{ "cells": [ { "cell_type": "markdown", "id": "ce660106", "metadata": {}, "source": [ "# Section 3.8 - Mars SmallSat Aerocapture - Orbiter Deflection Manuever" ] }, { "cell_type": "code", "execution_count": 1, "id": "de9932f3", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from astropy.time import Time\n", "from AMAT.arrival import Arrival" ] }, { "cell_type": "code", "execution_count": 2, "id": "728bda42", "metadata": {}, "outputs": [], "source": [ "arrival = Arrival()\n", "arrival.set_vinf_vec_from_lambert_arc(lastFlybyPlanet='EARTH',\n", " arrivalPlanet='MARS',\n", " lastFlybyDate=Time(\"2020-07-30 00:00:00\", scale='tdb'),\n", " arrivalDate=Time(\"2021-02-18 00:00:00\", scale='tdb'),\n", " ephem_file='../../../spice-data/de432s.bsp')" ] }, { "cell_type": "code", "execution_count": 3, "id": "11efdace", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Arrival v_inf vector, ICRF: [ 2.23930482 1.20086474 -0.73683367] km/s\n", "Arrival VINF MAG: 2.65 km/s.\n", "Arrival Declination: -1.65 deg.\n" ] } ], "source": [ "print(\"Arrival v_inf vector, ICRF: \"+str(arrival.v_inf_vec)+\" km/s\")\n", "print(\"Arrival VINF MAG: \"+str(round(arrival.v_inf_mag, 2))+\" km/s.\")\n", "print(\"Arrival Declination: \"+str(round(arrival.declination, 2))+\" deg.\")" ] }, { "cell_type": "code", "execution_count": 4, "id": "3573d759", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from AMAT.approach import Approach" ] }, { "cell_type": "code", "execution_count": 5, "id": "22cc58b6", "metadata": {}, "outputs": [], "source": [ "approach1 = Approach(\"MARS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(3389.5+52)*1e3, psi=3*np.pi/2,\n", " is_entrySystem=True, h_EI=120e3)\n", "\n", "approach2 = Approach(\"MARS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(3389.5+250)*1e3, psi=np.pi)" ] }, { "cell_type": "code", "execution_count": 6, "id": "de393456", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from matplotlib import rcParams" ] }, { "cell_type": "code", "execution_count": 7, "id": "873e39e3", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "fig.set_size_inches([5.5, 5.5])\n", "\n", "plt.rc('font',family='Times New Roman')\n", "params = {'mathtext.default': 'regular' }\n", "plt.rcParams.update(params)\n", "\n", "theta_arr = np.linspace(0, 2*np.pi, 101)\n", "X_MARS = approach1.planetObj.RP*np.cos(theta_arr)/1e3\n", "Y_MARS = approach1.planetObj.RP*np.sin(theta_arr)/1e3\n", "\n", "\n", "\n", "plt.plot(X_MARS, Y_MARS, color='red', linestyle='solid', linewidth=2.0, label='Mars surface')\n", "\n", "BR1 = np.dot(approach1.b_mag*approach1.B_vec_bi_unit, approach1.R_vec_bi_unit)\n", "BT1 = np.dot(approach1.b_mag*approach1.B_vec_bi_unit, approach1.T_vec_bi_unit)\n", "\n", "BR2 = np.dot(approach2.b_mag*approach2.B_vec_bi_unit, approach2.R_vec_bi_unit)\n", "BT2 = np.dot(approach2.b_mag*approach2.B_vec_bi_unit, approach2.T_vec_bi_unit)\n", "\n", "\n", "\n", "X_SS = (BT1/1e3)*np.cos(theta_arr)\n", "Y_SS = (BT1/1e3)*np.sin(theta_arr)\n", "plt.plot(X_SS, Y_SS, color='g', linestyle='dashed', linewidth=2.0, label='SmallSat |B| circle')\n", "\n", "X_HS = (BR2/1e3)*np.cos(theta_arr)\n", "Y_HS = (BR2/1e3)*np.sin(theta_arr)\n", "plt.plot(X_HS, Y_HS, color='m', linestyle='dashed', linewidth=2.0, label='Host |B| circle')\n", "\n", "plt.scatter(BT1/1e3, BR1/1e3, marker=\"o\", s=100, color='g', label='SmallSat aim point', zorder=10 )\n", "plt.scatter(BT2/1e3, BR2/1e3, marker=\"*\", s=200, color='m', label='Host orbiter aim point', zorder=10 )\n", "\n", "plt.gca().invert_yaxis()\n", "plt.gca().set_aspect('equal')\n", "\n", "plt.xlabel('B.T, km' ,fontsize=12)\n", "plt.ylabel('B.R, km' ,fontsize=12)\n", "\n", "plt.yticks(fontsize=12)\n", "plt.xticks(fontsize=12)\n", "ax = plt.gca()\n", "ax.tick_params(direction='in')\n", "ax.yaxis.set_ticks_position('both')\n", "ax.xaxis.set_ticks_position('both')\n", "\n", "ax=plt.gca()\n", "ax.xaxis.set_tick_params(direction='in', which='both')\n", "ax.yaxis.set_tick_params(direction='in', which='both')\n", "ax.xaxis.set_tick_params(width=1, length=4)\n", "ax.yaxis.set_tick_params(width=1, length=4)\n", "ax.xaxis.set_tick_params(width=1, length=4, which='minor')\n", "ax.yaxis.set_tick_params(width=1, length=4, which='minor')\n", "ax.xaxis.grid(which='major', color='k', linestyle='dotted', linewidth=0.5)\n", "ax.xaxis.grid(which='minor', color='k', linestyle='dotted', linewidth=0.0)\n", "ax.yaxis.grid(which='major', color='k', linestyle='dotted', linewidth=0.5)\n", "ax.yaxis.grid(which='minor', color='k', linestyle='dotted', linewidth=0.0)\n", "\n", "for axis in ['top', 'bottom', 'left', 'right']:\n", " ax.spines[axis].set_linewidth(2)\n", "plt.legend(loc='upper left', fontsize=10, framealpha=1)\n", " \n", "\n", "plt.annotate('', xy=(BT2*0.85/1e3, BR2*0.95/1e3), xytext=(BT1/1e3, BR1/1e3),\n", " va=\"center\", ha=\"center\",\n", " arrowprops=dict(arrowstyle='->, head_width=0.3', facecolor='blue'), fontsize=10, color='k',\n", " bbox=dict(boxstyle='round,pad=0.2', fc='w', ec='k', alpha=1))\n", "\n", "plt.text(3000, -3000, r'$\\Delta V_{orb. defl.}$', rotation=-45, fontsize=12)\n", "plt.xlim([-8000, 8000])\n", "plt.ylim([4000, -8000])\n", "\n", "plt.annotate(\"\", xy=(3000, 0), xytext=(0, 0), va=\"center\", ha=\"center\",\n", " arrowprops=dict(arrowstyle='->, head_width=0.4', facecolor='blue'))\n", "plt.text(500, -300, r'$\\psi$'+ ' = ' + r'$\\frac{3\\pi}{2}$', fontsize=12)\n", "\n", "plt.annotate(\"\", xy=(-3000, 0), xytext=(0, 0), va=\"center\", ha=\"center\",\n", " arrowprops=dict(arrowstyle='->, head_width=0.4', facecolor='blue'))\n", "plt.text(-2000, -300, r'$\\psi$'+ ' = ' + r'$\\frac{\\pi}{2}$', fontsize=12)\n", "\n", "plt.annotate(\"\", xy=(0, 3000), xytext=(0, 0), va=\"center\", ha=\"center\",\n", " arrowprops=dict(arrowstyle='->, head_width=0.4', facecolor='blue'))\n", "plt.text(-600, 2000, r'$\\psi$'+ ' = ' + r'$0$', rotation=90, fontsize=12)\n", "\n", "plt.annotate(\"\", xy=(0, -3000), xytext=(0, 0), va=\"center\", ha=\"center\",\n", " arrowprops=dict(arrowstyle='->, head_width=0.4', facecolor='blue'))\n", "plt.text(-600, -1500, r'$\\psi$'+ ' = ' + r'$\\pi$', rotation=90, fontsize=12)\n", "\n", "plt.scatter(0, 0, marker=\"o\", s=10, color='k')\n", "\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-b-plane.png', dpi= 300,bbox_inches='tight')\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-b-plane.pdf', dpi=300,bbox_inches='tight')\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-b-plane.eps', dpi=300,bbox_inches='tight')\n", "\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 8, "id": "b569c934", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from AMAT.maneuver import ProbeOrbiterDeflection" ] }, { "cell_type": "code", "execution_count": 9, "id": "5834938d", "metadata": {}, "outputs": [], "source": [ "r_dv_rp_arr = np.linspace(75, 481, 61)\n", "psi_arr = np.linspace(0, 2*np.pi, 61)\n", "\n", "dv_arr = np.zeros((len(r_dv_rp_arr), len(psi_arr)))\n", "tof_arr = np.zeros(len(r_dv_rp_arr))\n", "\n", "for i, r_dv_rp in enumerate(r_dv_rp_arr):\n", " for j, psi in enumerate(psi_arr):\n", " deflection = ProbeOrbiterDeflection(arrivalPlanet=\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp_probe=(3389.5+52)*1e3, psi_probe=3*np.pi/2, h_EI_probe=120e3,\n", " rp_space=(3389.5+250)*1e3, psi_space=psi,\n", " r_dv_rp=r_dv_rp)\n", " dv_arr[i,j] = deflection.dv_maneuver_mag\n", " tof_arr[i] = deflection.TOF_probe" ] }, { "cell_type": "code", "execution_count": 10, "id": "5e3a9bdb", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "X, Y = np.meshgrid(tof_arr, psi_arr/np.pi)\n", "\n", "\n", "fig = plt.figure()\n", "fig.set_size_inches([6.5, 3.20])\n", "\n", "plt.rc('font',family='Times New Roman')\n", "params = {'mathtext.default': 'regular' }\n", "plt.rcParams.update(params)\n", "\n", "\n", "csf = plt.contourf(X, Y, np.transpose(dv_arr), cmap='viridis', levels=30)\n", "cbar=plt.colorbar(csf)\n", "cbar.set_label(r'$\\Delta V$' + ', m/s', labelpad=-20, y=1.10, rotation=0, fontsize=10)\n", "cbar.ax.tick_params(axis='y', direction='in')\n", "\n", "ax=plt.gca()\n", "cs = ax.contour(X, Y, np.transpose(dv_arr), colors='w', levels=np.array([10, 20, 30, 45, 60, 120]), \n", " linewidths=0.5)\n", "ax.clabel(cs, fmt='%2d', colors='w', fontsize=9)\n", "\n", "plt.xlabel('Time from SmallSat release until entry, days' ,fontsize=10)\n", "plt.ylabel(r'$\\psi/\\pi$'+', rad', fontsize=10)\n", "\n", "plt.yticks(np.array([0, 0.5, 1, 1.5, 2.0]), fontsize=10)\n", "plt.xticks(fontsize=10)\n", "\n", "ax.tick_params(direction='in')\n", "ax.yaxis.set_ticks_position('both')\n", "ax.xaxis.set_ticks_position('both')\n", "ax.xaxis.set_tick_params(direction='in', which='both')\n", "ax.yaxis.set_tick_params(direction='in', which='both')\n", "ax.xaxis.set_tick_params(width=1, length=4)\n", "ax.yaxis.set_tick_params(width=1, length=4)\n", "ax.xaxis.set_tick_params(width=1, length=4, which='minor')\n", "ax.yaxis.set_tick_params(width=1, length=4, which='minor')\n", "\n", "plt.axhline(y=1.5, color='g', linestyle='dashed', linewidth=0.75)\n", "plt.axhline(y=1.0, color='m', linestyle='dashed', linewidth=0.75)\n", "plt.axvline(x=4, color='w', linestyle='dotted', linewidth=0.75)\n", "\n", "plt.text(5.5, 1.52, 'SmallSat aim point', color='w', fontsize=9)\n", "plt.text(5.9, 1.02, 'Host aim point', color='w', fontsize=9)\n", "plt.text(3.8, 0.2, 'E - 4d', color='w', rotation=90, fontsize=9)\n", "\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-deflection-dv.png', dpi= 300,bbox_inches='tight')\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-deflection-dv.pdf', dpi=300,bbox_inches='tight')\n", "plt.savefig('../../../data/mdpi-aerospace/smallsat-mission-concepts/mars/mars-smallsat-deflection-dv.eps', dpi=300,bbox_inches='tight')\n", "\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 11, "id": "c0baf7d4", "metadata": {}, "outputs": [], "source": [ "deflection = ProbeOrbiterDeflection(arrivalPlanet=\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp_probe=(3389.5+52)*1e3, psi_probe=3*np.pi/2, h_EI_probe=120e3,\n", " rp_space=(3389.5+250)*1e3, psi_space=np.pi,\n", " r_dv_rp=278)" ] }, { "cell_type": "code", "execution_count": 12, "id": "a0e24b36", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Divert manuever DV: [ 9.08851784 18.37016456 21.33835808] m/s\n", "Divert manuever DV magnitude: 29.587 m/s\n" ] } ], "source": [ "print(\"Divert manuever DV: \"+str(deflection.dv_maneuver_vec)+ \" m/s\")\n", "print(\"Divert manuever DV magnitude: \"+str(round(deflection.dv_maneuver_mag,3))+ \" m/s\")" ] }, { "cell_type": "code", "execution_count": 13, "id": "010582f4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "TOF from probe release to atm. entry interface: 4.00719 days\n", "TOF from probe release to orbiter periapsis : 4.00779 days\n" ] } ], "source": [ "print(\"TOF from probe release to atm. entry interface: \"+str(round(deflection.TOF_probe,6))+ \" days\")\n", "print(\"TOF from probe release to orbiter periapsis : \"+str(round(deflection.TOF_space,6))+ \" days\")" ] }, { "cell_type": "markdown", "id": "6ffe84d4", "metadata": {}, "source": [ "Run the following code to generate the approach trajectory plot. The code is also available in the file ```section-3-8-mars-smallsat-orbiter-deflection.py```." ] }, { "cell_type": "markdown", "id": "377c3a94", "metadata": {}, "source": [ "```\n", "from mayavi import mlab\n", "import numpy as np\n", "from tvtk.tools import visual\n", "from AMAT.approach import Approach\n", "from astropy.time import Time\n", "from AMAT.arrival import Arrival\n", "\n", "def Arrow_From_A_to_B(x1, y1, z1, x2, y2, z2):\n", " ar1 = visual.arrow(x=x1, y=y1, z=z1)\n", " ar1.length_cone = 0.4\n", "\n", " arrow_length = np.sqrt((x2 - x1) ** 2 + (y2 - y1) ** 2 + (z2 - z1) ** 2)\n", " ar1.actor.scale = [arrow_length, arrow_length, arrow_length]\n", " ar1.pos = ar1.pos / arrow_length\n", " ar1.axis = [x2 - x1, y2 - y1, z2 - z1]\n", " return ar1\n", "\n", "arrival = Arrival()\n", "arrival.set_vinf_vec_from_lambert_arc(lastFlybyPlanet='EARTH',\n", " arrivalPlanet='MARS',\n", " lastFlybyDate=Time(\"2020-07-30 00:00:00\", scale='tdb'),\n", " arrivalDate=Time(\"2021-02-18 00:00:00\", scale='tdb'),\n", " ephem_file='../../../spice-data/de432s.bsp')\n", "\n", "\n", "\n", "probe = Approach(\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp=(3389.5+52)*1e3, psi=3*np.pi/2,\n", " is_entrySystem=True, h_EI=120e3)\n", "\n", "\n", "space = Approach(\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp=(3389.5+250)*1e3, psi=np.pi)\n", "\n", "north_pole_bi_vec = probe.ICRF_to_BI(arrival.north_pole)\n", "\n", "theta_star_arr_probe = np.linspace(-2, probe.theta_star_entry, 101)\n", "pos_vec_bi_arr_probe = probe.pos_vec_bi(theta_star_arr_probe)/3389.5e3\n", "\n", "\n", "theta_star_arr_space = np.linspace(-1.85, 0.0, 101)\n", "pos_vec_bi_arr_space = space.pos_vec_bi(theta_star_arr_space)/3389.5e3\n", "\n", "x_arr_probe = pos_vec_bi_arr_probe[0][:]\n", "y_arr_probe = pos_vec_bi_arr_probe[1][:]\n", "z_arr_probe = pos_vec_bi_arr_probe[2][:]\n", "\n", "x_arr_space = pos_vec_bi_arr_space[0][:]\n", "y_arr_space = pos_vec_bi_arr_space[1][:]\n", "z_arr_space = pos_vec_bi_arr_space[2][:]\n", "\n", "\n", "u = np.linspace(0, 2 * np.pi, 100)\n", "v = np.linspace(0, np.pi, 100)\n", "x = 1*np.outer(np.cos(u), np.sin(v))\n", "y = 1*np.outer(np.sin(u), np.sin(v))\n", "z = 1*np.outer(np.ones(np.size(u)), np.cos(v))\n", "\n", "x1 = 1.040381198513972*np.outer(np.cos(u), np.sin(v))\n", "y1 = 1.040381198513972*np.outer(np.sin(u), np.sin(v))\n", "z1 = 1.040381198513972*np.outer(np.ones(np.size(u)), np.cos(v))\n", "\n", "\n", "x_ring_1 = 1.1*np.cos(u)\n", "y_ring_1 = 1.1*np.sin(u)\n", "z_ring_1 = 0.0*np.cos(u)\n", "\n", "x_ring_2 = 1.2*np.cos(u)\n", "y_ring_2 = 1.2*np.sin(u)\n", "z_ring_2 = 0.0*np.cos(u)\n", "\n", "mlab.figure(bgcolor=(0,0,0))\n", "s1 = mlab.mesh(x, y, z, color=(0.8,0,0.2))\n", "s2 = mlab.mesh(x1, y1, z1, color=(0.8,0,0.2), opacity=0.3)\n", "r1 = mlab.plot3d(x_ring_1, y_ring_1, z_ring_1, color=(1,1,1), line_width=1, tube_radius=None)\n", "#r2 = mlab.plot3d(x_ring_2, y_ring_2, z_ring_2, color=(1,1,1), line_width=1, tube_radius=None)\n", "\n", "p1 = mlab.plot3d(x_arr_probe, y_arr_probe, z_arr_probe, color=(0,1,0), line_width=3, tube_radius=None)\n", "p2 = mlab.plot3d(x_arr_space, y_arr_space, z_arr_space, color=(1,0,1), line_width=3, tube_radius=None)\n", "\n", "\n", "mlab.plot3d([0, 1.05 * north_pole_bi_vec[0]],\n", " [0, 1.05 * north_pole_bi_vec[1]],\n", " [0, 1.05 * north_pole_bi_vec[2]])\n", "\n", "mlab.show()\n", "```" ] }, { "cell_type": "code", "execution_count": 14, "id": "b410321f", "metadata": {}, "outputs": [ { "data": { "image/png": 