From a52b9c7e7ed7a79b0f0e0cc5eedccd8d8f4dc78c Mon Sep 17 00:00:00 2001 From: jenna-tomkinson Date: Tue, 17 Jan 2023 11:27:14 -0700 Subject: [PATCH] edits and add figures --- .../figures/correlation_clustermap_sc.png | Bin 0 -> 139386 bytes .../figures/correlation_heatmap_sc.png | Bin 0 -> 2502 bytes .../Heatmap_analysis/nf1_heatmap.ipynb | 51 ++++++++++-------- .../notebooks/Heatmap_analysis/nf1_heatmap.py | 20 ++++--- .../KS-test_analysis/nf1_ks_test.ipynb | 43 +++++++-------- .../notebooks/KS-test_analysis/nf1_ks_test.py | 35 ++++++------ 6 files changed, 81 insertions(+), 68 deletions(-) create mode 100644 5_analyze_data/notebooks/Heatmap_analysis/figures/correlation_clustermap_sc.png create mode 100644 5_analyze_data/notebooks/Heatmap_analysis/figures/correlation_heatmap_sc.png diff --git a/5_analyze_data/notebooks/Heatmap_analysis/figures/correlation_clustermap_sc.png b/5_analyze_data/notebooks/Heatmap_analysis/figures/correlation_clustermap_sc.png new file mode 100644 index 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a/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.ipynb +++ b/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -320,7 +320,7 @@ "[5 rows x 444 columns]" ] }, - "execution_count": 2, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -344,13 +344,13 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "def split_data(pycytominer_output: pd.DataFrame):\n", " \"\"\"\n", - " split pycytominer output to return metadata dataframe\n", + " split pycytominer output to return metadata dataframe and feature data\n", "\n", " Parameters\n", " ----------\n", @@ -384,7 +384,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -900,7 +900,7 @@ "[149 rows x 432 columns]" ] }, - "execution_count": 4, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -920,7 +920,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -1371,7 +1371,7 @@ "[432 rows x 149 columns]" ] }, - "execution_count": 5, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -1391,7 +1391,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -1403,12 +1403,24 @@ }, "metadata": {}, "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ "data_trans_heatmap = sb.heatmap(data_trans.corr())\n", "\n", - "plt.show()" + "plt.show()\n", + "\n", + "save_path = pathlib.Path(\"figures/correlation_heatmap_sc.png\")\n", + "plt.savefig(save_path, bbox_inches=\"tight\")" ] }, { @@ -1421,7 +1433,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -1432,16 +1444,6 @@ " warnings.warn(msg)\n" ] }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, { "data": { "image/png": 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jZOXKlXXhaPn5+eLv7183/enTp2X69OlSUFAg3bp1k9GjR8vnn38ugwcPrpvmoYcekvLycnnggQekpKREvvWtb8nKlSv5DW+gDRBM5X0aGsy1lzT6jvIMqK+kiKNpmrLd2ZYAOiJuNW+mjIyMS95anpOT4/L3M888c9mDkZ+fn8yfP1/mz5/fUrMIAD6jowxaAbS++l/s/fOXed7yxR3QGI2584Q23XYIVwMAH+fOSWVTb7tvzHsC3orb5Dumhr7Y44s7tCeN+ZKaNt12uOINAD7OnZPK5lxp5qCO9orb5AEAnsLAGwAAAGgFjQ2h4y4JwPcQrgY0U0dJKAbQNv65j+EZPcA3NPauCu6SAHyPe1e8/fwvPw3gowh7AryTrwQldfTnThvajiLta1t2dJfbliJsTwC+z62Bd62/e+N2AB1HU0K6vPkEjNsEvV9HH7C2hub8vFtT94nLfbnJtmw/2mPg09dt3Fu/uHPnrjuRtlmWjvJlWmNDGhsb0Ogr6wVc8QbQSnzlN165TdC3dZQTQ3cRuqc197fmaVPeyWrj3tSG3Q0CbItl6ShfprV0SKOvrBcRfu7MvYF3AOFqAADf0RFODLlrwzOae7LtC20KABqjPd790pLcu9WcK94AALQr3LUBX8GXSEDrYX9zH7eaA4DYCdIcPIDm4QQNrYEvkYDWw/7mPjd/x5twNaAxeG7U+3n783xAe8IJWsfAF5YA0Hjcag60go7w3CgAoGPhC0u0JV+9qOGrywW3r3gTrgY0F1cK0BS+8tvUAFoet/ajI/LVixq+ulyX0pG+aOAZb6CNtMaVAgb3raM1fh7DG3+buim/zS7iWwdPoDU0tg/n1n7U1x5/5xsdU0f6osG9W80DeMYb8GbcBtg6Xz501J/HaOrPJ/niOrgcq/19raOe2PKFYOO504d7++/ldqSrXG2hPf7Od1uiX0Jr4Io30AScRLespl4xFWn6eubLB7Qlb7xToa2xT7YOb/9CsCNd5YL38+V+iS+5vAcDb6AJOIluWc35Rp713DHwTLvt6/XSUddHY69KefvVK2+fPwC+gy+5vId7t5rzc2IAAA9o6S+5vGnA6s68+PJVmcZo7PK3doaGSNOuInX07Qh8jTsJ0ZFwxRuA12rPSb2XOykX8c759lXeNNDxpnlB83EVCXAfdxL6Bu7iaRx+TgyA1w5w23NSr7c/XwkA3oaTd8C7uPPLCpzjaO7dat6Br3gvWrRInnzySSkoKJDhw4fLb3/7Wxk3bpw57R//+Ed55ZVXZNu2bSIiMnr0aHniiSdcpr/vvvvk5ZdfdnldWlqarFy50nMLgXahNUIx2vMAF/A0boX0XR0tdMjb78Th5B3tSVMCYttrX8I+2bLcfMa7Y17xfv311yUzM1MWL14sKSkpsnDhQklLS5O8vDyJjo5W0+fk5Mg999wjEydOFIfDIQsWLJDJkyfL9u3bpWfPnnXTpaeny5IlS+r+DgoKapXlgXfjdkagbXErpO/qaP0rd+LgUrz9Sxlv1JSAWParpvHVu1/cG3jXttRstC9PP/20TJ8+XaZNmyYiIosXL5YVK1bIiy++KA8//LCa/tVXX3X5+09/+pO8+eabsnr1arn33nvr6kFBQRIbG+vZmQcAAOgAvClU0dvxpQy8ia9eaXdr4F3jIyNvp9MpTqfTpRYUFGReca6qqpLc3FzJysqqq/n7+0tqaqqsXbu2UZ9XUVEh58+fl8jISJd6Tk6OREdHS7du3eT666+Xxx9/XLp3796MJQKAhnFCCqC9amz/1Zrp9vSlAC7HrYF3tW+Mu+Wp7GyZN2+eS23OnDkyd+5cNe2JEyekurpaYmJiXOoxMTGya9euRn3ez3/+c4mPj5fU1NS6Wnp6utxxxx2SnJws+/btk0ceeURuuukmWbt2rQQEdMxb+gF4jq9+m4y246u3BsL7eFP/5U3zAu/R0vkR9K++wc1bzX1j5J2VlSWZmZkuNU89X/2rX/1KXnvtNcnJyRGHw1FXv/vuu+v+/9ChQ2XYsGHSt29fycnJkRtuuMEj8wIAaB6ucmkMQAD30be4x1vCMFs6P4L+1TdwxVsufVu5JSoqSgICAqSwsNClXlhYeNnns5966in51a9+JR9++KEMGzaswWn79OkjUVFRsnfvXgbeANqlhr7xb84JkDedkHISBMAT6FvcQxgmvJmbz3i31Gy0H4GBgTJ69GhZvXq1TJkyRUREampqZPXq1ZKRkXHJ1/3617+WX/7yl/L+++/LmDFjLvs5R44ckZMnT0pcXFyLzTvQFI35be+2/Bae2668X0ufAHFCitZA3wJc1NF+bg/wNG41b4bMzEyZOnWqjBkzRsaNGycLFy6U8vLyupTze++9V3r27FnXGS1YsEBmz54tS5culaSkJCkoKBARka5du0rXrl3l7NmzMm/ePLnzzjslNjZW9u3bJw899JD069dP0tLS2mw50bF5e8IpgzAAnkDfAlzU0X5uD/A0bjVvhrvuukuKi4tl9uzZUlBQICNGjJCVK1fWBa7l5+eLv79/3fTPP/+8VFVVyb/8y7+4vM/XAW4BAQGyZcsWefnll6WkpETi4+Nl8uTJ8thjj/Fb3gAAAADQznGreTNlZGRc8tbynJwcl78PHjzY4HsFBwfL+++/30Jzho6AWyEBAC2B24kBoHW4ecW7A4+8gTbUVrdCcoIGAL6F24l9h7ckegOwufmMd0vNBoD2gBM09/DFBdoDb0qPB3xFa+xXvpLoTR8EX8UVbwBoJXxxgfaAcDGg5bFfNR7rCr6KZ7wBAAAAAPAgbjUH4FUIjms8bscDAKBhHCvhLbjVHIBX4RazxmNdoSk4+QTQEXGshLfgVnMAADoATj49jzt2AACXwhVvAACAFsCXGwCAS+EZbwAAAADoILg7p224NfA+X83IGwDQeDxnDADtlzVg+xp9efvB3Tltw81nvBl4AwAaj4M9ALRfVh/+NfryhnGVGTzjDQAAAACX4c7gmS+ewa3mgJvq3zrLt5cAAAC+h8Ez3MGt5oCb6nfCdMBoCm49AwAA8H3uXfHmh7wBwC18ew7A2/CFIAC0PPee8WbgDQAA4FP4QtB38EsSgPfgVnMAAADAB/ElCuA9uNUcAAAAAAAP4lZzAAAAAM3C7exA43DFGwAAAECzcDs70Dj+7ry4prbWJ/41x6JFiyQpKUkcDoekpKTIunXrGpz+jTfekIEDB4rD4ZChQ4fKu+++6/Lfa2trZfbs2RIXFyfBwcGSmpoqe/bsada8AYAnZWVlyaxZs+qubsyaNUuysrLaerYAAAC8lntXvKs75hXv119/XTIzM2Xx4sWSkpIiCxculLS0NMnLy5Po6Gg1/eeffy733HOPZGdny6233ipLly6VKVOmyMaNG2XIkCEiIvLrX/9afvOb38jLL78sycnJ8otf/ELS0tJkx44d4nA4WnsRAeCSuLoBAADQNFzxbsYV76efflqmT58u06ZNk8GDB8vixYslJCREXnzxRXP6Z599VtLT0+W//uu/ZNCgQfLYY4/JqFGj5LnnnhORi1e7Fy5cKI8++qjcfvvtMmzYMHnllVfk2LFjsnz5cnc2EQAAAACgjbk18K6urfWJf06nU8rKylz+OZ1Oc5mrqqokNzdXUlNTv1mJ/v6Smpoqa9euNV+zdu1al+lFRNLS0uqmP3DggBQUFLhMEx4eLikpKZd8TwAAAABA++DWwPt8da1P/MvOzpbw8HCXf5dKYjxx4oRUV1dLTEyMSz0mJkYKCgrM1xQUFDQ4/df/25T3BAAAAAC0D249493cYDJvk5WVJZmZmS61oKCgNpoboH35+mdERKQubIufEQEAAAC+4dbAu6q6pqXmo00FBQU1eqAdFRUlAQEBUlhY6FIvLCyU2NhY8zWxsbENTv/1/xYWFkpcXJzLNCNGjGj0cgBtgaAtAAAAoGHuPeNdU+sT/5oiMDBQRo8eLatXr66r1dTUyOrVq2XChAnmayZMmOAyvYjIqlWr6qZPTk6W2NhYl2nKysrkyy+/vOR7AgAAAADaB/eueF/wjSveTZWZmSlTp06VMWPGyLhx42ThwoVSXl4u06ZNExGRe++9V3r27Fl3q+1Pf/pTufbaa+V//ud/5JZbbpHXXntNNmzYIH/4wx9ERMTPz09mzpwpjz/+uPTv37/u58Ti4+NlypQpbbacAAAAAAD3uTXwburVYl9x1113SXFxscyePVsKCgpkxIgRsnLlyrpwtPz8fPH3/+ZmgokTJ8rSpUvl0UcflUceeUT69+8vy5cvr/sNbxGRhx56SMrLy+WBBx6QkpIS+da3viUrV67kN7wBAAAAoJ1j4N1MGRkZkpGRYf63nJwcVfvud78r3/3udy/5fn5+fjJ//nyZP39+S80iAAAAAMALcKs5AAAAAAAexBVvAAAAAAA8yK2Bt5Mr3gAAAAAANIgr3gAAAAAAeJB7z3hXc8UbAAAAAICGcMUbAAAAAAAPYuANAAAAAIAHuflzYtUtNR8AAAAAAPgkrngDAAAAAOBB/JwYAAAAAAAexBVvAAAAAAA8iIE3AAAAAAAe5Ga4GreaAwAAAADQEK54AwAAAADgQe4NvLniDQAAAABAg9waeNfWcsUbAAAAAICGcMUbAAAAAAAPcu+KN+NuAAAAAAAaxK3mAAAAAAB4ELeaAwAAAADgQf7uvLi2ptYn/nnKqVOn5Pvf/76EhYVJRESE/PCHP5SzZ882OP2DDz4oAwYMkODgYElMTJSf/OQnUlpa6jKdn5+f+vfaa695bDkAAAAAAM3n3hXvaq54N+T73/++HD9+XFatWiXnz5+XadOmyQMPPCBLly41pz927JgcO3ZMnnrqKRk8eLAcOnRIfvSjH8mxY8fkr3/9q8u0S5YskfT09Lq/IyIiPLosAAAAAIDmcTNcjWe8L2Xnzp2ycuVKWb9+vYwZM0ZERH7729/KzTffLE899ZTEx8er1wwZMkTefPPNur/79u0rv/zlL+UHP/iBXLhwQTp1+mZzRURESGxsrOcXBAAAAADgFrduNa+urvGJf06nU8rKylz+OZ1Ot1bs2rVrJSIiom7QLSKSmpoq/v7+8uWXXzb6fUpLSyUsLMxl0C0iMmPGDImKipJx48bJiy++SNAdAAAAAHgpN5/x9o1/2dnZEh4e7vIvOzvbrRVbUFAg0dHRLrVOnTpJZGSkFBQUNOo9Tpw4IY899pg88MADLvX58+fLX/7yF1m1apXceeed8uMf/1h++9vfujW/AAAAAADPcOtW8xofudU8KytLMjMzXWpBQUHmtA8//LAsWLCgwffbuXOn2/NUVlYmt9xyiwwePFjmzp3r8t9+8Ytf1P3/kSNHSnl5uTz55JPyk5/8xO3PBQAAAAC0LPcG3j7yc2JBQUGXHGjX97Of/Uzuu+++Bqfp06ePxMbGSlFRkUv9woULcurUqcs+m33mzBlJT0+X0NBQWbZsmXTu3LnB6VNSUuSxxx4Tp9PZ6OUAAAAAALQO9wbeHfC54h49ekiPHj0uO92ECROkpKREcnNzZfTo0SIi8tFHH0lNTY2kpKRc8nVlZWWSlpYmQUFB8re//U0cDsdlP2vTpk3SrVs3Bt0AAAAA4IW44u0hgwYNkvT0dJk+fbosXrxYzp8/LxkZGXL33XfXJZofPXpUbrjhBnnllVdk3LhxUlZWJpMnT5aKigr585//XBf0JnJxwB8QECB///vfpbCwUMaPHy8Oh0NWrVolTzzxhPznf/5nWy4uAAAAAOASeMbbg1599VXJyMiQG264Qfz9/eXOO++U3/zmN3X//fz585KXlycVFRUiIrJx48a6xPN+/fq5vNeBAwckKSlJOnfuLIsWLZJZs2ZJbW2t9OvXT55++mmZPn166y0YAAAAAKDR3Psd7w54q3lTREZGytKlSy/535OSklzW4aRJky67TtPT0yU9Pb3F5hEAAAAA4FluDbyrudUcAAAAAIAGuXfFu6a6peYDAAAAAACf5Ga4WlVLzQcAAAAAAD7JvSve1VzxBgAAAACgIVzxBgAAAADAg3jGGwAAAAAAD2LgDQAAAACAB7n5c2Lcag4AAAAAQEO44g0AAAAAgAe5F652niveAAAAAAA0hCveAJSZoc4AACAASURBVAAAAAB4ED8nBgAAAACAB7l5xbumpeYDAAAAAACfxK3mAAAAAAB4ED8nBgAAAACAB7l3xbuaK94AAAAAADSEcDUAAAAAADyIZ7wBAAAAAPAgtwbeztw/ttR8AAAAAADgk/xqa2tr23omAAAAAADwVf5tPQMAAAAAAPgyBt4AAAAAAJ/y/PPPy7BhwyQsLEzCwsJkwoQJ8t5776npamtr5aabbhI/Pz9Zvny5x+aHgTcAAAAAwKckJCTIr371K8nNzZUNGzbI9ddfL7fffrts377dZbqFCxeKn5+fx+eHZ7yBy/iRX5Kq/aZkg6rVdgpy+fud/WfUNKPiQlXtQo3+zF6hOvfw8JkLqhZgfHWWd6JC1a7tHa5qaw6VqlpCuEPVBgacVrUzwdGqdva8XpC/5RWr2v3D9WtLzquSVBjvFxoYoGpHz+ifNdxcoNf9Tf0iVe29vadULSkiWNW6BurtseGYXn/W/N3YV3/uyXN6WyYH69q+Cv25f9tZqGqT+nRXtRMVeqV+tv+kqk1I1vOX3E2vg2XbClRt+1G9Dn516yBVeyn3qKpNTNKfGxUSqGrbivS2jO0apGp9jHnee0rvC3Gh+rWvbDiiamedenvcNDhG1T7Zp9fptHG9VO1IaaWqnanSvwyyxVinlq4O3TbOVup5/tBY9+eNZXMabbJLmF5Xz04d7fL3z/7vJjXNzWMTVG35pwdV7Zyx7069baCqVRmd5Lvr9TbLuv1KVVu4eo/+3LP6c/snRqhasLE/hwbp9W5N95eVu1VtwJW67wvqpDvxMcY+mX5FD1X765bjqvZvo3qq2rojuk11Mg4eiUb/H2G0s8AAfXL6xy8Pq1rfHl1UrVtwZ1Ubn6CPT7nH9X6/92S5fm0vvd38jZPnonK9zcf31MfjvJN6Py0qd6ra82v2q1ptjT6djo/U/dKxU+dU7V9TElVtTV6Rqm3dpmuWiB4hqlZl7OOBwXr71lTr5Ti2Xx8rO3XW7T66l96WwV11v35lT2Ob7z6hPyNQt9Mbh8WpWqCxH1ltbXfhWVU7U68/HG30BX/+7KCqnXfq/tvq+74wjhGhxn5VbbSfY8W6zZed1O3nauNzP9uo+/70ib1VLTZC7/dXdNf77rZCvU9a8zwkNkzVFryzQ9UsEwbqPtKaPxGRzKv7Nuo9LZGRkfLkk0/KD3/4QxER2bRpk9x6662yYcMGiYuLk2XLlsmUKVOa/f4NcSvVHAAAAACA1uJ0OsXpdP1SLCgoSIKC9BfGX6uurpY33nhDysvLZcKECSIiUlFRId/73vdk0aJFEhsb69F5FmHg7VWysrKkslJ/24rW88wzz7T1LAAAAAC4hOzsbJk3b55Lbc6cOTJ37lw17datW2XChAlSWVkpXbt2lWXLlsngwYNFRGTWrFkyceJEuf3221tjthl4e5PKykoGfgAAAABwCVlZWZKZmelSu9TV7gEDBsimTZuktLRU/vrXv8rUqVNlzZo1snfvXvnoo4/kq6++ao1ZFhEG3sBlWc9z/yRijKo9+49fuvx9q4jUptyhpjtY5vrsrZXlUFihnx0K6ayfYaqq1s8+Go9nSUG5ft63f3f9DFhppf5c/wv6uZ6KTlGqdsF41ifVePb4gpHpWFKp5+9Qib77Y1RcV1UbFK5X4Kq9+pm8rwr0s1Ib80tUbUi0fu4vsFPjAjdG99TPNq3ap5+N6xOp1/1nZ/S6D/DT2/fbg/Rzxl2N5+BCjefSlxrPSB4yamlX6tutrOdY+8fodXXA2G69jbYWYjwfeNpoB92N574D/PX2+Mp4rj/OeBY848/6APv2j1NUbdEX+plVa56tZ9x2Gs/lPf/RXlXrH6/bS2mFfha1wngWvLfxDN73Ruvne0caz89Gd9HrZdlW/bzwgFi9fXPq5QTcltJL+tSbFyvLYtfxMlU7YzyTbu4bxvOlFWf0Pl5jRNZ0N54v7d27m6p9slVnGNw+QT93OyZBP/+ZX6qfuZw3TR8jHMZzqOHGM+PnjTZlZQScM9pFjxD9fkfL9GtvGaCfpbRUGQcUq32v3a3zPFat0/vQNcYz6O9u17kV56p024g02q3VP4w1nh+21v1HB3X/PzBK71c7inW/VGKsg+4x+vhk9ZEB/npeDp7Q72c962/tM3FGLkmRsc2799Lrb7/Rb9Z20ts80GinnY1alZEf4W9kAljOndX79ID++hyir7GNth3T/UupkXPSw8itkHov3V14VvYVuz4LfvK4fja8u3E+stJ4rtp6tn7THj1dYBfdVian9lO1Fdu3qNq2fL1OrCyLdcbz5lHGOtlToJfXyj2JNjJT1ufrXKDuRgaLdRy3ziP/buSUiFx8xruh28r/WWBgoPTrd3Fdjh49WtavXy/PPvusBAcHy759+yQiwrVfv/POO+Xqq6+WnJycRr1/UzDwBjykMYNuAGjP6g+6AaA9qz/ohu+pqakRp9Mp8+bNk/vvv9/lvw0dOlSeeeYZue222zzy2Qy8Paipz2wXFTUurRIAAAAAcGlZWVly0003SWJiopw5c0aWLl0qOTk58v7770tsbKwZqJaYmCjJyckemR8G3h7U1Ge2Z82a5cG50Qhz03jGHgAAAGj/ioqK5N5775Xjx49LeHi4DBs2TN5//3258cYb22R+GHh3YIS5AQAAAPBFL7zwQpOmrzWyQloSA2/gMmo76fCG+kFqIiI/ve6/61X+W7JObHOpRBvBN2fP6wCtQyU6ZKRHl86qFmSElpQZAVUnK4xQDOP9ugUb4VF7dut5GdJL1fLP6dduMoJbksJ0YEyEQ7/2w1M6bCYyWM+zv5FOd9YIoIkxQpY+23RM1Sw/TNEhSyeMIJg9J3XIUpAR6hMfqufFsveUfr9zRnupNg4UhUawSrARuBZsBIbFGqFkZ4ywo65GuE7u0VJV++qQDlsJH6lDluKMoJaK8zpA6s3NertNHqjDojYX6sCdfr108FKxsX9YwVWWUYk6bMsKYRvbV4cE9YzUgTN//0ovW6DRhiJC9L5QeUG3jeXGuooL15+73dhuQ4ywwOFxunawxLWdWiGNVjCWFRBXVK7bbYgR7HeFEbq09oAOYbM+o+Sc7iMH99H9khX+8+f1OjDMCrIqLtTPiU6d3F/VrLZy3gg062b0fVbbCz26UdVu7HelqnU2li00SLezs1W6TVkhiFbY2Igh+hbOuAiHqhUY4XTWuk8w9herfyg22tAJI7SwZ6ieF2vdW6qNfc0KWow0jjsnzb5ZtwOrD7LC2sYY7aDYWF5rnVptt8gI1rr26iRV22n066P66eDVzQf1fmnpZoTTHTtZoWqnjf13mBGo99VhHZ5nHbPOOVzX8/BeEao/tILU+hp94fES3ZZLjTY19KorVO1A3glV+8I4HoSE6889sFUHkF04p7fjCaMfOWmcpx0zwtCCjNdu2qZDKbsboZwhDr3eTxjnS8N76bYcZ+z37RkDby/icDha9XZznin3rPqDbgDwNfUH3QDQnllfQgIthYG3F8nOzm7Vz2vtZ8oBAAAAoCNi4N2BtfYV9vaAZ94BAAAAtDQG3h1Ya19hBwAAAICOyK/W0/FtPqQ5v8v96quvenCO0Bre3KrDLW7p103VCit0EEp21BCXvxec3amm6Vqka/mhOoTHChErN4K2fvGufr+fXNtX1SboDBSpDTDCy8p1MEpJcIyqnTICzQKMebZCfT7L1yEonQJ00I8VRNS/uw7e2FGkg37GxuvAj/XHdKhIohE81StMr5dCI5DrVIUOfbnCmL9zRjBPgRG4s+uEXg6n8VorDC21jw4peXmzDkJZnqtDWc4YoW5DrtANxgoTOlSkA12uGWQEnxnBNwu+PVjVDp7Wfe5JIzioe4gOMXpuzT5VKzujQ/Ee/85QVZu5ZL2qlRpBP3HJui+4ZUyCqr36ng4pDO8eomoTB+t1dWW8DtN5MUcv25Kpo1VtR7Ge54Qw3V66GuFOy3YUqpoV0NQ7wrWN39ZLf6f/ZK7e3paM8Tq48UiZ3q8+3K+DiKz22NjwwCfe3KpqP0jtp2rXJukQtj99ka9qt1yp+8inPtBt4PsTe6varUZwXO5xvV99vO+kqg1P0CFTq3bqPJf5aTrc6eQ53afFdtHbcq+xT1rBl89/fkjVbjRCEJeu1+vvkNE3P3CjPi5Gd9H7vRW41jdS72uWj/brdWrpYYQFFpzR68Vqk2MSdN+875TeT3ON8DKrPVvhZU5jW4YZwXaFR/TzzN2idZDY7i93qVrNBd0Ph8fr/Tf1Gv17yKXn9Gt7GGF3VnDce9v1ceyMcf5x+JDuc/yNoMqBffU+vXu/67qvMYZKVv+dYLQzq8/ctF33rV2N7XPTKB1Cut4IkZx8pQ4y/OO7epsFG2F/3Y0gNavd3jNWb9sdRjDbzuM61HTfXr1fZd+rj1dWuKZ17isi8m+j9HG2PeCKdxN4++9yw7vUH3QDgK+pP+gGgPas/qAbaEn6qx8AAAAAANBiuOLdRpp62zpaB+FqAAAAAFoaA+820tTb1gEAAAAAjZOdnS1vvfWW7Nq1S4KDg2XixImyYMECGTBgQN00lZWV8rOf/Uxee+01cTqdkpaWJr/73e8kJkZndbiLgTdwGaPidCjXQSPsJzrEdXd6omyHCtX4eddB6nXPntmsao4L+imQSH8dClUbrANerCC1KCN4asVhHdwV01WHWAyN1qEdJ8/o5d9tBE+NitUhLVEO/Rk399fhJovX69CvmwcYIV0FOnTICiBbnlesamPidRDRnlN6vZyo0MFBVpjQp0bITecAHZR03Aj4Cnfo97s6UQd3HSrVd8pYYUJGNopc01uv5wkJ+jPWHNRBKLuO6xCVgca+MS0lUdXyjXmeaIRUbSvU2/JQiQ56s+altxF0Ex2mw2rGJuvPtbZlmPF+Ucby9jGCiKKMwKdxo+JVrbsVDFWlt2V/Y15G9NHtqsypX7s+Xz+vWGCE6XQN0qcDgUYQ0cf19qPPRCS0XttNDNdhSkdO6+14zljWpz/VgVwnjeBBK5zpW/17qFrnAN3fvLbhsKr9x00DVO2Y0W7/c9k2VQsP0e3nfz7co2rXG4FrK7YcV7XvXamXY2ScbmdBxvbpF6m37cReup/r5tAhXVZAZlW17kgqjFDPd3fq/trqHw6X6nYwME6HB1rhTlY/19kI4TxhbLe4UP1ay11D9PHub8ax46ixHF0deh86ZbTdE0Y4ZGK47qvijHnZdFSHocUb/cPOPB0+WHVOH7c7G/v9BWM997qyj6od2an31ZhE3dZWf3pQ1UKMkC8rvPID49zlke+PULVoIzDRCqw7ZhxPSuqFoo4fGitfbHUNcHMY+7gVpBYdqudjd6E+XlnHl3BjnSz75KCqVVfr/e9TIxzTcs5oj8eNID4rhG6TEcR33NgPrH23sly3vSf+vkPVkow+43iJfXdwY8PV1qxZIzNmzJCxY8fKhQsX5JFHHpHJkyfLjh07pEuXLiJyMZNrxYoV8sYbb0h4eLhkZGTIHXfcIZ999lmjPqMpGHgDHmIlWQKAL6k/6AaA9qz+oBvt28qVK13+fumllyQ6Olpyc3PlmmuukdLSUnnhhRdk6dKlcv3114uIyJIlS2TQoEHyxRdfyPjx41t0fhh4e5DD4bhksnlRkf55DwAAAADApTmdTnE6Xe8eDAoKkqAgfdfBPystvXjlPjLy4t1vubm5cv78eUlNTa2bZuDAgZKYmChr165l4N2eZGdnX/K/fT0gJ2TNu/DcPQAAAOC9srOzZd68eS61OXPmyNy5cy/5mpqaGpk5c6ZcddVVMmTIxZ/8LSgokMDAQImIcP3N+JiYGCkoaPm7Hxh4tzFC1gAAAACgcbKysiQzM9Oldrmr3TNmzJBt27bJp59+6slZaxADb+AyjJwu8TMe3z5rBM70LN3t8rcVpPbT0OGq9mzZJlU7XKmfpUys1cEWpU4dlJEUoYNbQjrrMI5kY7rzRrhOpBHME2SE3Gwv1uEmkxJ0+M/H+TrQrKhMB5B9uE8HxlybpEOmNheWqVpShA4zefClDar2+N06uCVnr/7czYdLVC1/rw5Xi/ruUFV7K/eIqt08PE7V4o2gloOn9Tr1N/IEjEwp+dWHu1Xtyp46DGe4ETr31SEd0lU/aEtEZPtRve73GYFAj377SlXzN3asYqMdWPkJ/Xvo8KlDRlhPsBFC0z1E1/74/ZGqtmxHoaqFGc84j4zT62+HEQh339heqlZdq/e3ciOEbGhPHUh1xFhX6w/oNtkjTLe1IRF6v7T6iBFGeOO6I677QlxXvU4CjG3bp0cXVfu3kTqEbpMRoDj//+o+8pahernGxOv11DNU93MHjdAlq6288++6XbyVp/eNITE6JOhomb677Qcj9PIeOav78LNGG7DWaeFZHWJkbo8aPV3fCN3fdHLq/flIoD51HN0rQtXKjGPRWKO/sdp8pBE09aGx/w24Rod+DTb6glIjOC7BCDRbaoTd9e6mjx1/33RM1awwx3NVxrY05mXtLv344bfH6f7B6nP7x+q2NmhAlKpZoaOlFUZ7Mc4D9h/R7SAiTocFlhjHfCtw7UKVnpc7JultaQVr7SjQfekn5ToQdI8xnRWIdrzevh8RFSIn6wV9Htquj9lBRihnuFGzQhBrjIC07V/ptndzaj9VW7dTt5UeRp+2x+i/reC8vkl63w3spF9r7ZPvGeFv0Qm6z3UawX5XGH2GFejZJ9oeqjbmtvJ/lpGRIe+88458/PHHkpDwTTBbbGysVFVVSUlJictV78LCQomN1QGH7tJLiFbx9fPfPOvtu+oPugHA19QfdANAe1Z/0I32rba2VjIyMmTZsmXy0UcfSXKy669ujB49Wjp37iyrV6+uq+Xl5Ul+fr5MmDChxeeHK95t5Ovnvy8VvgYAAAAAaJ4ZM2bI0qVL5e2335bQ0NC657bDw8MlODhYwsPD5Yc//KFkZmZKZGSkhIWFyYMPPigTJkxo8WA1EQbeba6h5HO0Pp63BwAAANq/559/XkREJk2a5FJfsmSJ3HfffSJy8dzf399f7rzzTnE6nZKWlia/+93vPDI/HWLg3VLJ4Z64Lbyh5HMAAAAAQNPVGhkS9TkcDlm0aJEsWrTI4/PTIQbeLZUczpXpjqlXqN5NCit0QMWhEtdgo0PSWxLCXMMoHBd0rIIVpPbTMB3wtWj/W6pWW6K/DDpQcYWq9TXCYQ6X6jChq3rpkJbOtToIpqazDhCZFK+DN3KOValarb8RzBOnP/eaRB3QkV+mAzoijKC3odH6/Y6f1cFT96cPULUEIyDnR+MTVe3gwGhdG6vX6Q3J3VRtVJxeti5GkFOBMc9jjHCiQCPYzgogG9lbz4sVHBTXVQeWTE3prWqf7NeBNlY4yr1GSFBUiG4vs9/dqT93vP7c8zX6QDrICOpKCNOfmxCml21zgQ7322A8uxzZRc9z5QUj+CxUt/t7xySoWnG5nm5HsX6+8LYrdFBSxXm93d7ZrsOnxvfV4YNWaFqOsS3fWacDhXrG6PX8/p//5vL3F9+7TU2T+/lBVUseosPQLKuNwKvigzrcatuxJFVb/NFeVetltJUzRuDVUSMo8NRZvc2s0Ko/5OxTtW8bbcAK+Co5p+dlfBc9Lx9d0MsRGaL75q1Fun0nd9NheiJ62ZLCdF/aK0wv7we7dejXqITGBa5Fd9HzbIU0bjPCp6zT5FFGP7fruH6/yYN1cNL3huk2+Um+7gt6R+l1/6mxv3TqrPvD3Xv0vtbbOE68/cVhVbPCsYqMbb5rmz43KCvWn+sI08eT8bcOVLWNG/W6P77jK1XrlqRDMyNjddjdSSP4zOpftxvBnBHG8m7coZc3PUX3/1bg5oxJOjDydL0wsGVf6fVUaOxX3QfoZdhmBLH2NPqg6gv6uDapv+77+xvr0+rTq4x+absxL+HGsdgKvtxlBIQm9YtUtesG6XOjecvfU7V1RqDnFQP18lphhO0Z4WqAh9QfdAOAr6k/6AaA9qz+oBtoSQy8AQAAAADwoA5xq3l71lLPp6NxCFcDAAAA0NIYeHu5lno+HQAAAADQNhh4A5dx+IwOdggxAlN61AuIcVbXSnC9oKlIfx2WdbhSB4VYQWoz+tyhas9tXKxqN/bV4RQ9Q/VnVFbr4A0rvOxQiQ4MKzUCchKNkKDU2jxVK6gcpWpGDph0MoqRRpBauFH7W54O+vl8zwlVu3WoDtIpdep1ENdVh4Dkl+o7UQYYgTubCnUAy/r806p2fT+93bYW6jCTvpH6M3af0IFcM2MKVO3qpEGq1j9Sb7e8k40L3rs6Xr922V4dYjQoSgeBWQFpvbvrZUvvp0OH8k7qdX/E2B7WNuoZqsPVnMa+cNII0Yoz2nh/Y553lOv9rYsRfrPZCBi6prcOq1l/TE/3zja9fa1AnORIve7H99JBQUfL9PKOjNfTzXlji8vf3fuNVNMcK9Dt0dFFr7tt//hS1SrKdLBkXLxue45w3S7WHzilavs2HlC1QbfreQ4O1KdDB/fr91u3TwdUWUFRUfE6QNEKCfr0kO4L7u+jSuJ/Sgd37Tmtw9qKjMC+Ccb2rjaSftcd0ftuSaVuP1YQZG+jnfWL1P3m+3t1P/yPnToY67Sx76Zfr0OwthjrL9wI34rsovf7vsb8WcciK7hqbJJuf6FBug19sPaQqt1xnV6OlET9fjnGuqqo0uFqH3ys2/i5M7oPrzh5VNVqa/T7vf2P/aoWHKozazoF65AvhxHUtTdXv59l8fIdqlZeptvBmHuGq5q/Eep5zlhXtw3VgXo5xrlB/TC+M2f0udtNY/X+d+S0Xu99Y3X/ZYWfJsbp9fneDh2YuXmXPr956gf6vGrzYR1MZyky1nFEsN6HthjnVYFGm481wlkDQ3X7LsjT21tksKpUGPPXnvGMN+Ah9QfdAAAA8F5WAj7QUrji3USt/cy1J347HAAAAADQehh4N1FrP3Pd2N8OJ4StZfA8PQAAAICWxsDbRxDCBgAAAAAXZWdny1tvvSW7du2S4OBgmThxoixYsEAGDBhQN80f/vAHWbp0qWzcuFHOnDkjp0+floiICI/MDwNv4DICjEe1q4wwpqAA17CMmtpaOXfBNcCmNliHTiTW6jCO2hL9iIEVpJYx6keq9sjJbarmqNWBO1bQTxcjNC7cobuJ5G46lKb+8ouI7A3RIShJnfXnflGoA838/fT7jYzVAT6lTr0tist0EEqPUB3u9M7W46r27eHxqmaFYFnhRC+vP6xqlj3G+x03woQGxulQlj7GurdCjCpC9XJIsW5rRpaQGSa0cq8OMbIcNsL4co3gKiuMb1J/HTBXUqkDcnYU6fCu0T11mFXFef3a8vO6vQyJ1qFknY3wm8oL+rXdHDqEZkB3vWz5RnhZmBFM8+XRElXraqy/aCMkzuJvLIe1zWO7GuFJRt/nV+/9/I0O8oaRuu1ZoUMbjHYWarTl4hMVurZrg6r97N4HVC3BCP2ygoOsQK4d4XpekqJ1ANK9VyWpmmW4EbJkORGo5yWqu17PfUW3gUlJOkitqFz3uYFG/3pVon5tRJDeRp8e1s/Avt7Ivq/aCFUc1VsHL63adEzVVn+mg8oS++kwwqOndFsLMhqzFYa22wiWLDqrjyf/+4kONJs0RAd3BRtBU5sP6318f7EO4RyTrNeLFRiWYoR8ffGl3h4RI3SooCWpj16nVthdUFc9naOLbrtdI3qqWpUR0HrOCLSsNdqL1YasPqe/sa9awbBxEQ71955C12PM9hK9/PHGMezQSd1XDTPCDb86pNvA7n06zDHOOK51Ntrtuzt1CJsVPBhg7AenjPOltcb2Lj5sBBlG6T7tEyOA8sI5fcwO6a7bhbW96x9zmmrNmjUyY8YMGTt2rFy4cEEeeeQRmTx5suzYsUO6dLl47K+oqJD09HRJT0+XrKwstz7vchh4ezmHw9Go2815Ftz71B90AwAAwHvVH3SjfVu5cqXL3y+99JJER0dLbm6uXHPNNSIiMnPmTBERycnJ8fj8MPD2ctnZ2Y2arrHPggMAAABAe+V0OsXpdL1aHxQUJEFBDd8NVlp68WfWIiP1HRutgYG3j2jslXE0jOfkAQAAAO+VnZ0t8+bNc6nNmTNH5s6de8nX1NTUyMyZM+Wqq66SIUOGeHgObQy8m8DhcEh+fn5bz4apsVfGAQAAAKC9ysrKkszMTJfa5a52z5gxQ7Zt2yaffvqpJ2etQQy8myA7O5uryh1QnhHsU208vl1WqQPC3vzqqMvfP7m2r5rGCvs4UHGFqt3YVwdPWUFqT3TX3+ItrNipP7dCz+8uY1nf3KxDblIHRqvax3tOqNqPjdChgxU6KMMKcLOCrI6c0fN8wAhtGmCEqiQZoWSJYbqTXrFHB4N0M8KYkiL0++0v0gE5xWd0SEn9MBcROyzrkLE9/lqpA+FKjG05/0bd1gKMQKUzVXo9rzmoQ16seeljhJIFB+owplW7dAZFQanebs9+50pVK67Q+0f/7vpzP9qv5/m6ZH0rWYRDz987ebrtXpukX/vhft02zhkBbudr9Dq1AvqGxuh2Ojpeh9UUG+FYocZ6XrHdCNgxgpxOVOgQo0/yilXt+kExqjZ5tGsgzp4EHf7zyQ49H4nGsgaH6kC3aGOfPGMs6y33fUfVeobp/UqSdEDVn3P2q9rNRkDVgN461barEWy0MV+v4wfG91a1yGC9HNuL9X61wthfbuin+//PDuj1bBlmrPv3jP56t/Fs62dGm3rsX4aqWv8Y3W6tQLO31+nQr9HGsi28WweBrTOCB9/fVqBqPY2APut4t+m43ieXbzqqav91Q39VmzxCh3ndMzxO1fpE6b6qTzcd+Jd3Qq/7MT11KNcyY3n79NCfcWa4DnorMI5PVxpBapbxfbvr4igdjlVkBHX9w9jmM+/Q5ylfHNB9+H4jSDPaCKyzAlWt47YVzLb0C31BbWy9Y0dvTuH11QAAIABJREFUo1/uZYQvHjbOM6xAPCs475or9H5gPW9e0cPoS40+8jd36XDb/91wRNUCjf3UCgB0dNH9a0QP3ZaLyvQ5zyP//W+q9o4xL9ZxIrKLPZhuzG3l/ywjI0Peeecd+fjjjyUhQff3rYWBN+Ah9QfdAAAA8F71B91o32pra+XBBx+UZcuWSU5OjiQnJ7fp/DDwBgAAAAD4lBkzZsjSpUvl7bffltDQUCkouHjXSHh4uAQHX7xDoaCgQAoKCmTv3r0iIrJ161YJDQ2VxMTEFg9hY+DtBbKysqSyUt+agdZHuBoAAADQ/j3//PMiIjJp0iSX+pIlS+S+++4TEZHFixe7BLV9/TNj/zxNS2Hg7QUqKysZ8AEAAABAC6mtNUKZ6pk7d26DaegtiYE3cBnX9tYBJwXlOqjlZL0QqIdTr5CKesFLUSE6TCjJCNrqa4Sv9AzVQSGOWh2SZAWpzQwZpGo/PrpZ1XqE6C4hakKSqvUK0/MyMlaHj1RW65CpEiMsq3uIfr/IYD0vWwp1OEw/I0jnvBGgUnFez8tWI2xmTLze3muPnFa1s0YoXid/HV42ebAOuckr1KE+Nw/SgXXPfaxDoE6V6xCZM5VGQF+pbhtvbdXBbH2NYJ40I+xodzcdApVXrINfehttd7+/Xs8D43Qo156T+s6fCKMdvJenw6dS++t53nisTNWscCwrhMcKmPM3wuks3RsZxnfGqUN3oozl/d+vdMBhcqRez2ONILFlRtaEFUSUYoQnxRmBfxMTXQPHfv+5bmdpV+o2bwUnRRpt79vDdWhV/X5UROTlNXrfsAIZrfA7K0itynjtSCNczQrp6m+EHX18SC9vd6P/t4LPdhn9YY1x8ni90eaTjeNJsTHPQZ10GNMVxrzcMlgH7PXtpj9jTG/d9kqNfunpfx2hait36/35YInub6z1l2D0N7cY6+WDfXp7hHTWoVLfHa3bxge7dfDgR0bI2REj6DMu3Aj8M1iBrRuP6/7LaqcrPz+kaiHGvusf0Lj+a+teHSJ55JSxPbrq7bH/iJ5nf+O4eNwI4Co1Qh+tMLTNR0pVbb2xjdbv08tx3ZW6Pddfjv3FZ6WiXiBa7upN6nX1pxERKTTOKc4b5wqW88bxYOQw3Zd+8vEBVbvzloGqNvONLaoWZYRXFhrt9jvjeqna/l06kLFLF90GLH/4y1ZV69lP38JthfMF+Ov9tD1j4N1Envi97KIifdBB+2edLAIAAMA7WQNqoKUw8G4iT/xeNj9RBgAAAAC+i4G3F/DEVXQ0D8/aAwAAAGhpDLy9gCeuogMAAAAAvAMDb+Ay1hzSQR79u+tAl+gu9QNxOktcJ9cAkRWHdfBGSGcdcnO4VIddWEFlZ43wGiv8xwpS+13P4ar228IcVYuM0AFDkrtclaIS+qravrArVa3QCDkbbIS6hVzQwV3hiTqQywpfqaltXDhdSaV+livWod+vbzcdyFJppOFEXqEDtCo66cCie6J1m/Ir0eEtp8YOUTWrbRwo1u1qxS6dHVF0RgeX5GzWgWsvqIrIj9MHqJoV0rXlcImqmYE7RtDP8VIduLPzkA6262TsM9f11YFKpyr1vvDyWh1EZLWhsyV6XjoH6c+tMdrBVUaAzwfG595+bR9V+4sRhjahjw6h+fKgXi/TjECcQ0bolbWezxnPNf49V8/Lf1znup8/mqr3+y5GaNWeIr0/jzCCrIZG65DG2K66fxhsBJodN9q3ZU+hnpdd+3X41v2T+6ua3nNF3t9RqGpWiN8HRijSpKt6q1rqgB6qtnyrDvOygs/WH9PBjReMY8e1Sbpff35tvqpZwYPjY3VA0/gEHUoZYGQiBRgBhdZxbJIxf2VG+FRcVz0vjk76g3uG6ZCzZ1btVrVbRupwv4Ruul+/Z2KSqq0zAgSt0MfORlhUXFe9nlfs0eFg/zCCFrsYyxYWrtdLgBFytt1o97VGf5i/V093wGhXYca66mWEFHZ16P3DCsorMc5ncvfqkK+SYh3+duqw7r82r8xRtStvuFrVguq1+/7jdEDtGWPeQozAOaexI1wwMoCCjdfuNILuuhpBnZuN4+7Oz7apWucuej/tFKjbyrtG//WdG/up2slyHYi3zdgPbjP60iE99fncruO6/3IagYLtmW9FxQFepP6gGwAAAN6r/qAbaEkMvAEAAAAA8CBuNfdiWVlZUlnJVdPWRLgaAAAAgJbGwNuLVVZWMhAEAAAAgCbKzs6Wt956S3bt2iXBwcEyceJEWbBggQwY8E1uzaRJk2TNmjUur/uP//gPWbx4cYvPDwNv4DISwnVwSakRytUt2DV46cj5IOnpcA2FiOmqw02SI/T7X9VLBwzll+kgDyvEaNcJHTLSwwgvs4LUHoyZpGrPlm5UtU7RPVXNmTBC1YoLdOjXNT10cIueYxH/ch0qEhykgzz2nNcBHUZ+j1QZIViLPteBVxlG2JG/6HAPK+7jD3l6eb89QAfGHOukQ7CieiWp2qqP9qva7UNjVS3ICBPq5tDPqRUZYWhWGMxPU3UQSs9Q3U6t4KXff6LnuX+iEdBnmGQEEQ2M0/vCBiO8ZXAPHTizrUgHtdxlBJBtO6rD3zr11o3oEyPgKjlBt7/Hrk9UtaE9dajNdUaA1KMrdeBTkhE6dPi0Dtn7vRHgZoWmFZXpO6n6GGFlwUYA0tp6YUxv5B5R03xvrF7H/zBC/GqMEKee39GBgp0C9Lads2Knqj05Rb823FiGd415ubJfd1V7e5MOshreS2+zkgrdL/Xp0UXV/jX9ClW7uo/+3HeNsLYxxj5kBXMmG8FLEcY6sPzLMB0sVurUx52zNfpzj53RvXilEYq055TuI63Qr6c+PqhqkUZf1b2LrkUEG8e7f+xVtf++eaCqFRgBfVawaZkR3LjdCMKafUIvb6DRX1vtat0+/X4OFeJq6x+j+83tR3U0YJVTB9uljtGhh0vf1OGfIeG6z6g0Ases49OeAh1weKpcr/tQo+0WG+GI1nqJ7af74e0r9flMYL0gsdqaWhWyt+WwXncpRuhl6Tm9/OuN45UVKHiVcfyz2rzVf1nG3ThS1QqM9e5n7H/RYTpwzQpwKzP2lwjjnHmzEZK6cb9u3+fO6L40xJiXplizZo3MmDFDxo4dKxcuXJBHHnlEJk+eLDt27JAuXb7pp6dPny7z58//5nND9HG3JTDwBjyk/qAbAAAA3stKtkf7tXLlSpe/X3rpJYmOjpbc3Fy55ppr6uohISESG6svbLQ0wtUAAAAAAO2C0+mUsrIyl39O5+V/UrK09OLdC5GRrncsvPrqqxIVFSVDhgyRrKwsqaiw7sV0H1e83eTJALSiIv07vK3xuR0Zz9QDAAAA3is7O1vmzZvnUpszZ47MnTv3kq+pqamRmTNnylVXXSVDhnzzaNL3vvc96d27t8THx8uWLVvk5z//ueTl5clbb73V4vPNwNtNngxAmzVrVpt8LgAAAAB4o6ysLMnMzHSpBQU1/Dz4jBkzZNu2bfLpp5+61B944IG6/z906FCJi4uTG264Qfbt2yd9+/ZtuZmWdjDwbokruw1dOQYuZ2CADoXwv6BDm6r36FAkvz6jXP4eGq2fHzlvhH51rtXBG4dKdJiSFRz05mYdCBQ1IUnVIiN0mIsVpPbT8FGq9tsvFqpa4PEdqta9Sz9Vkwt6Oap1Vo/sDtABbl399dMxEQ4dDHLKCC4x8kPkihgdDhMYoCfs7ixWtb8V6tCTlJ56nXY2PrhPuA6C8XfqNnXz4BhVW2uElPSN0kFOW4/rwLA1G3QQVicjoOmoEb5VcV6HdJ02gmRG9e6mansK9bKNSdbBNGFGINymIzrUxgoOOnFOb/P+3fV6+ctXR1Wtd3cdovLeBj1dYrz+3AojvGxdoQ6IyTPWgRU6FByot8eWAr0tB8XqeYk1Qm0WL9f7pdPYbmWl+ha9gE667U6oFyh0uESHeUV3aVwYTpgRLDk0Wm8zKzDSCqPaZQRZFRmBTXHG5x43+tc7Ruk+6LwRCFdlhIh9tF0HpF0w9qHRxnJUG59RaoRgvWH09VY45CYjUMlaz8FGWGe4Q6+rLgF6/qw+w9/o+76VqPuHNTU6fMoKBbSC1IbH6HBDqw+fdlWSqlWc19ttVLx+v7/v0ueQb39xWNXOG9vI2p/PGgFkPSP1fhRyVB/fD+zWgVQjR+jzij7G9rXa1Zcn9b71sREi2dloBwEBxvG4h+5LRxrHhEQjBDCvSLfTeGO6Y8V6P7dC3SrLdW3orXeoWv398u11h