAAAAAAAMheKUQAAAAAAALAZilEAAAAAAACwGYpRAAAAAAAAsBmKUQAAAAAAALAZilEAAAAAAACwGYpRAAAAAAAAsBkneweQFhmGIUmKiYmxcyQAAGQMD79TH37HIv0iTwIAIGVlxjyJYlQCrl+/LkkqVKiQnSMBACBjuX79ujw9Pe0dBp4BeRIAAKkjM+VJJiMzld6eUnx8vM6dOyd3d3eZTCZ7h5NkMTExKlSokE6fPi0PDw97h5MiuKa0L6Ndj8Q1pRdcU9r38HoOHz6skiVLysGBVQLSM/KktIdrSvsy2vVIXFN6wTWlfZk1T2JmVAIcHBxUsGBBe4fxzDw8PDLE/5z/xjWlfRnteiSuKb3gmtK+5557LtMkWBkZeVLaxTWlfRnteiSuKb3gmtK+zJYnZZ4rBQAAAAAAgN1RjAIAAAAAAIDNUIzKgFxcXDRs2DC5uLjYO5QUwzWlfRnteiSuKb3gmtK+jHY9SN8y4n+PXFPal9GuR+Ka0guuKe3LaNfztFjAHAAAAAAAADbDzCgAAAAAAADYDMUoAAAAAAAA2AzFKAAAAAAAANgMxagM7NSpU+rWrZt8fX3l5uamYsWKadiwYbp79669Q3smH3/8sWrWrKmsWbMqR44c9g4nWSZPnixfX1+5urqqUqVK2rx5s71DeiabNm1SixYtVKBAAZlMJi1ZssTeIT2T0NBQValSRe7u7sqXL59eeuklRURE2DusZzJlyhQFBATIw8NDHh4eqlGjhlauXGnvsFJMaGioTCaT+vbta+9Qkm348OEymUwWLy8vL3uH9czOnj2rDh06KHfu3MqaNasCAwO1a9cue4cFkCelYRkpT8poOZJEnpQekSelXZk5T6IYlYH9+eefio+P19dff61Dhw7p888/19SpUzV48GB7h/ZM7t69q1atWumtt96ydyjJsmDBAvXt21dDhgzRnj17VLt2bTVt2lSRkZH2Di3Zbt68qfLly+urr76ydygpYuPGjerVq5e2bdumtWvX6v79+2rUqJFu3rxp79CSrWDBgvrkk0/0xx9/6I8//tDzzz+v4OBgHTp0yN6hPbOdO3dq2rRpCggIsHcoz6xMmTKKiooyvw4cOGDvkJ7J1atXVatWLTk7O2vlypU6fPiwxo0bl27/gYyMhTwpbcpoeVJGy5Ek8qT0hjwp7cr0eZKBTGXs2LGGr6+vvcNIEWFhYYanp6e9w0iyqlWrGj179rRoK1WqlPHBBx/YKaKUJclYvHixvcNIURcvXjQkGRs3brR3KCkqZ86cxjfffGPvMJ7J9evXjRIlShhr1641goKCjD59+tg7pGQbNmyYUb58eXuHkaIGDhxo/Oc//7F3GMBTI0+yv4ycJ2XEHMkwyJPSMvKktC2z50nMjMpkoqOjlStXLnuHkWndvXtXu3btUqNGjSzaGzVqpC1bttgpKjxJdHS0JGWY/3fi4uI0f/583bx5UzVq1LB3OM+kV69eat68uRo0aGDvUFLEsWPHVKBAAfn6+qpt27Y6ceKEvUN6JkuXLlXlypXVqlUr5cuXTxUqVND06dPtHRaQKPIk+yJPSp/Ik9Iu8qS0LbPnSRSjMpG//vpLX375pXr27GnvUDKtS5cuKS4uTvnz57doz58/v86fP2+nqPA4hmHovffe03/+8x+VLVvW3uE8kwMHDih79uxycXFRz549tXjxYvn7+9s7rGSbP3++du/erdDQUHuHkiKqVaum2bNna/Xq1Zo+fbrOnz+vmjVr6vLly/YOLdlOnDihKVOmqESJElq9erV69uyp3r17a/bs2fYODbBCnmR/5EnpD3lS2kWelPZl9jyJYlQ6lNDibY++/vjjD4tjzp07pyZNmqhVq1Z644037BR54pJzTemZyWSyeG8YhlUb0oZ33nlH+/fv17x58+wdyjMrWbKk9u7dq23btumtt95S586ddfjwYXuHlSynT59Wnz599O2338rV1dXe4aSIpk2b6pVXXlG5cuXUoEEDrVixQpI0a9YsO0eWfPHx8apYsaJGjx6tChUqqEePHurevbumTJli79CQgZEnpX/kSekHeVLaRJ6UPmT2PMnJ3gEg6d555x21bdv2sWOKFCli/vO5c+dUr1491ahRQ9OmTUvl6JInqdeUXuXJk0eOjo5Wd/cuXrxodRcQ9vfuu+9q6dKl2rRpkwoWLGjvcJ5ZlixZVLx4cUlS5cqVtXPnTn3xxRf6+uuv7RxZ0u3atUsXL15UpUqVzG1xcXHatGmTvvrqK8XGxsrR0dGOET67bNmyqVy5cjp27