{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# SQDMetal Component gallery\n", "\n", "This notebook provides a minimum working examples of all available components in SQDMetal. Note:\n", "\n", "- The code can be copied and pasted as a template\n", "- The `import` statement is in the first line while the code for the main component(s) is enclosed within the comments `###`\n", "- The options in the demonstrations are NOT exhaustive. Full list of parameters for finer adjustments can be found in the docstring (e.g. just run `CapacitorInterdigital?`)\n", "\n", "Basic components include:\n", "\n", "- [Capacitors](#cap)\n", " - [Interdigital capacitors](#cap-inter)\n", " - [Gap capacitors](#cap-gap)\n", " - [Gap meander capacitors](#cap-gap-meander)\n", " - [Prong capacitors on pin](#cap-prongs)\n", "- [Inductors](#ind)\n", " - [Meander inductors](#ind-mean)\n", "- [Resonators](#res)\n", " - [Meander resonators](#res-mean)\n", "- [Markers](#markers)\n", " - [Dicing cross](#markers-dice-cross)\n", " - [Square marker](#markers-square)\n", " - [Quadruple square marker](#markers-square)\n", "- [Bandages](#bandages)\n", " - [Rectangular patches](#bandages-rectangle)\n", " - [Tapered patches](#bandages-tapered)\n", "- [Text Labels](#text-labels)\n", "\n", "Specialised routing constructs to ease wiring and positioning:\n", "\n", "- [Joints](#joints)\n", " - [Basic isolated pin](#joints-joint)\n", " - [Extending pin off another pin](#joints-jointextend)\n", " - [Pin on side of wire/routing object](#joints-route)\n", "- [Wires](#wires)\n", " - [Wire extending off a pin](#wire-pinstretch)\n", " - [Manual wire routing through pins](#wire-wirepins)\n", " - [Parallel connecting S-elbow wire](#wire-S)\n", " - [Single elbow connector](#wire-elbow)\n", " - [Wire taper (to change wire size)](#wire-taper)\n", " - [Wire dual-probe taper](#wire-dual-probe-taper)\n", "\n", "Qubit-related components include:\n", "\n", "- [Xmon](#xmon)\n", " - [Basic Xmon](#xmon-basic)\n", "- [Flux lines](#flux-lines)\n", " - [T-junction flux line](#flux-lines-T)\n", "- [Josephson junctions](#jjunctions)\n", " - [Dolan bridge](#jjunctions-dolan)\n", " - [Asymmetric Dolan bridge](#jjunctions-dolan-asym)\n", "\n", "More specialised structures include:\n", "\n", "- [Bounds](#bounds)\n", " - [Rectangular bound](#bounds-rectangle)\n", " - [Ground shields](#bounds-gndshield)\n", "- [Holes](#holes)\n", " - [Holes on borders](#holes-basic)\n", "\n", "*To regenerate this notebook, run this initialisation cell first*." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2\n", "from qiskit_metal import designs\n", "from SQDMetal.Utilities.QUtilities import QUtilities\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from qiskit_metal.toolbox_python.attr_dict import Dict\n", "design = designs.DesignPlanar({}, overwrite_enabled=True)\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Capacitors " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Interdigital capacitors \n", "\n", "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorInterdigital\n", "\n", "design.delete_all_components()\n", "fig, axs = plt.subplots(ncols=2)\n", "\n", "##FLAT EDGES##############\n", "CapacitorInterdigital(design, 'leCap', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='1um', fing_wid='2um',\n", " len_diag=0, init_pad='7um', fing_wid_gap='1um', N_total=9, larger_first=True))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "##DIAGONAL EDGES##########\n", "CapacitorInterdigital(design, 'leCap', options=dict(pos_x='50um', pos_y='-50um', end_x='-50um' , end_y='50um',\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='1um', fing_wid='2um',\n", " len_diag='7um', fing_wid_gap='1um', N_total=9, larger_first=True))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinStretch\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='45', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "##########################\n", "CapacitorInterdigitalPinStretch(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')), dist_extend='100um',\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='1um', fing_wid='2um',\n", " len_diag='7um', fing_wid_gap='1um', N_total=9, larger_first=True))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using pins (it doesn't draw the leads and requires wiring constructs as shown in the second image)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "##########################\n", "CapacitorInterdigitalPinPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='4um', fing_wid='4um',\n", " len_diag='10um', fing_wid_gap='4um', N_total=5, larger_first=True))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[0])\n", "\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Gap capacitors " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGap\n", "\n", "design.delete_all_components()\n", "fig, axs = plt.subplots(ncols=3); fig.set_figwidth(11)\n", "\n", "##FLAT EDGES##############\n", "CapacitorGap(design, 'leCap', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " cpw_width='10um', cap_width='40um', len_flat='10um',\n", " len_diag=0, init_pad='7um', cap_gap='7um', gnd_width='1um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "##OFFSET LEADS############\n", "CapacitorGap(design, 'leCap', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " cpw_width='10um', cap_width='40um', len_flat='10um',\n", " len_diag=0, init_pad='7um', cap_gap='7um', gnd_width='1um',\n", " offset_lead1='2um', offset_lead2='10um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[1])\n", "design.delete_all_components()\n", "\n", "##DIAGONAL EDGES##########\n", "CapacitorGap(design, 'leCap', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " cpw_width='10um', cap_width='40um', len_flat='10um',\n", " len_diag='20um', init_pad='7um', cap_gap='7um', gnd_width='1um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGapPinStretch\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='45', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "##########################\n", "CapacitorGapPinStretch(design, 'leCap', options=dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')), dist_extend='100um',\n", " cpw_width='10um', cap_width='40um', len_flat='10um',\n", " len_diag=0, init_pad='7um', cap_gap='7um', gnd_width='1um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using pins (it doesn't draw the leads and requires wiring constructs as shown in the second image)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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3VVVV3HPPPVxxxRUn7bOnp4fi4mK6u7spKsrhr9lFJKtEo1H27n8TT3f32M43rHjyKwhPgE9kARxhP0WBTmyx5E3jKS0pYdH8hUnrL9vzQBkqIpOFMnSgiZShKf2GMxQKsW3bNlavXv32C1osrF69mi1btiTUh8/nIxwOU1ZWBsDBgwdpbm4e0GdxcTErV64cts9gMEhPT8+AHxGRZIpEI+zau2fMQRmw5dHunjohgtIaDVPibaXM15rUoATo8njo8niS2me2UoaKyGShDH3bRMzQlBac7e3tRKNRqqqqBhyvqqqiubk5oT6+9rWvUVNT0x+Ox88bTZ8bNmyguLi4/6e2tna0b0VEZFjhcJidu3fT29c76nPj039K8ORXYFpye/qPYcYo9HdR3teEK5K6aTuH6jO/xHs6KENFZDJQhsZN5AzN6lVqb731Vu6//35++9vf4nKN/WbZm266ie7u7v6fhoaxL68sInKiUCjEjj278Pq8oz43aljpLKjC5ywGY3ybO2eUaZIX6qW8t5GCUM84t6k+OX/Az9GWxAquyUwZKiLZThnKpMjQ8W3schLl5eVYrVZaWgauMtXS0kJ1dfWI5952223ceuutPP300yxZsqT/+PHzWlpamDp16oA+ly5dOmRfTqcTpzP3v2IXkewSCAbYuWc3wWBw1OcGbS48eeU5/4msPRKgyN+JPRZO6+vGPwmfetJ2uUwZKiITmTJ08mRoSr/hdDgcLFu2jE2bNvUfi8VibNq0iVWrVg173ve+9z1uueUWNm7cyPLlywc8N2vWLKqrqwf02dPTw9atW0fsU0QkmXx+Pzt27Rp1UJpAr7OErvzKnA5KSyxCsa+NKd6WtAaly+li4bz5LJg7P22vmSnKUBGZqJShkytDU/oNJ8C6dev45Cc/yfLlyznzzDO5/fbb8Xq9XHvttQBcffXVTJs2jQ0bNgDw3e9+l5tvvpn77ruPurq6/ntK3G43brcbwzD4whe+wH/8x38wb948Zs2axTe/+U1qampYu3Ztqt+OiAh9Xi+79u4mEhndzfzxFfTKCdvGt59WJlliEfJDvRQEezFI3z0gVouV6dOmMbWqGoslq+8GSSplqIhMNMrQyZehKS84L7/8ctra2rj55ptpbm5m6dKlbNy4sX/Bgvr6+gFv/Mc//jGhUIjLLrtsQD/r16/nW9/6FgBf/epX8Xq93HDDDXg8Hs4++2w2btw4rntUREQS0dPby+439xCNRkd1XtDmojuvnFiOfiJrjwQoCPbijPhSfn/JO1WWVzCjthaH3ZHmV848ZaiITCTK0MmZoSnfhzMbaQ8xERkLT3c3e/btJRaLJXyOCfQ5S/A6i3JuUQPDjOEKe8kP9qb9/hKAQnchs2bOxF3gTtlrKA9GT9dMRMZCGZpe2ZShKf+GU0RkIujo6uTN/ftGtZR41LDQnV9BKMem/1hjYfKDveSFvFhI/B8GyeJwOJhZO4OKKeVpf20REUk+ZWj6ZGOGquAUETmJtvZ29h88MKqgDFpddOfn0PQf08QRCZAf6sUZ8ad9yg+AxWKhpnoq06bWYLXmyHUTEZERKUPTI5szVAWniMgImltbeOvQwYTbm4DXWUxfjuwLZpgx8kJ95Id6scVGt4BDMk0pm0Jd7QxtvyEiMoEoQ9Mj2zNUBaeIyDAajzZxuKE+4fbx6T/lhGx5KRxVclijYfJDveSF+rCkcaW8dyrIL2DWzJkUFepeQBGRiUQZmnq5kqEqOEVEhnC4oZ7Go00Jtw9ancem/2Txr1XTxBnxkx/qxREJZGTKz3F2u50Z02upLK/AyIFPsUVEJHHK0NTKtQzN4v9XRUTSzzRNDtYfprmlObH2ZP/0HyMWJS/cR36wD5uZuSk/AIZhMLWqmunTpmGzKoJERCYSZWiKx5KjGZo7IxURSTHTNNl/8C3a2tsSah8zLHjyygnZs3P6jy0aiq+UF/amdYPp4ZSWlFI3YyZ52u9RRGTCUYamVi5nqApOEREgFoux78B+Oro6E2ofsjrxZOP0H9PEFfbFp/xEg5keDQB5eXnMmjGTkuKSTA9FRERSQBmaOhMhQ7Ps/2URkfSLxmLs3bcXT3f3SdvGp/8U0ecsyarpP5ZYlLxQL/mhPqxmNNPDAcBmtVI7rZbqqqqcuMdERERGTxmaGhMpQ1VwisikFolG2PPmXnp6e0/aNmZY6M6bQtCen4aRJcYeCZIf6sUV9mZ0AYN3qq6sonbadOx2e6aHIiIiKaIMTY2JlqEqOEVk0gqHw+x6cw9er/ekbbNq+o9p4gp7j035CWV6NP0cDgdlJaVUVVZRkJ89/6AQEZHkU4Ym10TO0Cz4f11EJP1CoRA79+7G7/eP2M4EfI4iel0lGZ/+Y4lFyA/1kRfqxWrGMjqW49wFbspKSyktKaEgvyDTwxERkTRQhibHZMlQFZwiMukEggF27dlNIDjyggAxLHTnZ376jz0SoCDYizPiy/iUH6vFSnFxMWUlJZSUlOKYINN9REQkMcrQsZusGaqCU0QmFb/fz869uwmFRp5GE7I68ORXZG76jxkjL+wlP9iLPRbOzBiOcTqdlJaUUlZSQlFhERaLJaPjERGRzFCGjp4yVAWniEwiXq+XnXt3E4mMvHGz11FIr6s0I9N/rLEw+cE+8kJ9WMjclJ9CdyGlJSWUlZSSP8HuJRERkdFThiZOGTqQCk4RmRR6envZ/eYeotHhlzuPYdCdX57+6T+miSMSID/UizPiz8iUH6vVSklxMWUlpZQUl0yYlfFERGT8lKEjU4aOTAWniEx4nu5u9uzbSyw2/KedYasDT345UUv6QsIwY+SF+sgP9WKLjfyJcSq4nK74J7ClpRS6CyflNB8RERmZMnRoytDEqeAUkQmts6uTvfv3YZrmsG3SPf3HGg2TH+o9NuVn+HElm2EYFLrdx+4lKSUvLy9try0iIrlHGfo2ZejYqeAUkQmrrb2d/QcPDBuUMQx68qYQcKRhKXLTxBnxx/f9igTSNuXHZrVSUlxCaWkppcUl2Gz6tS8iIienDFWGJouumohMSM2tLbx16OCwz4ctdjz5FUStqZ3+Y8Si5IX7yA/2YTPTM+Unz+WitKSU0pJSigoLMTK895mIiOQWZagyNJlUcIrIhNN4tInDDfXDPu9zuOlxlaV0+o8tGiI/2Ete2IuR4ik/hmFQVFjYH5B5LldKX09ERCYuZagyNNlUcIrIhFJ/pIEjTY1DPpfy6T+miTPioyDYiyM68obY42Wz2SgtLqG0pJSS4mJN8xERkXFThkoq6OqKyIRgmiaH6g9ztKV5yOdTOf3HEov2r5RnNYdfMn688vLyKDv2CWyh261pPiIikhTKUEklFZwikvP6vF4O1R+ip7d3yOd9djc9eaVgJHfJcnskSH6oF1fYm5IFDAzDoLiwKD7Np7QEl1PTfEREJLmUoZJqKjhFJDc0N8O3vw1f+QrMng1AKBym/kgDrW2tQ54Sn/5TRsDhTt44TBNX2BtfKS8aSl6/x9htdkpKSo5tHl2M1WpN+muIiMgkowyVDFLBKSLZ7/HH4eqroasLamuJ3