2V0P9egs6+26HWy2djHE3rr/fm4Ed5p9QWv7tTnGV2NvsparpBw3ece3qIDKLslJqtad+NY0sMIU03pq4MgNxzQ5yMHjWPdwe16/d160yBVKz2nj50BxnmfyMVB9uUG2v8sIyND3nnnHfn4448lIUEHCP6zlJQUERHZu3dvxxt4t8SV3YauHAOeUn/QDQAAAO9Vf9CN9q22tlYefPBBWbZsmeTk5Ehysv7yob5Nmy6m+MfFxbX4/Hj9wBsAAAAAgKaYMWOGLF26VN5++20JDQ2VgoKLV9/Dw8MlODhY9u3bJ0uXLpWbb75ZunfvLlu2bJFZs2bJNddcI8OGDWvx+WHg7cUcDsclr9Zbt88TuOY+npsHAAAA2r/nn39eREQmTZrkUl+yZIncd999EhgYKB9++KEsXLhQysvLpVevXnLnnXfKo48+6pH5YeDtxbKzsy/536wBOYFrAAAAAHDxVvOG9OrVS9asWdNKc8PAG7isM8HRqlbRST8D1GNIL5e/a0WkrNY1DObkGR2KEenQ4Ss1nXXIlBWuk9xNB4+kDtTz2ytMv5/kLlelTtE6TMgKUntw/ExVe/zZO1Ut4J65quZfqcOywo/qAKjwqF6qVh2kAzHO++n1d6ZKh+tY4VtlxjrtUbZf1Sq665C4YaJfG2SEUUV20tN1OrRF1fw66W1UcFZvjzEJOrzlZIUOJOlnBK5NHp+oapsPl6haVbUOHdpZoANTrNA0S/5xHZoTG67b7odGWI0VXGUF0/woRbeXzw/q0KbRRtDPX77MV7XOQbpdHczXbbfstA7lirv9SlU7Ykx314h4VfvQCHKKCNZtY58RJBZohLVZYUdWOI+1Tv389TrYXC/srr8RUJh3wtjeRthTyVndbvONkDer7wsP0etkmDEv241s1eBAfepzrlKHTK3aodtj1o1XqNqpcr0cUWE69McKmdp7Um/HU0YgXFCncFW7xngW9YxT7y/9InUb6BGi18GrW/XKSknQn3vaCGGrNPqMtCQdxrTOCJrqG6nbhhVKafVzJ4xafKh+PyvE1AqEqzFO0k8Z7bRnjP4MZ3fdp1lhk1Zw3MAo3XarBulj+a7NOqRqr9EvnTECRq0wx7MljbtL0gpSqzTW/d4NOmT2CyP0cVeIDsqz+q8Pv9IBgtY8Vxr7oMMI4zuwQQfI9p8w1uXvtdsLZcQVrvvWqaN637j6Rt3PdzUCQnduOq5qXcL0OgkO1fOblKzbz65tel5OF+o+Nyi8h6oV5W1VNZGhqrLeyDPbflS3szgj/O5Cle4LBozS524RRh9u9X1G02vXfGxxAO9Rf9ANAAAA71V/0A20JK54t1PW89/8bBoA4P+x995xVlX3+v9neu9M740ylKEMXQUNRcReYxJFTfTrNcZETOOmAKag1xRjNEZzDZoYo0bFawkWRKVIHeoAA8NUpvc+c2aYmd8f/mI88zyRQWdggOf9evEHD/ucvffan7XWXpyz30cIIYQQww8tvM9Q2PPfp+Jn0852gZuekRdCCCGEEEIMNlp4i5NCAjchhBBCCCGEODm08BbiBLR2E7lTLwpYSjr6i4h6rNectztShwIfL2KOmBuDz4cnEEGJlxsKaDbk1UI2KSoAshFxqZA54iZC5lmB4jMmUvvxt1+G7KFv/BwyFyJ2cvEhMpxDWzGb9WXIvNpqIHNzQSFJXQfud0oMioPsOApESprwtZ1E+jXeHa/vcbdQyDyISK0nIBKy0mIUcrH9ehMpDduOweRlCUR8Fh2A9cdey2RtX5oYDdmOQhSfuRGhEhPutDWjgCXEC7ebk4Jyp3YiEWsi/dLDC6fHyRkoO9rwEYrZovzwtQuIKKnrOI4j/mS/bi7YLiP8Ud61/hDKwHrIPrz9sP4SiJjsSEEDHku/a+RNxq+jDSgMSw3H98/pwr5W1oLfqConEqw8IhM6EEEyIgVksrrOduzjZQ6slXeP4vhaQWRPtaRGm8g+Mom8rMAHx/+KJtzH1aPxWdRNx/B8fYkMzY9k0QFYU6xPBngOTA9EdmFB3ljfkX5sv/ja3eVYL91kLmbn8fft2E9np2P7ZZA63VWM/SDMH69RZSXWn/8oFFwVk/EmlwgJa0gNxabhfNJH2qCF1JoXEf6FkXuDkBAc648VYRswiZa3LwojI4hIbFoSztFM0JdXjjK+1kYyLzbVQebpg3LS4x3Yzu79CjWnsN5+cGmGU/bRThy/y2pwnJtChIc+ZKxm8s7aMpw7A8ZF4fsRCVswkVc21WKd9fWiYNWVzC9uZN5lhBKBnTsZH46TewUmHGW0dGItn8lo4f0ZDORr1cPpuerP+t3vwWI4ne9wp/+iWwghhBBCDF/6L7qFGEy08P4MBvK16lPxXPVA+azf/R4shtP5CiGEEEIIIcSZgBbe4qQ4FZ+qn070/LoQQgghhBBisNHCW5wUp+JTdSGEEEIIIYT4omzYsMEeeughy87OtoqKCluzZo1deeWVn/x7X1+fLV++3P70pz9ZY2OjzZ492x5//HFLT08f9GPRwluIE/DaYZR3zSPSpj1E4pMVE+j098lRKG45UIMCjA/Ku3CffYchO+qbCdlds5MgY9KS/MCxkNVUoiwkzC8NMrcbV0DGRGrf8xsD2Xer90MWGIIyDpeoSZD5E9GP9eG5MeHOi3vKIbt7diK+lhxzNBFUNRHxkrmhaORQLXoiPMk++sjbvX8I2yo6mIhviOTl77dmQfaRL0qlUsNRylLYgDU5Iz4YsglZcZC9TY7PzwNFMjHBKL6pbUWZ0O1ZZLsObKxNpSjNiSQCpAQPFN24kLryIyKijVuPQfaVxaMge7cAJTktXXjMv99YANn3LsT+9urBSsgKyDX38cQp/fxxKO3LSsBrOXoEjk21M3Ec+n+PbHb6+w2X4Pl/kIPHe34GHkfO1nzItkSi7Gk6ETF1ReN2FaR+3ttXAdms0ShKiiFjcx0RmrV2HodsGznfWRNQKOjjif2A8dN5KL4saMRzu+uVA5Clk/a7dAy2fQeRHT32AV6PsbEof5tPhGGpIb6QMTFbHhGL/WU79qvpKSgRiyXSx/1lKFzLJXPxZRNR+jUuAtuKMSMV5/vqFrweC6fieMi4lhzLtFg8lvJWlEpdQI7lgTcP4fGVopSsntjuXMk1aiMyw6AwvL5dZA6sr8C2byVyrJ/9cTNk6ZNR/FVDziOJSC6rS3HeCYvGPh26aB5k+buc6/7OPQV29zcucMpCInGeHJeA49LaD3BMj4gLhMyPSMl8yHw1moxzuQUoJn3oy3gv+PoBlG0yWemGQ+hu6uvDe55acm0DSD2OIfcKW3fj/RebdxNHYDvvz8HXnixtbW2WmZlpt912m1199dXw7//zP/9jjzzyiD3zzDOWnJxsP/nJT2zhwoV28OBB8/bG2voiaOEtxBDRf9EthBBCCCGGL/0X3eLMZ9GiRbZo0SL6b319ffbwww/bj3/8Y7viiivMzOwvf/mLRUZG2quvvmpf/jL+ms4XYWC+eCGEEEIIIYQQ4jTjcDisubnZ6Y/Dgd9EORGFhYVWWVlp8+b9+9sQQUFBNn36dNuyZctgHrKZ6RPvU8JAfpZMDA8kVxNCCCGEEGL4smrVKlu5cqVTtnz5cluxYsVJvU9l5cePCkVGOj+SExkZ+cm/DSZaeJ8CBvKzZEIIIYQQQgghPptly5bZ0qVLnTIvL3SzDDe08BbiBHwjE0Uex8lTGkmBKIOpaneWj4zwRpnE3DgUxvS5Ytes7JyM+/RA0U9RO+6jsR23q+pGuc4F4SjUsOMdELl2otDGpQ0FKkyk9quI8ZA9WvY2ZL2+KC5xKzgIWWP8NMgqq1A8ddFIFAIda8KvJcV6oTCmsg2v9zEiXip0w7afGInCFCZm8yPimz8RYUqgFwqafMlrPRpQWOTrgd6BzCiUt7ST2nj9EIpauoigiclbmtqxNkobsK6uyUTp0PoiFJU1EcHVRcnY/5hAytUFr9GNF6HMKtAL+2DsPDSc/vDpbMg2/ORCyJ7eg5Kvm6fFQ/bo5kLIWLt0EFnb1vw6yFqI2CiHCKkmJ2J/CyIyvrGZUU5/Z2KeDPJeaz8qhix+NIrzso/UQuZFauqfH2I7vfXfcyELIMK54noUfCWGodSnrBxlQqy+x6aPgKyjG6/P9US4tq0Ur8Uv1qOgKS4U54npRGzE+lp9B2a5tThGfnMu9oNNpKZqyT6e+ShvQO+3dj/2g6smYR3sJe3C2oBdD1a3z23Eell51TjIGHlVWAdVjTj+5xKpZyiRNL6eXQZZBJFS/r/zkiH7PRHgdZK5t4tc88YKHEuDIrF2z5+B49KGj0og8w0amKiyh7TLhfNG4/G1o8yRid6mpaZAdohc89tmJUH2CpGsNic5j68vrDtqV8113kc3mbMjyLXNmoJj9f6DOEa2NeO9hz+pgXf34yeuDVUoEr1n9U7I2LXwD8J9sNpjok63aLx/2ETkwzGknwaSrKMVr/fWggbIvP3w2pp9vMgejIV2VNTHc1pVVZVFR/97jK6qqrKJEyd+4ffvj57xFmKI6L/oFkIIIYQQw5f+i25xdpOcnGxRUVH23nvvfZI1Nzfbtm3bbObMmYO+P33iLYQQQgghhBDirKO1tdWOHj36yd8LCwttz549FhoaagkJCfad73zHfv7zn1t6evonPycWExPj9Fvfg4UW3sMISdhOP3oWXwghhBBCiLODnTt32oUX/vsRsH89G75kyRJ7+umn7fvf/761tbXZHXfcYY2NjXbeeefZW2+9Nei/4W2mhfcXxtvb2+69997P3Ka6Gp/vYEjCJoQQQgghhBCDw9y5c62vjziM/n9cXFzs/vvvt/vvv3/Ij0UL7y/IqlWrTrjNiRbmYnjTiI4SayTComBvZ+mVl7uLre8nirgkHQVQG0pQcjMlGoVXxJNhW6vwOIK8sVuHEfFIhi9uh8ohsx50eVlQGUrOXHxQThQYghoJJlK7O3YhbrfnSTyWhAmQBfTiUYf7odCsnMhMWoigqsyBso6RfSg4cQuJhCw+APfr1o3HF9iFQhKXapQObTUU0DDaichpcXocZK7NKAlq6sTX5jfgMSeH+kJWQ2Q4oT5MJod1WkfEKq/nYDsHkHoO9cd9EGea7SxHQdOXiIRt3QEUx/l4YuEvGhcFWUAISmOq21D+xmgl9Xc+EWb98NldkMXFB0EWRtqFScMqmlBs98I/D+NrR6F4qX+7xI3AuthDBGmuRIJVW9YMWUwqXh/GhAnY/3781hHIqomcqboC+0EfEUBVHEEhV9dU7FdbthDxFBEv/Z2IjZgQj8moJicEQ7arBGVZ0USUlFePc8wIX6yV37yNNRBAxtLzSI0mjsA6y4jA7KbpCZAdqMTrwfp9lD+2aS65lndMRzkYk7BtKUaR0wXJeG5fzsL3Y9I5BhMZ+pP5eNWlYyDr6MY6qKvGa+npg20VnYKCw4YqvJYeRNa5aXspZKz/ennjebiG4UB8mIwHIRH+kE0gUsb95MaHtemFY1CC+waZT7qO45j7YyIxLW50HiPHpuC45MbkZaRNRo3EcTQqCOcN1u/ZWB0/E/vQ7n14rt6kzhJJu4eSPl5ch3XmTs73vFEorfUnfTcuBOeJUnKfYXEocBsbi3PdmYzkakIMEf0X3UIIIYQQYvjSf9EtxGCihbcQQgghhBBCCDGE6KvmZzGStZ08esZeCCGEEEIIMdho4X0KGIiAzWzgEraBIlmbEEIIIYQQQpx+tPA+BQxEwGYmCdtwpb27F7LiRvwmwToisInwc5bB/HFHGWxTTaRfFySgYIKJLVyJUarzOB5vKJGv+B5vxfdrQ2HMEbdYyIJGoGym+9BWyFyiJkHW64sCFSZSu3viHZA9VvAKvp8/EUC54z6SQlA6FOOP8hGfhiKyDxSIJLlj27vVo4ypJ5hIzjpRCNTrwJp6fv8xyEZHY22UNuAzaRnhKFFhErZNJfWQJRDxy0IiVDpUi/v9qATdBuF+KEVq6kDhGhOaZcahWOUYeQYvwQWFO3OTsA7CfHAfTLY1kki+sonMiplSE13xWGbF47Gw/vtCPo4RF2VhDbG2YtIhJskpKMbzCAjFa156FGtj9DhniVFeEb5XtwPlcm1knGMEEUFcFBGGbT+KwqYbZiZCtq8U26TiGGbdDuwbbp7YJnlVWCtRSSg+Y+fLrg8T4h2rwrG5pQvb9GIilNpbgcK6GnIsJbUoNmIiNSZ8Gkekae3kWPyIkMtB5qfRkSgTjSTH8u4RlFJWkLFgaym2wWvZ2K+unYbzWHUbttXLu/G14QFYkx1kfGXSufRIHJsriWxyM5G/efvhnHWc3KNUFmHfdWPXg4zD6WPxWpaSMaOnB/fbVId1NXlKDGSe7jh++ZIxLZrIMAtyse/v/egoZJdfhtK0I/nYLo/U4Bh53yJnsenmPNxnGKlRVo+1dZilkPmZ9bWp5PzXbCyCzIeMI9PHooCSCc2YeJDJ6nYWYj0y0Wk4ETdWkHvmAtJP3T3wWKLJ/ciZjBbew5TB+Jr4YH+CLk6O/otuIYQQQggxfOm/6BZiMNHCe5gyGF8T1yfoQgghhBBCCHH60cL7LGagz5aLf6Nn4oUQQgghhBCDjRbeZzEDfbZcCCGEEEIIIc42ysrK7Ac/+IGtXbvW2tvbLS0tzVavXm1ZWVmn/FjOiYX35/3kV89ICzNWYAMMAAAgAElEQVSzACL8mByNYoxQH5SeVLU5C1MuGYXCinX5KO0oaUbhSag3HsekKF/ISlvwtfuqUB4SRARuPl4oePF3RdlFjxfKnrpnfZm8lgjICg7i+yVMgIyJ1L6ZcjVkTMyW54VSldp2bJeL01Bc4hmEIpjCNjyPuAAcPt17UYDU54Lt1xk9Dl8biHUQXoQykxsyoyHz98Da8HTDY/ZyR9HPJclYyxvL0S9xoAalLL5kv5eRGmfioMvGR0E2gUiWOoiMycsN29TlOB5frD++tvk4Cmy8SN8dG4tSNyax8/TGOnirGrNX9qB4L5TIeSqbcB9BRFZzhEi+3Eh/SwzDax4bguMGk93FhaDU5p1+kqpWIs1hojbfQHReVBBZz97tpZAxqkpQVHbJzSha3FaAMqVOMhYEknPtaMV6bOnEPt5DamrcKBQyMorIdRzHhFLVOIY/v6EIsuvOQ8EcExuxOmtuQbEYk2X9aRtKH5kAbxOR2G0jY5oXkTsxKeBxIp+anIjSwrcPVkEWTCRQTG6YV4v7ZQJUJolrJONcgC+OLUzKFUf6xzVEjsWu5ea9FZAx+kj7dbSwcQT320HOjfX9sGjsM0yklk9Eg2++8B6+1hfH4W/ccgFkW/NRDHvZOJxjdhzA2ugvQrz/hb12w0WpThmTnF08Evv4znAcb9uIdO/9Q7i+YLXsT+YXRyeOXx5euN0B0sYpETjf+5PXdpH6TiHnVk/qgs1DbLzpbMPXFmVnQ3a8eyZkZmZ22Vie96OhocFmz55tF154oa1du9bCw8MtLy/PQkKwvU8F58TC+/N+8nuqv6b96f8g0KL/zKf/olsIIYQQQgxf+i+6xZnNgw8+aPHx8bZ69epPsuTk5NN2POfEwvtM4dP/QaBns4UQQgghhBDCGYfDYQ6H87cVvLy8zMvL+dsjr732mi1cuNCuu+46+/DDDy02Ntbuuusuu/3220/l4X6CFt5nMIPxk2PCGcnVhBBCCCGEGL6sWrXKVq5c6ZQtX77cVqxY4ZQVFBTY448/bkuXLrX//u//th07dtg999xjnp6etmTJklN4xB+jhfcZzGD85JgQQgghhBBCnCksW7bMli5d6pT1/7TbzKy3t9eysrLsl7/8pZmZTZo0yXJycuyPf/yjFt5CDEfKWvBZ7TFBKI/oL2qJ9vcyfy9naczeylZ43ZykMMiCiUgtiGRNDhRgFBIBVBqRHfUQ0UpeNwrXgr3xXLtd8Fi82mogsz4ioImfBllALwp8ev1RlMREandPvAOy+HXvQPalNHy/eiJKCvRGEUqLA9sgh7x2ig+KZfbUoJjHjwj7wn1R9LH90GHIUiJQcNJEZFE3TUJJ3JuH8RolE9FWB5HB+BCRWmsXbufrgaKkfeXNkMUTmRWTsI2PwO02FOM3ffrisO1L2vFYatqxf7gSEd3FI1EStyYHJUb3LhgJWTtpv55e7AtMYMNkaEw0xYRU5TW4HdvHJRNQ0JdO9utP6rS/XO2SOfis3KEKvN6e5Hib6/BaTJ+MdZsYhjVaRWRjL+ZUQnYJESy1EDlRJXk/JomLC8VjaSX970IiV3uf9L/Fk2Mh25yHokUmXpqYhnNHaiheRz/Sd0cTCdYLW4ohi0kIhiyUiMqmx+F2FUTWNjMFJVUh3iggq2zFuejxtTgelpZirf325smQ/ZPIrA5Xoljs/FRs082eeD1yduNYMGUqXstJ5LqxvsBwJ5KqXNK3BiozjCACvFJyT9JC6plJ09JJbeQSmeExIqwLI+P/7MvOh6yO3M9sIv0of185ZH8mYjtPH1z2HO92HiNf2VxsM/uJ7Vi7M+leAJGhxQTjuTKeeyMXshEx2A8Yl81CqWIxESMGE5FoNemnbM7xJfMBE+dVNOH8zLabSOSBI6LnQtZMJH5m/GvljOjoaMvIyHDKxowZYy+//PIJXzsUaOE9TBmIiV0CtuFN/0W3EEIIIYQYvvRfdIszm9mzZ9vhw87/aXfkyBFLTMT/rDgVaOE9TBmIiV0CNiGEEEIIIYRA7r33Xps1a5b98pe/tOuvv962b99uTz75pD35JH6D8lSghfcZzOf9fXLxn9Ez80IIIYQQQpz5TJ061dasWWPLli2z+++/35KTk+3hhx+2r371q6fleLTwPoP5vL9PLoQQQgghhBBnO5deeqldeumlp/swzEwLbyFOyF4iYHn3KMooWolsa2JskNPfHUR0tLcKpR3jI1Bk8hoRitQQuceoCH/IuolIrbcPJUEu6HKhArKWLtzQzQUlMmy/lVUo7Qj3Q1mPjzu+X55XJmRMpHZs3gLIImv2Q4ZHZ9bUh7IOP0+UZcUGoKTkjUK8HpckoVSkuZfIhNpQaHPnQhR3/XM/Sn0Kihsh+8pElFSxGv3TpkLIGEwaw8RBz7x2CLK0MSiaentHKWQ3XpgCWZMDj/mmCSjMeuUoSn1Gj8C68nLD6xEfiX1mxVo8DyYqe3NTEWQP3zYVsiAfPJbLiPjL0YP7mJ2Cwqc1e1EmFByE8qQHLx8L2ap1RyCLIH0wjwh23Nyc3RW7ihtgm9npKDJk1/uuq/DYjtWjEOgrmSiD++b0OMiWvZUHGRsjVywaDdm2Y9iHMqNQbMTahMnf1uwug8yNyLLCSLszYsi1ZfW48sW9kC2cFg/ZFiJwiw9HMVt4AO73ohS8vtVt2M4b8+sga+rAcS7nCB7L/Kl4fTfdgnVQ5ZcE2dbSJsiiiFhsPhGpHSSSvUevGQ9ZyTwcm9fl4Rx9DXleeD0RkO0ow/uADUex/eaR93vloxLIrp6VABnrC9dMxnY+Tsag/yPjDZMUThqNY30r2W50NPYt1j+YwGzjHjyWyASU9rUT+acr2Yd7PyHojiM1FtOvL7AxrYJIv3YU4rUNIzLCaCJcW3I7imejA/B+ZG0u+p2Y8JBJ/NJHYB9n8tOx5PoUN+DYXECEnofIWHrH3FTIWE09eAXOCS0OvI5nMrI/CTFE9F90CyGEEEKI4Uv/RbcQg4kW3kIIIYQQQgghxBCir5oPE5YtW2adnfy36sSpQ3I1IYQQQgghxGCjhfcwobOzU4s+IYQQQgghhDgL0cJbiBOwKA2lHbsrUSgRSeQWI3ycu9irRJCWFIxinopWFIp8RGQ4THyTFILSjvZulKUwOVhXD+rGiIvEajtQeFVHpDkvEgnKRSNRvlJOBCpJIXhute24jy+lofSEidQeDEdBzteLd0Pm7o/t0tOH7bKuAKVSTITS54Z1EYB+L3Mj+3WNQU9AIxHVHCcSu7w6FKEwEolsxdMNn0IK9sXj20ckKt+8noiIavFYfD2xEeYRaZOnGxbgjvJWyDLCUZBW1ozfIvIg59ZD2o+JfiYTmVwx6fctROpT0dQBWYAXtsG+YhTdMIlPY3sXZHGhOJbc89I+PL56PJYnSR9k7fKrLzsLDjcWoUwoNhD77npyrt5E/nNpBsqjWrpw/HqLiKeaSJuUElnbPS+ggOym85LwtaR+yBBJJUbfmJ0M2UtEuNZC5IGlx1AOVkScITlluN35RKpY3YLXNpjUbWIYjgUtRMiYEY7Xt4GMS2x8uCYLZV5xZM5ijpTtx4kAkIjKvpSM/fTv+yshcyM2USaE6yXj/9NbiiFrJfPTRWR+YoIvNkdHEyHcy5txv22kTncSyVcF6fdMysUknNVkDBodh9eouBbvjTLjgyHzIeP/GDKG7+rFGmd4++H8xMZrJnkMCnWuv6ggrMf1B6oGdBzzx6MwM7cCBb1sXArwwiXZ94gscSq5h4oi8sVoMg77e+I+WA0kkPdr7cK6YGM961fbivB+6XYyRiYH4z0Uu9c6k9HC+yQZqq+EV1ejpVCc2fRfdAshhBBCCCHOTbQyOEmG6ivh995776C/pxBCCCGEEEKI048W3sMEb29vLb6HAXrOXgghhBBCCDHYaOE9TFi1atXpPgQhhBBCCCGEOCt4/PHH7fHHH7eioiIzMxs7dqz99Kc/tUWLFpmZWX5+vn33u9+1TZs2mcPhsIsvvth+//vfW2Qk+kYGAy28hTgBa4+ipGRXCUpjNhOR2I+um+D09ywiy/rW0zsh+8bFoyC7dHw0ZG/sr4AsIRDlFPurUXjS2IkCqMc+QnHLyEgUnjQTIdAUcm53z06E7FgTin6YjCqGyMYuJqK7eiKCIf4jKlJ7KnESZL+v+gCymuMoh1mYiuIWz3YU8/S4oLCI0UeO+tHNhZD5eKCUpus4inlGjUDRFhOhNBAp3iMf5kOWGY/1F05qbV5KGGS+o1AGs/KdPMiCvfHc2PWND8L9HiQ1fl4C1mR1G77fhje3Q5Y2bSxkr+xFQVMvEZAVlqIgraEKhXBLy1G6cyXpMwHeOFWPiQ6E7L3dOAaNT8PrEUeuRzgRA766C2Vgr+xzHnMaSf0wqdbM0RGQbSDCyB1EwsPEfjdOjIXsgkQcH1gfqnZHT8vfyNg3JRnfj8nQgn3w+GJIX9u5C6/PnhysqS/PT4dszcYiyMIicGzZvBfnhNpyrMeIBBzT9mxH8VR9Acr5bs7Cb+e1d+MYzkRqDCbaYqJKNlaxeukk4+EkMj89vRPPN/so1uT6bSWQ/fCGTMg8iDStqBGFZpeNROFaUBfeZ7R4YY0z6eML63G83r0b68CTyLs2kz64iNxrpEQFQMZkYEzwOD4Gx6oocn1fIbU7MR6vW9ZYXBBVE8HcIjLmMN7adszp77lkm6+fjyIwJu88UIZ9jR3bVDK2NBFB4UUT8FrEExlhhD+258gwvBZMoBtKxq/HNuG4OSkRx4xLx+G16OzB/sfmyVQi0H3gA9xvAjmPkyEuLs4eeOABS09Pt76+PnvmmWfsiiuusN27d1tSUpItWLDAMjMzbf369WZm9pOf/MQuu+wy27p1q7m6ojjzi6KFtxBDRP9FtxBCCCGEEOLUcNlllzn9/Re/+IU9/vjjtnXrVisrK7OioiLbvXu3BQZ+/B9EzzzzjIWEhNj69ett3rx5g348g7+UF0IIIYQQQgghhgCHw2HNzc1OfxwO/Eblp+np6bHnn3/e2trabObMmeZwOMzFxcW8vP79jQFvb29zdXW1TZs2Dclx6xPv08BQ/SSZ+OJIriaEEEIIIcTwZdWqVbZy5UqnbPny5bZixQrYdv/+/TZz5kzr7Ow0f39/W7NmjWVkZFh4eLj5+fnZD37wA/vlL39pfX199sMf/tB6enqsogIffRgMtPD+DJhpfDB+b3uofpJMCCGEEEIIIc5mli1bZkuXLnXKPv3J9acZNWqU7dmzx5qamuyll16yJUuW2IcffmgZGRn2j3/8w/7rv/7LHnnkEXN1dbUbb7zRJk+ePCTPd5tp4f2ZMNO4fvLr3CMpGEUW4yJQNNKfD/Jq7easeKcsrx4FUD//8kTI4oiYp8mB4o3LM2MgezMPBV9M6hbljbILJkPzdEOZS3hzAWR2vAmibr8xkMV6oYSnzIGDpU9DER5LEJ5voDe+X1Mfvp87kbUxkdq3IudCdu2RHZAdqsX2mxCKdeFRi+KbpiAUtQT0tkM2gwhYSomsJ/sofr3q3XyU9dS24nae7ji5fG1aAmSjRqDI6VgTfnOnkcjQChuwdi8hgpw1ufgfmyN8PSFjIqeMcJQAktK1kiZsv6iRqZDNGRcF2et1+NrmerxuV5N+9P4hPLdE0qYJZLw5WovjRiIRzvxfI16PbUTodTgcX7tgIvatHiLE2d5PPnURaae8KpTGrSVysIwMlLzNJjI4BpOmLZkaT7ZEgklNJYbhtahuwf5y34VYK40dWPPhfjje3HkNCvs6iFhyZyH23VZybQNCsVYqClDWlpKJ/XlkLM4J28n4EBA6HbK0UBxfg4gYkc2dFaRNfSPwtb5EIrm3EuvqPFIvsQE4f7K5l0kp55J67i/fMjN760AVZIUVKNa6bS7Wy+tHUGh2YRLKOmsbsK2eeR3VX3XFRZCNnDEOsrZmfL9aMqZtJ/W3nYwjI2Jwvmslc8KMFJzHthMBY08fjjdFdTi+7tiPNV6y7wAeC5mLcneiRNE3yHnuSE1CidiTHxDhaBKeVx3pQ3VE/PlmBdZybjLWwPRUrO9XiPTy67OTIHtxH35i609EnWlk7PvW+SmQbSrBumjuwj60gdR3Rxdei0BvHCMrSP1sz8d7WjOz/5qR9B8X2v3x9PS0tLQ0MzObMmWK7dixw373u9/ZE088YQsWLLD8/Hyrra01d3d3Cw4OtqioKEtJwTYYDLTwHgRO9qvjg/GpuRj+9F90CyGEEEIIIU4fvb298Dz4iBEf/9rA+vXrrbq62i6//PIh2bcW3oPAyX51XJ+aCyGEEEIIIcTQsWzZMlu0aJElJCRYS0uLPffcc/bBBx/Y22+/bWZmq1evtjFjxlh4eLht2bLFvv3tb9u9995ro0bhz/oOBlp4nwbYs+NieKBn74UQQgghhDjzqa6utptvvtkqKiosKCjIJkyYYG+//bbNnz/fzMwOHz5sy5Yts/r6ektKSrIf/ehHQ7pG08L7NMCeHRdCCCGEEEIIMTg89dRTn/nvDzzwgD3wwAOn6GgGeeE9FD+TpeehxenG3xO7iac7Wpu+Ph0FNlF+zq+tbUeZxAdHUURx5wx8r2h/FNUw2UyID+5jS2kDZKkhKLdyNRRlhDlqIGsPS4OspAkFWtHHUZZS2YYyr5F9KEvp9UfxUmEbtnuLAzM/TxQWMXFLzXGUqDCR2ksjp0J2X9V+yJp7UQjkRkRqQU0ohur1Q4nKgXKU9YT6oxgqIxGlLAtSUfzyJJEEtRO50zoiDlq5GEV53kTM9sZBfO00cnwVREKzjUhUmFzmgkQ8t1Yib3l0K54vE+4sPi8Jsre2lkDmG4gil9AolLqlhKK8rIOcR3jAwMQw1USKxKRcMUQK9OAVKPR6jsh53tmD8qTONuzTne3O2Q4/FO5MJtc7l2x3mEh4mOTs6gnRkAV54bi8bE0OZCW5OH5dfxnW8trNRZDFE+HVf79+ELKCXDyPzvYuyFxccay6bvFoyFjNL5s/ErIVa1G0dfMNWZAxSdxsso9iIvGbSgSPR+s/+7dy/0W4H16j1w+hVGvDYbxGo6MDIWNz7IZirKv0UKwhbzccqxaMjoBsXAT23Xtn437/noP3pv6kJl/YgWOQg/Td0US0+PgmnCdCInG7seOmQXaciBEZgWQM2ktEkB1kvO7qxHuShHiU9jFh1j4iV7t9Ns6VL+7GscqL3ONkXDAFsmgi98u8KhOy2H6SQj8i9suvwb7B5JMRRIwbQIRm6ZEopptD+qSDCAATZ+N5FRDJ5yvvoxDu5kX49elWB86Ju1tRljuVCBl3knuUK8h4fbQO2++fOXjfd8csFJMyIeOZzKAuvIfiZ7L0lWxxptJ/0S2EEEIIIYQ4N9HK4CQZqt/2FkIIIYQQQghxdqKF90nyeX7beyi+gi+GBsnVhBBCCCGEEIONFt6ngKH4Cr4QQgghhBBCiDMDLbyFOAE7y1Eywagl8pHLM5wFZqFECrKXSEaKiPSlhAhKmDAsiQhFmDyjswdfixoPs9eqUOY1wcj7EQlIkwMlMsfIebgR0VsSEdjFBeCQlUNkWbEB2M7rClAwtzAV5UmHarFdmEjt15HjIfttB8qOPCtQxtQTgNe3zx2lLFHBmJXWd0A2J30EZH4eKBNaMTcesl9trYBsTwFKtZg0rbEdt2P83z7cR34FSlmumobH50tEN3lE1JIUjFKk6Ql4fSdFoZzo+j/vhCyOSIJ2bcqDLHFsHGSuLli7u4qx/lpI+zU34PW9fm4KZK9uQfnbX7+BEsA/ku36y4TMzEKCsNa8wrBNq/odH5O8bc5D2diFk2MhY+Kgxg5sk5wqlEiOGoFSu+uJlLJyDPa1NzYVQRYQgm3S0oaCtJFEMFQACRepsX28/j6+etY0rCk38n4XknMrrkXJEnvt3lKc14oOoeSMvTYjCsVQZc04rs8mkr1kIh7MJdLCyibsB0wmGu2Pr73vpb2QXUtqo4YI8B79EIVUl0+MgWzxSBxzb83EeYzNs37t+Hji8UAcl753UTpk7H4ktwLbZcNeHHODSL8vLcb7j8njo3C7SKyrViJ9rKrB7XZBYlZZjWP4D/6SDZk7Gf9vmo9y193kPDyJ/HMzEYe695sr547D858Uj+LK4z04fhUSyRmbh5o6cZzzcMXjre3C7ZhItIDI3+ZMxfl0ZyHKCEP9sA9FkD55jMxN4WS7IC+8/4on96WMIrKPdCLcPJPBqyyEGBT6L7qFEEIIIYQQ5yZaeAshhBBCCCGEEEOIvmo+CDDT+ac5kfVc8rXhg57FF0IIIYQQQgw2WngPAsx0/mlOZD2XfE0IIYQQQgghBp/HHnvMHnroIausrLTMzEz7/e9/b9OmTTvlx6GFtxAnIMAT5R5TYgMhy6tzlkIUN3bCazcVodii5ChmRVNRMDFqBAomntlxDLICIi1xJ4Kc0JEou3jyML52eixKRbyI+Gy8O0pFzA3FbIVu+Nr4ANzOrb4QMvdelIpM8UHRzxuFKH2JDkAJiGd7HWQTQvH9mnuxBphI7V6f0ZA9WvY2ZG3/eBSyoAVXQ9baiSKnm7NQvLS+AM/jWDNKWbBazDJjcB+tRFi3cBSKnLp7US4zPgLrtJ68X05VK2RMtpUZhX0twAufkvIhIp3xAShPKu3GfVQWoZinxg3fb2RWMmQXjAqH7NH1RyFrbRzYt5qiorH+Xt5YBJk/Ee8tWY2SuCTyfqydGaWV5Br1k5/NJuKpJiJIqyOislIiIqouQ+leBOm72SV4zSoacdzM2VUOWTwRY7UQqY+3L45L1UQixkRqYyZGQ3ZkP4qdXEndthLxEpNH5RxGGVpYJErn8nNwv6wNOtvwehzZVwnZ0dQwyPy98XZyAxE55ZF+30XqcS4RjD69CeeEeDIvxodjlluOArIDRGx6ySSs56fWYX9eQ0RlM0i7XJCMmbc7jrlTWnMg8w0YBVkpqdP8GmzT490oPfQh9zKB5DwSiVSR9a3RSSgNY0xLDoXsH+04G/X2ooiuhchEy0jm74X1dwWRxPWQfXj2G+uvGY99t4GMaUx4Oz4a56vHN6JAcQzZLoXULWMdEZ1eRPpLVQveB6VH4fhwgIy5Qb4oSPN2x/ph91XVRDRc04b3AOw+Y38rHss7h/i3hp/+ysDqz8zshRdesKVLl9of//hHmz59uj388MO2cOFCO3z4sEVEYNsNJXrGW4ghgi3YhRBCCCGEEKeG3/zmN3b77bfbrbfeahkZGfbHP/7RfH197c9//vMpPxYtvIUQQgghhBBCnBE4HA5rbm52+uNw4KftXV1dlp2dbfPmzfskc3V1tXnz5tmWLVtO5SGbmb5qfkr4PPI1CddOD3rWXgghhBBCiOHLqlWrbOXKlU7Z8uXLbcWKFU5ZbW2t9fT0WGSk80/8RkZGWm4uPjI41GjhfQr4PPI1CdeEEEIIIYQQwplly5bZ0qVLnTIvL3zmfLihhbcQJ2B+KopB3s1HaYxXP0mO43iPzYp3lqh4uKFoZcR14yH7UjJKI/ZUofiMUdOC35RYkIGSkXZ3lGxcPgqlKh5MzOaOUozjbthOh2rxWCZGEpFaN0p9eoJRItbngk/H7KnBrxZdkoTP1/cR0VuPC8pMPGrz8fiCUKrlWXEQMiZSuzt2IWSPfPRryLry9kB2VeYNkL2Zi9+QySSiloxwlG+1OFC409qF1zKDvN/bh3G/W/JqIXv4ugmQlTfjNSomsh5PIpo6QMRBycEoBHJ1wTpt6MQslfhYGkuLIPMKQmla3i4UNGW/9i5kD6/6BmR/eBP/Z93TB6fg1naU+Pj4Y+02EEnVTCI6y6vCY84jMjlvP5TptBGR2KLZSU5/f3c7SpL8AvHmp7EG+/g1X0qFrDUeZY7tXVi3TLjGpGRhUSiXqylFgU9kAgqvuhzYNy4cgyKeXCJNy9lZBpm7B45LXUQ6F+qH55ZbgcfMBHtMpMb260b6mm8QzglBRLQ1JwXnsSLSn1NC8LUZkXg99pNze30PSvF+ccVYyPyIS6WUSK/KSC1/iYgRD5Px5ruXjoFsXAS21eE6rPEKIpoaG46v7Q5JgyyvDN/vQyKaqiXiOFa7e7YWQ+YfjHPge1YBWWcbkYsRMSyTuhVVY5vm78PrGxKJ8w4TFzYS0RnjjQPYF3bsxXO75RJnid0/yVzHpGxMDpZKBGlh/tifi+vwfu76TBy/84mAcg4Rnfbg4dk+Ig+8aEwkZIvH4v1hQhAZW8ixpIViH2fZm6RN5xAZYRNpUyYWNvt4kT2QhfaIESPMzc3Nqqqc66GqqsqiovDchxo94y3EENF/0S2EEEIIIYQ4NXh6etqUKVPsvffe+yTr7e219957z2bOnHnKj0efeA8D2DPg7LlvIYQQQgghhBADY+nSpbZkyRLLysqyadOm2cMPP2xtbW126623nvJj0cJ7GMCeAf8sGdtnISnbF0PP1QshhBBCCHF2cMMNN1hNTY399Kc/tcrKSps4caK99dZbIFw7FWjhfZYhKZsQQgghhBBCfMzdd99td9999+k+DC28hTgRdR0oe0gh8oiYAGcBUndvnx3vJ+SoaEHRyivZpZBNJnKrHSUNkOVVolQlmgh3DhPB0o0RTZCVu8dDlhKE0iX34n2Qebjjdp5+KKVpIoKvwK4ayFw78Zg7o8dBxuQ6zb14LAG4GaWJiNSCmgoh6wlAwUnbPx6FjInU7pl1H2QPv/kDyI4SWY+/Nw7bR4iopb/sz8xsUyHKcLbm10HmQ9r0AiIimpKMQr0Pi3Af9a0okNpBjmVc7MC8CG7o27EZcfjaMiIaPEAkX5Hp6ZC1EllU2gQUsTSlYB3UteP5+hLh2Iz0EZCtz0YpF3vteCL5yj6M/WgKuW57WvD4ig/ha3uP43aO471Of79z8WjYxpfIvHaWoOiHUU3GyAXkXNkYvJH0jRIioXMn9V1NhGtTJkZDVlaPdREQihCX818AACAASURBVLI/tybsfy312AahMSgY2kGkUGPScDsmmMtMwj65jbzflVNiIXuqAsfc2BiUoXUT0VR3Ty9kTLhW34E1FeSL4/XVk/H48sh4yCRQ1URYV0XqKpvU5Awypr1DhJasj/99awlk3184CrL91djOiUG435wqlFf6khqfMA77R9dxvB7+3tjO+URsl0ruP+qIJK6KzDEJpF4mJaLRcv54HEuZXHMzEXh+RMSFsUkoZWTziV8g1sv7/YR1S2YkwjasBppIDbBzePstFLGOnZYE2V5yP8f6Sw2RlTLRaXMD9r/EMBSVrd2PwjnWdheR+eoYExmSeXc2qQEmRO0mlrhKUntmZhk0Hf5IribEENF/0S2EEEIIIYQ4N9En3sMUJlwbCJKyCSGEEEIIIcTwQgvvYQoTrg2Ek12sS8bmjJ6PF0IIIYQQQgw2Wnif40jGJoQQQgghhBBDixbeQpyAZB+Uq21uQUFYf9xdXay0nwQjiMhNLslEgQ8Thl2UhmKLCiK2YMKdS4icyKVxD2Qj4pMgc3Wg8MOFiNR6AvBnGfpIM/l5oFrCpRrlHr0OPDf3QBSIhPuitKOyrRsyN3885j7D5/ADelHg0+uHYqM+d5S0BC24GrKuPGxnJlL7zuIHIbvx6HWQNXTiuWXFoAiFiVrmpOB5MFmbmytKT5isp8WBfSMzEsU8a8j1nUxkK2wfu4tRgFRJhEqZUSj18Sf9KNzPEzJGSKQ/ZHVE1OUg8sXEYJRteZJjaezAa8lEXUzYk06O70ujsZ9vPIp9pptcNzeyD3cPPJbZKc4SqM0FKMljYr+P9ldCNmEkjmmMwnrsk/vLUQrF8CPX+8g+PBY3NzzmHCKrWzwLxUs1x1B82Vx6GLKIUZmQdRDRXVIKirYqiKgsMQwFc6H+eL4+JMurxFp2Jf2+noicgrxwzHj3IArc7r8ExXueZB+17ViP+Q14zSdFYx/v6MYxI56MD0zk1NqJ+y0mtRZAzpcJ5kYQCeK+SqzTcZF4Hp7tKLkcE4HbvfhBAWQRRKBYRER5jUQsWX8MRWVNKShZ7SXSK3cylxcTSWElkeIlE4FbdTPO+XXVKA790swEyPYdw3mimEhH+/rwPEb2ux5M5sXmprgQ7H9s7kybSKS14Th+lzVhH2fyUza+1pbj9a4tRnHv+5CYXUbGtJEReHxMWsj6VUENtjub66L8sb98QCRx37kgBbIzGS28zzJO9tlwPRM+dPRfdAshhBBCCCHOTbTwPss42WfDP4/ATQghhBBCCCHEwNHC+xzn89rTz1b0vLsQQgghhBBisNHC+xzn89rThRBCCCGEEGI4k5SUZMXFxZDfdddd9rOf/cyWL19u77zzjpWUlFh4eLhdeeWV9rOf/cyCgtCf80XRwluIE5DfTuRTLijaOFqPYoyifkKc8xNQKBVDZGhM7rG/CuUZo4lsprgWRSaPbkAhS/3UcZC9ux63uyQDpWmVrbGQlRbj+b9/aD9kf/oyCoa2Gkp4nt9/DLLwIpQYbT+EEqM7F46EzJUIyB7dXAjZjGQUGx0gIqeoYBT4tHbiPq7KvAGyo0Q2w0Rqf0/LguwP+S9B1oPeOCvyRqFSfBDWWrgfinnWHED5FJPXMJFMFBE5TUvCuvcgr/3li/sg6ySivAtmoVxnzj1/x2NJw+0WEZHME/81A7K/70Lp0M1ZKMn5/hqs8d+8mQsZE1xNiMN6YcKs+Wl4jfLqUWCTFYPCoiAiz7t0XBRkz+/E/pYY5gdZf4ldKREiJRPp0JYjKCq7agKKJZlUq6kdayDIF4s+KRT3ywRL9908GTJWj4FEhhlNhEAzvjsXsr0VuI9JZAz6zXt5kD11wwTImhxoqnw3H8V2tWTuuOX8ZMimk9r7xgzsLz1EIuZDpFqhpF3y6nBOCPXBeuwk4qoQ0vZMpDYqDMfhw+ijMnIa1tuH82ddOwqkLidz4H4iWhxNhGETojB7cTeOLTtIv48hkjh3D5Q0HiFjcxK5N9h4GJ0+V12LY9+mbJRyJaTgGN7cgrXW3ort50L6VjQ5NyaGzYHE7HtzsJ5rieSynHh2mOzOp5/4ciMZq7LIfUFlI45940kNbCbCsK4erGU2PtST9tySi9dxxdcmQbb2YAxkrI1ZH59CzmNHWRNk0UQoeD6RuLJ2LyNzx+xUfG0zkYGeLDt27LCenn+PoTk5OTZ//ny77rrrrLy83MrLy+1Xv/qVZWRkWHFxsd15551WXl5uL72E91tfFC28hRgi+i+6hRBCCCGEEKeO8HDn/7x+4IEHLDU11ebMmWMuLi728ssvf/Jvqamp9otf/MK+9rWv2fHjx83dfXCXylp4CyGEEEIIIYQ4I3A4HOZwOH+rwcvLy7y88FP4T9PV1WXPPvusLV261FzIz6GZmTU1NVlgYOCgL7rNtPA+7Sxbtsw6O/HrFuL0ILmaEEIIIYQQw5dVq1bZypUrnbLly5fbihUrPvN1r776qjU2Ntott9xC/722ttZ+9rOf2R133DFIR+qMFt6nmc7OTi32hBBCCCGEEGIALFu2zJYuXeqUnejTbjOzp556yhYtWmQxMfgMfHNzsy1evNgyMjJOuID/vGjhLcQJeO1QFWSXj0HZSn/xS2akh20vc5aeFDfhtxuKiEwoKxYlG6mhKDpKCfGB7KXOCsjq21AycqwJn0G/YjxKl7YUo9AsKy4YMibIiSYCskAvlMMwmKjmhkyUMaVEYLv8cz+2QWMnCpp8iKimlDybH0rEWKVEpndzVhxkbxIRij8RXjWQ42MitbtSr4XssQNPQ5YQNBGyjm6UqKT5objkBiK9YjIcX9J+3UTUMj4CRT+9htudNxmlfUz8Mp6IoeoX4vmOJf1oDhG/MBJHoOwoLRQn9WlEBnOEiBAbiSSnoxuFWbkV+NpxRNB0jNRpQwfW0CXpI3C/pK9OSkR5kr8X1ulze8qd/l5MRIEdXXhex7twn88RoVsFERYxkZqvJ9Zef0mSmVlhKUp9bpuZBNnuchQHvbEPx5ELx0RA5kf6wexElDEx0d0lZEx7rxBlWalEWHe4EmvlWvJ+W4l86wi5bq7ka5fVZO54rV8NmJmVlWE7d5E6O0oETRNJn2RSPCb7CyBtythRiCK66GCcP68gY19uLR7L2hwyxxAJINtvO+mnFaQ/f2tuKmT3XjoGsveJDKy0Hq/vqMk4P+VW4HW77ktpkO0i9wHJZI5OCcdrVFCD7ZdD6oBdyxoisQt1J7ItIu3LcKA8NW5kCr62H5PJeYX74j2AOzoGreM4sfgRWN9o7cLzGkuEmS1ENvYBEbgF++C4ycbSnaRGt4b7Q7aNbBdM3o/VAJtLXtxaAlkcmXdfIv3KzOz1O2YOaKH9aYqLi23dunX2yiuvwL+1tLTYxRdfbAEBAbZmzRrz8CDW2kGAlI0QYjDov+gWQgghhBBCnHpWr15tERERtnjxYqe8ubnZFixYYJ6envbaa6+Ztzd+0DBYnJOfeA+n56qrq/HTMCGEEEIIIYQQX5ze3l5bvXq1LVmyxEma9q9Fd3t7uz377LPW3Nxszc0ffxMkPDzc3NwG9i3NgXJOLryH03PV995775C993D6D4YzheFSF0IIIYQQQogvzrp166ykpMRuu+02p3zXrl22bds2MzNLS3N+zKKwsNCSkpIG9TjOyYX3ucJw+g8GIYQQQgghhDjVLFiwwPr68Bn8uXPn0nyo0MJbiBMwl4hf/D1Rj9DTr+OelxhiR/sJbNqJTMnVFYU2nm74/kdqUTKSFopyGCZ4aelEGUchEZ54EVtI6ggUZdS1oyjKm7z2GNmHrwdux9qltAFlM/5EYtREzregGJ+vP04kXUxwkn0UZUIZRDw1h0ir1hfUQZZJRC1HiDgoKwZFYD3E7cFEat8cewtkX83Phiw6ANuv0w1rqK8P6+WF7SjCqixBQc7/3jUTsl1E4MNEU0yuwyRLm/JQJsRgkq/91SikYjKdMCLTqW7DdmkkoqRrJqEkbmM+1kZNM9baoaO4XTMRek0i9TIyDK9lcSPug8HaKo3IrNL7ZUzWE+mPwpuJaTiORgTiduVEWrhneylkcen4fj9fNBoyxus5lZC5kXG4gcgwowPw2T8myXtpLwrIvnVeEr6WtPsI0qY5pG4vHYuSzxYHvl9MIB4zG3NnxWNNFTbgmJF3EPtfUxU+NveNi0dBxsRLFySTa/lWLmTsGk0jY/PftqO0iYkWWf0xOaS/J45L6ZEojKxuwb5WUI3zNhMNjk7BMYjJEg+T97trdhJkbC7Kq8TXbsomfWtmImRsrmRiNrZdI7lfuHFqPGRPfpAP2fkT0TxtvVi7Pb1Yp63hWH+lpdiPMqOca7KKCAWbSb9ifSiUCM2uI9LV7BK8R2klY8ELO3DevZpISB9+cT9kQURU5k7uv75yXjJkTQ6sPSYcZfJTJoIsIvLAa6ZjDfxzL0oL77zgxEK8MwktvE8z3t7eQ/Z1cz0/fnrpv+gWQgghhBBCnJto4X2aWbVq1ZC991A+Py6EEEIIIYQQYmBo4X0WM5Sfpp+t6Jl4IYQQQgghxGBzViy8T9befa58BXsoP00XQgghhBBCCDEwzoqF98nau/UpsDgZaom8K4DIVqpanQUiAV7uNj3W3ykjHgpzQ18Mlch8JxKFQO0BKB65f34qZIVNKDd5Mxf/AyrEG8Ug+4lAJY0I1zqJVOXvt2ZB5tGAspDF6SgfyQj3h8yTNNZNk7ANvkKELHnkmftRRBbybn49ZAtSQyHzI5KSY81YKxnhKDZiEru9lSh9KfJGwVdC0ETImEjtb6lTIPtZ00HIfFtQAvW7zSg0YyKi9Kl43T4oRKlPCBHObC9qgOzbRD4VQESGPqTt91bh9fUlMr70UDyP14/gNS+ux/dj55FbioK560j9NRHBEBMR/eja8ZCxPrj8f3dA9uPbsL/NIMIsxuS4YMjiyDX/f08577e1kQjIUlB4VUb6VVQi7rOcbHf9ZWMg23SwCrLvv4713U6ERTfNQHnUZiK/qyLywBd24vhVQI55BhmXfv5uHmT+XjiXMCHjrHhsq9v/tgsyNyLmnJaK8jI2x+TXYr8vIILMC2dj+x04hnWWT0RgpQ3Yr559A0Vq7qTvfmV6AmQPvXkIssunobSpgtTp7EQc15kEagwRwnm44mvjg3Csf5rIsS4mskQHGQvSw3B+YpLGG3+9EbKKg3shc/NC+WLixHGQbcirhayUjIflRSgIO0r6Qnsrjn3ffXc3ZOHJWFf/2FUI2RXjLoUsuxzHgylEQBlDxrSv/dX5WNiYtmReGmTxQdieTILYX7xrxqVkEX443y8cHwXZh0dQbnjbFThGhvvhubZ2oSDUg9xX7TmGc44P6ZPbDuF9JJvX9h7DWqknclEmXHuejLlmZpdnYNucCeAILYQYFPovuoUQQgghhBDnJlp4CyGEEEIIIYQQQ8hZ8VXz4cTJPm8uhheSqwkhhBBCCCEGGy28B5mTfd5cCCGEEEIIIcTgk5SUZMXFxZDfdddd9thjj1lnZ6fdd9999vzzz5vD4bCFCxfaH/7wB4uMjBz0Y9HCW4gTsLkAZSbP1aFwxqefcO3v2WaT+smDLiAylwfWHYFsUiLKic5PQnmG1aAIxs0FRRmv7K+ArLoFxRbVRHbx4c5SyBbMQMkN4yNflFH5eqA4yLUZhSTt3ShF8nJHyc2bh1E00tqJAhFGbCDKcGpbsQ2e3IZyjxVzUQLCFCAtDjyPTYUooJmTggKk+CCUo3R0o5QlOgClJ0yk9pOgDMge+ejXZB8pkI2NHZik65KRKA5yx8OzbiKX+dN2bEEfT3zxeCKf+vNHRZCNI8f8bSKGenkX1ng5kUq9uaUEsi4H1tp6Iic6dBizOCIX21OGQq8g0o/ciKBvKjnfyhYUG7G6eo2MEYlE7uTe73q4EEkXE6ktuRzHr7W7yiALCEVh0T83FkGWQARuUUR2VEzG6ofW5EAWRM61j9RoYhiOQeWVKBGrbsZvvn3zAuxXX/7eXyH79hO3Q7abyBdvPj8Zsl3FKDFiIrrzMvCGko3/xUS41tmGEslAUlNfmRwL2VtEDMXmuw1kXN9Kxs0lc7BN95ehGGpu+gjIgn3wFviNDSibbO3CMe0r47H9Air3Q7b0grGQjWjFcaQzJAkyn7qjkIURAVcwkb85knGs73bgWOBNxpbWTry+iUSoGkxey8ZN/2CcZ7s6cB8eXjjWu/ugKyfIG6/bxenhkDE+LMIaum12ktPf9xBh5riIAMgywnG8iSTXJ8wXj/fyUXi8kZ54r8DkvtdNRqmpF5EqppKx9K2jOA+lh+K17e7BsW876X8PXJ8J2cQoHEt//DbW3oKxKEdjAtP7F42G7GTZsWOH9fT8u31zcnJs/vz5dt1115nZx9LtN9980/7xj39YUFCQ3X333Xb11Vfb5s2bv/C++6OFtxBDRP9FtxBCCCGEEOLUER7u/B8dDzzwgKWmptqcOXOsqanJnnrqKXvuuefsoosuMjOz1atX25gxY2zr1q02Y8aMQT2Wc3Lh7e3tPWQ/KXau/Ea4EEIIIYQQQpxqHA6HORzO39Lx8vIyLy/89s2n6erqsmeffdaWLl1qLi4ulp2dbd3d3TZv3rxPthk9erQlJCTYli1btPAeDFatWjVk7z2UvxEucdvQo+fzhRBCCCGEGL6sWrXKVq5c6ZQtX77cVqxY8Zmve/XVV62xsdFuueUWMzOrrKw0T09PCw52/pZqZGSkVVZWDuYhm9k5uvA+U5G4TQghhBBCCHEus2zZMlu6dKlTdqJPu83MnnrqKVu0aJHFxMQM1aF9Jlp4C3ECZiajEI0Je3w8nMUgueUtllvhLHmZGYcSGSatSgxBOUV6KApKUGtk1tLVC1kqka98sBdlSr7+KAZx90Dhyd5jKPDpOj6w/WZGoaSkqZMIyEpQ5HFJMopWkklb/WlTIWRMDtNABC+eRFrV3oXH96ut2H6ZMXgtW7tQvrU1H4V9/kQYE+6HApY0P3y/TjeUqPi2oCSIidTumXUfZNce2gbZEVLzkf44yaUFYlXmt6CoJSMcr+X8VBTMOY7ja5l4LzMenQo3ZOLEGuCO75ceiTU5nRwLE/i8lYcSqBoiqbp4Fkrdeoi8K5nIu3aT/pY4CmVRLxFB2jXjoiEra0bRDTuWBeR81x9wFnU1E7ladzvW6Kub0Sjb0YrHUXE4F7KASGy7vAPYd6NnYz8oPIrjyEIi2AsPxFp+Kg/7aTaREwUSedRkIgw71oTfWEueNB6yDjKWxrHj24rSNCbEmzoSr+MOIkqKIPtoqEJxXDu5bt5+KEUqIefLpGlsbHYjdcWkX+8ScVwKGVsO1+B5lDShnHQ+kc6F+eK8uJbU1cw4FJotf/MwZDdOQTnWSC/sMwm9WAexIVjj7p44Z3kTyZejDdvAlbQzGw/Z/BTkg2NuZTRe8zc/wr7vSSRadRUoEGwsQmHdqLBLIStsxJoc2Ye1kToehV4vH3GWqbGxIJzUd0gNCkzjw1Ai2Ujub9q68dqO8MH91rTheMPmPwaT0AV4YlbQ0A6ZN7kP8vfC1759GB+vDfVBqWIHOeb/fQv7xuhUvN/+61bs92Zmr98xc0AL7U9TXFxs69ats1deeeWTLCoqyrq6uqyxsdHpU++qqiqLisJ6+aJo4T3I6Plx8S/6L7qFEEIIIYQQp57Vq1dbRESELV68+JNsypQp5uHhYe+9955dc801ZmZ2+PBhKykpsZkzZw76MWjhPcicqc+PCyGEEEIIIcTZRm9vr61evdqWLFli7u7/Xv4GBQXZ17/+dVu6dKmFhoZaYGCgfetb37KZM2cOuljNTAvvM4qh/DRdfIyeoRdCCCGEEOLsYd26dVZSUmK33XYb/Ntvf/tbc3V1tWuuucYcDoctXLjQ/vCHPwzJcWjhfQYxlJ+mCyGEEEIIIcTZxoIFC6yvD10mZh9/sPnYY4/ZY489NuTHoYW3ECcgmchMFo5F4UJUP9HUZeOi7Kcv7HXKPixCWQ8TckUTadXhOhTB+BLx2YdFRCaUhiKmpyAx+/a8dMjKmlGW0tWDYpCEICI2ItKOdiIVySfbsffbWI7HwqQdDE83lIU88mE+ZF+blgDZugMoadlTgMKP1k4U5GREB0Lm44nXjcmE1hzAn7K4YQLKsvr6cL+/24wytI7uFMiYSO3/xkyH7JHGnZAdbkfhTI0DzyPcF8831R8nwJtfOgTZVZNQ1PLE+3jd/udqlFTVteM1ImVg84l8KoTIf1J9sZ0vSkEJGxPTJAWQvnoMrxF7bXs3yo5+uSAVskufyobsnV0o2ZuVEQEZqz/WL3977QSnv//0n3jNmKgt2BfbM46IETeS8bazHcVJYZEo0JqWhEKz6CAUn3UQWeLcZLyO74/BuriRjA9e5JqNIOc7JRqP+YpRsyH7+osolGJtde1ElAc2ObBGjzXi3NFBaoq1VRaRix4oQ39Jf7momVlFC0oG75qDdRvqg7ei+fV4zL/7vwOQ+RERViiZP9duLoIsmMg/b5iJ4r1ntqIcjI31v67D/tLRgrWbQwRzPUSod9VcHK9vmYJzeToRMnqQ/pxbi+PNFiL6zCAC1HFEuPb33WWQJRFR3o+umwAZE9tFB2D9NXdOheytow24Han7bBccS2qOoitpTpJz3x81AvvpugJsp01uOD641uN2pQ14ruPJfcHtT+2A7JuXjIaspg37VSARn20rRSmnH+mnXu6YMTHbgbImyFIisK1e3IdzTjGpvV5S8zuz8bVRiSjxO5MhtyBCiMGg/6JbCCGEEEIIcW6ihbcQQgghhBBCCDGE6Kvmg8iyZcussxO/CivOHCRXE0IIIYQQQgw2WngPIp2dnVq4CSGEEEIIIYRwQgtvIU7AmhwUXDE5VkuXs9zjpvlptrvYWW6RW9ECr9tdjKKQJdNR8DI7HuUmTDJSXIuClyMhmN118SjIYoncpJ3Iyw5V4nkwMcqMeJRivH4IRWXJoSgOWpiKsqMDNXgeTOoTQMQgTO6UGY+islFEDrNy8RjI3jiI57FwFEqr3j6MMpcLRqGUpYuIRvYdQzkKEyC9sP0YZBFEOjQ2FkV+R+pQesJEavcEZ0H26+e+AVnnpUshC6naB1mfO54HY9NRlNWMJXVVSARSbugXonK1IvJaJhbLIwIbJgHcW4kSmsSxeM3z6rHtR/h6kn1gW+2pxmMeTYQ9B0gNjY7GseRvH6FAiknScsqdxVpMLFZUguc/dSZKydbuKIXsCrJdfSsKqqKCsU3WkrGaidTY+PBsNh5LIhkLdpP2TByB45eD9Oc8It/KInLNeRmRkLm6YDG/dQjHllJSt2NIXbiR99tLzo1J3X40Lw2yMCJIO1rPJFA4Xr9MJJLRgXh9I0jdNjfhPuKIoG9EDLZBNKmhOUkok3t9DwqfWF/LIXOlO5mffP2xjycRSRWTWT1F+mQd6R/TiRTvFVLjcWTufWpjIWTTyHycQ45vF7mfeeRaFF8+vxPnrB8vxHuSruN4vn8hry0m81gTaRd/ch8wNsK5rpjgkgkFGRVkLpmdjkI8to9b56Pc1p/ca+4vw2/W3nBeEmTZ5H6TvV+QF7YJmye/cX4yZOyeMYD08dc2YE2FEkFmL6nvhupWPJgzmGG/8B7Ib1dXV+PkI8Tppv+iWwghhBBCCHFuMuwX3gP57eoTLcyFEEIIIYQQQojTxbBfeIvTx7koi9Mz+kIIIYQQQojBRgtv8R+RLE4IIYQQQghxprJhwwZ76KGHLDs72yoqKmzNmjV25ZVX0m3vvPNOe+KJJ+y3v/2tfec734F/dzgcNn36dNu7d6/t3r3bJk6ceFLHctYvvE/lp7Z61vzshAlO0iNR8uLfT7yUlRRi2wrqnTImNdpwuAayjQUolDo/ZmAyqpQIFAIdrkE5RU0zSmlCfFCy0dDRDVleFUo7mBxsQlbcgLaraUcJyqFalJT4ElFNK5EnTUoMgYyJysKJgOxYE44XTITS2I7t0t2L57YlrxayKUR80+I4DpmbKwqQWBtUEplV+lRse0akP7bB4XasAyZSu+8r/wvZikZ89Ke3Ceu5Z/QFkI2OLoNsLJEYVbTgNWrtwvYbTeRYLQ6sl+4evG7dRPJi2FTm7YG1kUvkg01peM2ZNGx8BI4RtaR/RAfgwXSR87iS1EFdG77fRWNR6MUkktvyna9lSTmeqycRbeVWoJzIm4iO2PiQQORlZfU4Powk4/JW0v+umBQL2QhyLB7EMPS37SWQsWO+mAjSSoj4zNN9YH2cSSQ/2lcB2ZIFKGhiddbUgVmAN7YBu25Fjdj/unqwHg+yeacN5523iLxsDBEoRgejNI1JM9mc3UHaIJzso6Mbr6WDzDFMzFbaQPokmVPDiFwtMQxrfEdhPWSh5LUMVmuTybwYRNoviBxzBhmH2fwZ7oeZP6ndWCLt20TEbB5kDmRCR9b3o0bhNQoj8srcWuc6nRWP7TQhDiWIEX74XjtL8D4jlogCmdCT0dtH5iFCO6nbUWTcPEZkhG/moih2TgrK9I4QyVkIGTOYNHSgIjVPIjCtI/PpydLW1maZmZl222232dVXX/0ft1uzZo1t3brVYmJi/uM23//+9y0mJsb27t37uY7lrF94n8pPbT/Ps+bD+evc+o+EL0b/RbcQQgghhBDi1LFo0SJbtGjRZ25TVlZm3/rWt+ztt9+2xYsX023Wrl1r77zzjr388su2du3az3UsZ/3Ce7gznL/OLWmdEEIIIYQQYjjhcDjM4XD+BN/Ly8u8vMhX005Ab2+v3XTTTfa9733Pxo4dS7epqqqy22+/3V599VXz9cVvEwwULbzFf2QgP+V2tjFc/xNECCGEEEII8fGvXq1cudIpW758ua1YseKk3+vBBx80d3d3u+eee+i/9/X12S233GJ33nmnZWVlWVFR0ec44o/Rwlv8RwbyU25CCCGEEEIIcapYtmyZWENokgAAIABJREFULV261Cn7PJ92Z2dn2+9+9zvbtWuXubigU8DM7Pe//721tLTYsmXLPtexfhotvIU4AQ9cOgayQiKXye4ndBkbG2j/3O0sjbl1egK87kAZyms8iTxkzVHc7hgRdDAhUiIRmTDZ2BMbCyBjQhbGXvJ+bxMBDTu3UB+UlHxUgqKVy0ZFQOZL5FbPvHYIsm9ePx6yeUQg0tiJkq43DqJ8hDGeiO0evm4CZB8W4fP/mZEor4kiIh0m/frfu2ZC9kEhCs0uGYntlxaIE02NA7POS5dCxkRqK4Lxa1qP7nkSMpcOFCBNIbKjPUSUFElkNcV1KBNKIjKmMiJm++vGQsjciRDoKiIqy6tFkcwbH+L7FRDRFIP13+JaPLfuNKxdJm98cWMRZJPSR0CWTSSPXUSseM+Vztd3RwC7Ftgmnu54Xv5M7ESyJ9YchMyd9Ptf35oF2fZ87AfvHKiE7PJMlOkcKMcxKCoIa6qH9MmyZqyzJiJkvGP1Tsi+f3kGZAeJ0LKdiJI8XLFd3iXysiRSKxVkPmlrQSnZh6RN/b3xdrK/cNTMbEIUjnOzrsaxOcATX/vD1w9ANo9IAaNJTbpNgsj2leOcmk+kZPFE0riLiMBmk37F5Knh5PhuJPV3/YRoyJauyYGMjRlMlJdPxtKYcDw3Jg5lEruxUUQWexRrg4kLmQBvwy6Ua6Ym4/0Huyerbcd5Oz0UF2FlLbhdSz8xp4cbzn+tRH7KRG1z07AGPiLzPRszJsSiwI3VaA5pu17D96skfTeI9ElWZ109+H4TyfHNicf6MResi3XkHopJiplQltWK2ef/Wnl/Nm7caNXV1ZaQ8O/7856eHrvvvvvs4YcftqKiIlu/fr1t2bIF9peVlWVf/epX7Zlnnhnw/rTwHkQ+z1ezJTA7e+m/6BZCCCGEEEIMD2666SabN2+eU7Zw4UK76aab7NZbbzUzs0ceecR+/vOff/Lv5eXltnDhQnvhhRds+vTpJ7U/LbwHkc/z1exz7RlqIYQQQgghhDgVtLa22tGjRz/5e2Fhoe3Zs8dCQ0MtISHBwsKcv0Hm4eFhUVFRNmrUKDMzp0/Dzcz8/T/+ebTU1FSLixvYT7f+Cy28z0CG80+QnelIriaEEEIIIcTZwc6dO+3CCy/85O//ejZ8yZIl9vTTT5/SY9HC+wxkOP8EmRBCCCGEEEIMB+bOnWt9ffjc+n/iRNbypKSkk3q/T6OFtxAn4OlsFH4khqGsbHc/2Up0qA/II0qa8JsKTHhy87R4yMaMwH1mEwHNu7noDShwRdlRQSlKO9ITUG6VR6Q+JRUoivrSRBR0+BFBFRMMNTkwC/dDaUZlK8pCmHwkbUw4ZCVEUOU7CrcrbMBjmUYEc/+3rwKyeiJmK29GAVI9OY811fh+05Jwv+MjUEiyqwLbIMQHhTbEb2X5LTh5hPvihiFV+yDrbUKRDhOp3T3xDsgefvsnkB31mQsZE7rUtmP7McEQE00xucxN5ydD9vT7KBqsJFLF9q4eyMKi/SGbQMRx/9xRCllWcihkTOzTS+Q8+47hWPLNhSMhiyVyumgiQly3HyVkWwudRUGvr0E5WHgSiqLCiASLiXRY3+hswyw0Ett4OxE8VpNxbtxMlFw2dmK/Z8SFDkyulk7miF5yo1ZN+ngGkTQWEulXymgUOT23CcV++TtzIXOdhoIqF3I9PLywXy0k42YtGdffI2KxFCL6ZPLKCjJXNpLseSIynEKOL4DI38bHoOitug3H69wClGMtvxaFcFuJcK3oKL7Wl4xVz2TjWMDGlmgijKxrxWM+SsaCbjKOMFkgk14lh2FNvn+kFrIwIgTNIAK3RCKsu3V2EmTdRPK1oRj7eXwQjl+VbdjOO8uxXa7s14+2luI9TxQR4uWSe6ObJuHYV9aCNV/dgtdsbDiOaaNJO80g9yPxAdjuST69kLUabsdEakfqULToSozf7o1Ytz1B2AbHqvCeceHYKMg25GFNjSX3AGcyeFcihBgU2OQlhBBCCCGEOPfQJ96nGZnQhRBCCCGEEOLsRgvv08ypNqFLzPbZ6Nl5IYQQQgghxGCjhfc5hsRsQgghhBBCCHFq0cJbiBMwKwllR75EGhY0KRayv24rOeF7/fjysZCN8EUBRjcR+CQwoUgTSjFGR6NExtUNRRkMJntiQpYdhSiRiQnGNiltwOOrI0Klpg6U9Vw2HmUc8SF4LG8TaRUT2qx8Jw+yS4gEqoLIa/KJ0CyHCESKG/F8WVtNJsIUDyI76jWsgyAiDtpehKIfVkMZROiS6o/b9bljrfWMvgAylw6U1zCR2ncW/gyyzr9NgiyO1FoEEe85jqNIponIhFqJsGguqfEw0gf3k2t+BRHEZB9FQUw6aee4KMzmJodB1kGOuYVkTPq4pxSvR2AaiveYSG02kVT1lwKNSESpIuOCkSgCe/xNlH4xedTxbjzXLnJtt+aj7C+QyNC6erBWAoh07wiRJ40kUrcqIkqqJkI4Nm9MSkTpXkc3Ht/UWCLn24tCxlmjIyA7Tt5v+ki8to1kzGU19T5pZ093VAZFBGI/jSGZPxm/Giuw/Y4dxsfspsxKgowJvmJIXbWTumLj4XQyJzxBJHbjiAQqNBLlWEyaxrJgX+ynLJsQj/tlksJGIsBLISK/13eXQ8bGuW1kHgsix9fahfV3gAjrfEj/yCTnlkSuZSypq4YOIpPzx+06+s0d+ypxnGdjcCuRqTLPtRuRks1MwPl+fzWON7FE6pZPRIvjyXVscOB+Pd3wmJlcjclZ2Zxz0LAufPHwzJOMrwW1KP31J9vlknn3TEYL7zOQz/Nc+L/Q8+Gnjv6LbiGEEEIIIcS5yVmx8P6shejZuND8PM+F/4sv8ny4EEIIIYQQQoiT56xYeH/WQlQLTWe+yKfl5wJ6/l0IIYQQQggx2JwVC28xcL7Ip+VCCCGEEEIIcSawatUqe+WVVyw3N9d8fHxs1qxZ9uCDD9qoUaPMzKyoqMiSk5Ppa1988UW77rrrBvV4XPr6+pgL4HNx7733DrtPDIfjMYkzi+xjjZA1dKKkxNfDWS4TRiQjTL7lSsQbz2wthiwxDOUZc9NRWDQzHkVqeXX4E3J/3XlsQO8X6I3n8YcP8yFzIyKwGakoisqKQ0nQ6zkodvr/2Hvz8Kyqs337hpA5IfMcMpFAIECYZxEUUURFpcWpCtpW+2qrQj9bU6WgLc3bYpVqLVpr1daidQJncUAFZEwgQICQBEhCQuZ5fDLA94e/8ja5LhQkYMDrPA6PQ272s4e17nWvvXj2Pp8OUpoWTomDWAmRyGwvRqHU9Di8Nl83lLmsysLXU7YQmRCTzgURIVcVyZWiKhSuMT7cjJ6AySNRWOdN5EQ/HtsPYs9sxT6fPzoSYg+8u++kzo9J+0b1w/7NrUSJyq7D2EduN10LsT/VZUCs1QkFOUxg06cFx+7Oevzsm3sw/8YTEWJ2BY7fpGBviDGx1uvbUfjH5DxhvijTYfJBJpCK9EMR1sFyPGcfkqeTyFgtI1LBrhKtnBLc/zgyNnYXYX8zeRmTqyVFYJ79e0MexJbNTYZYUR3WvlfSsS+CiMSItfFnpFYxURmTsD23FutmYgxKlnJJW3l64rkUkzG0bP5oiL24Dcf97n1Y526/YhDE/vbBfohFEeFVH1L/t28rglhEPJGVEpFTXS3m3hVjsVYxiVj/YGx7byLXvJC0/cI390CMyUSbiZjt0kEotltD2pnlcywZuz5ENLWXjOciIiw9WZHacFLDY0gN+ozIOpmIzrk3SvZ2lqIcayQ57o/+ugViP5w5EGITyBzj745txeSkXUVqZmbPbOk8PupJXf7FNLz38HLGaz1QjXnrSXJvPxGLsXlj7b5SiF1ApJevbsR7xvsux/GcEIC53ODANskkojdXIlA8TOSxbF4bFo79zeSnWcV4XH9Sh83M7p+WQONdueyyy+z666+3MWPGWHt7u/3qV7+yzMxM27t3r3l6elpHR4eVl5d3+sxf//pXW7ZsmRUXF5uXF+b56aBvvIUQQgghhBBCnFd88MEHnf78/PPPW3BwsKWnp9uUKVPMycnJQkM729lXrVplc+fO7fZFt5kW3kIIIYQQQgghzhEcDoc5HJ2fMHB1dTVXV3yq7b+prf3ySSF/f3z6xswsPT3dMjIy7Mknn+yeE+2CFt49jJSUFGtpwUfjxNlBryUIIYQQQgjRc0lNTbWHHnqoU2zx4sW2ZMmSE37m6NGjdu+999qkSZNsyJAhdJtnn33WBg0aZBMnTuzO0z2OFt49jJaWFi3+hBBCCCGEEIKQkpJiCxcu7BT7um+777rrLsvMzLQNGzbQv29ubraVK1faokWLuu08u6KFtxBfA5NMBBA5UVMX2Uq9A+Ur+UREUV6HMo5546Mhdlk8imBqWvAY5U0orPAl4pF9+ShLSQxDUVRGIQp8WomgpKt0yczsx6NRBLY2D4VXTA6WHIkCHyZGGRqMshAm7XBxQtFKFZGABJK+HUfEUx7OKExJDkWByB4iw2HsyMd2aWlEQU7HUZTO5RN5mbcL9oc7kbw42nF/14zAftuQi4K5JCLIySBiqOER2JeRRFg0m4jU7uk7HGKP16RBrMZwf74d2L/h3pjjTAzoaMex5emCeTqxH+5vSxH2+ZyRKIbaeBDbdDoR5zz+YTbEWB5kHaiC2LghoRAbSsZWciheR5AHPop3yz+3Q6wrhdVNEAvwwhuiZCJJeodI0wKIWKy9DWvBz1/C/OlDBEhMhnbtsDCIfZJbcVLHrSRSpA6irZ2WjMfwIRJO1rc/mRQDsZRVmRDbVYIiK3/Sfn0DUOb18iYUNDGYSI2JFjc1opitshjPpaUv5kYzkaa9m4ZSvPJCIu4aFQ4xJs+bHI35x8SDLJ/zDp3c/Mn6ksUayJzF5IZzk1Dg9vDHKO2rasTPTvTC8ewgc2p1M9a+0eEnJ9QjISsk8jcWu2x8FMSqyNj6G5GOMqHjZUTkxyR7XWVqbD7YTPKsvQPbLq0A5/HoQBxr3kSc13YU98fGlZsT1rS7ZwyA2PAQlOkxoexbRTgPZZXgfS8TdTLYGMok9wXBfXFMMvHgmt0otDT7Uq72dQvt/+anP/2pvfPOO7Zu3TqLjMT52Mzstddes6amJrvllltOer+nihbeQgghhBBCCCHOK44dO2Y/+9nPbNWqVfbZZ5+d8KfDzL58zPyqq66yoCD8x9nuQgvvbqK73s0uK8OfnhBCCCGEEEIIcfLcddddtnLlSnvzzTfN29vbSkq+/Abdx8fH3N3/70m53NxcW7dunb333ntn9Hy08O4muuvd7AULFpzUdpKwnRn0fr0QQgghhBDnPitWrDAzs6lTp3aKP/fcczZ//vzjf/773/9ukZGRNmPGjDN6Plp4n6NIwiaEEEIIIYQQnGPHiHCD8Lvf/c5+97vfneGz0cK7x+Hm5nZS33rrkfSzRyiRAjH5xus7j3T68wVEyJVVjMIKtq82Il/ZX4lPOOwtQ9lFQgAKNd7fj/nSh8jB0g6hnCkhBIUx7W0oX2kkkrgKImmpJUIzfy+UcRwmIjpXIhVZl4/tcvMwFEptO4Jt1c8H+7arJM/MbEo0SlpymNDMFc8v1helX8TzZiU+KBqZMhFlM0yMtSGnHGLuRCo1lIha2PU+/SnKepKICKu4Hts+hAhTKppQkBPsiW3f6oQxJlK723c0xKZmfAGxa2JRahNAZj0mjYkP8oLYfiKced8d5VhZpbjduv3YRwEk7yNI+00lgrS1u4oh1kYETZcNDoFYXQtK+5gMspQIrtg474o3EYbtJ/LAwiqUVjFiiAjsinH9ILadCCMLDqPU52IiV3szEwU+rC7dMq0/xFhetBA5H5NSFlZhnUsIwdxjfPHC83jcppsgxvKitgLbPoLIqFyIBIoJn8rqMS+ik1BgVFOOx3Un7exKhKAXEwFeYTRKR3dloxTvgunY5+x+nAnSYv1wDG0i9WFAIMYuIHNHVgXOHQPJZ6vJOM2pwpq7nUgAjxK73yutmJN/ugZ/UqmObPdBNtavSxOwTdm8OC4K++jRT3IgFkwke4wZg7EeDib94d6Hyd8w1rUOMwlpYiDeVxXUYl8w4VwzaU9/d8z5ocFY50rJPMnuH2J88bNM8OhemQuxKdH4zrM7uT9kIshkUgs2kzrMahprl0QyDhoSAiF2LqOFdw8jNTX1pLY72UfShRBCCCGEEEJ8u+BXIkIIIYQQQgghhOg29I33OcrJPpIuTg29Ny+EEEIIIYTobs77hffZWqCe7XeuT/aRdCGEEEIIIYQQ3y69jp2s7u0kWLBgwXf2G8Pv8rWf7+SUoThnB5HpOHeRangweVkhCoYSiBRkUBCKPAqJyCPOH8Vdaw+iIC05FIUxHej5scFBuL+KZhTz9CXyET8iFttQiNKqaCIRI74Ti+qFUqRe7SjwOeaG1/ZGPkppmHzlAJE7hXmjzOQoKZOuTtgGUT4oTCmoRUFVqBdKSpqJeOnCu1+C2ORLh0OMsWBaPMT+96NsiCUTadoVg1AmdIjI7hpaMTfyK4k8ieSLD5GSzUtGaU4DEbCszcNx9NnwSRB7vHorxMqOooTm8S/yIZYUjtKYFtZHMSgOivXA7XIbcHy4EEvOWiI43EpiXkR61UGkjL5EiJNPBEj1RHoYQMSSrV2kYf5E/hNJ6hKTSDLhXDmRfl06KgJi724qgNhVk6IhxsROTAD12tbDEKsluRxAJEFNjTjGvUkdqSLXNi4Jx9prr2yC2K23XACxODJPBHpgDfpwH34xkJFbCbHYCKyl7i5Mrobb+ZLx/FpaIcS+NxqFa2Ekz/YR4eEL7+6HWFAkjlMm6TpUWAexa0m+MNndh+sOQSyiP0rTLk9G+dtbpA0GRKAgk7Xpp6Tfbh6P57yrCOdKJrubkxwOsTVZeIwrSE7+bWMexKYTcSOTdXqTHGojNyDZpdjnlWRsMfEXE2SyuS2biC8j/TrPCZOIGJfNdeyeIsEf72+YEM+J3PQ8uQHzjI3xbWQ+OEIkkrdePhBi60nN9SE1I9IPa3giEe0+sQbHZDCRYXqQe4BCUg8Zw4hA0czsT9cMPanP9zT0jrcQQgghhBBCCHEG0cJbCCGEEEIIIYQ4g5z373h/m6SkpFhLCz5iInouel1ACCGEEEII0d1o4X0GaWlp0UJOCCGEEEIIIb5l/vd//9dSUlLsnnvuseXLl5/142vhLcTXkMsEXEQGs7O0s7xlze4S2Ca4L4o3mIwqsm8/iBUQuRoTmUyLRenL9iMolqlqQQFZJhHJJQSg3GNjHso9LoxDIUmIF0o7mEQs7QiKQaYSaVWEF362oAnfmEkMxOMW1WH7TY5CyQ3xXdmfN6N4iUmbhnqjCKa6BXdYVI/n4kXkI6HxURBLImKeZiIgY3K/IeSz1xHhTmUT5gZrl8RAzI0YX5SyOPfGPqp1oKymTwtK03w7cLtrYlHeci0Rqd3tNxZify5aAzEmG/vBKJRAZRIxT1UzttWResxTJon7LKcCYoOJZOmSQcEQSwpGsc/NT3wBsfAoFAzV1aJ4Kb4fGQtEiHaki3wq6wDWAh8i1ykncqt5s1D+s2LHLogVxmFN6yByJiaXeykd5VYufTAfZ43AcfAmEa6xYyST2hfmi7W+oR/m8lAi8XujD9avd9ajeMnVDYVmAcE4JhuJoOpQRg7EOjr6Qyxn0zaI/eTO2RB7O70IYi2kjny8txRiExMCIVZehzlaU4b1oZXUkTwS8yWSql2HcX9OpFYxDmXidewgfT6S5IYryb9a0lZjyFw+gIytJCL5ejsLzy+PCDIvICKxSWF4Hf4XJ0DMzw2XELUOrHM+rjgXbSnCenCACNJmDkHhZgXJ5ziS97eNQNldHpGdrsrsfK/G2phda2Mb1qBV+1BexkSYEd7Yxqze+pN7qAQiOYsm92kXxWLfziJjrbQRc28LEQHnV+O96sh43F8mGVe+ZL5qbsC+YHV9ey7Ok9+Ubdu22dNPP23Dhg3rtn2eKnrHWwghhBBCCCHEeUlDQ4PddNNN9swzz5ifHzelnw30jXc3wX4v/Gz/trcQQgghhBBCnM84HA5zODo/GePq6mqurvhEqpnZXXfdZbNmzbLp06fbb3/727NxihQtvLuJ1NRUiHVdiJ8skrJ9e+idfCGEEEIIIXouqamp9tBDD3WKLV682JYsWQLbvvzyy7Z9+3bbtg1fnTnbaOHdA5GUTQghhBBCCCGQlJQUW7hwYacY+7b78OHDds8999hHH31kbm74bv3ZRgvvMwh7/Pxk0CPqPYswbxzIP31xB8S6yonq6lEOw2Qp7kSqFdkXjxlBzoPJPXzdcH9M7vHCpnyIXTcWpW6v7EBpzqhofD+Gid6inPGce/dCgcjFpF0C3PE66tpRbFTehMIYVyf8rLMTKi3KGlHCU1CL+2towe1GhKLMpJD0R3/yKtGecpSUBHmiRGXmxGiIMYndbibF88e2v2cS7s+7D7YpaSoaqyciHSaO8yH5x2RjO+tRwBLujSKZADJzlbdg+zGR2k8jLoXYgV8/DbG9RPTDxlFeNebLtQOx04ubMDeKSY1w7YO5y1j++UGIefuh2K6eHCMqjIhuWjHHh/XDXNuXX93pzyW5R2Cbg1uwZkQOGwGxVZsLIOZExFOFRHDpRURW27ucm5lZPZFWDSKSQSY2qizGHHjwZryO37+CQrjkpBCI/eyCOIg9vSkPYhEDUex3+2UDIPb3Tw5AjInzZo6OwO2qMG9biLSq37BkiPl4oNSN9ds9sxIhdoRILhP8icCTiAcDI3Ce6E2OW1eB+dJQg8e9bhTOd2/tLobY1dPjIXaQ1IcZg1EEtoOIpmKIlLLtKNYHJnFlefrsVhxHa7dgzNGMY3zODJSm7S5G8dlwMmZ2l+L+Xt+OMkMm/npnTTbExk1EmegLpM7NGo3jw53IROtasU1biNy1vsv87u+OdX5PGQo4fYhwrY3IF71ccDt/dxxDs4ehDI5JYSP9sc4nBeM86U/uoZj8zpdcR5QPHuOFzXjPOGVgEMSYWDKnFMdLQgyKP5ms85rxmBdmX/1Y+X+Tnp5uZWVlNnLkyOOxjo4OW7dunf35z382h8NhTuSe8UyhhfcZhD1+fjJ800fUhRBCCCGEEEKYXXzxxbZ79+5OsVtvvdUSExPtl7/85VlddJtp4S2EEEIIIYQQ4jzD29vbhgwZ0inm6elpAQEBED8baOHdA/mmj6iL00fv1gshhBBCCCG6Gy28eyDf9BF1IYQQQgghhBCczz777Fs7dq9jx46hCeAbsmDBAn1jKM47Fr6ZCbEHLkJJTnlTZ0FHeSNKfZhQI8AD3y/ZWYIiD0cHSkGGBKO0ZO1BlFP4keOuINKSYf1QdhHghdKqtXtKIVZbiUKbXkQEc8NF/SH2MdlfWTEKw1zJdfR2wmP0C0F5VAeRnqx7dyvEQgfg+c2aHAOxDVkoQSzJQ5FOTWEexEISUGjDePp/xp/UdkdJGS+sQ8kSE98khKCU5ZIBKEzJq0EZUxvJyX+uPwSxmy+IhdhUItR7Pg3Pj8mEmNgojMhg8itxHB04hAKu0Q/fAbHF1XsgFtSE59fqh8K6t7IrIRbhjcKZ4gbsI5LOVM6TEIDXG+aF46O1A3PDrQP7cnM59uXAQCJrc3Tebj8Z9zPCsaZ9WoL7dyNirDd2odzKm8h/WA6EkhyYPQSFV1E+KOSpaEJRFBNBHqjG650SjeIpBxFBsnEa4Yw5sL8J+zHIA9vgcC3K0ALIdjmV2N9MGhrpjcdlffT7dXkQ8yJ99MLbWRD78TWDIZZ2COcsVpd2ElEZE3excc/qQzERaf5gLIqc2NybeQQFZKxWMXlqGanNL69cD7HBFwyF2H2XoGQvnMhYa4hI7WTJJLLOYCL/XLMP58C5I1Dk995enN+/l4wiMUYTEZaOCcf5vage77f+vRPFj/NH4fkV1nUeRys24L0R61uWo9H+HhCrJ+JKBrsPunkc5iOrS1uZWJJIYQtJ/aptwDoyZxyKB5ns7zcvZUCMST4ZbUT0djk5biU5PzOzP12D4+NcgHhqhRBCCCGEEEII0V1o4S2EEEIIIYQQQpxB9I73WSIlJcVaWvD3+ETPQq9KCCGEEEIIIbobLbzPEi0tLVrUCSGEEEIIIcR3EC28hfgaGhwoqHhy82GINbd2FkV8uLkAtukbgOKNZ24aAbG0QpTIMMGEMxF+XBiD0qrP81Be01CDT2D0icb9vZ9WhMd1RWGMsyuWE08ifelLtmMCmgH98TqSIlBidNmAYIgteX8fxJgcJX5sEsQuJDKmD0hfRvbDcyl3wrd3XH1QVNZARGV+RAj30nZs++hAzKEADxTf5FehROVIOUqHxvUPwHMhEjsmlWojwro+ztiXz3+Kshp2zuNJ7jraUcASH4RtxcRVPxgVCbG9RMp14QIUqT3kh7mxvBG3c25AwZCXC+a9D5FPsRjx5lg9qUGMB9bkQsyVyLHGRvtBjEm0/A3zdGd1Z9nRdlKr1maj6OiSgTgOnIlJrrkN+3toRF+IZRbVQiyBjKEhwTheXtmDfcZqaXYp5sq1w1AKVdaI/dOH7M/LBdu43QXP+ZY/fAqx8SPCIRZMBGlxgSgbGxeJteqnr+6C2KSEQIgxiV1NE/YvE03NuCAGYp6kPvzxykEQe31fOZ7LAZzHus67Zmat7SjkYts1NuKc+tQ6rFWsXT7PLIFYfzI/TSD1lZ1Lv6R4iF1J+pxJFfsdRZljRyiOtxrsNqtpwXO5cWgIxGqJCOviWJSxMjycccyEEWlrNpEAxvihlDK3CuV0RfV4P3MhaXuSGlbd0rlhLk3Ce4ARYViDaom8bH8FjpfpcXgeTL770ucoJi0jOcrmZyYU/NHEGIj5uOJnGXk1ON8fJPcUnn2xf44SoeeTN4+EWOpH2RB7/ZMDELtgDM7j5zJ6x1sIIYQQQgghhDiD6Bu1uG35AAAgAElEQVTvE9Dd72SXleG/sAshhBBCCCGEOP/RwvsEdPc72QsWLPhGn5OU7eyi9/CFEEIIIYQQ3Y0W3j0cSdmEEEIIIYQQ4tTo6OiwJUuW2IsvvmglJSUWHh5u8+fPtwcffNB6/T+pSkNDg91///22evVqq6ystNjYWLv77rvtJz/5SbefjxbeQnwNMwejaMSDCGK68uq7WRALDEMBzaq9pRDz90TxSJgPSixaiCnk44MoWulNjE1MkLZ+NwpjosLxnPMKUGw0cjBKztYTCV3E9ASIzSRCs/QClDYVVqN8ZVVmMcSYXGckEUq9sROv920iePEgkrjtG3IgNmB0LMRyttdDLH4YXm8lETndMrofftYfz4XJnZiA5d1NKIm7LAElPP09cH85RIpneCp2DRGhlBCR3+7iOoh5EdmYpwvG9pdgmw4MxTzNLMXtvMh1BDUVQoyJ1O71ROHakwffgJiPazTEYn1xTFc0YTtnVaDAho3fIHSGWZgv1ohRRPjUQORO1c0o+8ltRpHTyLDO7cfkP1FxeB6Pf47SnNsn4XjZlV0BMXdSb32JnK+I1Ic39+P+JkVhLWByvhg/bOSdJPcui0d5UisRDLUTGWE1kVuNSUYZ1X1T4yD29n4UkA0kcjUm7Lt+LNaWi+NQbnigGsfuJ9l43A5ybZ8SOaRrH6wPu0g7x/hi7k0ZjZ9NJ/kyc3QExF75CMWDbA781RWDIVbZhDm+mYjtiok0c0MOttXuvfjqYS0Z9zklOCdUR2EfHWzBPvdz4HjOqUIBVyLJl8I6/Ky7MyZRAdnO3w3b9L19eL0/GIl95E364/ltWJuXXIDzp7sz5pBbHzznKAfuL7d35zZlAtjiehS6sbwI9sK82JBfDbEKUjcTolBWl0PuC9j9jUsfbLsScs5MkPYRuQf9ManNVUTwW1OGORUag9exm1xHfiHeA4RG4Xy1m8iBT4Xf//73tmLFCnvhhRcsKSnJ0tLS7NZbbzUfHx+7++67zcxs4cKFtnbtWnvxxRctJibGPvzwQ7vzzjstPDzcrrrqqtM6flckVxNCCCGEEEIIcV6xceNGmz17ts2aNctiYmLse9/7ns2YMcO2bt3aaZt58+bZ1KlTLSYmxm6//XZLTk7utE13oW+8zxJubm7f6D1vSdmEEEIIIYQQ4kscDoc5HJ2/1Xd1dTVX185PHUycONH++te/WnZ2tg0YMMB27txpGzZssEcffbTTNm+99ZbddtttFh4ebp999pllZ2efkVd9tfA+S6Smpn6jz7HFuoRrZw69Ty+EEEIIIUTPJTU11R566KFOscWLF9uSJUs6xe6//36rq6uzxMREc3Jyso6ODlu6dKnddNNNx7d54okn7Pbbb7fIyEjr06eP9e7d25555hmbMmVKt5+3Ft7nIBKuCSGEEEIIIb6LpKSk2MKFCzvFun7bbWb2yiuv2L/+9S9buXKlJSUlWUZGht17770WHh5u8+bNM7MvF96bN2+2t956y6Kjo23dunV21113WXh4uE2fPr1bz1sL7x4Oe0Rdj5+fXdYfQFkZE8mM7CLGCItFgU9csBfE+rqhBKulHYU7CQFEoEI+29yGn2UcJfKf2Mi+EGsiIqY6IjFatxHFXTfOGgix+59Ph5i3H4p0jhHZkQuRby2YMQBi727Ig1i+F8qYjpJ+rCPyEf9Q7LfoJBT9TBmIorL0tz6CWG0ciugczSja+sWq3RAb2x9FTjVEjJVViAK8Vgce4wMi/7koDo8R5YN95OaMmpCcCpStsByanYSCnCpyHRP7oTTtfSKOGxaCfcT2l0dyt9UPZWjODVhnmUjtrrhrIfa97G0Qc+lA0Y2j4+Q0K1kVKKYZxOxqhN1EMDctFvuXyYP6e+H4eHl/53rYQcYpE/vNG49tXEvy0Z2M03ExWEtf2obixtzDmPNjrxwEsbQjuN3EfigE6k2kZO/sPAKxiL4ok/N3x1pVSuREw0ltiQvCWs+kVS5OmD9+5LjhXtgfbUyGlocSqAR/PBcfD9zfpGiUfn24KR9iUQGYt2w+LajFp/pWv4310Nsf56z3iJCLSZvKilDudLgW60MGyatyIou6enIMxEKIhC2azOUHy3F/LMYkjbGGsaY2FHD5u2NbOZEkr3Vgve5luJ0vyUl3Mif4kzG9jbR9GGmrEWRcHnZg/rF+c3bCc+7li/N28NHO11tBpGlMvtjSgW3sR9pzaiyODUc77m8HkbCFRWCfubtgu/uTe8GBgVhbWO1j0seNRGjGcoW1C7uvSiPX5iDzs5cbzvcOMk+Y8cfKGffdd5/df//9dv3115uZ2dChQy0/P99SU1Nt3rx51tzcbL/61a9s1apVNmvWLDMzGzZsmGVkZNgjjzyihfd3DfaI+jf9TXAhhBBCCCGE+C7Q1NRkvXt3/gchJycnO3r0y384aWtrs7a2tq/cpjvRwlsIIYQQQgghxHnFlVdeaUuXLrWoqChLSkqyHTt22KOPPmq33XabmZn17dvXLrzwQrvvvvvM3d3doqOj7fPPP7d//OMfnQRs3YUW3ucg39SQLr4evTsvhBBCCCHEuc8TTzxhixYtsjvvvNPKysosPDzc7rjjDvv1r399fJuXX37ZUlJS7KabbrKqqiqLjo62pUuX2k9+8pNuPx8tvM9BvqkhXQghhBBCCCG+C3h7e9vy5ctt+fLlJ9wmNDTUnnvuubNyPlp4C/E13Dq2H8T2laNAysO5s/Bi1miUeAR6omRkRBhKX4Z6o9xjbyORZwSg1KeNvJMSQGRHk5JCIPabi6IgtrUUzyVsdhLEQj2xnHx0sAZi6xZNg1hZI8ozonujBOSDMjxGE5HJLb9tDMTqieDrUCEKXq6dhBKoOH8UAvXuhaKRP6/NxXNJ/RHEKom8JdoX5WWPvpsFsWwiy5ozIgJi3x8eDrG1ORUQK69DqZZbHxTk7CzB/sgqwXN55/NDEAsIQ8lLei6ey4+mxUNsSxEKhrJIG8yOxT46Uo9j4dqBKOpanY0CRS8XlLb4uGJuMJHaawMw/6Zufwpisf3HQuy9bLzeSCK220iET4xdZLt1+1Gox8SATFh0oEvtK6xGGeHHe0shVlqDsqxRRDoUF4pynbQCrCMHszB/Zk2Lg5gXERFlFBGBljNu98EevA7WTquIcC37MJ7zc/NHQ4zJqN7fXgSx64aijPDGoVjDq4ik0eUYxrrOV2ZmVwxA6R4Tnzk6UHj153UHIHbHVYPx/Bqx9jE53dZDKHda+MPxEFtNRGrTSVu9+gnW5n/9bDLEAjywXWL8sLaU12M+l5FamlWMc0wBEbNVFmPMLwQlbFuKsPaxvnx5B+ZQAhFQ7iGSs6kDMMfZPLt2H46PSiIQrK/C8eYbiG1670VY/3eQcfTH1Xsg1oeM89FkrLYSIdr4LnXousGBsM31/9oJsWQifvvHepz/xsbj/tJJfreTNi4nIr5iUpf37sd6OHkk3hewej2eCFuZIPOlzSjQDQzHej0+Aa+XiQJbSa1iTCD5eC5zXi+8T+f3rmUOF0IIIYQQQgjRHZzXC+/T+b1rvUMthBBCCCGEEKI7OK8X3ucSp/PtvOg+JFcTQgghhBBCdDdaePcQTufbeSGEEEIIIYQQPRctvIX4Ggpr8UmEFUSiNaaLoOL99XmwzdiRKLzaW4yylFuImM2TCFQK6lBkspMIr2KIuOvDTfkQGxqBorf9RGRVWI1yjxmDgiHGhGbPZxRDjDGxH0qw3shAcUkHkcn5uKPEjglJqonk5tN96HdoJvKR7fnVEGsgAqm/EEGaR18Ud7kQOYy7F15HDZHXrD+AcrBaInDbRwQsl01EYViMN55LdBIKTmrjUY7FJCrDiIQmIQhFPyu3orxlzkgcC0wONmdIGMQaSP4VN2G+RHij3MnHDafHWF/sD5cOFCoxkdpPR+LPkixr3Aex6f2x7V2cUOQX5oXym/vfz4YYk2OFEVlbFcmrWNJvAR7YBl3ZTCR+l4/A2uflim2cWYQyuMQwFPgwkVp+JUovM4jcyoXIA6+JQ4mRox1z/rV0lHnNHY0CTnZt7aQv+pJxP47IhBwd+NmaFszvglrMx76uKLIqrMF6mFeDORBCpJl+bph7s5Oxfyf0w/lk2xGcT1ydsD8uHYziOCbaSozEY7D64EkEbhsKsIZfk4hiqI15KMKKJtIrJr6sJHNlmwP7rVdvHON1lfjZWD8cu/5umEM3krrJGBCIdTivBgVck6NwPj5chdtdNAhzbRzpoy2FOM7j/PHaAj2wrrO5l41pVg9uHocC2aa2znNCtQPniJHReP1MJBfgg3k2jcjGfjAK++fX7+F8MJocN6ccx99EInBzJW0SF4x560LG3+BgzItZpIYzOR+T+BWT++hWB8rVSssxp5rJPH4ug60thBBCCCGEEEKIbkPfeHcD3fF+tizqQgghhBBCCHF+ooV3N9Ad72f/x6Iuydq3i96zF0IIIYQQQnQ3Wnj3MCRZE0IIIYQQQojTZ926dbZs2TJLT0+34uJiW7VqlV199dXH//7YsWO2ePFie+aZZ6ympsYmTZpkK1assISEhE77effdd+3hhx+2Xbt2mZubm1144YW2evXqUzoXLbx7CG5ubrZgwQI9ct4DYYKwhPC+EIvoIgbxCUDJSIAnionmj0ExT3njyUnT+hKBz1AitqgnMpfZF6KcaFoMypSYoOO64SjZaG1H+c8T6w9C7JaxeL1MgtW7F8pm/En7tbajCOXKIaEQ83ZFAc1CIvqJDkT5SJA3ytDqm9ogxnBxxz4aT2QrNc24v2FEStPchm1VXodCJdYukdHYv0y+9flhlNLkVGGMCbkY721DIVVkKOZpQwvKVjYeRHFcAJHOMQHZZ0TyVVyPbeXnjrIaJleraMLzc3Tg+IjtPxZiTKR2n+cgiP28dDfE6sj4LWnEfIkmNaeM5EYWEY51HMO8fyezBGKTuogGLxmIIrARRMrGxHkzh6I4iUmMRoTjOFhdgZLGlEsGQMzdGfunpB7ztshB5IZEaLngoniIuZEa6Uzy0YfUICbI3JqLeXszEW7698Fj1BJhkdcxfIruYiJjCvTAnC9txP2x6w0lNfIQkU2uI2Py1rEovEoIQNHWF0QiOT4WBY+jojD//vZhDsQqGnBsZBK508QYPMbfN+VBzJvUjGCSzzuIwJPB5JovpGEtHRyG9yOX9sfjfpaPQrP2DpwnLiTX+24WnvN4sl1DK+bL3zbj2P8ByWdGDhGkhRFZbO5hvLYLhqCgb/XOIxDrKv8sJGMyvxLz4gpyn3H0GM6nZeR+rqgOx8YUUkuziLBvDxFQMpjw8HEie+0fj/JYJtHMIiLgzGwcz5FEADiZHKOSjD9W/52IePBUaWxstOTkZLvtttvs2muvhb//wx/+YI8//ri98MILFhsba4sWLbJLL73U9u7da25uXwrzXn/9dfvxj39sv/vd7+yiiy6y9vZ2y8zMPOVz0cK7h5Cammpm//fIuRBCCCGEEEKIb87MmTNt5syZ9O+OHTtmy5cvtwcffNBmz55tZmb/+Mc/LCQkxFavXm3XX3+9tbe32z333GPLli2zH/7wh8c/O3jw4FM+F1nNhRBCCCGEEEKcEzgcDqurq+v0n8OB36J/HYcOHbKSkhKbPn368ZiPj4+NGzfONm3aZGZm27dvt6KiIuvdu7eNGDHCwsLCbObMmfrG+3zgP4+ci28HvV8vhBBCCCFEzyU1NdUeeuihTrHFixfbkiVLTmk/JSVfvlIVEtL51YSQkJDjf3fw4JevTS5ZssQeffRRi4mJsT/+8Y82depUy87ONn9/fO3iRGjhfQJOZQHcne9l/+eRcyGEEEIIIYQQnUlJSbGFCxd2irm6omuiOzh69EsXwgMPPGBz5swxM7PnnnvOIiMj7dVXX7U77rjjpPelhfcJOJUFsL6hPr/ZRUQWtU0oy3h7R2dpx8TBwbBNE5GIdRAZx97yBohNicZ/UdtSVAOxUeHeEAskgq9XdhRB7MEPsiHm7oJCoI+JaMWLiN7um4Yioj9/cQhiF/RH8ca/D+D5ldQ2Qyw6AKVQDiKM2ZWPQqmrJ0VDLIqIWxh11XguoWHY9g1EwrY2Ha/N2x+Py2RZTHCyLxelQw98byjEMkgux5L2Y/KkQCJbGRqM18vyZTQRIE2NxT5/fN0BiE0nwpmIvm4QW3uoCmKDSX+49sHzIx4sI24/y6pAwQ7jvWwcv9P743GZSO2PIdhvdx3ZCTGS4vYFEVddMzICYsF98eYk7iTzwM+ts4huezHmFJPkTRuE9fDz/VhHJhLx4J4yzHlfDxTipX6E9SuRiKdmJuK5vLIbRXJMPDhyGArhPiO5dwmpaeVEzhfhjdexfG4yxGqa8bOriPyuuBalTa5OeM55NVi/MknOt5BE83fDc04g+cOEljeOwnz8PA/r1zUkXyJJjaxpwfqaROqSmyeec5Qf1tcNpC+HR6DcL9QHz4WdXzOZ85Om47y4kYzdSwajHIy181+IxJRJzorInMUEaf8kAreu8lgzMw8iLqxswnwZSaSeGwuqITaL1PoSIuBKJHXdhwgyK4nUbN44nPM35nXu8zd2o7jRhdRCJu8cTMS7jaQvWI6ye7IfjkfxIJtjbxiKordaB/bFr64fDrE6MoZ8yP0ck032IefCRHQsxu7dWDuz+cTsy0V2dyy0Q0O/bLvS0lILC/u/WllaWmrDh3/ZXv+J//c73a6urhYXF2cFBSgP/Cr0jrcQQgghhBBCiO8UsbGxFhoaap988snxWF1dnW3ZssUmTJhgZmajRo0yV1dX279///Ft2traLC8vz6Kj8R9zvgp94y2EEEIIIYQQ4ryjoaHBcnNzj//50KFDlpGRYf7+/hYVFWX33nuv/fa3v7WEhITjPycWHh5+/Le++/btaz/5yU9s8eLF1q9fP4uOjrZly5aZmdn3v//9UzoXLbzPICkpKdbSgo99iZ6L5GpCCCGEEEKcH6Slpdm0adOO//k/74bPmzfPnn/+efvFL35hjY2Ndvvtt1tNTY1NnjzZPvjgg+O/4W1mtmzZMuvTp4/dfPPN1tzcbOPGjbO1a9eanx/+9vhXoYX3GaSlpUULOSGEEEIIIYT4Fpg6daodIz6l/9CrVy97+OGH7eGHHz7hNs7OzvbII4/YI488clrnooW3EN8AJknrKoVIIpKNBCLLaiT7unIACoa2HUHBkJcLDuHyRhRR/LOL+M3MbEIcSlViiGxmVwlKyXyJyMSJ2KhW70X5z5zkcIjd/+J2iF00OhJiPkTwlV/ZCLFJcSg2Kq7Bp0+83bD9citwf2V1KHiZOzUOYq+vz4OYuxeesweRWzGpyCXxKJsZEop5VUdERLuLsd98iJBqx2EU9DW1ofglygeFZhVEMphPBGQNDsxJJh2qbMD9Pf4hCrOmDkGRTCERB11C2oXBxlE9OefeJMezKlCkFknESy7E4FbnwDZgIrUnw1G29fuGfRCbRMRkjnYU7LB8Znm1/JMciF2e3FnUtSMfJUl3XYBj47FPcyF224QYiDEpFLuGkWEovGKiqDYiB2sguTeJyCudSZ/9ZWM+xC4hUqhPiKQrwhvHkJcLjnuWZ/H++NnIvlhLD5E6NzkArzfXB7+l8XNDUVJrB96sFtVj/tSS8eJG5FubSb358Si8jjoihmKyOzciS1zBZGOkXQ6RuWNcFLYLk3UmR2L+PbcOj3sJkfGVkHPJykJRF4ul3IC14I7JsRArI2Kx5jbMg8NEWDqN1JHtRMz53GYcC3FBXhCbOwz7t7QRc6isASVf8UTA5UEkX38/nAcxli8vbjsMsa4S08uIfLGYSN7YvMZkhJ5kfmE5FemH80YVkSrWEmErGaa2m0gpXybXH+CF9yPZnnjfMi4Gx8bOPKxzhVV4D9BOco+NSd8g7O/oQIydy0iuJoQQQgghhBBCnEH0jXc3cKLf/O7O3/cWQgghhBBCCHFuooV3N3Ci3/z+Jr/vLSHbt4veyRdCCCGEEEJ0N1p49zAkZBNCCCGEEEKI8wstvM8gJ3oE/avQ4+k9Dy8i4Iomwg/fLuKqv392ALYZTqRfQyNQatTUhpKzdzJRVBbsjVIMbxcUj8T64/625KEU6TARVA0KRdHWASIgCySCjoPluB2TakX2Q1GNO7mO7FKUhbgSKdmqnSiTqyEisEFh2PZdRStm/JxXbyqAmJcvCpCqS1G+NZRIvxJCUEqTU4Xtd7gG+2hEOLbf4r9tg5gTaavogSjS+d2M/hDLKMPjhpH8a4vHHD9KJDf1pE0DiIiOCXLW7iqG2Mh4vI6kYGzT5Z+jAOmB6fEQYwRhatggEtx4GEVEYV4otitpJJIcdO5QkdovvQZBrPGfr0EstwDPpXdvlHcNJOOcydrmDA7p9OdQMu793LFmtpN+7EeEfRlECsjEQdUt2HaxRE7EpI/v7sd59vIBJyfiu2YoyrKGh2IObDuC454