Ji9Q0k2b29vq7vKpUuX1qJFi+wUETID8qT0izwpfSFPSrvIk9KHzJ4nUYxKh/LkyaM8efI81dizZ8+qXr16qlSpksLCwuTgkDYnwyXlmtKzLFmyqFKlSlq7dq1efvllc/vatWsVHBxsx8jwb4Zh6N1339XixYu1YcMG+fr62jukVGEYhmJjY+0dRrLUr1/fageV119/XaVKldLAgQPTfYIlSbGxsTpy5Ihq165t71CSrVatWlbbfR89elQ+Pj52igiZAXlS+kWelD6QJ6V95EnpQ2bPkyhGZWDnzp1T3bp1VbhwYX322Wf6559/zH1eXl52jOzZREZG6sqVK4qMjFRcXJz27t0rSSpevLiyZ89u3+CewnvvvaeOHTuqcuXK5ruwkZGR6XqNihs3buj48ePm9ydPntTevXuVK1cuFS5c2I6RJU+vXr00d+5c/fTTT3J3dzffofX09JSbm5udo0uewYMHq2nTpipUqJCuX7+u+fPna8OGDVq1apW9Q0sWd3d3q7UpsmXLpty5c6fbNSv69++vFi1aqHDhwrp48aJGjRqlmJgYde7c2d6hJVu/fv1Us2ZNjR49Wq1bt9aOHTs0bdq0NDv7BJkLeVLalNHypIyWI0nkSekBeVL6kOnzJPtt5IfUFhYWZkhK8JWede7cOcFrWr9+vb1De2qTJk0yfHx8jCxZshgVK1ZM91vhrl+/PsHfSefOne0dWrIk9v9NWFiYvUNLtq5du5r/m8ubN69Rv359Y82aNfYOK0Wl9y2L27RpY3h7exvOzs5GgQIFjJYtWxqHDh2yd1jPbNmyZUbZsmUNFxcXo1SpUsa0adPsHRJgGAZ5UlqWkfKkjJYjGQZ5UnpFnpQ2ZeY8yWQYhpE6ZS4AAAAAAADAUtp8MB4AAAAAAAAZEsUoAAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAAAAAAAA2AzFKAAAAAAAANgMxSgAAAAAAADYDMUoAAAAAAAA2AzFKAAZQt26ddW3b197hwEAAJCmkCMBSIsoRgGZXJcuXWQymfTJJ59YtC9ZskQmkylJ5ypSpIgmTJiQgtEBAADYBzkSAKQeilEA5OrqqjFjxujq1av2DiXJ7t27Z+8Qnkp6iRMAAPwPOVLqSy9xAkhZFKMAqEGDBvLy8lJoaOhjx23ZskV16tSRm5ubChUqpN69e+vmzZuSHkwB//vvv9WvXz+ZTCaZTCYZhqG8efNq0aJF5nMEBgYqX7585vdbt26Vs7Ozbty4IUmKjIxUcHCwsmfPLg8PD7Vu3VoXLlwwjx8+fLgCAwM1c+ZMFS1aVC4uLjIMwyrWVatWydPTU7Nnz07wWq5evar27dsrb968cnNzU4kSJRQWFmbuP3PmjNq2batcuXIpW7Zsqly5srZv327unzJliooVK6YsWbKoZMmSmjNnjsX5TSaTpk6dquDgYGXLlk2jRo2SJC1btkyVKlWSq6urihYtqpCQEN2/f/+xP3cAAGAf5EjkSABSB8UoAHJ0dNTo0aP15Zdf6syZMwmOOXDggBo3bqyWLVtq//79WrBggX777Te98847kqQff/xRBQsW1IgRIxQVFaWoqCiZTCbVqVNHGzZskPQguTl8+LDu3bunw4cPS5I2bNigSpUqKXv27DIMQy+99JKuXLmijRs3au3atfrrr7/Upk0bi1iOHz+u77//XosWLdLevXutYp0/f75at26t2bNnq1OnTglez0cffaTDhw9r5cqVOnLkiKZMmaI8efJIkm7cuKGgoCCdO3dOS5cu1b59+zRgwADFx8dLkhYvXqw+ffro/fff18GDB9WjRw+9/vrrWr9+vcVnDBs2TMHBwTpw4IC6du2q1atXq0OHDurdu7cOHz6sr7/+WuHh4fr444+f7hcFAABsihyJHAlAKjEAZGqdO3c2goODDcMwjOrVqxtdu3Y1DMMwFi9ebPz7r4iOHTsab775psWxmzdvNhwcHIzbt28bhmEYPj4+xueff24xZuLEiUbZsmUNwzCMJUuWGJUrVzZatmxpTJo0yTAMw2jUqJExcOBAwzAMY82aNYajo6MRGRlpPv7QoUOGJGPHjh2GYRjGsGHDDGdnZ+PixYsWnxMUFGT06dPHmDRpkuHp6WmsW7fusdfdokUL4/XXX0+w7+uvvzbc3d2Ny5cvJ9hfs2ZNo3v37hZtrVq1Mpo1a2Z+L8no27evxZjatWsbo0ePtmibM2eO4e3t/dhYAQCA7ZEjWSNHApBSmBkFwGzMmDGaNWuW+Y7