XgjR1uaOdLUSDQ69PSb+PSfcqJWR1KGYIlFyA/1kRfqxWoOv/n1WOTn5VNWWkppSQnuAk3zERGRJFKGSoYl97vxYdx5553U1dXhcrlYuXIlL7300rBtd+7cyaWXXkpdXR2GYXD77bcPavOtb30LwzAG/CxcuDCF70BEMuaPf4SLLooHJeBZvZrtO17ncEP9sEHpsxfQ6a5OSlDaIwGKfW1U9DbiDnYnJSgthkFJcQmzZtax7PQzWLp4CTOm11Lo1vLrMpgyVETGTBkqWSDl33A+8MADrFu3jrvuuouVK1dy++23s2bNGvbu3UtlZeWg9j6fj9mzZ/Oxj32ML37xi8P2e+qpp/L000/3/7dWlxKZoJ57rv9huLqKXcQgEBiyadhip9dVSsieN77XNGPkhb3kB3uxx8Lj6+sYu91OaUkpZSUlFBdpmo8kRhkqIuOiDJUskPKE+cEPfsD111/PtddeC8Bdd93FE088wc9+9jNuvPHGQe1XrFjBihUrAIZ8/jibzUZ1dXVqBi0i2eHgQdiwof8/93/lK0M2ixkW+pzF+ByF49oXzBqLHNv3qw9LEj6FLcgvoPTYvSQFBQX65FVGTRkqImOmDJUskdKCMxQKsW3bNm666ab+YxaLhdWrV7Nly5Zx9b1v3z5qampwuVysWrWKDRs2MGPGjCHbBoNBgsG39/Pp6ekZ12uLSOqZoRCRNWuwA8HKSl576AFi79iM2QR8jkL6nMWYlrF/2ukI+8kP9eKM+Me1Up7FYqG4qJjSkvjeXk5Hcu59kclJGSoiY6UMlWyS0oKzvb2daDRKVVXVgONVVVXs2bNnzP2uXLmSe+65hwULFnD06FG+/e1v8573vIcdO3ZQWFg4qP2GDRv49re/PebXE5H0Mk2Ttn/+FJX79gGw64f/b1BQBq0uevNKiYzxHhPDjPXv+2WLRcY8VofDEd88urQ0Ps3HkpZb42USUIaKyFh4ursJffELylDJGjl508aHPvSh/sdLlixh5cqVzJw5kwcffJDrrrtuUPubbrqJdevW9f93T08PtbW1aRmriIye8ac/UfnzewDY/29fxz+rrv+5iMVGr6uUoD1/TH1bo2HyQ73khfqwYI6pD3dBQXxfr5JS3AUFY+pDJFOUoSITUyAQ4FDDYWJ/+AOnKEMli6S04CwvL8dqtdLS0jLgeEtLS1LvHSkpKWH+/Pns379/yOedTidOpzNpryciKdTcDOefD0Dn6tW0XvRhIL4fmNdVjNdRNPp7TEwTZyQ+5ccRCYx6yo/FYqGkuDgekMUlODTNR9JAGSoiiYhGoxxpaqSp+Si29nZWfD6+YJgyVLJFSr+3djgcLFu2jE2bNvUfi8VibNq0iVWrViXtdfr6+jhw4ABTp05NWp8ikgGxGHzsY/HHbjfRn/wE0zDw2QtoL6zB6yweXVCaJnmhXsp7myj1teEcRVA6HA6qK6tYNH8hZ/7dchbOW0BVRaWCUtJGGSoiIzFNk9a2Nl59fTuNR5swo1EW3PRvAETz8jj6H7coQyUrpHxK7bp16/jkJz/J8uXLOfPMM7n99tvxer39K+5dffXVTJs2jQ3HVtEKhULs2rWr/3FjYyPbt2/H7XYzd+5cAL785S9z0UUXMXPmTJqamli/fj1Wq5Urr7wy1W9HRFLpe9+Dv/wl/viZZyifNYu/BQ16LK6RzxuCPRKgyN85qiXZC93u/mk+Bfljm24kkkzKUBEZSm9vLwfrD9Hn9fYfm/bLX1H0t78BsPO/76DT5iSQV4LPqgyVzEp5wXn55ZfT1tbGzTffTHNzM0uXLmXjxo39iyDU19djOeEG4aamJs4444z+/77tttu47bbbOOecc9i8eTMAR44c4corr6Sjo4OKigrOPvtsXnzxRSoqKlL9dkQkVbZsgeOrcd52G6xYgQEsqCrl5VZfwp/KWmIRCgNd5IV9J21rtVgpLi6mrKSU0pIS7Hb7ON6ASPIpQ0XkRMFQiPqGeto62gccd7/xBjP/+8cAvPX5z3Nk2XsJOAqwxyJgmspQySjDNM2x3fGbw3p6eiguLqa7u5uioqJMD0dEurqgqgrCYTj3XPjTn+CEf0Q/82YDHnPkz8cMM0ZBsIeCYA/GCAsZOJ3O/nAsKiwa8I91mXyUB6OnayaSftFYjKajTTQebSIWG7jHpbWnhxUfugBLJErHmWfx3M8fBOvbmekywwSMkYtBZaiMRaJ5kJOr1IrIBGKacM018WIT4L77BhSbAMunV7CpvgPTGDrYXCEvhYEurGZ02JepmFLOtJoa8vM0zUdERHJHl8fDW4feIhgKDX7SNJn77/+BJRLPvxf/66cDik2AoGnBIKYMlYxRwSkimfWTn8Bjj8Ufb9oElZWDmhTlu6hxQuM7stYWCVIU6MIRDQ465zh3gZtZM2dS6B68v6CIiEi2Mk2Tg4cP0dzaMmyb8kd/z5Q//xmAP9/zIMEp5YP7sVjJM8P437FWqDJU0kUFp4hkzt698P3vQ3k5fOpT8IEPDNv072qrad7XRNRiwxKL4A54yAt7h10xz2G3M6N2BhVTyjFGuwS8iIhIBkVjMQ4ePkR3T/eQ2xLFDAs0tTP/wQegvJw9l11F21lnD9ufHxvWWJSoxaoMlbRTwSkimRGNQjAIDz0EoRAsXz5ic7vNyoISF4dbOygIdg+74bTFMJhaPZXpNdOwWq2pGLmIiEjKmKZJOBSiurKS6iFm/cQMKzEMikwDHnqIcCDAgbKZI3dqGNjNGK5AnzJU0k4Fp4hkxt690NYGeXnxYtN28l9HC6dWEPG00RMcOijLSsuomzEDl3P0S8CLiIhkg2AwSCA4eJprzLAQtdgxMSh8600s7fEM9S0+HVubl2B4+HswnWEf7kAXRS4HvmGKTWWopIoKThFJv8ZGOHAg/njJEhjFRtCzZs7kbzveGHAsPy+fWTNnUlxUnMxRioiIpFU4HMbn9w86HrVYiVjiK826mo+Sd+gQAJ75izBH2I7EFg1R6O/CGQ0AEIsO/qe/MlRSTQWniKSX1wuvvhp/XFcHo9z7ryC/gKqKSlraWrHZbMyYXktVRaXuMRERkZwWi8Xw+gbvfxm1WIlY4x/MWv1+SnfFP3T1TqslVDaFocpNIxalMOghL9Q34D7NQDBAobuQ3r5eZaikjQpOEUmfWAxeein+OC8PTjllTN3MmF6L1Wples00bAlMxRUREclmpmni9fkG7bFpGgYR67GSMhaj7PXXAIi6XPTOnc+gjU5Mk/xQL+5gNxYz9s5nAfAH/EytqqZ22nRlqKSF/pSJSPrs2QN9ffHHZ50FY1yQwG63UzfjJAskiIiI5IhgMEj4+H7UJwhbHXDsO8rCt/Zj83kB6Dz97zDfsWe1I+ynMNCFPTa4n+NKioqpmzlT+2lKWqngFJH0aG19+77NpUvB7c7ocERERLJBJBLBFxh832bEasc04kWls7MDd8NhADwLTyWSX9DfzjChyNdBzNc97DYnLqeLuhkzKS0p0fRZSbtB38SLiIzL+94HX/jCwGOBAGzdGn9cUwPTp6d7VCIiIlnHNE28Xi/HF44tvOgi8m+6iZjFStQS/17IEgxS9rf42gf+qmr8U2v6z7fGwthiIRzRwJDFptVqZWbtDJYuXkJZaamKTckIfcMpIqllmvDKK/HHNhucfjoo8ERERPD6fESHuG8zfPy+TdOkdMfrAMSsNrrnL+pvZ48GsQJYhr49pbKikhnTp+OwJ74SvEgqqOAUkdTavx+6uuKPV61KaL9NERGRiS4YChIKhQYdjxkWjt+36a4/hKPHA0DnGcswj2WoLRrGEouBZfBkxaLCQupm1OEuKBj0nEgmaEqtiCRfJAKf/SwUFcGyZfCrX8VXpC0pyfTIREREMi4ajeIbYgsUEwOiUYq+9AWqaiopXLUSfvUreubMI1xYBIBhxrDGIoPOdTgczJ8zj1MXnqJiU7KKCk4RSb57741Pm/3e9+D66+Gxx2DTpkyPSkREJONM08Tn82GaA4/HLBZMwyDvvl+DYcE4lqHmY48R2/TM8ZOxRwd/KzqlpJQzFp9O+ZQpuk9Tso7mtolI8tXWwj/8Q3xl2mnT4lN+br8dbrgh0yMTERHJqFAoNMR9mxCxxO+1jE6bjvUT/4DR2QHTpuGLxCi480f4r/1H7LEQxjsqVYvFQm3tDKxDTK8VyQb6kykiyXfaafFiE+L3bZ59NuzbB9FoZsclIiKSQZ5uD+HI4H0yIxYH5rFvJs1TT8XV2QFAx9LlBFe9C9uB/VjDwfh9mycwDHA6nCo2JavpT6eIJFc0Cp2d8cfz50N5eWbHIyIikgWCwSCH6xsGHY9abMSOrTRrRKM4uj0A9NbNJlRa2t/OFh1cqLqcLqzWoVepFckWKjhFclBXVxcPPvggfX19mR7KQJEIdHfDm29CcTHMmxc//uKL8ccKRRERybBMZKhpmux7az+Rdyz2EzMsRI5tgWJEo9j7euHNNwkVFtFXNxsAx8svEZ0zZ1CGOhx2HA5teSLZT/dwiuSYaDTKww8/TFNTE/X19XzkIx9hzpw5mR5W3I4d8X0329vh4YehqgpefRV+9CP4z//M9OhERGSSy1SGNjQeoae3F6fTOeB4xPp2wVj05p74/Znt7UQeeBBrUSn2v71GwU9+jO+WWwacZ7FYyM/L1wJBkhNUcIrkmE2bNtHU1ASA1+vlV7/6Fe9+97v5wAc+gCWT93A0NkLDsalCl18O4TCceWb8E9nPf14LBomISMZlIkO7e7o50tQ46HjY+vZ9m66Wo+Q3x8cVuPQyzHCY8ve/ByxWAp/6FMFPfvLtEw1wFxRkNvNFRkEFp0gO2bdvH1u2bBl0/IUXXuDw4cNceumllGRir0uvN/5NJsB998HixfHHP/5x+sciIiIyhExkaDgcZt+B/YOORy0WYkZ8iqzV76N01w4AvPf+kp75CwHo/a//hyMSGHRunisPm03/hJfcoY9GRHJEb28vjz766LDPHzlyhJ/85Cfs2rUrfYMCiMVg69b44/x8OOWU9L6+iIjISWQiQ03TZP9bBwiFBy72Y2IQtcTv2yQWo+xvrwEQceXRO3d+fzt7NDioT7vdhusd03JFsp0KTpEcYJomv/3tb/H5fCO2CwQCPPTQQzz++ONEIpER2ybN7t3xbzgBVq7UwkAiIpJVMpWhR1ua6Tq24uzbDKIWGxCfSlv41n5s/vi4uk4/A/PYNFlbdKj9Ng0K8gt036bkHBWcIjngz3/+MwcPHky4/bZt27j77rtpa2tL4aiAlhZ4663446VLwe1O7euJiIiMUiYytM/bx+GG+sHHXcX99206O9pxNxwGwLPoNCL5BQBYYlGsscH7Vhfk675NyU36UyuS5err69m8efOoz2ttbeXuu+9m27ZtyR8UQDAIL70UfzxtGtTWpuZ1RERExigTGRqJRnhz/z7Md3xD6bfnE7AfKypDIcpej0+l9VdV46+eCoBhmthjoUF9ulwu7Hb7qMcikg1UcIpkMb/fzyOPPDIotBIVDod5/PHHefjhhwkGB98LMmamCW+8EX9st8OSJcnrW0REJAkykaGmafLWoYME3tE+YtjoyZtyrBEUvbkbgJjNRvf8Rf3tbNEQvGO4NpuVPJdrTO9BJBukpeC88847qaurw+VysXLlSl46/q3IEHbu3Mmll15KXV0dhmFw++23j7tPkVz12GOP0dPTM+5+du7cyV133UVj4+Bl2cekuRlCofgiQe9+N2i1PJGUUYaKjE0mMrStvY32jo4Bx0ygO78c04j/s9vV3oYjGoH8fDzLzsRit2M1DBxmBJsR32Pz+I/VatV9m5LzUl5wPvDAA6xbt47169fz6quvcvrpp7NmzRpaW1uHbO/z+Zg9eza33nor1dXVSelTJBe99NJL7NmzJ2n9eTwefvazn/HCCy+M+dNeAF58Mf7tpssV3/6ksDBpYxSRgZShImOTiQz1+f28dfjQoON9rhLCtvjKsoWvvkLe7p3gcuFbeApGUSF2q4HTAk5L/NvME38K8vOxajE+yXGGOa5/eZ7cypUrWbFiBXfccQcAsViM2tpaPve5z3HjjTeOeG5dXR1f+MIX+MIXvpC0PgF6enooLi6mu7uboqKisb0xkRRqbm7mf/7nf4hGBy8akAxz585l7dq1FBQUjO7Ezk6oqICyMvjwh+FnPwN96io5LNvzQBkqMnqZyNBYLMbrO3fg8w9cCTdoc9FVUAWA3dPFh9+1GKOsjLYPfJBXv/NfYBgYsSilvjYs5sDxlk8pZ+Z0rY8g2SvRPEjpN5yhUIht27axevXqt1/QYmH16tVDbrybqj6DwSA9PT0DfkSyVTgcJhAIkJ+fn7LX2L9/P3fddRdvHV9hNhGmCVdfHd93s70dvv99FZsiKaQMFRm9TGXoofrDg4rNqGGlO688/h+myfKv/SvGsQzd+sWv443E8Iaj2HtaCAd8BIPB/h+rxcr0mmkpew8i6ZTSgrO9vZ1oNEpVVdWA41VVVTQ3N6etzw0bNlBcXNz/U6vVNCWLPfnkk/zxj3/k4x//OPPnzz/5CWPU19fHr371KzZt2kQsFjv5Cf/93/DEE/HHmzdDeXnKxiYiylCRschEhrZ1tNPc2jLgeRPozptCzBKfDjv7vnuY+twmAJ7/xSOESuMLCOUHu3FGAgPOtVgszJ87D6u2QJEJYlL8Sb7pppvo7u7u/2loaMj0kESG9Prrr7N9+3aam5v55S9/yaJFi1izZs247t/Y7ZpPi61iyOdM0+Qvf/kLP//5z/F4PMN3sn07fPaz8cfr18M554x5PCKSW5ShkisylaH3/frX+P3+Ac95nUWE7HkAFO/ewdJb/g2AXZ/9Eu1nrgLAFglSGPAM6nfWzDry8/LGPGaRbJPSgrO8vByr1UpLy8BPfVpaWoZdzCAVfTqdToqKigb8iGSbzs5Onjj+DSLxqW+/+93vOHr0KFdffTVlZWWj7rPNNoXfl5zPPRV/z8sFZwzb7siRI/zkJz9h9+7dg5/s64Nzz40/XrECvvnNUY9DREZPGSqSuExmqKfLw4t/+SstzfG/VyGrgz5nCQBWr5f3XPPx+BgXL2XPp78AgGHGKPG3884bU8rLplBZPnSBK5KrUlpwOhwOli1bxqZNm/qPxWIxNm3axKpVq7KmT5FMi0ajPPzww4RCgzd7fv311/nd737HJZdcwpJR7HcZxsZvSz9MxGInath4qvgDPFx6CX5j6L28AoEADz74II8//jiRSOTtJz7zmfhiQQC/+Q1otTyRtFCGiiQmGzI0Eonw+mvb2bP7TTx55f1rHCz995twdHsA2Pqj/+nP0CJ/B7ZYZEAfTqeT2XWztAWKTDgp3zxv3bp1fPKTn2T58uWceeaZ3H777Xi9Xq699loArr76aqZNm8aGDRuA+CdSu3bt6n/c2NjI9u3bcbvdzJ07N6E+RXLN008/zdGjR4d9vrOzk1/84hesXr2aWbNm8eSTTxIOh0fs86ni99FuH3if5Zt5c2m2V3Kx50lmhIbeT2zbtm00NDRw2WWXUfGnP8EvfhF/4rHHYPr00b0xERkXZajIyWVThhrT5hCz2gGo/f1vmPm7hwH463/fg7+6BoC8UB954YELDBmGwfw587BpX2uZgFL+p/ryyy+nra2Nm2++mebmZpYuXcrGjRv7Fyyor6/HcsJN0U1NTZxxxtvTFm677TZuu+02zjnnHDZv3pxQnyK55M033+TFF188abtoNMof//hH5s+fz9VXX80TTzwx7CIfu13z2V5w+pDP9diK+PWUj3N27xbO7ntx0HQegNbWVh6+9VY+/YMfxA/867/CRRcl+pZEJEmUoSIjy6YMLZuziOLa2QAUHD7Iiq/E1z7Y/4nraP7AeQBYo2EK/Z2D+p0xvZZCt/uk70MkF6V8H85spD3EJFv09vZy11134fP5Tt74BIWFhaxdu5Y9e/bw8ssvD3jOYy3ifys+QdAy9LSfE80I1nNJ15MUxrwDjlsjEf7lzjsp6+qir6oK+5tv4tTfFZmAlAejp2sm2SKbMtRZXMrc8z6CxWrDEgqy+sPvx11/iL7amTz9xGZiDieYJlP6jmKPDfx2taS4mEXzF2oqreScrNiHU0SGZ5omv/nNb0YdlBAP2V/96lfk5+fz8Y9/nLwTVrNrtE8lbNgT6qfeOYP/qbia/c5ZA46f+/TTlHV1AfDzj3+cn9xzD01NTaMep4iISCpkVYbmzWHGu1ZjscYnDp76n9/BXX8IgBfu/nW82ASKAp2Dik273c7c2XNVbMqEpoJTJEOef/55Dh06NObzTdPkueeeY+vWrVx11VXMmDEDgFMDe7m6/f8oiXgS6sdvzefBso/wdNE5RLEwb+9eVh2bnvSbj3yEzilT6Orq4n//93/561//yiScFCEiIlkmqzK05BLu2RUjFI5S/exTzLv3bgBe/t6P8NbFp9h2Nxykdc8bgzJ03uy5OOyJFbgiuUpTajUdSDLg8OHD3HvvvUkr3vLy8rjoootobm7mz3/+M6ZpEjQc/KH4g+zKX5hwP1MDTRz61wUA/G3JEh796EcHtZk7dy5r166loKAgKWMXySTlwejpmkmmZWuGTou08ta/zAGg/uJLeeV7PwIg5O1l38ZHiIVDTKko57TFi3E4HUyvmcaM6bVJeQ8imaAptSJZyu/385vf/Cap3xT6/X4efPBBAoEAV111FYWFhTjNEGs9T3CB54+DpvAM56irhqcXvZ/D1bU8ceGFQ7bZv38/d911FwcPHkza+EVERBKRzRnaaKvk6UXvp3HGXF5bfysAZixGw5ZniIXjW7Z0tLWz5YW/4vf5qZ2mld9lctA3nPp0VtLskUceYceOHUnrzwSa7ZVMDbcCMHXqVC644AKef/559u3bB0CbrYxHSz9Mmz3xzaQX+3awpnsTDjMy5POGYXD22Wfzvve9b8AqmSK5RHkwerpmkkm5kqHLLA38y4oCeva+Rtuu7YOeV4bKRJBoHqjgVFhKmrW1tfHwww/T2tqalP7+6j6T5wrfzbv6tvKe3i1YMHE4HFxwwQX4fD42bdpENBolgpWnit/HawVLE+67LNzJR7oepyrSNmyb2tpaLr30UoqLi5PwbkTSS3kwerpmkkm5lKFToh7Wdj5GVVgZKhOTCs4RKCwl08LhMH/84x/Ztm3buPpptE/ll+WXEzOsAEwPHmFt15MUxXoBOP300znjjDN47LHH6OyM7/u1xzWPJ0vOI5DAku8AVjPCud3Psdy3fdg2LpeLSy65hIULE7/XRSQbKA9GT9dMMk0ZKpIdVHCOQGEp2WLXrl38/ve/JxAIjPrcgOHkfys+Qbdt4KeieTE/F3r+yPzAAQCmTJnCxRdfzCuvvMIbb7wBQLe1kEdLP0yjoybh15vv38eFnj+SZwaHbbN8+XLWrFmDzWYb9fsRyQTlwejpmkm2UIaKZJYKzhEoLCWbeDweHnnkEY4cOTKq835T+mH25C0Y9vllfa9xbs9z2IhitVr54Ac/iNPp5MknnyQcDhPD4PnCd7PFvQLTSOz+kaJID5d4nqA2NPyenFVVVVx22WWUl5eP6v2IZILyYPR0zSSbKENFMkcF5wgUlpJtYrEYzzzzDC+88EJC7V/NX8LGkg+etF1VuJW1nY8zJdoFwIIFCzj77LN5/PHHaWlpAeCgYwaPlX4Ir9Wd0GsbZoz39P6Vd/dtZbhtqu12Ox/60Ic444wzEupTJFOUB6OnaybZRhkqkhkqOEegsJRsdeDAAX7729/i9XqHbRMybNxZeT1+a35CfdpjIdZ0P8MS/04AioqKuPjii9m7dy8vv/wyAF5LHr8v+RBvuWYlPNaZwcNc0vUH3LHhx7p48WIuvPBCnE5nwv2KpJPyYPR0zSRbKUNF0ksF5wgUlpLN+vr6ePTRRzlw4MCwbTqspTxa9mFa7JUJ93uabxfndz+NwwxjGAbnnHMOlZWVPPbYYwQCAUzgRfcKnit8d/8CCieTH/VxkecPzAkeGrZNWVkZl156KTU1id/rIpIuyoPR0zWTbKYMFUkfFZwjUFhKtjNNkxdeeIFnn32WWCw2ZJsIVp4pei+vuP8u4X7LIp2s7XqC6mP7jdXV1bF69Wr++Mc