JCsM9cEze9TGK6IaRGpkYiPntRsb4/hZslw35KEUKIPJKJrsLI33eRORJwUTQNICcM/aQmb871v89RPDF6sOAEMxlJpD6x6o9EEv6n/EQe3s3zr1sPik+iHPqRxAxCyB5cDqMCsM2bWjFQvIFqUvtpOBE+2K+MOFfFJGxsjmB+O9ssi/Kyo65Y44fdcJ7rbezMXeZmDO5ny/EmGB0RkJnOaIvuef7/GDlSR2T3Y8UVqNs7Coimf18bynE4omsLoHMa6+Tz7Kx4URq/xRS51l/pxWgGJHJA7NIDQ8jwlEmMD1YhnWT1b5zGS28zyAnegT9q/gmj6cLIYQQQgghhOi5yGouhBBCCCGEEEKcQfSNdw/jmzyeLroPvV8vhBBCCCGE6G608O5hfJPH04UQQgghhBBCdKa+vt4WLVpkq1atsrKyMhsxYoT96U9/sjFjxpiZ2ZIlS+zll1+2w4cPm4uLi40aNcqWLl1q48aN6/Zz6XXs2DGiLflmLFiwoEd9Y9jTzkecmzz4PoqNLidyrJb2zpKSGCLaqnOggKawDiUja7PLIcbEU4ziGvw5ujExfhBLJjKlpzflQ2xYJIotGogUI+0QCk/cXfDf9gqrUDTCro3JmBhllbg/XyKviSSCuYzsCog1kPYLj0FJy4q5wyA277k0iCUToV76fuzfOy8bCLEJRCry0QGUvMwagHKUTw+h6GdMBO7vtd0oKltHzi+RiOhaiZgnMQzzaheR+jCJXWs77u/jtEKItZH8mzwqEmIb0vGz3kTA9eHPJkDsgTUouAojY/pkYaJB1gZf5GBOMskZE0153vw9iN1dvAtifm5oO0ovRqlNCJFjDQrs3AaVzVjTmNgpyAOPWU3qoQuR/6zciTmaQKRDTBTFcv4gkUiuJ/KkoL4oihpAxJpMRLQxD+thEhlDZY1Y/28eFgqx4gaUyTGRZmUzjo0KIgKLINfmTsRQgUSU91Y2ttWRupP7GdT5w1HG9MCanJP67E8nxUKMSd12lqDcaTTJg02HURb1Oqk3P7oAjzuZ1Obg3jgX7a7HMeRDxt9rRJ7q444isNpmzIMIIq5i7dJ2FMfHGiKOq6jA65g5Busrq2mt7Xjc/CMoRZ2UFAIxJiGbMyICYtPj8H5m42Hs85VphyE2jAjXgruI95gYdyD5HBOiBpCaeXkC3gOsycX6cJBIaxlMmraN3H8xdn26A2IjLh4JMTbnsJq7i8xD42P8IbbzCG6XSCRxDUS6OprIY814PT0R1113nWVmZtqKFSssPDzcXnzxRXvsscds7969FhERYStXrrTg4GCLi4uz5uZme+yxx+zVV1+13NxcCwoK+voDnAJ6x1sIIYQQQgghxHlFc3Ozvf766/aHP/zBpkyZYvHx8bZkyRKLj4+3FStWmJnZjTfeaNOnT7e4uDhLSkqyRx991Orq6mzXLvyH69NFj5oLIYQQQgghhDgncDgc5nB0fmLI1dXVXF07P8HQ3t5uHR0d5ubW+Wktd3d327BhA+y3tbXV/vrXv5qPj48lJyd3+3mf8wvvlJQUa2nhjzidid/E/qrjiXMfvZoghBBCCCFEzyU1NdUeeuihTrHFixfbkiVLOsW8vb1twoQJ9pvf/MYGDRpkISEh9tJLL9mmTZssPj7++HbvvPOOXX/99dbU1GRhYWH20UcfWWAgPnJ/upzzC++WlpYTLpbOhB38q44nhBBCCCGEEOLMkZKSYgsXLuwU6/pt93/45z//abfddptFRESYk5OTjRw50m644QZLT08/vs20adMsIyPDKioq7JlnnrG5c+fali1bLDgYnU6nwzm/8BbiTPNxehHERhDh2OqdRzr9+bpR/WCbbQUovGJSjPH9UcYRS+RgvYmIaBcRxqzagdeQH42CkmYitnhq9V6I+QbhuXS0o/DjgiEoUKlvQTlMNBEW5VcyGRVux4Rcv78qCWJ3v4bv6gyNx3besv0IxH4/G/f31KYCiMUQsVhOKYplRg1EWcf6XJRq+bhhib6cSE/ya1DQNJ7If0rqUbI0ZwjKjj4kbbCH5NXVRLjzyvo8iN116QCIZRSibIX1+bghKJq6bDDm1WYiswqPQiFOfT22VWsH5q4rEU2NIoKm3aR/mUyOCXHKiFjxmpEoE3KQHM8twGM8S0Rqj4ehBHD5mkUQmzDhBoixdpn55OZOf/7RRfGwzWAi4Xk/l7QJcbvuJG13MRkvQ4OxFiwnuVdQgyK1nyehtOrtJqxL/kT6+ME+fJLOg0jOQomIj4mIRhFpExOk1RMRXRURbRXU4hN5W/Nw3mFCy0AvvGlNIALAP72bBbH4KBwbBaUo7GPywPx8rC1epP2ifLDfsiqwXapJu+wswXG6owCPu2hmIsTi/VFeFnQM+/KgA/N+QwFeb5g3XltYX4wVE2HdhCict/NIjlcToV6UL17HjyejOK6rKNbMLKcc+5LJxSLJMbLIvO1Oxoy/J+bf80T4eml/bANSquza4VhLY4lcs7jLnFcHsOMAACAASURBVDAqHufYn06KhpgTkSrWknHKYnF+OK5m9EcpGftseSPm98AQvPcoqsW8uG7sVRCrJ7JSRkMrbsfuvxxEsHfbKOyLZZ8fgtgNRKbXB1PFzPhj5Seif//+9vnnn1tjY6PV1dVZWFiYXXfddRYXF3d8G09PT4uPj7f4+HgbP368JSQk2LPPPmspKSkndYyTRXI1IYQQQgghhBDnLZ6enhYWFmbV1dW2Zs0amz179gm3PXr0KLxD3h3oG28hhBBCCCGEEOcda9assWPHjtnAgQMtNzfX7rvvPktMTLRbb73VGhsbbenSpXbVVVdZWFiYVVRU2JNPPmlFRUX2/e9/v9vPRQvv8xzJ4E4Nvb8vhBBCCCHE+UFtba2lpKRYYWGh+fv725w5c2zp0qXm7OxsHR0dlpWVZS+88IJVVFRYQECAjRkzxtavX29JSfia4enynVl4d9cC9EyY0s8kksEJIYQQQgghvovMnTvX5s6dS//Ozc3N3njjjbN2Lt+ZhXd3LUBPx5T+bXz7fK79Q0FPpI2IJ4KJBCTMp7O0I7IvblNCxB5BfVFu5eGMNgkmy0K1h1kFkaqUE4lTMZHwlBGZi4OIalqI3MPNE8U3o4ncKpMIhoqJBOQgEe5EECHJ5cOw/VI/zoZYfRUeI5JIm/YTcdzK7SiniyDCHSbBysnD68ggkjOWZ1cQsVgzOcbJ0s8Hc7KoDs9l4mC0eCYScVxlI352BJG/RRBxUN94zJe3SK4NJSLDOiLoY2K2ulrM+6gwFAK5dWBujCXywQYiH5wWi4K+dfvLIda1PpiZZRXXQSyY1A0mYWNiRT83rBtMpHbvpb+B2ONVsyDWqx37d0AXGZgzOY8D1U0QmxaL7fnstkKIeROhYAapGbUtOF7YZ71I7MAxlBiZYV+kEfElEzwykdo1g3AM7SnDHK0l4z7cA/U7HUfxOtqIsC+rAo8xJKIvxC6OxTbYRISHPq44TmMjcX8uxIDk5o6f/f4oFDK+RUSGiWF4jCe3YL4U1+Cc5euBxx0UjPWrgdSRj7Jx7BaF4mcnkPnY3w2vo78/5kuIJ4rt9hJ52axEzCEmwjpI+pzP71hHTnbMMPEqE0buJDnE6hyT+7EcYuPNidQcN5JD2RXYpuzeytmp82e3ZmEObI3B+hXogdfAhIfJoTjnlDViX7B7N8YA0ibernhdEWQu2UokqawfP95dArFgUudCybzmR8b934mkmOXeZ4cqIcZyz8zs15dgjTgX+M4svHsC38a3z2fiJ9WEEEIIIYQQQpw8spoLIYQQQgghhBBnEH3jfZ7j5uamb71PAb0PL4QQQgghhOhutPA+z0lNTf22T0EIIYQQQgghvtNo4X2KnM43yBKdnZs4mlFmsmp3McT2dBEA3T4+CrbxcsUhN8QX5RSfHUTBBJNghRJByXoidhrXHwVQTFgRF4QSECaoam/Dz0aF4GcTAzE2kkir/v3efoh5E3lZLRGXJBDRSDCR1/yViGWCvFE+MmN4OMQ+zDgCMT8fFI0wmHQufx/2kRORw7ycdhhiI0j7sb4cGYliu7dI3jKxCpPX/GtjPsQuSgqBWDoTixEpC5O3zL8gFmLJRGxU78DrrSeyrXgiQGpuxe02l6Owjsl6qkn+FddjXk0h0r6qBhy/Hccwd+NIPg8JRYnMQNIu6cUoE5ow4QaIMZHa3f7jIfaX3FcgFunX+Vz6EbkOExhllOC5zRsVATFW59j+9hNx0ggi4htPYsHtWF/vnBQDMRcnHAdFpI7Ek1rl747nzK4jjNSg3q0oy2pux+3aOnDsMuHh1YNwnPYiZs4Lo7Fm+BBp01XJWCNjyDz2Cqmb2WXYb2zeaSDj+ebRKGb7NznGIDI2GNeP7gexFiKv9CHz9oYClIjlEkHayZ5LVkk9xAKIvOvoMexzVvuYOC6SyF3H9MM+jyJjejsRpDWR+4C2o9h+Hi6YQ/38UWLKyCAysFf24BzzWjqK91he+RLx1xe5neuBM8n5A0Rgl9mKbVJG5gNSRuyRt/dBLCocc8WH5EABkSVeGo9S04omzIEY0u7s2o6RPPP3whrEJHn/2Ir3LSz3Bobg9a7PrYBYYRXKOs3M7BIe7ulo4X2KnM43yHrkWwghhBBCCCG+e0iuJoQQQgghhBBCnEH0jfd5xrfxW+HnE5KrCSGEEEIIIbobLbzPM76N3woXQgghhBBCiJ5ER0eHLVmyxF588UUrKSmx8PBwmz9/vj344IPW6//JLkpLS+2Xv/ylffjhh1ZTU2NTpkyxJ554whISErr9fLTwPoucjZ/2ksCt+/Hsi0IJJjYa0kV4sWpvKWzjQoRNTLjzzlYUhYwIR0kQ2Z1dREQ6TODzdnoRxNzdsCQ49UEzSK/eeM7ZB6shVjEBRT8+Hig3iR6IYpDC3CqIMUGHFxG35FSiLIRJxFZvxzZg27U0oqTENQAlJYVEINVYh0+gHG3HdunjjNcWTURbTNAXT7aLJHkbTc55RgKKwA5Uo8yEtYs7aftWIiBjIrVJREBW1kAEeB7+ECslorIAIn5hkrhh/VA0ODCQyLGsGWK5zbhdfy9sl8O1+NlYIjF6JxPbhUndln+SA7FJCThmRoahdKeVCLh6kfxjIrU74+dCLOSDDzr9mV1rCenHiVEoBaxsQinUig0HIfajiTEQCyb9vacMBVVNbVira9yw7ZyIoCrtCMqTIrxRFFhFPuvpjLk3iOQZ658tVSit2luOkikmbaolQqVGIsF6IR1Fi6FEgujjivX69e04P10/BkVlRaSOxAXjuH9vJ56LN5mL2Ljfno/zDpONTSKC0ffI+BtGhIwOT8w1JoGaORjn3slRuL8OIq7aR3J3XATmroPI3xgnK4nzIe2cdgTFcUyex+Rq2Sc596aTfmNzWzC5d3En90zTBgVDjInUhgZjm36a1fm++WgHth2T/Q0m9XbbIbxv8SPnMYOIJXNKMQfYPQ8juxLHWgMRiTJxXl7vE8jLupBPJGz7iPyug+TelAFYc/cSYR/r79omHPenwu9//3tbsWKFvfDCC5aUlGRpaWl26623mo+Pj91999127Ngxu/rqq83Z2dnefPNN69u3rz366KM2ffp027t3r3l64v3V6aCF91nkbPy0lwRuQgghhBBCiO86GzdutNmzZ9usWV/+mkdMTIy99NJLtnXrVjMzy8nJsc2bN1tmZqYlJSWZmdmKFSssNDTUXnrpJfvRj37UrecjuZoQQgghhBBCiHMCh8NhdXV1nf5zOMjTVhMn2ieffGLZ2dlmZrZz507bsGGDzZw58/h+zL58Kvk/9O7d21xdXW3Dhg3dft76xvs842w8zn4+o/fjhRBCCCGE6LmkpqbaQw891Cm2ePFiW7JkSafY/fffb3V1dZaYmGhOTk7W0dFhS5cutZtuusnMzBITEy0qKspSUlLs6aefNk9PT3vsscessLDQiovxNZjTRQvv84yz8Ti7EEIIIYQQQnwbpKSk2MKFCzvFXF3xHfFXXnnF/vWvf9nKlSstKSnJMjIy7N5777Xw8HCbN2+eOTs72xtvvGE//OEPzd/f35ycnGz69Ok2c+ZMO0Z8DKeLFt5CfA1/mjcKYp8drIRYchfRRg2RTK3bXw6x4Rf2h1hECMocFr+6C2K9iDyKSTsmRqHY6Y5peNxNB1EMMiEO5VY7C1G+wkRWdzz+BcSSkkMhxiRdiUNQlvIhEcKxmJMTvkXzyPXJEHtjF/5r5lYizWkhwqLSapRKOUifz5wUg9sR+cgk0s7JROK3MuMIxBKIXO2OZ7dBrA9p57V7UAL42PeGQSyTiKa2HMBxcPfVSRDbTIQzZfVEpEaEcLf8czvEGuvwswkxmONHqrCP9hGpz5UDMdd2VmMfjQzDKfPl/dgGB8pRQhPg4QIxJnzyc0MRz+XJYRCbQ0ROAe7YvzOf3AyxAUT0FumHoqCuIjUzs9LLLuv05/+vcR9sc6QBx4EzqQ/+bni+C6bGQ2zjYeyzJCJJmhyFY6iZjLXMApQgFtWjBPG6JGzjhlYUSvm44nVsL8EcKCJ5OzwMr4NJq0qJpDExBD97w3Cs/5/mYY5eSnI+1AtztIWIpkZdMRhi6aQ+TCQCwPmk/jPhFRMelhMZ3+9nY72pacbtMom8jMkmX12fB7F4IkgbEY2ywK2ktrB5kYnPdhFJ1QqSa9H+eM6hRDToSuZAdi4Hq1Csxer1xClxEMuvxZyM9cPz8yQytEUX4f5qHXi9TMxWQfqXyUQ/zsG53I20y5XDwjv9+Qsyr20lsfWZOHdeMTYSYr9+PRNiEwfj+Csm89U4Mkew9lz2LtZhVyJ1qy7F2teH7O8X1+C4KmtEyRkTx+0rwbHG5vv5Y7Ctnt1yGGK/vXwQxMy+XGSzhXZX7rvvPrv//vvt+uuvNzOzoUOHWn5+vqWmptq8efPMzGzUqFGWkZFhtbW11traakFBQTZu3DgbPXr01+7/VNE73kIIIYQQQgghziuampqsd+/Oy10nJyc7epSY/318LCgoyHJyciwtLc1mz57d7eejb7yFEEIIIYQQQpxXXHnllbZ06VKLioqypKQk27Fjhz366KN22223Hd/m1VdftaCgIIuKirLdu3fbPffcY1dffbXNmDGj289HC++zQEpKirW04CM5ouchuZoQQgghhBDnPk888YQtWrTI7rzzTisrK7Pw8HC744477Ne//vXxbYqLi23hwoVWWlpqYWFhdsstt9iiRYvOyPlo4X0WaGlp0YJOCCGEEEIIIc4S3t7etnz5clu+fPkJt7n77rvt7rvvPivno4W3EF/Dz1/KgNg9lydCLK+msxgj2hflMLuIOGlrIUpV1rz4FsQC4kdArDcRheREoiTp6Y0oxXhwOsrVXk0vhNjhGryOhBAviDFpyXWXD4TYun1lEIsMRCFLTh62S0MNPjly+YWxENtOJDfr81AYwwR4Fw1B+c82T/xsMxHfTBoeDrGPtqIs5CezMH++IGK7QiJUyq9EGY6PB+YVaysm46sjsV+/R0QtfbB/C46gRGWbtxvE3l6VBrHAaBSGuZAcOln8PVGyknUA27QkF+V0+ytRFrWdjEsml+kg1tPCauwjxiUDg/C4xSgu3EHymQmVJhGJ4o8uQlkZE53188FxfrgWZT9dZWr3eaL45smCtyHWqw3lOjWu2O6RfVHw9cMRmCt9DN/P212B/RPri+2U6Ibis7Q6rJukmaywDo/hHoA5H+uLsaY2POdyklNpJPc+JRLE7w3FdskoRsnZlGiUzkX1xZqxu4wII4lcbUsB5uMEIhurdWB9fX0fCq/ayDHGhaMw0qU3nnM7kW95OWMd8XfHNrhzJYobR5ExmRSBueFBhFSjwlHCFu6N+beDyKeYrG1AIM6zjnacdxhTw3Ec9W7B3CgOwHbJrcDxwURqY8Lx/ArI+Cgi85hrRQ7EXHzxnsSDCBg/JHPlUZIH724qgNj8GQkQ29Jlf/6e2HZs7hwYjfU2h8jLmEjNyw2XX+1Eqvj2DpyvJhFpYYAf1u+iIuxvL1KX3Igg7Z9bsO1uHBsFsWpyD8WEty/fMQ5i/kQGetkgbCs2XszMEoiU8VxAcjUhhBBCCCGEEOIMooW3EEIIIYQQQghxBtGj5ucYErWdWfQuvhBCCCGEEKK70cK7G/i6xXBZGb7T+k2RqE0IIYQQQgghzi208O4Gvm4xvGDBgk5/Pp1vrbtzES9OjsvHREJsZBhKHWpbOosxhnqjZCTKB0VgYV4otth845UQO1KC0o6LR6DMa/1elPBcmoTCME8ioLlxTD+IBRNp1f4KPJfcahSyfJZZArHBRCKTkU2EO452iHn7o0BkH5EJMflIRF+Uiuw6jBKjnFIUeYwk5/xFDp5zLRGNePbF9mNiHiYvi/VD6RyTuoUQ0VZYHJ5zEZGNtTVhO3cQUU1eAUq/XNxxCsmvxDwIisE8ZYyLRdEPE5V5E5lcJMkNnwBsv4NbUPwyIxz7Y2029mVUHOaQHxHTfEzG4GaSLyP6oZynoQX7464L4shxse0bWlFSNTgIBUgHSJuynCxpQCHakYbO7cJEandFYf36RfluiPVrwTZx8US5lYsDcy+rGfu7ioy/6hbsn74u2O4t7Zi33m1YH8xwrDn1QvFSrQPH6aqdKEq6Zwr27cgIlHQlBmM/sho+NhI/W92MOdXSgWOcieg8yDH2lGGNDCJCqlXvoaxzbP8AiE0hsbdyUODmRmpkvD+O8fQjOCe0HcWxMSoe54k+RKJVXo/jYCeZO9jY/dk0lBs2tOJ2a3bjXPnvChyni74/DGL9fLAulbZhW7m4YDu3E+HfbaMiIPb4F/kQKybtMpbIXRvIXN4WiO2yswjvK5iczssFa18hEUEGh+KYYfKz6C7zRGE17iuOjL/CKuyfZFLTi4mYbtuBSoh5kDHE7mWYmM2bxI6ReZz1d7szxhrIZ6NInj2xZj/E6kjefkSuN4bc3/gRAfFB0s7nMuf1wtvNze34orcnLVhP51vrrot4IYQQQgghhBA9m/N64Z2amnr8/7VgFUIIIYQQQgjxbXBeL7zPR/77W3zR/ej9eSGEEEIIIUR3o4X3OcZ/f4svhBBCCCGEEIKzbt06W7ZsmaWnp1txcbGtWrXKrr766uN//8Ybb9hTTz1l6enpVlVVZTt27LDhw4d32kdJSYndd9999tFHH1l9fb0NHDjQHnjgAZszZ84pnYsW3meBrt9S96T3zcXXs3pDHsSyiNDLv4uELJhItZi0g4l50jfiMd08UWzB9hcVghKQzYdQqpVThpKRT3cWQ4wRGuwJsf5E4nTB4BCIvb8RJS29iTSnsQ7FLR6kTV3IZ9dsQ6nPWleUR01IDMbzW58HsSxPbL9pI1FAU9mIQr2achSDpBWgmGcjketsyi6HWDsRaA2PR2kOE6nNu2oQxFYTaY4vkZeNmRAFMTYOXPpgOwckYR5MGYDSmN1FKNEKIOK4/fnYfk4DiRSpEM8vctgIiH1agm16yUCUfD3++QGIzRsfDbHSGpTpXE5EiCu3FkBs2iDMycc+zYVYO5HfrJgzBGLv52KbToslgkMib5wYhds5d5FP9WrDccpEan8IGgqxxdV7INbWglKyXaXYt1OjUUSUScSIVc24XRWWTUplbxSVFTdgex49hn3R0o45NXcE1oy95djuTHT3+g6UAo4OR5HVbiKPqiNyq6pmHFe7SnC8jCKit5Wf4DhgXETG/cVEaMb6jUkLq4k8jwkANx5EkdOdk2Ig1kYEc2v3oRixkIyNX141GGIDiMwxxhv78kgTbldDrm1UOLb9+GC8ba8+isfAWdHMP+8LiB3thzXj2Wycx/6H1P9QIobdX4m1bw7Jg6wq7Dcm7+rrglfiIGNrDrnXYAJUKrTsIrvzIfMfk7K5u2C7RxDJ5+goPGZ/IgX8dwbKFyfGoHCUCQ8Z08j9TRkR4h0sR7EkE8ex8Xf7xQkQCyTtF+iBdTjOD2tQNan/rBacKo2NjZacnGy33XabXXvttfTvJ0+ebHPnzrUf//jHdB+33HKL1dTU2FtvvWWBgYG2cuVKmzt3rqWlpdmIEXhfcSK08D4LdP2WWo+KCyGEEEIIIcSZZebMmTZz5swT/v3NN99sZmZ5eXkn3Gbjxo22YsUKGzt2rJmZPfjgg/bYY49Zenr6KS28T+6fTYQQQgghhBBCiG8Zh8NhdXV1nf5zOPAb/e5i4sSJ9u9//9uqqqrs6NGj9vLLL1tLS4tNnTr1lPajb7x7CKfz296i+5BcTQghhBBCiJ5LamqqPfTQQ51iixcvtiVLlpyR473yyit23XXXWUBAgPXp08c8PDxs1apVFh+Pv0n/VWjh3UM4nd/2FkIIIYQQQojvAikpKbZw4cJOMVdXfG+8u1i0aJHV1NTYxx9/bIGBgbZ69WqbO3eurV+/3oYORYfJidDC+wScyjfQpypLYz8JJuFaz6W5HkUj9S0oq4kOQOEY7KsVxRFxQfi52CFhEMv8dAvE0oiEx90bJRb+5BjDR0VC7CgRNvX1ReFJTQO2SWYrSocyN6OEp18iCoYqilDqwyg+VA2xuko0Jd15TRLE3IiEbR2RrwwejFKt/dm4HRO8MCHJnIv7Q4wxjMjGrhmGebAy7TDEmMgvNBqFLu9vR0FTM+nLSD8Uv7xPhHVuRKLiRWJOvVGOteLdLIhFRKAsKpnIcFg7r9uPIrp5swZCbNVmFJqx3HB2wnO+fVIsxGqJuGpULApxvFxxup05FPv38/04F9w2IQZi/YiIqNqB9aWDiL+eJX05bxSRBTbhtfm7da45Na4omerXguOFidQe8sNxuqB0F8QujkXJVFXzyUl4YnywHpIyZwMDsD2dq1A8GOiBfTs2AsWSmWVYl5hIrS/Ji90nKS0sJmP3RSLsm5SAtSWfjKFIPxRDFRHJ5Z2zEiHG8vEfW7FWDQ7xhlhyKI77nEoUPsWRutRVjGVmVkWEax8QUWUakY4WHEHR28AYlAwW1GL/bjiAUrefTkL5Yg6Zs97dgWItFls6G8fMSB9sq3ZXbNP2ARdArFcH5tBVA3G8uffBetjchnNgiCeOwWYyV7Ka605iPk7Yv2HeON/9iUhw2TzW1IZ142S4eTTeL60hc04OEfFFDcRx9TcyD3m7YS2obUGhWZgX1hsmmXXujTEvcgx2n1FMxtCoMDzu1iN4vTtJ/bqGCPZa2rEQs/mKySbNvlxkn8mF9n9z4MAB+/Of/2yZmZmWlPTlGExOTrb169fbk08+aU899dRJ70sL7xNwKt9An6osjf0kmIRrQgghhBBCCNFzaGr68h8qe3f5xwwnJyc7ehT/Yemr0MJbCCGEEEIIIcR5R0NDg+Xm/t/Pch46dMgyMjLM39/foqKirKqqygoKCuzIkS+fMtm/f7+ZmYWGhlpoaKglJiZafHy83XHHHfbII49YQECArV692j766CN75513TulctPDuIbDHz8XZR+/ZCyGEEEIIcX6QlpZm06ZNO/7n/7wbPm/ePHv++eftrbfesltvvfX4319//fVm9n+yNmdnZ3vvvffs/vvvtyuvvNIaGhosPj7eXnjhBbv88stP6Vy08O4hsMfPhRBCCCGEEEJ8M6ZOnWrHyPvj/2H+/Pk2f/78r9xHQkKCvf7666d9Llp4C/E1zLsSRTJx/ijtKGvsLCm5cSjKJB7dgLKem0eEn9R5NNUNh5i3P0o7mGjrqmQ8xtBglNxEXDOEbIditoJaFG8U1aOMcBMR6aQTUVl4fxQW+XihFGnnVpRCjRuJ13aYiIOuGIz9sS0PZW2T4gMgxsR5Nc0oPSkjkrgGIgcrqz+535o8UI3XUVyD7XykCmU9Rw6gOIjlS/F+lJytJ5Kl2ROiINZKpDk+RK5WRSRQYb54DMY7RJrDcPPEfFmxA0VdTkRC88auYog1EwnPLpK77iRP40Ix7zOLUD44MhqlTROJCIsJpDKIwGZCP5Qi7TyMx2USn6I67KMVGw5CbMHUzj+dEtkXr9/FEwWFbS3Ynkyk9ljIMIg92oQ5yoRNTJzU2IY3W7lkvGwqwFrw03GY88neuL/9lScnYmVCszlEpOlPJHEMp14ovFp0KQoF2zrwnAcFogytjMj0Qoksq6oZt+tFziWJyBKjfHDc51ShHIzJCFmuHTOM/fMqFGG1uuFYW0/mJ1ZzJ0fhZ6tI/a9twthre0oh5k5kUbPIfcDb6SjDfPh9HAs3jMU8nRKNfcRkfAdJTq4nkrgGIvmaMTgUYrtJnZtF5l42VoM98d7FPwjz9O1MFJOVENldOrlf2JmA8/sPL+wsQC2pxfG88MUdEGNi0hHDsE2YiG93Hs7Po+Kx9u8oxPasIHl21UCsuav2oaiTCX6ZIJTdo3xxGOccHzKXXDYAz2Unkc5djcPUnFxxDjvfwDsQIYQQQgghhBBCdBtaeAshhBBCCCGEEGcQPWp+hjmV3wMX3z6SqwkhhBBCCCG6Gy28zzCn8nvgQgghhBBCCCHOP7TwFuJrYAKpLw6iGMPDpbMwpbAOBRiVRMaRQaQTnxDZU1g4imDKK1CMUu+C4hYmMgn1wuHfxwnFN1nkGEzGcaQOn+wYF4NSGlcit2KE+qJUhREdgKK7G5NRWFTfiv3oS0RgjGuH4f4yS+shFuyNcpgmIjOZMSgYYoeI5IbJepi8LINIZOZeOQhi763Pg5h3SDTEWpowT5kgLSoQ2/7pVXtxf4342XaSkz+/dRTEAog0LYb0+REixCmMQ2lfIWlnJhsbSsRQTIrEcjytoAZiiWE4fkeEo0hmTxnmlYPUIOLLspU7sW5cTKQ7GUSA5EGu7UcTYyC28XBnCdkPR+DYcHHg/neVonzr4li8fiZSW+iBgsvHq7dC7DMivDpYjXnR3w9rS0s7nksVEcK9tb8cYoEemKNMaPbuJpRCxQeiuPHNnUcgNq4/SqEeX3cAYpF+ODYmxOI4OFSDwieWZ1XNOHanxeK5RHpjXQr1xnZ+NwtlY0z4NIVcr7szzh1NbXjOOQ4viBVX4jy7kwgKXcj81JuI4/aW4/4aWnBevHIQisXY3NFBjMv+RJTqS3JtP9nfyDCsX32JsG5SFMo/Q8k89sjHORBjc3lsEOazH5EFsjHj44r7K2vENq1qRPHXkXIU9PmSc/Em88njb3eesyaS+f7WSxIg9v5urLfFZFwFe6Jw7fsTcd4tIPdawyKwLu04jPPLNnJfsIfIXmcS0V1JA7anF5kTw0hevJ+FArft+SiqXHBRPMSyWoiY0wlrAZPJncvoHW8hhBBCCCGEEOIMom+8uwE3NzdbsGAB/buyMvzXICGEEEIIIYQQ3x208O4GUlNTT/h3J1qQnwjJ2L5d9D6+EEIIIYQQorvRwruHIRmbEEIIIYQQQpw+69ats2XLlll6eroVFxfbqlWr7Oqrrz7+92+88YY99dRTlp6eblVVVbZjxw4bPnx4p320tLTYz3/+c3v55ZfNj/wXngAAIABJREFU4XDYpZdean/5y18sJATfm/8qtPA+w3zVY+gMPZre83hvG4qrmupRRjEgobMM5uODFbBNLRHVPPxSBsTK81Cu4+aDEqfyrDSIzZp/DcRe+PwgxAYHoYBm8bv7IJbcD+UrTPCVU4qymVYilHrv80MQGzYMC9fWXGy/0gKUNpWWoVTlrnGREPsgtxJiNwyPgNifv8Dz8yFSmoGB2H7pRKrFhGtx/ihA2n0ERSisnbtK/MzMIhNQRLRhL0qMouIwh3L2oLgkIASvjcnuiqpQJNOHCJD8yf5a/3/23jQ+q+pc/7/JPM9zQiYIJAQI86gIgiKioKgUtYpY6/E4oNKfrenRAraWWntQq9ZWy1HrPKLghAjIIPMQIEwJZCIhA5nJHEL+L/xLm1wXGiRowOv7+fCCm/3svfZa97rX3jx7fx8i6HtrXQ7EjhN50hXDu0OMiataWvCzXuQ8sogoKZ0IyJjY6I0th3F/+zF3J4+Lh9gHpSjnYcK/QeEo2KlowHFLIHO6XwgKhqqIBOpAKfZBiBfmbnJI2zntZNjH++tR0jg2BvuuvB5FOvVE8MVEarP9h0EsZcOXEGP9FGNEgkhkf/5uONd8XXF8/N0wtjUfa8FoIn1kosqYQByz99djfv+aCBTf3Ir5yIRhDJbzfYncaek+rC23DMJa6ksETcGkHn5BatUNZH8hpXsgluOLfcDEcdG+OO/3F6KUbEyvIIix3LihL65ZGeX4tGKYJ/ZBGKnDu0pQrHU0Eq8zfjEU17aDpA5H+WBOOqIjzvKP4fxYfQjXyocu6w0xJrYLIvXL1xXnUfMJlMm5kAY6OmCMCQQv6oUSyVfW4lrORJrjLu7xncdk58X2FUhqZjWpQSx/KhsxzzYTQdq1/SMg5kbm+AdN5DqSbJdXhrmXW4bXVdG+WNcHkPrQ3R+3SyIiVncn7OcmIqW8shfKIU+X2tpaS0lJsVtvvdWmTZtG//2CCy6w6dOn2y9/+Uu6j/vvv98+/vhje+edd8zX19fuvvtumzZtmn311Ven1RbdeJ9lvu0xdMbpPpouhBBCCCGEEAKZNGmSTZo06ZT/ftNNN5mZWU5ODv33qqoqW7Rokb3++ut28cUXm5nZiy++aElJSbZx40YbMWJEh9siq7kQQgghhBBCiHOCxsZGq66ubvOnsRGfEukMtm3bZs3NzTZhwoSTscTERIuOjrYNGzac1r5+Mt94nyuPfJ9uO0XnovfrhRBCCCGE6LosWLDA5s+f3yY2d+5cmzdvXqcfq6ioyFxcXMzPr+2rl6GhoVZUVHRa+/rJ3HifK498n247hRBCCCGEEOKnQmpqqs2ZM6dNzNUV37HvavxkbryF+L6kTk2G2IlWFEBsyC5v8/cWIg+5IAEFIJP7oXAn/UgsxLa027+Z2a9uvh1ikT4okWkgwqJCIoh7/Kq+ENtfipKN/kSWtScE5UyFNXiMz347FmIPfZYBsZ+NjIHY5Tej+ObtdPzfxtTPMiFWVYdiuzExKO2YORTFXamL0yE2fUQ0xAqJ1KeGiFXWEikLI5ZI2NyJXO0PkxIh9uuleyEWRuQo4aMxNiwW5T+fkn7uFYryvP+dNQRimw+jaGojEfg8eEkviP2KyAe351ZAbMpozBc2B9lnWb8kkBwvqMDxPXgYhVRMpMZkNankfBcsx7kwIhbzNI4IbHYXoSzqybU5EGNSoIFRKMnZU4L7uyC6bVt2l+K8Kq/HnE8vxn35u6OwiImsviT7YyK1nSPHQuz2vKUQezkL2+zYDUU/mwqwpg0gwsjerji2wyNRgnWYiKzeSkMB0nAy//YVomSpoBplXpP64nrC+jnUE2V3kxJDILb1COZ3OBFI7SjCvmJSyhoSe+zKPhBjLD8eC7ETpSiGYjKrEiKVujQJz/fzffi046IvDkLsjktx7r63HUWsQ+Nw7uaTOtKfzL8L41GaOf1vGyE2biDKtirInMkkazmTok4fiGK7VaReM2lfVR0e16MPisT6h+Da9quPD0Ds7tFxEIsMwNq3OuMoxK4bhWvCB9sKIPbJzraSy9EJeJ2xi9T5nw3Ga4WNOXidtpzIA19ceQhi7l44J6PINcBK0u+HSO0f1gPz509EoDtjdCy2hVxnlJJrqBFRKN9NL8F1dz3pv5QwrKW3vbodYr2IwM3M7PnpA36wG+2wsDBramqyysrKNt96FxcXW1hY2GntS+94CyGEEEIIIYQQ7Rg8eLA5OzvbihUrTsYOHDhgeXl5NnLkyNPal77xFkIIIYQQQghx3lFTU2MHD/77yZXs7GxLS0uzgIAAi46OtvLycsvLy7MjR75+AunAga+fvggLC7OwsDDz9fW1X/ziFzZnzhwLCAgwHx8fu+eee2zkyJGnZTQ30413lyM1NdUaGvDxMfHDILmaEEIIIYQQ5wdbt261cePGnfz7N++Gz5w501566SVbsmSJzZo16+S/z5gxw8zaytqeeOIJc3BwsGuuucYaGxtt4sSJ9re//e2026Ib7y5GQ0ODbv6EEEIIIYQQ4gwZO3astRI30zfccsstdsstt3zrPtzc3OzZZ5+1Z5999ozaohvv0+CH+Db6x/oZM3FqnlyBoq5AIsGICfRs83d3Z5RTODuiwGdIhA/E/r4SZS6HtmdDjIk3jIh56omwiOFLpEsltShI20PSdA+Re6zYVQgxbxdyDCIJ2pWPMo5NWSguubwvii2OVmOb88tRwvPMV9injLz9KG4pImKe9O0oSgokApE8IrTxJLIjJuTKzkfJEqOuCcec7u8g9mm4Lwr66sn+NmaWQmwzkfCUkDb7EEEOk0U5OaOKJI+IWv77QhSavbENZUfHiPxnKsmhvkT+8+EBPN9hVyZBzIuIadKIHMudnFtiONaD5haUIzIZ2FAiockjwj8vMs9HELlTXTPmbn07UWOcH8ptKhpQ5lVej/kd64ux2ma8OMqqwLyoIAItJlK7K/pKiN14aBs5BtYHJucLIH133A0FWi1EaOlJxvtyUkcWbcyDGONnyfjZLUewtsT643z2IuuTI7H+1DShZDCH9FWsP4753qPYFi9S//OqcHxJ11tV43GIlRHhU98QzFs2vqsOYF1n60RyPI5vpA/mPZNDHiBCsyAip3tjfQ7ELiJSsuuJuPFyIm2NdsP5URyJtWVPCbYvxg/zpbEFP8ske0ysyESuA4LxszcNQSFhsAfmKRO4tb/+MjN7Z30uxJyJ3K9/97aCsP2kVgd7Y58crsLa2pdcz11BxnEnuV56cwO2NyYQ1yFWv7NKcK5d0hvzgq3ZVWTMWB/0DMI+fvgTlLU5OeDatJBIio+TSR5Irj1GkPl3LqMb79Pgh/g2Wr/hLYQQQgghhBDnF7KaCyGEEEIIIYQQZxF9493FcHNz07fePyJ6v14IIYQQQgjR2ejGu4uxYMGCH7sJQgghhBBCCCE6Ed14C/Ed1NegvCUmBgVmle0EFWFEPPLm1sMQiyTSju7BKLFImjoQYn7uKLR59cssiF0+FKUlmUTw9clOlKGFE9GKOxHksLaMSkT5Ty6R15QUomikkAi0GohU5RiRLM2blAix2W/txOM6odTHzwOFT9OJQOujdTkQ694rCGJHiVjMici3MnYVQexXNw+C2K0jYyG2NB0/e9OIGIg9vjgdYhNH43ZMpOZNhC5TB0ZC7PM92Ja+I6Mh1kSEYW8TGdrwXiiIGU9imUQc5+KEb1MlEQFZtC/O1beJQXB0NM77rUcwT9MKULrD2lJ0DGvLJDJnash4fHwA29c/DMU+v0rGeXmoFWU1IcdRilfphvmcnte2biS6Yb/7uPhBrBy7hAq0DpINexA5WIzhmL2chf3JRGqv9RgMscdqUBLkcQxliRkNRFTmgmPbTE6upJZIoYhMaGr/cIgx0du6w1hb3tmOc+jK/hGkLSi8GhODeRFL6v/aLMyVSB/cbmtOBcS8iNyqiIgWHYmg6dpklFQt3ofz4N2dOG7physhdv0IrEsODpjzx4jU7c3tBRC7sCd+1p+si++nYfvKCnE9LiS1itWHtXnYz7F+2KdxfphDF0Rjzdhfiusiy79egTjmu4qxrgeRNXV3Kc7VMCKt3VGE9aUfEVCmFWAdvm1cT/xsKMoC/3dVW5ntQHJ9V9OAOdBCLNmbSc6vI7W1huRUOJkHE4g474tMlALeNz4BYnXNOBY3jsL1flsezg0mq2NywxE9AiH2FRG4rczGfjlKatANQ7tDbAcR7Z7L6B1vIYQQQgghhBDiLKIbbyGEEEIIIYQQ4iyiR827OD/Eb4eLfyO5mhBCCCGEEKKz+dFvvM/0xrKkBN/vOZ/4IX47XAghhBBCCCHOJ1paWmzevHn26quvWlFRkUVERNgtt9xiDz30kHXr1s2am5vtoYcesk8++cSysrLM19fXJkyYYH/6058sIgL9GGfKj37jfaY3lvrpLXG2SYhGUdDa3SiQ6hPfVkzzx/d2wzb/Nak3xHIqUSZ0jIg8mNDM1wPFLUyk1nQcJRv7s8ohltwTRRmFpH31DShIY+KziDAUmTBpRysRtzQ3olDKxx/lI0UlKF/ZREQ6N10QC7HX1ud2qH2ffpUDMW/SlmMV2Feh0SjIKSHCNUdHfPPHmQiGdhCZFxMRfXUIhS6+gR4QC/ZBSdXYOMyDV4n4LIjk35QUXKgqiQDPm0iWtufiuE0joqkPiUxuMznfyQOxLayvSutwvrG+P0FkOqO6Y31Ic0Z53tXxmFcFjbjd26S2jCbSq8t7oWTpjTQUPi0l89IM8+/O0bEQcyR1qOBY2/8o31qNoqOG4zgnGb2JnGkDEUU1HMc5VNeM9cGxG45ZVgXWKiZS+40XChSfWPoAxNYFXwGxqxNRqsXaMiAEa8aRWuzj3YU4Pl5EbhhFhGYuTphTU0nu/fErPEZeFX4JwnKetaWwBkVJI+Mxb5l8inEhyfl1pD6UE/lpURXW4dgQXIuYEI7FlhGZVeYR7D/G1aR+RZG1Y6cz1n8Xsiaw8egTjOfmRmSONHYM640Z1rSLYnAOFhzD2uLnjrlxpBpzY08JClWvSmJiSZwfy4hQLzkS6xBbn/JJW9qTQuRtyw9gDuwiAlh2rTUkDmVt7LMDY7DflxGJpjuRs0YTSWMVqd/hXjiODmSt8yBrWEU9jrePG/ZxlD9eZ+wg12RM2DeCrKdvF2OunA6PPfaYPffcc/byyy9bcnKybd261WbNmmW+vr42e/Zsq6urs+3bt9vDDz9sKSkpVlFRYffee69NmTLFtm7dekbHZvzoN95dFfZ72h35dr2zHw0/37/RF0IIIYQQQojOZv369TZ16lSbPHmymZnFxsbaG2+8YZs3bzYzM19fX1u+fHmbzzzzzDM2bNgwy8vLs+ho/PWDM0E33qeA/Z52R75d7+xHw/WNvhBCCCGEEEJ8TWNjozU2tn2CwdXV1Vxd2z7FN2rUKHv++ectIyPDevXqZTt37rR169bZwoULT7nvqqoq69atm/n54TfwZ4puvM9hJF7rfPQ+vRBCCCGEEF2XBQsW2Pz589vE5s6da/PmzWsTe/DBB626utoSExPN0dHRWlpa7NFHH7Ubb7yR7rehocF+85vf2PXXX28+PvjawZmiG+9zGInXhBBCCCGEED8lUlNTbc6cOW1i7b/tNjN7++237bXXXrPXX3/dkpOTLS0tze677z6LiIiwmTNnttm2ubnZpk+fbq2trfbcc8+dlXbrxruLw941/wa9//3DwEQWU0fiOx/tpU39u6PE4giR17D9FxSguCWHyND2+qKkpTcRdDBpx22XJkDsw7QjEJs2KBJiy/cWQ6yAyNDKyPkWHEFRRmFGNsQcXfDc6mu8IeYdgNulhOH/UuZXY1sGx6HAp+QYyle6x6Ic5VgtSn3cPFwg1tSIgpPBA1C4k07kLUxc8tGuQohVkH4uzkN5C5PYLcpEKdmqpGCIxQShoMmZyH/2HOmYPCmDCFNSiFhlxcFSiAV4YT9XlaFE68PNhyFWVlgDsQvuvYC0D7eLJdIY4qWxz/bg/Gg8jn3qTgQ2TDjj7EgOQmCiPNZXW7OxlriQY2wlAqmfJYe2+Ts7f+9mFOmUOWA9dC5HueHdw7G2ljdgbfF3w77bVIBjxvrT4xjWOSZSu//KxyF2Z8HPIebXgnMt9zjWqr1HsbaEkvEZ1wPlhjlE3FjXjCKnK/qGQazesI4MJnMt1BPb0t0XY31DsBY4kUS4/4M9EGPyysJKrF+BHnh5muKDbckMQ4HiUrKmxpPjOhABHpN5sToc4ocyq0NFWNOGXNYLYjuJPC++B65F+UQMyNrMJFrNpLZEemP/GdnfpgKcvz5umJNNLZh/x8h1AJO6Te6N9dCDCOaSiDhuzUFcs+qb8Lgfkzo8lKzljg5tj8skg2u2o7iSCWD9QzHPssl4lxd3TEAZSObkngKsN0OicD5vzcdxDCD7+3I/3kvcO7YHxGrItUyIF645qBU2iyLXaQOIxM6PzLXhpB6a8cfKGQ888IA9+OCDNmPGDDMz69evn+Xm5tqCBQva3Hh/c9Odm5trK1euPCvfdpvpxrvLw941/wa9/y2EEEIIIYQQSF1dnTm0+88VR0dHO3Hi3/9x9M1Nd2Zmpq1atcoCA/nNfmegG28hhBBCCCGEEOcVV155pT366KMWHR1tycnJtmPHDlu4cKHdeuutZvb1Tfe1115r27dvt48++shaWlqsqOjrn9kLCAgwFxfypMgZoBvvc5hvewxdfD/0zrwQQgghhBDnPk8//bQ9/PDDduedd1pJSYlFRETYf/3Xf9nvfvc7MzMrKCiwJUuWmJnZgAED2nx21apVNnbs2E5tj268z2G+7TF0IYQQQgghhPip4u3tbU8++aQ9+eST9N9jY2OttRVdIGcL3XgL8R14u+I0YSKLV7e0FTndd1E8bPP/FqdD7KNbB0KsvAbFXZsPoVAkNgTFI16kvVV1zRiDCJdbNRM5UeolKIxZTiRYNUT64kJEK01DoyCWSeRbx8j+ogJQeJVZhuKSFlJXjxFZyK/GoVTkt0v3QqxXJMqiSojAbVxSCMQKylGUNHlUDMTCibiE7S/cG0U/b21FsRgTG20j43b9MBRc7TiMopbXNudBLIwI/5hYpVco5u4ra1Gyd5wIpG4mYxRI9sfEWg/dhPPtEJEYTeuPArydRJ700U4UdY0h4qB3t+VD7P6Le0JsEDnu39ajhOzqfrhdLzK+n+1DcQ7Lg4JqFH9FkryqaScxyq/GWmWGeVtYgxUnyAOFUineOGZLiHjQ1xUlPAPCUWgW4Ib1MKMBz2td8BUQYyK1v0WmQOyvFZshFuOA5xvngfO+3A3lYF9kYa1fn4nzlOV3bj6KnDakYK7w/MbPZpahpKt3EM61E+TC9a4xuAaGkZrWQj77ZQ5KGkM8mUgJ+3RgBNbmICK+/CwD50bWUVw7YgJxjWFzKCEU8+/D/SR33TF3S4gc8jIiNn2bCFATSO2L9cOauyKbiS+xLWY4p9/aiVJPtpZvIeLGawbiebCaO57ITqm8kczpXNJ/TEy2kbRveHzb47JcdiVjFh6J8i12PZJfjm2rJtcANQ14nXbLsO4QKyQC2CpyLcNEakyQxq7nmMSvthllcj2IcDSeyBeZJO9Cb5RhvnMEz41J2M5lcNYIIYQQQgghhBCi09A33qdBR96p1k98CSGEEEIIIYT4T3TjfRp05J3qzpCdpaamWkMDPrIqzj6SqwkhhBBCCCE6G914d0EaGhp0AyiEEEIIIYQQ5wm68RbiO3B3QblMXhWKMdqLtf65EcVTvh4o6Hj/AApPGo+jUKqMiJ1uHh0Lse15KMFKIGKLZXuLIVZZh1KVJtKW8lrcrrASn9LYlF4EseSEIIht2EAkXbEoems5jtKTGiKOYzIcJoLxI8KUynqUj2TtR7FRFkTMuhETzP7d2M/eRDZ29DDmwYj/NxZins6Yj/VEepJ1CCUyR4pQZuLjh6IpV9JXMUHYpyw3mPCJxYqJIGZ4L5SSlZFcO0DmQh3ZLiU+EGKPvb0LYp/+egzESmoxDy7rifuL9MH+W0yEa9OHoCTHjfTzl0T+cwmRtQ0Iw/FYfxj7xYPUrzAy5j1JTpYTmaGva9v9uQfivhyJmIcJi4ZFYl06UIZ1hImx/N1w7vZ2RTHWcTcUNnm5YL9fnYh1ya8FBWlMpDbbfxhut/5/IdaQcjm2hfRVADk3Ji28mMyXt5xQqtiPiCCdHbAPxhK5VeExnFeOxA7k64KXk5sKcC1aSSRx1xLRGxvzOlLnCo9hvriQBjqS2syko03H8Rifb8f53DsG16cDuXi+D07pA7FXNqEssfIoCrhY+5zIefiTdSzOH/OFiVJ9SH1gc3UPaV8QuZ4Z3wPnUYQ3jmWgG45RaT32fawPHmNsTzzG/23IgVgikS1Gkn7Zld92nmeS9SUx1h9iDCZSYzI4R1L7fUnOZxJpnA8R6FbU4zwdSKRk6/PwOmNTPtY5nlO45jAx4v5C7D8mDI7yRbGkGX72r18eItuZXdwT69+5gG68fyBO5/FxvScuhBBCCCGEEOcPuvH+gTidx8c74z1xIYQQQgghhBBdA914/wSQrK3j6N16IYQQQgghRGejG++fAJK1CSGEEEIIIX5qrFmzxh5//HHbtm2bFRYW2uLFi+2qq66i295xxx32j3/8w5544gm77777TsYfffRR+/jjjy0tLc1cXFysshKdDh1BN95dkI78XvjpoHfGz4y3P8uA2PxZQyB2tLituOqesT1gm//9IhNifUNRAPI8kUkERaAog3H7iBiIrclFYZMXEXTEB3tCbOUelIMF+bhCrLQaZVmjiDSHicA8yP5qyf76EsnUOBJbvKMAYreNjoNYBBFjBXuiVKSBSOeYSC1pAJ5v+lZsi2MVilWq8w9AbGfhIIiNjkEB0rtE5jViIIpL2gsAzcwGxaA0hklzmPDvsj6hECsgx0ggsrsSIkOraUSZVwu6W6yBCJD2F2IOhROJWEoytrmRSPuYxKiJNCbAHedRxmFckNl8c3bEY1zSAwVuK4hwbcsRFOWtz8HtmEjt6qQQiAW4o2TJ0xnbt72orcAsjuy/qhHHp4HkT3oJSioZzaTft+ZjHw+PjIJYCzkuk0wxIVzucazNMQ5EuEZEarNH/Qpiz2bjmtDih/PUgeRe1lEcb1ZLD+Zh+xKJZMmXCJ92FuOczCzG444kErZhkdhXX5C14wqyJuwkMismhlp4CslSey7vGwaxXUXVEFu1HWuzJ1mLXMkcdyeSy7H98bhMCHdxEtag3Hxs3zTSV19mlUFs5YGjEAvxRFFXKZG1xfmhbCzQA8+3kdTcgmqMdZTGFjwGq7mNOH3tEBGYuRO5HxPqMZgktD31Tbg2XUjkhkeJNNSLzLUjRJrG1ufmFmwbEw+Oi0WBorvheFfUo9AyvRjnX2kNnkcZEaQxweMhMp+Z8DDCC68zFpeiIPNoKfbV6VJbW2spKSl266232rRp00653eLFi23jxo0WEYF1uampya677jobOXKkLVq06Hu3RTfeXZCO/F746aB3xoUQQgghhBA/NSZNmmSTJk361m0KCgrsnnvusWXLltnkyZPh3+fPn29mZi+99NIZtUU33kIIIYQQQgghzgkaGxutsbHtN/Ourq7m6opPrXwXJ06csJtuuskeeOABS05O7qwmUnTj3cmc6jHxH/Nx785+dP18Ru/CCyGEEEII0XVZsGDByW+hv2Hu3Lk2b968097XY489Zk5OTjZ79uxOat2p0Y13J3Oqx8R/zBvfzn50XQghhBBCCCF+DFJTU23OnDltYt/n2+5t27bZU089Zdu3b7duxPXR2ejGW4jvoHcyiojcnFAUMfPShDZ//8vnKGW7mIidmIxqyhCUBNU0oNwjJQyFNkySFEhkHJ+vyYbY9Mt6Qew4kcMMJEKuKiJucXfBtkwnwpg3fFHQlF6AkiDGKiKWYVKVd4lwbet2lJLdcQ0+ZsREat7+KKXJ2I0yISci4TlWjmKokN4pEBsYgcIUJkW654JYiP1hOYr87hoTD7HDVZh/g8NRwJJJZDB5FRhjeXCiFWVWHqRfXlyJ8qRxKZgvTIZTTgQsNd1xztxzIfYBa5+XC87x40TKVUyEMy/egvJF9llfV+yDo3XY5khvnB/RZM4kEyHVLjKP9pSgwIaNR1IQ5nhBO+lhXTOOxWIi+5s+MBJie4kwLJeIkz7ekAex0SQvDh/D3PN0xnEsqcXtBoTgue49ioKhOA8UwjWkXA4xJlK7Kw4tuk8XfwmxxuM4FhPI2jGIjLc3kfjdRESLGWV4HsMj/SA2NBJr0GcZWHM/3Yu172oy5kw2lhKG9SansmPiPReyFrOczy3DnJ8+FmsBqy1MKrUztwJil/RDuZozWTtWH8AnIA9t2QGxA5N6Q2xkNK69bJ1gskBGC6l9Gw9j/4V54w1NFbkm+TKzFGLeZM0a3B1zjeVBYQ3O1WJyzTS6J0opfclcqCICzzEJQW3+3mdULGwz+9XtEEsmc2PFrkKI9Sbn2ot8dtvuIojVMnnsbjzG4Wg8BhP