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uiMsptn0CalX8108YWpKYD8hLtzl76+4WMy0pyhjZdcGT5ZpTVxrVKQpzwEWPGXrDMgH5f9efJ7UgqSK2pJ64O3G1pMwXVpD23vvQGxCTW+e+xUytWNLYXloqMj+ZEukWbZ18tV7Ki2Qm5tPzN921EfbtC188RtsBxYvjceKU284IXLRi8MbfuPv47if/yyc/JoNlDMIsQsjiwOMRCCGEEEIIOYf4yEc+kt9m6yJ50fPiK1iW/gJRRa1YvoxjkgGjoLJy4kIVRIQ9g3xA6rSEKpHS2Nui3VK3/xDeW1z4A/QOxf8MX4a10T4dYXE5tCjR0Y2eegxnLh/japmyGYwAeV1GRuBQMakU215wQMGc0bcy4U0hb6IMlvda2+Noy+CyhyTE1v75992v/MXGhwzkcZElNejcKNlg67vNLXaoqsYb3ylpl7fJIX2LfVsMmVqljL4MYPjzW9Zev/lbv//B/Y/fd/RlneJT57xchJCTgaItIYQQQggh5wrD4XA4HN511119gR21DlDLAS/PYlnsSxA7K6OVMpwUUt0oiai6pk0moJFWI18qpfLGqtVl0ISmdNvWX6zbypQRu8pokwnqc8nrzczGi1xxsDnPjNF3lPxqSIFqhoYTEIn6RsTB1q1JSpCp0cOZF90g2HFyPfVqqKU76cNttbHt9C6viX9/jaTeehzmh3K5Vtr9ffcrAPnKiVYmCEhL84BesZKNt3I+F60YrL35Q2uv3/zIv3j7iYP7po/j2CvpNP9ICFlEeDwCIYQQQggh5wq33nrr3A5G8PT/FlmFytJfKqPV9OakwxRR9dYX7t6ZZLwjHZXQDSREHIm31CpM1207gQVA9h/Rj9RNGk9CrykUfHrDclMNfSNdcmpEc22ThPelEH0fE95kgLCmgsvXMz95OzgxAdvoelbJpV1dzOhnAswLmXF7p+2MVnjrrZXpAsTQLoopXAwnguvG+l/Y8paPPvTirie/8KtXv3Rwn5MHMojhIIYoHIsQMo9wpy0hhBBCCCHnCps2bZrbT5B5XnoVyy8AhExZiUckZMqOSLFdHNQONdvtVDMfGLlqBTbypVKq2lgFokjvnlmH/v22CAOMKhGmR253lY9xcuqEhMw/bO8vGwUrk3lwQRcZ50SW1F7mFN2aj/IP9vWdSqTHdzb02b3UTOS1BPHh+mQuN66sgpuusJrVtLEdF4mhM64upg0qvglzpFcgzvjrrbXq1pvL1VxNdEf0jUZ3QxGGjcRFKwZrb/rQ2us3f+VfvP3EwX11ugNmTgDmJRf+dwtCyALAnbaEEEIIIYScE9RnI/TutM3oFBXwYurfz9YBCRGlCp6a5kILLiZVZmjhyE8v58qvgGmshCYS/gARxO0I7C6yWG3ZV3Zn5TjE+QZ1mNd6RiCcdjSnsJcONgc1X7fZEZJ2c2FN+m9KXwn7WixvXyUrIL8mkVevQ9+Q8TXmL0f1M+X7RgYAuGYXau88R6WkrMu+nJrc6O0MBJX1/XVNSuoF4IRv1IuuU9f//Ja3/J8PvbjryS/+6tUnDu5rXA4AvnlAxwP2TAghiwZ32hJCCCGEEHJOMBwOp6am+qLw2e/iR69MCpMneo9HiDAV20IKI+cgKMg9bilHla6cTMdov07WGOsddl7oCTfo+T2PToxr77eNUPZ8N2PMOkKsMNdeaaqADOgNU53kVQhHyYXHWd46wtG0FvFtym+2NXJDu+zJUoE90Vb0vEL6fpQsnl7ydqg+gPxW3yakCPmOK78vkpGU30ysrhO+eGSYf1NDvTxcsDJqHZoXSd1urfkrrsMvumyw7uZmg+1LYoNtE1OLxb5yVATAg7ssKyFkIeFOW0IIIYQQQs4JJiYmtm3b1hclsL64X31Z1+7VRiofI0ILs6qCSE81pyxk4ltHvmDKVVW2cmTGd3KMEGa08hOJKa7tBEpQ1JhDVxr1dtcUYYTUgzJamJKNUnRhUWhm5nY3vbCK1ErGZO6IUxEJSq6iNkljX1UgXDQ717q/+SWKx40vM3VF2t6OnrmWvNfE75Md6a+QzHxctFbeYZutFesWM327XRgG10qu5p8DHIY/v+XajzYbbJVi66vtOwaFg5hG8RIRQuYR7rQlhBBCCCHknGD9+vVbt27tiwIAl5YjX3oVF56vjXktslCxHUlszSPEzyLqeCO4aqzJgLzL2nJrxnujq/R+W38vXO9+W3nbLLuPR1hQD5e4/a5dj97HHHJiiBLkVNUMQ8yBXHZbaGHXvgRrs+0IFO/VNde/d0SX2GyrTNKlbkHP4sxpvy3Me6SMYm5mvI9CNmARcEji0hF+ZewjmMOTav0rBD4LwZ2FWAG9Yon5XbRi8MbfuHvpYPjIv3j7S+15CEDz0eSTHPCK69oKl718QsjCwZ22hBBCCCGEnBNMTEyUHI+Q59gryV1pUtYxtZWU4FItmBZTjVLcjhTWTJ3kpSUcmfWJ99t2wkqkqshbYRpH7WaMmn4Ry7D1Jo0WkJCZXNhSKTrY1KgKFsG+HWFuvkhcIfBaJmkM2qKTilE4o5VErVJizbSj6Lpc8j7GuIKY+cVlB3X+plsRTjyi3Q8rXfDpoTEISN90iOnJedaNC1cMhr+w5dqPPvT83/3RF371alOxbf4cKocDx4P6cmKEkFMFd9oSQgghhBByTlB4pm0vx1/F8uzXiECR7FM8+xXV3ogCZUFtT8sgN7vFVtsbhET2CrD+fXRlBtcaithvW9d1vr653zaqE9tH6kqj2pCbvB3hVINHtaVUFJFhGbqAvtzM5tyYkkXo7Auw2TYR2LPZNtVOIQsmLznaChpX7l0uv1DSYc7QAVD21mS4Ilzb6L32OePQgzNalrftynVWRgcgel/rrLrdxiB97Q64aMXgips/NPbGTbv+7o++8KtXK7drw2TKzEswcVGDELKYULQlhBBCCCHk7Ge+FNteymWUXGR5FVjSUZpOJclih1WNqUpXsF31yQORwwyujV63lcpO01D6jmukrrrdSW+h3cs9vSckBIN1zmZivY9BgoUOVpFyqrBFWLN20iivN1yNLiz+5/9y9dL0n1mRWwm7AhITSE3eM4dDEhIhdtdYt6hUN0lEyx6RnyT6Fh9tWE1vcAmyYAYXPCW8llHdweD+tkclyGvX7fA4BY+89vo8hGXteQjBZFzw3Dw6AJhOb7OVbULIIkPRlhBCCCGEEBKQ/4Z+6ASWX9DIBJ1YYEomlXqOPSXWnMeYqpKdLDqhxPY3VHFAK59ISSUOse2JI27j4NrY6LbZ41Cl6BMEJOzlXWW0KQoC2gn3hmeG7lzRdO3TQguuMabHXrxbVlGYXmoML1kGpHRbP4HaZLjaVs+6RRp6PD0HIBwuMKaCLVMqy8RZxkyuGd+LM1qWN7IH9z2xMg7tFntTr1cx0EXqDbbrrt/8zH/68N4HPwGJ0031+M0DxuRd1CCELDI805YQQgghhJCzn5F22t73ndy39OOvpn0WsW5iKCmVtlbhX4oqH9mXny+eDKjUc8of2S2HGVzJp9RRmFZbMpLUYgY3mk7JYOjmGT/GkUFTHR8R5qTOUEZqziod0XDKa+Gzetew5GRbky7eilPT7ozz0Va4sJVfoni29l2wfJnV1i5hcmZAGS79NxJBlpWfqulcd4Csj6yf5ErGXoQFXRjT/LWtiy4bXP3zW9760YeO7Xry87969d4HPyEvtT4VV15C9+iaOkdfCcbSYwOf2wVCyOJD0ZYQQgghhBAyAldfBiiFwtrqWJtKFVvR7BVS8+TU2wS9w9lzruRzyh/ZR9FtnffFuq0UOkOJJ7g1pl3EK0FWxUi03CNEHyvcNAUe0x+PkgnwJjM+103/HFlq1q59Sq2ziQ62TjeWaK/TRhc8WeSXPXGZLmz1rGQ0ROZOKZ/rXWFlEgmZ3IUjGNSaQe6KvCNcVZ/iEv89xrVPqng8kAPWvPfW6/7NQ68cm/7yP3/7ngc+4SyVNkipK4f1j7zcFZSzlY+EkMWHxyMQQgghhBBy9jM1NTUcDvuiijj6MpZfaLuU+Niv2FZmc37wBTvFwTAFnow2YQc0wqp/1pj25mSD0GHWr9PrnzJD4h/Xy7bsO4QnCUg7NMro/NBRpBFdRu8JCb1VuwARal9OfEat9Ga7gd0BJac6pE+2zdPF9x3daxQb/ZAEZUqug3XVuusA6EVGNFaTFfkyaw7TJRyutfWt7knhEKL7sSHyqojUa8nBQb9+urYDoG90TQVctGKw4TfvXjoYPv6v3n/k29tRgNz225RycA4vvJhOSXoIIQsORVtCCCGEEELOfkYWbVOyCvDybOhMhPVLKpV6XihivaOVyuzIjEhRxd7WZLgCf2QvO+K2tqR0W38j4gbK7JKM0VQVjch2hnJ69kvJAZUISMwvM3qQEcYbMWI471OH4cbaq6KxW+p5RrfVtyAaF4kKskgQqQLM9uiH2wbdeLmsZYnvixEDIBxU2yOSLtc2qqAnbCeFKpgwmbYoIAqSrwekV1J65dI5AOJlc9GKwTW/effSwfCb/+GDB752X2YZY5ND8OiA6RPCr2J6r5YQspBQtCWEEEIIIeRcofxkW2fpL57jr2J59ptE/yEAlXpeDKQUYvXz5rS3NaUSq0S1k9Rt4zvkxPRSOo7MrbuB9CZV10R9/ZhQIbsEy5Z5dWUC5KCpa2+6i7vZdjQSm6aFv8fYtIunlclNLoV14fGAJbot5KAI3PmXQY0R4Lqmd0tb6LGJ43t9uRQfYAW59lH+zpineSXUHyDRTZF3xAEXrRhs/N/uXjoYPvNnH97T/tpY78R8hFOPDg6YOdF1EVZrIvsHIIQsCBRtCSGEEEIIOScolGtrnGjE2sfB41h+CQBbFzG1ksBYqedFRaohXT9SJRLmzqtdrclwpavNRbdtb4oTZZMnIbhGIaqUHZpyY9Zhu5oJK4FPRNZTDcTfsE5ms60aMNmVS9FaTs1mW7Nm5hozN67skATtyq6YcvQGl+u2aFcvuLPenqAnwIl2NI1S+kL7/G1AFKcMzbVEK+BfHkhsuAawZMXgdZs/Ov5DE0//aSfX5ve/m2KrCx+dw7emm6F1mGtjQAg5NfCHyAghhBBCCDknmJycnJiY6ItquO87QPq7+tpLEo5RyKoNAVXf39wIchOFMsWNjEo9a0x7/67k1uIsh0s3Suyp4NgYn4ZZ/miSCeitYBjTvy1mUnLhjV1c+Mnj2if7ulqr9Po5BJGipYN9Oz1ps2bnCju9axUP5PI3LnKn4lVAz11wc/3rq5ehCbDiUoku8smea0v5khetGPzAL255+7996HuP/n8P/srVXrGtgzN/MU4+tq+coy93MzDnnF8BQsjCQdGWEEIIIYSQc4Jt27Zt2rSpL6qYUb7HB0pjFVksRtJkT0bD7ZVu8zUN3TZ7gSep23pc8GSgPC5qyIhA32mlnFhaSpIJU+JUq0alyLlUrpy/ioSBfTlpqTc1E7/y8ZLGuX7Q/EImJxz1wxtV0M6vUuJig641f2MhrWtIXZfTrciVxom/BaKkfhAThZrp0ujQiLOBRbTrfi3XvuPfPnT0+Scf+JWrdz/4iZK5SeKyzbgOQKPbHn1FBMhINDFf3A1CyClh1P9LQwghhBBCCDlTcc5Vvb8n1fKjV+E8oKpQtapinVkBqLDiIpxXdXapbKoRgl5W0BQh80O5tAEVbGVmqhkup54VFyHGAAAgAElEQVRNZ2gsHlQuUdX+63h5m+p71Guv21VbJxOj6sSuoJ11xUVUN1knzFXdTHwQoyqIlFRWeSKyudoIuwKsIsjXQVAKYSJEQcMFo6zRDS/fCPBGy2pHZt1mSoZR4yXlHxQ6MsrMvbUT62zeu4tWDN5w60dX/tDEU3/64d3+MAScBM4/dI/OYdbh3z3aGbuGawRf5/B5iraEnCJ4pi0hhBBCCCHnClNTU8Pi3yLLk/otsl5ZJ6M7nJQkYeELlogydbAzOlZAiOGqmn5lpdjGsvNtY5yYgGqYASmv7HZG4XYOVRUEdI/yF8wQYpjsmcQBPS45N/Mq4nNd47qjn2zbxo12sm1hBbMIEnXkUqQOt0W4DsZCtSZzDWUnDkC8nOnTh2MjartVyLWN3C0QOCwsRv3QlJpA96YW64xwbR26RbtwxeAt//zuZYPhk3/64a/97m3BgredwjXpcP4BzjccXPsrZHG8nDUh5FRB0ZYQQgghhJBzhcnJyY985CO33XZbXyBQaw1pbeDgiUa0zcgH2pUOHVmDGBEpZuWpI53R6QJSRbSr7ZsptnFE3bYRvBLLpzxGV5gCrU2oS1VuhNFoqs3p58jMXGN6kQIbltHd/BIFdgfEPymWGK7Lyqcn4nPGsE4QkNVtJYYrXGc7MhraiKktCd0WiQtEu5gNYVDCvEg4WIRWO6a2K59YLLVuF64YrL72litu2Lx8MHzyTz+864FP+JcKxC1unsO1iO9I1LINzjWirbfLAAd7+z8hZNGgaEsIIYQQQsi5wrZt2zZv3twX1eCyus/aixOOFjOx3LhASB0kQxBW6YRMER3bhkY1rODaWKDb1vfF0M6ckNXam+ftTZile6qued8bl6XtGunhxtvMC6l/xLQrbCUi52mzbeYSEAaYkmWMv022ymztjZVzGLmdvu9+Jggv2XsRrra1fpHFASjdcot4FBhxrm0UrO7J4pAgdCTDapdwu7DlX10AlqwYDK675XW/9BEAj/9fHzzw+H3xjdDXXjwNiWsf67nV3W9Nd+mufZIFqdsScgrhD5ERQgghhBByrnDXXXcBmJiY6IkDANz3nb4IFKsFSAoti6C/xFRl41ayFSWkKhj2KmFPGS1rJRp121x7rb/MqVublMwUOq3HHgVL9FxoE14pJylvM5A1ioqXE7NjChbKGCictmuf4lI+N3Cpq/Yk/il68kqj4l07GiJTMJWuXNqSuAprsslLMIO9y8lONixVZ27kyoaO/OiuvnAXWHSMA4AlKwav+6UtP/I7D12wfMWX/+X7P/vBq/c/fp9Mj0dx4V8KZ/15e1PcwQEvvGjk+kcAX9yjAwghiwZFW0IIIYQQQs4htm7d+pGPfKQvqqP5Ah/JAzMncpJBoUBZopx6KqCqjL85UyLdBjGj6LbaldVtjZVJ6LamIhwbXdTwGpC0OsiISEsVscl7ndWNZG5PnYQrk9W55CWYkaHVpwRmZ+fKMDXWqMTjZq4rY+yZRuQKcuOlUO3WFI/gZKv9lSoVYGS5kaXbwOt6Ql30V0hRYujrHaLxhhFm/JKxwWt/ccuP/M5DLx+Zfvhfvn/H//u7h3dul5FNHQf/bNaJr8KOdM2NUHLwzPFOtHXBE4BG1SWEnEIo2hJCCCGEEHIOMdJm2/w39uOvZN2S7NbRDIE4m0g4SRm3ULqNWp0hI93G/dLghG6rA8IYLRg59VzU7TVKbVc/Jna5GqaoiCIwhhcyX5ttU3bfTf3DcKcaZZttTeIKsIogriMWUAdEWlsQFvqMCmLmuQWMJmDEeGN6JTPr42SAU/0kruyvqERxShMQxcle3b50/Q+96Z/e+a7feejo809+7jfe/tynfvfQVCfXygJxzcLJQIVF//nEobkj0y918XEkIeSUwzNtCSGEEEIIObeoN9tOTk72BbbyXOKnlmZOYNkFtjQZ06dAanolywzdYaDF2kOdkQnvAqzQKpGr7RXgkmPFRSrrfFskFsfbnJijDCzpuvDI2u5cWhVdSJjl2musotHrfueKhjPHN+PtyMTJtkGwOF42tVZxYtOwcp15MG48bjtG7+G2IraLtNv5X0grPt9WeXU3cS0OQGx0AOyXrhkfB3Qxvo9s2kjImrbBIIgJE1T6RWOD9e/70Gs2bFq+evitrR9+9I7bkHjtIboj9VMX3L6oenD+oWvIrnN44oAwRkfZuvauEUJOFdxpSwghhBBCyLlF+Wbbz2SPte39LTJPrKtklJY57JZNMere297AymilDAl7pZ5Np7CEpqLLkWJNdDStE+3muUyukqJPIOWIsvlHs67Skkpd6VK+o9LNrgi3KdwwW45fcHMmttGag69j2NuWba+7YV9FyuKIc6OOuTi2MXFaAvy4WZz4M0zalyCdMmoNq9MYPBeNDV77S1ve/dsPvXJ0evv/82uf+cDVzz/wCbOIPI4gnkM3N3P+iSvyufLRD/TCceNKpSX2EkIWk97/wSeEEEIIIYScbUxMTNx5551XX311XyBuugpVhQrNI+qvEG17bAnOqxqjtMuvGZXqRwGBfYG/oBRuHMtHOaOVMiTsTj2bTmGxtlsiWkZ5g7quuClVwo50DPzNTbh0O6ymXhL+KlKJyTpRV5cSAXY3kRJ0C7LiRKRzUZYOqwKsIoizovpBO1Gw6YZ97Q1Nyqst0RXZYdKectTenNNg1Hj0vc1NjBRLHgWwZGxw+bW3XHnD5npr7fcev+/4zL7Kx0T7oIPbFF3MHK5O0em27RZaB/zhdhx7pXH4mbv2c9IBX9htlCKELBo8HoEQQgghhJBzjsnJya1bt95///3XX399PtIJvcBF2sGLr2J5fEKCQOk+nTFioeXamnqUXum201by3iiuSmRpe9s342PjaCJO5PM3zrXFdVfcWnVCQm2XifHLwDK1ZnnGApLqM5I1kq7ecwMQHRGQOiQhyE1nBeuWmW5I4SEJ5uhdipi5zgrvkR1jtWEuiPTWxWHUN+KjK5IeJO4gkHs91JQtcxc/7yQrO7OJJWOD9e/70Ot/+SPf+/rk03f/1guP3ecDurBaJA3vNcTtrpE33VO4IB65U9uJxvQJW7HtghduTQkhZYz6fieEEEIIIYScJdx///3btm3bsmVLJuZHr8J5Fc5r5YOq/grRto+/grUXN3s2a3v9BUM+xt854i8hi6PYKkokiXyIM1opg2V06tl0asylkkvtA7q7ULzZ1tvtmMhlt9tqRlvc63yimdtTKp2eTwm6VpZPVMW1BblcaUGmAuwiEHUQZ4Wl8i4dFvYzRWKvYbFmIjw2JZ8ABSHzRs9ngyXXyq21T2z98Atfu+/E9L4oPKLv7qBscZI4/yAEWYdZ4MFd+Mo+Q7H122xnHb60B4SQU8jJvPsJIYQQQgghZzY7duy47bbb8j9KdtP6pGg7tgQVmhMSIFU/8ai+c8yzJHHSnKR0u5i6bU4IE75g8et2nzjr7RAulZJJT4V5b8alxdBETTPXjA+6fSk+K+ims+JEbYFVLZuujQgqSC+sOhBZtj3vqrthX3sjqwrQlmi4yJlwZXwhxYGj0f9hYL1h6621V964GcDjv/fBFx6/LxXp2pnXxswNiruNsfDKI1k5eHRwDn/2JL73olZsG28r2j5E0ZaQU0rhO54QQgghhBByFlJyuK1xrK2QGOpjbSsACy/a5gP7BZc0vdJt3u8SQSVSbIlua8s3wVNoDNuBOKu6Qp0MBNCw3d3QtORaruGelFBrlSpJz6f4biqrNBF2LqJ0WBVgFdEBUR2ILNued9XdsK+9kVUFGJZoxMiZpPwzoWbE8Ia+N70godXKrbWHdn790M7tKkgptiaZexR354ZWbAHn8MfbcfSVKMY1befwRSq2hJxqeKYtIYQQQggh5y6Tk5O33XZb/nBblxUOjr+K5cXfKgyhp0+T6PN3yMgR5BgAQFX16LZVtmbjrWcg4swsbWz7qeCYWEGLeqG9vYXqVrp20MrqyrjuXNrMq6HYlRyowKUjrVNZg8jik21TWanLihNdu9q9uakKsIogUcfIyrRTA/lu3/m2QHD34yk1MbJfRcZUsPK6ptH7+VDjMHce34jHN2LTNqzfabmdf2hYMjYYXHvLqg2bVm2Y2PGpO56++7e+9/h9XYBTz7odL1y3FPVYVdsVXviY0XHisRnCYfpEVrE9uSUlhMwXxf/3ihBCCCGEEHI2Mjk5ORwOM7pt/tv7zHEsvyQb0RIrDnlFZm4KRU2sN/VSTyYj3XoZLuV1uhX3Esa2bwarQPEUGkNMmawSDaUdOSXJOVTp35Xy6fGvgXVe9RNkctCwrh5LTkPU8SYlwuoklW7GhF3bPsovkulSlm4bp5sVOlJXOucfJYsG0hee1W3hh0A3CswY2UEzaByJRIUgwDWNQvW2nJkxPH4NvrYRM2MA8PjGQLQ1Pwf8L4wd2zf1xNYPP3bHbWgvAUFLNoOA5nodAFucrdqWa33BDUIp/rXXVROPDti+vws2ypaPRAhZSCjaEkIIIYQQcq5z1113AUjptn/3bdy0PhRWhDCz9mJD3Omo1HMpo8Zn6PSLAkqk25Szc4VBZoo2tv1U/cpo2aukRbTwPAEHQ5ztghPKWiVdUZAOMAndmZRel4486c22Pi11Cd5uCq+9FKZ3YcJrGxdRt4W15jItvhad1fbjatJvuroY17VPUsCt5doHNgXGxzfi3dswNmPE11rtazZsWrZ6+MTWD0/+kw2Hd24X0wHQXYOyO9FyXbN9itYk6DoAjbaL7OLEOLTp6B7rhnNwDjsPici64YLurL5CQsgpgKItIYQQQgghpEe39cJMLNBMn8D4khEVBQBp5WX0SkUoWSRP/rSEKl2kc4VBZoo2tv04uAqeVDNtrCwjgOg+dt1WSKoQ6nfhC0A+BkSmOL4JCSMXYrOtOZyPUSPWowSDIhjIuNgwMSgV5pqkhg68apVEb351W4SVgbKjEto0VSEIi/pmsAxJeT3me7NEyb3vBtz3Xnx9A972cGdcMYP1O7HxMa3Y1scgXHnD5mWrhzvuvePrf/hrhlYLMemgKboucLmCNQnWoe046HWJ4+HvSzhi9+jggIMv4XvHw5jwKhzw5b0ghJxyKNoSQgghhBBCgKxuW3+NR7w/EQDw4qtYfkFOZymQUxrKI+eMV8ry5LfcZopU3l4FEZUVr41t39sryCfVTBsryyhxjVRUtW3/7MJEaexcIkiqn/rRrGVVVvS69JwTx9Sa1bKTSoZ1AfN0SEJQM6pgFpF1EJbSieH66JhoLBUJc0kRoG6EGVMbIe1tX9tDXNtIBcRk/ivLzBj+9n2470bsGzSWL78VAAb78I8+hvdsC4LlkbXH9k49pY6slTizGXZd4HLtYxXGVOjWBOEtCyzhMOaszJk0j+1PkM2cMCI7i7MrE0IWH4q2hBBCCCGEkIZat92xY8f1118/NTXl7fnv8MvOz3nLZZfyyJPHS2l55rbltrOHEWa8Nrb9yndDp0JbKjss9ANCYvMSUqDZ1ca+zbYGCYfMakLCyNE228YTtg7hDbp9hyTUo6BKZnUrVn5IQnG6ObpfqAXRbVG0pNKLaHmB/i23iBeqjUvFq8B8TIZarv3EL2v7YB9+7few8fHOorTap+/+rUfvuE2neZzZjCyWYhu3m24r3XpvvNQSeU8zdvno7U9MhxYXRDqVQAg5dczto48QQgghhBBy1jIxMXHnnXfedtttk5OT3njzelRA5Q9IFXLPxRdgyQWNF0DVfs2oNQjzK4e5Y/eUfDkpUScyui2yFZwVYcZrYyTbxIujLZV/MJD2qn3yt6kSuf6u+RsN0Y7vrBkWVzO9OZdVJ+i2Acl0dPXtblTBW1SYmqed2HZSudKFVAUkiiCog0QpbRd9aUe6rBGp+lFAZwkdcZhtT0w+Tz5yZgxfuRb33YDtGwL7YB9+4l5sfLz7zbFYq33h8fvigh1OPZvOpmWqtOqd7VK3pmwxc7SSsRx61sE5fPwp7D/eGsMrqnfjvurwMI9HIOQ0YC7vfUIIIYQQQsjZzXA4vP/++7du3bply5bactNVOK8KRFu0XycqYOkFWH7BSYm2p/abyUlKtwui27YkNbKwX6qR+btT6W5813pcKW3XCoPpChMzdcxc3bXSg246JZXlLUHXSkQqFz3pOt4s27ZEUti2qiFRUHf7dFuE9c2AzlgQadsTlzASB9Nba//RVrz7gaZba7WvKddqYeiwlr9pmXJt1/am7CWb66m8sngXGP3omRRkZ07gY0+0XkuxdcBDe0AIOR2Y84chIYQQQggh5GxmOBzeeeedAOojbn/sKpxX4byEfnf8Vay7eO6ibfnXkpLIEgXWpDdxoXXb2J6UckRnBF0MhtRYt5XcGXTDtvkCiMNktUxkzmXVCbptQLKLrn4qxluCsFhmPdt125y37qp+FICoYKLXZ09cSIaZMXzV2loL4AN/3G2tnZtW2/+xELZKFVtP3/UGxtSKRGVj3dY5OIfP78ZXXwBixRbNxc46/goZIacLhZ+BhBBCCCGEkHORLVu2bN68+bbbbrvwucnz652Vfn+lkNtWLGkk3brr7UpjqilRf0YNSNEruCh64+d2VEK5buuNOUVMdPpVHm9ML3vVBsQ3rmoTTRdO3WZb1TXTja5I8XZT6tVZBYnI5MJIh1UBVpGunbLXbdExCyp70I0qx115CXaANEY+MzjnCq1mTH1q7WfFj4zVDPbhf9iKa76GsZmRtVqHgg+COCSSd7ViG0q6VRhTFVxsBhkfy7VA9ytkn3gK+49rxbYLABxFW0JOG0b9KCCEEEIIIYScW0xMTNx///233377l+7cUsEWbQEsuwDLL2y6nd1UeUaRJ+brG0uBCNPRGzyHLbflum1MrJ0Zxs4TGROLKG+fD/PG5M7ZU7vZNoo304OU3grxoGGWtwRdkRhHaguCdGQrwCoCUce2123RMQsqe9CNKsddhEOkYjpjWXCvK/btXI97fxqfvUHbB/vwT34PGx/HkrHB8H0fWrVh0/LVw+fuvePwzu1SqzXeemXvxlSilmhVO4oxMd+quWVJIxVbtFtoZ07gz560FNs2xjk8RMWWkNOGub39CSGEEEIIIecQw+Hw1ltv3bx580c3T3z72zvrbxFVqGH5ExKq9mtGrRMZGlBoGlnE6f0SM7qiGtMbuWi6bXC5lqxmhHljYq2kOWiPvtm2VKg9uc22qmuW6mJUteKUOKsLaK0qEQW5yKbDqgCrCEQd2163RSeVa7vaTtCNA8IhUjGBMfKZwSUBB8fwt7fYW2vffy/eunPwttfcsmrDptdsmADw3L13vPD4fYd2bjdL9b/3BHasJcVqxdZUSPtWIPXONVGxUpPtBnVwwOd3NWcjwFRswW22hJxejPJJQAghhBBCCDmH+cfvXv/hj01OTk7+5e23AVpZG1sS/lJZqzplZCOrl7bP7buLpbWUazX5yIXWbZWUpi1mmDcmlitToUIwSqVucduWt1W3Eym9kTlXmKu6ZrqqULUtM6WzV2E3zMokIsrFiOlIVYAu0m+v26KTylWuoBsVj7sIR0nFBPbieEkdc3AMX7kW2zfgszfqgMFefOBTg3945JZVGzZddeOtx/ZOfetjHz409fWkVltGz6dEn1wLodhqGTdNySIncbopZVnnMOtw91P43nHtguviZx0epmhLyGlD+QcAIYQQQggh5Fzn5vXY9J73/OL/sXXr1q2P3LUFoVg2vjT4pbIKsCWqhKIkCezz8q0lEksKpdv51W2d0Yp7gLUChqATWZBWeXqX2lQtu7sp5pBzpcP0i2EeN9vGk1fduAL0BHyWmqS2RMVtC3Ru187KvkDkTdex7XXbKogwV7mCblRcB3hLZIpjtL04Be3W2vtvwL7VgX2wFz+3bXD9D35oApuWD4bPfuqOw1Pb+39YLEHhpwFgy7XK4uVaaZeNyvetK8+shomMV8M1jw4OmDmOP3syiEH7CeZaYZfbbAk5rRj104AQQgghhBBy7nLTepwHjI+P/eN//zfD4fC3b5v49s6daL9XnHgV6y5p2lVtnJNoGxjn9yvLnKTbRdZt48sv0c5gyWeN3TbnFLqq7S7CZttMsJmrulVrCrphtXwFH9arvaqxgsi+XIh0wygqaG9UuWuHpXTbKth1rbK6G9WPuwgHyoRpezar3lp7/43YviEIGGI4gYlN2PTzeycAPPupO1547L5DO7enhvOUvNN7iH5qrDWHXdE3FVv/VPmmtc41vdcVI+VatIqtc/jCbjz6QqjYorsoiraEnIbM4ROAEEIIIYQQco5y01XdGQgbN278V/c8Njk5+Sf/7KcPzswAGF+KCjhPCBDVSYq2C/R9Zb6l23nUbXslM9uSWKhRl7cKzRWAss22ddvf9GSYldUFtwOn6uS6ifR8CqLXZ2oXrQqLE2Hmtp1MOqwKsIpII0Qp2163rYJdN+8VLeW1LbHJCjNcYdDBMfzXW3D3L3eWIYbDVqt9297hsX1TU//1j07+AIRCyt/dplwr2y54skisdgYZrAbymqxzcA53P92cjdDFhIqtA89GIOT0YqRPA0IIIYQQQsi5zs3rxRkIFTa95z2/ede2ycnJO//ZT88cnFm5pBFqa0moUtqTbmXFoIX+shIJpr3kdNu0eyTdtqFYKcMoYllmbaUhuGWJXbTadUo326r0ZNdKUfNJZQUBYSLSuShLh1UBVhFphChl2+u2VTDoWpV1t9JeHeCNltWMVN6DY/jqdfjsjfhGu7V2iOEEJjZj8wQmju2d8ptq05Xmh573puVRwm5SsXWBRS6LixY8jukhLO4bs/XZCCfwn54MY0V8rdhymy0hpxsjfAIQQgghhBBCyE3rcR5aZbZVi97znvf85l3bbr/99mc//fsXHN1Xf82oQjms++6RVpE6yyjfVOrYEtXVYETpNh+Q2pQ3mm4baXBxtzEWC2Tm4kc9bff3wndP4WZb1TVKxd1sBYQT6A0rT9SRsNJhV4BVBGIOhr19Mux1W3bS6cqlu9EQRow3mtZE8MEx/OltuP9GABi2O2pvxa21UHswcVJtYoQRsN+sfR8Bsb93gy0sxTaDcWnm1brArORaKdrC4Qt78OgLIkAqtuA2W0JOU07+g44QQgghhBByDiFPSKiFpPpLxfjY2DXXXPMbd237m//79gf+4vcP7d/XK9rmBKDsN5XCrzEl+khDQnYxWUDdtlgXWzi5Vrqq9im4j+0k5d3XbQS6Zz4yk2jWUV0125LNtkEX/UV8ogozLOlcaUG2AqwiEHUMe/tk2Ou27IQuhJVtb9hRAaYF0aCdHUB7DMLkjVi+uhFqhxgOMZzE5Pe+vu37//yR6rHtQcLC0fueT71/Q2tSsW07UldV1xRbaka6dBc3HGYB5/AXT2P/8dYVKrZwcMCswyP7QAg5rRjpE4AQQgghhBBCuhMSaq2n/lJRP46Nj71l0/t+/d99/ImHJz/9h7/1xJfu867uu4clPAWW9NeUuX2BKdBkdFCPMpv3zk23BZDXy7wxsvbIPaE7s4bGHQlvVtVaunuaUGNTYUZWGJxzFZTS3kSFzhtmdWFtS15CEBAmIp0LKx3ZCrCKQNQx7O2TYa/bshO6EFZIekVHBRhh3hha62MQpm4cXr6hE2qnMLUN276xd/KKrZPXPI4VMyIdFra1mIJPhJHe4yPJtSq0qp/FFRVenAwz5Fo0aqxzmDmBjz/VuoRiWze4zZaQ05bCTwNCCCGEEEIIabh5PSq0m20jyezEK3jD+sHff8cNP/Pr/xrAF+7Z+p//YAvkd4+E6FMZLct7EvRrNc5s2mQCTN02FV/bcwviLZGpRzsL3ak1zOhiwc313SpoyxjlCios0GbbKF13swURzqc3TFuQy9XBZjrsCrCKQNQx7G3Lttdd0deu0Kq82hJeSzJMWJeODfbfdou7MRBqJzH5jb2TP34vrnkcV02ZmRq7/knT+36vyci1qptRbB1QpcaLLq/oep09Si3IftGfjWAptuA2W0JOV4re/oQQQgghhBDiSZ2QULe73yKrcNmqwc/+rx99w1snPn/v1k///pYmPyH3KM3IcM0TPerMqdBtYzJaWyomMIa+1AIa9oRmV4lGuRpbquGGXjPYzLW76JbL7rYtOYHeInEi0rkYKR12BVhFIOoY9rZl2+tu2Nfe0KS82hJeThy2ZGyw5rpbLr9m07ENw+Wrh5OY3Imdk5icxCSAy/fiv9uKd23TWachvW9nU66V9q4RlqpCL+Qi9C1HFYmwCAeqZdm/eAb7XwximkYdADiKtoSclvR9BhBCCCGEEEJIROaEBFRYfj6WX9jpbpetGvzg22/44L/5+BfuueszW3/n+We2Z1Se+DvKAn1pmS/pNuV1CV+vbmvIZGVrYi5gavUMe6WeTWd7r6ugLV8ApUJtQniViWYd1fVXnevGBdvWSFm9ibBykU6HqGAY63Y0B4g6hr1tSbsOC312pDV/sysnv2RsAGDtdbdcfs2m4Y23TmFqEpPbsK1u1OGX78Uvb8X6nf1ba/VAi07hu9iJlqnkKsXWjXhpvcHGQLVo6zBzAp94yg7zk+HZCIScnvS+9wkhhBBCCCFE40VbQGt2qHDiFVxxiVbWLls1eMPbb/jpX//XqPCFe7Y+cPfvHz4QbO6KpaKEYT7JSainQrfV6ph18bHNXLrUuhl2cadSBLe4bqc22M5Nw4VWJ3s32wbdRLrvekvXRTeBzt6n26qh40Skc7t2ooJhrNupOtBZQTur20KUjV0Q88wFAACWjA2Wjg/G/951wxs3H7tmWKu0AKRQC+DyvfgH9+KqKWx4LKwTl05QHDh3nNGyvMriRDuKlAopoiL+ory98DLrMFOuhdhC+8U9ePwFI9IrttxmS8hpS+GnASGEEEIIIYR0BCckRKLtJRdiyfk4D51sJB8vWzV4wztu+MBHP75/19QX2xNvZbpkEb6xLKxum3DEZkMUi0wZ4V68dMIAACAASURBVCyvr9n2Sj3baKXPN6qu69uqq9vQL4mgm9dwRUBRN65gFfRdb1FFfKIK0xbkcs3gUmPdjuogkRW0M666G/a1N7LWzaX1dtq33nL5hk0Xrx5evHoI4JHJOz49cfDfrr4LEZfvxS/dhXdt0/UV5eptOXHJ/Bs55c7LtSrAEFITim1gKrh8M0QPJxRb5/DJZ7D/eBQsY4CvULQl5LSk4FOBEEIIIYQQQiKSJyRUqIBl4QkJnVdIM5euDNTbT//BFvUFZTG/riSlnEXRbeMrzatpgbE8MupnVjjlUjdR3Xejje5l0BuZSTTrBN0oXXcT0w66Iquzh1lxItK5yKZrY/sUFwGCl0Q+q9RVt0OfivSWpeODtW+9ZbBh08Wrh4NrJo7unXrqnjsOTm3fh72ffOP2b16Db16jE2ut9irrGIR4FB3QGzGPpN/YpqdErpVhhoYrnvyFBh8IJZdvfTS59rH+2Jk+gT9vz0aAGFeGcZstIactJZ8EhBBCCCGEEKK5eT0q4LxaEorEspVLmq24tVF6Yz3irbf80t9/54/98E/e+tTDk3/7R7/1xEP3tWUWlZwmawk06ajIntVttaAWXXZKR1MOc7m0sVLPBvllT20dzSizKVccqeqobtW2kt1oesZsVf22I4ugT+2NExHloixdG9unuAhEHW0XfW1vW9KuwhBWrr1LxwZLxgZXvuvnVl+zyau0x2f2zUx9/eDU9kNjeOyt2HajrdXecg9+6DFctbOrliLjUhTpmIWMqNJqb7FcK+1OPOqEMswFsBVhh1nAOXz2u3h6JgwIFVvHbbaEnMbM48ceIYQQQggh5Bzix67C+VUj18aibQWsXKpPSGga1reQqt14Oxi+/sf/p4/s3zX1xXu3Phide7sIJLWUhdFtFXNTbM3vddpoiXqWP+FN3DXfqBDca59itFVkgYZr1smnq5Su27byWWoaiOr4RG2BVS2bro3tU1wECG5EYBd9bRct2wUAWDY+WDo2WPna6wbXbLp49fCS1cOje6e++8V7ZnZsPz6z9+DU9go4OIbH3oZvbcC2H4Wi1mqvjI6sNWcVk/eOREmpsrdjg9JqEaWbiq0tp0ZeOVvT2IvWhV2j286cwL078OIrIkYotnXkrMNXXwAh5PRkpI8CQgghhBBCCOnIn5Bw4hWsuyTQczsRKvoiIrWqS1cOrnjthktXDv7Hj358/66pL9279dHP/OWup7frnAXjVOm28W5HHWA5kmFRP/X1r0dNS7sr8YjEy6ALqxLtRKQZbOYGXehqvtuFqfpty7yQwB4meouODLe15tJFJy5iGOu26OiBompBO6y5dGyw7q23VMDqjZtWXzNRG5+4546DO7Yfn9k7M7XdBx8cw6ExfPpn8UCk1QK4fC9+8S78yGRglBNQJsMVURKz0DijVSTXSrtuOF2hHLUmxtDth8ysA4BvH8bf7hTeSLF13GZLyOnN6fBJSAghhBBCCDkjSZ6QUKECxkc5IaEKnrrmpSsHr3/7DT/56/8awNMPT+7ftfPT7Q+XScwvNnMWR7Douu1Cb7BNffHLfCHM/2t05fTdypJfjTaaF0mXm040c3NdMXmzuA/oum3HnFJ5IrK5iCcmKmhj+5Svo+2iL+0Alo0NAFzxtltWb9x0yerh6msmjuydOrp36rtfuGdmavvx6UalRVj80Bg+8YGkVvsLd+GqKVw5BUTDeQx7YoYZyiNPHlOrjXr9cq1sx4qtb1Si4xBcavKqnW6qsvUW2r96VvwEWTh0o+0CX6VoS8hpzGJ+9BFCCCGEEELONt63vtHpKkuDW3Y+Lr6waUtvuWjrqdXbd/3cr7zurRN+++3u4u23cxNw7axIMemLCu2Ro1ex7V0c21hZxsCZcGW/JuaHrtDcbqPdVra9BRquWUel2924QttSWUEA+uvEiUjnNu10BW1sW/k62t4+LR0bLBsbrHrddWuu2XTx6uGajRNH9k498dd3TE9tPz6z9/jMvhMzgWInixwaw2fejwd/FC+shuLyvbj5HvzQo7hyqhtLEvay9sQlzIE5pxvv06xWG1uc9YGQkWuhKhR/NslrjAeq240g63DwJfz5050jVnUdMOvwKM9GIOQ0Zs6fbIQQQgghhBDSc0LC6mV4xQV6btNIqTxlIs661/7Qur+34d0/9yuvbQXcx8rOTyiWRzoWWrdNLoWyZFdGWyo7TDgTrrSv96ujvPWq2939hCuOBLS42bP3NkrX3bhg2zLn0Nn76vhEbYFVrW6nK2hj2wrSfUNYl40Nlo0PVr32ujUbN12yenjJmmFt/9Zf3zEztf3F6eC4A18o6AKHx/CZH8e3NuJb1s+Lea1WUQVPodHCdlVmcxHp02pjoynXynZesa3T1cWqITJLYQjErunOOtz/XTxzsPGZiq3jNltCTntOzYchIYQQQggh5OzgpqtwXpU8IQH1z5HNt2grvX4HrhdwAfwX6wgFz6jS7Zx125yeW+s1fTqXksPMNVEynGHUzsieXevCG1F3qq4pHqtEW6SoF0YcbObmutDFdTcerm2pq+hNREGudJnGSnTyKQCWjw2Wjg9e89rr1mzcdOmaTqL95l/fAWC6PpR2x/a4oO5WQKvVPmFpta/Zi/fdgyt34I3i58VUtcAY+czgHtcoReaO9f4s0WpTIqzRtjTTujXqpxCAKppJMJw/stbh4Al8agovvhzEeC9aYZfbbAk5zVmQjz5CCCGEEELIuUP+hIQTr+CKS4x9kfY/7jaNESmXEnDrM3BTm3BHEk3mXbd1rkexjSWw+Kq1RSyy5bHs6VXu/a5o3jXZ6263pcwa7SjSTDTji7pRBW9RWbFF1fGJcaS2oCddx1tll9US7euuW7dx0yVrhms3ThzZMwXgG399x/SO7QCOH9xbN2Ri145q1u1DY3j8bXjwR/HERihesxeX78VPfRxvfLSNl8m1RRtCY+g2g0cIyLp7izcUq7S2N1Rg44BAHk3Jta1sKo1y/qq+cWmyctU22s2zzsE5fOcI/ttOY25esXUOX6ViS8hpT+mHGyGEEEIIIYSY5E9IuPhCLD0/0HObhiUkyU7qu0rhd5hawAWQ13DLpdt5120l6qKU1hYHaEtlxwhnZEyvY36FU/crNgePVaKN7jWjuubrJLP3VqXb3bhg21JZQQCMOohKIVUNPenSuHx8AODKt98CYN3GTZeuGa7dOHF4z9SRvVM7P3/PgR3bj8/sPT6978WZfTIrVa3riqkeGsPXElotgNfsxQf/faPVqjoIR2ksUUxgL46XlMQsKPo9WyzXwtJk896oU4qagEMj3c46/PWzOOB/gixWbAHHbbaEnAmc8g9DQgghhBBCyBlParOt19RWLevs0gX1ncQ0hsztO0xGw32+4DDcmgXSbQ2JDbml0JbKP2hsY3oFS5c9EWdfSN3IbLZNeM1gMzfXhS7uK6SyYouqE0SGpZCqBiN92fhg2dhg8PrrLl0zvHTN+ktXD9e9aeLwnikAh/d0Eu0BtYU2PCchaMsOdNihcXztbfhcWqv9h3+CNz6Gy2YQltFdRAOlwgJjcUqKkYLnRolWqyxzkGt1gAsuLR5OXbhdHO1JtQ4HT+CTz1gx4vyEWYfHvgdCyGnOInzuEUIIIYQQQs5y4s22UmAaXyLOvW3Mc9xpO19fYGINd//zU08/sm3/rqlvf/ORzG+a5XXbjDhrugw5DD2LEC/XSAuVUmwzC5vX3dLmwOVfGN5Ysve2apPjRDPe7kYpun4ckKhjWNK50rJ8fLB8fHD566+7YuMmAJeuGV7R6rNf+6s7KmD/ju0vTu89PrPvxWmxhTYs0m+v26JTtftqP/9jOa327z+KFTMiJywozKElNllh2p6ISCXmmVuWxHhjJt7OmW5SkPWNWM91QGV/Lri+6zKGcM0osw5/uxO7jgZetDN0rbzLbbaEnBGc/EccIYQQQggh5FzH/xyZlLpke/kFWH5hZ9dhnsps9hhPnktXDta9dsMlKweXrRpcc/1PvU7IuAAeLTlRYXTdVl1LFTwZAdpSLK419tHFsrzQVnIv1C0uEWpVVwabuUZXpNvdqGBsqdqWSoxLoc1dPj6ogGXjg8HrrrtszfCytesBXPGmicvWDA/tmTq8Z2rH5+45NrPv+PS+Y9N7D+zY7tN9BVkT1hyCdnbL7aExfP1t+NyP4cmEVvtzf4Lv24ErpwJ7FbZkTR3gLbGpttvm0J4KynkWjPRbOKfeip8UC0RS3zD1XGusKrIE9tDh/AKJ02yBbpttaiznMAs8RtGWkDOBU/BJSAghhBBCCDn7yJ+QsHo5Xp3txLVajZJhHZZ6FTkXkFrauHTl4NJVg3V/b4Mp4+7fNbUz3pA7im6rLqSKrHaA6JSvz6iyWuCKgkpuQRzjLzB+bXSWuQq1VduS6aoaIrE1pdsGYZFl+fgAFS4eHwxefx2AK9+06bI1QwDf9+aJQ3umABzaM/Xcg/cAOLBj+7HpvXWjKwhjJk07mg+sOQTtSLettdrP35TUan/2P+LKKXzfjq6KrKC70dBGjDdaVjPS9uZD+/1zou89m5RrnfbG0q0TnSAyylV9l77Y1Ih1zVmHbc/jmYMiJlJsHbjNlpAzhgX53COEEEIIIYSca9y0HueHJyQgbK9aGp6QsHCibRyUkVEtzHAv4wJ418/9CoBayQWw//mppx7ZBuDA842Ym9eAbJksfeHzq6MhvYx5Ea138XMBsWZaP1aJtkjx6xMktq3SblQB0Dqpz7p4fABg+fhgzeuvQ4Ur37ypAi5bM1yxdlhvmz24e+rZz90DYP9z2yvg2PTeF2f2HZsOfhysEp3AiG4m0oVoPl07VQdNqUNjmPwJPLkxp9V+X63VygpiGDmi7oqVTMZ4o2lNBOcCehNaigMB9Ku0Ka8LHXm5FpFamjKqsiWoWNdKsXCYOYG/fFa4LMXWcZstIWcOo32+EUIIIYQQQkgKe7Nt2z7xCq64tLNrhc5j6VYpy8gRxeJISaADLl05AODF3He3Yi6AemfuUw9vQ7szF8Dh/fsOH9gni1TBU99Vn7R8llqhymhZXouct9JNb2i66mUQdWVWz95bEW9325SLxwcVsHxlo8muf/MmACvWDgGsWDNcsXZ4cPcUgEN7pp5+8J4K+N5z2wEcm957bHrfsel9VVtRX1E4PYgr0kYYc2vaUTwSdQAcHsPkT+CpNyW02j34mT+xtFrVFibp1d1wte0YaU850imKXFjKV/K+TdOr1aoYW7q1gl3bcaE96jSG+PqS47a/P+YcvrwP2/d3dhlcT8ABrzp8jT9BRsgZQuGnJSGEEEIIIYT0kP85MoSbbSthj7UhbUxYynwWBeJOQUgixjVi7iWrBle8dgOAS1cO3vTen4LQcwHsf35q/66p/c/vRIUDu6Z2fvORCpBHLsxZMjv1cm1lNrWlufvi0oxXRfpEBdW9eOWgblyycrD2DdfVAWNrh2Nr19cNAOvfMgGg1mRndk89/eA9AI5N7zs6ve/FA3sBHJ3e9+L0PrXaVdsJJgZLpY0toqMuHEK3hVUEiTqHx7DtJ/Dkm/CUpdWuqrXaHaFWa9UMutEkdYDoxDEpI2C/GjtvzhlQHjkSqbe5PkNWec125nxbpdiGimoOFzYr0W5r1lOdOYH7vouZE0BasXUOj1GxJeTMYYE+9wghhBBCCCHnIj2bbV/FFZegar+H2CckFIpHRY4s/XpJSUhSt814a0n3slWDy1auvnRVs1d34/U/teqK4ap1w1rSrTnw/BSA/bun9j+/s77K2vudbz4C4MgBvW8XCY0sKagl3PkVLbkRhRX8K6FrA6iaJaqEFHvFDzY67Pi64dja9VWrw46vGwIYWzuc2T1VB9SNp7bdA+Do9L6j0/sq4Oj0XgDHDuw7OtNulQ1H993Y4ldJJRoWs5p4ylSAVUQaj4w3+2rzWu0VUqsVAeqFEfaCScZebQmvJRmmXBlfHdDjN5hDSv5N7SL3ycq17ZPSTyWuvpDwQ6MSbRmpun6n7Zf34Rv7jX2+nWILzHKbLSFnFHP4iCOEEEIIIYQQm26zrbVf8uILsfR8sdlWSD8lklDy28vJfK3p02X7/IAZkxVt0aeRXbZyUDcuXTW4dNVqoBMxL105uOa9P1V7V60brlw3BHBg15TPDTTfXVNVY9wpjWhH/M63HkFIai1rdVh561kp65WtuiqppdWalevWN421rbFq2j5sWlzF9O4pAE9su6fuHp3ed+TAPgDH2r2xqHD0wL7uhRS/rhK7d7uw6EbMr26LaGKwKiAqcngch8fwmZ/HF2+Cyao9+On/iB/8Ki6b6fLNgk1X9JULYpK5gKgTh6WMjSvjE5RFzQOxUNvYe7tCjVUxsVzrU7yWWsnc7AeNOQSEYnvwJdz3nWabrQyTI846PE7FlpAzikX7GCSEEEIIIYSc/fzYVTi/anRbSKWsbZ8HrFyGCqiQE21HkIHm5TtNsWKSYiTdtgqeIlkt7PQIZwCAS1cOvBB2SSv4VkAt+EojhCK84fqfQjErherq8WKxnNLXJ+9RYVWo+R4Ru4OPHNhbN45O7wNw1IcpMdQ6JEF1zXi7KyydPbodRlmRmLNY1dDOJAhrn1TY4XF84+14aiO+dDNiVu3Bqr34B3+KNzwa1W9b0h64oDVTO1JYVYBhCS/KcuY4JRpuSqiF9YZNybXSZeiqSrEVXV2w4CPGTKkVW+fwsDzNVqYIjZjbbAk545jfzz1CCCGEEELIuU5qs20tzVx8IZad37rqMBHTME+irfT0qyJ9EX3+Ut1WiWJJcS0hhBkWawV6FjB0Z74W9q55yVfKfIz3xockxK8f1TVzVbrdjQrGlqptqcS4lGGx6iNbE8CRcXzj7Xg6rdXe8FdYtwNv+GqQpev3uupu2NfeyKoCDKN1vYqMC9aghZRk5IVR05nRamWzX64NLS4/mdDV9SrR9lKsgwMOvoTPtttszUHrEbnNlpAzjgv6AgghhBBCCCFkBJxrRRQHJ8Ss2nz0Zbz4ClYtFfFA1T7OF3EpabEFkyrlKPRbtDk+V8lStlLWtvJX0VgiU2oZTUVsZH2tQJjzlMTA3/oq6KYeuyyHquqMqhtUbjv+1dgUdM3qqSJdAFA5QI5SN6JShiWsBlkhqllrtQ/djKffhJhVe/Dev8IVO/D6rwZ1IEppe9tSb0AfBjS6oX/9aG/dFVYVYGS51tgGqWARkvW2QXFAyqoSyzEzYmPqR8mkWc5B28V2V0TVgnhrQurqfMhsPZbDk9OYOWEMWj84NNouIeSMw/4YJIQQQgghhJA5k/85suUXYPkFOK9qvo60z8GXk9S/mDbMkanwS05SxUjLG73ChxEgpJZmYglJqwpb8VUYlrJrr4xW3Ouzp5U4RW+AJzV/+ZpR3SAgnJIZH3RFhc4eXZe5aVdbYJQyLOE1qpqHx/G5n8Qzb0pqtdf/Fd7wFazbASTqQEzPsIuW7aq7qh8HWNYoyTJaE4vJez2FYXkyb2HtiuRX1XWqkZBrvbF5tMrKYJN4Go0O63DwJUx+FwfUabZCsYWDA7fZEnJGwp22hBBCCCGEkHlm1uH8WmKRm23b9rFXMHMCV1zS7BOcX8rrVSmRJOnIeNIBrUkpX7Yu1raSXm+xrtMIS/hSq2TYK7NpULjyJQeYunbZ5Cuk7tYvoSYguzHWSEf4gqzt0X5biCKIypqlkhZRvzYeGceRcXz2F/DMm3BgDWJW7sF7/wqvb7Vaj9wYK983zfTQzBBikmhnBYyw5dYIqLuu7bdzkDEysrO3/czeWxGVDKiRYRnUtHsJwpx67uk62ClOPDkR2bUTwQqjJpo6dcFZhyenk4qttxQuBSHkdCPzkUgIIYQQQgghcyS/2fbC87BiCc4TFvkIJKU9w1yZzRGwFY20ztGrgBgBtSkhXVVhK+n1lshkXnhl+VJLlFnY3lXtDUD6hsboVwKiF0k4Mb0xVnVFemcPC8YBVdtSdbTFyjUswOFxPPEOPPNmfNk6rBbAyj14/x9j3Q5c8VyTKRcsaIuOjglXRrfD+ceRQNFLqwqekmFJuzXJFCUxc8AZrbhnWAIV1ZJru644kSBWbFPnLUQdu7hrKxx6Cfd/F9P+NNtYrnVw4O+PEXKmwp22hBBCCCGEkPlnFji/blmbbV+exa4juOISVIAzpRnbuiBUpsxqW/OedEBCaAu6BZoaRpLVIl+pslYmq5Xcn3KtFmFBf/8dkhtsm8js4bYyXZYNRom338LaXRtbwtzYcngc33oHHr4Zz7wZMSv3YOUe3PwxrN2BS6eNIlBj1e1w625nR+mWW4RZCIsjvGsqoLOEjjhM2gOXC58rI8vjYJCJNwmKRBXNIZRRd9UlqDDXtb3Fd1PHIzRGyyFtdUxtmXV4YhrT/jTbsHI3ljkYIeRMYNSPO0IIIYQQQggp4mQ221awv6wYtspszgVD3EjrHXklJOVVM6zCVtLrLZHJiLEcqZXR9ko925Ssc7lcmwn0Lrl/Vr6KMgFBV6SoCnGAqhlY2k4qt7YcGcfnfxrPvgnPJrTaTZ/Euh143VeCCojLIqgc2BGssI6JZq67llSqg6OIOKUzhj4zstfVBPRGlJN4H2bevDm5Vm2eLYmxNtjGo7vgSccE7baCczj0Eiafx/SJLiIe2nGbLSFnMtxpSwghhBBCCFkQnBdo5rbZdtGpYj3FMPV6kt6Mgpbz+m6BLlauoBlGaxpWSDagNwJAQR2NeIk46L23KqoOgDzcVtcIXpONvXV38dFxt6qyzD28Ek+8A8++GY+8DyYr9+A9n8Tr4sNqAVhl0VZWx9F27RG33AZhtZgY7S9GWB/hDVUB0gjX2tsVEz0r3nI1AQ6SkV8qCcKqPa7A4nSAixpxmBOW5tE1baczu5icxR9lCzgH5/DkdL9iy222hJzRzNcHICGEEEIIIYRo8pttAbxmmd5s610V7O8r2laZzbljqBxp4SMviSivnF4VttTMdTe6sPhKK6NlL4hhrNSzQX5tF0irrVRDbYZVe7TDq/Cvn2RXVOjs0VLk99seGccT78Ajt+A5a1MtgJV7cMsfYe1zWPdcZ4xrIpphEJCyQ6+8WVDZg25UWQe0/f4YZUxPLCbvTWFmFaqUqTAXurUOG7edfwhc6ggFpdiao6uhw2bT9SceHHoZf/dtHH05CPMVvGL79f0ghJy5cKctIYQQQgghZKFwXlixNtsCOL/CrEMlIt1cFZz5oooFHcNUhMwzFTdTMtPdaDmS8lmBTBaLcbbdCEl4C+5WQUiHrcSFu2KbF0n+rFs021dV16yAqEj3gowsh8dRAV/8GTz3ZlurHd+D93wSa5/Fa+sDENp0pGsimmFnbJPNLbdqP6zKRb0B1tpyi7Cy9AYBbb+xhCuMMMsbgXa3b9Ox3wgeGZuKiVFZvaTiXeRWkbLrRMsOSx+J4KysNql5ynjrXxWDwyzw5DSOvmxNTG7IBSHkzKbww5AQQgghhBBC5kLvZtuLL8TFFzSWLkBEKrShMpsni6F3JCSQvDISC1vBJKMNjLrbe/ne0rcOqXXLLFp+PXvl2j5/QOa2xjb5OtEbbKswUnURrLlfOl05WpyqwpFxPPnD2PFmfOUWmIzvxrs/ibXPNVqtSveoyUhL107bDWPdDlcsVVO5gm40qA7wlthkhdl2ayl6KY+sKdErzaMDTkquFa6MYpuam5yPrt/WqXXbwy/hv+3Ei69G8WJ0brMl5CyAO20JIYQQQgghC4jzgktis+2S85oYr2+6rEaT984Xfj695CNzUz3Vim1mbjlXweoXhABmWDZT3Xr/sqlk16GSh8OqLrrzcLuC2f22R8fx5A/jq7dgx1tgMr4b7/sjrHkWa55ri6j6omBgRLe1FuFVoLX76+2mCkDU7xIdAGOULqyNllmQRVzbzZ51Cz9WaI3DpL1z+b5vVsKbQCSNTjxiLiTddaIdRwolt24Eim3bdmGkRBpd2PJFHJrTbHsV25NaMULI6UH+g5EQQgghhBBCTpbezbbnV1i1tLF0AZEq5NG2Sj3PG1r4SAgh5fpIJVpqtrobXYwdH1rjFRh1rTJr2CvX9vkbUlPKkLku+VrqjFXX9a8iM6WziyJHxvHUO7HjLdjxZsysRcz4brzrL7D6Obz2Eas4rPoJYyU6cRFpDNqZLbdh3wiLhtMBbacnQBojhxnZ6/KYNXNYb8L8G7NXOUWrscYuHRbGpI5E6FVs5XDS5XxNh0Mv41PPda76ySd5xXY7t9kScubDnbaEEEIIIYSQhWXW4fxaf5GHkIrtjcsugENjR9vwYaNpN/OKn1KinzdrKqNlG+ag2CbVtKifWs6cytZ3C/r8QGIyGfJ+/7qQr6XOKDbY+leRmdKVcjiyEk+9E49lN9X+yF/gBx4Rm2rN4uhe6p0FjbimTrN1AOKDdAGg2RsrD5z1bxBZKrCHBQ0XkltuIaeKZgj07bqFHxGBz7Xe+D46BJg32sVx80GqpLKr0aVXR7Z9by9RbM1pyERld21jFvjynjAsUmwhZkUIOaPJ/+8gIYQQQgghhMwD9mZbdJLQSW22rdTzPKMFkIQgktdJqrAlp6qmvSCKbd8SJe3ZNS1ZcB1z0gUllWyMst/Wr+GxcRxZiS/8MmbWYsrSasd2Y3w33nov1jyHNc8apZIWdFOSLohVDYzQRSDq2HYEQxgxoi9dXdeaSdyNJ2CHKWPkNuMVJTHlZN6VhivcBpvTakOTlGW7bqjedvJuSpwVj94kK886HH4Zn9oRJBiKLbfZEnK2ML+fh4QQQgghhBBi8771OK9qhKT6e4hsX3Ihll2gJV0ZpjBFJStwHph30TYjkM2LYluouAlnwpX2laxzEJNNKKlmUqmGev2Erwr/QqqAoyvx9A9j57V47B/AZGw33nk3Vj+LH3jE0FhlqZwF3ZQCYzS3rm2O1T6ZpQB9p1I1lavrWpOxLcVnJmh7eoa99Abn33oS872c0k/js3lQKwAAIABJREFUNhJyLSKJFuGm2s4bHY+gxwqL+5R6v+1/2YmZE41PyrVNw8EBsw7fPABCyFkAj0cghBBCCCGELAauFRcCCab9V+RHXsaLr2DVUvFjZVlcgZQzX1RKuNH9vLlx+ZatmiXIS2xxgGGp7LCUsXGlfb3LnpHqyjw9mInN6yE8J8GFxw4cWYlj4/jme7HzWuxMHIAwths3/gHWPIfVflNtVKdpOCA6cgGwfuUM3X13Vk1EZdVYQPaoBMC5bgiZ24TVZxdEw3WRrTV+h2pLqxXKV4h/2atbE9jD94YLo1WiIkwdDWe0UgZt0V3Rly59oC26Vcq1Qxp7tEr+uINZYPdRzJxoQn2gTKzjqdgSctaQ/2wkhBBCCCGEkHmj3mwL2L9IdtF5uGxJuxsX0WP03SUwVOp5/tE6S0JJis1V2JIzVLPN7Jfsulmpq3xNUgu10HJtb5GYwhS5zvLFc2wVnnkndr4FX/txMw9ju/GOP8fqZ/H9j3RZxu7a2NJ2Agu6CUiXaaxER15mXLlrp+x1O1wss2bs0t1oCCPGGy2rGdnrku6esIjCU1zNqHKtVnl7D7QNTkJQe29lmrKL+DpsFjj8Eh7chYMnwgnUj16xBWYdvkXRlpCzBe60JYQQQgghhCwStaxQwT811npz4kuzOL/CbLSrsYg2erSsUaiUxqL7RaS0NmTltq6bFt20JaG7CWdkTC9cfknjcU1Gui8jBce3/uhKHBvHl/57HFyLb19rJ43txnt/H6ufbTbV+uS6jrG7tnC/LbqXtAw2jbUkF7/gZWVExYFgQ3oQ4wBxK1VNZLfcdt12CBkQpzRG1xqFw78z4vso3zSx17tHf2/ZZOrELmmJVeDA2/a9sbY4ERkIuL5tHWvgMRMd4ByenmkPRghzpWLrqNgScnZhfEgSQgghhBBCyAJR+Itk+iekIlUo6nX9hfuSo0WWhCBky1KjHGVrRwprfI2BJZLb7DBpTzjyixkP2hPTR2lwIu7oSux4J77240mhdsVuvOPPcfkz+P6Hg1VSL8LOHr2o5rbf1jQGXuvmVuLJKIXEEHU7XCK1YH7OSW/YN9c7Z7R8ZryiJCZFic5rxriwpWKMrhNtYZFd3w5240bHIwTFE5qvczj8Mv7zDhnYNuS4Dq86PDENQshZA3faEkIIIYQQQhaPWeD8uhUeP+pZekFncVkRR3vbfj7rZKiUyKL7aXM0odH0tdAaX11gqeyYpDG9WJlljEfsiUlTFJYe4uhKPPdO7LwW374WB9faYSt24/r/gMGzGLQn1ToEm2Sb10y0Gfbk99siNqKr0HnDPbA+BVFxGSAnHBeEuLnS1XRd242OsvWv3m6UtiPvg8qSxvrJ1w9cgU1jvZ9OilRBF7VUpN2NgtV5CNoi4/1xB8ICYTEq1D8sBjy8NwiACgOcwyyo2BJytpH6qCSEEEIIIYSQBeGM3mwLpeYkNKHa3E0jvSMSCGRT7YqsdkDYjy8/tSBz2GAbuKy4wsXvD0sXP7oSAL76s/j2tblNtW/9BAbPYPhwl6j2yfpXlHyZyZtlZsWJ0tIf1rYMozVW1w5LIVFNxQD6LmtvaFVewzLKxlvbFYVmcsvpFXy9TqqN6W5nieVaNKJq3E2ptw6djOtdQSNKmXXYfQwPPG/ItTLSgb8/RshZCHfaEkIIIYQQQhaVVx3OB6oKzjUCkKtVm3bb4Pli658bSdAZLXo+qGytKDAnRK7G2TvhymxG3XLRrTYmxi2V3qy43ktBSUxa0fObar+e+EmxFbuxYhfe9DcYPIPL2021NfVLQ+2TdSjdbxu8UKPEzgLbWHjELaIZtrHNxJDZcotmkmhfe7ImkN11G05eeuN4eKWyMsJaT4B2yb4MiG79HHFmMxViWFzU0l7XGV1rdd4ivBBKbmBXNVXB9ijbIy/jsReMyC643o2buk5CyJnMfH0oEkIIIYQQQkgpN6/HefVmW3TSj2yvXo5Zh/Oq1o4gxmN8n6nU84IQKCS9cskiHDwqFkphGxOrk1m0ymhZ3jQ9MYml8EJt5ifF6k21l7ebahVV3AhfJH6d5StN3rWURd6gwBXejjg98AprXEQaIUrZduhRjDBrOMNijZ6yAHN5RRUGlNP7RswLtUHX0moRybXeItVbc4MtwrMRVFgX30bWAbPAl/bg24eDlCC+LcvfHyPkrGQePyEJIYQQQgghpJRRD0kw9SyYX2nSetN8odWfjFxU/O/Wba0tcS1Bt/IPmnJ9LbNWldGyvAlyAZHPG46uLDr94PJncPGBZlNtTX4+3asoXFj/ouq6CO5d0hKVQlQNVjqsCtIo7UZWWF+HnSLpFlFx7VpcUu9LW72NJFEzQMusrutKydW7pGIrVdcupW1LubYOPvwy/nZnV6qLlGHArPv/2bu7JsmS+77vv9PziNldEJwBCAhYYI8cvrLDskyCjrABaoYPIm2HZN/43npHeg0Ky9SNfefwjUPyrCJokRBF0QQpgsIC7NmHWSyweNqZ6dmdnqn0xanMkw//zHNOVXV3Vff3E42uPJn/k1VdVTsV5xeJLP0Nu9kClxHbIwAAAAC4ANVvJPOH2TeS6SJCn5qungfNt3Fim7DCu2gk7VmYppXhnT1aMfmws6PJ3Q/ks9r+O/nuBzON76iN9klQ+jVi5lQqZstOV7ErQrx9Qehcz6z1PIqmksZdFxTXh3Z6R8qmlZR+79kgKfAPeN3jx7KauGfsd1F/NFz+J5Odu41y8smC8FAnavxNGA2dLjosF9gOh6HfRXluGM1P1HraIbH9ow+NnDcuG04nsQUuqx3+IwkAAAAAC4yLbTUGTHH7y3fGRGwc9TWBcVVTZEw7l+c7Zmi00cYIWdpV/gld2jL/RuOsynNRe4o6o1XrmF1Q/NVLdz+YvOs5wiTt9bahJzm0TlTtXCWnT3Smr1E5T9yZDdn9Q7t4zo1D637tHuthGGWNoUbdTtkxbpGcqpHV+lY7rlWczKanZImtOa2Zw66kP4k2RlB0blb51yS2wOXFSlsAAAAAF2P4RjIjBvIrHD86GTdJcOeX9szS1VKh5Yy/q/6nNuK5Wo+K5G7dafSl/UVF+yVojUZjJ3d18qv63u9M7H4QvlLs16LdD3YivJfa623le5ySsvJE1c7V+s2ssjN6UeJpVd6XpGjyMFU2m9J1tbLmzIYUT+57s4K8x/lf0R8VlykutobCgf1uab2HWpK7KI7z0Upn+ThdcuSf6qjHXCcbKkON86PjVP6UcFbceHoabWWb1oe7GLJdAJfYpv8iAgAAAMDWqt9I5g9fu6E71ye+kayd/pzdNU87J1JlNaWURKjZw+uSm8qoPyj/NPOP3SSxLYbbT2N1NBo4uasf/rf6i39UDWqV7n6wwxcufrfYo1mjSw/9TfwODGV5ZXqu2TmOWst4Zc08tov5G0N5WXpsTxK1zOfM6LTeitHgBTBTWrPf/K84z0lVjWuVBq+KhlzayE6XP8WFSdz63Cen+n8/1CcvjLhWaf33WGYLXGoX8u8nAAAAAKxVN0nwh1+5o9XUJgn2hU17dGs7D2275KaeqfmDVkHotHonwrhieJNIrpP87gfvztimdtj9QM37mqm2EURDZzbmfBFZmeRGB43TJzor8yg6y+5vDw2H6XH5bHVFy3xGzc7sz6mZUzNfLaJtjJb/8Vbz3GZcqzSxjaNVe2+EKHiNJxwaKycn/cXH+o+/UIzEFria2B4BAAAAwEVaOR0p3wAhbv/oRNePdPe2urQ/Vus/U10W/cTHyxPbrCsP2oqDVkHoLHprz1KZ01lHOXP02b11UDtnm9rXfrbtotoNItpSeP8kjWhng3W/q3412fDKdz5f6yRtuVXCME/n23G/jN0SxvaQ7lV2S5D8hgm+K3rPFvV+rPwiMlknDr3xfxS1Vyf5D2fXapPn/VZQm5RZy2Or+yFkQy5pOF9cmy2UPXmRJLbhrPiRuMojB3DJ7OLzDQAAAAC2cLibJJQx0Nry0LZLbvIH3KWt8s8xeoqu2pOQ3XXeb8mGnt3VyV39zextar/kt6nd7HXZSVBb6sxG8a6LX9yxUbxw2bmKTjc6lUybFxSTj+10trys+R1lSic3C/Ie6+6K8Wm7egUns0tXtGZFulNxbXaYRavxJrZxYpudq3Ro5fT0VP/mR/rkxThVMm00+d+wzBa4Anb0LyUAAAAAbGFyk4Qv3xm//SkerUVao/boduaEtknQFh3UAjgVD7VLWxOx2tBTdJl/fme0yiN76NldSfr3/3MrqFW6TW2wwWuxq5ivrXxRwhsse0GNlLbsUX7u2K5FtFFvXlDMr2i2rD8vm3p94/mrBdZxWWlVLbThaVKUnxr9Mzpd1GVmrEoT2DKulY9iyw1t82I/T6j5tx/pvadGXJsVk9gCVwTbIwAAAAC4eMMmCVn25Ia2k+v00YmuHelec5MEm69edtY8XZSqxL2b3FElBWsf2j1Fl/l4OqNVHuVDz+7qh9/Sd2d8n1jYpja26JnZeVC7wXxO414EXegZIrlufAN0PqQzt0qwd0UoO6NJFM2sMFXxTl7XDAFfNGF+ejRtNjT2ON/j/wQVs42d/tgpmSh7ho3/OiRNvhC101KTVWVB7RSXDoSjRlxrHFa2RCjPTdrDMlvp6Qu9+zQMx7djvSseKoBLbIPPLAAAAADYvbBJgrRedTvo1v/TzSN94dZWmyRUC7aQRyhOOsdltuWfsyyxnVd8clc//Jbe/XV99x9bw5KKbWozi572nWS1u5jDePnyV3bTrRJkzSBrEpVnWW+V+e+TyXdIZ7Sqz6fRP+Oss1ANZBv9laxWlbg2O4zjWqUprcs6o8Ok3hc/faE/9hsjhLKxEc2ZfUcZgEvsPP8JBQAAAICWyU0SXr+hO9f3a5OE3YS2lYeXxWfV0dBTdJl/b5fcpJ3eyV394Ft6b4ugdjD/Cd8yq93u7CrzlYrfe+bLXea2Kk5PRnf0nln0hpm1Z0Ix1n6e7dGid5sXqxbCxsyaMqUd+0M7OqjGtUoj3WL9bEhj5dvZiS4u9hsjvP90LBsnT+dcOb3zSwG4ItgeAQAAAMC+SDZJcHL+/37eSXJynZ6e6vlL3bu9/j+hh+in1h75Xnt0hyp7I0wss7UsCuBUZHBmzdhpBXbD1gfv/bp++dVl3ydmmvk8b5zVbnreMvlby0n+vTdkat0Qz01tlVCerqhe/t2edEbzqHgkGnYzKO4iTCi1NkxQOnkYLeuHVnjbjJ1psS+0RrPe0LGjl7CYfhyoDhVnZUtr5Z/k0ON873gYjxZ7IwxDLnoMRo3TSvroRO89Vay8r+EUElvgStnRv5EAAAAAsAvZJgnyFy0hM+qk60e6d1u+Iyrw1zfV65zJguXKVKgrGlIztK08qi5qlQ84Ly4qzL+xS24kv/XBRFD7WJK++S/U/9t1UNt+Amc+vRvEtcvP2A3zJctf6Itacht1GUP+IH/DKLfsLVQZXvQCTRdHFUb8aiWy81PasXODuDY7jELYoVG2x9nS1bhPT/WvP9Bnr+RnVWiF+YfK77MxAnDFTP8jCQAAAADnqbW5raROt470K5ttbjunYKEyCWqHbosTt+jPNEaHw0VxWzfuUfvLr+q9xveJPfZB7Ttzn7c5z2r8Ms20sHyxRfObL014bs0XsbHLbd7pb/LOoR0dGHdUeY3MB2yMhh7r6ag9RZ3RskbPxtKINhmNKmpxbegx41opWjyrZOuDbNfa7NzQv3L6ow/18fOoIJvfT/XK6QcsswWuGLZHAAAAALBfXPT/N1f6fxsfej5b6dVK3dG4ScL4e13ki43ZxwKdQahkTthaUloJ2qwS+7BkFjwfgtrfmBXUfukH6r8T9c54kJOjaj8PhSW1E3Y4leJ3jpPqWyUoehM6l29x4CRF+xuMncN7WLN2S5B1otINE5JKP3M5mvT4rvj1Ksuy/qGVjBZ7KdSYL9DMc4N2vTNaySnOH4fOocfFlc4YjRvZKc5pFer95EPNSnJO3/1YHz/PH1t8j8NZKxJb4Era7YcXAAAAAOzAf/eWOq2X2Q7BVrh06fzNsElC5ztDI77KqV7wzKmZJ4uK4tnGx1y5u/jRmicqzdfKSslIQkPHeuuD2UHtW98png3r4ZUmn8PzjGsXn774hLVOkstfo87f5D1Du3g+u+jGOKWydFf1N5Xq76v8ML1TuyZ0Vp6lySevM1o70Iho86H0OBu1s1oV+azGLLtMZkNj7PSH2Va5YW+EldPTF/qX7yf3Yd7jSnqHjRGAK2mn/2oCAAAAwI4MmyRI6nwINVy9xBnQjanNbdNmak7NDLXQ1szXjADOCs7iv7EVullR2vPZQe1v/Av92g/0VrSiNp/MetiVknrBZIU3u9Awce42UzfVXp3w4pbvBzNsjd+0xlto4+hWxrTGYWcUmD3r/ubzuezJXlZtS/4bLNJcM9510c3MuHacp1hgq3piGzpD8dD57FT/+rFevKo8Bo3xLoktcGXt4h9IAAAAADgD//1b4562XZQrhcuY12/qzvWJzW3VuOyZU9NUS2zj9g6X2RqxWidFK2o/mRHU5lsfePnk1mOrlFRG5z2n86pyrbM2m3FT2b11WWP2kltFb4na+6H2ZsieaqOs/momPcW922XpwJzne07NHGYCO7/AJTcbxrXy2Wve8Kdkua3SoZWTk/7Nh/r403Edrp9+XRYmdGyMAFxh7GkLAAAAYE+tnI60ToWGXUGd1Gn9W9LTF7p5pBvNzW0V1efSGu0uWlqkcaeNoZO7+ttvLwhq7/xMX3pHmhnJ1cO7aLxlTmI7oyTXiA4vSvbOCYfrRrTLbVwZ73I7dmrc0DbuXLeLDXPj2RQ959mcw8360NdkD1j+Lta/6mVx5zAwDtXfNvHpuzJnzqTGZbfRaLZ3rZKwNRyue2oLbP0pQ3tlVTon5/RnP0m3srXudygmsQWusov7ZAMAAACAKdOb20rXj3Tvc+vD/Hd0xVO9+EkH5l8jlZlR+dikiTWVRn/UyoZO7upvv6X3vqlP/o7e+6Zq1kHtOz6onXoS8s569BaN10dnPIMzShJ2/dJZKracJrwNsnnyN0Nlnez83RKSdn3VrSpzJj2TBcXxJu8Ha2Dpsz0nmR3YlUVQmxwWS2vVjmvjUDVKVxUy2TicjfrDKc7pyakevl+93zAniS2Apf9gAgAAAMC5mpXbXjO+lEwz8qnGWPtiqZHY5u1a+lbr962hPQS1788Jav9QXyxX1E79+TtL6LT7uNYoXnS+t9FJu5G/VzfaLcHo963au07Fy5GPFr3Tb4+p4phdMHnaPBNJbpq6FiN5wcy4VvMW2Ma/Q7/8xgjPTvVHH+qzV8kdScldD+eunP72EwG4ytgeAQAAAMBee+V0Lf5/lzu56P8hPjSOnFzj/2/uo6J4KOfygUZxnLZsyQzdTu7p+Ft6/5vr3Q9qPv9Yv/GH+lL6ZWKDTSI5f1wL1tqB22RiOzU+MirnnyxpcflZiR/G+v3lxq0Pkjeqk7Te5WPslDRsa1D2h9kkpRsmKJ1TSv67UDqJ/LYJ4S7imvgsab11Q1ks6wm3/xup/5ezfkLmvHLFJO3/Hl3acsmRFD1RyVBcXI9oQ81wmP1WOJSc09NT/elHeWKbr+TVekEuiS2AOf8iAgAAAMBF+oNv6KiLvpRMY1Alf1Xz+g29dsP+vrJO+aVP9UJoiyukrmgoveu8IHqokk7u6tG39d5v6D/8j2oIQe03oqA2e9RdcmMU2J3p47EGK0NTT9rU+Mh8SHPMLrwAtVcnf58MjcqrZr6RknbxhWD5YfEclU9afC+1mnyo+dTv6nVpx7KZvDjNauO2Eddmxelet2UUq+hwFU53WsV5rtNKOur0px/p8bOkP8im/SEbIwDY3T+hAAAAAHCG/uAtHWkit/3yHUlGbltGUfFZSwZauqKhSgY3PJ6Tu5L06Nv6D/9Y79f3PZAPar/4zjqobf/f3sce666rPdGTVmold7vI7IyyGWfOKNkXjdcoebeERuW1i9/J5onm65gfFo/GfnjW89t+zmtnnZGJJNflBUluW6xvzbLdrKe6wDbbylaS0yrLdp1W0v/3sT54Ok4S7il+ACS2AGLn+A8qAAAAAGwh3txWPiEacy5Jw5eS3V6Q29a7l10t2QlaFJANtyd39fyu3vk9ffDNVlD7+ceS9Ot/qG98R198ZyJ0sxO6qNeO5Irj2p/beBq2T2zNR9I2o2RP2S9E8eSPb+nKixi/mRuv/sTrXqzMzQvizsqTPuu1aL67aiYCWVOR0qqYZ3onhHpcqziZTWPWbGOEVTbk9Ne/0PEvx57xjoqpVk7HbIwAQBJ72gIAAAA4FMPmtnLrvMlp/C2fgLxc6aef6d6t9fagSZmzo6NKt59xZtpkzTJ0DPsefPBNffJVfdAMaj//WP/F/6Ev/mD9TWKmPUlszz+unRrfmfYdOW2ufI+s35YaN7qNy4Z0z9ypWelet8lQOmcYUjqJQsTZ5QXGWdHdxH+C+WzkT6ALv9p1szijZYgHy10IxnaU87roZmiXce1wGJ/olKa0fpmtC6c4PX05JrbJfUXPbTiFxBZAsNE/kwAAAABwEX5/2NxW0XrbInO8daQv3E4X5Ma/69dAE1dHtWHnB6NH8vyujr+tD35TT+YFtffeiYLayv9lfn2YHuejRW/5qJOe4tkrBq3+5jM1eZGZF0ydMDW+zG5nKzWzxLXqi5K+HGPZ7LdE+/1gj6bH5vNjP2mVaS9E+bS3s9q4s+xRmtIqXmAbZ6y+bOhcOWOZ7bOX+pMf6bNX4+nZ/YZ7cXz5GIDUPvzrCgAAAABzhS8lk7+eKXPb8KVk64Lsd/0yaOMLpE56fk+P5gW1/9X/pnvv6M7P9MVoRa0Z2+Xt9PG1E7qyIO9phm61p6KR2M559swHYJoz26SdTLIlM8atPufFizJWNr9qbPq9saM3RrW/6N3+yZ+TgMdceoKZ1YZb5w9qkW4ZqsbnZlsiOB/axuHs05f68x/ryWlySnYvYYjEFkBm+39FAQAAAOBc/YH/UjL5S5pabnuUxk/j713Ehc/v6uSefvKf6fE39b3/qVX5+cf6+0NQ+1N98R07FOv8zVbBnOzJ7Z7iSUtHrP76UzP5pCUFu3j+Tducew6yFLL65DffIXb/0G6+Q5RObhYknVOVMaNg8pytxVFs0mkVhP4yrnXRTRnXKt3KNqS3KzeOhsQ2hLMr6bsf68Nn41nrGdK4djidxBZA6ez/EQUAAACAXQtfSiZ/VVPmtl+5I6cd57ZDUPvD39MH39Tj36wUSZLe8EHt1/+kiNiKSC6OyWp5nNJILh8qeu3ALj2YyOyy/voz1r6wzEcr1RtfnW584sUKiWH1VSjeJ0l79lulHFU6f61G6d1Vh5ZK33tF6DqlmdKOPcuz2vVRPa4NoyGEDb9X8T4JknP67k+TxFbRWePdktgCqOOLyAAAAAAcnvClZOMXjjl1Sr7Q6Ucn+sYb+uzVOrddl4XfrhU7DcHKMP78rh79lh5/U598tRXUvvFYn3+s/+Rf6c3v6N73/dybJ1u59k6yGTukSw8mQrqsv37v7cdV3u9EzWybnZXbcpYyL5wtvufyzTgkep2kLnk3ju0h/uuS/rHM15mj8vOve/x/IEFSFrXid3XtT59+Rl34tYnaiS4dTrJR38o7s70R/ANz0ZDzxVnwmm+MENqSc/r+z1uJbTzhauMnAsBlN/3PKQAAAADsofhLyeSvbUICFS51bhzp3u0xc+yK3+VV0fO7kvTub62X0z75al4QvPFYb3yg//x/1713dO/7Y0amdPJ253T/0E4fZ+30crQ8LO/ILgv99QvH+kg6uukMpaX1o83PXG6nSVyn8cHbbw/rBU0Oi2038oKhx3qKJp42a+bzkaW0abOZ1frAdOyM49pmehuy2qFsiGjXDT/68XP9+U/GepWJbbRc99ETAYDpov51BQAAAIBt7TC3fX5Xz+/pB7+nxzP2Pfgv/7nufl+f+5nufT+aREmAFWY2UrYiYpvoH9rRgR3PpX+gURAdmJeCdmf9qrFxPVne40TNDEvrl58wfcaGYeyGpyU6JY+v9v5R8Vd0aWvi7eG75r64syumz7IYz1zalRW0s1r5FHXsdGM7zlgVxaxhKMtt3bBO1mmlMb19dqo//tG6UsVZ4QGQ2AKYtNk/mwAAAACwF/7gG+o2zW0/vatHv6UPf1NPmvseSHrjsf7eP9e9KKiNxaFYNzbznrgzOatdHA4rgZ2iv7c6mh6Y14F2Z+WSsX0lWd5jq2DKouLJ6qnxrczKZmcVtcx8J5R/aZe25r4N6sWZ6ZrpikLxdJXPn0tbs7JaKU91fbqqOGD1v+OgVumWCCu/xcGQ2P67H+vFqpLYxot2SWwBTNngn0wAAAAA2CNzctsbR5J052vqpHe/rQ9/Ux/+19P7Hvzd/0dv/onuFimt0kupOAvrxmbeE3fKnKEe2s7fG6EV1fmDiZrQWb9ebFxJdkarUjBlbmWzbu4kZ6OV0G6X3s5/S6h4EsrXqPYs5f31Oz1PyTOXBrV5u8xqy856XBt6stw2/B4S2+Hw2an+zEpsFZ/ih0hsAUy6qH9jAQAAAGBnWrntF6Rf0f/5QHd+Vyffbk0SL6c1g9qMGZOFzrIn7tTU6XnBZABXSd+Sw+J+7bLQWblebFxGdkbLGp0yq7JeNOv0c1cNaXeX3rbfG2WBWWOW2f2zn+jZhbb8GSqC2uywndWGfueMdnlYxq8r3zMktiunZy/1Vz/V09NZie0rp/efCgDatvyXEwAAAAD2wh+8pU7qhgzrC/q//r50X+qlB62z3nisv/e/rjeovft9O8CqMQKy2aGt0dnonwzmJmO76KAa22WdlSeh8dx0RssabZpVtsX8++As0tvGwtuZBWNnMTbzuc3eijtjJbBmT5nVurTI+RsXHZpxbegxF9gOce3KB7gnPrFVdIqys6LD90hsAcwQg5wJAAAgAElEQVRwfaoAAAAAAPZer9Wb+r//U+m+9E+alcf6yk/0d/+Vvub3PRhSpuH3ELV07kyypzOYMte6i71PbKdrNp1534THnKeQ8btwoXXU2OVzjPflu4YXN76T/PGESj9mPqLymXeaevDpOcmRM5u5bMilxy5uuKgdVbioM1lpG82WZKz+rJDVrhtDbuv0/FR/9TMSWwC7d4gfcAAAAAAg9dKDWctpdax/9E+ld6VfSI/0+g29dkNHGhOu+LdCe+pqKRtfT9Ilh2aPdrfStku7zIcUH5R/k/lXmqFt4/nojJY1WjdRs+m0h8KIKdvp56TOeH6MnkVPrDVn29L6jPkc1IJaNbLaNJANh3G6Gp9SJq0qvnnMOb1yev5Sx0/045P16Xlim0W3JLYAltjyn1AAAAAAOC+9JB/UPvCHpmNJ+h/+qfRI3SPpF9Jw8eMvgGq5rdJrpPgUU14sa0LfipNN48RGv3YT2hqZXdGjpUFe+virQ3UTNRvNeaCWRrdu8tmovDGMnmYgaw+d10vjiichD2SjrskMtxHXDvXrsDVUhqzWDw0LbFdOJ6d69JTEFsBZYXsEAAAAAHusX7CcVg+lR/r9f6nuXXVDpNWNwZaTuiFT6db/X+bXbujIyXW+OJT5KV10PBlIuRk1m6ltVuCHm6ODOTUbOcPEdqMJtzTnLuJYcLfCO7DZZQxWH7Y/0RXpbTxlp3VYmVRUikcuv99yhtjkc1uGs+OQ2eOidlZZDCVZrca/1+yJF9i6eEuEaB/bZ6d694l+/Hw8JdyRSycZTuGbxwAsNfnPJgAAAACco17SwqD2bd/wfv8b6jp1UidjoWvnD+L1tsOvpCZjhVlZ2TBzNmqstK10qrLSdua3kBlD6UH5Rxk9xl9evW7sjFatw9CqScfmzDbfbmcL6pHjJozZZmSatT/NWS/W9MtaFM186maWmWp/ZS2NLUfzoUVxrQ9bFS2SzTZGGBLb94rEdgxqQ4PEFsAWtvm3FAAAAAB2oV+S0h5Lb0sPk5S2FOe28llkuP7p/E2Z22a/c+k8UZ9vlPNYGVm7MxvaSWhb/jnmHzg/tO2MVq1jSUHlSdjGTiZZaicZbj7JjNx2UP7JcUFnFTWepcZrXenbljNalaBWY+qaDLmobca1LmpHBc76vZJWkltp5fT0pd4nsQVw9s7iX1cAAAAAaOolLQlqHxrLaSe1c1v5xPO1G3q9kttm9fGZtQy0Mycp79ofmJ3Z0LahbXHveUHosf5a+xko5reHLK3RyjOwmS1P36EtA9yZ0W3ZnT0D5nnxW8gYqmi8+pn2uBnO1vqSwzSoLecJPXk4Gx2ue7SeLeStShfYumgf22cktgDOy9S/rwAAAACwE/2SlHb4+WfLUtrSrNxWeu2mXr+hTpXIVYYy3yzvYpyhvF9/YHbO7U+7skfUpa3qaNxZ+aNKndGqdcwbTQfak7Rtc+6ZqmSts+TnVuZq3EU3VbBW/0ayOU/snJpS41Flaawd1NZGm0tr5QvKuDYEtdJ6SwTn9Mrp2Ut9QGIL4Lxs9i8qAAAAAEzp/c996YHUN4uPN1xOO8nMbVWkn6/d0Os31clOXVVcO3VF73hKMUN5p3sY2s5fZtsZrVrHvNF0oD1JzWZnXYjp5LSijCknarZXz3C16+c8f+QuuzVqXPHXOl/kosMkuvV1Ia5VFLmqWGA7/F6t9OwViS2Ac7Xbf2MBAAAAXG39BSynnfT731CndXSrSmAq6fU0tw0FocwIOtPeeP783C499AfxnK1tEKzH3KVdxpA/sB951lN2Va4YO6NVHuWqo/W/eqbNzrpwm6WrZ5rbxifWnlXzfbItK58tBv1heuzSVpnMKoSzaY/SvHU89KmrS3dFePxUP36enJjNsD7XaSV9QGILYGtn8c8tAAAAgCuj9z//y1RKqzNcTjsp5LZKo1WlF0Wv39DrN3y8GxdHNflFVBSJxjNPd6Y9ceeC/vaQP8gfs3UpOHNvhM5o1TpmDHVmc64NTtk3GwSsu89t3fqpbJw1+VRPFgTtx1aOVlPa6LiW1a5/+564M8Ss2eE6rvUJ7Cunk5f6/i/07JTEFsC5mv/vKgAAAABIvaSFy2nflh6ed0pbmpnb3jzS3dtGbms24oMu/O6iduW+ysnjzgX97SF/kByWBTIS27Im70yHzeKJ0c5szrK0fs8ty1i3zm3joS7tcpr75M6raqk9QnvTg/Q467GTWRe1w1C2utafmOyKEBJYElsAF2f7f2YBAAAAXHb9kpRWF7acdtI//IaOZOe2iq6Obhyp63Tv9piKhqHJzLSL6uPfWafSh+FL8tnK/rhpPoC8XdxLeSgZoW1Zk/TPrq8OWX/RHIuKD8ui6HaHuW047iqnuE1frEllPrvuLw9rSe7srHY4TCJXN7azrx0bctuTl/qrn+p0RWIL4ALs9t9bAAAAAJdC73/uX+R3iJ2FIbdV9NVkkhHdDrnt3dt2WR6Ppv1DT9fsiU8se+LORn9jqEtbxllZT9FV1qiYtnI0Y6gzm9MWFS/Q/LotUy1t3NKiWSdz2wWhrd1VH+kWPtY6cxqX3FhlRVYrK64NL1PoTOLa6HCdvfr2K6fnJLYALtTSDyYAAAAAl1S/ZDntcbTvwXGzeP/8w+x7yYbfVox489o6tx3LfCu5lEqX4nZRj3kXtam66CaeP1Rm/Y2hLm0ZZ2U9RVdZM3bOK672d2ZzwvzKOXb+bVq7zXDnT5ZUWqc1pipj0Ib5DymYf8p0ROt74/5FWa2isFVpUBt+r/yJq8oa2/HccIpflktiC2Dndv1JBQAAAOBQ9LNTWh3YctpJ69zWh3djbFrkiV9/XacuillDIz6x+V1k4++pHRK66Ca+VAt3l/U3hrq0ZZyV9RRdRk1lrKycGKr8LQ3zKxt2HtTW7CTAnT+HM1rW6OSQy25HndW5ySOsdJlTOWssPoqz2uxw7FQUs/p26BkiVyk6lJzTu0/0/tOxP9QrznlDYuv0wTMBwM6d16cWAAAAgAvX+5/7szc9eLQX3yF2FubktkP/r97SrWvFOtksebTW7SY9UU3WmVXGPXFx2a9oBpmnqH5WfJgdWzUq5qwcTfV3ZrNlZlnDucW1MacluaZl5tlJmXVOY558KI1B27IyV7xS5TMw95G47DYaKYZCltrojPPWdU8Uvw7Trvzp3/+5fvx8LCtnGA5JbAGctYv47AIAAABwPnpJs5fTHkebHhxfzqA28w+/7jdJqKyBDV6/oddv6CiOR6MwNJ5h7MwKzJ50nrGRbrHaRTfZJVyYIRvq0pZxVnyYHVcuFLvkJu20GEOd2WyZWWa6kKy2tM3C25mnmolnvaM+5MKvXOgMT2r2dznz2XbZbd4Ox60HGY25uOHSQ98ZH45ha1Tv0vg1NE5O9cFT/fj5WBYmWbfDlggisQVw5vbjQwwAAADArvSzU1pdtk0PNvB7X9dRJbdVmvq9dkNv3Eh3wm1ud9AObZOhIvDVotC2PaR8NqMyO65cKHbJTdppMYa67HbCzLLSnsS1sY2j25nnOaNljbb7XXZbjlS7soLGw44falyWnOKMpvM3WU+2/Hb8HS+2dUmn8wls+H3yUu8/1U+ixDZuhBNX4TeJLYAztn8fZQAAAAAW6f1eB/dnp7SPLu2mBxv4Pb/etovCviQz9Qc3j6RO98JXk0VRaagPqa7SSLd2Sudb4wzRuWOPb2WXcF1ys/CscJgdVy4Us/uyjpr9ndmsmlNjKP7Y/eHUzDLr5pxUSzwrHZV+l92WI1GPk6KXKStoH4beuD+0y4A7PHVjjcbTk86i3/kJnYoo1v9+Zn3t2FiW1pPYAjgfe/txBgAAAKCi9z/3521Ne+w3PXgoHTeLr6o4t41TvyQD9Qc3r+nerSh+tTZGCI3QH/eU9WWn/TAuRWhbOyUzsyy2hwtsS5stuZ1zkjNatY7KkMtuK2VDT/MxZYNGbX2ZrTMfxuQCWxe1Q6XvdHE7TWBPSGwB7KVD+EwDAAAArrhe0uxND44lXfVNDzbwu36fhDhIVSXf/PLn1HVRzpvWhxC28+d3Yar68tusU3sW2nZGyyhrDVkPsmZOTeYgEtvBBrntnDOc0bJG2/1R9NkqK/4KY36X3dqHWU+Z2Dp/kJyYLaeNClw5GhVkCey7T/T+06LGz1DWk9gCODeH87EGAAAAXCn97JRWbE27G7/7dR1Fkasdmw6HnX71lm5dixbVRvWd8sW2yTxT2yaMjRm5bZe2Fg+FnrTLKLDGyrJq/4yz5heUDiixHZxFbptlmq3RRn8Zj5plxZ9gzO+y21Z7PCzOChFqVpZMVeSt8pFrOCXJXiXn9M4vml875uvDWSunxyS2AM7LoX2yAQAAAJdVvzylfcTWtLuXbJWgSnIqSXr9pt64Icmo72Tntp0vSHqmOseetDPrTw7j0cZQOEyPs9GkJxory6r9XXbbMqcmdnCJ7WBpbjun3BmtWkelP0o5W2XF408i1LKrLCtz2Nr9psHrcGMeygesyrLXqD0ktienra8dCw0XGk6vSGwBnK/D/HADAAAALoF+4ReIHbM17TkJua3SmFWhx7t5TUfS3dtp6prmttkMeYabFoxl/ibrV5pRdmkru8CLR6tDw2F6XF4odkbLKKv2d9lt1WRB5kAT28HOc1tntGodlf4oIW2UlY887nDJTT46HBv1ViN7PE7juSFdzdryYWtoOH/iSnLSyan+sr6JraJTSGwBXKBD/nwDAAAADkvvf+5L/6Rdmqa0xyynPW/DVgmqLLlVein19Tf0aiVFgWzcWM+Qprphhrgz7sk6k/7ovpMrukYyu3VoO3bW7j1i9HfZbdVkQeygE9vBotx2stYZrVqH1e+y20pZ8bDz0aKrcbqLGz5pNYZCO32Q8dJaRamr0tTVSU5aOf3omX74SV6WzROftXLrTW8B4Jwd/kccAAAAsLd6/3Nf6qeW0x5LYmvaPfK7X1fnU1dFkWV8ERXad2/r1rW0Pm100bntxbbZkLIHoA1D26w4r8yOrWvFLrmxa6r9XXZbNVkQXILEVla+2TBZ6IxWrcPqd9ltpSxKTu3Rois+qp2bp7FpQTYan+L8PdqNIXuVnp/q/afGJrbyNeupSGwB7IdL8SkHAAAA7Ine/9yX+qmUVnyB2L5blNvePNKdG7pzXZ2vyXPb9mLboidUJodRcdaZ9WdDakS60UMyR5Oeyl3HjP4uu7W1RzOXI7RVEWK2tWud0ap1WP1RjlmtGXrSrqzApV35qDVUZrIhRY0fVbWzSGzXmWyU2H7v5zp56U+JTyexBbCXLsunHAAAAHAheknLv0DsbVLag/E7b+qoS8LTkF3moack6fZ1/eotdUqC2my3BFXS2NoK3Hj+sWHFoBuHtmqfG/dEA2VNtd96tPWqaZcmsVURcba1C53RqnVY/VGUWa1RkrrOKcjuIj4M7eoy2zhdjYdcUhPHr86POr+J7UcneucX0QwuaYdpSWwB7JVL9EEHAAAAnINe0vKU9pH0kJT2gGVLbhUlmGWc+qu3dPv6WD8nt81my3936eHQsGLQUFwO6QxCW7PM7rQebb1q2mUKbWXFoDXtQme0ah1WZ5RmNsp2FdrGqWveE34X9c638tTVSmyfv9T7T/XRSTqDKxrhdCcnvXL6gMQWwEW7XB90AAAAwM71khamtMPPPyOlvVTWua2S9HMdpBY56Y0jXTvS3bDk1spts3Pjwy7qyTrL/rgn7sz6s6GyoD2aHNbvotppPdR61bSzC21rE5uh567sc2hbntjeGyGOWfMCM7H1B9lQ1h//Vj11lV8n66STU/3Vz/TiVTpDM7FdSSsSWwD74cw+6AAAAIAD1UvaKKV9W3rov08Ml9HvvJnHr+F3meRK+vIdHXXr3RWque2MxbZ5TRi1ktAuOs6u96Zj2fS4vFzskhu7xu6sPKRK1bSzCG1nTlmGmNvbi9A2TU7tGuuh5h210Dadf2z4Vhytrhuu2VlpDIntO7/QR8/zGSYT2/eeCAD2xMxPJQAAAODy6iVtmtIes5z2avltv8VtyEaTjLVIM1+7oZvX1t9OlgW1i3LbfEGu/GERhnbxQXHJ145ldxXaGv3F4zS1R2M7D20XzWcGoNs469C2dlbSn4aqdo31UNuTxA8pyV5DIzolK3DpbENxNX4ddrB1fksEElsAB27RBxMAAABwKfSSSGmxoQdf01E3Hbn6I9040lfuaKV1/XCiGrltuf1CeS9xo8hDu+ggu+SLh8pRFWGocXoxUE5