/0tDQAECjvZrflV6Ix1aSUJ+rel/i/b1/HrGN1Wrl3HPP5ayzzsIwhptEJJJ+yoPR0zWTbKcMFUkPFZwjUFhKrjhy5AiPPPIIHo9n2DZvOufwROka/Ja8hPq0mhHe3/NnzvS+CkB+fj4XXXQRTU1N/OUvf8E0TQKGgz+UnMfuERZUAJgWauIT7fdjIbFfI/PmzWPt2rXk5yc2lUkk1ZQHo6drJrlCGSqSWio4R6CwlFwSCAT4/e9/z65du4Zt02Nx87vSC2lwTk+437mBA3y4ayP5Znw5+ZUrVzJv3jweffRR+vr6AHgtfzFPFb2fiMU+6HxnLMB1bb+kJNozqvdTWFjIRz/6Uerq6kZ1nkgqKA9GT9dMcokyVCR1VHCOQGEpuWjbtm1s3LiRSCQy5PMxDP5SuIoX3CsTXqK9MNrLxV1PMjMUX05+6tSpXHjhhTz33HPs27cPgDbbFB4tvZA2e8WAcz/S+RiLAvvG9F4Mw+A973kP55xzDhZLYmMVSQXlwejpmkkuUoaKJJ8KzhEoLCVXtba28vDDD9PW1jZsm8OO6TxWegG91sKE+jTMGO/u28rZvVuwYOJwOLjwwgvp6+tj06ZNxGIxwth4qvh9bC84HYCl3r9xQffT434/M2bM4KMf/SjFxcUnbyySAsqD0dM1k1ylDBVJLhWcI1BYSi4Lh8Ns3LiRV199ddg2Pksej5esYb9rTsL91gYbuKTrSYpi8alAS5cuZenSpfzud7+jqyu+B9lu1zxeLljGlR0PY2foT4lHKy8vj4997GPMmpX4cvIiyaI8GD1dM8lliWSoddoCHjL/jj0kvjKsMlQmIxWcI1BYykSwc+dOfv/73xMMBodt84rrdGLNsG3m39FVUHbSPvOifj7s2ci84FsAlJeXc9FFF/Hyyy+zY8eOpI39RA6Hg0996lOUlZ18fCLJpjwYPV0zmQh27NjBY489RjgcHnDc4S5i7pqPYrU7eOTlZjzbDitDRYaRaB5o4rdIjjr11FP51Kc+xbRp04Zt86U/3M4Tt3+Eu3712YT69FvzeGjKR/hT0fuJYKW9vZ1f/vKX1NbWcvHFF2O3D174YLw+/OEPKyhFRCStKqoqWfmuswZMRzUsFmrfdS5WuwOAb7z4q2MZ+rmE+lSGigxNBadIDistLeXaa6/lXe9616DnZh46xPueew4ASxWc6ht+hb53esX9d9xbfiUd1lIikQh/+MMfePPNN7n66qupqqpK2viXLl3K4sWLk9afiIjIyfj8Pg4ePkRefj7LzzqTmbPqAKhacib5ZfHFfcpf2sKiO38AwNQPLucMoyHh/pWhIgNpSq2mA8kEsX//fh599FG8Xi95Xi9f/f73Adg7fz73X3klGAav553KH4s/QNjiSKhPRyzEmu6nWezfDUBxcTEXX3wxu3fv5pVXXhnXeMvLy7nhhhtS8omvSKKUB6Onaya5LBqL8cbON/D5/QOOt3pDxGrmAeDo6uDDq+KF3NH3rWbLj+8Fw+Dx15p5sHumMlTkGE2pFZlk5s6dyz//8z8ze9YsPvrIIwDEDINH164FwwBgiX8n/9j2KyrDrQn1GbI4eKJkDV3W+JSj7u5ufvWrX1FYWMjHPvYxXC7XmMZqs9m47LLLFJQiIpJWh+oPDSo2o4YVs3p2/D9MkxVfjt+GYlosvHLr/+vP0FO7X1WGioyBCk6RCcTtdvMPnZ3MfSu+YME911xDID9/QJsp0S6uabuPZd7XEurznN4XKI129/+3aZo8++yzvPLKK/zDP/wDtbW1ox7nBz/4waROKxIRETmZjs4OWloHFosm0J1fjmmxAjDnl/9L1Qvx21Ge/+UjhEtKAWjbvZ2+5iPKUJExUMEpMpFs24bxxS8C0P3lL9OzZMmQzWxEWdP9DJd2/g5XzD9kG4DZgYOc1ffykM8dPHiQ++67j3e/+92cffbZGMc+AT6ZhQsXcuaZZybUVkREJBkCwQD7D7416LjXWUzIFv+msWTH65z+nZsB2Pn5r9KxbCUAvvYWml9/OwuVoSKjo4JTZKLo7YUPfCD++KyzKL71Vv75n/+ZRYsWDXvKgsB+rmv7JdODjYOeK4j2cZHnD4wUgT6fj/vvv59oNMrf//3f43a7Rxzi8ftXRERE0iUWi7HvwH6i0eiA4yGrkz5nfLqrra+P91zzMQA6Tl/G3hviK9PGImHqtzwDQyx5ogwVSUxaCs4777yTuro6XC4XK1eu5KWXXhqx/UMPPcTChQtxuVwsXryYJ598csDz11xzDYZhDPg5//zzU/kWRLKbacINN0BPT/y/H3kErFZcLhcf//jHueCCC7DZbEOeWhzt5R86HuDdvVswzFh/fxd3/YGCET65PdGWLVt49tlnueKKK5g7d+6QbSwWC5deeil5eXmjfnsik5kyVGR8GhqP0NvXN+BYzLDgyS+P359pmpyx/qvY+3oB2PrDu8Ean2JbFvQwZ+Z0LJah/8msDBU5uZQXnA888ADr1q1j/fr1vPrqq5x++umsWbOG1tahb7j+61//ypVXXsl1113Ha6+9xtq1a1m7du2gDXPPP/98jh492v/zf//3f6l+KyLZ6xe/gPvvjz9+4gmoqRnw9IoVK/inf/onysvLhzzdgsk5vX/lyo6HcUf7WNX3ErNC9aMaQlNTE7/85S9ZsmQJH/zgBweF8znnnDOme1VEJjNlqMj4eLo9NB5tGnDMBLrzphCzxD+InfHoQ9Q+8SgAL/zklwSqqgHIC/XiivionTmDM991FgUFBUO+hjJUZGQp3xZl5cqVrFixgjvuuAOIT2uora3lc5/7HDfeeOOg9pdffjler5fHH3+8/9hZZ53F0qVLueuuu4D4p7Mej4dHH310TGPSku4yoezdCwsXxh9/8Yvwgx8M2zQcDvOHP/yB114bfrEDnyUPVyyAhbH/ali6dClLly7ld7/7HV1dXcyaNYtPfOITCd+jIpIu2Z4HylCRsQuFQ/xtxxuEw+EBx72OQnrzygBwv7Wf8y54LwD7rrmBN278FgC2aIgpfc0YJ2RhNBqlsb6BvXv2DvuaylCZTLJiW5RQKMS2bdtYvXr12y9osbB69Wq2bNky5DlbtmwZ0B5gzZo1g9pv3ryZyspKFixYwKc//Wk6OjqGHUcwGKSnp2fAj8iEEAjAmjXxx/Pmwa23jtjcbrdz8cUXc+mll+J0Oodskx/zjysoAbZv387jjz/ORz7yEZYtW8ZHPvIRBaXIKClDRcbONE32HzgwqNgMW+z0uuIrz1qCAd79T38PQO/M2exY9/VjJ8co9rUPKDYByqdM4fKPX64MFRmllBac7e3tRKPRQUs3V1VV0dzcPOQ5zc3NJ21//vnn84tf/IJNmzbx3e9+l+eee44PfehDg24GP27Dhg0UFxf3/2hKgkwYX/4yHD4cf/zkk+BIbDPq0047jU996lPUvGPqbTK1t7fzi1/8gnPOOYfCwsKUvY7IRKUMFRm7puajeHq6BxyLYeDJr+jfV3Pxd/+dgqYjAPz1p7/EPJahRf4u7LGBharDbmfurDkYhqEMFRmlnFyl9oorruDiiy9m8eLFrF27lscff5yXX36ZzZs3D9n+pptuoru7u/+noaEhvQMWSYWnnoI//AHKy+G++2CYhQaGU1payj/+4z+yatWqFA0wfu+oglIkuyhDZaLr8/bR0taK0+kc8BMtrsLlclFgt1L38gvMefF5KC/npdvuxDtzFgCukJe8cN+gPufNmYfdbu//b2WoSOKGXrYyScrLy7FarbS0tAw43tLSQnV19ZDnVFdXj6o9wOzZsykvL2f//v2ce+65g54//otGZMIIhWDKFHjoIXA64dRTx9SN1WrlvPPOY/bs2fz2t7/F5/MlbYg1NTVD/n0UkcQoQ0VGzzRNDMPC/DkDP4SNGVailvjKs5ZwmOJTZsNDD+G32Gh1V0E0hjUWocjfMWgrk+k10yge4v40ZahIYlL6DafD4WDZsmVs2rSp/1gsFmPTpk3DfiK0atWqAe0BnnrqqRE/QTpy5AgdHR1MnTo1OQMXyWaxGGzfDl1dEIm8vWDQOMydO5d//ud/ZtasWeMfH/F/oF522WVYjy0rLyKjpwwVGR3TNPH5fYTDYSKRaP9POBojYBqEoybhSIy8nW9AVxfRSITg/AXYLfGtUYp9bYPuvywqLKR22vQRX1cZKjKylE+pXbduHXfffTf33nsvu3fv5tOf/jRer5drr70WgKuvvpqbbrqpv/3nP/95Nm7cyH/+53+yZ88evvWtb/HKK6/w2c9+FoC+vj6+8pWv8OKLL3Lo0CE2bdrEJZdcwty5c1lzfPEUkYls3z5oaQGfDxYt6t8rbLwKCwv5xCc+wfvf//5h9xtL1Ic//GFKS0uTMi6RyUwZKpK4UChEMBgiFosN+AkaNqImRE2TvIMHcLS1gc+HZ9YcTEv8+0x3wIMjGhrQn81qY96cuQkt2KMMFRleSqfUQnyJ9ra2Nm6++Waam5tZunQpGzdu7F/UoL6+fsBfzHe9613cd999fOMb3+DrX/868+bN49FHH+W0004D4tMXXn/9de699148Hg81NTWcd9553HLLLZryIxNfezu8+Wb88eLFkOR7OwzD4L3vfS91dXX85je/obu7++QnvcPSpUv7/76KyPgoQ0USE41G8fkHT2mNWO2YRvzviKOrk8JDbwHQPX8h0Xw3FsAeCeAMDV59ee7sOTgdif+9UIaKDC3l+3BmI+0hJjkpGIQ//Sn+uKoKVqzoX2kvFfx+P4899hh79uxJ+Jzy8nJuuOGGAQsriGQz5cHo6ZpJtjFNk57eHqLR2IDjMYuFsDVeMFpCIapeeA6AQHkFXYuXYjUMHBaDfft2Ew74B5w7taqaWTPrxjwmZahMBlmxD6eIJIlpwquvxh8bBixdmtJiEyAvL4/LL7+cCy64AJvt5JMhbDYbl112mYJSRETSyuf3DSo2TcMgbHl7q7CSXW/0H/csfHuhPasZwWIOPLcgP5+ZtTPGNSZlqMjbVHCK5IKDB+PTaQHe9a6E99tMhhUrVvBP//RPlJeXj9juvPPOG7T/n4iISCodv2/zncJWR/8HswUNh3F2dQLQccZyzGNFnTUWwXhHsWmxWJg/Z96478M8ThkqooJTJPt5PLBzZ/zxwoVQVpb2IVRVVXH99dezdOnSIZ9ftGgRK1asSO+gRERkUotGo3iH2IokarH137dp7+mhaH987YPe2XMJF5cAYJjxbVDeaXbdLPLy8pI6TmWoTHYqOEWyWTgMW7bEH5eWwty5I7dPIYfDwSWXXMJHP/pRHCd8w1pcXMzFF1+csXGJiMjkY5omXp+Xdy5FEjMsRKzxbzCNSISy7a8AECouoW9G3fGzsUcHfytaMaWcyvKKlIxXGSqTmQpOkWyzcSOcfTaUlEBFBdx8Mxw9CsuXp/y+zUQsXryYT33qU9TU1GCxWLj00ktxuVyZHpaIiEwi/kCASCQ68KABlmc2M+WDH6BqejVVM6dhWb8ejh6l69Ql/Rlqj4Yx3lGoupwuZtclZx/NkShDZTLSKrVaYU+yzSOPxEOxoiK+UNB990FvL+zYAUm6pyQZotEohw8fZvbs2ZkeisiYKQ9GT9dMMi0cDtPb1zf4uNWB4/ePAQbWqkqKdr4B991HpKeHtq3bwGLBGotgi4aB+P2aNpuVNw/sZ/6cebgLCtL2HpShMhEkmgcqOBWWko36+uDZZ+OPy8ri33i+8QZoby6RpFIejJ6umWRSLBajz9s36NvNqMXWP5XW5vNSsfWvAPS5i3B/4H20bX2F6KJFOCLB/nOOF5w+n5/KitRMpRWZyBLNg5Ov0ywi6bVnD3z607B7d/ybzePTaOvrVXCKiMikZZomwVCQWGzgdyWmYbxdbO57kynrPg+7d2P29pJ/LEOtDfVY5s8Z1KfVaqPiJCvIisj4ZM/8PBGJ+9CHoLsbPvtZeP552Lo1fjw0eIEDERGRyaK5tYVoNDroeNjq7H885SOXYDmWoZ1/2kTHs88DYA34B923abFYcDocGFmwPoLIRKaCUySb7NwJhw7Bxz8O114Ly5ZBV1emRyUiIpIx0WiU+iMNNDUfHfRc2GrHPFYw5r25F8vhQ/Dxj9P19/9A6PSlGMcy1PKO/TYB8lyupO23KSLD098ykWzh98P+/VBYCH/5S/y/n3kG1q3L9MhERETSzjRN2jvaee2Nv3GkqXHQ81GLlZglfneYNRCgpOEQFBYSef55wr1eHM9tpuimrw3Zd57Lhd1uT+XwReQYFZwi2SAWg5deiq9C+/Wvw1tvxe/X/OIX4fvfz/ToRERE0qrP28eO3bt488B+QkPcUnLifZuYJqVvbAeLhehNN8Fbb1GxchlFN34V379/e9C5NptNW5GIpJEWDRLJBm++CT098cf/8i9w440Dn598i0mLiMgkFAqFqD/SQGt727BtTMMgbHEA8am0hQcPYO/rBaDz2uuJfO6LANiiYayxCJ2dnf3nGhaDgoIC3bcpkkYqOEUyrb0d9u2LP168GLTNgIiITDKxWIyjLc0caWwkGhu8MFB/O8NK2Grr/xzW0dWJ+/BBALrnLyLidgNgiUWxxiKDzi/Iz8eq+zZF0koFp0gmBYOwZUv8cXU1zJyZ2fGIiIikkWmadHk8HKo/TCAYGLoNELTl4c2vIGqxQtQETCyhEFO2bwMgUF6Bb9p0AAzTxBYbPA3X5XTisDtS9VZEZBgqOEXGIRqLjf2TUtOEV1+NP7ZY4PTT395zU0REZILz+X0cOnwYT0/3sG3CFju9eaWEbHkUWK1vP2GalOx6I/7QYsGz8NT+p2zREMY77kSxWq3k5eUldfwikhgVnCJjEIlEqG88QldXJ0sXn471xBBM1FtvxafTAqxaBQ596ioiIhPf8Qzt7OwkHAkP2SZmWOhzluBzuIf8MLagoR5nV/zezI6lyzCPrThrjYYHbYFiGODWfZsiGaOCU2QUTNOkubWFhsYjRCLxe0OONDUys3bG6Drq6YFdu+KPFy2CsrIkj1RERCS7DJWhRYWF9PT2vt0G8DkK6XMWY1qG/jDX1tdH0YE3AeiZPZdwcQkQv2/TNsR9m/n5BWP7YFhEkkIFp0iCunu6OXj4ED6/f8Dxo81HqaqsxOVMcIn1aPTtqbRlZTBnTpJHKiIikl2Gy9Devj4cdgehcIigzUWvq5SIdfgZP0Y0RvHu+FTaUHEJ3hl1AFhjEWzRwd+WOhwOnJpBJJJRKjhFTiIQCHCo4TCdXV1DPh8zTfYfbuC0+fNO3plpwuHD8emz+fmwfLnu2xQRkQnrZBlqmiY4nHTZiwna80fuzDTJP9qI5ViG9ixZis0wsJrHptG+Y00Fq8VCQf5J+hSRlFPBKTKMaDTKkaZGmpqPxgNxCDEMvK5immMFuNs6qas4ydTY//s/KC+P/5x2GjidKRi5iIhIZo0mQ73WIuzm4Kmw71T9+9/gOGUOlJfTN38hDocNixmJf3D7jum3hmGQ58rTfZsiWUAFp8g7mKZJW3sbh480EA4PvZiBCfjtBfS5SokdC7kdHV5mTCnBMtyqtbt3w1VXxYvNL30J/u7vUvQOREREMmOsGWqaRnwW0DAFYuGBfZz+xX+B8nLqr72eln+4fNDiQMc5nU7mzZozfB6LSFqp4BQ5QW9vLwfrD9Hn9Q7bJmR10uMqJWIb+O1kyLDxemMrS2urB5/k98MHPxh/XFkZLzhFREQmkPFkaMRiwxULEzDsg86xBPy8+x+vAMBbWETj2gswA/5B7QCmlJUxe+Ys7PbB/YhIZqjglEkvHA7T1e2hs7OTTs/Q95gARA0rva5SAo6CYdsc8kZYEAyR53zHAgXr1kFjY/zx44+DglBERCaAZGZoyLCAGQNj4DeTSzasJ7/lKAB7fvB9TNvgf746HU7qZsxkilZ9F8k6KjhlUvL6fHR5uujydNHb1zdiWxODPmcRPmcRpjHy9JyYYeWVhhbeM7f27YO/+Q3cdVf88YMPwqxZ4x2+iIhIxqQyQ/PMMH7i7QwzxqwnH2H2A78CYO93/oNgTc2AcywWC9NrplFTPVVTaEWylApOmRRisRjdPT3HAtJDMBRM6Dy/PZ9eVykxS+J/VdoiVlp7+qgscsdXpL300vgT//RP8LGPjWX4IiIiGZPODPVjwxYLY4sEKT+4m6Vf+jwAzZdcTMe55w5oWzGlnBm1M7TtiUiWU8EpE1YoHKLL46HL04Wnu5tYbOjFBYYStjjoySslbEtwb80T2KMhjhxtpDJvNlx0UfxgdTX8v/836r5EREQyIZMZWmn6iPV2cuq6dfGxTCnj0Lov9rdxF7iZNXMmhe7CUfcvIumXlrkHd955J3V1dbhcLlauXMlLL700YvuHHnqIhQsX4nK5WLx4MU8++eSA503T5Oabb2bq1Knk5eWxevVq9u3bl8q3IDnC6/XS0HiE13e+wSuvvcqBg2/R2dWVcFCGrE48eeV0uKtHHZSWWIRiXztl3mYC3V34b/wavBHfnJqnnorvuykiMkrKUEmXbMnQqK+H2T+/l4IDBwDY9aMfEnO5sNvtzJ09h8WnnKpiUySHpLzgfOCBB1i3bh3r16/n1Vdf5fTTT2fNmjW0trYO2f6vf/0rV155Jddddx2vvfYaa9euZe3atezYsaO/zfe+9z1++MMfctddd7F161YKCgpYs2YNgUAg1W9HskwsFqPT08WBQ2/xyvZX+dvON2hoPDLiCnnvZGLgs7tpd0+l010dX9BgNPt2mSYFgW7Ke5vIC3sxgOKXXiLvB/8Vf/4nP4nvuSkiMkrKUEmlbM7Qqv/5HwAO3Pg1/HPnMr1mGn+3ZCmV5RXaW1MkxxjmcLvxJsnKlStZsWIFd9xxBxD/5VZbW8vnPvc5brzxxkHtL7/8crxeL48//nj/sbPOOoulS5dy1113YZomNTU1fOlLX+LLX/4yAN3d3VRVVXHPPfdwxRVXDOozGAwSDL59v0FPTw+1tbV0d3dTVFSU7LcsKRYKhejydNHp8dDdM7ppPieKGFb8zkJ8djfmOzaMTpQz7KPQ34XthA2r7R2drLjgQgD8H/oQeU88MbrwFZG06enpobi4OGvzQBkqyZZLGdp97rkc/e87qZs5E5dz9NNzRSS1Es3QlH7DGQqF2LZtG6tXr377BS0WVq9ezZYtW4Y8Z8uWLQPaA6xZs6a//cGDB2lubh7Qpri4mJUrVw7b54YNGyguLu7/qa2tHbKdZCfTNOnz9lF/pIG/7XiDV7a/yoFDB+nyJD7N50RBq4uu/AraC6fhdRaPKSht0RClfS2U+toGBCWxGPO/8Y34Q4eD8E/uUrEpImOiDJVkyOUM5Wf/y8L5C1RsiuS4lC4a1N7eTjQapaqqasDxqqoq9uzZM+Q5zc3NQ7Zvbm7uf/74seHavNNNN93EumM3nsPbn85K9opGo3T3dPcvWBAKh8fVXwwDv6MAn6OIqHXse2AasSiFQQ95oT4GlZHRKNN/fg/Fr74Wb7t5M0W1M8Y+aBGZ1JShMlYTJUOLZ8wc+6BFJGtMilVqnU4nTqcz08OQkwgGg/3TfHp6uoklYbZ3xGLD5yjE73CfdP+vEZkm+aFe3IFuLAz+RNiIRFj5vg9gOR7qt96KsWrV2F9PRCRLKENzgzJURLJVSgvO8vJyrFYrLS0tA463tLRQXV095DnV1dUjtj/+vy0tLUydOnVAm6VLlyZx9JJqx6f5dHk8dHq68Pl8yekXCNry8DkKCdlc457S6ogEKPJ3YosN/wlxzZ69bwclwL/+67heU0REGSojUYaKSK5I6T2cDoeDZcuWsWnTpv5jsViMTZs2sWqYT65WrVo1oD3AU0891d9+1qxZVFdXD2jT09PD1q1bh+1Tskc0GqWjs5P9bx3gle2v8saunRxpakxKUMYw8DoKaXfX4CmoJGTPG19QmibugIdSb8uwQZnncrFo/gJmvvTy2wc/+EHQJtQiMk7KUHknZaiI5KKUT6ldt24dn/zkJ1m+fDlnnnkmt99+O16vl2uvvRaAq6++mmnTprFhwwYAPv/5z3POOefwn//5n1x44YXcf//9vPLKK/z0pz8FwDAMvvCFL/Af//EfzJs3j1mzZvHNb36Tmpoa