cv+3atUvh4eHKnj27+dW4cWPFx8fr5MmTiZ6zbt26OnTokC5duqSNGzeqbt26qlu3rjZu3Kj79+9ry5YtCgoKkiQdOXJEhQoVUqFChczH+/v7K0eOHDpy5Ii5zcfHR3nz5rX6rEWLFqlv375as2aN6tWr99hrfeuttzR//nwFBgZqwIAB2rJli7lv7969qlChgnLlypXgsUeOHFGtWrUs2mrVqmURoyRVrlzZ4v2uXbs0YsQIi59h9+7dFRUVpVu3bj02XgAAYD/kSA+QIwFIKRSjAJjVqVNHjRs31uDBg6364uPj1aNHD+3du9f82rdvn44dO6ZixYoles6yZcsqd+7c2rhxoznRCgoK0saNG7Vz507dvn1b//nPfyRJhmEkuDvNo+3ZsmVL8LMCAwOVN29ehYWFJbhGwr81bdpUf//9t/r27atz586pfv366t+/vyTJzc3tscdKsoozodgfjTM+Pl4hISEWP8MDBw7o2LFjcnV1feJnAgAA+yBHIkcCkLKc7B0AgLTlk08+UWBgoPz8/CzaK1asqEOHDql48eKJHpslSxbFxcVZtD1cE+Gnn37SwYMHVbt2bbm7u+vevXuaOnWqKlasKHd3d0kP7vBFRkbq9OnT5jt/hw8fVnR0tEqXLv3E2IsVK6Zx48apbt26cnR01FdfffXY8Xnz5lWXLl3UpUsX1a5dW//973/12WefKSAgQN98842uXLmS4J2/0qVL67fffrNYa2HLli1PjLFixYqKiIh47M8QAACkTeRI5EgAUg4zowBYKFeunNq3b68vv/zSon3gwIHaunWrevXqpb179+rYsWNaunSp3n33XfOYIkWKaNOmTTp79qwuXbpkbq9bt67mzp2rgIAAeXh4mJOv7777TnXr1jWPa9CggQICAtS+fXvt3r1bO3bsUKdOnRQUFGQ1nTsxfn5+Wr9+vXk6emKGDh2qn376ScePH9ehQ4e0fPlyc6L02muvycvLSy+99JJ+//13nThxQosWLdLWrVslSf/9738VHh6uqVOn6tixYxo/frx+/PFH813Dx33m7NmzNXz4cB06dEhHjhzRggUL9OGHHz7VtQEAAPshRyJHApByKEYBsDJy5EirKdwBAQHauHGjjh07ptq1a6tChQr66KOP5O3tbR4zYsQInTp1SsWKFbNYr6BevXqKi4uzSKqCgoIUFxdnXgtBenCHcMmSJcqZM6fq1KmjBg0aqGjRolqwYEGS4i9ZsqTWrVunefPm6f33309wTJYsWTRo0CAFBASoTp06cnR01Pz58819a9asUb58+dSsWTOVK1dOn3zyiRwdHSVJL730kr744gt9+umnKlOmjL7++muFhYVZXF9CGjdurOXLl2vt2rWqUqWKqlevrvHjx8vHxydJ1wcAAOyDHIkcCUDKMBlPemgYAAAAAAAASCHMjAIAAAAAAIDNUIwCAAAAAACAzVCMAgAAAAAAgM1QjAIAAAAAAIDNUIwCAAAAAACAzVCMAgAAAAAAgM1QjAIAAAAAAIDNUIwCAAAAAACAzVCMAgAAAAAAgM1QjAIAAAAAAIDNUIwCAAAAAACAzVCMAgAAAAAAgM38HyA0xedBqPtEAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Merged rules using 'AND'\n",
    "simulation_results_and = simulation(merged_and)\n",
    "clinical_pc_and = clinical_pc(simulation_results_and, clinical_aggr)\n",
    "clinical_plot(simulation_results_and, clinical_aggr)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Conclusion\n",
    "**Merging of the Palma et al. 2021 model and Ikonomi et al. 2020 model could achieve similar performance on the prediction of blast percentages of AML patients from the TCGA-LAML dataset. The models correlate better with blast percentage in periphal blood than in bone marrow.** \n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}