idFYeT6Vq2m5D26WT1TLQjV1IaFuGrXlneWKxijavqS+zzQLZxlCIVvP6GYntyUv95U/1YjVO2zjFSevE1uk9tkQAsGeWfjYBAAAAB6iXREqLXQpbJcgHiEmoWgSvr93Qr9xSJx2pldvWTg8F412EISsP7fxxdskX+sfDrCDtMgqKgbLG7rQeT6Vq2tUMbTdLbK2OotPZZctC22ISF91kyey6UUtsy7P8YRm/hh1sP3imj06SabNKM7F9xAJbAHtp6WcTAAAAcAh6SaS0OFu//aa6InWVFbwOncO3k927rU7jRrcqZlhP4k8OkxjRcHq/ZX/WObatobEn7c1qshnMGruzfqdW1QRC29ZoWmeelXemCen8mrHHD8QFYWjMXtNGtpx2HM36i7BVfluD4fDkdL3ANgzVzo0nWTm9S2ILYF8t/WwCAAAA9lIviZQW5y3eKkFmrlpEt792RzeO1C3PbUOcGs9f3kvSiOqD0J/Vm6NlwdhTn8Tu7LJbW3s02G1oq9n3OyiDy23MTGw1db/OaJVHVqezy/Ieqyy703jU+ZvQmTeydDWM+tZE6jossB12sD3x9c3ENhQ4ElsAe2/RBxMAAACwN3pJpLTYC7Ult7JCVUk3j3R9WHLbrXdLGCqTbROG89KgMw6Fx07fyu/UGhrb6cyxcFbSUx42a+zO+p1aVRMuJLc1A9AtzQxt21XOaJVHVmcRti4qc9FNPBr6xyi2bERnJaNx/1Ri+92P9WI1nhjP1khsjz8RAOy5OZ9KAAAAwB7o/c99qSelxX558Ga0WW2aro4XXWl0++U7unm0PuXI1+cBroqgNjsMv63+9lDWn3YnA5vVGJ1ddmtrjwY7D20HtVnNWHN7MxNbTT0Al9wU/Y3OIm81ylx2m9YUo2NjaqjdX0tsV04nL/XBU/3oJDp9XmK7YhNbAAfibD7lAAAAgO31/ue+1JPS4gDMWXKr6DLsxpFuXlvvchtOVJceKg1q530dWTKaDsWN7PEko1FvVrBJWXFsFhdVE84otz1PM0PbdlWZrlpHVmc7jZ0qc9ZQ/GCyzuTQXITrouI0bA2Rq5NOXuovP9ZnK2M2Z00SGiS2AA7I4X/EAQAA4NLo/c99qSelxUHKl9xqjFlVBK+D127o7vDtZP7EeL1t1ohPz6Y1F+HKP4a4Z2wX/eVo0VxQY3dW7rQomeWgc9sLTmz98USly27Tw3SGuCbfmjauaSa2Y8NXhi0RTl7q/Wf66Jk9W3yu/FlDY8WWCAAOzSF/vgEAAODQ9f7nvvRA6pvFIqXFYbj/tfFLxlpxatR540h3b+vWNXXZF5RZjTBhOeeuctuuaGUFSWc01iorjs3iomrC4Ya2MxNbVUJVYzStM89KOl12m3DFWFbmfFfcnyWwoSfJWNO/Pe5xlcbw+9ETfXii01fpnGFBbnSK/FlDg8QWwCE62M83AAAAHKLeh7P3ZyykVZrSPpSOm8XAPglLbjVErsrj0TIzvRnvltDpKIxGGyaEYju3rSzCNevHdrryN6tpZKyd0bIvMvPO+pxW1YRDzG33J7HN++Oeeo3zXXG/ixtxfpoVuLwylOWJrdNKctLJqf7mF3p6mhRLeUobt52fhy0RAByoA/xwAwAAwAHppQeztzuQXz/7SHrIQlocPGPJrfKEtItuhvZrN3Tnul67Pm6VsD7XaiSTnHFuW149ljVGf63TejCl9uioePz77EISW1XqzeKQupplYTTvtEaTfo2pa6h0adIaGs5vXzt84ViSyaZT2adLzulvWWAL4GAd0OcaAAAA9l4vaaOU9m22O8CllS25VSO6jfq/fEe3r63X25bbLEykwMUuuuOhFZV2/sZ+SNaoXTaVw5Zz2v121bSDWHK7V4ltceR76jVZJpsVZKNJv8aYNVS6LHKN8lYnPXqiD5/pdJUktvG5yk7XmNiuHFsiADhsh/CZBgAAgL3V+5/7Uj8jpT2WREqLKydecqsQpEbtQZe2bh1pJb35ujqpk458/tr53HYo7HzneGo6cxf9ziuz9vLctqyx+/Px/LhWP2c0ts+57fy4VvXsNR+tp6sZl9yknSlXr8ky2awgxKZmfzgxLnNRY8hhV36B7fd+rmenydA4TWWThLBE94fEtQAO3x5/oAEAAGAP9f7nvtST0gIL/PabPj9N18kqvTDrolYn3TzSF27ptRvq/ImdHwqNeE5z2i76rS7vT9o7ym3LsnTcOG6cMjma2cPodg8TW6tjWWKbj6qV2I4xq/XVYSFvPXmp95/qRyfR6dGdhtPHnnSGVyywBXBZ7N9HGQAAAPZK75PZ+/47xNqOo68OOyalBRL2klvfMrJU3//lO/rcdXVSp/UMYajcPCGeM+mJhoz7Cu1mblvmocZVZfrnVMaN48Ypk6OlPYludxjXJgUzEthkaEZ9LbF10U3eGTd8qzwxi1xdXDwssJWen45xbVyfHEYpbTh3aKykH/5SAHBp7MeHGAAAAPZHv3xT2mNSWmCBYZdbxXmrjKCzS1ud9JU7+tx1yee2IX41t0oo5xwbRUiaN3aR2zauNs366lBqsiBzUdHtoqx20D7DGS1r1ByacUr8gOOh+H4XJbZKU9pQ49KG89829tPnerFK5/Snh04zsV05/YC4FsClc0EfXwAAANgTvaTlKe1D6ZFvHDeLAVhmLrlN2p066caR7t32q247Hfl+KVlyOznhnNxW1onrdnEpaVxbbprb2qOR9mjNuaW3O49rk4JKaSu0PYfE1h9U89YQ3aZrYyW9+0SPp75tLJ/EJ7ZOciS2AC6p8/rUAgAAwJ7o/c/SlPZtFtICO/bga36b2hk70oZW56PbO9fHXW7X4a8vGCbpognL+HW3ua19bbk0t416GyfOLKhqPqrNbBDUDuact3li6+yhpYltWZBkqf6mltiOaazfuHbIW997op986r9tzJ88zj+Z2Dq9Q1wL4PLa+UcVAAAA9ky/fFNakdIC52f4grJFS26HX+vodviOMlkrbadyW8UFaUMyUt1aQTkU99YuO6uXo9b91sypmbBRhrtxShvMnMAlN/UCa6AcynomNrFNa8rR+LGNnfUFts6PvvdUP32uJ6fjKfGELp0zmcfPwJYIAC69DT6bAAAAsMd6Scu3OzhmU1rgIm22W8Lw6+aR7t7Wazck6SieId33duiMY9bO34Q+o1HWl+30srK8yAx/SKl1RVr87Q0zy/bEzLhW55jYJimtVTMnsQ3pqnw+G3cOYetHJ3r8TE9Po7PSu3DFnNkGuCywBXBFHNZHGwAAAAq9/7kv9bNT2oeSpLfZlBbYIzN3S0jafihEt50PZ4cTh8raktvO3+Q96V0YneeT2yq59zkWFZ+/evpqCPFlq6DSWw7lsWx0nA+lNUlPZTQks4piVkUxq6R3s9W1YSpXPXTKE9vv/0IAcEXs+ScaAAAACr3/uS/1S1Lat1lICxyAxm4J0W16LeeLG9FtaMgPJfOYmyfMHA2H6XE+avZW+9KCyYrUwvLz0ExfDZPbL9jjaQAa9aWHLmpbZc7fzEpsQ64anRI2rnVO7z/Vx5/q6QtjtvmJ7X8krgVwxezhZxkAAABS/fLtDkRKCxy2xRvdRqM3471us28qU5ThpvNP5rZGZ9lOLzHLC84uuSn668KfP9/C8jM0FcBGrNS1UmV0Gflseeh7jZQ2qjFHVeSqcnk7xLXPX+rj53r8TC9WyYSTie04lZ+NBbYArqD9+RQDAACAJKn3P/elfnZKe8ymtMBls8lGt9HosOr2qNOd6+t5FKaydksIcao58+T9dlEru86sHqYDc65Ow8OYb2H5jk3GryMrSzXlBWn0WStz0Y0ZyGbhqVEQPcKQq8qKa09e6sNn+vi5Tlfj/Y7F0WzxYT6bWGAL4Eq72M8vAAAASL1PZheltA+JaIErId7oVsujW0l3ruv2dd27rU7pPPXotvr9Y/4gdNoPoHhsrcN0YPIatXZi25LaHZgMXkfObNrOKK6N2+3E1vl2HLDKB6xOevZSP3qmx8/S05uJbUhp43mIawHgnD+5AAAArrxeEtsdAFjmwdd0NCShUR7a+dZkHtpJN6/p3i29fnOMbjs/FmZLdkuwIlpFd5pUZgVWzcRhNDDnMjWpmXOCt6R2scnUNVGJR01bxbUaU9GyLGlHB+24Nu5fOXWdfvJcPz7Rzz6NCvzN0sT2b34uAMCZfmABAABA6v3PopT2mO0OAOQevKkjSUuj26hg2O722pHuXF+ntCFjDbMlk9eyVytjjWvCoyqHysOxJx2YvF7NCyZPSC0st20T1Nb76qNL49pKFGu0i7Isri3bK6fnL/XhiT7+VC9ejgVjY15iOzRWxLUAENnJhxQAAAAifbSQdviZdMxCWgBzbRndDrev39Arp6+/Linf8Vbzotvad44lNelx67HFPZWZa+yCydOmZBMsC2dj9TMbc5pZrdHfjmtln5ifUtQ04lrne05e6tET/fTT8V6WJbbpAtvvEdcCQGrrzzEAAIArrvc/931cO+mYhbQAttWOblVc7CWH/uDWke59Tp+/IeeD2hDXak50W//Osbi/Fu+ah0rnt/stExe353nt28x3m4PWaJqHpt3Vnlpcmx9O5apx20lOen6qn32mHz/Xs1M/ujCxdX6UuBYAGs7zgwsAAOBS6Df93jCR0gLYsa2i2+j41jVd6/T116Po1o8OjXHm9L4UVewxuAsAABSFSURBVAZmdKs04W1ltVlPMTDnOnZOjTS/ztLOXyOThXaBs/tbIWyUmU5UToWqodP5zpNTvRuW1oZzZyS29pYITn9NXAsAddt8QAEAAFwBvSS+NwzAXjOjW2XBa8pMb28c6Uuf0/VOd66P292a+95qKrrN5o/jV3uocjh2Vi5eZ17TzizblcmUdlArc9ZA2Rf3uLQ1P64tE9XhV+g/eakfPdPHn+rFq2SqTRJbHwH/9c8EAGg7508uAACAvdf7n0Up7THbHQC4YA++luxvYMapM9Pbm9f0xdu6caTPDd9XFke36fzZnglZumoHstaDmX5gvrdxEbvB9e0GpwQzk9lY+5QQg+adzZ52XDv2ROt2yzg1TlqHaPXkpX7+mT5+ricviqnqiW22PW68eneYlrgWAGba5hMKAADg8PWSWEgL4PJoRbfR8ayQtFunt5+/6aNbjbFpPn95d2lP0H4ksx6YJtJbX3LxJoNdl9wU/fWevMDaS8Gl/UZW6wvirPYXQ1Z7OhbHp6uW2DYX2K6IawFgoX34FAMAADhHvf9ZlNIes5AWwIH57Tcr6Wp0YF4Qmp03r+uLt/UrN9cFXbxVQjR/beHtZHTbqmn2tP+W0syyDUzms0FSaaWilfFKTRHXhiA4TlGVxbVh1MlJz17ql5/pkxfplrUzElvzvlw0OXEtAGzm7D6wAAAA9kAvaeFCWvlk9u0orgWAw1Tb7lYbp7fX9MXbunnN75yQLrwNZ81ceFtGt2bHrIeXHu/Pta4d5rrs1hxsdsYJbFxQWVorn7eGdNW5fF3tOEkzsTXnz9rEtQCwpf35IAMAANiF3v/MT2mPWUgL4JILeybIjFOj49olYtk/pLcvnb54W/LpbRnOzklvO6NVHrU6VZ/Erjkbdj6bDtdqZvVbUe9kViufoq4b0smpfvlCP3mupy+sqbKcNzTSxx8HuOEehzv6K7JaANjaWX9mAQAAnKVeEgtpAWCubM8E1dNbNS8X46Gb13TvtjrpC7ekOL2N7iVud+F37TEkrfJoydBFX/LGyakxOnNo46w2ClVP/AYIn5zqxav8XEWTTya28R0R1wLAGbnoTzAAAIBFep/Mzk9pj1lICwCJcuGtNk1vs4Jh+e0rp3ufi6LbLL31JyT3mPYk7Y0eSUM3p2ghl9xUTY1LxVRzgto8UfXfLXbyUp300YmevPBfLFbUxw3VE9vyMI5r//KnAgDs1hl8WAEAAOxK73/mR7RiIS0AzPXbb0ohWi1iU1mLVedfQ968pi/d1iv5/RP8bGVWG91OBbjWaMPMslzttDmZa2rmGU5J6ayg1rfi8FTSs5fqpF/6nWrbUymabdYC23RLXOJaADg7G36EAQAA7F4vKdrroPc9bcd+8ezbLKQFgE3EC2/VSG/L3nmXlDev6daR3ripVSXAzSZvp7pZe1GGO1hUvMiCiFZJdXZiK121UtSTl5L0yQv95LmevEjrs/b8xDa7o6jHOX2XrBYAztjZfVoBAABM6f3PkNI+aBYPjiWxkBYAzoSZ3mp2gFvpy928pjdu6taRXJThKguLzQDX6jcPN0hyz0iZzxZH1UR13ZfGqcP61k569lJPXuiTF/rsVbT1QZG9ju0ohE0aZVyr8ZHEdyrpLz4WAOB87MOnGAAAuBp6SRt9adgxO9ICwLl68Ka6ODCtRKVJT/3isn3ZOWyDe+uaPn0VZbjFItzqXc95bJXe7a+Hk4y1DFytPpe2rJOKVa5+Oe3TF/r0lV680sefVmNZyR4yOstEOKqM41qW1gLA+dv+QwoAAKCi3+hLwxQtpH3YKAUAnLkhvVW6GFZRTybp3Ohy89Y13butTnJhHW4nKXkYSh9JLEtyNfUoNnqMa2beao/W81mlEW1onLzUs1OtnJ680Kevxk0PVMzjoq5akptNrsm41n/VGEtrAeCibPMJBQAAEOn9z/yIVuxICwCHYdg5QfXYtHZtafQvuQy9eU2SPn9Dt67p1jV99kpf/Nx6aHwkodFOcie6tmMlsmWfEZX6HWmfncqFiPbUOCU+MWkXibCLWkvj2mFpLVktAFy4nX9SAQCAq6GXtNGXhh2z1wEAHLAHX5OyvQtmB7iZmWWlG9d080i3r+vWkW5d04uVpFaYuz6cH+lOsRJaaSpgHcLZk1NJ+uylPlvp01f67JVevDLq1ZxNPmwth0KSuyyudVqR1QLAPtng4wkAAFxJ/fKFtMeS+NIwALic7n9NnfLlt6pko+dz5Tksyx3W5Err7zq7dU2nK0m6c0OvXVdXj1y3cfJSzgeywzPw2St99kpy+uyVPl2NyWy5MLY8VJrY7j6ujZbW/vlPBADYQ+fz0QkAAA5NvzyiFQtpAeCKipffakaGO462BpdZFMXePJKTOunm0fggbkXtcbZo3s9Wkg9AP1uth2rrZI3Oi4trQ0Qrv1ktWS0A7LkdfkQCAICD1UtirwMAwLaG5be1AHfdc0GXodluA3bNnKG0aDqr9cc7j2vjh5R1xktrQ1b77wlqAeBwXNCnJQAAuFi9Xzx7f/ZC2mNJfq+DoXFcKwUAQPe/JinPcNW8Ct1Vnjsnnw3atbWs1uooOq2stuzZ/KvGmktrh6z2zwhqAeAw7egjEQAA7LOevQ4AABfpHwwb4A4HnXEhep6XppOJbhm8Vo4q/fOyWk3GtS5qZwXRprTrjpDVEtQCwKVwnp+MAADgXPSSor0OHjRKI8dEtACAc5JkuLJj3NjSC9fJWDbTSGmtjsrQmWW1YzvNaglqAeASW/rZBwAA9k+/3V4Hx/4HAIBz91tfVWfugdtlt7uRR6iVRLYW1NZOP4usNgtqQ49zctK/+7EAAJfYbj/+AADA2evZ6wAAcJn9g68aa28nrl2z4VrmamnXGqMu/DJH0p52UCtjtngVrfxCWlJaALhqCG0BANhvPREtAOCq+62vqtNZrb0N7PS2vpbW7Cy/A23pitohpf1TIloAuNrO6MMOAABspJcUbUfb+562Y0nsdQAAuFq+/dXWpgoLOLNpsHPb+lpaNVPa4cTvfCQAAEobfKABAIAd6SX5iFYLF9I+lMRCWgAADN/6O+qKi93a1W87qB2U62c1O591jmQWALAYoS0AAOeoX/6NYWKvAwAAzsl/8xV7e9w4n/3jHwkAgLNGaAsAwJnp2Y4WAAAAALAYoS0AADvSbxrRKtqO9mGjFAAAAABwJRDaAgCwkV7Sdt8YJlJaAAAAAICB0BYAgBl6ScsjWvGNYQAAAACAxQhtAQAo9JL4xjAAAAAAwMUgtAUAIIpliWgBAAAAABeN0BYAcPX0m35j2DERLQAAAADgzBHaAgAuu37TiFb+G8OO/Q8AAAAAAGeP0BYAcLn0W0e0YiEtAAAAAOAiEdoCAA5Zv11EK/Y6AAAAAADsHUJbAMDh6NOIdviZ45iIFgAAAABwMAhtAQD7qpckPdgooj3mG8MAAAAAAIeK0BYAsB96SUS0AAAAAAAQ2gIALkQviYgWAAAAAAADoS0A4Oz1knxEq4XfGHZMRAsAAAAAuFoIbQEAu9ZLIqIFAAAAAGBDhLYAgO30kohoAQAAAADYGUJbAMASvaRdRLTDDwAAAAAAKBDaAgDqeklEtAAAAAAAnCtCWwCA10siogUAAAAA4IIR2gLAVdVLIqIFAAAAAGDvENoCwNXQS/IRbe9/5jgmogUAAAAA4FwR2gLAZdRLIqIFAAAAAOAgEdoCwOHr/Q8RLQAAAAAAh4/QFgAOTb+jiPZhsxgAAAAAAFwQQlsA2G89ES0AAAAAAFcLoS0A7JM+jWgfNItjx0S0AAAAAABcEoS2AHBxeiJaAAAAAACQI7QFgPPS+1iWiBYAAAAAANQR2gLAGeglbRHRPpRERAsAAAAAwBVFaAsAW+slSQ+kXnprSUR7LImIFgAAAAAAJAhtAWChXpL0QLrvDx/USlPHkqSH0tv+8GGtFAAAAAAAXF2EtgDQ1KffFdb70HbSsSQiWgAAAAAAsBihLQBE+jSifdAsjh2n3xV27ENbAAAAAACAhQhtAVxhPREtAAAAAADYO4S2AK6GXpKPZbeMaB82iwEAAAAAALZDaAvgMuolbfRdYYpiWSJaAAAAAABwEQhtARy+fuvvChMRLQAAAAAA2BeEtgAOTb91RPu2P3xYKwUAAAAAALgwhLYA9lvPd4UBAAAAAICrhdAWwN7oJfFdYQAAAAAA4KojtAVwQXpJW3xX2DERLQAAAAAAuJwIbQGci37rjWhFRAsAAAAAAK4EQlsAZ6DfYiNa8V1hAAAAAADgSiO0BbCdXtKONqI95rvCAAAAAAAACG0BLNJLYiNaAAAAAACAM0RoC6CuZyNaAAAAAACA80ZoC0DS1rsciI1oAQAAAAAAdoPQFriSekk72uXgmI1oAQAAAAAAdonQFrgC+k13ORAb0QIAAAAAAJw3Qlvg0um33uXgkQ9qH9aLAQAAAAAAcDYIbYFD1ktilwMAAAAAAIBLhdAWOBw9uxwAAAAAAABcfoS2wL7q04j2QbM4dizJx7JEtAAAAAAAAIeG0BbYA70k6YHUS28tj2iP2eUAAAAAAADg8iC0Bc5dzy4HAAAAAAAAqCK0Bc5SL8kvm2WXAwAAAAAAAMxAaAvsTh8todXyiPaYXQ4AAAAAAABAaAtsrN/0i8LELgcAAAAAAACoIrQFZuglbfFFYZIeSm/7w4e1UgAAAAAAAIDQFij1u/uisGN2OQAAAAAAAMAyhLa42npJfFEYAAAAAAAA9gihLa6SfndfFCYiWgAAAAAAAJwJQltcXj1fFAYAAAAAAIDDQ2iLS6GXJD3YdAmtpIfSIx/UPqwXAwAAAAAAAGeM0BYHqOeLwgAAAAAAAHBpEdpiv/WSpAdSL7216RJascsBAAAAAAAADgahLfZJzxJaAAAAAAAAXHWEtrggvSS/bHbpF4UdS2IJLQAAAAAAAC4nQluci353S2hFRAsAAAAAAIDLjNAWu9ZLYgktAAAAAAAAsCFCW2yn39ESWhHRAgAAAAAAABKhLRboJW26hFbFLgcPm8UAAAAAAADAVUVoi4p+uyW0kh6yhBYAAAAAAABYjNAWu15Ce+xDWwAAAAAAAADLEdpePf0ultA+8uHsw3oxAAAAAAAAgOUIbS+1XhJLaAEAAAAAAIBDQmh7ifTbLaE99vmsWEILAAAAAAAAXBhC28PUS5IeSL301sIltMf+97FfQvuwXgwAAAAAAADgfBHaHoKeJbQAAAAAAADAVUFou2f6KJ/VRktoH0piCS0AAAAAAABwqAhtL1SfLqF90CzOHKdbHIiIFgAAAAAAALgMCG3PS88SWgAAAAAAAADTCG3PQC/JZ7LbL6E99qEtAAAAAAAAgCuA0HZr/XbfEiaW0AIAAAAAAAAYEdou0UuSHki99BZLaAEAAAAAAADsHqFtRe9/99stoX3bHz6slQIAAAAAAADAiNBWEt8SBgAAAAAAAGBfXL3Qtpe0u28JExEtAAAAAAAAgF267KFtv4stDsQSWgAAAAAAAADn5BKFtv0WWxyIbwkDAAAAAAAAsBcOM7TtJe1oiwOxhBYAAAAAAADAHjmE0LZ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"text/plain": [ "" ] }, "execution_count": 14, "metadata": { "image/png": { "width": 1200 } }, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "Image(filename='../../../plots/mars-smallsat-and-orbiter-approach.png', width=1200)" ] }, { "cell_type": "code", "execution_count": 122, "id": "2e764b75", "metadata": {}, "outputs": [ { "data": { "image/png": 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NbhcxLmskuS2wDYS2AABclgfPZ1XOAisVRTEYDCbbo9Ho6Ojo5ORksjv5pybN5p6d/p+dJsbVVGHvJbktcO2EtgAAXIBJK4PzBSUTTfHspPBNYgJsllIaDptkLQ4PD5vctr2yaa1wxoLc0WzKmVLc/ZPktsD1EtoCAHA2TT4b2cD3ycFTyvNZxbPAuaWU6rouimKye3R0dHx8vOmEmfPFuPk/XMdx3LWcXZey3PY44mj9SoCLJ7QFAGCTJqI9X4sD+Sxw2QaDQZPb3r9/v6qqTavXOEeMO/k37bF4LHTFvbGKiMFs+1huC1wloS0AAHNN2ew5Smj1NwCuS1VV9+7dm2yfnJwcHl7AL7OnWW9cGe5+K+S2wLUQ2gIA7K9WRHuaVGIir5mdlNCKJ4DrVZZlXdeT7dFodPfu3c3rz+qspbh5hltFtXkx262Q2wJXT2gLALAvHiSizVscTN66TgK4akVRDAbTcG00Gh0dHa0bTXYhUqQyyjh1hjv5V1QR7m4q5LbAFRPaAgDcTJO2BpNetGdqdNCKaIULwA5JKQ0Gg5TSZPfw8PBSc9vcmdopTP51fSqekuHujkJuCwAAwJlNar7KKOuoBzEYx/g0b8MYDmJQR11G2ZkyAGy/SW47ninLsuuMS5EiVVFVUZ3mH+RhDKuo/CO89YqI8eyt6loM8EBU2gIA7KTz9TpQRQvsicFgUBTFZPv4+Pjo6JrrIpteCvfi3uaVoxhNOuEex7FeNNunyOptjyKO168EAABgD0y+4Z9U0Q5j2Fm3pYoW2HNVVTX1tk2v220w+UnbaYpwJ/+MK8LdMkVWb1t2LQY4J5W2AADbqNWR9jTfrk8Ksk7ixLgwgInWaLK7d+9uXn8tTlmEa5TZNinU2wIAAOyFSTJ7po60CmkBOhVF0dTbDofDpmfCdjpTEa4K3GtVzIpth+FvAQAA4MbIU9rTtDsYxnAYQxEtwFm1RpNteW6bm0wzE+BuqyLrk1B0LQYAAGArnSOlVUgLcCFauW1VVV1nbJ3TBLh64F65Um4LAACwY86R0tZRS2kBLkld101uW9d11/LtdcoAt466iqrrYjygUm4LAACw1c6X0opoAa5MVVVNbtvMKNtppwxwld9epkpuCwAAsEVSpMnU71NOD5PSAly71miylFLXGTtDgHt9arktAADAdZLSAuy6Vm67Q6PJTq+IYnOAO0lv9U+4OHJbAACAKySlBbh5WqPJbmRuOzEpv62i2vw/ryqqFKnrYmw2mIW2Q7ktAADABTtTa9rJqO5JUNt1YQC2S57bVlXVtXzndfZP0DzhgcltAQAALs7py2nzlNa3tQC7rq7rJret67pr+Q0x+fHk5vLbQQw0TziXPLcFAADgLPJy2s0p7VjTA4AbraqqJrcdDAZdy2+aU5bfap5wFnJbAACAUztrOa1fEQXYE63RZCmlrjNuoM7yW80TzqLJbffuxwAAAADdzhTUKqcF2Fut3PYGjyY7jUn57brG7tLbU0hyWwAAgLmm78EpU1rfdgIwkVLKR5PteW47sbl5wiS9NYpzjSS3BQAA9ppyWgAuSp7bVlXVtXxfTNLbdY3gpbdrpFloK7cFAAD2wymD2kl32klQ23VJAIiIqOu6yW3ruu5avnc2tL6V3i5JWW7rYwkAALiJTh/UKqcF4EGUZdnktoOBGsnVJuW30tsuRZbbVl2LAQAAdkET1G5IaQW1AFy41miylFLXGfurM73d+/87F1luW3YtBgAA2D4p0lmD2q5LAsB5pJTy3NZosk6d6W2K1HWNm6rIctuiazEAAMB2mAS1gxgMY7ghpRXUAnCVUkr5aDK57SlJb1cp5bYAAMAOOE1FbTNJbO9/sxKAa5PntlVVdS1nrnNqWdcFbphKbgsAAGyj0we1WuABsD3qum5y27quu5azYFJ4u+7//ns2sqyW2wIAAFtBUAvADVCWZZPbDgaDruWsMElvV7ZC2qe2CYNZaDuU2wIAAFeqCWoHMRDUAnAzFEXR5LZGkz2IzvS26wK7Ls9tAQAALlOKNGldtzmonQwTE9QCsItSSnLbC7RhZNlN/7Fuk9uq2gYAAC5aijT5dmtDUDvJagW1ANwMKaV8NJnc9kKs+1riRhfeym0BAIALdco2tXXU+zRaBIA9kue2VVV1LedU9qzwNmVDyeS2AADAeZ2mTe0kqL1x31YBQFtd101uazTZxUqRVv5s+MYV3qYst627FgMAAETE6bofmCcGwN4qy1Jue3k2zCurokqRui6wE4ost626FgMAAHvslN0PBLUAUBRFk9saTXZJ1rVNuCmFt0WW2xZdiwEAgH2SIhVRdBbValMLAC0pJbntFVhXeHsjottSbgsAAMxNimpPE9QqqgWAdVJK+Wgyue2lWtfxto56l3smVHJbAADYa033g86sVlALAKeX57ZVVXUt54HcxJ4Jg1loO5TbAgDAvjh9UW3XlQCA1eq6bnJbo8muxs3qmZDntgAAwA3V2al2GEMjxQDgApVlKbe9eusKb6uodq1nQpPb+uABAICbpWmAoKgWAK5eURRNbms02VVaF90OYrA70W2S2wIAwI0y+UZlcwMERbUAcAVSSnLba7SuZ8KO/MQ6ZUPJ6q7FAADA9lFUCwDbKaWUjyaT2169FGn5h9k70u62yHLbsmsxAACwHU45VUxRLQBcrzy3raqqazkXb2XPhF2Ibossty26FgMAANdncwOEYQwHMSijlNUCwPao67rJbY0muy67Gd1WclsAANhSKVIRRR31cmu2vKhWAwQA2FplWcptt8EORrfNULJh7MwsNQAAuLlO06zWVDEA2BVFUTS5rdFk12vXots8twUAAK7D5ma1TQOEpNQCAHZNSkluu1WqqFq/ybSt0W2T2yrTBgCAK9TZrFYDBAC4AVJK+Wgyue022IXoNmXNbeW2AABwyU6T1WqAAAA3TJ7bVlXVtZyrsPXRbZHltlXXYgAA4IxOM1hMs1oAuNnqum5y27quu5ZzRYootji6LbLctuhaDAAAnMLmwWKa1QLAvinLssltBwO/875FtrjqtpLbAgDABejMajWrBYC9VRRFk9sOh8OUUtcZXJ1tjW6boWTD8MN+AAA4k0lWa7AYALBZSinPbY0m2zZVVMtfyF13G6smt1WgDQAAp3CarPa6v8oHALZLSikfTSa33UIro9tr7WoltwUAgC6yWgDgAeW5bVVVXcu5ainScnR7fd0SUtbctupaDAAA+6Qzq62iktUCAKdU13WT29Z13bWca7BN0W1hKBkAAMzJagGAS1KWZZPbDgZ+831LpUitMbPXNKOsktsCALDvZLUAwBUoiqLJbYfDYUqp6wyuR4rU+srwOmaUNc1th10rAQDgBpHVAgBXLKWU57ZGk22zIophDPOvDwcxuNoZZYaSAQCwNyZZbesX32S1AMDVSCnlo8nktlvuWhvdpoih3BYAgJtMVgsAbI88t62qqms512l5RtkVdksosua2VddiAADYHcsDJWS1AMC1q+u6yW3ruu5azjVbbnR7Vd0SCkPJAAC4OSY1Ea1OZE1WW0ctqwUArldVVU1uOxj4/fcdUEbZ+sLySrolVHJbAAB22ySrXTleTFYLAGyboiia3HY4HHYtZytcR7eEZiiZDxIAAHbHpGXthqy2jLLrGgAA16CV2xpNthOWuyXUcdk9LprcVlE2AADbbXNWO4iBrBYA2H4ppXw0mdx2V7S6JUzmJXSddG7JUDIAALZailREsXm8WNc1AAC2SCu3raqq6wy2wqQ3V/616GUOKCs0twUAYBttHi9WRXVpXyIDAFy6uq6b3LauL/vX7bkwy90SLq2GoJLbAgCwLTaPF6uiuvzhDwAAV6Gqqia3HQx0L90lywPKLqeeQHNbAACuVed4MVktAHDztEaTdS1ni1xVye1QbgsAwFXb0LLWeDEAYB+0clujyXbL8oCyiy65LbImCWXXYgAAeDBa1gIATLRGk8ltd8vll9wWmtsCAHC5NrdB0LIWANhPrdy2LMuuM9guRRSXWXLbNLfVQwMAgAuVIq1rg6BlLQBAROS5bV3XXcvZLpdccmsoGQAAF2dzGwQtawEAclVVNbntYCCe2z2tLreDC8tYU9YkoepaDAAAq3S2QbjQ3xcDALg5yrKU2+60VsntMIYX9Ftlhea2AACc06S0VhsEAIBzK4qiyW2Hw6HRZLuo9SXxBbVKqLLcNnUtBgBg702y2g2ltV0XAABgLqU0HA6b6FZuu4uWS24v4rfNNLcFAKDLpA3CugljVVRKawEAziellI8mK8uy6wy2Uavk9oGHOiTNbQEAWGvdhLFJG4QH/mIUAICIiDy3raqqaznbqIgi/4K5jrrrjM0KzW0BAFjQWVp7Eb/zBQDAXFVVTW5rNNmOuujpZJXmtgAARHSV1j7YF50AAGxSlqXc9gZotUp4sC+hNbcFANhjnaW1XRcAAOACFEXR5LbD4TCl1HUG2yhFyssgHqBVQtLcFgBgHymtBQDYKimlPLctiqLrDLZRq1XC4PylsoXmtgAA+2JSWpt/Ham0FgBgS6SU8tFkctvdlbdKeIAWt02ThGHXSgAAdpPSWgCAnZDntlVVdS1nSxVR5F91n7c8QnNbAIAbqohiXdfaMsquswEAuGp1XTe5bV2fuy8q16zVKuFcLW4LTRIAAG4UpbUAALurLMsmtx0MVFnusLxVwrla3JZyWwCAmyBFUloLALDriqJoctvhUFfTHVZGmX9Nfvb6CU0SAAB21rohY0prAQB2VCu3NZpsd6VI+ZfoZ/ziPGUTyaquxQAAbIdJJ4SVpbXnnXgAAMBWSCnlo8nktrur1eL2jF+oF5okAADsjDLK5U4ISmsBAG6SVm5blmXXGWyvJredfNHetTw3yOptAQDYPhuGjFVRpUhdFwAAYMfkuW1dnynsY7s8wGiyJrf1AQAAsE02dEIwZAwA4GarqqrJbQeDM4V9bJciivwr+a7ljUKTBACALdIaMtbU2OqEAACwV/LRZHLbndbKbU/9JX2V5bYAAFyTzZ0Qus4GAOCmyXPb4XBoNNnuykeTnSW3bZokSO0BAK7cuk4ISmsBAPZcSmk4HMptb4A8tx3H+HRf5xeaJAAAXIMiijrqlaW1howBABARKaV8NJncdqedPbetIsYRw4hh+AYBAOBStRrX6oQAAMBmeW5bVVXXcrZXXrRxugnDmiQAAFyydZ0QhjE83VdsAADsqbqum9y2ruuu5Wyv/DuCU3wXkDRJAAC4LCnSyk4IGtcCAHBKZVk2ue1goO5yh5VRNt8U1NEZwVdZbpu6FgMA0EUnBAAALlBRFE1uOxwOu5azvYoozpLbapIAAHARJp0QhjHUCQEAgAuUUspzW6PJdlee23aVdCRNEgAAHsjKxrU6IQAAcFFSSvloMrnt7jpLvW2V5bYAAJzauri2iippPgUAwIXKc9uyLLuWs6XOkts2TRI62ykAALB+zljXbzkBAMD51XXd5LZ1LcjbVafObQtNEgAAupkzBgDA9aqqqsltBwNTqnbVqXPbehbaGkMHALBkw5wxjWsBALhKRVHIbW+AU+e2w1luW61fAwCwZ8wZAwBg2+S57XA4NJpsR50uty00SQAAmDNnDACArZVSGg6Hcttdl+e2ZZRrVjUTyRRWAwB7zJwxAAC2X0ppMBg0Jbdy2x11itw2ZcW2KxcAANxo4loAAHZLnttWVdW1nG3U5LbrZ2aUWW4LALA3iigGMViOazWuBQBgy9V13eS2db1hpBXbq4yy+TZkzfcgTZMEf8UAwB4oo1yOa80ZAwBgh5Rl2eS2g4HOpzspn6ix6puRwkQyAODmS5HKKIcxbJXWimsBANhFRVE0ue1wOOxazjZqerWt+Z2/2kQyAODGSpGqqFbGtSlS19kAALClWrmt0WS7qPktwMHqZNZEMgDgxlkX11ZRiWsBALgBUkr5aDK57S7amNuWJpIBADfHJK5tNa6dxLVdpwIAwLDGYWQAACAASURBVC5p5bZlWXadwXZJkTbmtiaSAQC7T1wLAMAeynPbqqq6lrNdUqTmm5el71wKE8kAgB0mrgUAYJ9VVdXktoOB0VU7poii+S5maShZU2zrrxUA2B3iWgAAiIiyLOW2u2t9bpsU2wIAu2RdXFsargoAwF4qiqLJbYfDYddytksddfNNzeLw5GoW2vo7BQC2mLgWAABWSinluW1RFF1nsEXWDyVrim3LlScCAFwncS0AAGyWUspHk8ltd8swhqty2zLLbQEAtoa4FgAATi/Pbcuy7FrOtsib2y5+szOchbb1unMBAK6OuBYAAM6hrusmt62qqms522LNULIyK7ZNa08GALhs4loAAHgQVVU1ue1g0GqTyvZa09x2oNgWALhOk7i2aeckrgUAgPMpy1Juu4tW5bbFLLQdxrwCFwDg8qmuBQCAi1UURZPbDofDlFLXGVy/FKn5hqiKanZYsS0AcLXEtQAAcElSSnluWxRF1xlcv1XNbYuss22x6WQAgAekGQIAAFy2lNJgMGiiW7ntTmiaJAxjODtWz0JbzS7gzHpdCwCIiEiRiijuxb2UzT8dxeixeCz7DSAAAOBiDAaDJq49Ojo6Pj7etHo3/d6XRi+iF9HrRcwymnx7orfwx8x4Goj+2K/GlhjEYFJmexInh3EYkWIe4B5GnKw7EVgmtAXoVkYprgUAgCtW13VZlpPt+/fvV1W1afXW+7qXRD+i14teRPSmcW0spbS92c6K3HbFTkREjJubGEf82w8uLbgSRRTNLLLDODyJk4g6pr+VeBJxuO5EYJnQFmCTMsq3xFuKrAeTuBYAAK5MVVX37t2bbJ+cnBwe7lLw9zVfFP3etJC2N0tj12a1y9HtbGs5u1mX5ozz7XGMI54ex7+7wlLcKqp7Mf37uht3RxGKbeF8hLYAq6VIddTiWgAAuF5lWdZ1Pdne/tz20d8VB3lQuyaufcZB9CKecRCffzoefiieezt6Ec95KPoRz31oemK/dZFefPKz09tPfC56vfjEZyMiPvKZFU9jnMW349mRkyupwJ00SRjFaBSjwzhUbAvnI7QFaBPXAgDAVimKYjCY/t79aDQ6PDwcjUYbz7hqj744+r12xprHtQ8dRG8cDz8Uz7kdD9+Olzwr+r3oz5LZSUFufoVWYrtQsbt4/Ul624v4hY9ERHzss/HhT0csVt3GLMYdX356myI1s8iO4ug4jrPncqjYFk5JaAswlyJN+iGkSJMjk7j2OI5HMdp0JgAAcJlSSsPhNAocjUZHR0cnJycbz7gKX/niefDaClIPenGrH+OIFz8rXvHc6Mc8pZ2Gs8uJbbbbym2Xq25bDzfJd5ojH/9s/PxH4iOfjg99ev5sm5LbuOT0toyyjmlx9N24O4p7im3hrIS2ABGzuLbpvhQRoxidxMn9uC+uBQCAbZBSquu6KIrJ7uHh4TXmtpO4Ng9bI6IX8YyD+MI4Xv6cePGz4qCXZbWLtbTTI01uGwsx7soMt9e6aynAjVaAGxG9aYD77g/Fh7IAt5XePj2Oxy86vZ00SYiIkzg5jCOdbeGshLbAvluOayPiOI7FtQAAsIUGg0GT2x4dHR0fH29afdG+4oVx0F9R9/pQP27140XPjBetyWoXItoswM1D23aN7WJ6u3BXVlS7vBvZbmR57sdm6e1v/s705TTp7YUX3qZ2k4Q3KraFMxHaAvsrLTVDiIhRjI7i6MTPfgEAYFvVdV2W5WT7/v37VVVtWn1BvuKF8+y1CUkf6ke/Fy96VrzwmXGQBbVND4QmmV3eWE5p26Ht4sHV0e3SXQvR7ezIZDtm2x/7bDz5ofjlj8enPj99deNZ4e3TESe/svzqz2OxScLhKAazew4V20InoS2wpybVta249n7cP47jtecAAADboaqqe/emvy13cnJyeHiJxZuva+LaWQZ6+yA++4V44TPiix+OgyaozeLahVrafHsxtJ3HtYu7y9Ftb8MssjWhbWsjmo3ZdkR87DPxrg/Fz394+krzwtvBRUS3i00SRrNi2+OIo/UnARFCW2APpUh11JMvHSYm08aqqNaeAwAAbJmyLOt6Wsh5Sbnt737BQnVtvxe3+xERX/zseNbthbj2YH04mx+fprFZCJtfvLcqul0X1y63aFhIabPdWIpxYzEP+vhn4+d+axrdTnPbC4puiygGswLbw7h/Mu9Kdzc0o4ONhLbAHkmrpo2JawEAYEcVRTEYTDPB0Wh09+7dzetP7zUviIPF+PV2P8bj+NLnxsEsoj2Y5bl5pW1vudI2y14XktamzHZNPpvnvJuC2pVxbevgbCOyI5FHuhHjiB/71filj8dvfz5i0uU2IiKeHj9QdFtFNfkWbBSjuzGKafXMsWJb2ExoC+yFdXHtcRybNgYAANcsRdyLeCpiFHFythLMlNJwOB14NRqNjo6OTk5ONp7R7bWzAttJhHr7IMbjePlz5nFtq8C2SWP7TYybpbGtOtk8w11xfE0+e4Zi21UZbqxKb/uzxDYi+hExOd6Lf/vBeP/H4rc/HzFrdDspvP03541uhzFMkSLifoyqSLPDd8/2Nw17pte1AGC3paW4NiKO4/h+3BfXAgDA9SsiIqKOSBGjiBRxEnH/DKOqUkp1XRdFMdk9PDw8d2776jtx0M+qa3vxhYiXPxz9/jSxzWtsm8S2t5zbZjHrirw1pgnpQkPb5ds1ce3KADcPZDcdXHzomC3oLy6IiMc/GD/3WxGzettJ7e2PfGDlu61D3iThboxGkSJCsS1s1utaALDDiijqqNP0a4KIiFGMjuLo5PRfAAIAAJeqno2najmJODpDLeZgMGhy26Ojo+Pj402rl3z58+OgP29Ne7sfn3s6XvZwHPTj1iSxndwbS5PHstB2ucz2NCnqJDzdVDY7u11ec/pi20ka2xzPT2xfZLb4o5+JJ34znvit+XtpUnJ7jui2mUh2vJDU9tYsB6LftQBgJ6VIgxgMYpAiTY5M4tq7cVdiCwAAW+o42y4iBhH1mpVL8gLbuq6rqtq0etGr7kyT2UnS+snPxXMeikcejlv9+du00rYfB/3oT95moW0rxl2X2PZn7W77TbXs7N6m7jUimwW2ZJy9tY+Ml26XdhvNQ60OfGcv4UXPjG/6kvjTr4uXPGv6bCfP/Pd/aZzV0SyqLWP2Hdp0D1jtoGsBwI5Jkd4ab317vD2Pa98Wb3tzvPmJeGLjqQAAwJV7R8wHA78j4ijiY7OeCXciHo2oInqn6pbw2GOP9Xq9Sb1tURQppXe84x2bT7n7vPiiZ8WtWfB6ux+ffzq+9LnxzIO4NXnLGiNM3npLlbZ5mW1vVbPafl7NmgW1K6PbyXbMDkZ2tckd+XZ+27p+q3h2YU1v+sTmt8u57ez4s2/FV/2u+OKH4z99JHq96fN55fPjy54Xv/TxOKWPxkdTpEfj0Yi4EzH7W3k04m2bToM91utaALAz0pppY9X8a0AAAGD7pIjhbPsw4iQiRdxbLMQ8OW2j27Is63paoHtycnJ4eLhu5SufH7eyDraffzpe+nDc7sXtgzjoxa3+tIq2aWXbW6yr7cXCRp7SrkxvFxLVxTi1ORKLGzFbFlm0GotXWFnVu/AQvfbi1tPe/ISbh/vIZ+IHhvGff3v63psU8P7rX26/VzcYz+p9e/Njh6f6S4X9k32aAOyySVybIjVHTBsDAICdUcW0+mIUcTTL8VJEPau6ndw1OlWj26IoBoPp5KvRaHT37t3lNZMmtpMa2IN+fO4L8dKH4/akGUJvOo6s6XLbX4xrW9FnXql6tsR2KRiN2cHIjufbzYnReojWNZfuyitqV4a28yPrn9444pc+Hv/svRFNF4dx/KtT57ZllHXUEXE074RxbBwZrNTrWgCw7VKkOupi/qWcaWMAALCDBrN8dhRxNzteRAwWV96Pzt+ma+W2R0dHTcfb9Lx5B9t+xG9/Pl7+nFlc249bs3y2ldg2ue089Gwi2ib3nAWdm+LU9ZHoJIqdJDUro9t8t9+bL9t0/ez55E97XVy7nD7Pn8ns6X34M/H9789KbiOeHp+25HYYwxTpJOJwfuxudwwP+6fftQBge6VIVVTDGDaJ7ShG9+O+aWMAALB7DrMC2zylPYnoRdzPjtyLGGYVuKucnJzcvXt3EtSmlOq6nvS6vfu8uD1LY2/14rNPLyS2BxsT21b0OY9EY3ab557N22kC3CwSXchJIyLbznfH00rX6XYzcKw5uGGgWYfe9IEif7bNK+3Fi58Z/8NXxNe9ZH78oBd/4HTTye7H/YgoFv725g3ugEavawHANkra1wIAwM2Tsn4IJwvVmO17J+53lNzmcW1EHH5l+uAHnurPEtuHDuLZtxYS23kH2/68tLY/q8mdVqc2yexige2mxghrEttYTmxnG9Hani2OZrc5Pbtaqzy2eT6nrbQ9xWuZP3rE+z8e/+Q98z4J44gffio6DWJQRHG80BahF8AilbbA7imjHMQgT2yP4/gwDiW2AACw20ZZy9piqSvCKOJwsQNqV8ntaDQ6PDxsGiMMfm70X76p7EccLCa28wLbJtacBbW95q03LyydBpqL+WZzG60j+RUWM9ZmI1obzXWa7SwwnZ47OzIvsI15vW1z26m3dDu/Kzs6fy2z90O/F696fnznV8bDt6bH+734g6+ITo/FYxFRRqT5sXL1UthjQltgl6RIgxjUUafZ/99HMTqMw6M4MnAMAABuglFWYFss5bYRcRxxN+uWkCIGHfW2h4eHb/3vv22yXdf1X/mb9cO349m34lZ/2gZhOa7txbQctXnLU8t+HmJ2vrWy2olV0W2zoJ3YNtsxvWhznekpk9x20iqhSWxj7hTh7dz0UVpHZluTR+zPotsXPzOOXhcvffb8+Dd35bbHcTxpZ1fMj71xzVrYX4ufhQDbKumHAAAA+yNFDCJSRKzqkzBRRNSzNTGr0j1ZsfDu8+KgF7/n0a/6pydPTI78hx8/+d/+2OFCS4Ssie2KbrYxzXMnuWS+m2e4y80EJkearHOhGne2G/lGV2Lb5Di97I/8YOvRm8S5yaCb7dZG/gJbLyevJm6288cdR/y9d8evf2oaFo/H8UNPxQZllHXUo4i782N3jSODnEpbYNul2bSxt8RbJkeaaWMSWwAAuJlGWVBbrKq3jYiTiLsdJbcvf07cfd40rHzyXe/8lm94w+T4V39D8d3/dDCJLA8WY9mmhjTvjdBKXSNLLedvk/w0z21nT2Ph3OxIa7s3/W+229peldi2rhNZt4TmeLvkdrHsdl0R7sJl588vW9Cbv/V78edeH6+6Mw+C/+sUG0yKbdNCse28QAeI9iccwJZJkeqoi+x/5cdxfD/ua4YAAAA3X4oYzrZP1tTbxtqS2y95zrx+9qAf43E873b87q94/WP/5l2Thf/5V0b/4zfebXLb5UrbXivPjVVFqdnBJpltjkdzfHFBfjyWN5YT21ZwmgW484Ozxc1TygPoFWW2yy+tefLZK2oKbxde5uLzn9yMx/GP3hPv+WjELDv+l6NYZ1Jse2wcGayh0hbYUmlWYNskttrXAgDAfhlF3J1tF2vqbWNtye1Bf5pU9ntxqxfPvR23D2L0nif/yO95yWThS16e/v6/Hd597et7eUQ7CzpXZ6l5atkcadZkWW0TZTYRZ26+m8Wv843efHf5tnVKflZ/8bltKLlt7Z+m6e3CK1h8/pOq5H4v/uRr4jV35u+KDfW2k2Lbcn5gtFB3C3tPaAtso0lc23SwbfohnKzsUAUAANxUo8Xctl6/soq4m7VFvRejd0b/FdHvxa1+PKMfTQfbj33oN/7417zk537iJCK+6OXp//4X70qvfn0v2olnL39bKpKNZjeLdFfoLWz2Wrv5qt7C8uY5RC/bznYXFjfFsPl2s3KcPYtxc5NtzPbH2R2niXHz196bpd55btvfmNs+Fo9FRDndSzFriAfEhn9VAK5F0g8BAABoSRH1rBBzlMW4K1UL/VGf+9fiy/9mPNSPWwdxqxcHvXl6+9e+d/CG31dMlv3Fb33Dr773yVYPgaZdQGujt9gqoYlKV3QPmESxKw9muWqzILJ7I1swPbK+LDcmdXlLD9Ts5k0PNry01rJe3gIiv+bSi82f0jjie34xfvEjERHjcTy9vk/CMIYnkY7mB3oBRIRKW2B7JP0QAACAlUbTNrURESliGJHWrk3fHV/2VfPdT3xXvPtn4+kvajeu7fXir/7Jwyd/8mSy7K//4Lve/L9U06h0KU5d2Ij5xmQrj1yn5iuyu7IV+frlnDI7OzuyMbFtFkzi4+Yl9FprZsZLlbSnKq2dWX6xzWNN8tw/9Zp45OGImO6uq7e9H/fLiOzOcvU62D/L/zIAXIMqqrfEW9Lsf9ajGD0Wj1Wtya8AAMA+S4v1tkex3D4tPS/6vehHHLwgPvZfxa//vfldX/o34lV/M271o9+btrud1Nt+47d++5//7n80WfPv3n78D/7KUavedr6R3y5WoXbfzjZiKU5dudEsa3ajtbuYxq58rHmaPNuYvLRYX0rcWy6zbZUVr3vh2ROeGI/jb70rfvVT0+119bbjGB9FHE/3jhcmk8Eeyz+bAK5B0g8BAAA4vUE2sOpwIbd9xXNnw8cifufz8fxnxNNfET//+HzBnf8vft+3z+PapvD2K7/hm77r+Ecma/7TT538n0eHkxxz3kwgSy2bvDIPMTdlpksHIxaON4lqZLlnc3zF9mxlzI5sftxYurcVy7ay2nWhbbPb2xjaNs9wHPGhT8f3/GL859+OiBiP4wvj+KGnoqWOuojy7vzA3fDNIGiPAFyjpB8CAABwVodZUJsFuHli+7HPxXMeilu9ePYvxte+IZ7349M1H/0v4vEfi0+9dha2zt7e/RM/+l3f9obJmtd+ffEXjwetuDMWk9NmN9dr3rIoc+HuFZvrnWrRqsx0TZDafj6tcWRLI8jWDiVbHGU2l1999o598TPjT71m/gT6q17UURyliDQ/UKxYBPtHaAtcjzLKQQzuzQYEjGJ0P+7fjbsny7/gBAAAkGvltuVCYvuRz8Sdh+JWL/r9OOjFQx+KR/9o/J5vny7/nZfH4z8U//GvZxlrRC/iA+958q/MctvXfF3xv/+r4XNf+EXziLYXkcWSvcXwsbc+Yu2tuXcx4ZxtLF22dTu/a7Y/fwmnSGybjfz6C9HtktbB8YqtJbOHmDzci58Zb/nd091+L74lrTjjJE6y0XFvXLEC9o/QFrhqKdIgBnXUKdLkyHEcH8ahDrYAAMBpHc7boEYdt4ppYtvvxfOfEbd6cdCPg6xz6wv/fRRfEy/4iekZH/jD8cMn8fHXzCPVXsQH3/vkW7/xJb/1wVFEvOhl6S99708+8qrXt4LUyELPWBPILui1/ly+Z4X2XWsu0ovp82lntYv57MroNhZnkY1nf4yz3XF+ZOXgso3Dy5rHeu0L4hsemR3srRhK9lg8Vs73yph9qwj77KBrAcCFSZHeGm99e7y9iWtHMXpzvPlt8baPxkc3ngoAALDoHRG9iCJe+Teifzf6d6L/nvj0F+Khftw+iFuT0HZ22+/F7d+JL/l/43mj+LU/GBHxuefF+/9ERMRLf3oWaPbis7/zqZ/+l9+bXv91L35ZevZz73zjH/vOJ370+z714d/oLTW0PdvtcoS6WI7a3BWzrDOyBQvbSxdpHiJ/btEKanvZxZfuimZjcbe3uBHN7eL69jNpHih73NfciV/4SHzys9NTXvn8eN/HovFEPFFG+c64M5oeeGfEEwH7TaUtcEVSJP0QAACAi1TFK984G5mV4lOvjYf6cavfHq6VJ48v+4H45q+PZ//K9ALv/vPxI/9wnmNGxMc/9Bt/4+jwPT99MlnwXf/sXY+86vWTsLJlfjC/3ai3vOYUZ63Ua70tPpN5ZjpbENk7IWK+ERG9rE1tUz+7ocx2ueq2pbfwx/Sx/sSr58/nYOlV34/7b5nv6ZAA5/63AeDUUqQyyiaujdnAMdPGAACAB/Flz49bveil6H1HfOTd8fzvi1v9uNWP2/046E2bJDTNbQ960e9NW98e9OL9R/HEd02v8/AH45u+M1743lnaG9Hvxf/6Dwav/rpisuCH/s79f/13qzwC7ii5Xb8b2W5kCyK/NyKaBa3txSuveBqrdpcfqLXRn+W5/cWa4jz7nh+J+cF1T6P1iBExHscvfjSOfyHG4xhHPD2OfzGK3DjGvfne3fANI/tNewTgchVRvD3e/qZ402R3FKO3xdveHG/WDwEAAHhAv+tZ0e9F/2Nx68m4/bPTPrYHWWOEg/40bez3ojerwJ0EkS9+Z3zpv473/YmIiM89L37x2+OTL4tX/Jt5HPmTP/DYb47e8+jv/8MR8aqvLV74SHr3yTuamLLjdv1uZLuxlKVO742IZkFre2VQ26opXnX9TUfys3rZM+lNH3rheP5CZu+N+bJVDxSz3Rc9M37+I/GJz00f9csWmyQUUTweafaNog4J7DuhLXBZUqS3xlvrqO/EncmR4zg+iqPvj+/ffCIAAECnV9+Z1YH249OfjNv9aSHtisR2Ma5tNp714Xj198aH3xCfellExIdfG+99U7zsJ+PZH54u+LX3PflL//HHvv5bvyMiXvaaR1/5tcXP/OBjy9noitv1u7EmMI383pjGoLG03VxnZUq7+dEjOxLNXYvPKrIQNnqzE5urrTs+faIrjs+feUT04ve+NH70A9Oj/Yj3ZMU8veileNMsqf1oxDsC9livawHAeVRRtfoh3I/7x/PxrgAAAOf3qjtxaxYdfuyz8ZzbCw0QbvUWqm6nx7Pb/K0X8ct/KP7d/zW/+Ff/rfj6vz0PRl/2qtf/pX/2rsld7/+Zk7/z5w57a8pd86Ry3W5ku812eyOmuWc0oWe2phXXrn0mGx60iVOXHqUfEVknhHWtEprdTU9g8eEipk1yf/zX4wd+adok4Qvj+JejaNQxPprv9QL2mEFkwAVLawaOSWwBAICLMk1se3GrH8+5Hbf60Z/V1S5nl5FHn712GNiLuPsv4tu+LZ7zwemR//Cd8QP/YL7g19735P/xR94w2X7l1xbf9YPDOK/5CK+Ns7zW3TlNP3vz7d7Cy2utnt8uR6iT6zRLerMEdhzT24l8EFk+mqzZjWzxZs0jfsNL44sfnm7328HscZpvlwF7TGgLXJgUqYpqGMMiismRUYyO4qiKatNpAAAAZ/HaF0yLZA8ifvvzcWs2W+ygNy//nFd3NolkOx9c8IL3xrd+e7z0p6e7v/p18f/8cHzoVdOL/Nr7nvyr3/SS6cpH0l/+weFLvvz1qy+0PsJs3bO8cLx4aLy4bB6wZvFsb/ltMbBuDk7X5++W5gq9hd1xRG8c4zyrbd3OntN49sc42k8+u3u+1zyxb37FPMP9ljRf83g8Xsz33hiwx4S2wMVIawpsT+Jk43kAAABnczBLZj/06Xgo61eb//7+RK+13cSdTXKZedaH4lvK+JY/M939xCPxj78vfvJ/mu1++DfufdNL3v8zJxHxgkdS+d0/uDa3PaPVMe+qo72YZ6vzl5bf5q8x8q2F43lQu5DY9qZXHs8eK6+ubWW4+W4sHmyONvcuvJpevOZOvPrOZHMhTD+O4xSj2V4ZsMeEtsCDSrMC2xRpcuQkTg7jUIEtAABw4V73wmk+e6sfL3hG3Oov1Nj2e1kcuZhINnqLb627H/mJ+I43xiOzktuf+p/j+/7+dPuTH/6Nv/1nD9//sycR8YJH0lv/8bte8squ3HYpvly5u3xXK+XMw83e4lNeeDm9bH12sBcLx6N5F2Xvn+V628hT2mZ7qUPCeDm6jcWDi6928gT+9OumG73FYttXLNT9ZHfAnjnoWgCwSYo0iMGj8eiduBMRoxi9Ld52FEcfjWwIKAAAwAV56bOnKeQnPhfPuJUNFssmYvVj3uI2D3MX3mLVdkSvFw99Ol77jnjBU/FLvz8i4hOPxC/8N/ElPxXP/nD0evGz//yxV35t8cJHUkT8vj/ynR/5tad+/b1P5PHowm3MEtImSM0C0yYhzQ/Ozphnmvnrai6+snvvyieQ7+bPJBYPLj/ufEHrtje7q7ewZn7xpdv5BbPbT38hfvkT03vfM/sO8gXxgjvxptF0750RTwTsJaEtcE4p0lvjrW+Pt9+JO5PE9n7c/wvxF74/vr/rVAAAgPN4/Yum+eztgziIOMh6I8zTzFmeuCmxbfLEbH1+sBfx4vfFK38knvxjERGfeW783H8XEfElPxu9iJ/95499+pMffc03/MGIeF3xpvG4N/wPJ8th5cR0dzEh7WXZ6MLG7MTmeBPUNq9xOa7tDHBbTyNaz2f2BFZsx/QdMn9ivdmCbLe5fr6dvx/yx2ou+6o78aMfmO6/6k6896MREU/EE2WUJ3EnIiI+GvGOgL0ktAXOI0UaxOBN8abJ7ihGb443H8exAlsAAOCSvO6F05S214tPfDaeeStLbGNeb5tHnP11iW2TKq7aiFkW+fCH4yv/afzG6+MTj0RE/MrXxru/NV77w/HQp+MD7/rJp975Y1/9Ld8REV/2NcWdL06/8Pg7FsLOVnbZxJd5gjm7K89Jm2WR19g2G9ll8+3Vt0sbsfxkFh99YTua5zR/wtFcJ79gb3pvczCy29Yj5hdfWWyb4tEn4tGIiHg04n7AXtLTFjibtNTB1sAxAADgCtzqT7PL2/14OEts+1mm2cszxObMXr5zNs/6cPy3fyb+wF+e7n78kfiefxi/+eUxjnjfT/3o2/74GybHv/oPlX/6bw+mi1b1r11u/Lqwne2PZ9u92R/Nc89fRDsbnW3mb4urW2vb1++1tmfvz4h5H9u8p+143O5pO84ORuu2vRcR0evFH0rzR8w62z4+34wiYC8JbYEzSJEGMbgX9ya7oxgZOAYAAFyNJpn9+GcXGyPEtBa1HwvFpxHTytDNWhHrirvG8Zofij/1R6cHP/5IHP+T+Pd/8lUSpQAAIABJREFUNsYRv/6+J5vc9u7XFEdNbrt4keY60z+bh2wN9Wo9mcXoOc9Ye4svqjd71a0XOy+zzS6Rn75w8aXEtrVmnL+NF5/weOGZj1e95SvGMX+s19xpv9LjOC7ma98SsJeEtsCpJAW2AADA9fmqF09HjT3Uj2fnZbZ5NNmL3uTILIU8k5XpbXPwRe+LP/tN8fKfme7++J+Lv/sD8akXxq+//8m/9gdeMjl496uLv/D9w4df+EWxmGyuvGC+3co0G61QNZZeU2/lq1xetLSyiXEXHmJ9YjtPnP9/9u49TJKrvu//p3p3dV8jGYEkQGwNxIYkssHy5UeeH/mpxxcgxI6FL/iK1eMEGV9iY4PBxg7bS2I7DkkeG0O4OGFmCfaTEBtMEhvfe2Ti2I6DAAPGF2B6BQJJK3ZXl9XeZvr8/jh1Tn3PqeruWe1qd7r7/XqanlOnTlXXtB52nv7Md75ln101jpsuTKr5nG9Jkgqt/D3/VSr0wrKaHmpNwGIjtAUwXdkosD2gAxTYAgAAALhg4m24jp3SrjSx7diGtqqqbtvTzKg1oDV7WlJUpyuO6Ftfqhe+ppp44El6x5oOP10PH7nv555/3cYH1iVdfUP50rf/2ROeflN2rEy4KZvnji+2rePUZoQ6Lq6dpiW3HR9wxxg3WxCzWv9cbabfiP1m44yd8kN/8mdcXY+9UneEYU/AQnoU/wcHsEBKlT31YlwribgWAAAAwAX27CdoV6FCumSXTm1pd6FOJ9TYmg4ARVtL1pjnJj1ww2YxZlCkgyK969fn/44Ovqu+vOe+Tf/fL2vv45/4bT/zX5e+vOsn3/xdX3L4kx+tL8mUAyu72rSrbH4vNbvZNh43k7/ihAswk8rGcaTq8HiF464zG2fPst+sJMlJf31U/+ljVbC7NdL7DklSKTesliyLP/HE4qHSFsBYJQW2AAAAAHaAmEgejWW2prrWJrB1hljUseA4zXLbrNbVFofa0tFrP6Ef+Drd+IFq83/drjf9d92r+97+/cu+3lbS9//KR57w9JtsRW12kmaxrb2eCRdf2NQzvDOTFekJ7aaNZZUmtnEU1zupCNW18Xvx71LyrTUqbeNky5suffHV2ntJNY7fS6lh2N/NDwAWAKEtgBblmA62JLYAAAAALrAve0JVubmr0FV76mrZun4zjWv9uAjln1JbfJjOjUtv60Ejur3iiL79dn3DT1XzD9yg1VXd+3S9/fuXN+5c95Pf/ysfedY/7mUHZq8eo0w/00xLzVZdppquat1omZwc7Tb3Fo35QqFlbZFctv0uqjDa1fN2Jn6N74D/7/XVN4b/cIrWw2CfgMWza9oCAAunVDnQ4Fbd6jeHGv6ifpG4FgAAAMBF8eSrqorazz2iL9ijXZ2q2LZIK22rP9VXXWZbZY7hr/KrNfGP9GONajpQY40/UfY3/n7mCZ/QMwb64LdI0qm9uvNbJOno6w6efPjYF/2DF0h65i23SsWhD65XiWSIJIvYJSAdVN9F0diUiafD84QuBBM2ZTbjOBtUz2YzGdhThdXVerNLZpedKeJ6c86nXKXf/3Q1fvrj9IkHNNQ1qj6WPls6IGDBENoCSPTVf4/ec7Wu9psHdOBFetE6/YMAAAAAXCRPuaqOYi/bXVfaxtuOVcmmGdfzNhK1oWfc1RgUafJoV0r1rjhz5VHd/Gu65+/pgSdJ0qEv16Gb9fif/7O7Pvy/nv3C75FU3ty9+obyb/7ovfXh4dj6VVS/erzCTrpZTGtrmzxPnJSZqS/JXIzMLsXNbBQXF9WBmvhG1W+veaH6tNLHjuihM9XU3x6T9CHVxUMHpWMCFgntEQBUSjrYAgAAANhhvuKJVdJ3SUdX7lEReyOojjInjSU1wsEo74FgOhgk7QviRpxJJnTFEX3n9+mf/HS1eejL9Uu/oT898gf/4Tu/xM886x/3XvKmgT84dhKQOXl2wkctftd1JvuoFW1De1pz5bEBgn1z3JiHzHdt13/VdfFFomEYdAUsGEJbAJLUU29DG93wg3BNa3SwBQAAAHDRxYj28AntCs0QYihpGyMUWU/bmN6GSSkJR2MUmw2yzLEeuzBSSCdtC1fp7/+OXvrt1fpjN+gtv6p3LX805rb7bu6+5E2D9pO7OlxWqEKNsk2ZlducbM7bmWxv0Xi2+7IZp+QdqL6pRmfb7NnmttZzrq/HL9jnv66HiVsELBhCW2DRlSr76q9q1W/6AtsVrUw+CgAAAAAuAJ+37uro6kvr+49VrWxDGjuhMYKNLOPAmcTQpqjZs/9io0WXhq2WP+e1n9SPPF/7PlBN3vFSvf6VH339P6oqSPfd3P2hd2/EiFNu7NlatWay52Wv15oOKx7b2Bsz2RjC1omtWdN82NzWmdWFtHdPPZYk3RHOVApYMIS2wEIrGy0RlrVMgS0AAACAneCrrqtC2D02ro29EUxEm/W3rR+m2NbLQtg6dkwrQOsssVk3aiPIdF7SlUf0XS/TraFVwvBm/ezb73vVD1137HNDSVffUP7Quzee8LSbYnx5sUyJcdt2Z3NZCO7iWMmbZt8iZyJduz6+DV99Yzh5IUld2iNggRHaAguqVNlXf0MbpUqFAtslLQ3rH4oAAAAAcDHFEPbu4+HOY83EtjWubRTbxocUIsXwKkmGGBJbhYGNVWNQWx9g5012+fd/V7d/R7X32A16/RvvW7lzeXjnuqSrbyhf/Pr/8YSn3ZSeIzclVL3Y6sQ2vmMmn7VvRbUsfrMhva2PyhaYk69rvVRkhsACILQFFlGpclWrtsB2RSsU2AIAAADYUWL97JV7QqWtyW0746LbQrJBrZ+JzzaubeuvmmSIIWFsT29NUBvXxMknfFI/+gLtu7M6ZP3m4bLq3Pb2d37k2qfdpAvobFPgZH2RbDZP1fo+KJts7JJ5t73nXF+f3Le1HVJsi0VFaAssHF9gG+855gts1+v+7gAAAABw8X3VdVUau6vQVXtCShsTW6lQMpPX1Y4ptlV4rtvahvQwm5GSkFFp/ljtbjKTVx7RS16mF/0LSTp2g4Y368tuWI4fvm5/50ee8PQLl9u2Xux5kTWUiO9PS2KbFuHa3Db6oqulJBdeD4NbBCwSQltggZQq++rbAtsDOkCBLQAAAIAdaFdIY+96OPRGCGls3cFWpvZW0rhiWxMCFnajUenpTJJok9kkvY0r42NMsa1ff9Pv6CU/VB117AYta/kd//3lfvOl//kjz/3evtpkUebO5ySZRLv5jiWLbW5rc3Bp755qV/ivdEfzcGAR7Jq2AMCcKFUONLhVt/pNf8+x39BvTD4KAAAAAC6Kp+6tGiDs6ujy3eoU2hUqZ+sCW6WDccW25uHVCa+kGPIWUpiJm351YRbH4wszn19PzIULSbrms/rKd+vjX6OTeyXpN57xZ4UK/+ePT725+7gbyk+8/731ebLTmhO2vOLkvdmCdF5jBvFU9XdgNuOaTPUtp++SHdvn6gxFMu1D3gdP66+OVpufeEDS1VJPkvRs6YCAhUGlLTD/Su45BgAAAGDWxGzx0l0qTFCbtLLNkk07X5iTNB5+V8vf6ZvbZ9Xln2kJbWQraptltskypyuO6IdvVRla3PbVX9GKH3/JC3vf/kuDen1anpptVpMtc2PLWlt3TVi8zQVN2buh5juTtUdIH37q/7m+PuHznirfHqGUnOQ/0gILgtAWmHOlyoEGt+k2v+kLbGmJAAAAAGAne871VQ67u9ClnUbdaGOgMJZNbxsxrn0oBLvNxDamirKRYggas/CxNZG0kzLn/J7v1zf9i2pmTWvLWvbjG7+s+21vGMQXfdSaZ3Btk2fNTT9J9p3mjyyoNamulD47XZV2SFjVcENal4aEtlgkhLbAPOuq6wts/S8kKbAFAAAAMBNiQ9s9HXWK6tGa2MrGsqaK1iazLTFuWOlloaEdtBbb1gmmPbIxmeWVfuam39UPfFe1cF3rNrd98RsGzdOMm2nujfPxRSesaY7dds4+kY1rlZbcKsz4cf1OupbQ/IYrsxOvS+pKPUJbLBJCW2A+lSr76g9U/cgfariiFQpsAQAAAMyE2N/g0w+bfgiNxNYOlBXVmmR2XGhbxIRRdXQYN+s0M01Cq9hxG2W2dUDpkpknflKv+kdaulOS1rW+pCX/Qjd+WfefvmtDDfHAlvltOoul000+mb9a+3bl7495AxXfn9ZiXpusS7foluYSYF4R2gJzqFQ50GC/9vtN3xJhTWsTDwIAAACAnSKmsVftUdFsaBtj2az8Niu2DfNxI0a6dkY2bI0xq8x8o1zUNZ/jI5sMSWRW+nrlUX3vD+rF+yVpqOGSlta1LukLri+/910bX/i0m9qT0Uay2bKq9cAx+5trx86kO8a9SP0GZm9L9nDV4jgTT+ukZ16TnPMO3SFg8RDaAvMmtkQQ9xwDAAAAMJti/HrprkZpbaPSViGuVRrUZiW3hT1/M9VNA0c1YtZm8lhz5jkuNrlttd/Ve70v/T398Euk8MeRMbf9Jz/3Px7/tJvsSvtyzm7YXel8k7PHpoPs0MY31LLZKvnGJU3MuOWvJ10v6Qsvaz95V932HcA8IrQF5kfZaIlwQAdoiQAAAABg5vgodncRQtsYyzZbImSxbCOo3eYjxpS22HZc7KhsPj7sgrgmzGf8zPWf1E99vZ72wepPJGNu+52rH3n8UlJva88Q803/3Hp+s9R+be4xM/lr5MNsf3YGu6z5prU/x5Wunrnm0uRK/HsiqVQpYGEU0xYAmA2lyoEG8WeY/3lPgS0AAACAmfPcJ2l3oaLQZbu0OdKujnaZG5F1TFCros41ijDKko4i226w+WBhWjEUhXmtIt2VzreXAKcX6c/mz2AHRVH1fHjbG/WpL5OkgQaxpPS/rHzJkeFHO+YM+fWMuZJO+MbHXZ6aVxgm1ToOb1A1mMifsxNfzl6t6jekaLxEDHN/+k+q8abTH3xaMZTmD0mxOKi0BeYBLREAAAAAzI2O6lyvykmLOljMokaFWFBKksf48IrGI8oWx9xQrR1Xs9LaZklpNqlwvItPySB62T/Xdx6QJHtLkm9f/cgzX9CLsXJ2VPMkdpcbv9ruiVfYcrbmIRNKeg1/TvtWyL4h2ZuWldxKzumK3dWp/H8p//GWD7lYKLumLQCwo5UqX66Xr2rVb/rE9hf0C5OPAgAAAIAdq/wCdQp1Cn32uB53aV1ma2ts7UCNuDbONCPaqD3GjSFvUW/acfZcX0l6PfVLmpUKNacyGXHMo1XoSRv60jv0Jy/Se/XeQoWvt1167q1S8dkPrxdmcXzRCZcx9trMjJqDsKw5rgdFPdNUp7rmsCJuxu86XZOd8H9/TqdHkuSkTz2oW3VrqfJqXf1hffhD+pCABUClLTDDSpUDDfZrv9/0LRHir2QBAAAAYEbFfK/KHFsTSeVRY73AHh53NR9msV0vU/Jpx7EgNNaLuuZeuyvMt5an1pWwZnDDp3TgG/V3Pqi++ita8dNf2du//OpVF9Y4e2w4QXzdFo2S4TBtBi6ZyRbl86ZmtrGn/mJrjfM3Kpy2pXLZyUlX7DFno8YWC4nQFphVtEQAAAAAMJdidefjLm0JarOB0rhWJqj1IxvOZo84ys4gE4NmkaLaJpu5rV0Z18czW67xfNVR/eCP6EW/pDWtxdz2Gc/vfcO/H9hj40vEM+ZXZS7JHCPFK5TU1u4gfuOyrxI2nRk1XzGuqPPuMbFsEum6fFeRvGzNfwQGFgGhLTB7SpV99Qca+E2f2PbVn3gQAAAAAMyGIuS2PviLUazSxDauTOLaRlA7QWuGa09oY0S/nWeOjbQxSycVj1Uyds1nF8ZOTrrl1/SDP6Y1rS1r2R/ypGd3v76R27Ymm9W+MdPZGbJx87jmvLOj7GGn7bsx9e1K490r9yQveUiH/GCf9glYDIS2wIwpVe7XfloiAAAAAJhXNm/1WWpsj6A0sVVRL6viWhPUFtt+5K8bRjaxbclqxwS12WTk7CCWuNoVdrHTF39AP7Gida3Xue2zqtw2O20y03pCU9aaL7QVr3GXMwsam2p8a63zLs5Mjrmbb2C4kng2/qgUC4jQFpglpcqBBj31REsEAAAAAPOt0KW7WvoeKCS2hUls1WyPEEZjG9qa1HZCelulh1mw2BpEtpWR+uOr8DGM43O26dfYXU/6lH72Rbr7Q+tLWvKTNzyr+23v3FB6/urMzYs0k5afj+N6YK/QjOMoO1Xz5fJdbe9JPqkQ1JoAV+Z9sEqVbdPAHCK0BWZGX/2siS0tEQAAAADMn/YutEW+qTiw9bYyQa3JYVslJx+f3tahZJY5Tosjfe5YhY9mXAemcdLUltaHSE7ae1Q/8nIt/6thLNnZe33pc1uFa2iX7QivZafjtdlXrJ9dMuPCwZNeNCz2X+K35g/Pn+1A+Yw5UV1pS2iLxUFoC8yAUmVffVoiAAAAAFgUhSRdvrsRy6Z9EmzMWse15hzbedjXHJfeNjNHP5tklz7QTCtb7aA6yNUz+bML40aK+hV/oG98xXBZy+tal3TV9eWL37lxzdJNcY1NPO1l2RjUJqH1d5FdbfpN2dw2Lohjl+6qZ1x1nvpNaya2Nre1D/OiccwfmGIBEdoCO12ZNrGlJQIAAACA+RYDU6cqN42JrV0j2x5BSbeEPI1tNkawexuH+PQ2vrSft2mjwjiJJs0uhV3elHg0ztq9jaOecad+4JuHK1pZ1/pQw73XL33mdd9y9dJNYXVyuL2eZEc678w11KcJy+KaZNPPuHrKDKuNOOPCS9hLSp6zvfaS2pQqx+8E5kr6DxWAHaZUOdDA/1gaanhQB2mJAAAAAGC+fe2N6hQqpEt2qVNoV6GiUKdQJxbDhtBWbemtlyWzU9l804aGWYhZqLq2YtxzGHQKdfyVN8Z+UH1TRX1Ou6semFfsFHr4Gv3ya/U3z6our6ferbf/32PDj1YLGpdRZ9npRcos89+XnZSZl9m0M83NLGyNm+PeqOTlzFHO6a0f073HNZJGToPP+HkXzpZdAjCfqLQFdi6a2AIAAABYQEnIGGYKu08m72sktj7xjMsnPyJ/lE0w65cuknixvWLUlpSGtDKmli6Evy5M1rtMIhyf4+L8PE5XHdUrflQvflM1s6a1X3jbtZc97okKh7RWttbiNcSLTK+2vkJzYdkye0L7WtmkP2rcGzWyexsXPLneFlgEhLbATlTSxBYAAADAwgo57MktKWSmsmFrWj0qmc1G6jrZuPTW7pWJbqVGztiII2VDzDHZq8Kx1Xw8MCxqbtrzfM279WOvrDbXtf4T/+2KT5fKuWQYLzuZ9IOJr54sS6/Hni2bjIvrl7aJrYlrq7GTcxqZvdkrRqXKfAqYR4S2wI5TqhxoQBNbAAAAAIglroWS6FZK/66/sRnHRchhk0cjrs03x0S3SW4b09u23FZm7GwAGgZSPYhBZ3NN3JQzY+mZH1T/pdV4qOFPv013Pa/ML0zJIQqv4ueVxrjxGtz4zWrGnNC+UHOB/RZG4Wyj7H3LHk5OOr6Zvy4firFoCG2BnaVMm9jSEgEAAADAovHZaJ2Tmmcb3dbPpsA2nqFo5rKW2Wv7MCg9KItuZc48Lrf1srGPHutY0z+7elBP2jXmnC7d5Sef/Cn9+2/RMz5czf/0K4fveYkS9nrMK8rktvaE+YWZy6g345oxj+QV40pVue3I5ZP+MXJVga3Pdh8+U7+3wGIitAV2kKyJ7bKWSWwBAAAALKCYmdYzJjz10a1dU8esMa5NgtlJj7i0Nb31L9F8FbXltjJBpx3H8LEZ1NZpqUvXxIDVnjCddNLeY3rVK/Qdb64m3/MS/cy/Sa/KHC4zX5+keSXpsupi0ug2niFj99aXHU/eeMdG5pA4eeRUfcI/urv5IsBCILQFdoRSZV/923Sb3/SJLX/9AQAAAGCRnd5qpKhFPc6e1YhrM8V25n16m75oNWi8dGFz25hyOskGozbrdPkgLDebbuxmdcI4GXY46Wt/Xbf/bLX3r56lH32HfIvbLCGNZ1C6ac8cN134RhRf3eVHNR/1rnC4MzPJszP3IguPZh0usLAIbYGLr1TZU2+/9pcqRRNbAAAAAJAkndqSJJkeBV7dDMF0UZjU0zbNaqfOZ9FtPWj2YSjSvDKrY7UJrMlD48DGuPY89bw9T7ZGyeZzBvqXt1cnv/86/bvX6a596YvF9fGqTNDszN54hN0VD1fMWNX2cGPi2iyxlUlsVdXb+pmR05GT2YXXhhryYRkLgtAWuMhKc9sxmtgCAAAAgFcUIbT1m8qD1JjYhu08rq1HPoQNjyyyHZfeKkS35hUktbRKqPPKsMamn3n0aTJTmb3JTHqG+pxhO8a4iid3evKG3nr7E7vqSrr/Ov3kW/Xr3xWuzR5rLzXNbZuvW202oltnR+ZR720cmyS2NvZ1VVbrQu3tx47UKzOlylJlYxqYQ4S2wMVUprcdW9EKiS0AAAAA+Dz0i65ONgu7YReHFFVpXBt71LZmstXD7M5WFiG6LWw9rx+ERcmFqU4hk5SzLQ+dlNi6lgUxpc1T0fRxycZ9L/vWv3xmuDXZu1+it76iPjyeVmZG6SBeXr0gHmhmWl89uSoby6oOZOt7kTXXhAUPn6k3gYVFaAtcNM3bjq1rfcoxAAAAADDv6ljQ5XmrbJYaNrNnG7Nux7j0Nu71X7KZrFVCES+7mXWGcb0rLT5VWBZn4uH2bArJpt92JtuNBzjpxLH7fuLH9bKfqw75o6/Tv/o39d7sRbPrkTNhsb2q+OquWuM09hEXJIeYC66ew0lGrn74zYfOVC/pBCwuQlvg4uir71siSBpqSBNbAAAAAPBi0Hlis47t8may8TlNb5XGtcU2HtliG91m80X2WuaqYoabhZWyUabfZQLNuNfFQ8ziPFR1jbE9QxqJPmegnwktbj/+pfqRg7qrTK4nO1w2h83G5iil8y6sc/ZhXyJutia2oSuCfYykw48kLw0sJkJb4EIrVdrE1t92bPIhAAAAALA4fv/T1WDLJSFpIROXTktss0B2giy9tdFtNu+/NHNb24dBRZ6BykaZJgCt09swqTTozDbjTD22SWiYrDg9Zag3vrjaOnydXv0W3VWGNVmWml1PWCD7QvbKzWs1x/aQ5FXSq61La1U9+84JR0/W5/njzwlYWIS2wAVVctsxAAAAANieQjq5VWeCcTJrKRs3Ypxq5+P9x1of6QnaotuJuW3yMKW4dY7ZSEJjpikbaDYyTbl8b302M7Yz+SHS3mN644v1D3+vuphXv0W/Fm5NJvtCJj6Oxyapq51pC3BdvITGApmTxAYIWVvbWG87cjpysv5egEVGaAtcOGV627GDOkhiCwAAAABNMbB78HT7giSWVUsBrNQSyzY109s8ui2qkyeJcNaEIe2c4Dd9IimbeCpspsmszEqlQWdcr+wMJidNZlz+vPeYXvp6/d2/qFb++nfrdT+fvHq8gPpKzAvJtbxutb71kV2Ma4zTQUxvq7a20seP1gss/1FaEq0FsSCm/esF4DzpqjvQwI/9bcf4SQMAAAAArV6wT51CHelxl+r0lnZ11CmqmSoVVXofMDOOmxk7l+aBZt7ssGtc2I6T1Yy9BuXZcbzOjtQp0kGhojFZzZj5wmzGvfa0RTpTPzc2/3RZ/+Enq4v/u3+h1746vcgwVtu4HqRpdav4XsWxM+9bfJfs2xVXj6T//Fc6fKKKcf/35+xOF84w9RKAeUClLXAh9NUnsQUAAACAbYrh6SgMJgV16b5m2WzROHzsfFEfbvcW1f/ymfo8RZ1+xs1KWlcbK0+VTZpQ2G+65qZ5VmPGxdVGPM9z1vWz31dNfvxL9cNruqsMCxr1sNm8lC5wyd4p82EQa2n95MhOhsfRU1Vi63dFpUoBC4bQFnhsleltx9a0tqQlElsAAAAAmOB37qoGD59p7DPhactzmthuRzO9zaLbetDIbeuIthHX1qctpJi0yuStaaaZDFy1siWlzVJUMxNfJTkqHuj0lKHe9G3VysPX6VVvDrmtuQA1x63pbTwqS2mzXenJ/djfcMzFVrZh8UjhLmROTvrTe9TEp2ksDkJb4DFUquypFxPbAzqwopXJhwAAAAAArAdO16GklwWsrbLpou3RPKT1zHG+UB3IKgSySTuCNK6N5bfeuChTMc911XNcEDellskY5iZH2ZObl/Br9h7Tm76tbnH7qjfrv9lbk9lra55wXD6brsnOk99zLA6cnKoA1z9vOf3ltIa2wOIgtAUeK6XKVa36xHao4QEd4LZjAAAAALBNMbY7sSWF4NJKAlb/XCSbcVzEL+kjDi0701q3WyWzJq6tJ9vi2jijKjsNyWYY15lmeFa6afdmu+SSva2HZJt7j+o1P57cmuzNPxbW2PUKIazMTJhsfzSXSc7cZCzOj8K8s+0RpHuPVy83UjsqbbE4dk9bAODRKFUONPC/DKSJLQAAAAA8Ck4qpBuv1JZr7Mui1rY9RbbdFHYVIZq0e/xmFba6lsmiOZZkSmtbNv2piuo89djJFeE5zNcvF/aqqHbJLjAzybPyzSKcX06v+XH9SVfv+l7df53+6Ot0+Dq99lXmqHi5cVPp5DiuXu7CpgtxbTVfqHD1pcXFx07q6Klq5Z+19UYAFgqVtsD5V5LYAgAAAMC5ed+hauDb2sbIzyrsswlP64EJGYvGI9uXTSbjsJGdPymwDSdR2GwW2/o1VYIZS2WdFL5Bv8vZgXlWDECzlc3JZt1rY/AP1vVjr62+nY9/qX74oI49Lj2kef5xNbbxka601bUudEJwoZvtSOHhNHL6s3vqK8x01fUDPlxjcRDaAudZqXJDGyS2AAAAAHC+3PNINWjGeZOYpDWJaM3+ZFcjuk3G6dlse4RC9YGT4tr0Fcdlqcku17bMx5rNBW3L6iw1hKF2WXZrstf+ou7a15K95oHshEe2OPQ9qG4+FvJZZ7Ja/9hyOnyyznbHOaRPLXEVAAAgAElEQVRDY/cB84XQFjifeuptaMOPhxouaYnEFgAAAAAeHR/8Sbpxb5UANo1LY21iO1Ue3aZHteS2NoFN09vJca3CpN+og87WQYxZG5NTnre5KTmnvUfrW5Mdvk6vfovuKpPsdWQvYOojLB7ZzXgqM4gNbZ3TSDp2Sp8/Ue1qdsPYp32izBYLhtAWOG/66q9q1Y/XtLakpcnrAQAAAAAT+IpLJz14WjJBXiPTq/PQZHt7iW1UR7eFVCTH2ty2WWCrOG6EufVmPNbevmxMkDp2c/vPEzazgbT3qH7S3JrsJ96iX/vuNG8NK+sAt/URQtgsma3HSubj85bT/7m3vsg771OmVOmfyW2xOAhtgfOjr/5+7ffjAzqwopXJ6wEAAAAAk/32ITlXje85IT8ME2MVjYHdlT2aCjNqz239c1EtqAPZiXGt0qy2niyk1kS1EbxqO1nt+MOnDn7ylfqut1Tf47u/W295RdgVV5qktfURI11bZlvHtaYZgh1vOR07pftOVIdM6I0gim2xSHZPWwBgilJlTz2b2PbVn3gEAAAAAGBbXPhy41XaHMmFINVlkWtr/rqN/fFs2aQLo8Ile2NiG+NX2bHquDbujZv1oC0Odk4uBLj+CpykwmwWybfdkm2GlbIrWzdVnb8ozEB63rt144b+9c9L0vu/Tvdfp5/68XCQueL40nHOmS8uDF146/zNxyQ5F67FHOmkY6d07GSV2H6gUWYrqVTZMgvMNfuvBICzVprEdqjhQR0ksQUAAACA8+UF+7S7o45UFOpIV+5Rp6NC6hTqSEUMSRtRaTMVnSqLQZ0ZJTFlI7GtNs01tGyGL/mMWewnO0X1fflB3KzGca/qcf08eTJcQGEuzxYF+72fKfVTb6uu59p7deCH9QXH8gsex6l+u5yJbl3IbVsOcfr1T+rI+NC2VBlvHlNs6yqAeUB7BODRK1Xu134SWwAAAAB4jPz2oToEPHpaI9VhahKk2kAwjfXykK9IH409djOOijhjxnUSaqLPll1xJgam5ij/kJlsb24wYXLygta92cD3JVDVteDJQ73hxdW3fv912v8GfXpfWDDu4apjXWiSELsfjEK3hFHbY8vp6Cl9/mS9OQG9EbBQCG2BR6lUOdCgp56koYYrWiGxBQAAAIDzbiRJctLjL5NMFWd89vJwtlVzUVt02zIu6sQ2hrBxQT62wa4/Ko1lm1lttt6mrqMxgezI5TPtua09lUlyR3YQxnH93qN6w7fqmR+WpPuv02vepk/vq2PZlofqrNaFrNaeduTSvWbwx5+rr/BDh9VUqvQDQlssFEJb4NHwia3/yTHUcFnL61qfcgwAAAAA4Oz91lBOktPmSEdPyaV5rUuj20mK+quNSuupfGE6bqurzetns1radK80KastwlScnxTFTnhuTioNZ5sDl0euTrrqmF79yiq3lfRTb9P7n1eFs0nJbTwkHDgykyNbcptuboVbkN39cLjCMf8hu+q27wDmGqEtcNZKlQMN/Ngntvy6DwAAAAAeOz5hlHTt5VXAp+1ntV6Rfa03bSzbNqyj1WrTJLbJ3qyLgt1sxLUKu7Ks1u5SI2PNqmtHZtwSyJoYNwapMR5NBnZvGsW+6pX6jjdXl/QfX6n3fLcJZGMOmwW+YXIUY1yXP+IZPn6k/l4+dL9a7dM+P7hDd7SvAOYRoS1wdspQY1uqJLEFAAAAgAvgN4eS5KQHT+vkZhUs+pmW7HZ8mpsltna+aKxozW3bE9uQuqqR3tYL7GbMcLM6XPPwX/yBNqtt5rbZTJbYjmy2G6Petug29rSt10gjp6/9dd3+s/Le+z361/82vEp4jOwZ0m62SbxrHlWZ7Wl99Ej9fY1TqvQDPn1joRDaAmehTLsiLGmJnxkAAAAAcAG4kNRetSekjX7eBrjnpki+tOwdl9jasHVCgW19bDyP6oENauM5IxvF5imtWpLZejLNc5OS2zS6bZkPh3zVH+oVP15dyV8/Sz//70Kkq7ZkNpTZ2vmtODCp7l+ZxPYvxpTZitAWi4rQFtgum9iuaW1JS9OOAAAAAACcH6MQyx47rRObVYYbg1qn85HaNnLbGJtOTmztpmx62whnW+NaP8qC2iJ9KE1pW5/rjrE22LXZrgl2R23RrS22deE99zPPvFP9f1Zd218/S696Z5Lq2mNH8WxOI9VxrU11t6QHTusvj4Rl4//blSpjaMu9ZLBQCG2BbSlVbmgjJrYrWpl2BAAAAADgvPG3I3NOkvbuqVJFjY9qz0eEW7Fhaz2TJbZFHuYqC2cLqUhnwlHxPHE+biqcLUbANp9tSW/HbI5sShtC1RjdjuzYxrsxwHUaOd3wKf3bb64u6fPX6yd+RZ8uzVGuvcZ2FMtsVW9ujfSn99Rn/sjnNU5MbCmzxaIhtAWm84mtH5PYAgAAAMBFMQpB7bHTOnoySSFjxWjlHCLbIvkSotVmUDumia1MYqupca3qV7FZbUxpY1ZrxW85z22bMa7tnBAOiUfVia2rF8RTxbe3qreVnHTVUb3+m/XFH5Kkz1+vN/2MPrOU5LMj8yoj11Jm67vZPnBanzteX94EhLZYWIS2wBQktgAAAACwE9hi28ddWkWKmpbQuuTLo5FkqWFQ75qY2CoLcNUe1yocm6W0xZiHTG47SqPY9skY8trE1ka0jWJbl9bbjkKwe+UR/dPX6YtCbvsv/5M+s2Q6M7SltP56tkJiOxrp/XeHl5M+Nr7MVia0vUN3TFoHzB1CW2ASm9ge0AESWwAAAAC4iLZGVfp6fFNHTlVJokIdqHcO8WylsF9C6poEtTaBtZNpRKu0wFZmfX2GcKA9f5HujYpsb6yQTbNaG9TGalmb0sY1o1hLG2JZm97W9bZpdHvVEf3Iy6vcVtLPvF13L1W9EeKykSmzjVmt3/zgYR07XV3Y1rT/WrfoFj+goS0WDaEtMFZPPZvY9tWfuBwAAAAA8Nh636EqQJR0xe6QS4by2zjwG3ke2JzZhiRaDV+ymQmJbX0GU2A7Oa6N6nw2VuC2PeI7kDzbxNZsjkIsWye2Jvat501cW3WqTR9O+ucv1ze/sbrUn3u7/uT5LQW2WyONRuHZN0Y4pY0H63z540c0WVfdKSuAOWX/NQBQ66m3qlU/JrEFAAAAgJ3jG5aqAPSJl+vklnYV6oRItJOFpyYPjV+2E4XEeLeOTf2mDV4bL9QyDmdJNs2ybFLmkMzUy47XWV+b2bTXn11noZYrtF0aWvm36M6v0TteW8087+16/moIgkMcvJUmwu//rO47Uc385bTEtgx//DrUcElLU1YD84VKW6AFiS0AAAAA7FijUGx73wmd2KxLR5UV25rs1WXb21OYEFM20AwbWfqZj8NMMw9NAtM4L1NOG76aiSlcbCzbaJIwSlsiJD0QsvYIZu8obY/gTCFtfDz79/WLv1ldwO9+r371J0ONrWmMEMefO657H6leYmpjBEmlSj/gLmRYQIS2QI7EFgAAAAB2st8c1uHsJZ0qTJRCOWdoC1BNZVzL3GQxdY3lqGpUpCYprX0O67L1dkY2rp2Y0hZjHlad1cbmBml7hHpg6mFHphOCDWeToFZVwpvddmz3W/Uf31m9+gdeqLe8oepguzXS5qhObB88pT+/r/oPNHL666ONb68h9kbgLmRYQIS2QKKrLoktAAAAAOxwo/AX98c3deSkqQltrMyLbVXlthOiW78rC0OTuNYEtXHg5ycktq0Fts241poQzk5Y5mKuOr7Y1ua5I1cfkie2tpVtGuDGmYeP6MR/1cE7q4vZuFm//EZtOW2GGttNp82R7rxfJ7eqQzZH478Zg7uQYZER2gK1nnoDDfyYxBYAAAAAdqzfGlapoqTdHZ3YTGpss2Lb1tw22TTsZGGCV40vs9X2Etv82PFxbZ7SFtt7pMtdSGxtsa1NY+t81s5nRbVu4iMseOiIPvNDWgu57fBmvf1NIbcdaWukj3xehx+prmHL6ZMPaKpSJXchwyIjtAUqdEUAAAAAgBlimyTs6Wg00ihEsWeV22aPpixOjTFrstcuMpv+a2tiG8+TnT/LauubiU19xJF5rVhsmxTSpvW2WQ+EfMY8ttpmtnwy63ToBzQIue2hL9c73lzltg+e0ScfqCLjLadPHNN2lCr9YKghlbZYQIS2gERXBAAAAACYQVujKpx9ZFOX7q5ixLrYdnxu6+yomdQ2ZmyWWg/SeLR+nlhyG9fYGdmXKCST1Z6VIp7cvKhLc1hn62fN2KWb20lsm+ntH75Mf/CB6qU//eX61bfoodP648/Vy7aZ2Mo0tOUuZFhMhLaASpV0RQAAAACAmfO+Q1UK6ZwOn6ia2yZZrSQT0bZMxo202jZPS2PGmoatMWbNc9uzSWzzuHZ8Vlu0PcYti7v91/jN1Sltlt62Jrahoe1WW3NbX2DrH77Secvpd79Pv/9/q8D17q/QW39JpzbrMtvtiw1tuQsZFhOhLRZdqXJDG35MYgsAAAAAs+U3h3VQu7uT5LajUGyr8bnthBSxMJGrnawGjTR2zHYy15rYxlFrCDs5n52woI5uw6ZsdJv2tx0b14Yq2no+hLP1I0S3myNtjrTl9Ju36zV/XuW2ZVd/857q2I0HtU2laWhLbwQspnH/lwcWAoktAAAAAMyBry+rfgKX7NJlu7Sro06hQtVzjF+rECSNTSM7U3UniCW0jfPUu5TkrfaFkhc1EWoy05hMdj0qWRLtwlSc94PCyYWLlH3Fya+d3uqtGoQ7jLmQ3o6cvvrNeuP/GwLXdWl50lkzXXX9X8QONVzS0rTlwByi0haLqzRdEda0RmILAAAAADNqKwSIp7fqslApVN026m1j8mjFKtTMlDi12Fbcuf3Etph0mm1pObztpeM701pd2/qw/RCyrgi+xvbMSGdG2hzpb47pNV+v29ZDuWxX4fP3ttDQFiC0xYLyiW2pUtKa1la0Mu0IAAAAAMAOVTe3lY6f0ZlRe27rbFYbYtxmSrt9rXlu9ZylsdtObJuKYsqj5ZAx46b4DkyOa0ehSUJsiTByGo3qrgibroprz2zpwdO66yGNnF73jY8yt6WhLUBoi0VEYgsAAAAAc+a3YnNb6ZEzuqRThYwyua3aSm7j1+kBbog/23vdjg9HW7PdyeNqZkwmu51l+ZkbAbHd8KG2XFp4myW2oySx3YqJbWxou6UzI112ja54Zh0BryzrtvXwMt1t5bYlDW2Bab9uAeaQTWxpjgMAAAAA8+SFZdXHVtKTr9TxTe0q1PF5ZexLm6auRTqKC+rnsL6ls62kIhnEEybNbc3eOGln6sm4mW1vj0tTZ7vlwrYzu2yE7eJd2ly6Jl1ZDZycj2XNzcq2RrriGn3VN2nkdOSo3vNefWJDnz2ustTqQMulKmuaXDpFQ1tAVNpi0ZDYAgAAAMAcq+ptnSTdfVxX7q7qbV3IGV1IHmO+aSfzUtsplbctxiW27evatx5lYqvGgVNOM+a7i1mtr7qtam+VtLKtmiGE3ghnRjqzpQfO6Iu+qcpw9z5O3/Hd+pX/qbLUcKiVZVNi29Pke8rQ0BYQoS0WSqlyVasktgAAAAAwx35rWJV/Ounu47oiy23HRLc1W1/auuvc5PW2zQWPNrE9F5NKdJ1535yc6lu9bYW7kG2N9PAZffiw3nBQg2F1R7KXvVrdrjY21O9L0gGb2+5XCGZbxIa2B3Rg7CJg3l2MfwmAi8Entv73dUMNl7XMr+wAAAAAYF69sFQRGho86Uo9sqlOUXVOKLL+Bp5pbtCxvRGKdH1clnZFSAZtlbZ5VtuciZvnFtWMi1+dFPse2E1njkomw8DWKcdx3RVhpC3pvuP62weqmtwtp6ueq6/8La0mF6LhUGWplaHWyjC1rGbH2lLlhjbEJ3csPCptsRBKlfu1n8QWAAAAABZE7JPgnO4+LhfuoxXbsNqSW0lqNEywzkeJ7bkq0se5cOa5dZfCm9B8T5zqxNa/pZ86FhJbVZ0TPvY+rS1paS2JZMtSklZLU2K7X01ds59P7lhkhLZYCD31euqJxBYAAAAAFsb7DlURrXM6dkqnRhqN0rg2tk1IH55tCDAutW1On2O8e45lthmbwE7KoZN19XddP1z6HNojFIU+9aDueUSSRtLWSJtOdz8sSRpquKLlJS2t68DQT1SPVVUL1JV6ytym2/zgoA7m+4BFQmiL+ddXf7/2q/qRsUJiCwAAAAALwue2Pnk8fkant6r7aFX1tja6dXk62W7MrgnBbr1gG1p67MZdY8bb58zzpPkwyoqRXSywdRo5HT+jvzyie47X84ceColtNNRwWf0VLa3roFRKBxWy2FJak8pkeaky/o3serN1ArBIzutvcICdp6feqlYlDTU8qIP9ybeoBAAAAADMnRfsUxG60O7p6MxI11ymTqGO6ka0sfNsxzwXdhwb2jYb4zYGmjBW9SUmMlk0cy7FtjbzdXbg6hm/2TI2BchxMAqbNq7dcnr4jD72eZ3aqnZtOQ0f1BRdadWktENpXVrJlnQHGkjcPByg0hZzrVS5Gv7wgsQWAAAAABbTbx+qa2lPjyTpyAnTKsGHkjGstJ0BfNaZ9gqI3PhBri1LHTcz9iTTbD+xteuq+bNJbO99RB86rNOjs0lsJa1LS9KSdECSNFSz/8H+0OaWMlvgHH59A+xsZbjjpKQDOkBiCwAAAACL7HlPretnJV17mbaciiIvpO0UKgp1VD/Xu8ymbO3t+GLburrWzqv6YkOZJKBJd02VRbHjElvFGDodtya2fmDj2pHTw2d09/GkJcLmSIce0nlhP8Uva5ncFgtu97QFwEwqVfo/qZC0pjUSWwAAAABYcL97lyQ9/6lVRHv4hC7ZpV2FLt+tTqFOITmpkHMqJFdIMfQsVPhd8VyubmLg0ry1ddOpOkOyxsmNC2ednOqXmCxrg/voE9vGo9kS4eNHdGKz3nVmpLvOU2IrqVTpBzS0BURoi7nkE1v/z72/+di0IwAAAAAAC+F37tLznlrVwJ7ekqQr92hrJBcKbH2M2vGZpolZ61Eayvpo1cUYN8S7RZisc1tzdDO39S+RnDu8ajO9bb1fmZ2LiW094/JxntLaMlt/ozZTYPvZ4/rc8bpbwpbTpx7Q+UVvBMDa3m9tgNlRqlzVarzdJJ3LAQAAAACZr7tRRVG3L7h8t+R0xZ6q5LZ6hFYJhVpaJbQOlA6UjhXi13ozfMnSmbMNa7IIt9ncNquxdWFXeytb/5DcSJtOx8/ob4/poTN1krs50sZ2mtiejZLeCECKG5Fh3vTUi4ntspanLQcAAAAALJzf+7Q2R1U66Zwe2dQjWyqkzZG2RtU9yuLevBY1hJ4xK41r6mkTjMZxPCRZGRbY4DXbHMc1VvoiWbtXYcbFBdm3Y76vpIPtSA+d0Scf0AcP14nt1khnHoPEVlKp0g/ojQB4tEfAXOmr7/+ewndFGGo47QgAAAAAwCL6w89I0tf6klsnSYdPaM8ubTl94aXaNaq6HEgqpI4PPWMFrNOoqOvgChO/+rJZJxWh9UFzLCVdEQqFMDetw91ObhtlDRPi9cRUN2+JEHeFjge2JYJzuuthffa4TpkOtiOnT5zvlggRvRGAzNlW3AM7V0+9Va0qJLb8Qw8AAAAAmGr5KdpVJM0NLt+tTkdX7tauIm+YEJsqFBO6JZhT1YMw1piuCElAM+4GZRkXn7K5KopViGiz9DaJbn0nBFNj+7DphxAT283HoIltVNIbAWig0hZzIia2kg7qIP/EAwAAAAC2Y/AZSfrqp6iqqC30yKYkXdaR62hXWOZTzk5sNFmEKlkXAldnktcw9jW21RFOTvWtyWKuWt3KLJxVZldkT9yqmdWqGdeGxFZKstqq9YHTI2c0fFBHT2nLhLlbTn97rPF655Vvcih6IwAGoS3mQakyJrYHdKCv/sTlAAAAAAAk/tBEt75s9v6TknTt5XKFOoV2FVIRottChVNne7ltGscmm9V+pyJsxEw2q7RtzWqdGbl6aJ5tva2rBy70Q/CDLafjZ3ToIR05qVHsbyuNnP76qC6A23SbHxzUwckrgcVBaIuZV6ocaODHa1ojsQUAAAAAPDp/+Bnd8uSqW4J/HD6hQrr2cm2OdOUe7XJSUcW4UlWc63Nb36a2cFWfBKme9OPqgNbNOBOT3Cy1zbj4ZCfqrNbOTIhrndNDZ3ToIR09Ze665jSSPn5EF0apMt5OnDJbICK0xWzzNbalSoVWttOOAAAAAABgrDvulqTuk9UpknuUFdKpLZ3Y1FOuqjokOFNl24kBbBES1ZDhxnF9TFDV2CqdDM0TJsh21olt1h7BxLW+14GPZX0nhCMndfiEjm9W1bV+5chpc6S/eYz7IVg99fyA0BawJv/iBtjp+ur7W0wONVzW8lDDaUcAAAAAALAtdXTrA5RChbSno2su1SW7qp4JnXA7sjiwz1JyrE9h4qbSXKZIt1sjm5a4ttEbQfFWYy559uHsw2d07yO655EqolWouh1JWyP91QXphxCV3IIMGINKW8ywnnoxsV3RCoktAAAAAOA8Wm9U3Trp9Ej3nlAhXbZbj7tEl+5Sp1DHd0IoFKtu40PKy2+dqlPJBLsKCWzMaifU2tpddWJr6mqbzw9v6r5H9OBpHT8T4lpJoXftRz+vi6JU6QeU2QIZQlvMqtLcfOygDvKPOwAAAADgseCjW0nLTwk3H5MkndjUiU0V0hW7tfcSXbZbHadOIecrbYu6v619uPhcSKo6JNgAN8tqbb1tsqvRCcEOYl3t8U3df0IPntLDm5Lq+4zFNR+5SHGt5yuxJPGhHsi01toDO12pcqCB/43cmtZoZQsAAAAAuDCWn6IiNECQraWV9nT0+Et1YkvXXh5KbuMty9IeC3EQz1CYhGZcWNMsqrXjGMUe39TDZ/TgaX3+ZL3AxrUjp62LV10blfRGAMYjtMXs8TW28eaSS1qadgQAAAAAAOdZTG9l4pWY4V7S0TWX6fSWrr1cCiW3nbA4Zr5ZdGtnLJd8SYtqpUfO6PimnNNDZ3Rys2qA4JeNXAhtQ2nth+9vnP0iWdWqvwvZutaXtTxtObBYCG0xe7j5GAAAAABg5/DprRoBbrS7o450zWUqpDNOhfT4y5LAt858x+Q0scb2xGZVS9sp9OBpnd7SyU2dGZlWCa7KZxXKb33X2g8dbj/zxUKZLTAZPW0xY7j5GAAAAABgRxl8phrc4m9ZFuZjAntmJEn3PFIfcviEJO3pSNIlHe3uVEW4uzv1IT6BlXRqS046vaXTo5ZWtnHsGyAolN+OnD5wn3Ys/+ez4hZkwBiEtpglJTcfAwAAAADsVHfcXY9veXJ1IzKvtYL29JacdGqrnrFtEGJ1bYxi7ZrYwdbPuDDz5/dqJtym2/zgoA5OXgksJtojYGaU3HwMAAAAADCb/uGTqlpabeM+Y/U4lM0qLaqNEa1z+j8zktJaXXUHGoi2h8B4VNpiNvgaW5/Y+sYI044AAAAAAGCneP9nx+567pNaJpOI1ulP7mlZM7t820NJ61onsQWAGdZX38k5uQ1t+OgWAAAAAADMnFKl/4Dv5GJnWwDA7OmpFxNb/kEHAAAAAGB2rWrVf8b3HRIAADOpVLmhDf8Pel/9acsBAAAAAMAORZktAMwDf/OxWGY7bTkAAAAAANi5bPPDaWsBADsVrWwBAAAAAJgPtsy2p9605QCAHamrLv+aAwAAAAAwH+wda6atBQDsSLaV7apWpy0HAAAAAAA7l/2YT2EWAMwqWtkCAAAAADA3KLMFgJln/ynnbpIAAAAAAMw0ymwBYObZxuR99actBwAAAAAAOxpltgAw22hlCwAAAADAPClVxhaIlNkCwExa1Sq/fAMAAAAAYG5QZgsAs41WtgAAAAAAzBO62QLAbLP/jtPKFgAAAACAOUCZLQDMttjgZqDBtLUAAAAAAGCno8wWAGab/c1bqXLacgAAAAAAsNNRZgsAM6xU6f8RpzECAAAAAADzwX7Yp8wWAGZPbIzAb94AAAAAAJgPq1rlwz4AzCr7txJddactBwAAAAAAO50ts+XDPgDMGBojAAAAAAAwf7jZOADMMBojAAAAAAAwZyizBYAZRmMEAAAAAADmT6zQWtXqtLUAgJ2kVLmhDRojAAAAAAAwT2yFVqly2nIAwE7CTSQBAAAAAJgztkKLMlsAmDE0RgAAAAAAYP7Yz/vT1gIAdhIaIwAAAAAAMH/s/cd66k1bDgDYSWiMAAAAAADA/In3HxtoMG0tAGAn6aobf+1GYwQAAAAAAOZD/LxPI0QAmDGlyvhrN/qRAwAAAAAwH/i8DwAzzPYjL1VOWw4AAAAAAGYA9x8DgFnF/ccAAAAAAJg/3H8MAGYY9x8DAAAAAGD+cP8xAJhV9tdu9CMHAAAAAGA+2MYIfN4HgBnDr90AAAAAAJgzNEIEgBnWVZdfuwEAAAAAMGdohAgAs8r+2m1Vq9OWAwAAAACAGRArtGiECACzx3a3mbYWAAAAAADMgFJlbIRIhRYAzBh7/7GeetOWAwAAAACAGdBXnwotAJhVdLcBAAAAAGDO2AotGiMAwIyhuw0AAAAAAHOGxggAMNv4RxwAAAAAgDlDYwQAmGGxzHZDG6XKacsBAAAAAMBOR2MEAJhtlNkCAAAAADBPaIwAALONMlsAAAAAAOYMjREAYLbxmzcAAAAAAOYJNxsHgNnWU48yWwAAAAAA5kapckMblGcBwKyiwQ0AAAAAAHNmVas0RgCAGWbLbKetBQAAAAAAO539pE9jBACYPZTZAgAAAAAwT0qVsZVtX/1pywEAOw9ltgAAAAAAzA1bmzXQYNpyAMDOQ5ktAAAAAADzpK8+dxoHgNlGmS0AAAAAAHPDNkboqTdtOQBg56HMFgAAAACAuVGq3NAGH/MBYLZ11aXMFgAAAACA+RALs/iYDwAzLP5rzq0kAQAAAACYabb/YVfdacsBADsSZbYAAAAAAMwH28qWwkN0AX0AAB5VSURBVCwAmGF0swUAAAAAYA7QyhYA5oT9FRx/NAEAAAAAwOyilS0AzIlVrfp/0AcaTFsLAAAAAAB2qL76MbEtVU5bDgDYqSizBQAAAABgDtjb1fTUm7YcALCD2RtKTlsLAAAAAAB2ItvKlpuPAcBsK1XGZjf8Fg4AAAAAgFlkP91TkgUAM8/+6cS0tQAAAAAAYCeilS0AzJX4i7hVrU5bCwAAAAAAdhzb9pB71QDAzOMWZAAAAAAAzDT70Z5WtgAwD1a16v9ZH2gwbS0AAAAAANhZ7M3H+AtaAJgHlNkCAAAAADC7uPkYAMwh2/Jm2loAAAAAALCzcPMxAJhD8ddxtLwBAAAAAGC22MSWP58FgDkReyNQZgsAAAAAwGyJfzvr5HrqTVsOAJgR8Tdy3IIMAAAAAIAZYm9Rw9/OAsBcib0R+BsKAAAAAABmRalyQxv+E/2qVqctBwDMjq669EYAAAAAAGC2lCpjDRaf6AFg3qxqld4IAAAAAADMFnvzsVLltOUAgNlhe9/QGwEAAAAAgJlAYgsA84zeCAAAAAAAzJaeevGzPAVYADCHYvsbGpYDAAAAALDzxeorJ9dXf9pyAMCsoTcCAAAAAAAzxH6QJ7EFgPlEbwQAAAAAAGZFqXJDG/y9LADMOXojAAAAAAAwE2xiO9Bg2nIAwGyiNwIAAAAAADOhVBnrrvhjWQCYZ/Zek9PWAgAAAACAi6NU2Vc/foQvVU47AgAws+Lv6OhcDgAAAADAjkViCwCLgt4IAAAAAADsfDax5fM7AMy5rrr0RgAAAAAAYCcjsQWAxRL/3eeOkwAAAAAA7ED2VjQ0NgSAhUBDWwAAAAAAdqyY2PLJHQAWBQ1tAQAAAADYsezHdhJbAFgUNLQFAAAAAGBnIrEFgAUVeyOsanXaWgAAAAAAcIGUKje0wWd2AFhEMbSlNwIAAAAAADsEiS0ALK74dxb0RgAAAAAAYIcgsQWAhdZX3/8MGGgwbS0AAAAAAHjM2cSWT+sAsIhibwTamQMAAAAAcNHZxJY/igWARWTvQUlDWwAAAAAALi4SWwCAuurykwAAAAAAgJ2AxBZYNJ1pC7CgYnXtUMNJ6wAAAAAAwGOpVLmq1VKlpKGGS1qadgSAmUdoi3b7tM8P7tAdk1cCAAAAAIDHiE9sfWUViS0ALLp4FzIa2gIAAAAAcFGUKuPH8w1t+GJbAMCC4i5kAAAAAABcXFkfWxJbAFh03IUMAAAAAICLiMQWAJDrqed/MAw0mLYWAAAAAACcTyS2ALgRGVrEnwfchQwAAAAAgAvJ97H1H8yHGi5reajhlGMAAIuAu5ABAAAAAHDhZTW205YDABYGdyEDAAAAAODCI7EFAIwVQ1t+QgAAAAAAcGHExHZDG3weB0BPW+RiQ1ua5gAAAAAAcAHYPraSlrQ0cTmA+Udoi1xsicBdyAAAAAAAeKz5Gluf2K5pjcQWgAht0bRP+/yASlsAAAAAAB5TPrH14zWtrWhl8noAwIKKXc+5CxkAAAAAAI+dnnrxTuB99actBwAssPgDIzbTAQAAAAAA51dffRJbAMC2lCr9DwxuVQkAAAAAwGOExBYAcBa66hLaAgAAAADw2CGxBQCcnRjaDjSYthYAAAAAAJyFUmVMbDe0QWILANiW+MNjVavT1gIAAAAAgO0isQWwfbunLcCCOqRD05YAAAAAAIBtKVWuarWrrqShhitaWdf6lGMAAPAGGvhf+vXUm7YWAAAAAABMV6rc0EassS1VTjsCAAAjhrb+t38AAAAAAOBckNgCAM5V/EFCaAsAAAAAwDkqVfpP2SS2AIBHyf4smbYWAAAAAABM0lPPJrbTlgMA0CaGtvwsAQAAAADgXPTVj4ntqlanLQcAYIyuuoS2AAAAAACci1KlTWz76k87AgCA8WJoO9Bg2loAAAAAAJCzie2GNkhsAQDnKnbb4Q83AAAAAAA4W6XKeH9vElsA52L3tAUAAAAAAACYolQ50KBUKWmo4YpW1rU+5RgAGIPQFgAAAAAA4Jx01Y2dBocaLmt5qOHEIwBgks60BVgg/veBAAAAAABg+/rqk9gCOL8IbdHikA5NWwIAAAAAwKLztx3br/1+c01rS1oisQVw7ghtAQAAAAAAzlqpsqdeTGwP6MCKViYfAgDbRE9bAAAAAACAs5PdduygDvbVn3IMAGwboS1q+7Rv2hIAAAAAABZdltiuaGVd61OOAYCzQXsEtKD/DgAAAAAArfrqb2gjJrbLWiaxBXDeUWkLAAAAAAAwXdbEdl3ry1qefAgAAOdqVatOzsn11Ju2FgAAAACABVKqjJ+anRwdbAEAF8hAA0JbAAAAAAAypcoNbfiPzBvaILEFAFw48XeGXXWnrQUAAAAAYCF01Y0FthvaoM4JAHBBUWkLAAAAAIDVV98mtv7+YwAAXDj0tAUAAAAAwCtV2sR2VavTjgCA82b3tAUAAAAAAACLpVQ50CDW1R7QAfrYAriQCG1RO6RDfsCfewAAAAAAFlZX3YEGfjzU8KAOktgCuMAIbdFin/ZNWwIAAAAAwLwpVfbU26/9fnOo4bKWhxpOPAgAzr/OtAVYIPwcAgAAAAAsrCyxXdf6kpb4pAzgoqDSFgAAAAAALDqa2AIAdqieev6emLF3DwAAAAAAc6+vvv847OQ2tEFcCwDYQbrqEtoCAAAAABZHqTJLbLk1NwBgZ4mh7YY2pq0FAAAAAGC2lSo3tBETWwpsAQA7UamS0BYAAAAAsAhi3RItEQAAO1oMbZ3ctLUAAAAAAMwkWiIAAGYMoS0AAAAAYI6VKle1SmILAJglsZsPP7QAAAAAAHOGJrYAgJkUf3p11Z22FgAAAACA2dBsiUBiCwCYGfGPRHrqTVsLAAAAAMAMoCUCAGC2xR9jq1qdthYAAAAAgJ2uqy4tEQAAs62nHqEtAAAAAGAO0BIBADAnYmi7oY1pawEAAAAA2KFKlQMNaIkAAJgHpcr4I23aWgAAAAAAdqJYkERLBADAnIg/1fglJAAAAABgttASAQAwn2KD9q6609YCwP/f3r1luYmkWwD+z0gqZmJm0sykNRNcI6E8ErJHovMQ5SgKJEJS6sLl+1YtLzkd5EO3ncDmZwcAAKxFijTec0wlAgD70UWXT29ttLW1AAAAsAoGbAHYsxLadtHV1gIAAMCHzSsRvDkKwN6UvnahLQAAACvXRDOuRHAnC8A+ldB2iKG2FgAAAD5jPmCr5Q+APStPKWsLAQAA4APsOQbA4ZQzn6eUAAAArM14wPYcZ3uOAXAIZS8yZz4AAADWI0Uqd6wqEQA4FnuRAQAAsDaTAdsuOpUIABxIE005C9bWAgAAwGvN9xzzYigAR1TOhZ5bAgAA8EFNNPYcA4CIUa2teiAAAAA+woAtAPxLOS+qtQUAAOD9UiQDtgDwL2UvMrW2AAAAvNNkwPYcZwO2APA3tbYAAAC82XzAtommdhAAHEY5Taq1BQAA4NUM2AJAXdmLTK0tAAAALzUfsJXYAsAFam0BAAB4NQO2AHAftbYAAAC8jgFbALhbH71aWwAAAJ5uPmDbRWdgCADqSkNCH31tLQAAANzEgC0AfIuGBAAAAJ7FgC0APIGGBAAAAJ7CgC0APIeGBAAAAL5pPmArrgWAb9GQAAAAwMPaaA3YAsCTaUgAAADgAQZsAeBVSkNCF11tLQAAAERETOLaIYYmmtpBAMDNNCQAAABwoxSpvLKpDwEAXqXUD2lIAAAA4Jp5H8IQg+kfAHgJDQkAAAAsS5FsOAYAbzXEkM++npECAAAwNh+w7aN38wgAL1dOwIZtAQAAKNpoDdgCwGeUhoRznGtrAQAA2L/JhmPnOItrAeDdbEcGAABAXNlwrImmdhwA8GzllNxHX1sLAADAPjXR6EMAgBUpZ2VPUAEAAI7GhmMAsEZddLYjAwAAOJpJXDvEYMAWANaiiaacpD1NBQAAOIIUSR8CAKxa2RvUsC0AAMC+XdxwzAQPAKxOG205W9fWAgAAsEkX41oDtgCwXuW9mDba2loAAAA2ZtKHcI6zuBYA1q48bu2jr60FAABgMy4O2DbR1I4DAFagnL+dvAEAAHZAHwIAbJ5hWwAAgN1oox33IYhrAWCTUiTDtgAAAFuXIvXR60MAgJ3oojNsCwAAsFH6EABgnwzbAgAAbE6Oa/UhAMA+lWHbIYbaWgAAAD4vRRrHtfntyRSpdhwAsB3lNN9GW1sLAADAx1zsQ3ArBwA7VE75hm0BAADWSX0tABxOebPGE1oAAIBVuVZfqw8BAHaujbac/mtrAQAAeJMmmkl97RCDuBYAjqJcB3i/BgAA4ONSpLJxtD4EADgow7YAAABroL4WAPhHH32+IOiiq60FAADgycS1AMBUE025MmiiqS0HAADgOVKkNtpJfW0XnfpaAOCfYds++tpaAAAAnuDibmMmaQCAv6VI5Sqhjba2HAAAgMelSGV0Rh8CAHDVeEcyb+IAAAC8gvpaAOA+ShIAAABe5Fpca2gGAFgyLknQowQAAPAU87j2bLcxAOB24yuJ2loAAACW5LjWbmMAwHeVkoQuutpaAAAALmujnce1dn4GAB7RRKMkAQAA4GFNNGUaZlxfWzsOAOC6LrpyYVFbCwAAwN9SJHEtAPAq5S0elxcAAABVKVIZfxHXAgAvoSQBAADgFnm3sXlcmyLVDgUAuFN5qUdJAgAAwNw8rj3HuYtOXAsAvFApSeijr60FAAA4imtxrfcUAYCXU5IAAAAwdjGuHWJwxwQAvM/4csRVCAAAcFgX49o+ejdKAMAHKLcFAACO7Np0bRtt7VAAgJdRbgsAAByQuBYAWC/ltgAAwKFci2tPcaodCgDwLsptAQCAI8hxbXndUFwLAKxaKbdVkgAAAOyPuBYA2KRy+dJFV1sLAACwDcoQAIANU24LAADsibgWANiD8etCclsAAGCjxLUAwK6UctshhhSpthwAAGBFxLUAwD6Nc9vaWgAAgFUQ1wIAO1dy2z762loAAIBPEtcCAIeQIpVrHbktAACwTuJaAOBYmmjKRY8rHgAAYFVSpC66eVzbRls7FABgy8a5bRNNbTkAAMDLiWsBgKNro5XbAgAAa9BEU7bfGMe1blUAgMMZP8R2MQQAALxZitRGO49ru+jcoQAAx1Uuj4YYamsBAACeI8e1QwyT0VpxLQBAxCi37aOvrQUAAPiWFOkUp4txbYpUOxoA4BhSpHLBJLcFAABeJMe18+LaU5zEtQAAUylSuWaS2wIAAM+1ENfWDgUAODC5LQAA8HQp0ngDZHEtAMB95LYAAMBT5H3Gyv4Z47i2jbZ2NAAAI3JbAADgO3JcO9lnLMe1TTS1owEAuERuCwAAPCAX107i2iGGLjpxLQDAd8ltAQCA2y3sM5Yi1Y4GAOA2clsAAKDKPmMAAG8ltwUAAC5a2GdMXAsA8FpyWwAAYOxicW2+X1BcCwDwJnJbAAAgrhfX2mcMAOADmmjktgAAcFgLTQj2GQMA+JjxvO0QgwfpAACwe9eaEBTXAgCsRYpUnq7LbQEAYMcuNiGc46wJAQBgdca57TnOLtcAAGBnmmi66BTXAgBsjNwWAAB2JkVaKK6tHQ0AwAqMn727hgMAgO261oQwxNBGWzsaAIA1GV/YddHVlgMAACuyMFqrCQEAYMPaaMu1XR99bTkAAPB5ebR2iEETAgDAPjXRyG0BAGATUqT5JmOaEAAAdmic2w4xeJEKAABWRRMCAMARpUj5mi9f/HlKDwAAa7CwyZgmBACA/UuRxo/ubU0GAACfYrQWAIB/jBuyVNwCAMCbLW8yliLVvgEAAHvURju+NPQYHwAAXi2P1tpkDACAq8Zbk51V3AIAwMssj9YaoQAA4B8qbgEA4HWM1gIA8CAVtwAA8FwLo7U2GQMA4CYqbgEA4PuWR2tPcap9AwAAGJlU3LqgBACA2xmtBQDgJSYVt6oSAABgWR6tHV9FG60FAOD5uujKgICqBAAAuCiP1l7Mao3WAgDwfOOK23Ocu+hqRwAAwCEsj9a20da+AQAAPGpSlWDkFgCAg2uiWdhhzNUyAABvMnnhSycXAABHs7zDmNFaAAA+IEUaX6H20adItYMAAGDbqjuMuSoGAODDxi+CqUoAAGDHUqRrNQh2GAMAYF2aaMbXrHYnAwBgT67VIJztMAYAwJrZnQwAgJ2p1iC44gUAYAPsTgYAwNalSE00ahAAANiPvDtZeXfMyC0AAFuxXINgIgEAgG2bjNz20deOAACAz8hZrRoEAAD2r4lmPKRgNgEAgFVZrqxVgwAAwG5NRm6HGFKk2kEAAPAqy5W1ffRttLXvAQAAG5ciTeYXjNwCAPB+uQZhntWW18KMFwAAcCzzkVuvmwEA8AYqawEA4CojtwAAvI3KWgAAuFUTzeSKWWsYAADPUs1qXXwCAMAF8zYxG5QBAPAdC1mtQQEAALhVE80Qg7YEAAAelrPaLrprWa3txQAA4G7zkVvRLQAAy27JalXWAgDA41KkyQX3EIOLbAAAJlKkJhpZLQAAvEmKNGlL6KP3LhsAANWstotOVgsAAK8yaUs4K7oFADgqWS0AAKxFiqToFgDgsGS1AACwUilSH/3kAt3VOQDAXt2S1bbR1r4NAADwYk00k6Jb0S0AwJ6kSG20sloAANiYedGtPcoAADZNVgsAAJuXL+tFtwAAmyarBQCAvZnvUXaO8ylOolsAgDXLWe1kx4JJVqsCCwAANixFmk9nnOJUOw4AgLeS1QIAwLGIbgEA1im/HSWrBQCAg0qR5vcDolsAgDdLkZpoTnEaYriW1Z7iJKsFAICjmEe3+a6gdhwAAN+yvLGYrBYAAI6uiWYy2SG6BQB4hWpZbR99G63dYgEAgIhL0e05zqc4uWcAAPimW8pq22hr3wYAADiki31qolsAgHvlstouuoWyWhuLAQAAt7oY3Q4xuKkAAFimrBYAAHih+TZl+TbDu3sAABPVAoRcViurBQAAniBFmo+K2KkMAKAM1V58RemsrBYAAHipPDwiugUAyFnttaHaktUaqgUAAN5BdAsAHFPZVWy5AEFZLQAA8BkXo9tznE2UAAA7c+NQrQIEAABgLXJ0OylxM3gLAGxadai2XPB4XA0AAKzUKU4XN984xSlFqh0NALAKhmoBAIC9udaZMMTg3gYAWKcc1BqqBQAA9mwhutWZAACsRL5iMVQLAAAcSxutzgQAYD3KUO1CUGuoFgAA2D+DtwDAB93YfmCoFgAAOJwc3Rq8BQDeIEVqoqm2H/TRt9EaqgUAAI4uReqiy+8eGrwFAJ4oD9UuBLXnOPfRd9EJagEAAKaudSac4+zlRADgdtWa2rP2AwAAgLtcu8tSmwAAXHNXTa2hWgAAgEdca7w9q00AACLi5qC2j/4UJ0EtAADA01yrTTB4CwAHdEtQW4ZqBbUAAAAvlKPbi7dn0lsA2Le7glo1tQAAAO+2sF+Z9BYAdkNQCwAAsD0pUhed0lsA2I17g1rtBwAAAGu0UJsgvQWA9RPUAgAA7Jb0FgC2QlALAABwLDm9vVibcI5zH73aOwB4vxLULqS0gloAAICdW0hvhxj66M3eAsDrpEhNNAvvwcyDWruJAgAAHEVObxduFKW3APAUt/celKC29i0BAADYteXmhJzemvEBgLvcHtTm11z0HgAAAHDBLbO3bikB4KIHeg+cVQEAtuX/agsAXigPB/0n/nNxwPYrvv6MP7/i62f8nP8pABxEPks20fyIHzmxXVj8FV9/xV+/4lf+sLASAIDVEtoCq5DT2x/x4+KN6Fd8fcXXr/il/RaAg8jhbIp07eRY5LNkftIppQUA2AehLbAuOb39I/64tjVKuSl1XwrAnqRI+T/jtAAAAKxXLuyrbqhS+zYAsFI37iFWznq5oLb2XQEAAOD18sZlQwwLt7L2LgNg/W5Pac+2EQMAODD1CMCWLFffZvl10Z/x8yu+rq0BgPe4vZo2Rh3uWoAAAA5OaAtsVTXA1X4LwPuNq2lzXLuwuOwhpp0WAIAxoS2weTm9jYj/xn+vrRHgAvAid6W0YQ8xAABuILQFdqU6fhsCXAC+JzceRISUFgCAFxHaAvtUOgQXxm9DgAvADfI55Uf8KHHtMiktAADfJLQF9u+W/oQQ4AIQERF5clZKCwDABwltgWMR4AIwMS6lldICALAGQlvguO4KcCPiZ/z8iq+FlQCs32ODtBEhpQUA4G2EtgAR9wS4X/H1K34ZwgXYiscGacsPfCktAADvJ7QFmLoxwI3REO4pTssrAXiPByLa+F138L/4X/7gvQoAAD5LaAuwJN/w55v/5Tt/Q7gA7/dwRGuQFgCANRPaAtwhD+FWA9wYDW3JcAGeZRLR5v9qB0UYpAUAYGuEtgAPun0IN2S4APf7TkRrkBYAgE0T2gI8QY4S8l7k1QA3ZLgAM48VHYSIFgCAPRLaAjyfDBdgQR6YzT8k4/eLC8uHFCJaAACOQGgL8HIPZLg5j4gIMS6waSWfjYh7R2hDRAsAwFEJbQHe7d4MN4ziAluQ89lxxUG6uYU2Iv6Kv1Kk/CNORAsAwMEJbQE+7LEMNyL+jD/DKC7wCfP52bvy2ZiN0EaEH2UAAFAIbQHWJacebbQRcVeMO25UyL+tHQRQ95R8Nn5nskZoAQDgFkJbgLUro7h/xB/pnjrIUqqQM1wpCbBgUm6QP9/+Ayeb57OeIQEAwAOEtgDbk5OUHKzcFakYyAUuhrP3Ds+GfBYAAF5JaAuweeXl5RTp3mncmCW55Vdg08pPhoj4Tjgbv39KfMWXyX0AAHgPoS3APqXfpQpxTzduIaOBTRiPzcbvztn4ndXeaz48G57iAADAJwhtAY7imwO5mbFceL9xMlv+/cajyWz8DmfH/5w9mAEAgFUR2gIc2ngg9+EkN/49mRvyXLjTfGC2/DZ/5THlH2aYnAUAgE0R2gIwNZ7Jjd8vXD+WHI0H+krTQkmR4DheFMuGf2UAALBHQlsAblUCpvSNgoVikjSVz+MPsAklkC2/lkw2RkHtd4yHZEsyG8ZmAQBgp4S2AHzXOMyN33HVd/Lc7FqqW76+dDA8yRsC2WzyxKJUzXqGAQAAByS0BeCFXpTnZiXJGge75bfjDzAxj2JTpD/ij4t/9BSTv5N5WrZ8xV9UAABgTGgLwGeMBxUnA4wLSdlXfD2Qo83zsvL1SfJ76WjWrvyVmOet4xw2an+7vmMhkw0lBgAAwJ2EtgCs0TzSzS265YsLx37fOG6b57wXPwh8v2OSus4/5Ox1/kev/puQLQeyX+J+AADg2YS2AGzVPNiN92a711wLdrOS/87XTz7PfztXXXCva/+jXfz6/Ivj/yOurZwnsx8xj1ylsQAAwEoIbQHYuUmGO0kVP57w8pivfxdlTPLx/GvZv26yQBQLAACsnNAWAP5lnO1Oct641JE6+cBdSvY6SV3HH8bZ6/yDBBYAANgfoS0APFM1z5389mJb68XfzlUXPOZaDHrx6/Mvzvt/b/wMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPOj/Aatmo5R/t/QzAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 122, "metadata": { "image/png": { "width": 1200 } }, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "Image(filename='../../../plots/mars-smallsat-and-orbiter-orbits.png', width=1200)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.16" } }, "nbformat": 4, "nbformat_minor": 5 }