1q5dm+q3I2MQODbNp6uri+7eHpK9MHLYYsfnLCRgLxjflJ8THN8PzBkNDvm81Wqldtp0qiursFgs8Le/gcsFd94J116rhYJEJCmUoaIMFZFcl/KC8/LLL6etrY2bb76Z5uZmli5dysaNG/sXLKivr4//sjnmXe96F/fddx/f+MY3+PrXv868efN49NFHOe2EfQy/+tWv4vV6ueGGG/B4PJx99tls3LgRl0urmGUD0zTp7euLB6SnC5/fn/zXAIK2fLzOwlFvLn0yjoifYl87VnPo1fuqKiqZMb0Wu/2EhROeegra2mDWrKSORUQmN2Xo5KMMFZGJJuX7cGajbN93LRdFohE83d10dXXR1e0hEomc/KQxiBkWfA43PkchMUuSPy8xTQqC3biD3YNXzwPy8/OZN3sOBfkFyX1dEckY5cHo6ZolnzJURHJRonkwKVapldQIBAJ0HvsEtqe3N+nTfE4UtjrwOuJTflIx1cYSi1Lsb8cZCQz5fKHbzaL5C7HZ9FdGRETGTxkqIpOF/uZLwkzTpKe3t3+ajz8wdLAk7fWAgL0An6OQsC11S/LbIwFKfO1YzeiQzxcXFbNw3nys1tFvbi0iIgLKUGWoyOSlglNGFIlE8HTHl1z3eLqJRFMzzedEUcOKz+HG7ygkZklhQJkmBcEe3EHPkNN/AMpKS5k/Z96Ae6REREQSoQxVhoqICk4Zgt/vPzbNx0NvX2qn+ZwoZHXicxQSsOenfIU6IxalZITpPwDlU8qZN3sOhlbLExGRBClD45ShInKcCk45Ns2nh86ueEAGgqmd5jPgtTHw2wvwOQuJWNOz79bJpv8AVFVWMnvmLAWliIiMSBk6mDJURE6kgnOSCkcieDxddHo8eLo9RKPDB0cqRAwrfmchPrsbM5VTfk5kmhSEenAHhp/+A1AzdSp1tTPTMyYREck5ytDhKUNF5J1UcE4iPr+PLo+Hzq4uevt6MzKGoNWFz1lI0JaX1o2djViUYn8HrsjI+5nNmF7L9JppaRqViIjkCmWoMlRExkYF5wQWi8Xo6e2JB6Sni2AwmJlxYOB3xFfKi6Zpys+JEpn+AzBrRh1Tq6vTNCoREclmytA4ZaiIjJcKzgkmHA73h2N3dzfRWHqn+ZwoYrHhcxTid7gxjcysUJcf7KEw0DXi9B+AubNmU1lRmZYxiYhIdlKGDqQMFZFkUME5AXh9vv59vXr7+jI6FhMI2vLwOQoJ2VxpnfJzokSn/xiGwbw5cykvm5KmkYmISDZRhg6mDBWRZFLBmYNisRjdPT39ARkMhTI9pGNTftzHpvzYMzoWeyRIsa8N20mm/1gsFhbMnU9pSUl6BiYiIhmnDB2ZMlREkk0FZ44IhUN0eTx0ebrwdHcTi8UyPSQAwhZ7fN8vR0HGpvycKNHpP1arlYXzFlBcVJSWcYmISOYoQxOjDBWRVFDBmeW8Pi+H6uvp7unO9FD6xaf85ON1FhK2uTI9HAAMM0axr/2k038AbDYbp8xfiNvtTsPIREQkU5ShiVGGikgqqeDMUuFwmPojDbS0tWZ6KP1ihgXfsSk/MUv2/NGxRYKU+NqxmZGTtrXb7Zy6YBH5+flpGJmIiGSCMjRxylARSbXs+Y0nQPzekubWFhoaj6R9I+nhhK0OvI5CAvaCjC1gMJxEp/8AOB0OTl14Ci5XdnyiLCIiyaUMHR1lqIikgwrOLNLl8XCo/hD+QCDTQ8EEAvb4vl9hmzPTwxnEMGMU+TvIC/sSap/ncnHKwkU4Hdn3XkREZPyUoYlThopIOqngzAJ+v5+D9YfxdHsyPRSihhWfw43fUUjMYs30cIZki4Yo8bVhi518+g9AQX4+ixYswmHP7Mp/IiKSfMrQ0VGGiki6qeDMoEgkQkNTI80tzZimmdGxhKzO+Ep59vysm/JzorxgL0WBzoSm/wAUut0smr8Qm01/1EVEJhJl6OgpQ0UkE/QbJANM06SlrZX6Iw1EIol9wpiScWDgtxfgcxYSsToyNo5EjHb6D0BxUREL5y3Aas3OT5lFRGT0lKGjpwwVkUxSwZlm3T09HKo/hNeX+C/9ZIsYVvzOQnx2N2aWTvk50Win/wCUlpSyYO48LJbM72smIiLJoQwdPWWoiGSaCs40CQSDHG44TEdnZ8bGELS68DkLCdrysnrKz4nyQr0U+bswSHy6VPmUKcybPRcjR96jiIiMTBk6NspQEckGKjhTLBqN0ni0iaajTcQycI9JDAO/I75SXjTLp/ycKD79p5O8sHdU51VVVDK7bpaCUkRkAlCGjo0yVESyiQrOFGprb+fwkXpCoVDaXztiseFzFOJ3uDGN3JoSM5bpPwA11VOpmzEzRaMSEZF0UoaOjTJURLKNCs4U6Ovr42D9IXr7+tL6uiYQtOXhcxQSsrlyZsrPiVyhPor9naOa/gNQO206tdOmp2hUIiKSLsrQsVOGikg2UsGZRKFQiMNHGmhrb0vr68an/LiPTfnJ0X2yjk3/yR/l9B+AuhkzqamemoJBiYhIuihDx0EZKiJZTAVnEsRiMZqaj9LY1EQ0Fk3b65oY9DmL8DmLcm7Kz4ms0TAlvjbssfCoz50zazZVFZUpGJWIiKSDMnR8lKEiku1S+hu2s7OTq666iqKiIkpKSrjuuuvoO8kUmUAgwGc+8xmmTJmC2+3m0ksvpaWlZUAbwzAG/dx///2pfCvD6ujqZPsbf6P+SENag9Jvz6etsAavqySng9IV6mNK39FRB6VhGMyfM09BKSITljI0dZShylARSZ+U/pa96qqr2LlzJ0899RSPP/44zz//PDfccMOI53zxi1/k97//PQ899BDPPfccTU1NfPSjHx3U7uc//zlHjx7t/1m7dm2K3sXwQqEQ+w7sJxAMpu01wxYHHQVVdOdXELPk8BfUZowiXwcl/g4so7zXxGKxsHDefMqnTEnR4EREMk8ZmnzKUGWoiKSfYZqpWWd89+7dnHLKKbz88sssX74cgI0bN3LBBRdw5MgRampqBp3T3d1NRUUF9913H5dddhkAe/bsYdGiRWzZsoWzzjorPmjD4Le//e2YA7Knp4fi4mK6u7spKioa2xs8pv5IA0eaGsfVRyKihoU+Vyl+e0FOLmRwovFM/7FarCycv4Dicf7/JiICyc2DZFKGJpcy9Ni5ylARSaJE8yBl33Bu2bKFkpKS/qAEWL16NRaLha1btw55zrZt2wiHw6xevbr/2MKFC5kxYwZbtmwZ0PYzn/kM5eXlnHnmmfzsZz9jpLo5GAzS09Mz4CdZpk2tweFI3d5cJtDnKKK9cBp+hzvng9IV8o5p+g+AzWrjlIWLFJQiMuEpQ5NDGfo2ZaiIZErK5pM0NzdTWTnw3gCbzUZZWRnNzc3DnuNwOCgpKRlwvKqqasA5//7v/84HPvAB8vPz+dOf/sS//Mu/0NfXx7/+678O2e+GDRv49re/Pb43NAyr1crM6TPY99b+pPcdsOXR6yrN3VXzTmSaFAU6yQ+NbZl7u93OKQsWUZCfn+SBiYhkH2Xo+ClD36YMFZFMGvU3nDfeeOOQCw6c+LNnz55UjLXfN7/5Td797ndzxhln8LWvfY2vfvWrfP/73x+2/U033UR3d3f/T0NDQ1LHU1FeTqHbnbT+IhY7nfmVeAoqJ0RQWqNhpvQ1jzkonQ4Hpy06VUEpIjlPGTqYMnRkylARyXWj/obzS1/6Etdcc82IbWbPnk11dTWtra0DjkciETo7O6murh7yvOrqakKhEB6PZ8AntC0tLcOeA7By5UpuueUWgsEgTqdz0PNOp3PI48k0a0Ydr+/aMe5++pxF9DlLcn7az3HOsJdi3+gXNTjO5XJx6oJFKf//T0QkHZShQ1OGDk0ZKiITwagLzoqKCioqKk7abtWqVXg8HrZt28ayZcsAeOaZZ4jFYqxcuXLIc5YtW4bdbmfTpk1ceumlAOzdu5f6+npWrVo17Gtt376d0tLSjP5CdbvdVJRXjHvDals0MjGC0jQpDHRREOodcxf5+fmcsmARDnvuf0ItIgLK0OEoQ99BGSoiE0jK7uFctGgR559/Ptdffz133XUX4XCYz372s1xxxRX9q+s1NjZy7rnn8otf/IIzzzyT4uJirrvuOtatW0dZWRlFRUV87nOfY9WqVf2r6/3+97+npaWFs846C5fLxVNPPcV3vvMdvvzlL6fqrSRs5vRaOjs7x7WXmCviwx4JELa5kjiy9LLGwpT42rFHQ2Puw13g5pQFC7HZcnjZehGRMVKGjo0yNE4ZKiLZJKW/iX7961/z2c9+lnPPPReLxcKll17KD3/4w/7nw+Ewe/fuxefz9R/7r//6r/62wWCQNWvW8N///d/9z9vtdu68806++MUvYpomc+fO5Qc/+AHXX399Kt9KQhwOB9Nqaqg/Mr77W4r8nXS4p+bkp7TOsI9iX/uYp/8AFBcVsXDeAqxWaxJHJiKSW5ShY6MMVYaKSHZJ2T6c2SyV+67FYjG2v/G3cW9k3Z1Xht9RmKRRpUESpv8AlJaUsmDuPCyWlO3YIyLSL1v34cxmytAUUIaKSA7K+D6ck5XFYmHmjJnj7qcw4MEwY0kYUepZYhHKvM3jDsrysiksnDdfQSkiMkkpQ8dOGSoi2Uq/lVJgSmkZxUXF4+rDYsZwBzzJGVAKOcM+ynuP4hjHvSYAVRWVzJszFyMHp0CJiEjyKENHTxkqItlMBWeK1CXhE9r8UC/WaDgJo0kB06TQ30WJrw0L4/sUuaZ6KnNmzVZQiogIoAwdDWWoiGQ7FZwpUpCfT3Vl1bj6MIDCQFdyBpRE8ek/LRSEehhvvNVOm56Uf1iIiMjEoQxNjDJURHKBCs4Uqp1ei806voWAXRE/jrA/SSMaP0fYT3nfURzR8S3oAPFPsGunTU/CqEREZKJRho5MGSoiuUIFZwrZbbakhEFRoBMyvZiwaeIOdFHqa8WShIUY5syaTU311CQMTEREJiJl6PCUoSKSS1Rwplh1VRV5eXnj6sMWi5A/ztXrxuP49B93cPzTfwzDYP6ceVRVVCZlbCIiMnEpQwdShopILlLBmWKGYTArCfdXuAMejFg0CSManWRO/7EYBgvnzad8ypQkjExERCY6ZejblKEikqtUcKZBSXEJpSWl4+rDgklh0JOcASXCNHEHPEmb/mO1WFm0YOG4r4OIiEwuylBlqIjkNhWcaVI3Y+a4lyzPC/VhG+deXYmwxCKUeltwB7vHPf0HwGa1csrCRePeV01ERCYnZagyVERylwrONMlzuZhaVT2uPgyg0N+ZnAENwxHxM6XvKM4kTP8BsNvtnLroVArd7qT0JyIik48yVBkqIrlLBWca1U6bjt1uH1cfzmgQZ9ibpBGdwDQpCHgo9bZiTcL0HwCHw8Fpi06hID8/Kf2JiMjkpQwVEclNKjjTyGq1MmN67bj7KfR7IEmBBmCJRSn1tlKYpOk/AC6ni8WLTiXPNb7VBUVEREAZKiKSq1RwpllleQUF+QXj6sNmRigIJmeJd3skcGz6TyAp/QHk5+Vz2imn4HQ6k9aniIiIMlREJPeo4EwzwzCYNbNu3P0UBLuxxCJjH0csSpG/gzJvC1YzeUvFuwvcnLboFBx2R9L6FBERAWWoiEguUsGZAUWFhZSXjW8fLQsmhQHP6E80TfKDPVT0NpEf6kva9B+AosIiTl24CJvNlsReRURE3qYMFRHJLSo4M2Rm7QwslvFdflfYiz2S+Ep48Q2omygKdGEhefevAJSWlHDKgoVYrdak9isiIvJOylARkdyhgjNDnE4n06bWjKsPAygMdIJpjtjOGg1T4m2lzNeKbRxTiIYzpWwKC+bOH3f4i4iIJEIZKiKSO/TbLYNqptbgcIzvPg1HNIRrmCXeDTNGob+L8r4mXBH/uF5nOJUVlcyfM1dBKSIiaaUMFRHJDfoNl0FWi4W62hnj7qcw4ME4cYl30yQv1Et5byMFoZ6k3mNyoqlV1cydNRvDSNUriIiIDE0ZKiKSG1RwZlj5lHIK3YXj6sNqRikIdgNvL9Fe7O9M2ubTQ5leMy0pKwWKiIiMlTJURCT7qeDMAslZ4r2HEm8rU7wt2GPh8Q9qBHW1M5Oy+baIiMh4KUNFRLKbCs4s4C4ooLK8Ylx9GJCye0xONKduFjVTp6b8dURERBKhDBURyW4qOLPEjNrarF4O3TAM5s+ZS1VlVaaHIiIiMoAyVEQke6ngzBIOu4PpNdMyPYwhWQyDBXPnUz6lPNNDERERGUQZKiKSvVRwZpGpVdW4nK5MD2MAi8XCogULKSstzfRQREREhqUMFRHJTikrODs7O7nqqqsoKiqipKSE6667jr6+vhHP+elPf8r73vc+ioqKMAwDj8eTlH5zhcVioW7GzEwPo5/NauXUhYsoLirO9FBERCYVZejoKUNFRLJTygrOq666ip07d/LUU0/x+OOP8/zzz3PDDTeMeI7P5+P888/n61//elL7zSVlpaWUZEE4TSkr4/TTlox7uXkRERk9ZejYKENFRLKPYZqmmexOd+/ezSmnnMLLL7/M8uXLAdi4cSMXXHABR44coaamZsTzN2/ezPvf/366urooKSlJWr/H9fT0UFxcTHd3N0VFRWN7kynk8/v42443SMH/NSdVkF/ArJkzKSrMvusiIpJs2ZgHytDxUYaKiKRHonmQkm84t2zZQklJSX+gAaxevRqLxcLWrVvT3m8wGKSnp2fATzbLz8tP+0p2dpudOXWzWXLqaQpKEZEMUoaOjzJURCS7pKTgbG5uprKycsAxm81GWVkZzc3Nae93w4YNFBcX9//U1mb/hsszpk3HZrOl/HUMw6CmeipnnH46VZWVGIaR8tcUEZHhKUPHTxkqIpI9RlVw3njjjRiGMeLPnj17UjXWMbvpppvo7u7u/2loaMj0kE7KZrNRO216Sl+jtKSEpYuXUDdjJjZr6oNZRGQyU4amjzJURCR7jOo35Je+9CWuueaaEdvMnj2b6upqWltbBxyPRCJ0dnZSXV096kEeN9Z+nU4nTqdzzK+bKdWVVbS0tuDz+5Pab54rj7oZMyk94d4eERFJLWVoeilDRUSyw6gKzoqKCioqKk7abtWqVXg8HrZt28ayZcsAeOaZZ4jFYqxcuXJsI01hv9nKMAxmzaxj557dSenPZrUyfdp0plZVa9qPiEiaKUPTSxkqIpIdUnIP56JFizj//PO5/vrreemll3jhhRf47Gc/yxVXXNG/Cl5jYyMLFy7kpZde6j+vubmZ7du3s3//fgDeeOMNtm/fTmdnZ8L9TjTFRcVJ2TC6qrKKM5YspaZ6qoJSRCSLKUOTRxkqIpJ5KduH89e//jULFy7k3HPP5YILLuDss8/mpz/9af/z4XCYvXv34vP5+o/dddddnHHGGVx//fUAvPe97+WMM87gscceS7jfiaiuduaYA664qIjTT1vCnLpZ2O32JI9MRERSQRmaPMpQEZHMSsk+nNku2/cQG8rhhnoajzYl3N7pdFJXO5MpZWUpHJWISG7LxTzItFy8ZspQEZHkSzQPtKxajpheM43W9jbC4fCI7SwWC9NrplFTPRWLJWVfYIuIiOQMZaiISOao4MwRVquVmdNr2X/wrWHbVEwpZ2btDBwORxpHJiIikt2UoSIimaOCM4dUlFfQ3NpCn9c74Li7wM2smXUUut0ZGpmIiEh2U4aKiGSG5ovkkONLvB/nsDuYN3sOi085VUEpIiIyAmWoiEhm6BvOHFPoLqSyogKH3cG0qTVYrdZMD0lERCQnKENFRNJPBWcOmjtrTqaHICIikpOUoSIi6aUptSIiIiIiIpISKjhFREREREQkJVRwioiIiIiISEqo4BQREREREZGUUMEpIiIiIiIiKaGCU0RERERERFJCBaeIiIiIiIikhApOERERERERSQkVnCIiIiIiIpISKjhFREREREQkJVRwioiIiIiISEqo4BQREREREZGUsGV6AJlgmiYAPT09GR6JiIhk0vEcOJ4LcnLKUBERgcQzdFIWnL29vQDU1tZmeCQiIpINent7KS4uzvQwcoIyVERETnSyDDXMSfixbiwWo6mpicLCQgzDyPRw0qqnp4fa2loaGhooKirK9HCymq5V4nStEqPrlLh0XSvTNOnt7aWmpgaLRXeZJEIZqr/DidC1SpyuVWJ0nRKXbRk6Kb/htFgsTJ8+PdPDyKiioiL9ZU2QrlXidK0So+uUuHRcK32zOTrKUP0dHg1dq8TpWiVG1ylx2ZKh+jhXREREREREUkIFp4iIiIiIiKSECs5Jxul0sn79epxOZ6aHkvV0rRKna5UYXafE6VpJNtKfy8TpWiVO1yoxuk6Jy7ZrNSkXDRIREREREZHU0zecIiIiIiIikhIqOEVERERERCQlVHCKiIiIiIhISqjgFBERERERkZRQwSkiIiIiIiIpoYJzEujs7OSqq66iqKiIkpISrrvuOvr6+kY856c//Snve9/7KCoqwjAMPB5PegabZnfeeSd1dXW4XC5WrlzJSy+9NGL7hx56iIULF+JyuVi8eDFPPvlkmkaaWaO5Tjt37uTSSy+lrq4OwzC4/fbb0zfQLDCaa3X33Xfznve8h9LSUkpLS1m9evVJ/wxOJKO5Vr/5zW9Yvnw5JSUlFBQUsHTpUn75y1+mcbQyWSlDh6cMTYwyNHHK0MTlUoaq4JwErrrqKnbu3MlTTz3F448/zvPPP88NN9ww4jk+n4/zzz+fr3/962kaZfo98MADrFu3jvXr1/Pqq69y+umns2bNGlpbW4ds/9e//pUrr7yS6667jtdee421a9eydu1aduzYkeaRp9dor5PP52P27NnceuutVFdXp3m0mTXaa7V582auvPJKnn32WbZs2UJtbS3nnXcejY2NaR55+o32WpWVlfFv//ZvbNmyhddff51rr72Wa6+9lj/+8Y9pHrlMNsrQoSlDE6MMTZwyNHE5l6GmTGi7du0yAfPll1/uP/aHP/zBNAzDbGxsPOn5zz77rAmYXV1dKRxlZpx55pnmZz7zmf7/jkajZk1Njblhw4Yh23/84x83L7zwwgHHVq5caX7qU59K6TgzbbTX6UQzZ840/+u//iuFo8su47lWpmmakUjELCwsNO+9995UDTFrjPdamaZpnnHGGeY3vvGNVAxPxDRNZehIlKGJUYYmThmauFzLUH3DOcFt2bKFkpISli9f3n9s9erVWCwWtm7dmsGRZVYoFGLbtm2sXr26/5jFYmH16tVs2bJlyHO2bNkyoD3AmjVrhm0/EYzlOk1WybhWPp+PcDhMWVlZqoaZFcZ7rUzTZNOmTezdu5f3vve9qRyqTHLK0KEpQxOjDE2cMjRxuZihKjgnuObmZiorKwccs9lslJWV0dzcnKFRZV57ezvRaJSqqqoBx6uqqoa9Ls3NzaNqPxGM5TpNVsm4Vl/72teoqakZ9I+yiWas16q7uxu3243D4eDCCy/kRz/6ER/84AdTPVyZxJShQ1OGJkYZmjhlaOJyMUNVcOaoG2+8EcMwRvzZs2dPpocpIgm69dZbuf/++/ntb3+Ly+XK9HCyUmFhIdu3b+fll1/m//v//j/WrVvH5s2bMz0syUHKUJGJRRl6cpnMUFtaXkWS7ktf+hLXXHPNiG1mz55NdXX1oBuII5EInZ2dk+5m9BOVl5djtVppaWkZcLylpWXY61JdXT2q9hPBWK7TZDWea3Xbbbdx66238vTTT7NkyZJUDjMrjPVaWSwW5s6dC8DSpUvZvXs3GzZs4H3ve18qhysTkDJ0fJShiVGGJk4ZmrhczFB9w5mjKioqWLhw4Yg/DoeDVatW4fF42LZtW/+5zzzzDLFYjJUrV2bwHWSWw+Fg2bJlbNq0qf9YLBZj06ZNrFq1ashzVq1aNaA9wFNPPTVs+4lgLNdpshrrtfre977HLbfcwsaNGwfcJzaRJevPVSwWIxgMpmKIMsEpQ8dHGZoYZWjilKGJy8kMTcvSRJJR559/vnnGGWeYW7duNf/yl7+Y8+bNM6+88sr+548cOWIuWLDA3Lp1a/+xo0ePmq+99pp59913m4D5/PPPm6+99prZ0dGRibeQEvfff7/pdDrNe+65x9y1a5d5ww03mCUlJWZzc7Npmqb5iU98wrzxxhv727/wwgumzWYzb7vtNnP37t3m+vXrTbvdbr7xxhuZegtpMdrrFAwGzddee8187bXXzKlTp5pf/vKXzddee83ct29fpt5C2oz2Wt16662mw+EwH374YfPo0aP9P729vZl6C2kz2mv1ne98x/zTn/5kHjhwwNy1a5d52223mTabzbz77rsz9RZkklCGDk0ZmhhlaOKUoYnLtQxVwTkJdHR0mFdeeaXpdrvNoqIi89prrx3wl/HgwYMmYD777LP9x9avX28Cg35+/vOfp/8NpNCPfvQjc8aMGabD4TDPPPNM88UXX+x/7pxzzjE/+clPDmj/4IMPmvPnzzcdDod56qmnmk888USaR5wZo7lOx/88vfPnnHPOSf/AM2A012rmzJlDXqv169enf+AZMJpr9W//9m/m3LlzTZfLZZaWlpqrVq0y77///gyMWiYbZejwlKGJUYYmThmauFzKUMM0TTPV36KKiIiIiIjI5KN7OEVERERERCQlVHCKiIiIiIhISqjgFBERERERkZRQwSkiIiIiIiIpoYJTREREREREUkIFp4iIiIiIiKSECk4RERERERFJCRWcIiIiIiIikhIqOEVERERERCQlVHCKiIiIiIhISqjgFBERERERkZT4/wEHvDdU/JMXKAAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGapPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "##########################\n", "CapacitorGapPinPin(design, 