3HiJrds9AlOoyAeXiNbshNoQcdzKpN/sLUbi2IhuvgyrJ9cP1F6EY1+z7P1benrVr11pJSYlFR0efjLW0tNivfvUre/LJJy0nJ+eMj/Gf6MZbCCGEEEIIIcRPiptuuskmTJjQJjZx4kS76aabbNasWZ1+PN14CyGEEEIIIYQ476ipqbGDBw+e/Ht2dralpaVZQECARUdHW2Bg2ycmnJ2dLSwszHr3/vdTJ3l5eVZeXm55eXnW0tJiaWlpZmbWs2dP8/LCpzVOhW68uxipqanW0ICP0YgfBsnVhBBCCCGEOD/YunWrjRs37uTfv3k3fObMmR3+ebDf/e539vLLL5/8+8CBA83MbNWqVTZ27NgOt0U33l2MhoYG3fwJIYQQQgghxBkyduxYayU+g1PB3ut+6aWXVnAmAAAgAElEQVSXzvg3vM104/2D0dGf9Poxf3ZMcFyJvIVJO9rLiW4cFQPbfEzEGz8fgCKKKCJOWkdkLow9R1Ge0T8UH4MZOxrbd2E8CkqYBOUgEdWkRKEshLEpH8UtGw+VQSzQC4VwOcUo6Jg8CAU+gZ742WNEqpKWjjKT+iaU/1w3ORFiS1dlQcyB5EpTLYp5AiKwn+uP4XYLV6Ag7XIilWJt9iI5OuOBVyAWN7AfxKb2Hg2xIUTg4+KEAp/bX9wKsZJYIgSKwbxKJNv5ejhDLL+ciKGIfKpfBMqn/rEhB2LPTESZ4XEXnDMVDdjPA4gQyJ0IvXyIaDCvGsc80hvPl4neIjww9lktysDY/GWCoXAiT2pqwQuVAeFthT1HSX7fSyR+TKTmQ3L0mr6Y3z2DUP7DzuGtNJS6XZ6EcswYUl+P1OL+QkkNKnfDeu1FRFYtfrgdE6ndEzoWYk7vLoHYeCJZYnKr4WQOYaaY5VXhHOruizng7oR5O5iIoZJCUOR0mBwjsxjz4OgxzNuYAA+IjU/EsdxNRGplJCfXr8vF7Qbgdo9NRbnmYrJO9CBi01c/PgCxy4kY6ggRVdaWHIbYwndQZvXM7cMhFuWD+RzmhXMruhHHl0xx83TBc9t+pBpihURyNojItvoEY410dsQ5E+aJtY+KL4ms7bX1OL5OTII7Eq972tcSBzKfPUgt+IqI5PIz8VrGmdQ5JgVsasT1JZnMqzh/nBteZH1ZlY1tOVqNc23pDqyb913cE2JuRNK78IM9EGshgkLfIGwzExnGB2Ot/+fSfRAzM7t7JJeudXV04/0D0dGf9NLvbQshhBBCCCHE+QX7j1AhhBBCCCGEEEJ0EvrGu4vR0UfSxdlB79cLIYQQQgghOhvdeHcxOvpIuhBCCCGEEEKIcwPdeAvxHQyJC4BY8wkUfjS3s5RcnRgE29yQjIKc/BoU5FTWY+w29BVZqQvKSD7ej4K+/URQNYHIej7ZWwyxFnKu5UTilOWO4o3fTegBsUdXopSMHeMwkfD0JWPBBCeM/MMo4ZlxSQLEtmaXQ2x4D5ShjRqGQq6ahmaIBXii0GbLHuzn2Hg8t0U/6w+xFdmVEAsi45sSjmKxe//xS4jVE8HJL95Gqc+EPigvay8UNDP79ZQ+EOsTgsKU+mY87vsb8yDGciOByAL/9s8vcX9OmJORvXHcDlyIkpab/7wKYkOJ2I7JYD7dXgCx4b1wvm0+iLn75PQUiDHZz11fHITYwitRAlhGagkTszk0oTBxUznKfuqa28a25mM+DiLyLZYruwtR2BTgjrn84U6U/8QEYr8zsdgiklNT++M4sraMI/P+iywUFgW4YZsdHHDMGo9jHzCR2vFrp0BsSs6HEMt065hciAm0ZnpgHa73QnGXW+ZaiDnHoHyxuBZr34XRWIOOkj59hcyXQCJyciZ9+vPBOJ9L61CatuAyrPVVjViDthKJ2NV9wyAW7IGXz1nDukNsZxEKQW8agm0+eiXWzfbXFGZmn+zDtWMdWbcLs1HGWlOMAreovlgzCjNQVNZzSC+IHdyaATFHV3eIRfZC0WBpAfZzSHesG86uOGfuvQTbci3p+y9Iv7BaEt9O/vbXt3Zh26Iwl7sT6eOgqTiOTKS2nchy7722L8R2FWE/7SLXMqz2f7YPrwU3ZRyFWJ8YrJtvkTk5oCfO3RsGo9w2hMhtZ72E0tVwIrlkwjV2nXYuo3e8hRBCCCGEEEKIs4huvIUQQgghhBBCiLOIHjXvAqSmplpDA/4eovjhkVxNCCGEEEII0dnoxrsL0NDQoBs+IYQQQgghhOhEjh07Zg8//LAtXrzYSkpKbODAgfbUU0/Z0KFDzcysuLjYfvOb39jnn39ulZWVNmbMGHv66actIaHz3y/XjXcHOZvfSpeUoABBdB0uI1Kk/CrMBf92UqBthSgHGxiOUqiaJhQYjfBEoYZDeT7EggLxbZHxPVHqdqIVJS0f7C6C2JBoP4hVNaKcydUJJSiFpE+yKlHCFhWA8pVB5LjHmvC4WSUogBpExCARRNqRQ4RPi9fmQKymEs8jlchcHInoZ0cuiqb2E2lTEpGUFFbWQ6yqEXOjh78HxNJLUOAzqjv26Q4i+onyQflbFDkGE3y5E2HW3mI8RnZFHcSGRmL7PImU5Y7RsRBj1N98IcQ+WpsNsdsvw7FkoqQRA1EI9MBYNBwGuGEf/KwfypgaiSiJSZaYWLFnAOZzfyIiKqxBwdUxkkMtJ/B8649jHuw9ivlcXN12fqwiosDEEKxz7+1AWY+LE/Ydg8kN31+P0rR9ZK4xmLDPyw37JKcC5+R6InMM88WalnUU6/+EZBQUjieSSyZSuyt2KsQm7t6Ax4jHeeVeiX3V6oeCOVbTHNxRIEW6j7I6FyVQaQUYY32/kkignEj7So7hGnMlmX//t6MQYj8j0rReRJjV0x/nxrt7MQ+aT6AY6ihp3z+J8I+ti6uIHGsEmQuteFgLI+tiJRHW9YjD7VrJADeROuIVFAKxkGisS7l78NoluDvmfTwRmGUXsDUL6+H7aVhf2LVBlB/2c0M7odfY0TGwTTqRrpZU47XCwBicf2xeMTlkBhHKhvnhuZbVYE5lV6JQsBeRkK7cimORloG5PCwJx/arNBTTMVHsLZfizWpJHs77tw9hn95xPcpFTynQHdfxm+LbbrvN0tPT7ZVXXrGIiAh79dVXbcKECbZ3716LiIiwq666ypydne3DDz80Hx8fW7hw4cl/9/TEsToTdOPdQc7mt9L63W4hhBBCCCGE6Dzq6+vtvffesw8//NDGjBljZmbz5s2zpUuX2nPPPWc333yzbdy40dLT0y05OdnMzJ577jkLCwuzN954w2677bZObY/kakIIIYQQQgghzgkaGxuturq6zZ/GRnwa4Pjx49bS0mJubm2fHnB3d7d169ad/Mx//ruDg4O5urraunXrOr3d+sa7C+Dm5qZvvbsIetdeCCGEEEKIrsuCBQts/vz5bWJz5861efPmtYl5e3vbyJEj7fe//70lJSVZaGiovfHGG7Zhwwbr2bOnJSYmWnR0tKWmpto//vEP8/T0tCeeeMLy8/OtsBBfUTlTdOPdBViwYMGP3QQhhBBCCCGE6PKkpqbanDlz2sRcXdHHYGb2yiuv2K233mqRkZHm6OhogwYNsuuvv962bdtmzs7O9v7779svfvELCwgIMEdHR5swYYJNmjTJWokf6UzRjbcQ38G7u/B/vOqJEK29IGzNoTLYxtUJ3+5wJNKqlcdR5pBZgSKmHoZF5qtslF1cnIDCtcl9UPTjQWRZ7+xEocYYInCbloixO9/fAzEmStqehxKny4jc4801ORAbQERlTcfRNpNOpD6BIdjP3kRyM+/T/RAbR9qXfgCFQF5EjhLijeMWE4hCs+VEPnKACNKuINKmX762HWI3XxgHsUUbMV+uHYBisc+I6Gc9mRt1VfioVzzJjU924mfLCvHcUhenQ+yrl1+C2N9fmAcxVzdniP3fikMQ6xfiDTE2RkvJ+Lo44py+oR+OR2UD1owAJ5z7i9NRehjlg+ORGITiHG8XnL/l9ShcaybypGYif3PE5lliaNu+urYfSro8nbFPhkSgOKmwBoVArB7+dQ2O2a+vTIJYAZEd/SwZ5+m6wyhhY8KmumasI0zMdjERcNY3kzUiHPugqgFlepluOE+ZSG1Zv5EQu6wea1WrE7kY7YZj5NCCudJKhGHbyDw9QGRyTEzK+i8pGOswSQPLqcDxLanFHGIiyBrSz4v3Y01j8srVOViHLyHr2MekPkT543oSE4DH+OfKgxALIWvCACIJvZpI4nKJJDSUyCs/PYB9cPXASIgVE6FXQTnKB5kM7B0yj564cSDEWA1augfr4fu7ce1gosZPtqBIzIEUtd9c0afN32uJlKymAedGsDee64AwnOOHiFx0NMmfTDKHGDcOj4bYn1dkQMyLrH8luTjeTHTHRGqjyXXBuu0otWsvGjYzu3NGf4jtOozXZIzpg/Ha1+zrm+xT3Wi3p0ePHrZ69Wqrra216upqCw8Pt5/97GcWH/+1MHXw4MGWlpZmVVVV1tTUZMHBwTZ8+HAbMmRIh/Z/OpyXN95nw0Au87gQQgghhBBCnHt4enqap6enVVRU2LJly+zPf/5zm3/39f36P7YyMzNt69at9vvf/77T23Be3nifDQO53sEWQgghhBBCiHOHZcuWWWtrq/Xu3dsOHjxoDzzwgCUmJtqsWbPMzOydd96x4OBgi46Ott27d9u9995rV111lV166aWd3pbz8sb7XOJs/j64OH0kVxNCCCGEEOL8oKqqylJTUy0/P98CAgLsmmuusUcffdScnb9+LL6wsNDmzJljxcXFFh4ebjfffLM9/PDDZ6UtuvH+kTmbvw8uhBBCCCGEED9Vpk+fbtOnTz/lv8+ePdtmz579g7RFN95CfAc3DULRSLAHTh3vgnYyq6hY2KYnEXcV16C0I8CDSDGIRGZsLIpWGHFEeLLlCApy4vywfXePjoHYsUaUpaw7jPtLCEVpVVUdnm84ad/OQhQgXXcBtqVHAIp55r+9E2IXEjHIV0TwVZiFMpebf4aCjdxSFKYEEinLoXSUl6XEBkAswAvFN6VEaHNtCsqsjjWiyMmRSL+256LEjkndqhpRRJRPBDEzL02AmLMDHvf1ddkQG5WI0qvxE3tDbFcR5kFD3Y0QC/LA/mPyvGoifwsk8zk+CD/bm8T83fGz5fXYf3nkuKyfC6vwCahsIkpyI6LGMnpc/Oz+0lr8LKkvbK5eP6BtPUwj83RYFNal3cUoDnp1cx7EHiY5EEWEV29uPQyxSX1xbmw5gsd9ZztKl5ic6QomrcrH833LCdtyMA/FQd6umCvDY/0hxpgQ7wcxJlK73z0RYn89ir9F2+045qPT4TSItTaiQCu7BmvBm1+gHKyQ5G0gqXPOpFYxFhPR59T+OOZMkNaP1OYc0r5Yshax9t35Jq4xl/TDfNmYhWK25EgUcE0Z1h1irP/8iTDLjbRvZQaK3i7pjRKtnYdxTVhNRJrDiAys5BjmkJcb5rinDwqwmFTwmdUoUWQi20euQLFiAxGqbiDSvkFETtf+2iqQrCVMCuhHrtM+JHJMtl0okTm+vRznkH8onkNFMdbvo9m5EPMIRMmnqyfOg+IsFKT1HNITYky4xviYyO/KiEjzcFYFfngQXqcxMeK5TMeqnRBCCCGEEEIIIb4X+sa7g7i5uZ0VwZps6UIIIYQQQghxfqMb7w6yYMGCs7Lf+++/X4K1LoTetxdCCCGEEEJ0Nrrx7gJIsCaEEEIIIYQQ5y+68RbiO9icj5Kcgmp8QuGSnslt/r58OxFKdUexR7gXijd2l6A8YyT5bEktSif6E4nMUSJJOt6CMhI/IkZJK0I5Uc8AlNd4OKMy4ooklHuU12NbMsuJLKQaxS1MNuPpjFKkiURUw0QwpUdQlBSfEt2hzzo6dIMYE6k5kfZt2oPbuRPp0C0XxkFsI5HhRBBRC5PhrNuLxx3aC4U7hytRqJQUjkKgciJMWU4ELIe2ogTqeDPmHxOLBXhivzQTKdnnRAhUS4Rhk4agLDGzDM93OBGEdcMhtwgyf11asX0+rjhnvFrxfF0dURZ1QSAKhg40oAjxKDnfzTkosOlL5E5Xkbla24zHXZVT1ubvY2JQFFhBJG/VZMxGJwRBrLkFJUYj4/AYLkQu5++OYxHrj3Pjyv4o8JkajxKjesP9bSByw35E2JRI5stNA/G4TLRDusDcK1FE1+qE0iomUpsdfAHEnkl7Ho8b2Qfbl4sSsQnxOG5x12N+9yLixveIfMqXSOfi/PDcGpMxR0vrMOebydq2icyDy5JQ8FhDZF69AnGudSeixayjuI4lhqNgdH1mKcTqyHGZlKumCedRWT0WpulEJspEiyndUdr3FWkfk38y4Rir4Rlb8VpoK+n7CWR81xxASdyqQ2UQyy1D4d8BslZuJJ+taXd9NH0EXgMcysF9sfMvJdctUwbjmvPG+hyIeRGxXzMRpzq7EhHkNSMhxs4/7wCOrVcQzucWIqurP4ZzrXDvDoh1j+nYb1+3kv4rI0LZXSQHzMzmT0SR5LmA5GpCCCGEEEIIIcRZRDfePzJubm4SrAkhhBBCCCHEeYweNf+RWbBgwbfa0iVe+2HRu/ZCCCGEEEKIzkY33l0cideEEEIIIYQQ4vRZs2aNPf7447Zt2zYrLCy0xYsX21VXXXXy31tbW23u3Ln2wgsvWGVlpY0ePdqee+45S0hIOLlNeXm53XPPPbZ06VJzcHCwa665xp566inz8kKv0rehG28hvgMnR3wjY3JvFIM4t5NtPTKxF2zj74ZSDMcTKBuL80eZS0sriihciO3pUyJGcXXC414Ui1IVRr8QlMgEe2Dp8CRytXoi6NhfigKaIA8Ut+SVoiylqAolWExes4H0gR+Rw4REYx/0IqKk0URUtpNI97r3QkmJI5FAXUVkK5lEYscEXxlEIlNHJFhM/nZBH5TXbMkuh1h9M/apI8m1qnqUrcSS8XAYlgSx4UTqtmLzYYj5EEFTFcmNtIMozclOy4RYdTnm0JV3jYLY3e/sgtgMIu1rJoIYDyLUyyfCuvE9MV9yyHYHff0hti4Xx+3ieJSQBZK8H09kZUwc9/K2QohNbFf7on1QANVA7GDl9SjLyi3HcUwKQsFQNukTRigR8XmRsSipRYHPH79C0eJgIp6a1h/las4OOMd9iagyg0j88khNm+mRBbFWPzyudcPjdjuO58ZEancPuL1D2zVl7YFYfPJ4iLHz8CPrXWIIXqQ2Ehkay6EqIujrF4L1JsUX6+Go7rEQ+2A/SptCSA4Fkzo8rjfWr/1FxyBWRcSmTLzH6nVNA57v018egthQMp8j/PAaYjOp9TkluO6U5ONcWEbqXMEh3J9fMF4veAfgPGLnFkXa7O2G9cXdhVxHkf4rIkI0hx7YV+3X6EWfHoBtGokw8giR6Q0iNf2NVWQ+k/48Qa7xvHyxHgYH4ZoYT/p9N1kTa4pRdHciEK9HqstIv3vj3Oh3yRiIRflj+/YXYk7dN70fxLbl4ZgVE9nw6VJbW2spKSl266232rRp0+Df//znP9tf//pXe/nlly0uLs4efvhhmzhxou3du9fc3L4egxtvvNEKCwtt+fLl1tzcbLNmzbLbb7/dXn/99dNqi268hRBCCCGEEEKcd0yaNMkmTZpE/621tdWefPJJe+ihh2zq1KlmZvavf/3LQkND7YMPPrAZM2bYvn377LPPPrMtW7bYkCFDzMzs6aeftssvv9z+8pe/WEQE/orAqdCNdxfAzc3tlO95S7wmhBBCCCGEEF/T2NhojY1tn/BxdXU1V1d8uurbyM7OtqKiIpswYcLJmK+vrw0fPtw2bNhgM2bMsA0bNpifn9/Jm24zswkTJpiDg4Nt2rTJrr766g4fTzfeXYAFCxac8t++Tbz2DRKwdR56n14IIYQQQoiuy4IFC2z+/PltYnPnzrV58+ad1n6KiorMzCw0tO2reKGhoSf/raioyEJC2r5m5eTkZAEBASe36Si68T4PkIBNCCGEEEII8VMgNTXV5syZ0yZ2ut92/xjoxluI7yCayC0Y3q5tBR0ltSjjKCdCkR5+rFCgtGozEZ6MjibyrWKUpfQKRaHNcxvyIHZtf3xPxZ1I017bja9AhHvjeTxLRDB3je0BsYXLUGbiTSQ31cdQHPTWhlyIdSeikZhAjKVtzofY5ho8Ri4RwuXsQzFPQy3Kojx8se8XFaKEx4HIYW4bEY3bEQvWqO6YB4dIm0uq8dxCfHDcwknO7zyM0hMmvikkIqxu5Nwq61E6dPsVKGF7k4xvZE8U5LAxb2nBXGuoxbkV5Y3nMToBJTnjibxsVU4FxK7ohTK+nEo8bhCRFKYTyRmTMgYSIaE7EfkFeeH4biBiwItiUIAU5od5ENZO1ra7BMc7jtS0XUVYv6KIRLKkDmtkI5E0phfgOUxKROklcWPamBgcx7wqfGqMydp2kvMYS+RWO4txvIdHYh9398W+qvcaDjEmj3JowTnkdDgNYi2RfSDWUeHaH566BmIZRVhbXtmM68lOIqfzItI5ZzJIyw+hGIpJC0vrsJ8LPbEWbD2C+XJrX5QWFjfhMaoaUda2nUigaoj8raYBx+hQNtaM40SQGUqkbn4eWKt6E2Edk8KOITUtgVwbBJF15xARicWT47I5vZGM5bR+KAtkc2sqkRkWkTV6cnIYxBisfe1lbWyu7TqM+VNJcq+FSNMGJqKIbxcRnzGYnLWqBo/7IbmeCyViXKcLhkDseDPW17Ep2O+sDm87iCLbhDDMi32kXrNrVXbt0dIT11Oz7/dYOSMs7OvcKS4utvDwf593cXGxDRgw4OQ27V/9PX78uJWXl5/8fEfRjXcX59ve//4GvQcuhBBCCCGEEB0nLi7OwsLCbMWKFSdvtKurq23Tpk323//932ZmNnLkSKusrLRt27bZ4MGDzcxs5cqVduLECRs+HP+j9NvQjXcX59ve//6GjrwHLoQQQgghhBA/JWpqauzgwYMn/56dnW1paWkWEBBg0dHRdt9999kf/vAHS0hIOPlzYhERESd/6zspKckuu+wy++Uvf2l///vfrbm52e6++26bMWPGaRnNzXTj/ZNHYra26F15IYQQQgghzg+2bt1q48aNO/n3b94Nnzlzpr300kv261//2mpra+3222+3yspKu+CCC+yzzz47+RveZmavvfaa3X333TZ+/HhzcHCwa665xv7617+edlt04/0TR2I2IYQQQgghxPnI2LFjrbUV37//hm7dutkjjzxijzzyyCm3CQgIsNdff/2M26Ib7/OAjrwHfir0fvh340dkME0tOIFrmtqKJ8I8O/Y5p0YUisT6eEOsssED2+aKIpiv9hRDbHKfUIj5u6OkpaoRRTC+bii7GE6kL0xIkhyJ260johUmUmOSkqoylJdFRKPAJ9gb23yMiO3Ks3ZhWwLwfZ2hRJ7EzjdjF/6shG8gjltkBI5vORGfsT4oqcXtsiswD7KIDIdJ4iqI4GQIOd8ofzyP/YWYu7XHUPziTPI0hvTLPz9DyR7DxRXnlrsLxjI3bIFY9/4pEHMjApuso9gvhyrw6aCEACJ1I+MWSupBMREwNrSgwIbXG/xskDseI4H0s68rzn1fMkZsu/btayTt9SBCxsGkFhSQnA/zxGOW12NO9SX7YwKtmiYU/cQSadwJclHW3RfrUmYZ9lMhyflMMq+Gkja7O+H+3DLXQszBHfOs9QT2fWsjyu4ccndCrClrD8SYSO2he9+D2JO//APE7h4TD7EGImMKIlJAJm1ic4jBpJ71ZH+9grD/SpuJ6I3I+HxcMDiIrDtvbTkMMSZprKzDdbaGzAVWSxPDfSBWUI11qZwIuIKJSDO/HPPl0+0FEGOCzPxMspYTeZkbWd/f2XkEYsNjUXaXXYFr/n4iJy3yxT74YlUWxOKTUcA4bXBUm78fKsG5u3pNNsSaydOiI8b0hJgLWV+amIivEvc3PiEWYmzdve5C3O75d9Mh5kqu+1zIusEkiFhJzaKJnM+PSFdLiBw43QVrH7vWYgLAcxndeJ8HdOQ98FOh98OFEEIIIYQQ4uxC/m9PCCGEEEIIIYQQnYW+8f6JcyaPqZ+P6H13IYQQQgghRGejG++fOGfymLoQQgghhBBCiO/mnL/xZt/YShgmOhMXR5SK7CPiqoqGtsKURCJzqWtG6Us+kUJ198HtPImIYt1hFFb8/tp+EOvhjzKhEWEoWqk5gcfwdETJTQUx0HgTAc0lvYMhVkrEMhf0CIRY3xDsvxc2obwmwAvFLRfHo9CmTzD2wc1D8GmPngHYLwfLUXzTJwwFaQfJeVwUj7FmIg7yZcIw0s9L0lBKk7n3KMTGjY6BWEMt9n0dkfDsKcC8+p8JKI3JITKY1USeN5HkwSqyXXR3lE85EakPEwz5eqDQ5Y47p3Zou8fW5ECMCZBWZGA/s/01tqB4yZ8IZ5jULYBsV3AM8y/cC/N0SQb26VMf74dYXBT235QU/C3S97bnQ2zwFX3a/H1TXgVss6cE5UevrzgEsTsnJ0KsvB6lQ+PicA4t3YcSSdYnOUTOtDYL+4nJhFgN6h2Eoh9H8tLeSCIJ+ozkD5POOceMhhhzjW0jkqnsGjzfCaQexiePh1hGEa5rTKR2n0cSxJ6q2Q2xw9gU8yQ1bW0eSvGGEgFlaR3mRl4V1qAUImMqJrVqfV4lxLzJOkvchnaMyA3r6omclNSHy1PC8bik/r+1Gde7d9/eADEHJ1wDQ2LDIHb0MObfxZcmQ6yWid5IrJUkZVlBKcRuvG4wxBLJ+pkQiPMtn4jjdu7H81hZhHOh9iiulenl+NmqdoI5Jj9lNB0rh1hdUwvEsnIxz5pInYuIQ7lcfTPuj43FhB44x5uu6gOxNQfw/JkoNiUC69LGHDzfuRN7Q+wPyzMhxnJl2qBIiO0lNe1845y/8Wbf2OrRaSGEEEIIIYQQXQXJ1YQQQgghhBBCiLPIOf+N97lKamqqNZDfABQ/LpKrCSGEEEIIITob3Xj/SDQ0NOgmTwghhBBCCCHOEgUFBfab3/zGPv30U6urq7OePXvaiy++aEOGDDEzs5qaGnvwwQftgw8+sLKyMouLi7PZs2fbHXfc0elt0Y13J/B9vr2WAO7cgQm9NhBJTmU74dqb914A23yyrwBig7ujiOlzsv+YAA+IvbUF25YQimKQITEo7RgRhfKMI8fQhlNA5CYNLSh/Y/Twxza/vB7FGzFMRJcUArEwPxSkDY/C/iupRflIe/mdmVkdEZf4uqFch8H6hQmacirrIdZM+m/5XpRFBRBZVAERn1UVYz3ZcxjH18cX9+fmifIfd2fsg0B3PLemFtwf6wMm1HMhYrGOitRKiGwsJhBzbek2nG+O5LgT+6GIiM2jFiKIGR2DEq1n1qBIbGWfqUgAACAASURBVCqRl4V5Y/8xwVBVIxE5kdw9QnKyZzTmgYsTjm+snzvEZgztDrFtR9rm30hSW4I9UfbE6O6L87lbN8yBKG/M0VuImGdHUQ3EYv3xs5E+eNzCGswplo8nWokYkQgyh0Vi/nxK5nhSCG5XTCSIjANH8Xzf/OIgxOKux7mRV4V16ZXNeRC7e0w8xJhI7V4vlHrOq9wDsapGzNsgIiAjPjPa5sxSFMKx+spqUDGZLyfInCwiArcLiTQz1B/nUEIAzufD5DwqiZgtnMxJl3HYzyUk7/+HSFZZvlSRfskPxjZ7k3OLCsK8Ygwk1zhZZThu44lc7LIElIa9uz4XYnVlOLcYjq54HonxbWu4FxHdlfbAOn+CtDeJrFe3jETR6bJ9uGYnR+JnhxL5YnFfXK+Sm7Ihtj8Qr6Eck7Cm1TTg+hJDrrXC+6IUkAmDh5B+cSfSwhByfVPshXWYXVOcDhUVFTZ69GgbN26cffrppxYcHGyZmZnm7//vds6ZM8dWrlxpr776qsXGxtrnn39ud955p0VERNiUKVPO6Pjt0Y13J/B9vr2WAE4IIYQQQgghzg6PPfaYde/e3V588cWTsbi4uDbbrF+/3mbOnGljx441M7Pbb7/d/vGPf9jmzZs7/cZbcjUhhBBCCCGEEOcEjY2NVl1d3eZPYyN+Y75kyRIbMmSIXXfddRYSEmIDBw60F154oc02o0aNsiVLllhBQYG1trbaqlWrLCMjwy699NJOb7e+8f6RYL8/Ln589N69EEIIIYQQXZcFCxbY/Pnz28Tmzp1r8+bNaxPLysqy5557zubMmWO//e1vbcuWLTZ79mxzcXGxmTNnmpnZ008/bbfffrtFRUWZk5OTOTg42AsvvGBjxozp9HbrxvtHgv3+uBBCCCGEEEKIU5Oammpz5sxpE3N1xffGT5w4YUOGDLE//vGPZmY2cOBAS09Pt7///e9tbrw3btxoS5YssZiYGFuzZo3dddddFhERYRMmTOjUduvGW4jvoAcRjSzfjFKzAe2EF88RAUhiOIp0qok4aRARhvUMQCkIw5XIo6qIPMORvGjScBxFGQ5EMDQxFsUyzmR/juSzd43tAbE+IdjHnuQ81h2uglghEW2tPVQGsV2HKyF2zZAoiDHJVLAnlsrRRCq1JrscYvFEMMeEa49cngixzDLcromM0W2X9YbYoRIU6dxAhFR5RBzE+vRgOcb2ElkPE9OsOICywBAfXCC3b0EZ2obaAxCLScZxyyWSpQYiDrp3MvbzH17ZAbFLL4yF2Krt2L7PN+A8/68pfSA2sjtKcrIrse+9XVFC40YmVwgRmOWSvMorxjFyc0eZ1dtpRyBWUIGyxVHtZEdVjdjHiz/Jh9jFyaEQ+xepo0wwFOaNoh9fItzxJbnHcnRrTgXERsajPOn+D1AOdheRjW0qwNryxR6UPV09EOcfE21dGI19sDoXa99lvYIhVkhyqhcRD/oRieROIsFia8JhTAsqUpvnlwyxuRW4nQOR3YUR6SOT4nkRsZ2zI647TAKVHIbrMZMbsnrI5t/YRJRZFRFpH2NybxzLEWQ87lm0BWIDyNxiIroPN+J8cyb1Jj8T18/o3ig5O3wUa25pwTGIXZCA57YjF+fgWCKsW5uDa6oLmeeBMdEQO1aOc9/JBfMqt91aeeMolKFlkToSH+wFsYxiPP9+RJA2ugeeawsRN35CJGxMVObhjPLOVRmFENtHroOuHxULsSPVmLfryVhM6YOit3Hk+pCxl/RVJlmv4sk1uNnXN9nsRrs94eHh1qdP2zU5KSnJ3nvvPTMzq6+vt9/+9re2ePFimzx5spmZ9e/f39LS0uwvf/mLbrzPhLP129kylAshhBBCCCFE12H06NF24EDb/8DPyMiwmJiv/4OlubnZmpubzcGh7X9wOzo62okTHfsFn9PhJ3XjfbZ+O1vvagshhBBCCCFE1+H++++3UaNG2R//+EebPn26bd682Z5//nl7/vnnzczMx8fHLrroInvggQfM3d3dYmJibPXq1favf/3LFi5c2Ont+UndeP8YnK1v2cXZQXI1IYQQQgghzn2GDh1qixcvttTUVHvkkUcsLi7OnnzySbvxxhtPbvPmm29aamqq3XjjjVZeXm4xMTH26KOP2h133NHp7dGN91nmbH3LLoQQQgghhBDi1FxxxRV2xRVXnPLfw8LC2vzO99lEN95CfAf+REQ0hkiqwv3ail+SQlDcwkQ6Q4l4gwnXlh0shVjLCZRxfEiERQunD4CYYzcU0GSWoyzlgmiUiG0uqIYYkx1llqGF59PdKPy4aTiKURqJ1GdTB6VIVfUofGIiNQYT6Szdh0KSuAAUFjExSJ9QzIPy+iaIuRARXYA79unBApQsMflIPhFjfZaBkrM1RHx250UowPMhEp6jtdhX/cNQDMUEcxFErrZ8F+ZGWSFKjCqP4rnNGodt/mIvCq6OVOMTSL+8GmVons54vq5OmEPRRFxVXovju+UIimTWZOKcvmEw1paNRIjTKwjFPrcMCIfYV+QY1w3G88ggMr74EJQi3ZLSVqbz3j7c/zAiDhrfE+VMbG5E+6Lc8OP9OI7B3pg/NUS6xORbTAC4mdSWGCLaCvPC464kfXxFfxyLuuYWiLGacZT0XxqZ96z+B3rhfHkvvQhiiSGYP16khgd54P48ieyvqhHPjYnU5vujcO2pqu0Qa2rFtry8Bde2ixIwr6J9UcI2lEj75n66H2LJZD3OIhKxcUSGdpSsHb4eeP0QSnLoqzyc40wW6ETqUtNx7PujRI7l74/9wgSopUQcN5L0c10THnd1OV7jNJP3ZBPDcTwKSG2+kgjrqog0s5Dk84ovMiDmTPr0qqFt62EGmZON5Fy3kbWzD7keCSI5sJHI5VitHkPyjM37ErLm1DRgP3Un1woeJKfY/i4mNTzWD3Nl2UGUsL1DZMOvzRoCsWfJ2P5yaMeu3c4ViIdYCCGEEEIIIYQQnYW+8e4E3NzcTilYk/FcCCGEEEIIIX7a6Ma7E1iwYMEp/62jxnNJ2LoGeh9fCCGEEEII0dnoxruLIAmbEEIIIYQQQpyf6MZbiO9gRBTKVj7Zg7KfonbitB1EnsGEIi2tKMoI8UQZx6p9+NrCoBgUnw0mAozPMvCzNQ0ocGOildUnUJTRIwAFHaGeKIz5FxG9XT0Q5VF7ilA8lUjES65OqKXwd8O+Ss9ASUmUP0qb3F1QKuIRgjEmINtP5GBNRAi3u5CI6IhspbQOx6OB7G9APIqXxsRh7NWPUBw0kORLTBCOJZO6vbcHBU2fpR2B2Khp/SD2EZGcMZGTBxEZNpB+dicCqXAiLBpFhEAJJHdf3ZIHsf+9Mgliu4gkjoluIn1QYuTqiLk7axhKBVfnlEHsl4MjIIYz1eyBT1AmlJuL0qYlZB7FB6Oc6JOdKLvr104a2dyCOTqGyMHSi3GOpxARHxM81hOxERPnPXYlSvLyqvBJsqIArAWMwkr8LKvX1xKR2k5S01LCsI+ZkOuV7QUQY/MliYiSnEmeMUlXIxk39lkmuVybh6I3JpByIPOAidTu9R0Esb+WrYfY518chFgMkRuuJpIqJqDs390PYnuIxO5QDs4hRiYRpF01Euf4uoM4xz3IWsT6PioK58xdF8ZDjInKWF8xoolcc20WtvmK5FCItZfMmpkNItc9AfGYLwxSXq1vBO4vnYzbz6/pD7GsoyhO82t3DXHBABSk9SDytpxSrFXDyBrLRGoBZA2rr0GhWSiZQ94kV5i48dI+YRDLI9LVPqT2b8jHNjt0w7pZcAxlaFVEDhxHcmB3CfZfbhnGthXimJmZXeGHc/pcQDfeZ5lve//7P9G74EIIIYQQQghxfqIb77PMt73//Z909F1wIYQQQgghhBDnFrrx7sJIuPbDo/fshRBCCCGEEJ2Nbry7MBKuCSGEEEIIIcT3Y82aNfb444/btm3brLCw0BYvXmxXXXXVyX+fN2+evfnmm3b48GFzcXGxwYMH26OPPmrDhw83M7Mvv/zSxo0bR/e9efNmGzp0aIfb0qk33h19n/k/0bvNX8P6Tn3TNdhWiJKc+qbvFpNl5aNUi4mYmGRjTwF+toJIgpYTudWTMwZCLKcShRpjY1Es85c1ORBjYiNnImEjXh4bHo+Skp35KEHxJuKgUE/sFybeKKpBacclQ6MgNiASJXnh3ijk8nBGcQmT4rWX6ZmZjU0MgdhSMkbTBqFg7hCRnjBxHOuDP3yGIjUnch5MEseEeofK8dzCieQliciJvF1wLAtJ7lYWokimugpFU0w440rkb/uINOdoNe5vPREvsfF9bx/2VawfymWYvGtzNgoJJ/ZBEVFCIO7v6iTMoepGlCwFuOP4MryI7IidL5MtsnnZO6htm4dHoOBmSSaKefyJOC+T5LIXEYExWdsNZA4xmJyJ5fyFMVirAj2wLV/m4LkFeWCtGkj6OKcS51VMAAqvAsn+VmZgPnZjhj1CnB/WuYYW7Jjlh1CgxdasoREoviTdbGFEEtrUin3KRGqzA0dB7C+7N0CMjeVoMpaldVhHnlx2AGJj+6KQKswX52kIkT6G++JcuyoJ5316CdYqb5L3IWQNfOCDdIh9mI7iy4RQFGblluEaE0/kmgs+xfVkcBz2aUU9irUyi/HcmMT0MiKBDSI17fMsFNYdIeK4KrJOrNiBa68Hud56cU1Wm79fOwKFeB9sQ+EhI5b0JxO6XdQjBmI7onE9/XQ3Ci5Zzt8+Og5i63NwHVpNpJTsuiCByG3ZtaAPuUZZfxDX2GBvnBvsmieZXKcdIsLN06W2ttZSUlLs1ltvtWnTpsG/9+rVy5555hmLj4+3+vp6e+KJJ+zSSy+1gwcPWnBwsI0aNcoKC9uOxcMPP2wrVqywIUOGnFZbOvXGu6PvM/8nerf5a1jfqW+EEEIIIYQQ4vsxadIkmzRp0in//YYbbmjz94ULF9qiRYts165dNn78eHNxcbGwsH//p1xzc7N9+OGHds8991i3jv4P6P+PHjUXQgghhBBCCHFO0NjYaI2NbZ9qc3V1NVdXfBrldGhqarLnn3/efH19LSUlhW6zZMkSKysrs1mzZp32/nXj3YX5Po/uizND79QLIYQQQgjRdVmwYIHNnz+/TWzu3Lk2b96877W/jz76yGbMmGF1dXUWHh5uy5cvt6AgfCXCzGzRokU2ceJEi4rC1xq/C914d2G+z6P7QgghhBBCCHG+kpqaanPmzGkTO5Nvu8eNG2dpaWlWWlpqL7zwgk2fPt02bdpkISFtvSv5+fm2bNkye/vtt7/Xcc7LG+9TfVMsWZn4PhwkAqAAT5zcUQFtBSwTiFSlrhnlFF8Q2UX6DhRqXHZxD4it+CoXYpsLUEbCZD3VjdgWJnoLJIKXMiKq2XEEpWmRRErTvp/MzMK8sD+XE5nQcSL6ee5TFOSsuyUcYpuP43kwOczOIpTp/WI4ylbYdi+ty4bYo1OTIZZJJDcDw4nMpBmlWjGBKG9hspUbSJs3EulXTQP2wVMf7oFYCGlfOJGNPbgUP1tJBGSHD2A9vuPGQRD7eGs+xMb3x/F9+WPMg8oSnAtBkSgJajyO/Zx1CPtqzBD83+0Plu6G2JxfjIDYjsPYlq+IzIrNDya42lOA8+3B8b0gFu2L8ptnN2Gf3kTOrZgIi47WtZWwuTjg/t2c0LTI5lq8P4rFonxwnro74/5CSjHPlh+PhVhVI0rjrk3G2rwuF8cnhbQlhNR+VtcXfnkIYozxRMjI5JVOJJZTgfNq8U4USjWS82X9wsSSjNI6/GwekU1GEiHjy1sOQ+zzLw5CjInUlvUbCbGFdUQsWYtypxI/FFf97QasNy6O2M/R7ji+zGz32n6ckw0tWFuayXz2JXI1Jh+MD0Fp2k5SWxLDsF6z9d2LiM+Ok3z29cB5vmwf1nBWq5btRvnbkAiUaG0m4tVysj41kXodT873UCFKaqcMRiljQTuZaPu/m5m5kJrWl4jA3t+GtZXJ5R5+F9eN524eDLFFm/Ig5kH29yURmi1ZgTXo2okJEGNjNjUZJYN7iSTOlfTL5H64Pk9OwHV3fynWLx83PDcyhb4+dic8Vv6feHp6Ws+ePa1nz542YsQIS0hIsEWLFllqamqb7V588UULDAy0KVOmfK/jnJc33qf6pliPbQshhBBCCCGEOBUnTpyAd8hbW1vtxRdftJtvvtmcnfE/ozrCeXnjLYQQQgghhBDip01NTY0dPPjvJ2uys7MtLS3NAgICLDAw0B599FGbMmWKhYeHW2lpqT377LNWUFBg1113XZv9rFy50rKzs+2222773m3Rjfc5RGpqqjU04KMZovOQXE0IIYQQQojzg61bt9q4ceNO/v2bd8Nnzpxpf//7323//v328ssvW2lpqQUGBtrQoUNt7dq1lpzc9lXBRYsW2ahRoywxMfF7t0U33ucQDQ0NujEUQgghhBBCiA4wduxYa23Fd9m/4f333+/Qfl5//fUzbotuvH9gzuRba8nhfhxGdEcpC5OVtRfshBApmbMjiih6j4mH2LOkHbtyKyAW3ROFFcvSUWQSRSRG4URoxkRqKaE+ECslcjUmjNlNBFBMUrK/EEVlhZUoOBkU4w+x/HwUqBR7xkIsMwtlWVtysE8v6BkIsTW5+FnWf92DUHzmSUQo0b4oHWIitd6BuJ23G5btYaRfHv94H8RmXoS5tpzI/Tx98Nyqqxoh5keEOxOIyOnN1SidGzwqFmLlTOZFxjefnG9wFOZpExFIOZD8Y8K6+iYUDG3LQIGNdwAe94MtKNhJjEIRz4g4nL+VRCbk5sSEMzjfmORrfynGCitxDXorDaVc20nNeaydLJAJD3sGYL0pqsH8qWnC8Wk1VltxbuT4JkHsRClKC5kIcjGRQrHcywyLgJgZ1qXCYx1b01ntYzXy54NRdFdyDPuvpBbbPJWIB1m97heCMiq2Xbg31oI8IkvMLEURmJcL1qqLEvDneWICMV+YMJKJ1OZ44DdPV+/fDLGBYbi//Go8D9an7rF4DeDlgmPJ+pTN0xPkBsCByNpYn2aVoOCKybt8iKyNibAKybwM8kfB40YigmSkkOulpuNYg2pIff2QiAFHkXzxdcd1h+X9C2R8i0jtyyhue/3hR67vRpN2RBG56KVElsjEZ7GkvUxAedsIlKSyWs3kd2z9Y+PI1uykILz2YLH0o1gP2RzaQ7YLJOPo7oTzINgZz+NcRjfePzBn8q215HBCCCGEEEIIce6B//0lhBBCCCGEEEKITkPfeJ9DnOr3yUXnoXfohRBCCCGEEJ2NbrzPIU71++RCCCGEEEIIIbouuvHuIJ31U14SpJ17MOnJ0EgUJR1tJ5RgoppSIqXpE+wFMSYRY/KMgnIUVkQGoPBjMhGDuBHRip87lgQXRzz/CG+UUTEJz/4ilKax87h9eHeIbSRSrWVEBPbEzYPIZ1FYND4O+7ThOEqbIr1RIJIQgOf7q3d3Qqx7MG6XT8acyUe6E+HagY75bOy1zXkQmzIM+3R3AfZpPMm/ACKOiyLCnT1EDBVO+m9w72CIBXqhwCaCyGoGDUbB1S4iOYuPxjmZQ+Qy1UTAlVuGEqMmkhuThkRC7BMiUpvQLwxiaw4chdjgaBQRJRNB03NrsyDWKxS321mE48uEPUyKlxSG+zvWgP1XWd825uWMdWTbEWzH+ixM5nIidnplCorFMhsxR7OJfLGaiOn6kv58l0iciqpwf0uJtGpgBOaZC5FmXt4Xc2AXmS9lpBawteNKklNsbepBRJrNLZjLKb5EuudJJINkHqSE4niwYziTtYOJJVdn4nweHYPiQada3I6J1BYnDoPYJQffhlhNE+ZaCpkH4SU7IPZBcw+I7Sfis/2FHau5TMzWNwzFjc/8cw3EPANQCFpPBH0vrMY6EkBEmocO4lz1JQI8J2ecH6uJ3LW5EXPN60IUfU4kc8bZAefWotWHINbKZJNEmMgEh+2P+9LnmbBNGjmv7rF4TRFO1rBD5Dpo1U6sVddfFAext9blQMyFiPMuS0FZW1QC5sXPR8RAjM3TV3bhtVZBBdbIS3rh2u5L2sfGkZQvyyDXtHtauI18Ym8a7vLoxruDdNZPeelRcSGEEEIIIYT4aSG5mhBCCCGEEEIIcRbRN97nCJ31qLv4diRXE0IIIYQQQnQ2uvE+R+isR92FEEIIIYQQ4qfGn/70J0tNTbV7773XnnzyyZPxDRs22P/8z//Ypk2bzNHR0QYMGGDLli0zd3d8b/9M0I33D8z3/UkwSdl+PJgIi4nJ2gtxegSgjCTcGyUjVURgxIQsAZ4oQXEl7aiqQ2nH54fKIRbpg5Kbp1cdhNis0bEQayayizeI4OvKASjGen1tNsSY8GTJtgKI+REh1yf7cG6E+eG5vbEb5ShMlJRZjqItNyJPunZENMT2H0GJSkE1Pqny/7H33uFVlVnf/yK9kt57SCAhQBI6SJUiERUrIzKOwMzob8ozI7yPjplnFHBkoqPvPPpYcMZBxd5RUUdEpXdCQk8jnZSTnpwk56T+/vCVec75fpEQEkhwfa7L6zIr+5yz973ve+29yF6fU9mEUikmSiK+GDlUgOcygcj+yuvxc2cRyV52FQqB/rWnEGK+wSj6aSXyGttkCIm7E15qmEjNncis/IisbfpcFLq89i0KdzyJ7M5IxiXIA/eltQ3X6ntbcX0EEqnb+9/gdq5kvf2TSHycXFF8xvbZhwjwfkLW21Ei9oknIifGNcNQznPCYPl+3s4owWrvQtHWr0ke+TIHhXNtTigsKq/BOcokXQaSR/LrUKZ3oqQeYpH+KLyK9sH54+uCOcjWBtfuMSK6YxK/vbuLIJa2IBZiL2eUQ8xIrh2jifjsQGEdxKaGRULscBnK34b74hhUkvlYTa47Le04DyaEYB6JJuuUCeYMnigjTA7EsWcitV/HLIbYjCO7IcZkhFVBKPAc3oJjP4YID4+ReTUrEo/DvR3npHsAjlXEaBRwuRFB2q4zKEgbQ6St7F7Di+wzk7Cx+49yIscaFYU54hS57nxN5Km3JaPQ8uczUWzX0o75+iC5VsYF4Tnq7La80FYTOWTMGBS/MUleKck384gYkeFP7vGuHYPSND9yLpgMNNQX70G7uvGmYrQ/zrP3jqGAclECHscYT3y/Ew3kvtSM6yrGG4/D2Q73uZvsc285dOiQ/P3vf5cxY8ZYxPft2ycLFiyQ1NRUefbZZ8XOzk6OHj0qNkQKd6lo4X2Z6e1XgqmUTVEURVEURVEU5eIwGo2ydOlSeemll+Sxxx6z+N3KlSvld7/7nTz00EPnYiNG9I82XeVqiqIoiqIoiqIoyqDAbDZLY2OjxX9mMz5N+D2/+c1vZOHChTJ37lyLuMFgkAMHDoi/v79MnTpVAgICZObMmbJ7Nz4R0xf8qP7i3dvHvEWu/KPel7LvSs/RPnpFURRFURRFGbikpaXJ2rVrLWKrV6+WNWvWwLbvvPOOHDlyRA4dOgS/y8//7vvt16xZI0899ZQkJSXJa6+9JnPmzJETJ05IbCy2/lwKP6rCu7ePeYtc+Ue9L2XfFUVRFEVRFEVRrgZSU1Nl1apVFjFHR+wbLykpkd///veydetWcXJCN0jX/3OS3HfffbJ8+XIREUlOTpZvvvlGXn755T6vv35Uhbei9IbJISjj+LYQRSghRALVE0KJJGj+SJRYDPMmMipHXMKZ5ShTcrHHrpL/3poDsf+6Pg5iTJDDhGHXEHHXKCJxWnvLKIjtK0L5z+0TwyDGBGTZRB41j0ihbMlrXz1cCjEmKZkf5w+xKiL/OUmkTXNGoAgsvRi3Y6Kkrm4cvyAiJfMnspVrIlBo4+mM86W4AWU4TEoWRIR1fmEoCTpGxDSjiZiNyXBmRqL8Z1oEfgZzrRjNOH7HyPn4yTicV6/sK4RYM5Eq2jui/M1wFo/3zf+YBrHdxTjHq434WFy4F8plCoiU67VNJyGWHI5jlUHnGopu7hyP4/LFCRQSRvhY7t+v3zoC24yLwVzAhIyHifxoFxFUHSUCqCyS5+bH4zrdlo0CtyVEjMhkkyzffJmDT78xoeW2IyiHXDwrGmI1STjPGsyYg34yCq8Jm7JwXwqJ+GwBGZePs3BcVozC9VfdjjljL5lTleSakBCI53L1v7IgNobkkae3ZEPshbtQclZKPtfYFgoxJlLbORbXKdvOWr4lIrKbzN0IIlRt78RzefebmRBbRCRijSZcf3OTUaC4g0jJckgevjYhAGI/G58AsT9uxtzi7oTSxwQiymMwUeWnmSjvYvcQRfV4ffrkYAnEfjd/OMQmEqkby7nW63flPTjPNh3Ce4VWcg0bSwR2Hs44dnvzqiE2JRxfm0HuRw4X4LWESeOmkjw8OQxloK3kHm9qJI5dLrkONZjx3iPSE4/3nwdQInm8Evd54XC8X2KCYxGRUG83Wmhbk56eLgaDQcaO/fd57ezslJ07d8pzzz0n2dnf5ZqRI0davC4+Pl6Ki1EafKlo4a0oiqIoiqIoiqJcVcyZM0eOHz9uEVu+fLnExcXJH/7wB4mOjpbg4OBzBfj35OTkSEpKSp/vjxbeiqIoiqIoiqIoylWFu7u7jBpl+aSlq6ur+Pj4nIs/8MADsnr1aklMTJSkpCTZuHGjZGVlyQcffNDn+6OFdx+SmpoqJhM+9qQMHlSupiiKoiiKoig/Du6//34xmUyycuVKqa2tlcTERNm6dasMG4bfGX+paOHdh5hMJi3cFEVRFEVRFEVRBiDbt2+H2EMPPWTxPd79hRbeinIBsmvwKYY4X5RPWcuDvs2vgW2YIOetY+UQu2tMEMRs0PMjOTUoHvk4E6U+d4xD2cxCImmpaELxyFgixuoispmRfm64gz1kRhTK0AzNuC+51Sj3mE5EaqcMuN2uM3g+0ongZBY5R6P8UZrz3I4zELuejGl2lRFik4n0pai2BWI1ROC2iMyN9i48H4VE75KRtwAAIABJREFUSvPZThTazBuJwp2fTImA2EwiW2FSljN1eBzsXLL5suoTlPp4uDhAjIlkSmvxeG1tUCr46XFcbz+diLKtF3fmQ+yPN4yEWAmR0/m4oITtljgU3ZyowrFi0qZJRLqT8KvJEFu/A/f54RQUJm7NQbGWiUh8xhARz/u7Ci1+HkfkgXYkWX17GgVQxWUoSGPzx8EOz+OM4TieX51G2VgpWVc2NvhaJlcztqGwL78Kc0tbB0qWXInwkIkbn1iEcqvDRIw1nFxzhhERXySRIBqJ3MrfFddVZRvOW+LlFHcH3K7LHY831gf3OSEE59TJsw0QY3nYwRbnFRMvJRKpW10rCvB6Klxb13gKYq/sR1nU5r0YG0+EZkzceMaA14kz5NrhT+bpTJLDDeRazubft/l4DQwlkrhkIrn88ABKzpLJta2WHG8nuWb5kDn5+u5CiM1Pwuvsq/tw7CeQffEj83RKnOWxhbjjfmwjucVAxH4s37QScaqzExHjVuC6byKvrSf3BSxHfkjksUwIx+SQ06PxvopJdQtYfh2C1ysmAn7xgxMQS/rtVIi9sAuvayIiU5fhPg4GtPDuIT35Hu0r/V3fiqIoiqIoiqIoysBDC+8e0pPvcbvS3/WtKIqiKIqiKIqiDDy08L4MqHRt8KA9+oqiKIqiKIqi9DVaeF8GVLqmKIqiKIqiKIry40UL7z7kfH3g2vs9uGFiqFNVKKPoCZ9mo9QogghydhXXQ8zFHoU2BiPu2wNzYiH2FZEphXo5Q8zUifKVzVk4f2uNKPc4UlQHsclEfJZbiUKlO8eHQezDDJTEGRrxePc4oBzmudtGQ4wJ4b49UAyxL4kwZuU1KN+6iQheNnydB7H/vCEeYl+RMWXykZuINCeLCObcHPC18X4oNjK2+UPMh8jLNjJxUCaK2cxE2hRGJFBZ+UQYRqRDgR44J0uJbCvKC1/70kcoZmPcPDcGYmYy76+JRQEXk91llqAYKpKs6b2FOAZTibAuicin2P5tPl4BsV9Mj4JYjDeO6Vkin/Ig88/siiKimHDL/UsIQfliFRE7lVagKGpEJEp4phGRnM0QlGq1EEkQW38J0TjGTWYUFm3JxRw51MkeYhE+eG6/OoJrw9EZx7OG5M1NJ/A83kLEYjFeeC52kDllb4uSpeE+OAf8QnGeNZhxTIc64Pt1YiqVigZ8qq+czAMmpztTiNc7lgvCnXH/nCNR+hVkyIBYVdBYiHWSawITqf3XUJQqptWgGKrWhPv3RjoKrlLGhkBsZACuSWcisasnIiwWm0ukh0xAFuSJ48zEZ0zA1U3Gz4Xs85YdeC2fPBGFr0dJLnUg72dL5I13T0YhaH4NzjUmUWyymvev5uF6vi0Zz1lTD6WFQUTodrQC74NuGoHXnOfJPc+MWLwfSSCy0k8O4r1MDBEe2vvhePZ0DtQQcZ4xCK8J/zkjskevTQrE/Xv2FhRQDma08O5DztcHrr3fiqIoiqIoiqIoP17IF0UoiqIoiqIoiqIoitJX6F+8LwM9+SoyZWCgvfiKoiiKoiiKovQ1WnhfBnryVWSKoiiKoiiKoihK37Fz50558sknJT09XcrLy2XTpk1y8803n/v9mjVr5J133pGSkhJxcHCQcePGybp162TSpEnntlm3bp18/vnnkpmZKQ4ODlJfj26KnqCFt6JcgPU78iFWTwQxnR2WAqRVRPB1tqEVYkxaFUEEVROIiOj1XQUQm0+kX98Sgc+SqZEQazShPOOT/SjoCAnA/fNxQ6mIgch1KutRwrP7TA3E/NxRgmLuQMnUiYxyiBXPHQ4xJpZ56CeJEPvyZCXE3j6BMrSFw1GEsomIrEb5o/SESbraiczkeCUKqf51Ao83loh57G1QKnXXaJSS/SsPBU1GE8qn4ogwJcgTzxGT7K2+HdfC33fj3PUn4pvCAny/fUQkEzIMj7fgBJ7L/CocUybr2UHWzH4iyaki56iqCed4BJHavLyvEGJMKpVIRFj1ZA5NC8Pt/LpRWDSFbLe7GLfblYfiwuQIyzzEpI9HS/CG5A83oaCqmOTD2lbMQafIObtrFM7l/28+rvuQoXjO3jmCsqfcskaI+ZP5zc7jiAgUfDmzcSFrYxgR3fm54K3ZB6fwXMwj8spfv3MUYkx4OJvIt44QqefYcDy2pjbMD9OjcV+YaIp9LsOfnDchkj03In/7uH0YxIa34D7vLsDc9woRSzKR2mM+oyD2XMnn+LkBmKt+Oholl4ZWFHUxgSA7R6fLce7OiMHzEU9yOJNXsjnOxFru5Pwyli1CwSgTx1URkdjPp6EwMoB8LhMwPr81B2JtY4IgNtdKpPlFBt6T/fVWvIax3OfvimuXXF4kzgdzy1ADiv3uSsacFmuD87bcDtfB/0mJgxi71xofgfeWtmSfJ5Lt2BpP8sO1O6QT588j81AEfKgMc/0MX1wH34Hz9Hw0NzdLYmKirFixQm699Vb4/fDhw+W5556T6OhoaW1tlf/+7/+W+fPnS15envj5fZez2tra5I477pApU6bIhg0bevzZ1mjhrSiKoiiKoiiKolx1pKSkSEpKynl/f9ddd1n8/Le//U02bNggx44dkzlz5oiIyNq1a0VE5NVXX72kfdHCW1EURVEURVEURRkUmM1mMZstn5JwdHQUR0fytMxF0NbWJv/4xz/Ew8NDEhPxqchLRQvvQURqaqqYTPgIo9J3qFxNURRFURRFUQYuaWlp5/4K/T2rV6+WNWvW9Or9PvvsM7nzzjulpaVFgoKCZOvWreLriy2Fl4oW3oMIk8mkhaGiKIqiKIqiKD9aUlNTZdWqVRaxS/lr9+zZsyUzM1Oqq6vlpZdeksWLF8uBAwfE3x+dDJeCFt694Er95dlgQMGT0v90E+mVDxGmdFptV0EES25OuOSYUGr3wVKIuTvia2eNCoTYkkSUh5TWocToIBHLnMxD8Ua7GaU0Zh8UQFVUoBTjugmhEMsi48loJWKZeiMKpcZNCIHY17lVEDMSOYw9sZ4UEFGNGxn75Ykod5pMZEfZNSiveXt/McR8iUyICc3qyXEwiV2YB84r94rjEJsSitKr/0v2+QQ5H6V1uM/XxOK/EO8nUqlRISj4SiYSsbgglE8N98X1F0hEWBkkNn8krpk8Iu8aRvavvB7X0c3TIiFmIJKgnMomiLmTfBBKBH2v7ETBY3k+jqn/7dEQyzfjWHk7oYiHjUHKSJzjB63O5bhgHCcm5xvu4wIxJvphEif2fjm1mF8/PIJ586F5KCeaHtOzv2KcqcBzxkSG2UUovJo1BufZvNEYe+PzbIjlTwyDWHsXiiU/z8Y8xz4jn8hAs8ixGUmuf/cQyjVbiAAvwAvn7aw4vGGtIrkqlwjDgkj+ejMLBYCj/fF8ZBlwLo8h5y3CG+fk5r0oV6s1Ye5jIrXfhi2E2H8aMOfa5eyCmEfMdIjNikSxnZsD5gxvIjbNrcZzHkJySxM5501kvc0hUrwF8Xh+c8m145MMlBlGE0FmFrn2suvdT8fhfUWwO47B76hsEeeVodnyvoJJFR2JvMzbGeVqnd14f+Ndlwexbjvc30Z/vBbnFeOYtLrjvMgtx7UxkoxxOpHadXRibtlCcssMcm03GHE9+7vaQ8zFHmO5tThXwjzwnqLbDvdPpG8eK//fuLq6SkxMjMTExMjkyZMlNjZWNmzYIKmpqX32GSJaePeKK/WXZ/0ucEVRFEVRFEVRlP6jq6sLesj7Ai28FUVRFEVRFEVRlKsOo9EoeXn/fvKgoKBAMjMzxdvbW3x8fGTdunVy0003SVBQkFRXV8vzzz8vZ8+elTvuuOPca4qLi6W2tlaKi4uls7NTMjMzRUQkJiZG3Nzw6YLzoYX3IMLJyUn/6t3PaA+9oiiKoiiKolwdHD58WGbPnn3u5+97w++55x558cUXJSsrSzZu3CjV1dXi4+MjEyZMkF27dklCQsK51zzyyCOycePGcz8nJyeLiMi2bdtk1qxZPd4XLbwHEWlpaVd6FxRFURRFURRFUQYFs2bNkm7Sf/89H3300QXf49VXX73k7/AW0cJbUS5IMBGSMMGOteCECYFqiRystQ23s7NHkcdX+1D64uyGYoloX1eIMVHNXCLKeIQIWZyJjGNshBfE3Ih8heFNJGInzqIYJIIch7sLCjqSyb7cloBSqGuJUKmQyLJWzBoGMSYYMnViEp8RhXK1ciIfefC6ERA7VoESlTGBKFc7RKR4+UQm9CrZ51UzEiC2msidWptwntrZ4zxoc8bzsZNIWQrzcJ+9A/D8MkmctbRQRGR6hDfEnvoSxVpjo/F8ZJSgyMmfzMkpRJS3m0j7AtzxtUwSVEMEh/5k7ra2ochp3hgUJm6FiMjxJhT27C6uhtgwbxz7+EDMadPCUZxmayUkDCbH/x+zYyAW6Y7z57fXREDsg5OVELsxHtdzoCvevkyIwnmRTXKaF5m3t5AxHr8A5UyfZOEceOgmlCK1EBkhkzlePzMKYkeJ+IxJyUKJ0Gx/Pq41JijkEjuMMVmiB8nDsWROVZDcx15785RwjJFzbiISKJYf2Po75o+PgraT9xtPrh1vpGNuGU4Eq0yk9pT/aIj9z+6/QqymFe8DPBxxzTgRyRcbgxpyr3HLaJzjdxEZ3zN78F6Dfa7tEJzPTAI4m0jY2Py7YwJKBSsbUaK4qwjnuHVeEhHJKsd1xO6FvjpSZvHzyCjMy09+mwsxJtFk90vxRJIa6Il5M8ANhZld5NxurcQcND4UhWvs/obNlY3k3vJ6IunN7+H94bqvUSa3hAjxGF5kzm8txeMQEbkhvkdvOeDAlaQoiqIoiqIoiqIoSp8xYP/ifaW+sqsnDOSv9RrI4zYY0B5vRVEURVEURVH6mgFbeF+pr+zqCQNZcDaQx01RFEVRFEVRFOXHyIAtvBVloFBWi/0ltjbYpcF6qm4chf1T1S2W2w33d5MjxZZ9pxE+rrJ1f7FFbMiQIXLLrGh4v6NWPaufHi2T+2dZ9lhGe7lIfl2LRSy3pkVG+ln2qaXdlCCrvzhtEevs6pZWq371bScrZbJV719rWyft0b09Kdji53g/N/nrl9hX7GbV+1da2wK9YbEBbtAn39DSLn5WPbqbs6vElfQk21j1gd04HPsXN+dgT6yZ9N26tuCTL0522BOb4Ie9gMcN2Hs2ingD3ss4C7GWVuyN62jDvroFpK/O11gMMdZ7dYL0abu4Yf+wD4n5uWMPnQvpA2shY5oQgr1wtIeT9JoND8GxdyR9iZHEHZBNempZr/XxU3jOI3zw/Yorsee+3Yzvl3Ea3y9hLvZHV9TjU0w+pFfRwwnHOYicjwBXPG+MTiKjMXVYzrUMMnYiIkYrd8Vbp8wyKxJ7J3NrLPNrgr875Ko9xXXi4Wh5u3JCROZGW77fL8eHyOqtlv2FpXWtkhRm2f9Y3mSWfWdqYF+se6b3FNSKmxPeJnlY9YiXNLTK9iw8l9eSPuUd2bhdWY3l8R7Mq5Zn70yC7f5pdU2oMbbJ2HDLY2NraG8u5rQ40nd6pgB7TOtJLy7r/yxp4H2Y1gQQL8nuPDwXJ4i3op3kgi4yR6NJzp0ViT2wd7+ZCbHmZryOp4wNgdhPR2N+tcvZBTHWz/27aQ9C7PlC9H502qA3xd4G124p8UdkkutYVRPmEZZfvV3xHNWR684R4mYpJ7mKfS7L//vIPGX8fm4sxLKrcL54EpcDW89DrC4Tp4vqpImM6Q3TLX0MET6u9P1Yv/nkMMx9oUPxXFY24ziftepzj/V1FUc7y1xvnZdFRGyGDAGvxPRoH3nbylkQ5Oks9Vb3pdtOG6SB3NOOsfKS1Le0y2irnOMb7S05VtfAr7IMMonk/+FW1+PKlg5ptpobvi72EkTuNQYrWnj3E1fqke+B/Bj8j42eFN0iAkW3iEDRLSI9KrpFBIpuEYEbWRGBoltEoOgWESi6RQSKbhEuxrIuukWkR0W3CBeyMDmdddEtIj0quhVF6R+si24R6VHRLcJzlXXRLYJFt4hA0S0iUHSLSI+KbhF+k25ddItInxbdItKjoltEoOhWFOXS6UnRLcLzQ38X3SICRff5YDJH66JbRKDoFpEeFd0iAkW3iEDRLSI9KrpFBIpuEbmqim4RLbz7jSv1yPdAfgxeURRFURRFURTlx4gW3lcZTk5OWnxfAtofryiKoiiKoihKX6OF91VGWlrald4FRVEURVEURVGUK8r69etl/fr1UlhYKCIiCQkJ8sgjj0hKSoqIiNx3333y9ddfS1lZmbi5ucnUqVPliSeekLi4uH7ZHy28FeUCLJ4UDrFCIndythJI7S2slYChKDYKt5IizY71lb9sPmURc/N0Eh+rnsMjRXXyq+mWfd6Twr2gZ2fD/iKZFuMDn9tp5VA5Ut4oC2Mtt/vH4jHy/D7sJQzxxv7HOF/sEc+qtuztmRiCwjB/TxyTtBviIVZBeoxCST8349DZRoi1tKN8xKOtFmKzSS9SHOlF6hiKsXHGExBr98Ke+wgPb4g5tGDf6SEfF4iV12P/WVw09lmZiWzF5BUJseGO2I/bSV4b6Y/nO4Ls35JE7OvfSPrKmFwnygvfz2jG/RtB5l5VMzoGGogYqr0Lj+2dt1CKFJaA562hGvtx84nUp6YcY0N66BhgIqysrJ5Jhz44UQGxIJKDTpF9ziKStNNEAniMeCWSSe/fluOW+/LuwRK5bjR6Lz7PKIPYwmTLOdTa3ikOVqK8904ZIAfdlhgsuTWWubmru1ve3VcEn2F9jtJFxM4eZXzRwyzXqoH0ZNdXYayoFHPQmUMZEGs2lECs6saREAslOfif32JP+00TwyDG1hrrRe1ox+2Mjbiu3EnPfT2Rby0cgXKwPcRpwuSL7DNYr7/NEDyO0f543XFvx89dlIzStDNE6jaSiC8NrThWHjHTIVbTivmLidR+E7kIYs988yjEnspDsViVAe9HGLmFOAadnZgP20nObWjF63GQB87J00S45kl6dN1Jf/TRvTifg6IxZxiMOCeNxEVTQ0R5TWQ7Rytvg6OzPVwD92RXydKpEfDaZrJmrOdubm2z+LpYjkGdqZ06f66x8jZ4ObvJWuLFmTQM7/HoGFjdR3m7OoAU1freVUTEmXhy3BzwnE0LR6npJOLVqCT3cwzW095AjktEJMIH7wMYoaGh8vjjj0tsbKx0d3fLxo0bZdGiRZKRkSEJCQkybtw4Wbp0qYSHh0ttba2sWbNG5s+fLwUFBWJr27N++otBC+9e0JPHuVVypvSk6BYRKLpFBIpuEYGiW4SLMnpSdIsIFN0i0qdFt6IoVz89KbpFpNdFt4hA0S3Cc5B10S0iPSq6RXpWdCuKcvXD/uG5t0W3iEDRLcJFu9ZFt4j0adEtwr+J5GrnxhtvtPh53bp1sn79etm/f78kJCTIvffee+53kZGR8thjj0liYqIUFhbKsGHD+nx/tPDuBT15nFv7rBVFURRFURRFUfoWs9ksZrPl0w+Ojo7i6Hj+JyM7Ozvl/fffl+bmZpkyZQr8vrm5WV555RWJioqSsDB8eqgv0MJ7EHKlvqrsx4DK1RRFURRFURRl4JKWliZr1661iK1evVrWrFkD2x4/flymTJkiJpNJ3NzcZNOmTTJy5L9bel544QV58MEHpbm5WUaMGCFbt24VB4f+eTpAC+9ByJX6qjJFURRFURRFUZQrSWpqqqxatcoidr6/do8YMUIyMzOloaFBPvjgA7nnnntkx44d54rvpUuXyrx586S8vFyeeuopWbx4sezZs0ecnLA99FLRwltRLsCObOzXHx+FvX+tVgKbaqNZiqxEPOkicsMoy17HBxbGSzaRHX2y31K68+ePT8r0UQEWsSAPJ+jBNnV2ybRw7Ls8Um4p+/kqv1barZq/D55BwZfLWUwTbfH+EKsiEp4yIwp37psWBbHWdmxC31NUB7HbEgIgZkckQTvz8DiCiNStyRHlOtV1eBzrdxdA7IFrUXLj4o7SnNyzKF46UYmyrHgiBAomToD/mIU9R3VEbBRLxGfONSivCSeysVtmoU/gJJHmHCpAOd3iMUEQY3InTxd7iDF5EhPp1JnweLedxnU6gazTIDe8MI+cPhpiN5Je49wKXKdMruYVgOK9xhqU4jmTfrt5I3GO91Su5uGMY1pOZDUL43D9+pA+xElEjrje6lwaTR0yNtSyN3H47Bj58/vHLGLvbsuXvy5NtoiNC/aQRz8/bRH7PKNMurowH3hbiRW3iUFGhaDYZ3q0Zf/jTDKe5eR1DrbY411ah2t3wVjMGUzidytZB9kpmB/+9v5xiFnnZRE+v/2pfBHPN1trrCc0IBTHpbkJ+0TfPYhCuCBPdIFMJpIltsaZCNLfFecj6+HPJaLTUYEom3QPwFijCV0EZ8h6ZvKpFtLfOyuSHS++ttMGpXNMpPb7OY9AbNRnX0BsG5GrMUGaO/G1+JBrTC25lk+N8cXXkpxR3oB5rpOsZ3ZNiEgIhZiRzGc3MofmxuKYGtu4lMuaDCK0HGIl7Xt1W77cMBH3L9oHc32p1RjUt7ZLoNV1x8nWRqqs+ry/zK0WTyfLtXpdQqBsy66y3N+iekkIsZzP1vefIiIRvpgfAsj1j83lrHIUa7oRIR67z2DyTpbT3Mi6aiDzlt3PiYhcN8L/Bx8r/984ODhITMx3wtRx48bJoUOH5JlnnpG///3vIiLi4eEhHh4eEhsbK5MnTxYvLy/ZtGmTLFmypEfvfzFo4d1P9Of3aau4bXBgXXSLYNEtIj0qukUEim4RLj7rSdEtwhOhoijKxWBddIsIFN0iAkW3iEDRLSI9KrpFpEdFt6IoysViXXSLSK+LbhGBoltEoOgWESi6RQSKbhGBolu5eLq6uqA//Hu6u7ulu7v7vL+/VLTw7if68/u0VdymKIqiKIqiKIpyflJTUyUlJUXCw8OlqalJ3nrrLdm+fbts2bJF8vPz5d1335X58+eLn5+flJaWyuOPPy7Ozs5y/fXX98v+aOE9COnPv6b/2NHeeUVRFEVRFEUZ/BgMBvnZz34m5eXl4uHhIWPGjJEtW7bIvHnzpKysTHbt2iVPP/201NXVSUBAgMyYMUP27t0r/v7YktUXaOE9COnPv6YriqIoiqIoiqIMdjZs2HDe3wUHB8sXX6A3oT8Z0t3dfUUbPVeuXEn/yni+uKJcbkY/+DnEImNQ2hQbgCIiJhXxIUKlnaSPh0lFJhG5WCjp87YW57QRec22jDKIOblij1H1WZRsmInMK4SMyR9S4iD27PYzEKshchi2L+OI4CWL9K/PJeP04Z4iiN08JRxiGzdnQYzJspbPRslZaR32d+0gUiQXIimpIDITO3uUj6y8IR5iJ8kYGJqwP8mHCItCvHD+LByO47zhUCnEvMlc3nIchUVMvBRBpCx+7tgLtzgB/9U5txbXRnEDxoaTz7AlMr4yIhOK9cF9rmtFCU2UJ47BAbJmosg4bzyMY7qAiM/KiWCOUViLXokpxPlgb4tjUE0EYWMD3SD2TQFKD5kkx9EOY/NC8fxm1GJuevRfuAat59Dq+Sg3XPzCfogtmY2iwEmkL72L3ArZkF7P9zIxbzLBI1sb7Fywz/jidCXEmOArifS5e5E+USaZYnnYneSlQA+ctx+8tw9iY2ejoLCsBIWMLKeFhmLPKpO/RfvjfMw3oCPl5B6cPxGjUeo5lwgUWd5k4j1HO4zNINcnJ7KdPZkvT32TCzHmMai7AR9/fb7gY4jt7cLvIJ7kjfnL7ID3LVUtOPYRzfkQa/DGNejWhTkot4Xc8xShmLOTrEEnMvbR3pjXp4bg3DBjaqFj/20hzlMm4SS7QvPmrnyUgY0josFpYTjvH99uKXJdQES2zM9TQnrL2TiFEF/G3/cVQ6y2GXvQswsx99uQ8YwIxjm1clYMxFZ/gY6PW4m8sp3cR4uI/GpyJI0PdMg0UhSlLxgoRbeiKEp/cSWKbkVRlP5ioBTdytWJFt6KoiiKoiiKoiiK0o9oj/dlIDU1VUwm/AumMvDQ9gZFURRFURRFUfoaLbwvAyaTSQs6RVEURVEURVGUHylaeCtKL2A9h+PDsY/nH0RgE2wlfPIf6igeLla934HuYmi0fEqitK5FTh1H6c6kCaEWP0f7oQjsy70oFnMd6gQxRnJSIMTyilFG0k162h//HOUZpmbsi3JwxlTU0Y79n3uOlkPMnfS5f7QXZSHNjfjUybvfEtFbUSHEEkZNhFgWkaGdqULRT3UZbjdmFApT/Ef4QSynpB5i23LQCfDrayIhtuT/7oKYJ5kbdg7YcRTrg9vVGFG2wmASqBoiBxsThuKgs0RO9+jXeI6O5FVDbOYonKcJfijc2XAQ58byiSgiCuvCXr18E45LlKC3wYUIpLydMDYyCPv8XtiFEqP7pqEYalwQHtun2bgGC+txTPOrUWbY1EM3RCDpf2SEeVjmlzPNIt7OlmMQ6Sni3W25Lx/fGSPv5lvOtexKXEN5tXhcs4ks6/pYXFe7ilESNJLMlQYyJrEBuJ2XMwrNviXujuRgnPOhJA/vPoV5vpuIom4hc57JqGpaUYA0IQplmCOIvOwsyZs2djjnDRWY+5KIl6StAwVfv5mOArxPTqCk8SjJhyzfuHr7QMyNSKV2kHGeORL3uZ708p4mQksm1GOuFybhrCKC0W0ktoeI1H4TdTPEnjv8PMQ6cs5CrHr8EoiFt+PYSzOuGRd/nFe2BvyMGF88v3bROP/OEsllEhGbfpmHYrbqVrwPaO3AsWe92nMjMQ8Pacdz1OVgee82wsdJShst50ZEcojsL7W8P2owdchYq1xfbuwQd0fLnfFwwTxiJmLcMSQHPbcDr5OziZitpAHn6LXDMUe+sq8QYkzsuv7bPIiNJ7lluA/mOZaDGs2Yc3t6zRksaI+3ovQTPSm6RQSLbhEoukWkR0W3oijKlca66BbBolsEi24RgaJbURTlctKToltEoOgWESi28Nz0AAAgAElEQVS6RQSKbhGBolv58aBnXlEURVEURVEURVH6EX3U/CpCJW6XjvbiK4qiKIqiKIrS12jhfRWhEjdFURRFURRFUZTv2Llzpzz55JOSnp4u5eXlsmnTJrn55n+7ET766CN58cUXJT09XWprayUjI0OSkpLO/b6wsFCiotC1IiLy3nvvyR133NHjfdHCW1EugKcf9vawHuyqFsvexFsmhsk7OwosYgWljWJqxh7G+BG+Fj872tnI0UxLwYnNkCHS3NhiEdt/oATeqykRhTsu7iinGOqBsdgAd4hF+6PchImYmoiAxlCKApq2VtwuKNoLYhWFKFBhuBBpzq1TwyF2uADfLyMDZW3DJ4+CWAcR5OwkoreOdhQHtRFZSBsRphQSWVtkEJ6P0toWiH2bjyKw8lNHIWaOGgkxJ1d0DNjboDRnEhGhFNfhvrg7oSAmrwT73mqJrI1JjGqbUbjT1Ynnw9CE223OQi/CtwdQrnbL6CCIdQaicMbLjPvXQiSA72SgYOiusehjuG4YzntjG84XA8kZxjb83BYy/+pa8LXlDZi/jCY8NhOZp47ETjQr2HoOdUllu+XtRVtntzjZWs6r+iGu4mYlx5oRgcfPeiRDh+I8qyO5JdwJY5FEjulkh8fVTiR57LVRXhjzJ+vKdgiuq0A3vA0rL0CRVWAEzpWiejyP3xL54uIklM4Fk+OwI+eWrVP/SLzG/NftoyFW3EAkYkSgxQRuTGIXF4j5cKgjjl/rOFxru85gjswpw+sTyyNzifhyRgwK3HKJtJBJKTNzUA7JaCfXjr1dKIJkIrXfjv8NxJ56YwXEPBxxjne44HxpJDHPZhxT6cbcXNuO8yq62wCx8FDMw0N2vgmxU51TIcbm7h5yzscSCe6cKOu15SDFME+bJcTqPsrBdoiUW53fWB8Xqba6jhXUt4Ikjonf4ojcsKkNc7qzHeaR28mcZ9JHI5lTvkTqNj8B1ziTutmSvMnEs86teC6ujfGFWC3J4bbkfuRiaW5ulsTERFmxYoXceuut9PfTpk2TxYsXyy9/+Uv4fVhYmJSXW97z/eMf/5Ann3xSUlJSLmpftPBWlH7CuugWkR4V3SICRbeIQNGtKIpypcGiW6DoFhEoukUEim5FUZQrDRbdAkW3iEDRLSJQdItwM7tyeUlJSfnBAvnuu+8Wke/+ss2wtbWVwEDLf4zYtGmTLF68WNzc8B8kfggtvC+S3vRRGwz4L3uX+p69+RxFURRFURRFUZTBjNlsFrPZ8h9JHB0dxdGx/79+LD09XTIzM+X55/FpkwuhhfdF0ps+6pUrV/b5e/bmc34IFbN9h/bIK4qiKIqiKMrAJS0tTdauXWsRW716taxZs6bfP3vDhg0SHx8vU6di28OF0MJbEREVsymKoiiKoiiKMvBJTU2VVatWWcQux1+7W1tb5a233pKHH364V6/XwltRLkBbK8oofMJwcVsLIJbOjpbNGWUWsaGeTlJtJZ7Izq2RSCu5R9wofzm47bRFrKUGhU2eSckQqzCg4MWG9FcyYcXJsyjB6iRiMUci1HAkkrNae9yuvrweYnWVREREPqOb7Iu/pxPEmMCnvBZFPw5EzNNMXsvw8EY5kTPpWc3cXwQxNyIgq6/CHv5d2dg+MoJIunIrjBCzdcT9azdjT5q5GV+bRSRBH6WXQmwsET6dIXOISYKYSI2J/Ka6odTtPSKcuS0R5T+F9XjOzWQ9M+px9yS3FsfF2xnFX0wMxdhehGN1tg73uZVI0/YQYV17F8rQwolEy0DmeCgRhHmQ9WGdN3ZVtMtMT8t9DhKRGgdL+VSXiPgW7oH36xg+3eJn1jfJBFokpVG5VWUInp8oT8wjTK4W4o556RsiPmsneYn1ejLCzZg3jZUozax3wX0JIAK3eUQEVkxkegeJbHJGLPpG/EherypBgVt2FeaRT/bjcXh5Yb6O8EGBaVEN5kNvNzxedi16aUc+xMaQXHVtQgDEmPjy1X2Yw+OJ8C+EXBOYuLGqCc9HbiFeF93J+03yxlzQkYP3Bkyk9p8/fRlizx5MgphEYsyrE+ezTX0ZxDoqUF7pPS4SP4OIBtm9hnP8RIg5ZOE5nx7uATEzOZdJRFjaZvW5gW4OEuyKOae61XLsQ90dJMfqvsLF3kbsbSz3r6Ae862fK94DHC7GOXB9PM5RJvTcmYvCvuQIFMmN9MNrU0Y5SgaLyfqbTtaQBxGz1RjxeFuc8Dru1oq5Porkh91FOC4il++xcms++OADaWlpkZ/97Ge9er0W3lcRTk5OvX7cXPvD+x7roltEoOgWESi6RQSKbkVRlIGIddEtgkW3SM+KbkVRlCtNT4puEYGiW0Sg6FauPjZs2CA33XST+PnhP3L2BC28ryLS0tJ6/dpL6Q9XFEVRFEVRFEUZaBiNRsnLyzv3c0FBgWRmZoq3t7eEh4dLbW2tFBcXS1nZd38wy87OFhGRwMBAC5t5Xl6e7Ny5U7744ote74sW3oqIXNpfy68mtM9dURRFURRFUa4ODh8+LLNnzz738/e94ffcc4+8+uqr8umnn8ry5cvP/f7OO+8UEZS1vfzyyxIaGirz58/v9b5o4a2IyKX9tVxRFEVRFEVRFGWgMWvWLOnuRofA9yxbtkyWLVt2wff5y1/+In/5y18uaV+08L4MXOivydpfPbBxcMZlkl+BvdqGRkthioOdjZQUoojH3koUVFzSIB5WcpkRk2Kk6LSlwKa7C3uMGAnRKLFgnMxHuU4bkWAdIJINYz3KYXwCUVpiQwRuHgEo8LF3RCmZuRVlLq1NOO6lRCx2GxGQMTHPHiIkqa7Bvq2h7ijwKCXCj6FEhuPmicKwM0RmUluCgpxbbp8MsSzy2t1EfBaRNApiTkSEws7RvjM1EAv1RgESE6sE++HxBnrguDCR2ugAnENMkPPMLXhsz+wuhNj0YdhrfNv8WIgx6k243uJ8cZ+5pBDP0XBflNp0dOKxTY7E9VvSgHOSvXbL8QqI/XJaFMTcnTCnTQhDEY8H2S6/1jIfvG+0kWnWEp/ObumwEhYVh0yRUBvL9TukE+U61u8vInJNOO5baRPmh9xKzAUniWxyWjiKsZyacOyYAEoE5/xQIlWMIlK7TnLj10nuBUNHxUFsGHGB/IvIF4+WYF5KJOe20IBjxaSApaSP9dr5CRBrIDI5ltfZemFEk7XmRsa5nIicvIkQjuXNn43H4/g2H68JQeRcltbhPG0i18+7RgdCjEnEOsl69vFA0ZTZAXNk9fglEPMgY89Eav8x8XcQe7T+JL6fDZ7frlPobbBJQG9Dpx2ej2oH7I/1q0cxW73nMIglBOIcJ0MqXs64Vr1JTnv3BK79ucPwPqW8Cefa3kK8jwq2mi9sP7pILkgMJYI4Mi9KmzBvXjcSJWwzIvD9fJvxXsE92B9isT64/tLLcA3NT8D5XdeC+1fcSPIDMWQGOOK4MHnlYEYL78vAhf6arI94X530pOgWESi6RQSKbkVRlIEIFN0iUHSLCBTdiqIoA5G+LLoVxRrV7ymKoiiKoiiKoihKP6J/8R4EpKamismEj/YqfY/K1RRFURRFURRF6Wu08B4EmEwmLQgVRVEURVEURVEGKVp4K8oF6CL2m247jBmsJF+OTvbiQiQvHe2W0iZza7tEBlkKUybfgHKdT7blQyyyhyK143koy+omfZhzx6OUbCcRNjG8vFAE09yIT2pMnxwGsd0HUfgRm4DCD1sbFIg0EakPE08ZTSi+SRkdBLGDBdi3dfQ0SozGEmlOBOnX/0bKITYsCOVODdFkXIg07Y45MRALnRIBsZ1EHGc04VjFEqHZSCLK27CrAGIeRBpTT84H+4zNGWUQu/HORIjVtaLkrLENYzck4Ny4Jgjn5HEiWTphwP7ju0bj+5USQUyDGfdl1nAUBxXWo4xpJhGpvX4Yz/nsWOw5jCC9hM9W42eYiJzOjQiGwokA73BZA8T2W62PXWdqJIhIoFaMC7H42SBDZXOO5Zy8aQTKf3YRsV8gkRvuINstTg6BWIQn7ltWNXuCDHvVD5xFiZMIioOYKMnHBcd4fwmOpyuRZZXnFEGM5etbyPHuILmKSSQNpbgOfCeHQ+xfR1D62NyI/a6lRKpYmovnqNoVJZfhM1GglfavLIhZXztFRHy9cN6eIdc7L38Ux/1xM0rEmESSydAiiHyqiVxjntmD59LbFedzOxGz1ZJxrmrB7cLb8Rrd4RIMMYlEuRoTqT3iidK5J4ynIebCRGrpX+LnzvoZhHwEpYf7TJjn/O3weJlsq4lcExZ44hwv68bzdnM83mu42Vt24ga62snQPa9ZxGaKiM3kRRaxCsFrew4Rtro5YH4IcScyWpKrR+BHyL+y8FhvCSDzxwXv8WyIqPKLU5X4fuR+6YOjeB2vIDLQn4/DXHWciC/rWnEMDESgOJjRHm9F6Sd6UnSLCBTdiqIog4WeFN0iAkW3oijKQMS66BYRKLpFsOhWlJ6ghbeiKIqiKIqiKIqi9CP6qPkAoDff863Ctf5Be+kVRVEURVEURelrtPAeAPTme75VuKYoiqIoiqIoinJ+mpqa5OGHH5ZNmzaJwWCQ5ORkeeaZZ2TChAkiIrJs2TLZuHGjxWuuu+46+fJL4iy4RLTwVpQLUJaPsi0HR1w6M6dHQuzzTQchFpYQbfFzbmG92NpZdn0cOYJCLmd3lNLUNeBTD5OH+UCstBalS8V5eFxvfZgJMXsn7OG0tcUulZLCOoh5ENnYzr3FELOxw/crLUKxUasRxUY+pEf+EyL8MNTjWEUTidjBI/jaViL3KA3AMS2vR6mIqRnFJTXk/ZjELzzaC2JHinCc24hAi53zCF8UyzDR1igiQ5tI5tVIIonzdEHhWhQRES1KQDnddjKHxgejgOvLnCqIZZBx8Z4TC7GkEHy/diLjY9I0Z3sUvwwRjLUQl8O0cDyXn2fh00wh3iiLOnIWpVw2Q/BzUyagOCe3ygixViIiOkKkc5FE4DZ1RjTEiqzyUFZNq3xldWy/moLiLmc7PAYmAHzq61yI/WnBCIhtI8I1cyfOUSbLmhmB82KoE875d49ibj5ZhWvN3IFjzCRxR8pw3GPGD4dYG5mPlSSPsHXq7YbXji1kDM5UoexoiA2eIyZXcyeSs/ARKMuaQkSBu/LxvI2LQvGgB8kt+8k5Z9cdb+JccXfC90uOQMleAxFGsticEShVdCLXtrpW8n6teG2bGkOkis0oWZVmzH2NRK7m1Ymf62GDMSZS+4NbPMReyHsPYt1eKCpr6sQ5dLYFzwdJN9JGross93k62UKs2Q7zYVAzSsNyuyznmqmjUzqthImVyXeJlyN+RpaVOK2zC3NBAxHnBbnh8ZeT9by/BM9tYBJKzth1vNQW548zDp3k1uK6j/DFNXSkHK9DiWGYN10ccJxIGqH4umCuive/dA/SL37xCzlx4oS8/vrrEhwcLG+88YbMnTtXTp06JSEh3zlJFixYIK+88sq51zg64jnqC6544X2+x6zZ49WKMpjoSdEtIlB0K4qiDBasi24RgaJbURRlsGBddItIj4puZWDS2toqH374oXzyyScyY8YMERFZs2aNbN68WdavXy+PPfaYiHxXaAcG4h8E+porXnif7zHrH+p5Ph+Xo+9Z/0FAURRFURRFURTlymA2m8VstnxKwNHREf5S3dHRIZ2dneJk9fSms7Oz7N69+9zP27dvF39/f/Hy8pJrr71WHnvsMfHxwSeILpUrXnj3JZej77k3/yBwqbCnAnr7DwAqZfthtG9eURRFURRFUQYuaWlpsnbtWovY6tWrZc2aNRYxd3d3mTJlivz5z3+W+Ph4CQgIkLffflv27dsnMTExIvLdY+a33nqrREVFyZkzZ+SPf/yjpKSkyL59+8TWFp92uBSuqsL7aoU9FdDbfwBQKZuiKIqiKIqiKIOV1NRUWbVqlUXsfH3Zr7/+uqxYsUJCQkLE1tZWxo4dK0uWLJH09HQREbnzzjvPbTt69GgZM2aMDBs2TLZv3y5z5szp0/3WwltRLoCdPf5rlz2Rq522kjtFj42VvIMnLWJFR7PE1gENIp5BARY/l5/KwP1wdoOYoxsKaGRsCIR8iFyngAilXDzwM5hIzdSCIpiONnw/JgRy8cDE6EgkN51k/4xEkBYbjjKcJiJoigtFCYg7OY++wSjyaDPhOTMSwVBcJAq0mMSukvT129ljrLEJPyOKCM2yiBirrBDldEx85uGM4/d2xlmInSCCLz8iLEogwrptOdUQO1CA4/LT8SjDsSNWlutiUWLk44pz3IsIZ45XouhmVx7u35woHJfiRpxXTOrz7WkU+JQQ2d3kSFy/LmQevLK/CGLhXii/ySdyrNgAXNNMLsaEcCzGeronBLvBz59mW0qvAt1w7rW24xqfPxJ77BzJemkhr3Ug2zGJ0XAfFEaebcJz20ZyEPsMX7Kuzjbi2DWYcO6VN+J45h3OgZibL0qrztZij6mB5Ax2vs+ewfUX7Y9zpTQX5WXd5P1CiYyphMzHFiL2uyEhAGJMQLbldM+e9GPXbDaHEkIwl354oARi3aTn153kmwXxeI5siQiMyRKDPPAa40NEUw3eKIx08SeysWY8bzb1KA7tOrUH3y9hOsSYSO3XMYsh9rd37oOYc9JCiEV54rE1mnG9sbFP8MN56mSLY+DUjfcpNuYmiJ2ux30ZbiUirTN3yghny7Xl7yfSYGO5L1nVuCZjffDcOpL7qnAPzEtsHZiIcK6c3BuF2OL663TE61qsN8pPmbhxAhGTHq3A8QwnckN2HWfH22Dq2XVIhD9Wfj6GDRsmO3bskObmZmlsbJSgoCD5yU9+ItHR6F0SEYmOjhZfX1/Jy8vr88JbrU6K0k9YF90i0qOiW1EUZbBgXXSLCBTdiqIogwXroltEoOgWwaJbGfi4urpKUFCQ1NXVyZYtW2TRokV0u9LSUqmpqZGgIDTIXyr6F+9Byvls8BdC5XCKoiiKoiiKovwY2LJli3R3d8uIESMkLy9PHnjgAYmLi5Ply5eL0WiUtWvXym233SaBgYFy5swZefDBByUmJkauu+66Pt8XLbwHKeezwV+InhTrP2YBm/a/K4qiKIqiKMrVQUNDg6Smpkppaal4e3vLbbfdJuvWrRN7e3vp6OiQY8eOycaNG6W+vl6Cg4Nl/vz58uc//7lfvstbC28FUAGboiiKoiiKoiiDncWLF8vixegkEPnua8W2bNly2fZFC29FuQD+YSiUaDOjJGdsjK/VzzNly/Z82C4gHN+vvspSvOQVmQDbOBHRipMrSn0MRPqVX4ryraFe2G9uaiHyKD8UZTD5j5NLMMRqy1G8MYRINmx8MNZQgzIqnyAUd2XloyQoOQ7lW0XVKBoJ9cZjMxJ5VDiZA5VVuH+MDiIGCScCtyJyjlqMKIeJ9sP+s7YOlNLkEXlSGZEdVQTh8UaSHrcjVvJAERE/V/zX4J152N/L5H4eREhlb4PaETJdJLeGSJvIODcQud+HR0oh9tuZw/BDCN5EpOZMZGg15LxdG0/mWhvmkZoWPJfRRCYU5I5j39aBxxvqiev8aCnKndq78HNzyDhHWUnddhQ1SJRVLkkKchcHK9lRdg3OswCSv44T8VQUmfNMaNZA8lctkRMdq8Rj9XTG26EmMn8OESngnGG+EGNsz0WJ31gih7R1xHPmT64bgZ4oJ3IjQsFyktM8yZiGkmuCO4nVnMXjYFSfxfy/gwjhgshx5FYaIcYkcYlhOH47TlRArJx8LiM5iggPHXr2dUK55JrF1hUTYZ0m8768Aff55gjMpbYGlGEKkZJ1VBRDzIaI1DrTv8S380JxHBOprbrz7xB7vOn3EHM1lkOsoAvXkTOR4hFfnTgPwbVq24DzYEgrXmdnRGD+Lzda5o2sFkeJL9lmEeuOmwevi/HGuWwi12c3BzyuWvKgKZMCBnahONVI7kkN3USWS+Rl5USkxnKpJ5Hgbs5EYZ8tuWjfk4jSTCZmcyFiRCaYG8xo4f0joye94doH3jf0tuhWFEUZLFgX3SICRbeiKMpgwbroFhEouhWlt2jh/SOjJ73hvf2OcEVRFEVRFEVRFAXRwlsBemtMvxrQ3nZFURRFURRFUfoaLbwVoLfGdEVRFEVRFEVRFAXRwltRLoAzEUPZkB7Go4WW0p3ASE8ZFe4F232zu9DiZ9b37R2IUoy8dOwZd/MMgdi2gyW4v0R2ERaBUhom8kiOwGPY74ECEf+hGDOasFeKCXKyc4h0aBzK2hzsULxRQqRp7HOZhGd08FCITY5GuQ6TEx2BiMhEIuYpNKAkiI1pBRHzMBFdPhGk1begzIuJ2dyIxOjzvUUQ+687xkDsf24fje9HRChMejWSiJyMbSicOXAWpTGldSgYmkTWlbsDSmM8HHH/InxwX744VQkxF/sg3O40+i+8SX5oIiKnSaG4zv+5H2VHY8m6XDwG1wJZClJUhrKaLHK8WeUoGGICKbZWXa3OucFolnaynbXs57aEANimlUiHFo7E7byccU6xc+tCXlvehOIgXyKqLCNSSieSD29Lxpwb7I7vx3An4rORRJwXMhzPd9FJlAK+347j5zoUpXs5hwtwX7xxnu0/g2JEJ1c8tqV3jINYMsmv02JRcslkY2ODMA87k/m45TjKsphQsJ1I8UaR3NzahtvVNmPe3LID5WXLFsVD7JMM3G52PErJqpqI7I7kEbb+cltwuxjfaIjVtuPc9R4XiZ9hR74uadbPINTUidci56SFEGMitYfcR0Ls0fqTEPPDwxW/VpR3/XoXXgOnx6CYzd4W11ZLOzop3Ex43UkOtBSgFkbNEQ9HyzH9LBfXC7texQWgTPUaImxlOSiR3AsaHTGP/Gkurj8mcHNpx9w/LQzXX3snrtNgN/zcl5ckQmx7IY7n6Wqc86MC8Niyq/E+aHduFcRERO6bFEHjAx08K4qi9Ak9KboVRVEGMz0puhVFUQYL1kW3iEDRrSi9RWeSoiiKoiiKoiiKovQj+qj5ZSA1NVVMJvIFfcqAQ+VqiqIoiqIoiqL0NVp4XwZMJpMWdIqiKIqiKIqiKJeRnTt3ypNPPinp6elSXl4umzZtkptvvvnc7z/66CN58cUXJT09XWprayUjI0OSkpIs3uO+++6Tr7/+WsrKysTNzU2mTp0qTzzxhMTFxV3UvmjhrSgXICEEJRg9pbbZUpYxflywnMq2FIl1EMlUTQVKkhhtpJfy/ltHQay8EZ+4cCOin9wKFIGFe6KMJIvIiSZGYk/7n1/cA7HZczFJefmjZIOJ1M6cbYCYjxfuX1wPZT2B7iiWOViCYpBjJFZhQMHL+y0otjtzDOUw80YHQiyK7HMQkdidIGOwZEIYxP5zawbE2lpROudAxFXFDSiIeecwHluIlwvETpL9i/BFwdfJ/FqIPX/3WIgxWc3fvsmF2B3jQyF24CyKZD7bkgOx1x+aBbEgIjv66VgUax0in+Hpi+NyoBTH5adkn/cW10GsshmlO9M8MXYNEZixee9Dji3MG/c5vQj35eFrUeTkWG15Ptp9Y2CbrNqeycta2lF4xWRorLd8jD8eQ5IfrvHj1SjQOmnAnLtwBMrBztSh/MfHCY/D3In5dRwRkNkTUWc1mVN+Ybgv/700GWINJrwmHCaCLyPZ7tbRKBR8/yjmrzjSA5tfg/kwg8wflpu9ozEHLSCyrPHBeC02EkGa23Sco6eq8Nr2aSYeGxOaTZ6I65Stq2giymtowZzbQvaZiffYdjuLMG/aESFodDeKIGUImWsOOK98BM/l2RZcR1GeuC5djeUQYyK1RzwTIPaE8TTEurPxtcnhSRALIVLBz06iNHP6MB+IWeehvNoWqSbnLcjqfqGLzJWxobjGc6px7p0m190PyVpj8/Hnk8Mhdt8L+yG2aDauA3bf5+aE11h/VxzPfaWYI5vIHH1lTyHEnrkN5azOJP8fJ+LPB+fEQuxiaW5ulsTERFmxYoXceuut9PfTpk2TxYsXyy9/+Uv6HuPGjZOlS5dKeHi41NbWypo1a2T+/PlSUFAgtrbEdnoetPBWlH7CuugWESi6FUVRBjPWRbeiKMpgpidFtzK4SElJkZSUlPP+/u677xYRkcLCwvNuc++99577/8jISHnsscckMTFRCgsLZdiwYT3eFy28FUVRFEVRFEVRlEGB2WwWs9nyD1yOjo7i6Nj//0jS3Nwsr7zyikRFRUlYGD5x+ENo4X2RODk5ycqVKy/qNQYDeeTnB1AZ25VDe/EVRVEURVEUZeCSlpYma9eutYitXr1a1qxZ02+f+cILL8iDDz4ozc3NMmLECNm6das4OGDLxQ+hhfdFkpaWdtGvudhCXWVsiqIoiqIoiqIoSGpqqqxatcoi1t9/7V66dKnMmzdPysvL5amnnpLFixfLnj17xMkJfTznQwtvRbkA6TnYl91qxP5trwAUq4yxkunMHB8qn1rJnW6dhQIMb1f8F7QXPz5F9gMlQfsLUL7S0ILbhRIxFutLzzagGMSBSDFMnSiJix2LEpB6si9jIlDM5kLkNZ+/+w3ErrlxOsRsbVAiE0/ENx8dRRFMZzfKTH55TRTE/vBaOsSYbMUrAGVCbPwMRIDnT/rKmITnH9vPQMwvKgJi9o44pjXlKEwJcseLyJ+uGwGx3USetPPIWYgtvyYSYs72uC+/+McBiC0gIhl/ItLJqcR5eoYIlSZNxfdj5NSgcMadjB/r/bv/WpSLRXujBJDBhF4GI/YcdjujaKq0DuezN5HkMHEhw80R51qD2Uqm4x4tDlaCsKNniaSRiAKZXIdJfTwccTvrzxQR+T+fZ0PsbiKwCyRyuZuJgMzFHj93ThSKrKpbUTBkR3JQYiDmoEBXlCz5h+G5jQ7FPNLeifnmuR2YC+YS6V4okWYerUCx0SQizYz1QVninCjcblY0iqzOkjzH8HXGOXqQCAo/IUKq60ahvPLrUyjauiYWBXm53fAAACAASURBVG4+5Np7tAQ/t6oRr5VZRAx1BxFf7svFe4qje/MgFpGAc5ddn86SfQkPRVEeE3X51Rfj/plwXMh0kUYzXvMLuvC1fvixVKT2B7d4iD1/+nWIvfuvIogNJxLcHCL6jPbHuTsl1HLu+rs6ijNZ+3/8zPIeLPskPs06Z1okxNg5S/BHQeEYsu5Hk+3CyfVv3bJxEBtG7vG6BPeljMyfEiJYTSD3UCfJNZatq81ZOFa3k7y0JBHnrZEIiEUu32Pl/xsPDw/x8PCQ2NhYmTx5snh5ecmmTZtkyZIlPX4PnFmKovQJ1kW3iEDRrSiKMphhBbCiKMpgpSdFt6J0d3dLd3c39JlfCP2L92XgYvvCL7YnXFEURVEURVEURbHEaDRKXt6/nyopKCiQzMxM8fb2Pvf1YMXFxVJW9t0TNNnZ3z09FRgYKIGBgZKfny/vvvuuzJ8/X/z8/KS0tFQef/xxcXZ2luuvv/6i9kUL78vAxfaFX2xP+PeolO3S0d56RVEURVEURbk6OHz4sMyePfvcz9/3ht9zzz3y6quvyqeffirLly8/9/s777xTRP4ta3NycpJdu3bJ008/LXV1dRIQECAzZsyQvXv3ir8/tin9EFp4X0WolE1RFEVRFEVRFOU7Zs2aJd2k1/57li1bJsuWLTvv74ODg+WLL77ok33RwltRLoCdA/b7jIhFaUxZTYvFz0fya+TeWcMsYuN/OVH+8mamRay8Hp9SOEmkIM1EStNNZCn5RIbGpCr1LShsYuKuYGJV+ToDhTa5ZSiWqSrFGDuO40REFEQkRg4uKB+pqUMJiIHIQo504ZgmEZlJodV5FBF5LwOFYXZEDtZUi/syhBzbHiLXqTE0Q+wERESqiERselIwxN4/UgAxO2eUo9QXHodYo2kCxNo6cA7Zk2MbRiRLTAKVSMY+LghFMrXNKONj1JDtUohkaeOOfIi1tKO8JdILZWCvHiqFWDJxOWSU1EPM1wWlMbk1eM4riLgxhsisumwxdltyCMRe3Yciogjyfplkn5nczzqXtHZ1i4+LZd4IJq8bSvKoh20HxLz9cNwNzbgdEyj+lkgQ/VxwnWZU4Lgb2/AzmJCRfKxEDkVBGvFOSTmR5HWRm0EmQSw4ixLEzScrINbahqK3ndlVEHN3wn1eNAbnaEEd5sNSksMXEKHSrkIUfd4Yh38dIpcn+Sof52OtCcdvKvlcexuca2xtFNVjvn59dyHEHIjo8+fTcK6xa2plD2VyQdGYq4zk3sDJFo8tKQDX85Cdb0LMOX4ixOo9h0HM3w7XQhvJ4ayQYcJEv1a8X+jOPgkxJlL7TfzdELN79g2IRfvhGJwqQPknWx/eROR33Op6vGJqpJyqtFyDTABb1YTnbOlEFHrWEMlsPrkHSCRyVj8HPAYPIsJsacftHMn5mRWErz3jgdfxMJLnQofidh1EtBvmgfeRYSYU+x3swHXgSXLVYEYL7wFIb74rXER7wwca1kW3iEDRrSiKMpixLroVRVEGM9ZFt4hA0a0ovUWvmAOQ3nxXuEjve8MVRVEURVEURVGU/kML76uI3v6lXPk32iOvKIqiKIqiKEpfo4X3VURv/1KuKIqiKIqiKIqi9B9Dun9I83YFWbly5UX/9bE3r1GUC7HumxyIDfNFkUddK4pV9uahRCslwVIecaqiZ71D3m4OEGPSNH83FBsdLUWxWDrZtxYjCj+cXFBs0ViDUhojEdVEjkSRzsRhKKY7QWRy+Vm4f7dfFwux3UQc1EiEa4zxCQEQO3QchUWOzjgGS2aiXOcskavVs3lxGGVtc6aggOUB8hneRHwjXShR2V+FghMPIs8b4YMyqy/zUEqznQjhmKjlV+Q4dhahKCnMAz/Xm4zzP/ejgGUSEe8dKECRU6g3Cl0Yv5oYCrG8WpScjfLAMS0x4z4vXb8fYp6+LhALIuJCJpgbH4oCt1oyr64bhqIbWyIDY2Ky907iOnImAsHhPngcR8otJYpuDjjPzB04dkFEwrb5BK6/2mY8F6FeuB8h5Hw3EOHV6CAUFn1GPpcdPxNQzopBwdeZWpSSMdGWG3m/KHJsoUNxvXx0vBxiN5Kctu1MDcSciRiKHW9GMa7do1k4Vxyc8TgciPBpCpGhjQrG81FGxqqNzCEPkjPeJULBn89E58o/t+VBbD4RVbL1MiUc15oLGb9dRZiXmCzRQKSKbmT8/F3xPqCiCV/L7iscSL5OCMR8007uK2yG4BgkEPkg2Uye3olCy+RwzGnsvDGJacx//BRiTzafhpiJCEE9OlH4erQJ89DbRKj62PwYi5/Zsdab8FrM5IFtREBW24qv3VeK1+LR/njO/r4HZaq/mhYNsb9+jfezk8k92dgQlJ9uI/cAp8txPK8nkkZ2r5Bfhb30HuR+83w8MDPmwhsNQHAkFEXpE3pSdCuKogxmrItuRVGUwUxPim5F6S1aeCuKoiiKoiiKoihKP6I93leQ1NRUMZl69h2PyuVBWxUURVEURVEURelrtPC+gphMJi30FEVRFEVRFEVR+pjOzk5Zs2aNvPHGG1JRUSHBwcGybNky+dOf/iRD/l+jfnd3t6xevVpeeuklqa+vl2uuuUbWr18vsbHoFbpUtPBWlAvAhCQnyrCvcYyVjOLGMcHy1kFLMdR76aXyWyvJy65mFN8cOWWAmA3ZjznJKIKpakTRyqEclOHUV6H8x8kVxRYmIicyNaOEzdSAx2EoRSHQaSLPmB2PEraje1F8s59Igs4cK4NYQDjKt9ixGYjAp/jYSYiNnDEOYhlEGMZkOIyQSBTLHCvB96tuJSI1IjHq7EIBTXpZJcQWxPpBrKAez2WjGT+3qAZFKMMDUPJS3YKvZSK1kKEotHEmc5yJ1EYSqc/bB1HCFu2PEiMmkDrbhHP8bBPODWd7lF6VNKBQz46Iq1geyStBqSCTRb1cUgixGiJCdCef20nEPk5kXz5IL4UYW5ehVuctztdVThmMFrFSMia3jUTp1zO7CyFWQV5bRiQ8M4fjXN5B8lwEEVllEpljQggKvlrbUHZUVIN58+V9hRBzJoK5a2JQYvTmXhRK3T4xDGIfZWLfqYMdnm8TEZCxfWbCsIXEQVLhgevgWyLuaqnBfOMTgaLFcn9cu0yu2UDmdzQRgS0iIqduYrNqacdz+bv5wyH2KhF83T05AmJMNhbsjuIzNs7ZVUaIGU2YN+eSfD0hCHNQdStKBe1scY1PD0dhFhN/NZF57+mEc82JmBudh+BrpxP5IMv/w4nQK9oP1+9viEjtAdd4iD1f8DHExIRzNzHAsrhKnOELwjWHOpwXDe64Tu3I+S434vUlzhVjLe04f5zIeWRj5+eO19hCIrx96SdjIPZFLt5XMcFeFDkX4yNQMthT6V5iAObcwnrMVQkkZ1wMTzzxhKxfv142btwoCQkJcvjwYVm+fLl4eHjI7373OxER+etf/yr/8z//Ixs3bpSoqCh5+OGH5brrrpNTp06JkxOO7aWghbei9BPWRbeIQNGtKIoymLEuuhVFUQYzzHKuDF727t0rixYtkoULF4qISGRkpLz99tty8OBBEfnur91PP/20/OlPf5JFixaJiMhrr70mAQEB8vHHH8udd97Zp/ujcjVFURRFURRFURRlUGA2m6WxsdHiP7MZn/icOnWqfPPNN5KT891XqR09elR2794tKSkpIiJSUFAgFRUVMnfu3HOv8fDwkEmTJsm+ffv6fL/1L94XQV/L0AwGfJz4SuyH8m+0515RFEVRFEVRBi5paWmydu1ai9jq1atlzZo1FrGHHnpIGhsbJS4uTmxtbaWzs1PWrVsnS5cuFRGRiooKEREJCLBshwoICDj3u75EC++LoK9laCtXrhwQ+6EoiqIoiqIoijIYSE1NlVWrVlnEHB2xTeC9996TN998U9566y1JSEiQzMxMuf/++yU4OFjuueeey7W759DCW1EugBeRHTUQ4ViGlRwrPmiofLXfss/7D6+ly703WEpAcomoZsEklHYw0U8skU6w/T1EpGS1JSjrCYxBGY6pGY/VyRUlIA7OIRDzCcL9WzE1EmKfncB/VbzpxkSI3TgK5T8vE1lbCxmrsUQCkhKH8igmuQnyRHkNk2UtGo3799lJlA6NIhIZJi8rI6K8keYCiBn9RkBsXDB+BmN4N+5f+hA8XiY7ChyB0pFYb7zwVTSjmKeOiOOGeuBrF8SgXM3ZDk0tiWEorFuRjOKlxjaUT204hGKxmcNQhOVEPteeCIbGj0ApEju/00ehcKyGiAs7ieiGHe9bh0sgdmsSrsucauzLjiZCHE+SS77OrYbY5/ss85x/IL7XHvK6UC8URaUfxHPhSaQ+r+/CdXDHVJRgvU/kZb+YHQMxX5JHPidr14fkvrgglH4xqZYHkS/akTzy9Sn8XJa/viDzdh8Zq2wibqwoxBjj6235EGuuQqElo6kW59k3X+dA7Ke3ofDpmwz8jDPlKDV9iQgyW0iuOlhQC7GJRNw4gcTyydp9fiseB5O1ZZXj9Z2tK7bujW2YI82YvqS1A/PDHnLNNxPxHrtfWOCJ49xsFwoxp27cZ9sGvJbb22I+YNfFHCLZO1VQB7Gfj8OcxkRqv4m6GWJ/e+c+iFXPS7b4OcBNxGh1nei2xWuieweOU60N5oL3juJcvjYWhXOj/PA6mRyE13EDmSutRB54fSzOZTcb3G4CuR/ZXYTjzuZKVzfOveoW3L8wcm3fdBKf+o0j97Sbs/jTwQ/MjKGFNmz3wAPy0EMPnevVHj16tBQVFUlaWprcc889Ehj43X1bZWWlBAX9+56hsrJSkpKSLvj+F4v2eCtKP2FddIsIFN2KoiiDGeuiW1EUZTBjXXQrg5uWlhaxsbEsd21tbaWr67vzHBUVJYGBgfLNN9+c+31jY6McOHBApkyZ0uf7o3/xvoI4OTn16nHz3vaGK4qiKIqiKIqi/Bi48cYbZd26dRIeHi4JCQmSkZEhf/vb32TFihUiIjJkyBC5//775bHHHpPY2NhzXycWHBwsN9+MT01cKgO28O5NUTrYCtK0tLReva6n46IStotHe+cVRVEURVEUZfDz7LPPysMPPyy//vWvxWAwSHBwsNx3333yyCOPnNvmwQcflObmZrn33nulvr5epk2bJl9++WWff4e3yAAuvHtTlPZWVna1ohI2RVEURVEURVF+jLi7u8vTTz8tTz/99Hm3GTJkiDz66KPy6KOP9vv+DNjCW1EGCjmVKIjxG4pCBzcrcc4vFsbJy1ssBSz//DJbrp9sKTAL9UbBUFFNC8RuJOKuBjPKV5iIaXYCSpyOfrkdYie/PAKx0TfcCrGCw7hdRyuOk3fKXIh9lImikbYOFH7knEEZziEiZHFwxjRmQ8RGW4iIiJF1GGVMibeg6G0P2Rc29oeOlkPMdSj+K2o3kZT8/+ydeXSV1bn/n8zzPJCETGQkCVOYwiigCCIqogLirDi1t5cKrdU4XMBWsYVqq/Wn1YtDe+uAUqgDiiigzPMUIJCRkJB5InNCsn9/uEx78v2iJ5BgAs9nLdYizzlnv/vd+9l7v/uc837OoSKUt4TGRUEsPx8FPiEkR7/JxTaNJnlVmonfHnIn8ik/VxRNFdRgTu45jdKcIHesX4MbHsPDEYUztjbYvyeKsQ1yq1Hy0kgEQ/cQWQ95moQ3YQ7ZeKN0qLkVX3xnCooL1xDpzt0pKAj7v90oTfMi/cHmpX4+KAVydcA2ZcKngYEoCnK2s7xX7pfXJ8A8lEHmzGQig6snQqCDsSi18yBCMw9nHPdr9qIw0oEIzQb2QYFPPhEZjohEodkOIunqS9qYwebru0djf/+L5EUoETzaErHfUCJK2kFEW7bRKF4KJecRlYQCyrSKUojZOeFr7R0xp1h/ZJdivri6Y5/fQMZpURV+q4+JL5kAr6wW+zzAA8dQXzJfNw9CcSN7XrAXxtxJ7tYQqSfDgaxtdsTWNDQcx9sQ0ga+pC6nDQr6gutwvbNtwjnXpgHXrPoWzI3xRF4ZFYjHZVJZr1Y8hjRiXZhIbeGtf4XYb0p/YfG3s72N7CqwPIZbKI4XO1yy5XAh5nJ8H2x3f7J27i9CiV86EWFOjUExmwuZ01l5w4OxjUvrcAwNIHM/k6Z9ScRnUUTwKIL5yK6XWkmbVhBZYm9GN969EGu/ht/bvnp/qdFx0y0isOlWFEXpzbDNpKIoSm+l46ZbUboS3Xj3Qqz9Gr5+9V5RFEVRFEVRFOWnRzfelzDna02/nNF74hVFURRFURRF6Wp0430Jc77WdEVRFEVRFEVRFKXrsDHM6NNLWbBgQbd+Ytnd5Ss9k599dBBiHkQQw4QpGR2ET75uKG5JL8T7if5rYjTENmWUQSzYG8Ut6w4XQcyPiGpOl6J4w5Gc11kiQGpuwpi9Axpecg5kQywgMgRiT92K8rKXvsR75OuIAInJelhdXImgqaoMJXZnKhsg9vAtAyD2zx15EBsYiQKW2CAUOW08hv6FOCJgCfdH8d6kSJTS+LmiWOWOv++H2H1jIyHGiPfHOjOxChO/pISiRCXBH+U6DcRe9uctKLZj0iGWz1X1LRDzJgIyVt7MgShKqmzE8pjYKJCM6bQSFP0wIVxRDUptmEyISWiuS0Bh4lEiqQokee9AbEzv7UVxHJMeXj8Ix+/aNMs5J8IP8zaISKYY7o44nl/65CjE5l6Jc+RaIjIcRKRupaTdGXa22E4pUTjGD+WjPLCZ5PcVsShFYoK5PCLXjPRHYRGTeZWTcfr25hyI2REB2bWDcRy4kf54a30GxPqTdjlZgvl44wiUEXo74zh961tcO0YSqRSTKk4dgMLIVnKpy8RstxBpWg1Z75jQrIzMQX/45BjEbMhrnYjcsIFIpVJnJEFscqQn1qWBrNtkHllD1qIbE1Co13gWX3uMzDdXROB425hbBTEmzWRzqa8LPq+sHufwwR54bVBkcB07S9rgDwEDIfZS5S6Lv6tscPwdL8f8GemP83xOg3WfcbqT65YzzTiPRLvjOazLw+sWJtFka1icH67Px8i1kR1Zw9i6NiQI5//0MmyrigYcL21knCYHYz+KiAR5MYlbz4cMf0VRuoKOm25FUZRLjY6bbkVRlN5Mx023onQluvFWFEVRFEVRFEVRlG7ksr7HOzU1VRobrfvKmUj3/jxXZ+uidA96K4GiKIqiKIqiKF3NZb3xbmxs7NRGqzsN4Z2ti6IoiqIoiqIoinJuvv32W1m2bJns3btXCgsLZfXq1XLjjTeKiEhLS4s89dRTsnbtWsnOzhYvLy+ZPHmyPP/88xISYuk0+eyzz+SZZ56RQ4cOibOzs0yYMEHWrFnTqbpc1htvRbGGYeEoC/mc3NdoT6QVuXko3elIayvKMyqJdIJJ2GqbUDIyoh9KbtIKsB5M5sLkOvkVKO1oIEKg6UkotEkbjiIdJh06WYXH+NW0/hA7TmQuhUSQU1CJYpAgLxSIpENEJDoS+9uNSEomEoHPzUTStfY4flPm7lERECuqRTnM5hOlEBsajCKd4jp8bS1plwNEAhXgiUIbJldzJjKmMWE+EHOww3GwIx99B4eKMJ+Z+MyOjCsXIuZJIu0SRyRfvi647D3+KQqQppJ89iQiPyadm5OIEqjKJsz7/DP42n8eRkHYNf1RduRNZI5vbsqC2DAipNqVjnnl4IRt2kbmpq1Z5RZ/e7k4QB/lE0GhFxHdMYqqMW/HEOEVy4uxRF7G5s3kCMzbwSR/8khdmPwno8g6n0fimEiIMTnRSx8cgtjEsThn1PXBcernijK92aPCIbbi8+MQY22aRQRpfUNQBOlOxsbtY7DOJ4qxvHFDcM26hdS5gKxF3uR83/4S5W9lpzEPFtw9FGJ9PUh5machtnY/xgKJ7DSxH+bargP4WnuyxtiQ3Ah2x/napgXbJe8M5unQPjgfTo7GMcMkX3UtODfHEeFfYS1euyQHYb7sIGtRhDeu0YdLUALLRLOS3BdCbo44fx0i7h12T/d8n5EWfz9dcQSPSVibh2txZSOTXmI/tpD5NiEA23hrEa4bTNLIrg8TA3HOOFKK10uuJAcKa/DcWome27vauq3lzrxKiIUQCWcjuWYUEZnZCblaXV2dDB48WO677z656aabLB6rr6+Xffv2ydNPPy2DBw+WyspK+eUvfyk33HCD7Nmzp/15q1atkgceeECee+45ufLKK+Xs2bOSlpZmdR2+Rzfe50lXfzW8O7/Grvw0WLPpVhRF6c2wzZqiKEpvpeOmW+n9TJs2TaZNm0Yf8/LykvXr11vE/vKXv8jIkSMlLy9PwsPD5ezZs/LLX/5Sli1bJvPmzWt/XmJiYqfrohvv86SrvxrenV9jVxRFURRFURRFuRRoamqSpibLT+GdnJzEyQm/TdBZqqurxcbGRry9v/sG5L59+6SgoEBsbW0lOTlZioqKZMiQIbJs2TIZMAB/bvaH0I13D8HZ2Vk33z0Avc9eURRFURRFUXouS5culSVLlljEFi1aJIsXL76gchsbG+Wxxx6TuXPniqfnd7cgZWdni4jI4sWL5YUXXpDIyEj54x//KBMnTpQTJ06Iry/eLnMudOPdQ1i6dOlPXQVFURRFURRFUZQeTWpqqixcuNAidqGfdre0tMjs2bPFGCOvvvpqe7yt7bv7zJ988km5+eabRUTkrbfektDQUPnwww/loYcesvoYuvFWlB/h/7bmQqy8EGUZfsGW0goXD0epO2P5NRhnIhg6eSQfYqv3e0GshogtjhCBVgQR3+z9+gDEYkcmQOzQKbwvff8hFMlVFKCTYNseFED59EH5RUsTSkCSovDdwq1EoMLEcUyexCRLG44UQ2ze+H4Qe50IqrJKUfCSHIYSNibFa21D+8iX6dh+TDo3nJxvAJEJnSFtevfkGIgNCMTcCHDDnPwquxxiRwqwnQeFYp4yoUuQBwpTGpqxzr+ZFAWxHfl43P5E6rPnNOauDxGQHSGyHnafcjKRbTG5DJNt3fqPgxAbSoReJ8tRauNIJHaFRLz3DemjeJKTvyBSrl2RWJesMmyXWiK725WFx7Xp0H5RROCTQaRadxL54sL/2w+xe6+OhZg/mUvZ/BVAco+d1/rjKJz7dl8BxJiUsj9pz4ZmPMb8/9sHMVd3HM+BoZh7aTkVEKtttG6+ycqtglhTA9aPtd833+ZAjFEWjXNVNpFhNpFxH03yZc1ebHs2Nthcf4DIT2MGoSxx9W5cezcew7n5ZiLu+sNNAyHmROq3bAOK3q4j604kEUGW1aFEyw4PIW2O+Nq+Hti/ZQ3Y9mxOizvwLsSaR90JsUBbnL9sjm+DWGX/qyEW7IEbpCc+PQqxUdF+EPvdFFzbHCtPQszYoazNLRTztKqDxO6ZqiPS0mE5/q1vErxu2Tv3QMx52n1YDxvsNNtGvL5p9cb5MK8e16bxHjiuPm3EeW5qHM5LDE8i1iyqxdxLDsbrh80ncW4pJXk7zhfnqiwy7tvI/OVL5lyRrvta+fd8v+k+efKkbNiwof3TbhGR4ODvBJ//eU+3k5OTREVFSV5eXqeOQ4awoihdQcdNt6IoyqVGx023oihKb6bjplu59Pl+052RkSFfffWV+PlZvuEzbNgwcXJykuPHj1u8Jjc3VyIi8M3tH0I/8VYURVEURVEURVEuOWprayUzM7P975ycHDlw4ID4+vpKcHCw3HLLLbJv3z759NNPpbW1VYqKvvvWjK+vrzg6Ooqnp6c8/PDDsmjRIgkLC5OIiAhZtmyZiIjMmjWrU3XRjfdlSFf/FNqlhMrVFEVRFEVRFOXSYM+ePTJp0qT2v7+/N/zuu++WxYsXy8cffywiIkOGDLF43caNG2XixIkiIrJs2TKxt7eXO++8UxoaGiQlJUU2bNggPj7WfaX/e3TjfRnS1T+FpiiKoiiKoiiK0tOYOHGiGOJj+Z4feux7HBwcZPny5bJ8+fILqotuvBXlR2AysI4iNRGR6I4ypmCRkx2ERaG+KEFhsp5iIoCaNgLFGyFeKNQI80KhSD0R2tTUo+wihUjODhIp2firUTRSQARkA8LxncBAT5RhMLmVnxtKh66JC4BYCbmXvpBI5xgFZ/B5gyOxDZiw6Gwr3giWV43lMZFTdT3KR0J9MDeKyHkQf4/Ut2D/sjxIDMCYTykKbbbYYTszAkkf+RH5W3pxDcRYu7g74MlZ286JATgm68jNel5EuBbbB6Ux1aR+5aTfGkn9BhPJWTmR1Vw3AIVPm4hUkAnrWHmxfbAN7GxwbPmTPkprRoldIhHMbU7D+SA+wvJ88ytQuuTiiAKfdURo1kDO6/PDhRDzIP04Z1gYxE5VN0CslVxkMbEYm/uD+2KbMMaTuSqpL8oImUQyjMgDS8hcxcRx3kQ6x+av02S+riL53UK+Hddcg6K3tn4410eRMbmX9HkuEfsxBpD2C/XGOS2MyO5YXRrIvMnauYasn64OmM++Lhhj6xPLgzpSlyg/zIMysm67kbqUE9EnWye25WJfTho1A2Lp5TiOnMh8Y4hI7dMMFDIyidbxIyi2cyXzhs1oHOfVHhjzOItzmh3ZXx0v//HrBSZSe/TutyH2UvmDEKt3xPXA0Q2lgEzUebIaRWqu/iiyPV56GmLR5HoznYy1OCL2yyDiT/ba/ErMC08nnJvbXHBMbs/OhBi7Fmwl62lvRjfePZzu+Fp4SQlObkrX03HTrSiKcqnRcdOtKIqiKApHN949nO74WviCBQu6tDxFURRFURRFURTl3OjG+zLE2dlZN9/nQO99VxRFURRFURSlq9GNdyf4zw1rb/669tKlS3/qKiiKoiiKoiiKolw26Ma7E/znhlU/Mb58uJZIzb7YVwCxwipLyYSjva0EelrKbwI9UCzmReRqfvEoP2ISi5NEgHHKB2UzTNbm6o7HqCZCllByD6e7M9Z5WAzKQj7flA2x4cNCrCqvY3uKiOwJQNkMkyztzkFhzNUDUWR1pADld32ojgAAIABJREFUK+W1KMPp2I8iIjlEIDWQyKiiSZ0diSGNSUVYeQ1nUcDiS3IorQSFZn2IDC3MLwFithUow6H9kVcFsYkkD+5Mxj5nDtGsSmx7dgx70laPTewHsdXHUOTUQqQ+EURCc7wMpTaB7jh+fUhd/rY5B2J+RITIZDqJIdjnTODmRHKICQmriSCsgozzkhpsezaOrhtpOR9mFGM7MblcX1+clzKK8LXJg3CcstzzI32xg4iiBpD23JVbCbHms9jGPn1w7DJBJpPJlZL2/PoQSuLyiXhq6IxEiCWTeXhIEJ7bv9KKIFZGBF9DyThlErZRV8RAjMk6E8hcdYJIFROJwHNkBIqXIolg7p978yE2pT+KpoKJcC2/EvtoKDku60smkQx0w3WHSfuYVJDN9R5ESJVPxIBHCnHNKiTiOB+yJniRY4SQtioS7MvWNibbwvrF+OI8x65dhoZiPl81LhJipTXoOKpqxPxja0KFLUozDxfinHNlCLbV2jzLMeM87T54DhOpzfcbg88r3QIxccB2klaUGwa64TioJ9LQWDJeXImslIlOm8jcZ0uknJPJ2H191ymIMWlhVhWuOaNJeeFknWTjrzejG++LwIUI0nrzJ+uXO2yzpiiKoiiKovRMOm66FaUr0Y33ReBCBGn6ybqiKIqiKIqiKErvRjfevYzu+Hkx5d+oXE1RFEVRFEVRlK5GN969jO74eTFFURRFURRFUZRLjYKCAnnsscfk888/l/r6eomJiZG33npLhg8f3v6cY8eOyWOPPSbffPONnD17VhITE2XVqlUSHh7epXXRjbei/Ag7slB+09xwFmLVrZZileqqRukfaSlvYbIZJklKO4VCqeggFIUMCvOCWAMR37Q0YX2b7PC4TKZUSARkxw6gJMiFyI4CQ1HScvgoegvi41D0U1aOQpY6Iu1gchg/Io5LL8S2LzmD3x4pJyI6JnBLCUcxz6ubUSbHJFDrvjgKsZghYRDbmlEGMcas4SgAZKIfP1c8DyaqYTKcsbHYR32Jx2AbEVwV1KCQyo7IW0b0xXyO8MfXshzPqMC+dCcyIXdHjOVWoThocpQfxLacRCnXxH5EFkXEVZNI+5XUoUynrhnHqhupM5NFLbwiEmJMrjY4CGVMdtgdVND0P6vSLP4ek4hyq8Jq7Ivh4ShTCo/HsZtHhFKBbihcO9OIsp71R4shdl1iH4htOYtz+vB+OJ5ziMiKybfY/OBOYvFEOudActRa+WIWyQFvV+yzG4b1hdh7G3GuSu4fYFVdsk/i+nTP6AiIDSTj2Z/UbwcZV9mlKMFiorJNmThHZhXhXM/kmkxs2tCI4y+YSFFJd4hvZSbEmHRuVBjmWiXJZ2eyRsf4oUQr2gfnSC8nfG1OFd67zMb4CbL2VpNriFg/HL+NRNTVvw9eu5wg8kq2Zt0+Ejc9xAEohbXYfisPnoZYPKlLToPleSQE2Mu2Dtdgxgbbs94RxzMTqc0PGAexl3e9hOUlXg2xtJM4V02Owvzxd8VrHpajTNg6NRrL+zwT1/EKMjZqSCySCH4dyQKTVYbXWtWkvIlkbu4MlZWVMnbsWJk0aZJ8/vnnEhAQIBkZGeLj8+9ys7KyZNy4cTJv3jxZsmSJeHp6ypEjR8TZuetdTbrxVpRuouOmW1EURVEURem5dNx0K72b3//+9xIWFiZvvfVWe6xfP8tfQXnyySfl2muvlT/84Q/tsejo6G6pD76Fo/Qovv/t8O//qeVcURRFURRFUZTLlaamJjlz5ozFv6Ym/FbHxx9/LMOHD5dZs2ZJYGCgJCcnyxtvvNH+eFtbm3z22WcSFxcnU6dOlcDAQElJSZE1a9Z0S731E+8ezn/+drhI11jOVdB2bvT+eUVRFEVRFEXpuSxdulSWLFliEVu0aJEsXrzYIpadnS2vvvqqLFy4UJ544gnZvXu3zJ8/XxwdHeXuu++WkpISqa2tleeff15+97vfye9//3v54osv5KabbpKNGzfKhAkTurTeuvG+DFFBm6IoiqIoiqIovZHU1FRZuHChRczJCX0MbW1tMnz4cHnuuedERCQ5OVnS0tLktddek7vvvlva2r7zEsyYMaP9w80hQ4bItm3b5LXXXtONt6JcbJg450BGAcQGjo2z+LuwqkGKO4jJPP1QgtLWijKSvgEoUGFynf1EcsMkQYyzRFRWS8QW7HluRKrl4ITiGzc3FH7UncGvAgV5oYwjKgAFUBuPWXerRTARrjEp0ggixvqMSNhiiZClmshwmEjnZDkKRJJGRkKMnW8zyY1mIq/Zm4d50EoMNDfEozyprgXLYwIWZyJZyq1CCQ87bkkN9vloIqc7TmQrHkQ+5euCecVkbX09ME99iUyIydVK67B/y4gMreksnu9eIim8YxgK8AqI3C8pEHOtieTBDYNDILaOCHGiiHippA77Y/knxyA2hUi5OsrUmERsNxFSRvtiPf53Rx7EDhM536wxKO66bQBK097akAWxg0S0VUtEUYdOVUOsohjz8UwF5rwdGRunyzGn4ohsjMnL9hHZWASRao2NRgFgHzI3v7ctF2KGjNNDmUQkStqKyUXXkbmZ1Y+J1HyJDHNCNPb50x8dhljkoGCIbTyIY5exjYjZXEg+sxzq74ftbOzxPIK8cSMQ6onPy6jAXKshbX9NDK5ZtWQObyDzUoAbzn1tRGjGBJTBRBLqRORv7o4YG0sksMfIPMzmvvJ6nHPZutjfDfv8SiK0ZBKyjowJ85bMDuPcthFzxdENyxcHzAsmUvvvkfMh9vtanIMTA/G6gOFA5GVMQsfW0xNETHqE5HykN87hBUTwyARpLKeq67HP+pF1Iojkrch3m2y20e5IcHCwJCYmWsQSEhJk1apVIiLi7+8v9vb29DlbtqAs70LRjXcv4/t7vi8EvU/84tBx060oiqIoiqL0XDpuupXezdixY+X48eMWsRMnTkhExHdv7jk6OsqIESN+8DldiW68z5PObIC7cqPb8Z7v86Er7hNXFEVRFEVRFEXpqSxYsEDGjBkjzz33nMyePVt27dolr7/+urz++uvtz3n00Udlzpw5csUVV8ikSZPkiy++kE8++UQ2bdrU5fXRjfd50pkNcE/b6HbFp+aXKnrvu6IoiqIoiqL0fkaMGCGrV6+W1NRUeeaZZ6Rfv37ypz/9SW6//fb258ycOVNee+01Wbp0qcyfP1/i4+Nl1apVMm4c/gb7haIb78uQrvjUXFEURVEURVEUpSdz3XXXyXXXXfeDz7nvvvvkvvvu6/a66MZbUX4EJotydEMJSM5xlG8EhlpKqryIRObI/kI8JhGjhAejZONEFoqIrohD4UdLEwrSXEhdxhIZyT+OleJrPfC1ZQUo+GLHcPdG+QhrYxYbGoFCrnc/TYfY3Q+MhBiTijBBWjqR000gkiAHW5TIRBEp3mwiwWKynoJqvK8sOQSlNLXNKC6pbcb+DSRiuz6O+Dx/F5STPLBiN8TuvToWYoxBRCCVRMRxh0uwDZiUpaWNyN8CUcDyypYciDEh4QwiY/rqSDHE3vsGy4sN94bYfiKLYkLC/1mL4pwriOxu5X4UN4b6oCzwm6NY5wmJKBybEo0ypjIiLAoPwTktoxj7qLDD/Y/sXF1J7n1w4DTEmLhyWAzOQXllKPCpsnJOe3/7SYgF+2J7Jkdg3zJqyZzhRYRNJUSct/dwEcSayXn88pYBEDtRXAuxjFKMrVyfCTE25zKpFqO2Cs8jhMyRSX1RyNhKjrE1A9fJhlrMx/1krL161zCIVTZgf8yd0A9igW44zzHB44EidLPcEI856VlyFGJnAhMh1scd54diIm4cS853BxH+Pb8J5yUvV5RP9SdSrj1Ewjk4FOfrvh44bxbWopAx3Avzini65DQRqq46iPPBICJhyy5B6Vy8P55bfQuOwQEBKHzdX0RkpwGW68mQPm6y+7Tl3NfqjXJMOoZaMZfrE6+GGBOpPeaeYNXzXGtxHunnHQgxLya8dcDrFkciZptN1skgN5yvf3NVHMQGemAbGHJcJhyNx2lEGqycq3oL2BKKonQJHTfdiqIoiqIoSs+l46ZbUboS3XgriqIoiqIoiqIoSjdySX3VvLPSsJ/6Z7VSU1OlsZF8L0f5yVC5mqIoiqIoiqIoXc0ltfHurDTspzZ7NzY26kZPURRFURRFURTlEueS2ngrSndwuhRlHFMmx0Bsx35LWciZigaZ0+F5qzfnwuuuJWVNJJKzz4lMKZgIbTKIhCd5UBDEjmWWQ8zXShlaJJHreAzAY/QPRmHTeiIYKiRisRH9UArlTmRM/iHYBsEeKNJ5dOVBiF1JBCIpRKTWdBYFX2XNKMhhZFWgGKqiAeUjO7KwPyqIdCiJnO8Hu09BbOpA7I+yeqxzaR3Kjv7r2v4Qc3dEUQuTyxw6jXKi/v4onevrgXm1en8WvjYYz7eYiJKY2I7lcwGRXt2ZEg6xkjpseza22Bgs9cO6DCdiwHQiL5s3CutS0YDSuRgirMsksq1qIu9iMEEYk7p1HB+f7EdJEpM0jonE8czkhvvzUSjFhH27CjDPQn1Ruhfhh7HJsSi1W3ccvwHnRyRx94wMg1hGOY7xllacM+qITC8pEOfIQ0TwFUTmYYZPH8w9Jtd0J2IsO3u8+/Cq2EiINRCh3gjSR2uPYZsyoWAfT6zL54dROrpiZx7E7ifj5YMtuRBjc/1+Mq/XEMHjK0QOdlsySqUy87Df2ogklM1BL32DUkVHe5xz7yL5x9anGiLcvDYB5YtNJE+9yDq74xRK4pjYzonk0OAgnKuYPHUgGQuD++D8uj0f6+Jsh8dNDsacTC/DOTKsw1iI93eTjl7OvHoUkJ2sxrIC3XD8pZ3EtT2RyO+sFa79uXofxNrINN9A8uJ0DfYZW8f7uKOwz8UGD+JM+ntLGbZVX088RkY5XltXN+La3teT3xXtjU3YK9B7vBWlm+i46VYURVEURVF6LuTHMBSly9BPvC8C57r3/Ke+x1xRFEVRFEVRFEXpfnTjfRE4173n53OPuQrZuhe9515RFEVRFEVRlK5GN969DBWyKYqiKIqiKIqi/DjffvutLFu2TPbu3SuFhYWyevVqufHGG9sfX7x4sbz//vty6tQpcXR0lGHDhsmzzz4rKSkpIiKSm5srv/3tb2XDhg1SVFQkISEhcscdd8iTTz4pjo7oAvkhdOOtKD/CmXIUf3125BDEXL0sJSBvrzkqSYMtBVetRGSyiwhoYomM5GB6KcQcnHAI1xPp0uZvcyDm7o3ipLUHUWjTWIcyjvQ0rLOLB04+6dkVEKskgqqw0SjIYSK6JiJjYnyejvUbEYdSnzAij/rnPpTcRIzF59U2o4TnKyLAmxAfCLFSIuthUprt5DxqmvC4Nw3tC7FvTmC+zBoaCrF6IkoqrcP6HS6w7ps2aQUoxxpFxGJZlSikGk/ES0yaY0fuwdudg7kW2wdlPaG+2Je2NligjwvKZZqJrMaFSOeYLDCjFMs7QtqKlVdNpHixRM7DhEWlZPzGEflbHpHEMdwcLOvHRGpMgujqgP0Y7I7nwASA+09VQeyWQSEQ20DGEKvLVxk4Nli7s/4prMGx4UnmYX8iq1tNhGH9fFD+dugUHre8Fo97O5ECVhajsMjBCc8twB+PW01kjumFKAyrI/NXMZFrsjZlOepBnmdHbrR1Jc/74ADK/RxJfwR4orRpTw5KuqrqsQ2uiMV2jrXF+abBwxti64sx1wYE4VhjUk8237S0YvsN6oPjyMUe26++BcvLr8HzjSdTQdAQlNM1kroEteFYrSX9wSSS4aSPAhxxfWozOK/3Ja9lgsypMThf9XPD89haZPna8R543eLqj2s7a+PJUbj+MVxrUTzLRGq/9BoKsacrjkCshYw1f1fsC3dHnDfXZmB+s/OoaMDrAnJY8XfB406LQeFmLZECVlopCP0h6urqZPDgwXLffffJTTfdBI/HxcXJX/7yF4mKipKGhgZ58cUXZcqUKZKZmSkBAQGSnp4ubW1t8te//lViYmIkLS1NHnjgAamrq5Ply5d3qi668f4J6ezvjovofeG9iY6bbkVRFEVRFKXn0nHTrfR+pk2bJtOmTTvn47fddpvF3y+88IKsWLFCDh06JFdddZVcc801cs0117Q/HhUVJcePH5dXX31VN969ic7+7rjIT//b44qiKIqiKIqiKD8VTU1N0tRk+e0bJycncXLCbz90hubmZnn99dfFy8tLBg8efM7nVVdXi68vfmr/Y+jGu5dxPp+SK9aj988riqIoiqIoSs9l6dKlsmTJEovYokWLZPHixedV3qeffiq33nqr1NfXS3BwsKxfv178/fHWBBGRzMxMefnllzv9abeIbrx7HefzKbmiKIqiKIqiKMqlQGpqqixcuNAidiGfdk+aNEkOHDggZWVl8sYbb8js2bNl586dEhhoeS9/QUGBXHPNNTJr1ix54IEHOn0c3Xgryo8wfgQKqdLyUE6Uc9hSyrVnS5Y88dBYi9gWIocJ8HCGmKsDPm/5HSjUWHsMZV5MaHPz9P4QO0iERQxXL5zImCDNOxDbZNmt+DWd+W/tgdj+QygVcXFHORGTyV0/JgJivuS1QV7YzoHueG7zxkZCLLsCRWDZpSgxurI/ylaIf0a2Z5RBrOx0DcQW35EMsU3ktX9aeRhi981IgJgTEZUxmCxqzrhIiDGRTJvgCYcR8d5Aki+3k9yYPyUOYpHeKIY6TYRUEUQilhSIYp5NmdimJ8uxfx3tcWz5OqM07ehxLG8Mkfow5g5ENwTLoVVE5McEc/FEMOdBZFtMOnSiHPN+2WfHLP72I4JCDyI0YzgSGdoNRLC32xXb2Jm8NqsIx1B2Cc5Vj1wVC7FwMj8MD0VZVjWRG1Y24D2hkyK9IHYqHMtzJ/P1C9fjfJ1Thcf4w9cnIFaacxJi1908GmJRATg2/rU9D2KzxkdCbHI05kpSMwo8XR1QgMeEV0zw+ODYfhBj49SL5MY1g1EExkRl/YNxbLCcTCLC0kLyvIxCnINYDjWSutQ2Yl41ENHUKSJu/Ms3WRC7ZRhet3xL1o6piX0g9nk6CvWYpLCwCsVatWR8PDUZ2+Ch/7cDYs/eMwxiXmQt+utWzDV2HdVA8sqFXFtdReacjjn5aSOWf7wUxX6x/jiumGjRgRhC+3nj9UMb8YoxkdpvfZMg9lL5NogZR1w7K1pxDPUn5/HNSbxmvKofCtdK6zEHfr8J+2zOEJTCMrbk4bomIvLLsVEX/LXy/8TNzU1iYmIkJiZGRo0aJbGxsbJixQpJTU1tf87p06dl0qRJMmbMGHn99dfP6zjWXYUpitJpOm66FUVRFEVRlJ4LeyNIufxoa2uzuIe8oKBAJk6cKMOGDZO33npLbG3Pbwutn3griqIoiqIoiqIolxy1tbWSmZnZ/ndOTo4cOHBAfH19xc/PT5599lm54YYbJDg4WMrKyuSVV16RgoICmTVrloj8e9MdEREhy5cvl9LSf/9MYFBQ537BSDfeXUhqaqo0Nlr3W7dKz0TlaoqiKIqiKIpyabBnzx6ZNGlS+9/f3xt+9913y2uvvSbp6enyzjvvSFlZmfj5+cmIESNk8+bNkpT03Vf4169fL5mZmZKZmSmhoZa3cRhD7gX7AXTj3YU0Njbqxk1RFEVRFEVRFKUHMHHixB/cIP/zn//8wdffc889cs8993RJXXTjrSg/wtZ9BRBrqEVBzNkGS4nPM39aJ8FxKP7qSAaRfTARzEEijzp0shJiL81BodkjHx6C2LGtaRAbeTXKvE4dOgYxJy+UkVSXoYjpkyMogLKxRamIMxHkpCSh9OVIAbbBSSKAYoKcYE+Uo8T5oWhk5aFCiP1zI8prJowIg1hxTRPEDhGJ3ZlKFOSUncyH2OdHUU7k7YJt5eWP5xHghtKRaF8UYXkRac7OfKzz3kIUV8WT4xbV4NiIdMF8rmzCPHj0WhTCDemDkhcmG7v32niIXdnPD2K+LjjePklDud/9YyIhVkT6N94fxUvjhqI0xonk5IzB2L/VTdhWh0uw7VvbrHuXvYDImPp6Ym6U1bdArLYZJTlOHfKvoABFTIbUbRIRDzqQe+RWHyuB2BFyjDXNKDYaGY39fTUVJ2EbVxO51R4yDnzdUJSUHOwJMRfB9hxARHcbc8oh9gVpg7g+mGfuROzn6ofz5nEyBx3OxOP2IcLD1z/CdaL5xkSIpfth/248gXNpbSO2y5RE/KrmtlwUKn38Nc7DzUTmFRqLeRBK5iomPFy1B+fhf+06BbFfTUMBXiKRsOVW4fhjkstyck0RQeoc5YuxSQnY9j5knUiOQMnZFREoAZzZB+e5fDtsq752KKAsMSRPHcncNykKYtE+eG7sfuufjcPXsna+NhZ/Y3l/Eda5I64OdlJSa9kGU+NQIhZN+sLVAc+VXPIIm769iPSygVwLtpAXM5HafL8x+LwKlNr5OON68GUpSilPEsksk7AxeeA1JEcZTDpXegbzsTejcjVF6Sas2XQriqIoiqIoPYOOm25F6Up0460oiqIoiqIoiqIo3Yh+1bwDFyJIKynBr4ddrGMrXYPeo68oiqIoiqIoSlejG+8OXIggbcGCBT/ZsRVFURRFURRFUZSeiW68FeVHuGYM3qu9KwvFNGUdZCYtTa3i6Wcps6JSNiIPOUJkOAw7Imz6O5HD+BOZkoMbSlWKilCo4RPeD2Ilxw9DzLSFQ4xJzty9UHIWEYhClvxKFHlEkecx2VgsEX64O+J010wsXe5ENnbXNBR37clB+U9sENbvygSUHUX4Yf02QkQk0AP7zYuI6OyJ0IWJsb7ILIOYB2kXNyL8c3fE2KlqvBfOywnLqxUUUjnaYf1i/VD+5u2Mx3Upz4TY5uMo15kei0Kg6iYcbyzXvJywnbOJXGbPaRT+8dzFPn/ps3SIPXHrEIi9vxvlTnbE2HNo436IzRl5A8R2kfklkoiCwr2wPyqLLecId28cz2eJvKyEiOnYWGtoxv6ZlohjyJnMLc9/hiLIHRmY87eTOT3YHedDJlKrJTKvbXkouaxswLkgi+QFEwftPFEKsQ1kXi85id+yc3LD4+YdxzaoLc6BmP244VgemV+/PY71s0vAfDxG8iwsAMdBHmmXb46imPOWqbEQ20HW4jtGYf+2EaPxqDDs8wayHseQ+XoLOe5eMkcyCWI+kWvGEnleH3ec/5kY8VS1dXnK5G/+dZhXpa6hEHMhgrBWJ5S12TVi+7m2oByRjf02wbZiUspnvsB58405g/AYtliX4cHYlweLLfOvr6czlY52JL0MRW3pxSjCHEjkix5knXQj6/jpGpQR+rvia40jzt9MpDbfdxTE/vT5ExC7auRtEKsMwfOId8DzLXTGvHCyxwSqIrnCuJKs470ZvcdbUbqJjptuRVEURVEUpedizaZbUc4Xza4uxNnZ+YK+bn6h94griqIoiqIoiqIoPQ/deHchS5cuvaDXX+g94j+EitusQ++xVxRFURRFURSlq9GN92WCitsURVEURVEURblcWLx4sSxZssQiFh8fL+np6ZKbmyv9+qHHSERk5cqVMmvWrC6vj268FeVHCCLyICYrKy+ylEzUVDZIZJSvRaywAYUn0ZEoovByRVlKyRn8xkIFEfMwoVkxkbnYO+I52BBhk1+QB8REBkLE1gZf++0xvH0ikLQnkxhRMRsRkjBp06HTKHPxdcdj+BJxEBPpMFGNrxu235ECPO70pCCIfX64EGLXE+ETE/Mwqdtt43DhcLDD/oj1xXPLJmIjJ3uUBDHZ2GfpKECaPSgYYkxiR2NnMfZxAUqMrojA8/VyReFacR2KabzJ/XvVRHrIWE+ET2dJH42K9oOYox3mc3QMPu9MI9bZj0iWriDCmYbmoRCrIbnL8iqLiIJybTE37DuI95zJGDrrgHK17FIsfybJlWpS36JaHON55Vi3W8dGYnkN2J5781D6ZUvmvk3pOH+lXh0HsZ35KNhLI5IlNrd8sv80xBIjfCB24AQK0gLCAiBWnF0AMXd/zJU2v74QY1I8RxccL0zsV9uI/TZ3TCTEXIm4kUm/mMCN5e3kJBTvsblvYCCKoRrI+VbXY744BGB5w0kfnW3F8t7ZfhJiLkTCxmL1RPT21+15ELsyDvPAn0g49xfi+uQREggxWyL0yqjA8cvWk0IyVseFYdu7O+M1yWlyPTMxGPOPza9rM3CdGNEX5XmldXgdleCPYrIjpZbzi6cT9k+cH76u6SzmwNRozJUTFVgPR5K3TAro7ohrSUUr9rePM64bTKT2yLTnIPZC/V0Q83fBNrCpwXEf6Il9VtGAuexEzre+Bc+X9U9nSUpKkq+++qr9b3v77+oYFhYmhYWW12Ovv/66LFu2TKZNm3bBx2XoxrsHcaH3iP8Qev/4xafjpltRFEVRFEXpuXTcdCu9H3t7ewkKwg9B7OzsIL569WqZPXu2uLvjG4JdUpduKVU5Ly70HvEfojvvH1cURVEURVEURbkYNDU1SVOT5bcknJycxMkJP+nPyMiQkJAQcXZ2ltGjR8vSpUslPBx/Anfv3r1y4MABeeWVV7qt3rrxvkzozk/TLyX0PnhFURRFURRF6bksXboU7t1etGiRLF682CKWkpIib7/9tsTHx0thYaEsWbJExo8fL2lpaeLhYXkr5YoVKyQhIUHGjBnTbfXWjfdlQnd+mq4oiqIoiqIoinIxSE1NlYULF1rE2Kfd/3mv9qBBgyQlJUUiIiJk5cqVMm/evPbHGhoa5N1335Wnn366+yotuvFWlB8ljghxMopqIXbax8Xi7/LKBvH2shSJ2RJhmCMRWUUF4DG9icRoezUKOg6eQnHQzJFhEFtLRGWBRBoX4IEytN14GmJHzs0QMYiLIx73ZDmKWyYloPSlmYhL2GuTglHmEu6F5/HKlhyI/ff4KIjtr0V5EmsrLyK0YccdQKQvcYF4P9Ewch47iIiougllOAfuofywAAAgAElEQVROoUinhQjNnEm/eREBGXGDyYQolNwwadqJchTp+JB8TitBIVV6EcZciKAptMP4ExHZmY9jIdwLn3dzCo6P3Cq8z++BsSh125aLsjt2bomkf/2IRNGLjMsTRD7IZIZjiXCN8dXhIoixscr4zcwki7//vhNlT7VEgpVfge3JRExMluhO8pGNeyaoSidCqQgypzPp1y8nRkOMtTvr7zJybi2kXR65MgZiH+xDQdpIMh9uPYBitpjhWF4rmTfPlGOdJw5G2R1r+8EhOH9FEGkmk2WV1KHIcHt+JcRi+6DUcwYRVSb443H/fggliCsPYVuNiUQPy3gypzGpG/FCyToihLuWtOma3fkQY3NaeiHOfRWk/d7anguxKaStmJAwloyFtUQiGUEEV8Ukx5mcroVI5wKJnPRUNa4TWV4oJhtK1k82tracxLwaEIh5dazMsl1sbXBdLCICzgzSnmx++DwT14gjZF1jYtI+7jhO12Zgef39sR+/LMXr1KtG3gYxJlJb6NofYsvqjkFM3FHsV9OEIrWObSzC5YGBZK0jTSoiIsHebnSj/WN4e3tLXFycZGZaClk/+ugjqa+vl7vuwvboSsillKIoXUHHTbeiKIqiKIrSc2FvRiuXDrW1tZKVlSXBwZZvdKxYsUJuuOEGCQjANxO6Es0uRVEURVEURVEU5ZLi17/+tXzzzTeSm5sr27Ztk5kzZ4qdnZ3MnTu3/TmZmZny7bffyv3339/t9bmsv2rOhGM96We3UlNTpbERv0qsdB8qV1MURVEURVGU3k9+fr7MnTtXysvLJSAgQMaNGyc7duyw+GT7zTfflNDQUJkyZUq31+ey3ngz4VhPMn83NjbqRlBRFEVRFEVRFKWTvP/++z/6nOeee06ee+65i1Cby3zjrSjWkFaMEozaprMQc+og2GlobpX7xkZaxA7ko6TL1x1lEkyqcoiIW0pPoTzE2Q3vLc9OL4PYzKtRwsPEbCnRKJs5UoDnwSgj52FHhGH2tmjP2JOD58akc65EqHSyEkUetc3YZ8kR3hDbkofikhFE5nKqEkUwzkSUl0WkUlcSCRaTDu0m7bwzB+vHxDdM1rOLvNadyLxY/94/HsViJ0pQ3jKEtBUTztQ0o1jFidxbl00EMUxi15/ImFgevLPjJMTuTMHf88wm/VZBBDt2JHff24HCsenJIRBj45z1W0okCob25OFYHdUPZVEs7wOJCMvXHSU1J8tQYNYxT28biW3HhIKVDShdGhaMwrmtRAoY7IF1Y5K8snrsnxgiHaom8zerH5vn64gQqJ8Pjr9ykiurvz0MMWci2BsSg3MuE6mNHYI5xZ7XUIN1cfHA4zYRCRv2kMgOIhQMHoBiKCYevDIG5z5bG+zLBjI/HCVzAZOrFZC5mYnZMoigr+AMfsuQCcNGRuCYvILM69lkDA0ir3Un0lEmtttMxIgLrkvAY/TBnhtPjrv3NI63mQOxL/cV4prA1kVvZ5ybQ9zxPLbn49yXRMShYZ5Y3tu7T0GsH7k2oNJDMkf4dnheS6uB5yUH4/qSTvp2chTOwRWNOI9EeuOcEeSG7eRig+NgchT24zcncT04SdawyhC8/vJ3wTWHidQedcM8e+7MUYhlV+EYiiRrDoPJWR2ZybAXoxvvi0xnvj7ek772rnSejptuRVEURVEUpefCNueK0lXoxvsi05mvj/ekr70riqIoiqIoiqIo54duvHswTP6mdC96T72iKIqiKIqiKF2Nbrx7MEz+piiKoiiKoiiKovQudOOtKD9CaxvKHgKJ7OdAmqX05A8fHpLrOgipCqtR+vL55lyIRcagoMORSLC8/FH44R2A0g43NxTplBOZ15maJogxyVmwN8pwfMkxPIiYbQuRxI2LD4AYk84xuZUjEZpll6L0pK8nyj2uG9AHYmeaUTC0hwhoAjwxB5gEKsYX++NUNXoemIAsmBzDm4jFWI7uPIaOiOdnD4bYuuP4vKhAlNz09cD28yEinQlhKLmxr8qH2FFB2dG6DMwNxmAi6HvuE5S8DCUipytIrv32vQMQcyP5UlWCedVmsO39Q3BcHinAHEo7gdJDeyILPEgkVVcPQgHSISLFaybCrCAiJvMj4+0YkS12FBYxKdnL645D7MGrYiG26zQR5xGh1OfpmKNM4jcqFGWJT69FSdAoMi95klwOJMK5aCJSayU5cGUc5tnwcKzfC2uOQOy2YX0htvtIMcS27CuAGKPw6H6IDbz6CojtzcR8DCeSrkVT4yFW34J5dkMijvFIb8yzghrMIdYfTL6YVopr6tWk7Qd5Yx9VN2H/5hAhFVsrA8l6V1KL66cLGc9hPjj+xoVjPsf6Ya6t24t9/uqGTIjZkbZiUsopRDr30UEU9A0Ow/odLEJB2idE7vfmXFx3mFzzCJHnhXqiSOxYIc6lw4k4js3NX5K55LahoRZ/B7o5SWGHvtxM5GX5ROL3+i4Uv9UQuVoBEX/+5qo4iDmTfqxowOuHq/rh+fcnYsl4B+wzmxqsn7jjGGIitSc8EyH2UtUeiOU0YV/E1p6A2BEXXCfCHc7lxcJ1tjegG+/z5Hx/Y1uFaZcPHTfdiqIoiqIoSs+l46ZbUboS3XifJ+f7G9t6z7aiKIqiKIqiKMrlhW68eyjn+4m6cmGoXE1RFEVRFEVRlK5GN949lPP9RF1RFEVRFEVRFOVyZ/HixbJkyRKLWHx8vKSnp4uISFFRkTz66KOyfv16qampkfj4eHnyySfl5ptv7pb66MZbUX6EAUEoctqdh8IxvyBL0cP2jDLx7iAsoqK2UCx/UkIgxIKI6GdzVjnESs5Y902JtBwUNnl7oVAqtxhlHGeJgMzeESUgCWEoEwrxRbGMOxEqBbiivMbOFgVkhURUxqRQdkRe1tiK5/EtEV7NICIrLycU1TC5DpOrFdRgnZkQbnwUSqCiAlCYwoRPTKo1JAif5+uCIqeVh1CQ4+GEkqCMCqyz2KDwpNUrBGKu6JaRWiKh8SJ5sOMkjr9AIiJKI3kQ7I057kFkR22tOFaDIjGf28iYHhWLUrdYIqkKJcc9WY4Nk0+ET+lEMDRnWBjEms6ixKijIE1E5G9ECtRKcuhYB6HSl0T2dKYM6+tPxE4HyTlcQ8RY+0h/M0FVWgn2hT2ZM7Zm4BgPJWPoMEREogJx/KUX4hyZRcRT05NxHLA2ZuKue6agdIj142eHCyEWFjEFYux8Y4MwR72J5Ox36zMgNpzInSZF4vy1LhPXneomHPfbiOht+kCch0uI+MyLiEjTqnF9ivTGc7O1wfOoJTLHIQG4Hge6YXnPfoXiswrSvylkrTxKZGMRRNw4vB/KWFlOlpP1qbIe26+ISGBdiSQunMy5bI3elIvz8FtbcyE2lsybZ8kafS1Zj5MCMHfLyLmx9bPjujhEXCW32vK1pSTPPEmeNbTgfBtJ5qpqstYN9MBjbCnD9iRLjpTWY3mNZG4pdMY8C/TE86hpwvPIrsLrFiZSm+89HGL/ffoQxE5794dYawOeR2YjrtkiIqh1OzdJSUny1Vdftf9tb//vc77rrrukqqpKPv74Y/H395d3331XZs+eLXv27JHk5OROHMU6dON9kbH2t7lVwtb76bjpVhRFURRFUXouHTfdSu/H3t5egoLQ4C8ism3bNnn11Vdl5MiRIiLy1FNPyYsvvih79+7VjfelgLW/za0SNkVRFEVRFEVRFEuampqkqcnyWxxOTk7i5ITfRsnIyJCQkBBxdnaW0aNHy9KlSyU8PFxERMaMGSMffPCBTJ8+Xby9vWXlypXS2NgoEydO7JZ668a7h2LtJ+NK16L31SuKoiiKoihKz2Xp0qVw7/aiRYtk8eLFFrGUlBR5++23JT4+XgoLC2XJkiUyfvx4SUtLEw8PD1m5cqXMmTNH/Pz8xN7eXlxdXWX16tUSExPTLfXWjXcHespXwa39ZFxRFEVRFEVRFOVyITU1VRYuXGgRY592T5s2rf3/gwYNkpSUFImIiJCVK1fKvHnz5Omnn5aqqir56quvxN/fX9asWSOzZ8+WzZs3y8CBA7u83jbGGHKbvvJjLFiwQD8dvUwYv2wjxPyILIOJ007lWkqBGuta4DlNDRiryNwHMUcPlL6cbUD5yhNP3gmx11eiJuh6Ius5SCRGWUS0FT80FOtCRB4VxVg/TyJXG9MfZXJNpDwmfXG0R+nLFCKn25mL5zawL0pz1h8thhiT14R543mcJmI7lhdjI7AvdxARGHutOxG6uDpgG3x8EPuNCZWYDOZkGUrTSgpQhOVLhGF9iLzsFMkDR3IeP58UDbF3d6P0a1Q0SpsOkfZjucE4QV778m14b9dhch57yJhheeriiOc7LgbPY0smChOZ4HBkDIqIvIjA7L5hKM97kwjRGpoxD5iIqKTG8qt9c4noaD2RPg4mkkpPZ+yfg0XYxkzMluCPubztVDXERoV6QWxDDvbZfpIDoWSuSiASp61EVFlVj/N6MxFFnSjAOjPhWkkePu/ntw6C2LrDRRBjMPmiIfNNST6Oe/a88aNQ7JdE5tcPt52EWD8iL/MlArIlV+P8cKQUx5qDLYrUqpuwPz48wCSSOE5/fUUkxLxssbzKNszTtBIUDVY34mu9iMQui0gVh5K2ivPDOdelAcdgvTOuY3lnsC7B7kw6ByEqLnQgsWNluC66ERnrJ+n4gdaoMFwrmdRzVChKw5ztsS6nqlEwx9bPjgx2xzxrc8G6ZVVhezraYT0ayPiL98I2ya3Dsebvgjn6+005ELuGXAclBuC8SaYlOUYEmZFkbW8lW0ji85SXQ3Cueu7MUYhVE6lbXzsicRURRx9+z7Y1jBgxQiZPniz333+/xMTESFpamiQlJbU/PnnyZImJiZHXXnvtvI9xLrCXFUXpEjpuuhVFURRFURRF+Wmora2VrKwsCQ4Olvr6795gsO3wZp2dnZ20tZF3JLoA3XgriqIoiqIoiqIolxS//vWv5ZtvvpHc3FzZtm2bzJw5U+zs7GTu3LnSv39/iYmJkYceekh27dolWVlZ8sc//lHWr18vN954Y7fUR+/xvkikpqZKY6N1v6+s/HTo7QOKoiiKoiiK0vvJz8+XuXPnSnl5uQQEBMi4ceNkx44dEhAQICIia9eulccff1yuv/56qa2tlZiYGHnnnXfk2muv7Zb66Mb7ItHY2KibOkVRFEVRFEVRlIvA+++//4OPx8bGyqpVqy5SbXTjrSjnhR0RiJSVW8o33L1c5MkZiRax5z5BmURcGEpBdhFxV9FxfK2rH4qTPt2TD7G+MShVGUDEN/uyUchy3bQEiHkT2VF+JcpHbEg7NdQ2k9eiyCObSH0a6/C1Q5L6QOxfRCz2wNh+EIv2QVmIJ5HcrE2zTlhU23gWYhOICMzWBtslyB1tnAVE1rZyRx7Ebk5BsVHFGZTITElCGcn/fnEcYm1E/MJEam1EshTbxwNiU8lxs4nArboJ2y/QE/uIicDyiQyG5VpsJI63FiJ0Wbr+BMROkpxkcsTmBjyPZnJu5bXYRxF+KDSrrcI8qCHlpUSi7GfZNyjd8XDGpT+e9NvRQjzfe0ZYihV9XVBMFEkkflE+mN+NZzF/bkRvo6Q3omjLhYiTBgfhOZwlOVpah+3ORIZDiMhqvAfK30K9QiAWQgRVX+egwI1JzoK9MOdXZqHA7RCRyZ3KRrcIk6E9MhttvSeIPDDNEfv3pqG47gSS+esokQL+497hEDtcgnNBFlkT0omky88F25lMrxLji/U7XIz58tpHaRArJ+vO/1yNctIMIkNjxPnjGGe4k7ZftPYYxEYQ+eeVRL7o3oDn4UDEX6w/GOEkTw8WYZ8PIGuHiz3e6XoLWcvDGnG9W1eKrx3cB8fq6iMoa2PjPCUc582deZbjKCsQz2F7dibERkdhX2SxtY7IF+8YhpNfRjm+dhq5npszBMcko6oR1zonkgP1RLrKiK3FdfK0d3+IMZHaE56JEPtT3RGImTa8Hu7N6D3eitJNdNx0K4qiKIqiKD2XjptuRelKdOOtKIqiKIqiKIqiKN2IftX8PHF2dpYFCxZY/fySEvzKi4hK13oaeh++oiiKoiiKoihdjW68z5OlS5d26vnn2qSrdE1RFEVRFEVRFOXSRjfeivIjjO4fCDEm7BncQZK2+1SVRPhaSoYig1Hm4kgkI3H9UYwigveMM2lOOBGZlBDRVnohSlAaalC+Uk2ELBVETsSIIBKZHUT+I6EoRrF3wHbJ3bsXYv7BEyH2+xlJEOvnjXKd5zeheKqwGr+B8uCYCKwLkckdrkUZVTURrrW0Yr9tyiiD2FgiZgv1R3HV2oOFEGPCNR8iIuofjaKWPXtRTsdEao5OuIQw8eC35NzcyWsbmjEnk4gEsL8/5vjGI8UQa21FcVU6kVRdT/p31ddZEAsK94KYuzOOaUZxKYqXhkag1IfNB94BOI6yS1CEVUskS3OTUbqzKQclipszsY8CPXDMrNh5yuLvaxJwfvQhgsJKIvVpNZhTdk7Yxo52+NpmMobu/799EPMjAqjbRuDYGEUkl97kPD48zeY+zNvVRKhURYRKUaRvmXDt4bmDyXEJQ1H0xiR+e/NQ9MakbkzcdZSsHcXueIwMImt7hbTBSSKQSuqLeeDpjLIxJtk7UYFzs4s9zpvT4wIgNuQXYzAWhH20+zSeW5gXjhcfJ6xzdhW2FRNpMtkkE9udIc+rINLHfkQm2scJx1FlA7apvysKDqvJmHZ1wPM9TsSXh4m4ce7gYIjtOotiTi9XvIbIrcJj9CdCNDJtSFuHeWhEmDf0B1v/2FrHhHPsGqCfL+ZjPC51Ut2IOVVL5KIMJs5j1LfguQW6YX+zOfeIC0oGW4lc1KsN84KJ1B5xw2u3P9WjULA3o/d4K0o30XHTrSiKoiiKovRc2JsgitJV6CfeF4lz3RN+rnu/FUVRFEVRFEVRlEsD3XhfJM51T7g1gjYVsF089H57RVEURVEURVG6Gt149wJUwKYoiqIoiqIoimI9ixcvliVLlljE4uPjJT09vf3v7du3y5NPPik7d+4UOzs7GTJkiKxbt05cXFy6vD668VaUHyHIG2UZn+wtgFiwr+UATS88I9MGWMpCCqvwmwtRgTgMa4mMo57cd2RD5B6+bijjsLNFnUMTEfi4elr3Wjtih6hpRJnL4TSUdDm7obCIiXSCvXDCO9syGmJnSJvWNKF85CsidQv3w/vwd2WheKqwBmU4sX4o3PnyGN46Ek8Ec0VEdvTIFVEQY9Kcj4ic6GHy2vf3nILYM9P6Q+zvO7C8oAgUTVUSmVd5EUqWjhRUQ4z1bzqR6wwigqt1h4sgVhuL8sFBRFS2jwjDZo4Kh9hJIv8ZPyIUYodzUczWRPpoNJE2NRAhDpPzsLHPJIWDwrBNh4dgzB6dNrQu+RXYBtX1KFb83bUJFn/vJzmQTcpiYj8mYmKUkZy/Pg6lX3Ekz0ZF4fP252OOrizG80ghcsMhwWhAemkTivhKSU7NndAPYv/7CYqDbr0ahUVbiaBw9jDMUZY/h46XQqy4BIVmrTF4vrFE1slwd8Z1jInjHiDjam8hzi1ZFaR+uGRJgAOe7xEigTJE5FdSh/n9/zZnQ+zlmSh8usIfx5Cxxwquz0fR28BAbBcm4Po2E9ei/kTQGuTO1m2cW7acRKFeC5GGlZD1KSEQj1vfgm1QSaRuWzIw/35zFeZ4bTO2HxMcMpKISO2TdFyPK2qxz385zlKu2UiujXzJ/NVK1ismJZvYD9emIHId1EBytK8nXmxVkuubLXm4NpUSqe6VZO1MIMJWG+JlcySytnAHvP7KbMRr5r52OJ5NG17jMZHaI64JEBMRec3k0jgjKSlJvvrqq/a/7e3/PV9t375drrnmGklNTZWXX35Z7O3t5eDBg2JLrn27At14/8RY83vgeh9476TjpltRFEVRFEVRlIuHvb29BAWhIV/ku1t+58+fL48//nh7LD4+vvvq0m0lK1Zhze+BW3MfuKIoiqIoiqIoyqVOU1OTNDVZfqrv5OQkTk74DZCMjAwJCQkRZ2dnGT16tCxdulTCw8OlpKREdu7cKbfffruMGTNGsrKypH///vLss8/KuHHjuqXeuvHuBVjzqbjSNei99IqiKIqiKIrSc1m6dCncu71o0SJZvHixRSwlJUXefvttiY+Pl8LCQlmyZImMHz9e0tLSJDv7u1tLFi9eLMuXL5chQ4bI3/72N7nqqqskLS1NYmPxlogLRTfevQBrPhVXFEVRFEVRFEW51ElNTZWFCxdaxNin3dOmTWv//6BBgyQlJUUiIiJk5cqVkpDw3f3jDz30kNx7770iIpKcnCxff/21vPnmm92y/9KNt6IoiqIoiqIoitIrONfXyn8Mb29viYuLk8zMTLnyyitFRCQxMdHiOQkJCZKXl9cl9QSMoihW0djYaBYtWmQaGxt7VFlanpan5Wl5vaW8nlw3LU/L0/K0vO4oS8vrOeXV1NQYHx8f8+c//9m0tbWZkJAQ89RTT1k8Z8iQISY1NfWCjnMudOOtKFZSXV1tRMRUV1f3qLK0PC1Py9Pyekt5PbluWp6Wp+Vped1Rlpb305X3q1/9ymzatMnk5OSYrVu3msmTJxt/f39TUlJijDHmxRdfNJ6enubDDz80GRkZ5qmnnjLOzs4mMzOzS+rdEf2quaIoiqIoiqIoinJJkZ+fL3PnzpXy8nIJCAiQcePGyY4dOyQgIEBERB555BFpbGyUBQsWSEVFhQwePFjWr18v0dHR3VIf3XgriqIoiqIoiqIolxTvv//+jz7n8ccft/gd7+7E9qIcRVEURVEURVEURVEuU+wWd/zBM0VRzomdnZ1MnDhR7O0v/MsiXVmWlqflaXlaXm8pryfXTcvT8rQ8La87ytLyel55PwU2xhjzU1dCURRFURRFURRFUS5V9KvmiqIoiqIoiqIoitKN6MZbURRFURRFURRFUboR3XgriqIoiqIoiqIoSjeiG29FURRFURRFURRF6UZ0460oiqJc0qhDVFEURVGUn5re62NXlF7Grl27ZPv27VJUVCQiIkFBQTJ69GgZOXLkT1wzJCcnRzIzMyU4OFgGDBjwU1enx1NWViZvvvkm9O+YMWPknnvukYCAgJ+4hj2XVatWybRp08TV1bXbjuHk5CQHDx6UhISEbjuGoiiKoijKD6E/J6YoneDKK6+Ut956SyIiIqx+TUlJidx8882ydetWCQ8Plz59+oiISHFxseTl5cnYsWNl1apVEhgY2CV1rKyslE8++UTuuusuq57/85//XP7whz+Iu7u7NDQ0yJ133imrV68WY4zY2NjIhAkT5OOPPxZ3d/cuqV9n2bdvn/j4+Ei/fv1EROTvf/+7vPbaa5KXlycRERHyi1/8Qm699dafpG4iIrt375apU6eKq6urTJ482aJ/v/76a6mvr5d169bJ8OHDO1VuW1ub2Nril5La2tokPz9fwsPDO1Ved7/xc++998qzzz4rISEhnXqdra2teHh4yJw5c2TevHmSkpJy3nVYuHAhjf/5z3+WO+64Q/z8/ERE5IUXXuhUuZ9++qns2rVLpk6dKmPHjpUNGzbI8uXLpa2tTW666SZ58MEHz7vOVVVV8uGHH7bn86xZs8TLy8vq15eXl8uhQ4dk8ODB4uvrK2VlZbJixQppamqSWbNmndebDQ0NDfLee+/Jli1bpLCwUGxtbSUqKkpuvPFGueqqqzpdXnfQlfmcn58v3t7eMMe1tLTI9u3b5YorruiSOouI1NXVyd69e60us7v6oqioSHbu3GnRfikpKRIUFNSpcrp6bOzdu1eGDRvWqdeci6amJrG1tRUHBwcREcnKypI333yzfazNmzevfV3pCjrbtyLffRsnNzdXwsLCxN7eXpqbm2X16tXS1NQk1157rfj7+1tdVne/iWmMkU2bNrW/KT916tT2tu1MGV11viIizc3NsmbNGvqm94wZM8TR0bFT5f0nFzI35+fni7Ozc/v5bN682eK65b/+679k9OjR5123C+VivOGtnAOjKArwr3/9i/6zs7Mzf/nLX9r/toabb77ZjB492qSnp8Nj6enpZsyYMeaWW27psrofOHDA2NraWv18W1tbU1xcbIwxJjU11YSGhpoNGzaYuro6s2XLFhMdHW0ef/zxTtejqanJfPDBB+aRRx4xt956q7n11lvNI488YlauXGmampqsLmfQoEFm/fr1xhhj3njjDePi4mLmz59vXn31VfPII48Yd3d3s2LFik7X7+uvvzZLliwxDz/8sPn5z39uli9fbk6cONHpclJSUsyDDz5o2tra4LG2tjbz4IMPmlGjRlldXnV1tZk1a5ZxdnY2gYGB5umnnzZnz55tf7yoqKhT/VtcXGzGjRtnbGxsTEREhBk5cqQZOXKkiYiIMDY2NmbcuHHt/W8NBw8epP8cHBzM6tWr2/+2FhsbG/PMM8+Y5ORkY2NjY5KSksyLL75oysrKrC7jP8saMmSImThxosU/GxsbM2LECDNx4kQzadKkTpX52muvGXt7ezNs2DDj6elp/v73vxsPDw9z//33m4ceesi4uLiYP/3pT1aXN3PmTPPhhx8aY4xJS0sz/v7+JiAgwKSkpJg+ffqYoKAgc/ToUavK2rlzp/Hy8jI2NjbGx8fH7Nmzx/Tr18/Exsaa6Oho4+LiYvbu3dup883IyDAREREmMDDQhIWFGRsbGzN9+nSTkpJi7OzszKxZs0xLS0unyjxw4IBZsWKFycrKaj/vn/3sZ+ahhx4yX3zxRafK6sp8Pn36tBkxYoSxtbU1dnZ25s477zQ1NTXtj3d2rFlDZ+bn7uiL2tpac/vttxs7Oztjb29vAgMDTWBgoLG3tzd2dnbmjjvuMHV1dVaV1dVjw5jvxnB0dLR59tlnTUFBQade25EJEya0j7UtW7YYJycnM2jQIDNnzhyTnJxsXF1dzbZt2y7oGP9JZ9fe9FGDy8MAAB8YSURBVPR0ExERYWxtbU1MTIzJzs42w4YNM25ubsbV1dX4+/t3ak2ysbExnp6e5oEHHjA7duw4n1OwYNq0aaaqqsoYY0x5eblJSUkxNjY2JiAgwNja2pr+/fubkpISq8vr6vPNyMgwUVFRxtnZ2UyYMMHMnj3bzJ4920yYMME4OzubmJgYk5GRYXV5XTk3jxw50nzyySfGGGPWrFljbG1tzQ033GAee+wxM3PmTOPg4ND+uLU0NzebRx991ERHR5sRI0bAdU9n5quuzhVjunaeb2xsNM3Nze1/Z2ZmmieeeMLccccd5sknnzTZ2dldUuefAt14KwrBxsbG2NraGhsbm3P+s3aCc3d3N/v27Tvn43v27DHu7u5W1626uvoH/23evLlTi7+NjU37heqAAQPMu+++a/H4v/71LxMXF2d1ecZ07YLo4uJicnNzjTHGJCcnm9dff93i8X/84x8mMTHR6roVFxebkSNHGltbW2Nvb29sbW3NsGHDTFBQkLGzszOPPvqo9SdqjHF2djbHjh075+PHjh0zzs7OVpc3f/58ExcXZz788EPzxhtvmIiICDN9+vT2NyuKioqMjY2N1eV19Rs/PzQ2vo+fb/7t2bPH/OxnPzPe3t7GycnJzJo1y3z55ZdWl7V06VLTr18/8/XXX1vE7e3tzZEjR6wu5z9JTExsz7kNGzYYZ2dn88orr7Q//tZbb5mEhASry/Px8WnPl2nTppnbbrutvW+bm5vNvHnzzJQpU6wqa/Lkyeb+++83Z86cMcuWLTOhoaHm/vvvb3/83nvvNTfeeKPVdfu+Tg899FD7G0nPP/+8mTZtmjHGmBMnTpjIyEizaNEiq8tbtWqVsbOzM35+fsbd3d2sX7/eeHt7m8mTJ5upU6caOzs7849//MPq8royn++66y6TkpJidu/ebdavX2+GDRtmhg8fbioqKowxnR9r1tCZzVlX94UxxsybN8/ExsaaL774wuINvbNnz5p169aZuLg4ixz6Ibp6bBjz3XzwwAMPtL8ZMH36dLN69WqLulqLp6dn+0ZuwoQJZsGCBRaPP/XUU2bs2LGdLvdcdHbjPWPGDHPDDTeYQ4cOmUceecQkJCSYGTNmmObmZtPY2Giuv/56c8cdd1hdXle+ifl9ed/PzT/72c9MYmJi+4bn1KlTZtiwYebhhx+2uryuPt/JkyebGTNmmOrqanisurrazJgxw+q51JiunZvd3Nza2yolJcU8//zzFo+//PLLJjk52eq6GWPMokWLTJ8+fcyyZcvMk08+aby8vMyDDz7Y/nhn5quuzpWunucv9ptmFxPdeCsK4ZprrjHTp0+HT07O5wLez8/PbNq06ZyPb9y40fj5+Vld3vcbm3P9O5+Nz/fvWvv7+5u0tDSLx3Nzc42Li4vV5RnTtQuin5+f2bNnjzHGmMDAQHPgwAGLxzMzMztVvzlz5pgbb7zRVFdXm8bGRvOLX/zC3HXXXcaY7z4F9/Pz69SnNJGRkeadd9455+PvvPOOiYiIsLq88PBws3Hjxva/S0tLzciRI82UKVNMY2Njpz+F6+o3fgYPHmymT59ujh07ZnJzc01ubq7Jyckx9vb2Zv369e0xa/nPi7vvaWhoMH/729/MxIkTja2trYmMjLS6vF27dpm4uDjzq1/9qv0d8wvZeLu4uJiTJ0+2/+3g4GAOHz7c/ndOTo5xdXXtVHmZmZnGGGOCg4Ohb44fP268vLysKsvHx6f9E5jm5mZja2trdu7c2f743r17Td++fa2umzHGuLq6Wnzq1NTUZBwcHNovyNasWdOp/hg6dKj53e9+Z4wx5r333jPe3t7mmWeeaX98+fLlZsiQIVaX15X5HBISYtFe31/8DxkyxJSXl5/XJ94+Pj4/+M/T09PqMru6L4wxxtvb22zduvWcj2/ZssV4e3tbVVZXjw1j/j0ftLS0mI8++shce+21xs7O7v+3d+ZRUV13HP+9YRtUZFVBkSVARJpYDBpcEsc1LokKsW1cEY1xqUm0bqk2Kh4VMTlNYrQhR1vNYoILhRS1eKoRE+MuRoxRqYogFVCKRJYR0OHbPzjzysiA78EdZkx+n3PeH28u8+X73l3m3vfu/V106tQJS5YsQXZ2tmKttm3bygOpTp06mf3tUNP2icxbAOjQoQO+//57AHUzESRJwpEjR+T0o0ePws/PT7GeyIeYD+t169atwSy/gwcPIjAwULGe6Ot1dnY2KW8Pc/78eVV9A5Fts6urqzzzq2PHjg1mgV29elV13QgODjZ5S37lyhUEBwcjNjYWtbW1qt94iywrotv51n5o1ppwVHOGMUN6ejoNGTKEevXqRXv37m2R1iuvvEJTp06l1NRUKisrkz8vKyuj1NRUmjZtGk2YMEGxnouLC61bt44OHTpk9ti8ebNqj8uXL6cFCxaQRqOhgoICk7SSkhJq27atKr2jR4/SmjVrqH379g3S2rdvT6tXr6YjR44o0ho5ciQlJiYSEZFOp6Pk5GST9F27dlFwcLBib+np6bI3JycnSkhIoKSkJCorK6PBgwfTBx98IP8/JSxatIhmzpxJ8+bNo7S0NDp58iSdPHmS0tLSaN68eTR79mxasmSJYr3i4mKTGAJeXl508OBBKi8vp1GjRpFer1esRVQXWKx+uXuY8vJycnJyUqx36tQpCg4OpnHjxtGdO3fI39+fAgICiIioc+fO5O/vryoGgiRJDT7TarU0ZcoUysjIoOzsbJo4caJivd69e1NmZiYVFxdTr1696MKFC2b/h1I8PT0pLy+PiIgKCgrowYMHdOPGDTk9Ly+PPDw8FOv16NGDDh06RER1axGN2vX1nJ2dFWnV1NTIf+vg4EBt2rQxWSPp5eVFJSUlir0REbm5uVF5ebl8rtfr6cGDB/JayR49elBhYaFivezsbJo0aRIR1bWFlZWVFBUVJadHR0fT1atXFeuJLM93794ld3d3E+2UlBQKCAigQYMG0e3btxX7MlJdXU3Tp0+n999/3+yxcOFCxVqi84KoLkZEU+teHR0dqba2VpGW6LpRH3t7exo3bhzt27eP8vLyaO7cuZScnEzdu3dXvIY6MjKS9uzZQ0REQUFBlJWVZZJ+7tw5Vf5E5i0RUUVFhfz/27ZtS23btiUfHx85vWvXrnTr1i1VmkYiIiLoo48+osLCQtqyZQsVFxfTiBEjVK9pN7adpaWlFBQUZJIWHBzcoL/QFKKv183NjXJzcxtNz83NJTc3N8V6IttmnU5HSUlJRETUs2dPOnz4sEl6RkYGdenSRbE3IqKbN2+aBLsNDg6mw4cP07Fjx2jKlClkMBhU6RkRUVZEt/MGg0G+nsuXL9PUqVNN0mNjYxvU58cGa4/8GcaW+f777xEWFoaZM2eisrKyWW/OqqqqMHv2bDg6OkKj0UCr1UKr1UKj0cDR0RFz5sxBVVWVYr2BAwdi/fr1jaafO3dO1fRInU5nsh52y5YtJumrV6+GTqdTrAfUPS1uav1SWloafHx8FGndvHkTAQEBGDBgABYsWABnZ2c899xzeO211zBgwAA4Ojpi3759ir116NDBJA/1ej00Gg1KSkoAANeuXYOTk5NiPQDYsWMHIiMjYW9vL0+7tre3R2RkJHbu3KlKq1u3bmavp7y8HH379sWvf/1rVW9Vfv/738Pf3x8pKSkmMxDu3r2LlJQUBAQE4PXXX1flEQD++c9/wtfXF/Hx8TAYDM1+q2zujbcokpKS0KlTJ2g0mma/8Z47dy5CQkKwZs0aPPvss5g6dSpCQ0ORnp6O/fv34+mnn8b06dMV6+3duxceHh7Ytm0btm3bhoCAAPz1r3/F0aNHsXXrVnTt2lXxcofQ0FCTafV79+6FXq+Xz0+cOAFfX1/lFwtg6tSp0Ol0uHTpEnJycuSpfUYOHz6Mrl27Ktbz9vaWZ6zcuXMHkiSZzOg4deoUvL29FeuJLM9PP/00kpOTG3x+//59REVFwc/PT/Ub7379+jU5Y0bNdGTReQEAEydORM+ePc3OGjh79iwiIiIwadIkRVqi6wZgGnPEHAcPHsTEiRMVaR07dgyurq5YuXIlNm7cCC8vL7z99tv44osvsGLFCri5uTX5W/owIvMWAIKCgkze+H700UcoKyuTzzMzM1XVjUfduytXrmDZsmWK9SRJwqhRoxAdHQ13d/cGv+knTpxAp06dFOuJvt7ly5fD3d0d7733HrKyslBUVISioiJkZWXhvffeg4eHh6qlGCLb5osXL8LT0xMxMTFYvXo12rVrh8mTJ2Pt2rWIiYmBk5MTtm3bptgbAAQGBuLgwYMNPr958yaefPJJDBs2THH5E11WRLfzgwcPxjvvvAOgrt49PKswOTlZ1ewIW4IH3gzzCPR6PWbNmoWQkBDY2dk1uwN/9+5dHDp0CF9++SW+/PJLHDp0yOxU7EexefNmbNiwodH0oqIixMXFNcujOa5du4b8/HxV3xH9g1haWoq33noLYWFh0Gq1cHR0hL+/PyZOnIjTp0+r8hYdHY1x48ahoqICNTU1mD9/PoKDg+X0EydOqPqBqE9NTQ0KCgpQUFBgEhhEDa+//nqja1TLysoQGRmpqnMn+sFPfYqKijBy5Eg8//zzzR545+bmmg1MJ4r8/Hx89dVXqKioaNb3Kyoq8Nprr+Gpp57CzJkzUV1djXfffReOjo6QJAkDBw5U/eAgOTkZvr6+DdbKa7VazJ8/X/F61ri4OCQlJTWavmzZMrz88suqvN26dQt9+vSRl6z4+/ubDNJ2796NDz/8ULHe5MmTERkZie3bt2P06NEYPnw4+vTpg0uXLuHy5cvQ6XSqYgyILM9LlixpdMnL/fv3MWbMGNUD77Vr1zbZ/t64cQOxsbGKtOrnhTGYXP1geWrzAqjrFI8YMQKSJMHDwwOhoaEIDQ2Fh4cHNBoNRo4cidLSUkValqgboh/EHTt2zOQeGo8uXbqoDvwmMm8BYNasWQ0edNdn3bp1GDVqlGI90fcuNjbW5Hj4IfLixYsxfPhwxXqirxeoi3vg4+NjsgRPkiT4+PioeqhiRFTbDNRNJx8/fjxcXFxkHQcHB/Tr1w+pqamqvb366quNPsj6z3/+g+Dg4GZNNReB6HZe9EMzW4K3E2MYhaSlpVFGRgYtXbpU2NZfP2fWr19PGzZsoKKiInm6GgDy9vam+fPnq5p+LZKcnBx64YUXKC8vjyRJorZt29Lu3btp6NChRET0ySefUHZ2Nq1bt84q/kpLS6mgoIB+9atfmU0vLy+ns2fPkk6nU6VbVlZGZ86ckafyeXt7U0REhNnlAGr58MMPKSMjgzZu3Ei+vr4t1nscqKqqovv375OLi0uzvm8wGCgzM5OuX79OtbW15OPjQxEREc3WM4deryc7OztVSwmMXLlyhaqrqyk0NJTs7e2b7eHWrVs0ZcoUOn78OPXv35927txJb7/9Nv3lL38hSZIoKCiI0tPTG0xjfRRlZWWUmZlpsoWQ2vL84MED0uv1jX7nwYMHdPPmTVVLJyyBMS+6d+9OdnZ2QjQvXbpEJ06caLAdW2hoaIu1W1I3vvnmG+rfv3+Lypw5iouLKScnh2pra8nb21voNmKW4vr166TVak2mYzdFXl4e+fn5tWhpjRoqKyvJzs6OtFqtED211/vwd+uX5Zbkr8FgoLNnz8rlpaVtMwC6ffs21dbWkpeXl+ot2Izk5eXR5cuXafjw4WbTCwoK6MCBAw2mZTemJbKsWKKdP378OC1YsIBOnjxp8nnnzp1p8eLFNG/ePCHeWxseeDNMIxg7JsbOyOXLl+mDDz6gmpoamjx5Mg0ePFix1r179ygzM5M8PDwoLCzMJK2qqop27dqleN9tS2BJfyJ/EEWh1+vp6NGjVF1dTX369FG9d6gleeONN+h3v/sdPf/88zapZwlsvX7YMoWFhZSYmGh2n+fY2FhhAzXR5OTkkF6vb/HA/ufO45q/toyjoyNlZWU1a4970ZjrZ2zYsIGqq6tV9zMsAZe/XwaVlZW0a9cueY/2CRMmkKenZ4t1RbTz9R+a+fj4yDFlHlus+bqdYWyV9PR0ODo6wsPDA1qtFunp6ejQoQOGDh2KwYMHw87OrsGWRY2RnZ0t7zGr0WgwYMAAk/1JmxM5V6/X48iRI2an9t67d6/JKNtK/BUUFLTI36O4ceMGpk2bJlRTDRcvXsTWrVvliLeXLl3C7NmzMW3aNMX5aimM+RASEoKEhAQUFhbalF5jBAYGNmsfdGuUP7Vs3LgRU6ZMkad1f/bZZ+jevTu6deuGpUuXqt5LWdQe96dPn4arqysiIiLw3HPPyXtRv/LKK3Bzc0O/fv1M1lAqRfT1tiZFRUVYtWqV4r9vrWttTv2wVP6KKn+ZmZkm++l+9tln6NevH3x9fdG/f/8ml0E0xX//+18cOnRIjrtRXFyMhIQErFq1SvE+ygDwhz/8weyh0WgQExMjn1vDGyC2n6EEtXXDUuVPlD/AMvU3Pz8f5eXlDT6vqanBN998o0jD1utG9+7dZY0bN24gICAArq6u6N27Nzw8PNCxY8cW7ZVdUVGBrVu3YtmyZdi0aVOztymzlJ414YE3w5ihb9+++NOf/gSgLkCTu7u7SaCJP/7xjxg2bJgiraioKLz44osoLi7GlStX8OKLLyIwMFDehkXtwEL0QEW0PyWoDUIjktbu7KhFkiQcPHgQ8+bNg5eXFxwcHDBmzBjs2bMHBoPB6nobNmwwe9jZ2WHp0qXyuVKsUf7UsHr1ari4uGDcuHHw9vZGQkICPD09sWbNGsTHx6NDhw5YsWKFYj2Re9z379/fZM3p559/jsjISAB1a3nDw8Px5ptvWvV6H0VzOttNoaZtscS1iqwflshfkeWvR48eOHDgAABgy5YtcHZ2xptvvonExETMnz8f7dq1w9/+9jdV/k6ePAlXV1dIkgR3d3ecOXMGgYGBCAkJQVBQEJydnU3WuTeFJEkIDw83CR46cOBASJKE3r17Y+DAgRg0aJBVvAFi+xlKUPu7a4nyJ9Kf6PpbUFCA3r17Q6PRyA8Z6g/A1fwWPQ51w7jGe9KkSejXrx9++uknAHWBXIcOHYoJEyYo9vbwQN7f379FA3lLPxiwJjzwZhgztG/fXu58GCM21w8w9MMPPyiO5tmxY0ecP39ePq+trcXs2bPh5+eHa9euWX2gLNofAPzjH/9o8nj//fetNphq7c6OWur/INbU1GDnzp0YPnw47Ozs0LlzZyxbtkxxx9hSer6+vggICDA5jAGLAgICVO3taonyJ5KgoCD8/e9/B1DXMbSzs8P27dvl9JSUFJPgfI9C5B73zs7OuHbtmnxuMBjg4OCAoqIiAMC//vUvdO7cWbE3QPz1Pgq1ne2srKwmj507dyrWs8S1iqwflshf0eUvNzcXANCzZ09s3rzZJP2LL75AWFiYan8zZsxAWVkZ3n33Xfj6+mLGjBly+rRp0xAVFaVIa926dQgMDGzwILW5gSBFegPE9jMAsXUDEF/+RPsTXX9jYmIQGRmJ06dP48CBA4iIiECvXr1w584dAHV9K6U7xth63ajfL3jiiSca7Nt99OhRVTsmiB7Ii9azJXjgzTBmaN++Pa5evSqft2vXzuQHKDc3F1qtVpGWi4uL2SlAc+fOha+vL7799lurDpRF+wP+P7354Uiy9Q9rDaZEd3ZE01i00by8PKxcuRL+/v6q7p1ovVmzZiE8PLxBmWluZ9YS5U8kzs7O8kMtAHBwcMCFCxfk89zcXLRp00aV3g8//NBo+vnz5+Hs7KxIy9/fH9999518XlBQAEmS5C3Frl+/rridqu9P5PWK7mw31bYYP1eqJ/paAbH1w1L5K6r8eXp6ylsIdezYEefOnTNJv3r1qmItI+7u7vK9q6mpgUajwcmTJ+X0zMxMdOnSRbHeqVOn8OSTT2LhwoXyThPNbatEexPZzwDE1g1AfPkT7U90/e3cubNJflZVVWH06NEIDw9HSUmJqr6VrdcNSZJw+/ZtAHXX/XCb0JyyZ6mBvAg9W0Jj7TXmDGOLBAQE0JUrV+Tz48ePk5+fn3x+48YNxZE3Q0ND6cyZMw0+37RpE40dO5bGjBmjytu9e/dMglRIkkSJiYk0evRo0ul09O9//1uVnmh/REQ+Pj6UkpJCtbW1Zo+zZ8+q1hSJMZKnRqMhrVZLrq6ucpqLiwvdvXvXWtYaxc/Pj+Li4uj69eu0f/9+q+l9/PHHtGLFCho+fDht2rSpxT4sUf5E4u3tTRcvXiSiuujSBoNBPici+vHHH1XtcuDm5ka5ubmNpufm5pKbm5siraioKJo9ezbt37+fMjIyaNKkSaTT6cjZ2ZmIiLKzs6lLly6KvRGJv97w8HDq2bMnhYeHNzh69uxJ48ePV+XPw8ODtmzZQtevX29w5OTk0N69exVrib5WIrH1wxL5K7L8jRw5khITE4mISKfTUXJyskn6rl27KDg4WJW/mpoa+focHByoTZs2JsEvvby8qKSkRLFe7969KTMzk4qLi6lXr1504cKFZkdyFu1NZD+DSGzdIBJf/kT7E11/7969S+7u7vK5k5MTpaSkUEBAAA0aNIhu376tWOtxqBtDhgyhZ555hsrKyig7O9skLS8vT3VwNWO9qqqqalBuu3TpQsXFxVbVsxU4lCjDmGHOnDlkMBjk86eeesokPT09XXG00ejoaEpKSqIpU6Y0SNu0aRPV1tbSxx9/rNibcaDycERWYydP7UBFtD8iooiICMrMzKSxY8eaTZckiWClDRWMnR3jthYt7eyIxt/fv8lIsZIk0bBhw6ymR1RXZp599lmKiYmhffv20bZt21R9/2Et0eVPJJMmTaKYmBgaO3Ysff3117RkyRJatGgRlZSUkCRJtHbtWvrNb36jWG/GjBkUExNDy5cvpyFDhlCnTp2IqG47lq+//prWrFlDb7zxhiKtNWvWUGFhIY0ePZoMBgP17duXtm/fLqdLkqR6WzzR1+vh4UHvvPMODRkyxGz6jz/+SKNHj1asFxERQQUFBY1u8fXTTz8pbltEX6sRUfXDEvkrsvytX7+e+vfvTzqdjnr16kV//vOf6fDhw9S9e3fKzs6mEydOUGpqqip/Xbt2pZycHDly8Y4dO0za48LCQtW7ULRr144+/fRT2rFjBw0dOtTkt92a3kT2M4jE1g0i8eVPtD/R9feJJ56g8+fPU0hIiPyZvb097d69m37729/SSy+9pFjL1uvGypUrTc7btWtncr5nzx7VO6EMGTKE7O3t5YF8/fLcnIG8aD2bwbov3BmGUUt8fDxGjhzZaPqcOXMUr0OyFN9++y3S09MbTa+oqMDhw4db0dH/SUxMxN69extNX7p0KV599dVWdPT4Ultbi/j4eHh7e8POzq5Z0zdtHYPBgLVr1+Kll15CfHw8amtrkZSUhK5du8LT0xOxsbGoqKhQpZmQkAAfHx95aqVxmqWPjw/Wr1+v2uO9e/fMRuFtDqKv94UXXsDq1asbTT937pyq9iolJQWff/55o+l37tzBJ598okjLEnlbH1H1Q2T+AmLLX2lpKd566y2EhYVBq9XC0dER/v7+mDhxIk6fPq3aW1xcXJMRn5ctW4aXX35Zta6R/Px8fPXVV83KV0t7ayki60Z9RJU/0f5E198lS5Y0Gt/g/v37GDNmjKq26nGrGy0hLi7O5Ni/f79J+qJFizB+/Hir6dkSvI83wzAM0yIyMzPpu+++o5iYGJOpekzT2OIe96JJTU2lyspKmjx5stn00tJSSktLo6lTp7ays9bDVuvH41j+9Ho92dnZkZOTk7WtNMCWvTGP5sGDB6TX66l9+/aNpt+8ebPRN/bWhsvf4wGv8WYYhmFaREREBM2bN4/c3d0pPz+fpk+fbm1LjwWBgYHUt29f6tu3rzzo+bndv+jo6EYH3URE7u7uQgfdtnj/bLV+PI7lr6SkhObMmWNtG2axZW9Etp+31vZnb2/f6KCbqG4q96pVq1rRkTpsvfwxdfAbb4ZhGEYYWVlZ9MwzzzR7HeUvnV/a/cvPz6eVK1fS1q1bhejZ+v1jfy3Dlv3Zsjci9tdS2B8jAg6uxjAMwygmLS2tyfScnJxWcvJ4wvfPlDt37tCnn36qeOBt6/eP/bUMW/Zny96I2F9LYX9Ma8BvvBmGYRjFaDSaR0allySJn7o3wi/t/inpLC5cuFDx9dr6/WN/LcOW/dmyNyL211LYH9Ma8BpvhmEYRjG2vke7rfNLu39RUVEUHR1NUVFRZo8FCxao0rP1+8f+fr7+bNkb+2N/1vbHKIMH3gzDMIxijHu0N4Y192h/HPil3T/RnUVbv3/sr2XYsj9b9kbE/loK+2NaA17jzTAMwyhm8eLFVFlZ2Wh6cHAwZWRktKKjx4tf2v0zdhbHjh1rNl1tZ9HW7x/7axm27M+WvRGxv5bC/pjWgNd4MwzDMAxjEY4cOUKVlZU0YsQIs+mVlZV05swZ0ul0reyMYRiGYVoXHngzDMMwDMMwDMMwjAXhNd4MwzAMwzAMwzAMY0F44M0wDMMwDMMwDMMwFoQH3gzDMAzDMAzDMAxjQXjgzTAMwzAMwzAMwzAWhAfeDMMwDMMwDMMwDGNBeODNMAzDMAzDMAzDMBaEB94MwzAMwzAMwzAMY0H+B/jqmuFar531AAAAAElFTkSuQmCC", @@ -1456,7 +1458,10 @@ "source": [ "sb.clustermap(data_trans.corr(), \n", " cmap='RdBu_r',\n", - " )" + " )\n", + "\n", + "save_path = pathlib.Path(\"figures/correlation_clustermap_sc.png\")\n", + "plt.savefig(save_path, bbox_inches=\"tight\")" ] } ], diff --git a/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.py b/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.py index 3d90467..c26b1f1 100644 --- a/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.py +++ b/5_analyze_data/notebooks/Heatmap_analysis/nf1_heatmap.py @@ -5,7 +5,7 @@ # ## Import libraries -# In[1]: +# In[8]: import matplotlib.pyplot as plt @@ -16,7 +16,7 @@ # ## Read in NF1 data `csv` -# In[2]: +# In[9]: norm_fs_data = pathlib.Path("../../../4_processing_features/data/nf1_sc_norm_fs_cellprofiler.csv.gz") @@ -29,7 +29,7 @@ # ## Helper function to split `csv` into metadata and features -# In[3]: +# In[10]: def split_data(pycytominer_output: pd.DataFrame): @@ -60,7 +60,7 @@ def split_data(pycytominer_output: pd.DataFrame): # ## Split NF1 data `csv` -# In[4]: +# In[11]: metadata_dataframe, feature_data = split_data(data) @@ -69,7 +69,7 @@ def split_data(pycytominer_output: pd.DataFrame): # ## Transpose the NF1 dataframe -# In[5]: +# In[12]: data_trans = feature_data.transpose() @@ -78,20 +78,26 @@ def split_data(pycytominer_output: pd.DataFrame): # ## Create correlation heatmap -# In[6]: +# In[13]: data_trans_heatmap = sb.heatmap(data_trans.corr()) plt.show() +save_path = pathlib.Path("figures/correlation_heatmap_sc.png") +plt.savefig(save_path, bbox_inches="tight") + # ## Create clustermap with correlation heatmap -# In[7]: +# In[14]: sb.clustermap(data_trans.corr(), cmap='RdBu_r', ) +save_path = pathlib.Path("figures/correlation_clustermap_sc.png") +plt.savefig(save_path, bbox_inches="tight") + diff --git a/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.ipynb b/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.ipynb index 6169a4e..7f0ef93 100644 --- a/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.ipynb +++ b/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -55,7 +55,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -309,7 +309,7 @@ "[5 rows x 1055 columns]" ] }, - "execution_count": 10, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -333,17 +333,17 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ - "def nf1_ks_test_two_sample(data: pd.DataFrame):\n", - " \"\"\"seperate features by genotype and perform two sample ks-test on each feature\n", + "def nf1_ks_test_two_sample(normalized_data: pd.DataFrame):\n", + " \"\"\"separate features by genotype and perform two sample ks-test on each feature\n", "\n", " Parameters\n", " ----------\n", - " data : pd.Dataframe\n", - " pycytominer output after normalization and feature selection\n", + " normalized_data : pd.Dataframe\n", + " pycytominer output after normalization\n", "\n", " Returns\n", " -------\n", @@ -353,11 +353,11 @@ " feature_results = []\n", "\n", " # divide the NF1 data based on genotype\n", - " null_features = data[(data[\"Metadata_genotype\"] == \"Null\")]\n", - " wt_features = data[(data[\"Metadata_genotype\"] == \"WT\")]\n", + " null_features = normalized_data[(normalized_data[\"Metadata_genotype\"] == \"Null\")]\n", + " wt_features = normalized_data[(normalized_data[\"Metadata_genotype\"] == \"WT\")]\n", "\n", " # iterate through the columns in the data (both of the genotype dataframes will have the same columns)\n", - " for column in data:\n", + " for column in normalized_data:\n", " # do not include metadata columns\n", " if \"Metadata\" not in column:\n", " # convert each individual column (feature) into numpy array\n", @@ -366,8 +366,9 @@ " \n", " # run two-sample ks-test for each feature \n", " results = ks_2samp(wt_feature, null_feature)\n", - " # have to seperate out namedtuple due to scipy hiding the last two results \n", - " results = tuple([results.statistic, results.pvalue, results.statistic_location, results.statistic_sign])\n", + " # convert all keys/ks-test results (even the hidden ones due to scipy) into a dictionary \n", + " # and put them as a list\n", + " results = tuple(list(results._asdict().values()))\n", " feature_results.append(results)\n", "\n", " feature_results = pd.DataFrame(feature_results, columns=[\"statistic\", \"pvalue\", \"statistic_location\", \"statistic_sign\"])\n", @@ -414,12 +415,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Peform two sample KS-test" + "## Perform two sample KS-test" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 19, "metadata": {}, "outputs": [ { @@ -549,7 +550,7 @@ "[1043 rows x 4 columns]" ] }, - "execution_count": 12, + "execution_count": 19, "metadata": {}, "output_type": "execute_result" } @@ -569,7 +570,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -663,7 +664,7 @@ "[1043 rows x 1 columns]" ] }, - "execution_count": 13, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -692,7 +693,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -847,7 +848,7 @@ "[1043 rows x 5 columns]" ] }, - "execution_count": 14, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } diff --git a/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.py b/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.py index e8bac74..b8b3279 100644 --- a/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.py +++ b/5_analyze_data/notebooks/KS-test_analysis/nf1_ks_test.py @@ -5,7 +5,7 @@ # ## Import libraries -# In[8]: +# In[15]: import numpy as np @@ -16,7 +16,7 @@ # ## Set seed -# In[9]: +# In[16]: np.random.seed(0) @@ -24,7 +24,7 @@ # ## Load in NF1 data -# In[10]: +# In[17]: norm_fs_data = pathlib.Path("../../../4_processing_features/data/nf1_sc_norm_cellprofiler.csv.gz") @@ -37,16 +37,16 @@ # ## Helper functions to perform KS-test and create final `csv` file with results -# In[11]: +# In[18]: -def nf1_ks_test_two_sample(data: pd.DataFrame): - """seperate features by genotype and perform two sample ks-test on each feature +def nf1_ks_test_two_sample(normalized_data: pd.DataFrame): + """separate features by genotype and perform two sample ks-test on each feature Parameters ---------- - data : pd.Dataframe - pycytominer output after normalization and feature selection + normalized_data : pd.Dataframe + pycytominer output after normalization Returns ------- @@ -56,11 +56,11 @@ def nf1_ks_test_two_sample(data: pd.DataFrame): feature_results = [] # divide the NF1 data based on genotype - null_features = data[(data["Metadata_genotype"] == "Null")] - wt_features = data[(data["Metadata_genotype"] == "WT")] + null_features = normalized_data[(normalized_data["Metadata_genotype"] == "Null")] + wt_features = normalized_data[(normalized_data["Metadata_genotype"] == "WT")] # iterate through the columns in the data (both of the genotype dataframes will have the same columns) - for column in data: + for column in normalized_data: # do not include metadata columns if "Metadata" not in column: # convert each individual column (feature) into numpy array @@ -69,8 +69,9 @@ def nf1_ks_test_two_sample(data: pd.DataFrame): # run two-sample ks-test for each feature results = ks_2samp(wt_feature, null_feature) - # have to seperate out namedtuple due to scipy hiding the last two results - results = tuple([results.statistic, results.pvalue, results.statistic_location, results.statistic_sign]) + # convert all keys/ks-test results (even the hidden ones due to scipy) into a dictionary + # and put them as a list + results = tuple(list(results._asdict().values())) feature_results.append(results) feature_results = pd.DataFrame(feature_results, columns=["statistic", "pvalue", "statistic_location", "statistic_sign"]) @@ -112,9 +113,9 @@ def merge_features_kstest( return merged_dataframe -# ## Peform two sample KS-test +# ## Perform two sample KS-test -# In[12]: +# In[19]: feature_results = nf1_ks_test_two_sample(data) @@ -123,7 +124,7 @@ def merge_features_kstest( # ## Take feature columns from data and create a list -# In[13]: +# In[20]: # find feature names in the columns from the data @@ -141,7 +142,7 @@ def merge_features_kstest( # ## Save the final `csv` file with merged features and results -# In[14]: +# In[21]: save_path = pathlib.Path("data/nf1_kstest_two_sample_results.csv")