'leCap', options=dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='10um', cap_width='40um', len_flat='10um',\n", " len_diag=0, init_pad='7um', cap_gap='7um', gnd_width='1um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[0])\n", "\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Gap meander capacitors " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGapMeander\n", "\n", "design.delete_all_components()\n", "\n", "##########################\n", "CapacitorGapMeander(design, 'leCap', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " cpw_width='10um', cap_width='40um', cap_length='40um',\n", " init_pad='7um', side_gap='7um',\n", " mean_total_length='70um', mean_constr_radius='2um',\n", " mean_gnd_width='1um', mean_gnd_gap='1um',\n", " mean_constr_width_max=0, mean_fillet_padding='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGapMeanderPinStretch\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='45', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "##########################\n", "CapacitorGapMeanderPinStretch(design, 'leCap', options=dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')), dist_extend='100um',\n", " cpw_width='10um', cap_width='40um', cap_length='40um',\n", " init_pad='7um', side_gap='7um',\n", " mean_total_length='70um', mean_constr_radius='2um',\n", " mean_gnd_width='1um', mean_gnd_gap='1um',\n", " mean_constr_width_max=0, mean_fillet_padding='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using pins (it doesn't draw the leads and requires wiring constructs as shown in the second image)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorGapMeanderPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "##########################\n", "CapacitorGapMeanderPinPin(design, 'leCap', options=dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='10um', cap_width='40um', cap_length='40um',\n", " init_pad='7um', side_gap='7um',\n", " mean_total_length='70um', mean_constr_radius='2um',\n", " mean_gnd_width='1um', mean_gnd_gap='1um',\n", " mean_constr_width_max=0, mean_fillet_padding='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[0])\n", "\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "\n", "QUtilities.plot_highlight_component('leCap', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Prong capacitors on pin " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Simple prong capacitor" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorProngPin\n", "\n", "from SQDMetal.Comps.Xmon import Xmon\n", "design.delete_all_components()\n", "Xmon(design, 'xmon', options=Dict(orientation=30))\n", "\n", "##########################\n", "CapacitorProngPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'xmon',pin='right')),\n", " prong_width='4um', prong_length='10um', pin_gap_side='4um',\n", " gap_side='10um', pad_thickness='20um',\n", " gap_front='10um', gap_back='5um', trace_width='10um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Prong capacitor with ground-plane going in between:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Capacitors import CapacitorUcapGroundPin\n", "\n", "from SQDMetal.Comps.Xmon import Xmon\n", "design.delete_all_components()\n", "Xmon(design, 'xmon', options=Dict(orientation=30, gap_right=0))\n", "\n", "##########################\n", "CapacitorUcapGroundPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'xmon',pin='right')),\n", " prong_trace_gap='10um', pad_trace_gap='20um',\n", " prong_width='5um', prong_length='20um',\n", " gnd_prong_trace='2um', gnd_pad_trace='4um',\n", " pad_thickness='15um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leCap', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Inductors " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Meander inductors \n", "\n", "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Inductors import InductorMeander\n", "\n", "design.delete_all_components()\n", "fig, axs = plt.subplots(ncols=2)\n", "\n", "##NO INITIAL GAP##########\n", "InductorMeander(design, 'leInd', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " track_width='2um', meander_spacing='4um', meander_width='30um', num_long_sections=30,\n", " init_gap=0, mean_gap='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leInd', design, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "##INITIAL GAP#############\n", "InductorMeander(design, 'leInd', options=dict(pos_x='-50um', pos_y='-50um', end_x='50um' , end_y='50um',\n", " track_width='2um', meander_spacing='4um', meander_width='30um', num_long_sections=30,\n", " init_gap='5um', mean_gap='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leInd', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Inductors import InductorMeanderPinStretch\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='45', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "##########################\n", "InductorMeanderPinStretch(design, 'leInd', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')), dist_extend='200um',\n", " track_width='2um', meander_spacing='4um', meander_width='30um', num_long_sections=30,\n", " init_gap=0, mean_gap='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leInd', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using pins" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Inductors import InductorMeanderPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x=f'{0.866*150}um', pos_y='75um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "##########################\n", "InductorMeanderPinPin(design, 'leInd', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie'), end_pin=Dict(component=f'LP2',pin='tie')),\n", " track_width='2um', meander_spacing='4um', meander_width='30um', num_long_sections=10,\n", " init_gap=0, mean_gap='5um'))\n", "##########################\n", "\n", "QUtilities.plot_highlight_component('leInd', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Resonators " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Meander resonators \n", "\n", "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Expected Length: 1mm, Actual Length: 0.9999950580975743mm\n", "Expected Length: 1mm, Actual Length: 0.9999960457910892mm\n", "Expected Length: 1mm, Actual Length: 0.9999918916950894mm\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Resonators import ResonatorMeander\n", "\n", "design.delete_all_components()\n", "fig, axs = plt.subplots(ncols=3)\n", "\n", "#CONSTRAIN RADIUS, WIDTH##\n", "ResonatorMeander(design, 'leRes', options=dict(pos_x='-250um', pos_y='-250um', orientation=30,\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius='30um', constr_width_max='250um', constr_extend_length=0))\n", "##########################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "lePts = QUtilities.calc_filleted_path(lePts, 0.03, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[0], resolution=8)\n", "design.delete_all_components()\n", "\n", "#CONSTRAIN RADIUS, LENGTH#\n", "ResonatorMeander(design, 'leRes', options=dict(pos_x='-250um', pos_y='-250um', orientation=30,\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius='30um', constr_width_max=0, constr_extend_length='250um'))\n", "##########################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "lePts = QUtilities.calc_filleted_path(lePts, 0.03, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[1], resolution=8)\n", "design.delete_all_components()\n", "\n", "#CONSTRAIN WIDTH, LENGTH###\n", "ResonatorMeander(design, 'leRes', options=dict(pos_x='-250um', pos_y='-250um', orientation=30,\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius=0, constr_width_max='400um', constr_extend_length='500um'))\n", "############################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "fillet_rad = design.qgeometry.get_component('leRes')['path']['fillet'][0]\n", "lePts = QUtilities.calc_filleted_path(lePts, fillet_rad, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[2], resolution=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Expected Length: 1mm, Actual Length: 0.9999950575725147mm\n", "Expected Length: 1mm, Actual Length: 0.999996045423972mm\n", "Expected Length: 1mm, Actual Length: 0.9999918934263768mm\n" ] }, { "data": { "image/png": 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P4cZ0n1lcmnIfiWGjDsKZM2d47bXXvISLTTJy0DKQDVFTeTX+V/wz4Tf8M+E3vBl7L19HjOessSu1le2uXbtYtWoVlZWVfmnzjh07tM8/m7qzM3wUOeHxHEu+gQuDhvvUx6W5ib5qY7VacTgcxMTE1LteJPryJiIigiFDhmjzyY4cbiverM0rko710b/gpLlmyKe8vDxgh5AuX75c/3ofCheBoDXYvXs3R48eBeDryJvJMcSTHZHIqc7dqWhiugJfIcRLB+Dnn3/2Eh1OdOwIG8krCQvYGHUrP1puoEgfTYUujApdGJeNSewLG8bq2Nm8FXsfZ41dtWOdPn2at99+2+cCJjs7m1OnTgGgILE5Yrx7hSSBDpylBRR6UlH7gOYk+rqSP/7xjyQnJzNx4sR614tEX3W59dZbiYuL0+YHVh7j5tJvtflAEzAfffQRVqvV65gul4sdO3awfPlyPvvsM28Bc/68EC6CgKasrIytW7cCcMgygEOhgwAIV8oxK5VkZWV5O/G2EUK8tHMKCgr44IMPcFXXlyiTQ3kv9m52RIyiSjZfc//LxkRWd7qLnWHpmhUmOzvb5wLmuCffBXDS3ItCg9t6YVDtRDlL0Ot1FBcXe6WVDySWLFnCmjVrWL9+PWZz/d+zSPRVF5PJxJw5c7xyiIws3xewAubo0aO89NJLrF27lk2bNrFhwwZeeuklzSpz8OBBPv30M/dQWE4OeIaohHARBCi7d+/G5XJRJofyVeQEAHrazhCqWNHr9XTq1Am9vu1TxAnx0o6x2+2sXbsWm80GuMfzV8beS6YxWdsmylnMLSXbeTDvPR7L/h9+m/MaswvWM6TiMDrPGL8k8W3EGL6InOQ3AVP7QV77IdW9+ChV1goMBgOhoaFYLBafnL+pib5q88ILL7BkyRK++uorBg4c2OB2JpOJiIgIr0ng/u7nzJnj1UEGkoBZG3MHVqlGkDocDk6cOMGePXs4fPgw5eXlNe1E4m+nI3jp7x+6626BEC6CgMVqtbJ//34A9oal4ZL0hLnKGJm3BavVSlhYWJNKdPgSIV7aMfv379ciihzo+SB6BqV6d6cpqQo3l37Lf+SuIL3iAMmObMKVciJdZfSyneG2ks08mvMGKbYaEXE4dACfR032uYBRFIVMT0cPXDLWSmBWdIyPPvqIdevWkZ+fj85HjmNNTfTl4W9/+xvPPvssGzduJC0tzSdt6wh0796de++9NyAFzAVTV96M+2Udn7ArKdBFs7rTLPaFDeMHVyx2vRF1xAghXAQBy549e3A4HFjlEA5Z3MNFN5bvx1lRwqZNm7BYLL7PNN1IhHhppzidTi/H0q0R48gxunM8yKqL2YUbGFm+D/kq3W+4Us69BR8wwHpUW/aDpb/PBYyiKJrDrAtZE1yoKgmOPKxWK0VFRfTo0aPVztkQjU30BfD888/z5z//mRUrVtCtWzeys7PJzs72ehMXNJ5AEzBRzmJtWYk+ktWxs3k79h52hw3ngrEzOfo4sgyJHLQM5IPo6fxP/HzOV2cH3ttjBD8m9eFSpcP/1aoFgkagqqpmdfk+dCgO2UCIy8pg6w8ADB06tMEh8LbAL+LllVdeEYm+/MyRI0e0h2aZHEZG6ABt3cSS7VxnO6vNp6amMnfuXH73u9/x6KOPcuutt2rDMToUphV/xUA/C5j6kFHQoWjz/vghNSXR16uvvordbueuu+4iKSlJm1544QWft7OtUFWV4uJijh49ysGDB7Xp1KlTrXI/BJKAmZe/iq62C17bZhqT2RYxjndj5/JG/AO8FXcfG6Nu5aeQXl75WcJdZcS4ilCrysnPzxcCRhBw5OXlab/ZoyF9ARhecQij6sRisTBs2LC2bF4dfO51s3btWhYtWuSV6Gvy5MkNJvravn0799xzj1eir0mTJjU60ZfAzdmzNeJkf+hgLVdGsj2LYdYMbd2oUaOYOHGilykwLi6Ofv36sXr1anJycpBRmVr8FeAWLrX/TivehESNgHnggQcICQlpteuQUJFUBVWSUSQdVZIJs+r24SksLNR8U3zFww8/zO9///t6123fvt1r/ty5cz5tSyBx4cIFvv/+e86fP39Vy1JcXBw9e/bkxhtvJDIyssHtroZHwKxatUqLchhZvg+AbRHjgBoBUzsPjEfANCcPTH3FHEOVSu4t+IBdYel8HzYMWyMc3iVVoX/lj/yidB+OiqlYLBacTifl5eWEh4c3qU0CgS/x+BmWyuGatbt39W9p+PDhXhmwAwGfW15efPFFFixYwPz58+nbty/Lli3DYrF4JR+rzXvvvcejjz7K4MGD6dOnD6+//rrmayBoPLUdXs+ZakKd08sP4JEp119/fR3h4iEyMpIHHnhAszJ4BIw/LDB6vV5zXpVxDxV5uFTL2dhj4hT4j7Nnz7Jy5UrefPNNjh07ds0hsby8PPbs2cO//vUvPvnkk2aXm2hLC0zfvn21ZTIqY8v38Nuc5dxc+i1dbJdqHNs9qCrxjlyGlx/gkdw3uL14E2p5oear5QlDFQgCCc8z45IxCQCTYiPW6U4Z4Y8h+qbiU/Fit9s5cOCAV54LkejL91RWVlJcXAy4HXVzDDUWrtRaZu/x48df1fnKYrG0mYCpnfOki73GeTfDUhO9s2fPHn766acWnUfQOBRFYfPmzbz99tv1WphU3PmDnOhw1dOtKIrCoUOHWLZsGSdPnqyzvjG0lYC56667uOWWW7yWm1U7I8v38UDBWn5/+WUW5L7Jr3Pf4te5b/Ff2Uv5dd473Fq6nShXTX9ktVpJTk5m9uzZwuoiCDg84sUTjZpsv4yMiizLJCUltWXT6sWn4iU/Px+Xy6U9/DyIRF++xZPTBcAuG1Akd0ROiFKJRXVnRzQYDHX+L/XRVgKm9v9xsPWI9vmnkOs4b+yiza9bt47Tp083+zyCa1NZWcmqVatqCmNWY5MM7LcM5oPo6fwr4T/4W/Lj/C35cZ5P/l/8T9yDfB45iZ/MPb1cwu12O2vWrGH79u3N8vtoCwEjSRJjxoxh3rx5dO3atc56HQpxzkLinQXEOwswqfY620RFRTF9+nRmzZolqjQLApKSEndEXV51PbEkh/sZnZiYGHBDRhDg0UYi0Vdg0BYCZsCAAdoPJt6ZT+/Kmvoz66Nvp0TnfnN1Op2sWbNGCBgfYbPZeOedd7y+Xwd6doTdyCsJC/gq6hZ+CulFhS7Ua78CQycOhw7gg5iZLI+bx3Fzb6/133zzDRs3bgwaAQPQrVs35s+fz4MPPkivXr2umahLkiSSk5O54447eOyxxxgyZEjAhJkKBA3h+UXqVfdLcGv6MLYmPnXYjY2NRafTkZOT47W8KYm+Nm/efM1EX7WzcQrwyn1iUuzIqgtF0lEph2CVQ7AolTgcDrKzsxttDvQImLffftsvTrwWi4W0tDRteHFSyVYuGZOx6ixYdRbe63Q39xW8T6SrTBMwc+fOpWfPnk06j6BhVFVl/fr1XhFVJbpwPoyeTrbx6r/f2uQbYlkfczvnKg5za8k29Lg7RU8U4ZQpU5r8UG8LJ14PqamppKam4nK5yM7O5sKFC16+PyaTiS5dutC5c2fRNwkEPsKnlhej0ciwYcO8nG1Foi/fExISQlRUFAB6XCQ6arLEnqtVp2jbtm1NevP1twXGE3EGEKGUcUfRp8jVbwPF+ije63S3sMD4kG+//dbLPyVHH8ebsb+sI1ziHbmkl+9jetEXzCz8lNuKv2JQxRFCXRVe2x0KHcTqTndhk2qGTb7//vugs8B40Ol0dO7cmZEjR3Lrrbdq07hx4+jRo4cQLgKBD/H5sNGiRYtYvny5SPTlZ2qPzXezndc+7w1L04TFqVOn2LJlS8AKmLCwMO68805tPtV+iVmFnwgB4wfy8vK8QsHLZQtrO92BVVdTjqGTo4C5BR/wUN473FL6Lf0rj9O36ieGWI8wreQrfpuznEnFWzAqNT4gF01dWNvpznYjYATtD1VVqaysrDN1lNw8cvV12iX3sH1FRcXVNm8zfJ7nZc6cOeTl5fH000+TnZ3N4MGD6yT6kuUaDVU70VdtnnnmGf7yl7/4urnthu7du/PDD+7MiGkVGVqdisvGRPaFDmVExUEAdu3ahSzL3HzzzY023ftzCKlXr15MmDBBCy/tZTvDrMJP+DBmOoqk0wSMGEJqXXbu3Kl9diHzUfTtlOtqImR6V57i9uIvMamOBo+hx0WaNYNU+0U+iJlBkd5dE+WSsTNrO93JnIKPNOfWYB1CEgQ/drudzMxMLl68qE2eenC1MZvNpKSkaFPnzp0D0pG1ucTExJCXl0eCM4+zdCOr2sKak5OD3W4POEdzSW1ncrK0tJTIyEhKSko6dKE7p9PJv/71L63q8uaIm/g+zD0EJ6kKdxV+TC/bGW37sWPHNknAgDv00yNgwF2E7ouoSZpwARhoPaoJGHB7rjdVwKiqytatW70eqKdMPTQBA+4Ckx4BA+4Q15YImLa4jwLl3i0sLGTp0qXam2aGpT9fRE3W1vesOsPswg1epSV0Oh3JycmYzWaKi4u1mloeyuVQ3u10t1YdHNwh8LUFDMCIESOaJWDAnYOmtoAB2B02XBMw4C6NUVvAgNvC154ETEe+d5tCUVERu3btIiMjwytCs7Ho9XqGDBnC6NGjm52AMZD49NNPOXjwICfN1/FhzAwMioNF2UvRoXD//ff7JddLU+4jIV7aMXv27GHTpk2AOwfHu7FzyKpOQKRTncwq/MSrTIAQMDV05AfAtm3b+PZb97CLgsT/xM/XrCaRzhJ+lfcOIWrNm+nQoUOZMGECoaE1EUfZ2dl8+umnZGVlacuEgPEPHfnebQz5+fns3LmTH374QRPoChI5hjguGTtzyZhMnj4WlZr7T0Yh3pFPZ3sWXexZxDvzNPEuyzKDBg1izJgxDeYjCwYyMjL4+OOPKZct/CvxEQDm571LkiOHUaNGceutt/q8DU25jwI6VFrQMoYNG6aVYNDj4s7CT7TquC5Jz4cx0/nZ1F3bfseOHQHrxCtJEhMmTGDMmDHaMs8Q0rV8YGqXShBcm9rpBs6aUjXhAjCmbLeXcLn11lu5/fbbvYQLuAXq/PnzueGGG7RlYUoFvyx4nxhHobbMM4QkfGAEvsYTLPLKK69w+PBhVFWlSBfJF5ET+UfiQt6Mu5+vIydwPKQP+YZYCgydtCnPEMcxyw18FXULK+Lv58XEhWyMvIUSXbiWgHHp0qV88803Qesb48mtFaZYiXa6M2GfqE5xcODAAaqqqtqsbfUhxEs7xmAwMGfOnFoRO+X8smBthxMw77//frPT0nc0FEXh0qVL2vxFY009MbNSSf/K49p83759rxo1qNfrmTVrlhAwgjansrKS1atXa5bbPH0Mn0TdxrL4X5EROgiH7L73op1F9Lce49aSrUwt/kqbJpZspZ/1R62yuF02cjB0MK/GP8RnUZMp0EWjqirbt29n7dq19frMBDoxMTFa5udB1X33gdBBVEombDZbwBVIFuKlnRMTE8Ps2bO13C+RrrIOI2DK5DAAqqqqWLNmDQ5Hw86lAjcFBQVe31PtWlJd7FleVb3Hjh17zaEdnU4nBIygTcnNzWX58uX8/PPPqLiHEV+Pm8dRS19USSbKWcyU4q/5z+xXeSR3BdOLNzK84hCDrUe0aUTFIWYUf8mjuW/wWPYyJhVvIcJZiiLp+MHSn9fiH+T70CGowMmTJ3n99deD7h6SJIn09HQAhlVkYFaqsMsm9ocOAWD37t0BVX5HiJcOQI8ePbjnnns6nID5MGY6TtzXnJubKwo5NoIrHRcr5Rq/pE7OGuuVyWRqVHkJEAJG0HZkZWXxxhtvUFRUhF0ysD76F2yLGIcqyXRyFDC96Av+I3cFQ60/EKZYAXc/1rt3bwYPHqxNvXr10nz0wpUK0qwZPJL7BtOKNhLtLEKVZDZHTuDTqNtwSHry8/N54403vBI8BgNpaWmYzWZMqp20ikMA7A8bilUOoaqqinXr1nn5k7UlQrx0EHr27NlhBIykuq0DWcYktkWM1dbv3r07YH54wYh0RXRRUxxqhYAR+Jvy8nLWrFmD3W6nWBfBW7H3ciLkegCGVGTw67y36V95HBmV6OhobrvtNhYuXMjvf/977rnnHmbMmKFN9957L3/4wx/47W9/y+TJk4mMjESHwqDKY/w6920GVPdvRy19ebvTXErlMKqqqnj77beDSsCYTCbN+pJWfhCTYqNSDmFD9DQUJC5dusSXX37Zxq10I8RLAOJ0Orl48SLfffcdmzZt0qa9e/eSlZXVrLA+6DgCZkKtB9PB0EGUy25n0rKyMo4cOVLnOIKG8dQ3AbTvEdxRZk1NHCkEjMBfuFwu1q1bR1lZGZWSidWd7iLfEItOdTK1+CtuK9mCDoVOnTpxxx13sHDhQkaMGEGnTp0aFOWSJBEbG8uNN97IY489xowZM4iOjsaAk18Ub2JS8RZk1UWOMYH3Yu+mVA4PSgGTnp6O0WjEolbxi+KNAJwzpWovggcPHmTHjh1t2URAiJeAIicnhw8//JAlS5awYsUKvv76a/bs2aNNGzduZPny5Tz//PN8+umnFBYWXvugV9BeBczo0aO1ZSMqDpBkz9auxzNmC4jIo2sQHR3t1XknOmqqv9f2fwF3BEJTEQJG4A82bdrEhQsXUJD4OHoaRfpoDIqD+/LXaVXq+/fvz29+8xsGDhzolSi1Meh0OgYPHsxvfvMbbrjhBiQgzZrBPQUfYFDsFOmjeS92dlAKmJCQEKZOnQrA9VU/M7rMXV9ub9hwjoa4f7dbt25tcwEjxEsAUF5eztq1a1m2bBlHjx69pmXF4XBw8OBBli5dyscff9xkz/b2KGBuueUWevXq5Z4H0qszrAKcNdWUShBVx6/Olb4sKfaaPC3F+iiv6KMdO3Z4RSY1FiFgBL7k559/Zt8+9+//2/BRnDG7+7FpxRvp4shCkiQmTZrEnXfe2eIMuSaTidmzZzNhwgTAXcJkbuFHQS9gBg0axIgRIwAYW7abnlXuhKafRk3RKsRv3bq1TSOQhHhpYzIzM3nttdc4ceKEtkwFCnVR/BDSl63hY9kSMY5t4WM5FtJHCwEGd+K2jIyMZnm2t0cBc/PNN2vz3WwXtM85hngc1ZUwiouLsVqtjT5uR8ST7wGgZ9VZr9pE34aP1P5PLpeLVatW1aka3xiEgBH4AlVV+eabbwA4Y0rlu/AbAbixfB99q34C4Be/+AUjR45sVhLE+pAkibFjx3LnnXciSRIp9sx2IWAmTZpEamoqMiozij4n2X4ZVZLZED2N42b3i+LGjRs5d+5cm7RPiJc25KeffuLNN9/UUvirwEnzdbwZex/LEh7is+jb2BM+gr1hw9kdPoKPo6fxSsLDvNtpNmeNXbWHSH5+Pq+//nqT34Lbm4BJTEzU6m9Y1CosLrdIUSQdNrmmwq9w2r06ffr00T6HqFUMrcjQ5s+bUvkubIQ2X1lZycqVK4WAEQQE586d49KlS6i4rS4AKbaLjC91D3EMGzaMoUOH+uTcAwYM4I477mg3Akan0zF79myioqIwq3bmFnygCZhPoqeSZUhAVVXWrVtHSUmJ39snxEsbcfnyZdatW6cNEVVKJtbG3MmHMTPIri6I1RAXTF1ZHTtbC8sDsNlsvPvuux1ewHi/TQVnpsu2pnv37nTuXDM8lF6xXxOCAN+Ej9HGvkEIGEHg4PHDOGfsSla1j9aE0h3IqHTp0oXbbrvNp+dvbwImNDSUefPmeQmYWEd+9XNhBhVyCFarlffff9/vL4VCvLQBVquVtWvXav/sIl0kb8Xdp43Ngrv2UI+qs4wp283Npd8yqmwPqbbzWhgwuMPy3uk0l4rqXBwdXcDk5eVp/j9VkgmrbAHchSiNtVLae65TUD8eM7iHUKWSO4o+rbn3JIlPo6YIASMETECRlZWlOeR/F+4O9+1mO09nh1skTJkyxS+//fYmYKKiopg3bx6RkZGYVTuzCj/BpNgo04XzUfTtuJDJysryu/+LEC9twKZNmzQzW5VkZG2nO73qxwyrOMRvc15nbuFHjCv7jpHl+xhftov7Cj7gP3JX0M9ak6I925jAqk6zO7yAqT3WDXDelALVVph4Rx5G1S0UIyIi6tThEdSld+/eXgUtU+2XmFKyWZtXJVkIGCFgAorTp08DkKfvxPlqJ/1RZXsBd6LO2tZEX9MeBczcuXPR6/V0chUxvegLUFUumlLYF+oehvN3Hi0hXvxMYWGhlmtEBT6Nnkqh3l2JVKc6uaPwUyaXbCVMqah3/2hXCdOLv2By8WbtTTjPENdhBEx96ak9NUV+/PFHbdne0GHa5272mgij2s6ojWH58uV069YNs9lMenr6Vd8ujh07xqxZs+jWrRuSJPHSSy816VyBhCRJzJo1i+joGlE9xHqEycVCwHgQAiaw8EQSXjB2ASDCWUpq9W+/tiXRX7Q3AZOYmMiMGTMAdz6t4RUHAdgbloYDPeXl5Rw6dMhv7RHixc/s2rVL62DPGbtyylzzdvuL4k3cUO0RDxAeHs6IESOYMGECw4YN09JTS8Aw62FuL94I1cfqKALmtddeY8+ePRQUFFBWVsapU6d49913+fbbmgdNhmUAl0zuDkxWXaRV/8gAunXr1qTv46mnnuKZZ57h4MGDDBo0iMmTJ5Obm1vvtlarlR49erBkyRISE6/utxQMhISEMGfOHM0JGtz3nRAwQsAEGqqqan2dJx9RF3smEmA2m0lNTW2TdrU3AdO/f3+GDx8OwMjy79GpTip0oRy29Afcz7fmJlFtKkK8+BFVVb1Coj3jsgADrUfpV1mzbvjw4fznf/4nt912G2PHjuUXv/gFv/vd7+jXr5+2Tf/K40wv/rJDCBhX9a1aUVHBpk2bWLp0KS+++CKrVq3izJkz2vZnjV3ZFDlBmx9oPUqkq0w736BBg5r0XcybN4/58+fTt29fli1bhsViYcWKFfVuO3z4cP7+978zd+5cTCZTvdsEGwkJCfzyl78UAqaaYBIwTbEaLl++nLFjxxIdHU10dDQTJ04MuCrCVyM/P18bVr5UnYuoS3WOopSUlFYLi24O7U3AjBs3Dr1eT5hi1RL+7QkbjguZkpISTp486Zd2CPHiRwoLC7UcI5WSWRuXlVSF0WV7tO2GDh3K1KlTvTpRcCdEmjVrFsOG1QyJdBQBs7rTLK/09FeiIPF96BDWdJqFqzoCK86Rx8TS7do2N954Y6OTUtnt7twm48eP15bJsszEiRPZvXt3Yy/vqthsNkpLS72mQCQlJUUImCAUME2xGm7fvp177rmHbdu2sXv3blJSUpg0aRKZmZl+bnXz8FxXhRxCiT4SgC6OGvHS1rQnARMWFqaFm99Yvg9JVSjVR7j9DIELFy5cbfdWQ4gXP1I7u2umMUn7nOjIJdrlFgUhISFMnjy5wWNIksS0adM6nIC5YOrKvxMeYlPkBE6bulEmh1Ihh5Cjj2Nf6BBei3uQzZETUCX3LR3mKueuwo81R92YmBgtY2RjKCgoACA+Pt5reUJCAtnZ2fXt0mQWL15MZGSkNgVCJ9sQQsAEn4BpitXwvffe49FHH2Xw4MH06dOH119/HUVR2LJli59b3TwUxe3/55Rq/mcWl9sSExUV1RZNqkN7EjCjRrlz6ES6ykh0uH/bnuE6f2Ux94t4eeWVVzqk0+OV1M7sWlgrusjzzwe3YKj9gKiPjiJgphVvYmzpLm0bp2TgQOgQ1naaxcuJ/8E/Ex/ljfgH+DpyAoWGGG27RHs28/JXaYLQaDQG5FDOk08+SUlJiTYFeukCIWCCQ8C0htXQarXicDiIiYmpd32wWA3hytxPbUt7ETCRkZF06tQJqBme8wzXXb58WbsHfYnPxcvatWtZtGhRh3V6bAx6tSa8zOOUey06goCRgLHle5hb8AEJ9ms/+IyKjVFle7g/f63m5yLLMnfeeSdxcXGNbgeg/TCvvE9zcnJa7b40mUxERER4TYGOEDCBL2Baw2r4xz/+keTkZCZOnFjv+mCyGgYa7UXAeP7nHvGSZUhCQUJVVbKysq62a6vgc/Hy4osvsmDBgg7t9Fgfcq1kc1a5RrA0pVJ0exUw8+bNo3v3muP0sJ3nV/nvMqfgQ9LKD5JozyHEVUmIq5IIZyl9Kk9ya8lWfpuznPFluzDgFoMmk4m5c+dy/fXXN+laAe3hXDt3jMeMPnLkyCYfrz0hBEzgC5iWsGTJEtasWcP69esxm831bhMMVkOl2uLicDjauCV1aQ8CpksXd0RnUnXlebtspETnfgErLi72+fl9Kl7sdjsHDhzwUu8d1ekR8DLB1h4qyjQma+HAZ86c0d6cGkN7FDAhISH88pe/9BIJEtDTdo5Jpdv4Vf67/K+cf/O/cv7Nwtzl3Fn0GcMrDhFSK4tuXFwcDz/8sFZpurmsXLmSlStXcvz4cR555BEqKiqYP38+AA888ABPPvmktq3dbicjI4OMjAzsdjuZmZlkZGTw888/t6gNgYgQMIErYFpiNXzhhRdYsmQJX331FQMHDmxwu0CzGlos7mzaoS4rumpLdp4+FsAvVoDmEOwCxvOdG9QacajivyE6n4qX/Px8XC6XNgzgoSM7PXpIdOSir/6nF+ujOGd0Rx6pqsoHH3zQpDHD9ihgZFlm0qRJ/OY3v/EKD78WMTExTJ8+nd/85jcNjtc3heeee46nn36awYMHk5GRwcaNG7X7+cKFC16dSlZWFkOGDGHIkCFcvnyZF154gSFDhvDrX/+6xe0IRISACUwB01yr4d/+9jeeffZZNm7cSFpams/b2Zp4sufqcZFkdz9b/O1A2hyCXcC0JUEfbRQM5ksPoaGh2luRHhf9rTUZYbdHjNVymWRnZ7Nq1aoOL2DAndXxrrvuYuHChUyZMoV+/fq5a2yYzZjNZkJCQkhNTWXMmDHce++9/Pa3v2XIkCGtVsPk4Ycf5vz589hsNvbu3Ut6ek1unu3bt/PWW29p8926dUNV1TrT9u3bW6UtgYgQMIEpYKBpVsPnn3+eP//5z6xYsYJu3bqRnZ1NdnY25eXlfm1zczGbzZqPT40DqVu85ObmNqm4q78RAqZ5+FS8xMbGotPp6nRQHdnpsXY59pHVMfIAl42JbIq8RRs+On/+vBAwtejUqRPp6encddddPP744/zxj3/kj3/8I//7f/9vHnzwQW655RZ69eqFLAe9Hg86hIAJTAHTFKvhq6++it1u56677iIpKUmbXnjhBb+1t6Vc6UB62ZhIlWRCVVX279/flk27JsEoYCoq3CVsHFJN7iyJpv+mmotPe3qj0ciwYcO8cgV0dKfHtLQ0LaIo2lXCzaU7tHUZoQPZGnGTEDCCoEMImMATME2xGp47d65eq+Ff/vIXv7S1NfCIl1T7RUxKFU7JwP7QwQDs2bPHL+G7LSHYBIzneZFlcOcsMyk2Il1un9PaNdF8hc9fUxctWsTy5cuF02M1RqOR0aNHa/PpFfvpW6tK9N6wNCFgBEGJEDCBJ2A6En369MFsNmNS7aRVuAsE7gsdhl0yYLVaA976AsElYDwuGp7huWT7ZWRUZFkmOTnZ5+f3uXiZM2cOL7zwgnB6rMWoUaPo3bs34I6iub14I70rT2nrO4qA2bdvX5POIwh8WipgmhJp50EIGAG4XQg8WbSHVxzCoDio1IVw0OKuZ7Z169agKHcQDAKmqKhIS+tRuxAmQFJSUqPLsLQEvzgILFy4UDg91kKSJO644w7NeVeHwh1Fn3U4AbNp0ya/1cEQ+I+WCJg1a9Zgs9loKkLACADS09MxGAxYlEqGWA8DsCN8JLn6TrhcLt5//33NVyOQCXQBs2uXO/N5kS6SHIO3o7S/In6Fd2MbYTabeeCBB7Rw3o4kYC5X3+yKovDhhx/6rYS6wH80RcAcC+mjLcvPz2fDhg3NEhJCwAgsFosW5j26bC9RzmIcspEPY2ZQKZkoLS3l/fffD8jEdVcSqAKmrKyMjIwMAHaHDUeVZKKcxaTa3cNIqampfmmHEC9tSEREBPPmzet4AiZ6hpZVuLS0lMOHDzfpHILgoLEC5rOoyWQZaqIPT5w4wenTp5t1TiFgBKNHjyYsLIwQtYpZhZ+gVxwU6aP5JHoqChIXLlxg1apVQsA0k+3bt+NyuSiTwzhicefgurF8HzIq0dHRmkuErxHipY1proB57733mvTja2sBM7fgQ0yKezigVB/BntCaJFg7d+7UqsIK2heNETAei5xVqklF/+233zbboTtYBUxz/H0EdQkNDeXuu+9GlmUSnHlMK94EwGlzD76ImoSKO7pq9erVOJ3Oqx8sAAgkAZORkcHBgwcB2BWejkvSE+YqY6D1GOAWjv5KVyHESwDQHAFz4cIFPv/88yZ1sm0pYDq5iphSUvPAOhg6mMrqh1VRUVGrZVwWBB4NCZhRZXu1+TJdON+H1dyXFy9e5Pz5880+ZzAKmNWrVzfL30dQl5SUFKZOnQpAv6qTjC5zl6P5wdKfz6MmowJnz57lyy+/bMNWNp5AEDCZmZl89tlnABw39+JgdRj6jeX70OMiPDycQYMG+eTc9SHES4DQWAGzLWKcNn/48GG+//77Jp3H3wJm5syZ2nzfyhN0crjfLu2ykTPmbtq6QM6MLGg59QmYcWW76GKruacOhA6hSqopxnrs2LEWnTPYBExBQQHr168XKQRaiWHDhmlJQceVfcfIarH8g6U/WyNuAuDgwYMcOHCgzdrYFJoiYJo77NoQly5dYs2aNbhcLvL0nfgsagoA3avOkVaRAbijaGvf875GiJcAojECZk/YcA6H1NT62bp1a5NTX/tTwPTv398rLLxP1U/aOk+IHQjx0hFISUnhnnvuQaqu9iujMq7sO229TTZxytxTm2+NeyIYBMyl6iRfACdPnuTQoUNNPp+gfqZOnUrfvn2RgPFlO0kvd+d62RuWpjmKf/HFF0HT/zRWwLz33nvs2rWrVYTwwYMHeeuttygvL8cqmfkgZgYO2UiUs5iZRZ8jo5KSksLw4cNb4QobjxAvAUZDAqZXVY2S3hg1kXy9e73dbmfv3r31Hutq+FPA9O3bV/ucZK9JROa5BiAowhcFLadbt26MGTNGm0+1XyTaWaTN1xa0ubm5rTKMEugC5qOY6ZTLodoy4QPWeuh0Ou68805NwEwo/YaeVWcA+DxyEjn6OBRF4YMPPggK/xe4uoB5M+5eLhmSUVWVzZs38/777zfbGby4uJgNGzbw6aef4nK5yNXH8lbcfRTpo9ErDmYVfkKIWkVYWBizZ89utXpyjUWIlwCkPgEzo+hzYh3um9Al6dkVVpMrZ+/evc364flLwISG1nTMtcun48fy6YLAwZNIDNx3gCc/BECWscYKoapqq0XhBJqAGVW2R5sv14WxLWKsNl9UVMTRo0ebfC5B/XgETGpqKhIwo+gLop1FOGUDH8ZMx4mO0tJSLfw3GKhPwJiVSip0YbwbezcHLQMBd+TeK6+8wrp168jKyrrmPayqKrm5uWzYsIGXX35ZiwT90dyblbH3UqyPwqA4uLPoUxKceciyzN133014eLjPr/lKhHgJUDwCxlMjwqg6mFb8lbb+x5A+lOjcN0xVVVWznbT8IWA8mRgBKuWaiBJZFW+XHZGwsDCvzi7cVaZ9dkjeY+at6f8RSAJmXNl39Kg6q80fDbmBYl1NUVmRfbp10el0zJ49m4iICMyqjbsKP0anOinWR3HY0h9wJ14LppxTVwqY+XnvEe/IRZF0bIy6lfXRv9Cs2z/++CPLly/n73//O6tXr2bnzp0cOnRIm7777jvef/99/vGPf/Dqq69y+PBhFEWhWBfBF5G3siHmdhyygWhnEfPyV3GdzX3vTps2zW9J6a5EiJcAJiIigrlz52rmuM6Oy6RUOziqkswFY81N05IxW18KGEVRvN5oMmsNCyQ6aoaQ/FHISxA4tJVTalsKmHvuuUcLI5VRubVkm/b7UiWZA9XRG+AukxIMeUiCidDQUObMmYNOpyPOWcAgq9u6tSdsOC5kiouLg87iNWDAAO6++26MRiPRrhIeyF+t1co7HnI9r8U9yIfRt5OtdycGrays5KeffmLLli188skn2vT1119z/Phxbfi+QBfNp1GTeTX+ITJC3VacHlVneTDvPeKd+eh0OqZPn645RLcFQrwEOPHx8QwYMECb726rCR+t7R+QlZVFS2iugHnnnXcaFE6qqrJt2zbNKuRA75VNtfZwQVupd4H/KS4upry8XJsv0kdpnz25gDz4ImdEWwmYHj16MHHiRG2+k6vIy5ftorGL9llRlDYvvNceSU5O1h64N5bvQ1ZdlOgjOVZdpsKT9j6Y6NOnD7/+9a+JiYnBqDqZUfwF04s+d0d2ShInQ3qzIv5+/h3/EJ9E3cYByyAuG+Ip0EVrU44+jgzLAD6LmsyyuPn8T8KvOGLpjyrJRDpLmFL8NXcXridEtREeHs6DDz7IkCFD2vS6hXgJArp166Z97uSs6VwrZIv2uTWczZojYOx2OytXrmTfvn1eJteKigo++eQTdu7cqS3bGzYMq87t/xLuKvMSYkK8dBxqPyBU3CLBQ2d7zQNblmXi4uJ80oa2EjAjRozw8gFLtdfU9so2xHsNmwVDEcFgxJNILcpVSv9Kt5ViX5hb0OTl5VFSUtKWzWsWcXFxLFiwgN69eyMB/StP8HDeW9xZ+AkJjlwAivVRHLX0ZVPURN6Mu5//SfiVNr0R/wBfRE3iB0t/Cg3uoaZOjgJuL/qS/8hdwVDrD8iodO3alYcffpguXbpcpTX+wX9B2YJm4wktdeNbc7tHwABa/gPPD/yTqNtAkjQBc2/BOkKVSlwuF1988QXbtm0jISEBh8NBdna2l5g5Y0plR/gobd6T2AjcwsVTpFLQvjl27Bj79+/X5k+Ze1Kmq/F/qW2NS0xM9Gl1Wo+A+fDDDzl+3H2PewTMu53u1jpxj4CZU/ARJtVdlsOTX2nKlClX/D6vfc7U1FR+/PFHAOIdNQ7JiqTDKocQWe0DJIaNfENkZCQDBw4kIyODQdaj/GDpT44hnirJhFm1cfHiRSIjI9u6mU3GbDYzd+5cjhw5ws6dO8nLy6NP1SmurzpFjiGeS4ZkLhk7c8mYTKk+os7+oa5yutizSLFn0tl+mSRHNnL18yY6OprRo0czePBgv0cVNYQQL0FA7WGZIn2Nb0iIUqV9bs0bqrEC5p3Yucwq/Ji4amtQZWUl586dq3O8oyF93Gm5Jbehr4stk6EVNfWMxo4d26QHgCB4CQ0NJTY2FpfLhRMdR8PGUK1hsbgqvIZR/GGNawsBYzLVJOKTEU7rbcENN9xARkYGSfZsZNWFIunINCbR03aOixcv0r9//7ZuYrOQJImBAwcyYMAATpw4wY4dO7h8+TKJjlwSHbmkWTMAqJRMWn8MIKkqZrWqTvxnbGwsY8eOpX///n5L+99YhHgJcEpKSjh//rzm0Foa0k1b19nh/ZbamjRGwBTqY3gr9j6GVxwkreIQYYpV218FcgzxfBc2ghMh12vLw11l3Fn0CbrqTrtLly5cd11NllFB+6Zz5848OP9BykrLKJbDGGg3M29bFflVkF5xAAM1w5/+SjXubwFTO/y7snr4VWuLiMDzCx5hrMdFkiOHTGMyl4zJmngJdiRJ4oYbbqBPnz5cvHiRc+fc13Xp0iWqqqoIUW31GvGNRiNdunQhJSWFrl270r1794B9sRTiJYBRVRWHw8Edd9wBuMNI+zqjtc6+a63U6r54S21IwOhUF59GTcEpG3DIRr4Lv5Hvwm8kxlFIhFKGCuTpYzX/Fg8xjkLuLlyviRyLxcKsWbMC9schaF1sNhuVVW5roWwJp7xCT6wJIgwSalk+w6rTjANcd911JCUlNXCk1sdfAqagoMDr4Vg7+i7UVUGoUpOsMSoqqlWuTVCXkJAQYmNjyc/Pp7M9i0xjMlnVmY5zcnKusXfwIEkSXbt2pWvXrkBN7qT6ioBGRUURHx8fcBaWhhDiJYCRJAmLxUJubi4uRaU4JJFOZokIg0RM0SliXMUAGAwGOnfufPWDtaANVwqYG6p+Iia/iA3R0ygw1PiqFBpiKCSm3uP0qTzJ1OKvMFd3+LIsc9ddd4kOuoNgs9mosLpFq1M2YL50ibTLl7jUoz9G1chdhR9jrJXAcNy4cQ0dymf4WsA4nU42bNigzbuQOW7urc13tmd5me2FE7tviYmJIT8/n9DqlymH7Pavas/ZjSVJIi4uzmeO8P4kOCRWB8XpdGKz24mKjiZHiqJUcf+4JFVhdPlubbu0tDSfOjZ6BEztzKgJzjwW5K1kZuFndLFnIqt1kzuZFBs3VJ7kV3nvcGfRZ5pw0ev13HXXXXTv3t1nbRYEDnWES2YmEafdNa7Co0OYWr6dTq6aEgHDhg1rswd3S6OQ1q9fX6+jrdVqZfXq1V55kY6G9KVEX+MYen1VTQ2zsLAwIex9jLD4BjfC8hKgOJ1OysrL3UNHko5hmUfJt8SQ27U3N5bvJ6k6/E2n0zFq1KhrHK3lSJLEbbfdRkJCAl988QUulwsZlb5VJ+lbdRKHpCfbEI+9ujMPd5UT58yv4wAWFRXFnDlzWt1Hx1csX76cl19+mezsbAYNGsTLL7/sJeKuZN26dfz5z3/m3Llz9OrVi+eff56pU6f6scWBRZXNhrUB4VIwcDBGg557R13Hpx8fx+FwkJKSwm233daWTW6RBebIkSOcO3eOoUOHkpSUhKqqXLx4kUOHDnkVUM3Xx/B15HhtPspZTL/KE9p8r169xMNVILgKfrG8vPLKK3Tr1g2z2Ux6erpmYm2IdevW0adPH8xmMwMGDOCLL77wRzMDhtrCxSnrid21E1NRIXGOMkLVSgZVHtG2HTt2LGFhYX5r29ChQ3nooYfo1auX13KD6iTFnkVP2zl62s4Rf4Vw0ev1pKens2DBgqARLgBPPfUUzzzzDAcPHmTQoEFMnjyZ3Nzcerf97rvvuOeee3jooYc4dOgQM2fOZObMmUGXtbM1cLlclJWXNShc8obfiGQyIqGgqHDnrFnExsa2SYG3+miqBaZSqil7UVZWxjfffMOaNWtYu3Yt3333nZdwKdGF80HMDOxyTdTR2LLdWliqJEmMHj3al5cnoCYUXRU11oISn4uXtWvXsmjRIvEAaCQOp6OOcJFd7giMsr596RwqY64Otezdu3eb+AYkJSVx77338vDDDzNo0KAGzduSJJGUlMTYsWN5/PHHmTJlChaLpd5tA5V58+Yxf/58+vbty7Jly7BYLKxYsaLebf/5z38yZcoU/vCHP3DDDTfw7LPPMnToUJYuXVrv9jabjdLSUq8p2FFVlcrKSkrKSnE43PetU1ePcDEbkVUFSZLo3fM6+lx/PY888kibFHhriKYImDfj7tNSsF+Ns8aurIj9JYW1KqoPqjhC/8oftfl+/fqJvEc+RlVVLYNxnj4WgEin+/dnNpsb3E8QOPh82OjFF19kwYIFzJ8/H4Bly5bx+eefs2LFCp544ok629d+AAA8++yzfP311yxdupRly5b5urlthqIqVFZWYbO506NfKVxyx43HqLhQZYnJUyazdctWrShXW5GUlMTMmTMB99tmTk6OlnXUYDCQnJyM0Wi8yhECF7vdPQwwfvx4bZksy0ycOJHdu3fXu8/u3btZtGiR17LJkyd7OWnWZvHixfz1r39tlfYGAg6HA6vViqva4VGVJBw6I5aLF+sXLjodZpNZs7QEYpRDY4eQivVRrIj7JX2qfmKI9QjJ9ixM1Q7IlZKZi8bOHAgdzFlzN6/jd7FdYnLJFu3d32g0et1zAt+Qn5+vWcM8ZVY6VydIFI7SwYFPxYvdbufAgQM8+eST2rLWfgDYbDbtgQ8E5dur3W7HWmlFUdwPfodsIG7XDi/holecSDqZELOZbqndmD9/fkCNiYeHhwfUW3NL8YQSxsd7v00nJCRw4sSJ+nYhOzubhISEOttnZ2fXu/2TTz7pda+XlpYGZcepKArWSit2e42jqiLJOHRGQi9eqCVcRiKFGJAVBUmWCLOEBsQQ0bVoSMDcX7CGj6Knc9FUnSpdkjgRcj0nQq5HUhXMig2kurlcPFxf+RO3F2/UMk0DzJw5U1hd/MCFC+6yDGVyqOY0nWJ3l2MIxt9gR8Snrzr5+fm4XK4mdehNfQAsXryYyMhIbQqmG8/jF1BeUYGiqKiShF1nrF+4SO68KJ7OPpCEi6B5mEwmIiIivKZgQlVVqmxVlJSWasLFsHkz4VOnEtMtlYSUJCLm/RIuXyZv+EgIMWnCJSIsPCiEi4f6hpBClUruLVjHiPL9SFckl1MlmUpdSL3CRa86GF+6gzuLPvUKDx87dqzX8QW+QVVV9u3bB8A5UyoARsVOnNOdPDCYniEdmcCz0zaRJ598kpKSEm0KhuyIHr+A0lp+AS5Zh0M2Er/zW0245NQSLmFhYRj0vguHFnjjefu90jcrJyenQYfjxMTEOgmurrZ9MON0OiktL8NqrfQqUOiqslO+8HdUrH4f+a9/BVnG+dI/UcwmdIr7vg4NsQSVcPHgETD9+vWrWYbCxNJveCT3DYZWZGC8oip2bUJclYws+55Hc15nVPn3Xm6iN954IzfffLMPWy/wcOrUKfcQN+5isQDXVZ1BRkWWZZ/lzBK0Lj4dNoqNjUWn0zWpQ2/qA8BkMnnVCgl0rvQLMGzejOnFF9EfP46kKEjXXw8LFpA95z6MitvvIixUCBd/4/HV+eabb7j33nsB9/DIli1bWLhwYb37jBw5ki1btvD4449ry77++mtGjhzp8/b6C1VVqayqoqqqynu5JOHQmVDvmEXohfOEn/4JevQgf8XbxPbvg/nYD7j69sVgMAStHxTUCJiEhAS2bt2qLY9ylTKlZAuTSraSp48ly5iIQ3L/Zk2Kjc6Oy3RyFtaJa9HpdEybNo0hQ4b48So6Lqqq8u233wLws6kHuQb3sPCo8r0A9K2+RwWBj0/Fi9FoZNiwYWzZskVz7OyoD4D6/AJUScJpc+Bc+J9EVlqRKsph1Soc//oXhrvuAknCZDKKH1MbsnLlSkaNGsWIESN46aWXqKio0JzPH3jgATp37szixYsB+N3vfsdNN93EP/7xD6ZNm8aaNWvYv38/r732WlteQqtRWFSIyWTSrIUeXLIOp84ASITv+Iawxf8XfvoJpaKCmGqrjJyZidKvL5aQ+v0/gglJkhg7diyJiYl8+eWXFBXVJNiTUUlw5pHgzLvmcRISErj99tvFm74f+eabb8jMzEQFdoWnA9Cr8mfiq4eMxowZ04atEzQFn0cbLVq0iHnz5pGWltYhHwCqqlY75Hqb1xVJxqkzos64g4Qd25EjwoB4stesI7FHKvrjx1H79yPEHPydfTDz3HPP8fTTT5Odnc3gwYPZuHGj5pN14cIFrwiZUaNGsWrVKv70pz/x1FNP0atXLzZs2BC0FWo9VFZVcebcWapsVVx/nXd+H6fOgEt2dyOhF84TtuAhiI+n+OV/4+jeA73TRvTIG8Fux2wOCcrhoobo1asXPXv25OjRo+zcuZO8vGsLFnAXpxw3bpxIROdnTp8+zQ8//EB0dDTf6fqQVR1lNLra6nL99dfX8bcUBC4+Fy9z5swhLy+vQz4AKqxWZEnCZrd7+wXIevebqqqSsOY95Hfedr+pWq3EVw8nyZmZGIenBWT4aEfi4Ycf5ve//32967Zv315n2ezZs5k9e7aPW+UfFEUh83IWmVmZKKrqNTzrCYNWJff9GXrhPBGH9kNmJsVLX6Vy4q3oFCe6XTsAkGVJy0/UnpBlmYEDBzJgwAByc3O1yr21faUkSSIxMZGUlBRSUlKIiYkRosXPuFwuQkNDmT17NnbJQF9nFDu2VdGl4AeSHe5gkLFjx7ZxKwVNwS/lARYuXNjgMFF7fAA4XU4uXLpEUXFRnTdVh86IIuvcwmXHduS//gXi4yl47Q2U5CSM9ioiR49G53JhMra/zl4QHBSXlGjWlitRJBmHrEetfgCHXjjvDocOC0OJjsG4djXObt0wnj+D5b//GwCTydyuH9iSJJGQkEBCQgJpaWlt3RzBFUiyhDnETG5hCcUhnehklriOPMaVuP2W+vfvL4bvggxR26iVyS8o4NyFc9gdjobfVD3CpagQMjPJf/1NnKPHYHDZkKrz3wSTE7Kg/WB32Dl3/jz5hQX1rlckHU6drFkSNeEC5KWPRl75DpF/+C9CbhyO67rrsC5ZQsTtt6NvR8NFguBCURXKy8txKSqxZRXYq/JxxcYxpWQLdlzEx8dz++23t3UzBU1EjEm0ElVVVfx48jg/nT6F/YqqsoosY9ebvIWLy+l+U43phGXlmxhPncDwzTdY/vQnAHRiuEjgR1RV5XJONod+OFyvcFGQKDNH45JrRIiXcBk+EmdYGPabJ1C8Zw9Fly9TumMHrrFjUFwuqHbYF/iP5cuXd/iach7h4nC6CDt6jJjzp7mu/DJRrhJCFStms5k5c+YEdQRcR0U8IVuIoihczLxExpHDFJeU1F0v63HKRkDyFi7A5ZtvpeittzEeOkj0qJFY/s//obLazC4Q+IvyigqO/HiUs+fP4XK56qx3ynoKwhKxGWrqUtUnXAD0LgdyrYRtFnOI8NtqIzp6UVGXy+UlXEzF7qiwyl496RTmHsacNWsWMTEx1ziSIBCR1NqepO2A0tJSIiMjKSkp8XnG0pJSt19AZVX9fgH2yESGdE3E4VJxKYq3cLnpFpBlZMWFwWXX9gsLC8VoEG8BbY0/76O2OqfT5eTipUtczqk/ezVAld5CiaUTqiQTatAxIjkK/cVLhJ84BngLF1lxYnDVWB31ej3hYWHt2tclEPHcRwsWLNCiNBVFISUlhccee6zemnJz5syhoqKCzz77TFt24403Mnjw4HprytVXliUlJcWvv5eGUFWVqqoqqmxVKEiEHTmqCZeC0aPRG/SEWUIpLi4WpRgCjKb0geKVqBnYHXZ+On2KYyeO1ytc7Doj+WFJOPTV1UmvtLhUCxdJVb2Ei9FgEMJF4BfyCwrI+OFwg8JFBUrNURSHxmkRRQDmgnzCL5wFvIWLpCpewgUJQi0WIVzagOYWFZ04caLXssmTJze4faCWZXE4HJSWlVJZVYULuY5wkXUyodVlVoRwCW6EeGkCqqqS7fELKKjfodFqDKMwNBGlOveFpELs/r11hAuoGFw1by6SJBFisdR3SIGg1biab5YHlyRTFJqA1RTptbzvi4sJqRY7tYWL+162e21bu1q0wL9crahoa9WUC7SyLIqiUF5RTll5OS6XglPWE37kiCZc8kePQdbJhIeFodeJOJX2gPgvNpLyigrOnDtDeUVFvetVJEpCYqgyhmnLdBXlRB2/BHWEi9s3QKo1YhdiNgsnXYHPuDJnS0PYdUaKLXGa+PZgyssl5ctP4Ff3U3z9DbWECxhcdq97WZbd1c8F7ZdAKcuiqio2u43Kyip3BJwEDtlI1OFDmnDJGzMOHQqhIRYhXNoR4j95DVwuFxcuXbyqX4BT0lMcGodT5z3k0+XLT2GiO/FRbeGiU5zolBrHSJ1OFxAdgaB9cjXfrNpUGMMpM0dDPUM9trh4ji56gtRuPbGbzFAtVnQuJ7LiXVHZEhIihovakI5SVNTpdGKttOJ0ujBs3oz5Hy+iO3EcSVWReveGBQvIufseDKoz6GtqCeoiXvWvQn5hAYeu4hcAUKUPoSA8sY5wAbgw4y4q4xPIT0vXhIukKuhd3uZ64Rsg8AXX8s3yoCJRHNKJspCYeoWLh8zbZuC0hKCTJXSShEFVMOJClmVtMhmN4iHRxtQuKurBU1OuoRpxnppytQnUmnKqqmK1WiktK8PpdL8EKpVVlD/2nzheXYb03/8Nsozjn/9Cr9iRJNpFTS2BN8LyUg9VVVWcOX+O4pLiBrdRgXJTJBWmyAY7fNVgoCo2CkkFnaIiqSp61YlUa3jIaDSg14t/g6D1UFWVnNwczl+6WG/oc22csp5iS12rYX04FBW7S8Wok9DJEnpUkGv7tUiEiIdEwNAei4q668RZUZSaYUqnzoDtztnEHNrvHioK60HO6vdJ6NkN/fETGIcNFf5X7RDx1LyCrOzLXLh0EeUKU3htFEmmOCQWu+HqHXXtzl7WSehdLiRdjXCRJEkUXhS0KhVWK6fPnm7QN6s2VfqQ6jDoxnXsdpfCvsvFGCSIsuahV7wtiJ2TkgkLDW1WuwWtT3sqKqooCtZKK3Z7zT1XO2t5p0/WY1z2ap0acfrLWZhNo9qq2QIfIsRLLS5mXuJi5qWrbuOQjRSHxmmVdK+G1tnLEqFVxYQ4vB8o3VK6EmoRnb2gdSgrL+PHkyeuaW1xWw2jqDBFXHWYqD7sLgWztQCXo5zaZ7GEWEiIi29wP4H/aQ9FRRVFITs3h4jwCG2ICNxZyx2yESSJmEP7Mf7vP0B8PIWvvY6SlIjBYSdy9GhMSGJIvp0ixEs1jREuVkMopSExIDXeVcjuUpArK5ArC7HVWh4ZEUGnGJFnQNA6NFa4NNZq2BAh9jIsjvI6y3t06y4eEoJWxeNorqgqEeHh2nKXrMepMwC4h4ounIfMTAqWr8AxZgxGpw1pzx4AMSTfjhH/Wa4tXFSgNCSGSmN4g9s0hN5lJ6LSOyeMJEn0SO3e5GMJBPXRWOHikI0UhdYNg24seqeNiMrCOsvj4+K9Hi4CQUuwOxycu3Ce/IJ8wLtIrUNnRKn2s6rxcQlDiYkh5O23kBNi0V28qFUzF7RfOrx4uZZwcUk6ii1xOPRND2WWVIUoax4y3nk1OiclC8dGQavQWOFiNYRVWw2bZx2RFBfR1jyu3Fuv15Oa0rVZxxQIanM1R3MVCYfOhMcTURMuQPb4iRjeeofIPywiZNQoXNddh/L//X8waZKfr0DgTzq0eGmMcCkMS8AlG5p+cFUl0pqPXnF6LTabTHRJ7tz04wkEV9AY4eJO8x9DpakFlhFVJaoyH51a9zzdUlIxCNO8oIVUVFRw+txZyivqDkna9BacOgOqSwVV9RYu4yag6nS4xo2jtLqUgV6vIzwsXMtFJGifdNhex6fCBQi1lWJ2VtZZ3j21u6iyK2gxjRUuJSGdvLI+N4cwWwkmZ908MRHh4cTHxbXo2IKOzdWSgHqEtxwSpS2rT7jIiqsm8k0Ci8ib1SHokOLF18LF6KwkzFZcZ3mnmBiio6KadUyBwIM/hYvJYSXUVlJnuSRJ9OjWo0XHFnRsbDYbx078SJXNVmdd7eF6Tzxm5I9H6ggXSVUxKDV1tcwmkygB0EHocP9lXwsXWXESZc2v4xug0+no3rVbs44pEHjwp3DRuRxE1nMvAyQnJomspYJmY7PZOHriR2z1CBebzkyJJVZzzEVViTh1El2pW0R7hAu462p5XArdNbXEPdlR8Nn4RWFhIffddx8RERFERUXx0EMPUV5edzyzNq+99hrjx48nIiICSZIoLi5u9XY5nc6rrlclCbXe7roRqKrbQVetm+Cua+cuIm26oEX4U7jQgLM5uKM/unTu0rLjCzosVxMu5aYIikLja4QLEJJ1CV11BfTawkXvsiPV6mtFTa2Ohc/Ey3333cexY8f4+uuv+eyzz/j22295+OGHr7qP1WplypQpPPXUU75qFt1Tu5GU0HCxMb3iJKYiB1m5usipj4iqQowue53loZZQEq9yToGgMWRevtyIdP9GqgwtT3wYWVmI4YoMuh56pHYTFdAFzaIh4aICxSGxlNdTGLSycwplqd3JS0vXhMuVxW1F4cWOh096oOPHj7Nx40Zef/110tPTGTNmDC+//DJr1qwhKyurwf0ef/xxnnjiCW688UZfNEvDFwImxF6OxV6/ZUkk8Ao+Cgvd+Uy6dOkSMJbDXj2vIzIi8qrbGBQ70dbcFkVaWGxldbJBe4iJjiE6KrrZxxZ0XK4mXEpCYqkyNiy6naGhqHr3UP6VxW1F4cWOiU/Ey+7du4mKiiItLU1bNnHiRGRZZu/eva16LpvNRmlpqdfUGFpTwLgT0dVN3gWQGJ9AeFgLTfgCv7NgwQIANmzYEDCWQ50s06f39dcUMCZnVbMFjMFZRXhV/feyLMt0T01t8jEFgpYIFw86WUIHmFSnVyXzkJAQUXixA+IT8ZKdnU18vHedE71eT0xMDNnZdUPiWsLixYuJjIzUppSUlEbv2xoCRlacRFXkItXjG2AwGOjapfHtEQQGx48fZ/PmzQCkpaUFlOXQlwJGVlz1Opt76No5BZOx6ckaBYLzly7U6+NSZbBcU7h4CtzKEoTICgadjF6vQ6/XYTQaxD3ZQWmSeHniiSeQJOmq04kTJ3zV1np58sknKSkp0aaLFy82af+WCBhZcRJTnoO+nuRd4E7gJWprBB+7d+8mMtJbHPjCcthcq6FPBIyqEmnNqzcRHUCoxUJSovDbEjSPnt161GuBDnFYCa2qG4pfG0+B26NnL/DTqZOc/PmUNrlcLjEk30Fp0pP1v/7rv3jwwQevuk2PHj1ITEwkNzfXa7nT6aSwsJDEVu4ATSaTV+2L5tA9tRtAvYmSoEbAFIYmaHVhaoRL/VaZyIhI4mJjW9QuQduQnZ1NXFwcJSU1naovLIeLFy/mr3/9a7P29QiYEz+dpKS04c7fI2CKLPENlwZQVSIrCzC56r4ZexB+W4KWoNPp6Hv9Dfx48jhlV/iOhVfnxKowNyzGpapyZGu+V3Hb+Ng4dyZdQYekSZaXuLg4+vTpc9XJaDQycuRIiouLOXDggLbv1q1bURSF9PT0Vr+I1qApFphrCRd34cVuPmqpoLkEmuWwpVbDVrHAVAuXhhx0ARLi4sVDQtBiPAKmPgtMuK24QQtMffmGRE0tgU/GNG644QamTJnCggULWLZsGQ6Hg4ULFzJ37lySk5MByMzM5JZbbuHtt99mxIgRgPuNNzs7m59//hmAI0eOEB4eTteuXYmJifFFU71orAUGlQaFC0DXLimi8GIA0hTLYV5entdyX1gOW8Nq2CILTCOEi0FvEA8JQavRVAuMzuUgpiK7Tr6h1JSuGAzNSyQqaB/4zCHjvffeY+HChdxyyy3IssysWbP417/+pa13OBycPHkSq9WqLVu2bJmXGX3cuHEAvPnmm9d86LQWjREwV6NLcmc6JyW3drMErUBcXBxxjajFM3LkSK8hIwhsy2GzBAxcU7gApHbtKvy2BK1KYwWMR7jorkj6GR4WTnysqKnV0ZFUtX2V3iwtLSUyMpKSkhIiIiKafZyz5881KGAaoktyZxFd1E649dZb2bx5M1u3bsVoNDJ//nzS0tJYtWoVcHXL4f79+1mwYAHffvttkyyHLb13XYpyTQEDYNObUSTdNYVLZEQE/fr0bXI7BG1La/WBvj6ny+WqV8AAVBjDMTsq6ggXWZIY0G8AoRZLq7RbEFg05T4SaTIb4Fo+MFcihEv7Yvny5QBMnz6dqVOnMmbMGF577TVtfUOWwyFDhmg5YsaNG8eQIUP45JNP/NLmpvjAXEu4hFpCuf663q3ZPIHAi6v5wITay+oVLtf3ul4IFwEgLC/XpDEWGCFc2h/B8vZaH421wDREqCWUfn1uEMNFQUqw3btXs8B48AiX6KioFrZUEMgIy0srci0LjBAugkCjsRaY+hDCReBvrmaBASFcBPUjxEsjaEjACOEiCFSaI2CEcBG0FQ0JGCFcBA0hxEsjuVLACOEiCHSaImCEcBG0NVcKGCFcBFdDiJcm4BEwQrgIgoXGCBghXASBgkfAREZECOEiuCqit2oi3UXmXEGQcbU8MEK4CAINnU4nQvQF10RYXgSCDkB9FhghXAQCQbAixItA0EGoLWCEcBEIBMGM6LkEgg6ER8CoiiKEi0AgCFpE7yUQdDB0sgyyMLoKBILgRfRgAoFAIBAIgop2Z3nxVDsoLS1t45YIghnP/dPOqmcIBD5B9LuC1qAp/W67Ey9lZWUApKSIPCyCllNWVkZkZNPT7AsEHQnR7wpak8b0u+1OvCQnJ3Px4kXCw8ORJKmtm9NsSktLSUlJ4eLFi34rrtaWBNr1qqpKWVkZycnJbd0UgSDgCeR+N9D6ltamPV1fU/rddideZFmmS5cubd2MViMiIiLob8imEEjX62+LizC9C1qDthjyDIZ+N5D6Fl/QXq6vsf1uuxMvAkGwIkzvgtZEDHkK2jNCvAgEAUIgm95bSnsybbcUX38XYshT0BEQ4iVAMZlMPPPMM5hMprZuil/oaNdbH8Fgem8p7cW03Rr48rsQFpca2nvf0t6vryEkVcSCCgQCH1NaWkpkZCQlJSUdXryI70IgaDkiSZ1AIBAIBIKgQogXgUDgczqqabs+xHchELQcMWwkEAgEAoEgqBCWF4FAIBAIBEGFEC9tyCuvvEK3bt0wm82kp6fz/fffX3X7devW0adPH8xmMwMGDOCLL77wU0tbh6Zc7/Llyxk7dizR0dFER0czceLEa34/AoGgY9Dafaeqqjz99NMkJSUREhLCxIkTOXXqlC8voUFau5988MEHkSTJa5oyZYqvL8P3qII2Yc2aNarRaFRXrFihHjt2TF2wYIEaFRWl5uTk1Lv9rl27VJ1Op/7tb39Tf/zxR/VPf/qTajAY1CNHjvi55c2jqdd77733qq+88op66NAh9fjx4+qDDz6oRkZGqpcuXfJzywUCQSDhi75zyZIlamRkpLphwwb18OHD6vTp09Xu3burlZWV/rosVVV900/OmzdPnTJlinr58mVtKiws9Ncl+QwhXtqIESNGqL/97W+1eZfLpSYnJ6uLFy+ud/u7775bnTZtmtey9PR09Te/+Y1P29laNPV6r8TpdKrh4eHqypUrfdVEgUAQBLR236koipqYmKj+/e9/19YXFxerJpNJXb16tQ+uoGF80U/OmzdPnTFjRms3tc0Rw0ZtgN1u58CBA0ycOFFbJssyEydOZPfu3fXus3v3bq/tASZPntzg9oFEc673SqxWKw6Hg5iYGF81UyAQBDi+6DvPnj1Ldna21zaRkZGkp6f7tX/1ZT+5fft24uPjuf7663nkkUcoKCho1ba3BUK8tAH5+fm4XC4SEhK8lickJJCdnV3vPtnZ2U3aPpBozvVeyR//+EeSk5PrdEKCwKGj+XBdDeHf5Rt80Xd6/rZ1/+qrfnLKlCm8/fbbbNmyheeff55vvvmG2267DZfL1art9zdCvAgCniVLlrBmzRrWr1+P2Wxu6+YI6mHt2rUsWrSIZ555hoMHDzJo0CAmT55Mbm5uvdt/99133HPPPTz00EMcOnSImTNnMnPmTI4ePernlrc+Tf0utm/fzj333MO2bdvYvXs3KSkpTJo0iczMTD+3XBDMNNRPzp07l+nTpzNgwABmzpzJZ599xr59+9i+fXvbNbYVEOKlDYiNjUWn05GTk+O1PCcnh8TExHr3SUxMbNL2gURzrtfDCy+8wJIlS/jqq68YOHCgL5spaAEvvvgiCxYsYP78+fTt25dly5ZhsVhYsWJFvdv/85//ZMqUKfzhD3/ghhtu4Nlnn2Xo0KEsXbrUzy1vfZr6Xbz33ns8+uijDB48mD59+vD666+jKApbtmzxc8sDH1/0nZ6/bd2/+quf7NGjB7Gxsfz8888tbnNbIsRLG2A0Ghk2bJhX5+TprEaOHFnvPiNHjqzTmX399dcNbh9INOd6Af72t7/x7LPPsnHjRtLS0vzRVEEz6Gg+XFdD+Hf5Fl/0nd27dycxMdFrm9LSUvbu3evX/tVf/eSlS5coKCggKSmpVdrdZrS1x3BHZc2aNarJZFLfeust9ccff1QffvhhNSoqSs3OzlZVVVXvv/9+9YknntC237Vrl6rX69UXXnhBPX78uPrMM88EXah0U653yZIlqtFoVD/44AOvEL+ysrK2ugRBA2RmZqqA+t1333kt/8Mf/qCOGDGi3n0MBoO6atUqr2WvvPKKGh8f77N2+oPmfBdX8sgjj6g9evTwe5husOCLvnPJkiVqVFSU+vHHH6s//PCDOmPGjDYLlW7NfrKsrEz9/e9/r+7evVs9e/asunnzZnXo0KFqr1691KqqKr9eW2sjxEsb8vLLL6tdu3ZVjUajOmLECHXPnj3auptuukmdN2+e1/bvv/++2rt3b9VoNKr9+vVTP//8cz+3uGU05XpTU1NVoM70zDPP+L/hgqsixEsNLRUvixcvVqOjo9XDhw/7qontgtbuOxVFUf/85z+rCQkJqslkUm+55Rb15MmT/riUOrRmP2m1WtVJkyapcXFxqsFgUFNTU9UFCxZoYiiYEbWNBAJBi7Db7VgsFj744ANmzpypLZ83bx7FxcV8/PHHdfbp2rUrixYt4vHHH9eWPfPMM2zYsIHDhw/7odW+oTnfhYcXXniB5557js2bN4thUoHgGgifF4FA0CI6mg/X1RD+XQKBf9C3dQMEAkHws2jRIubNm0daWhojRozgpZdeoqKigvnz5wPwwAMP0LlzZxYvXgzA7373O2666Sb+8Y9/MG3aNNasWcP+/ft57bXX2vIyWoWmfhfPP/88Tz/9NKtWraJbt25aTo+wsDDCwsLa7DoEgkBGiBeBQNBi5syZQ15eHk8//TTZ2dkMHjyYjRs3agm3Lly4gCzXGHpHjRrFqlWr+NOf/sRTTz1Fr1692LBhA/3792+rS2g1mvpdvPrqq9jtdu666y6v4zzzzDP85S9/8WfTBYKgQfi8CAQCgUAgCCqEz4tAIBAIBIKgQogXgUAgEAgEQYUQLwKBQCAQCIIKIV4EAoFAIBAEFUK8CAQCgUAgCCqEeBEIBAKBQBBUCPEiEAgEAoEgqBDiRSAQCAQCQVAhxItAIBAIBIKgQogXgUAgEAgEQYUQLwKBQCAQCIKK/x/Q7BHEpNuiiwAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Resonators import ResonatorMeanderPin\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='45', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=3)\n", "\n", "#CONSTRAIN RADIUS, WIDTH##\n", "ResonatorMeanderPin(design, 'leRes', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius='30um', constr_width_max='250um', constr_extend_length=0))\n", "##########################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "lePts = QUtilities.calc_filleted_path(lePts, 0.03, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[0], resolution=8)\n", "\n", "#CONSTRAIN RADIUS, LENGTH#\n", "ResonatorMeanderPin(design, 'leRes', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius='30um', constr_width_max=0, constr_extend_length='250um'))\n", "##########################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "lePts = QUtilities.calc_filleted_path(lePts, 0.03, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[1], resolution=8)\n", "\n", "#CONSTRAIN WIDTH, LENGTH###\n", "ResonatorMeanderPin(design, 'leRes', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius=0, constr_width_max='400um', constr_extend_length='500um'))\n", "############################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "fillet_rad = design.qgeometry.get_component('leRes')['path']['fillet'][0]\n", "lePts = QUtilities.calc_filleted_path(lePts, fillet_rad, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[2], resolution=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using pins (can either constrain radius or width)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Expected Length: 1mm, Actual Length: 0.9999930787538981mm\n", "Expected Length: 1mm, Actual Length: 0.9999925525931893mm\n" ] }, { "data": { "image/png": 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tg4Hy8nJycnLQ6XRcqiinuaUZk9mCrEjYz5zGXH1V27d23kIy7HYM586R8cMftLEber0eU8wR0ev1AyJF01WEYyIQdBFZljl8+DCbN28mHA5z95p78Pp8RHQG5EY/jtOnoakJgEBOLi3jJ6KTlJj2iELw0UchECB95UrQ65GfeQbb976HJJwRQS8QCARYv349J0+e1LZVmIbyUcYqGg3J0Yy0qJvi4GXyw7XqT6QOq+wnIhkIS0YiGHDr7ZSZh1NmLuayqZCopH59XLSM4KJlBOP9Z1jk2kl2tAm/38/rr7/OmjVrmDJlSp9edyoSjUbZsmULO3fuZM6cOaRnZyIrCn6DjZwPPsJ5jwyuFgAap95GJCMDvRxBUhRCcbuxYgUYDESffhrLd7+L3jB4v74lRblOxV2K4HK5SE9Pp6WlBafT2d/LEdyCVFVV8eGHH1JTU6NtmzpnPvb0TKb9w9PkNtbBunUoTU00TJmGZDQgKbFhWxIY9Iaku5uBxkD8DA7ENd8sPB4Pr776Ko2NjYAaJdmZNocdjnlJA9+GhqqY5TnI2MB59Mgdna4NIcnABfMIdjjmUWfM1bbrlQj3NH/MRP9pbduSJUtYtGjRoLqj7w7Nzc38+c9/5vLly9q2RWsexHz4BLf/3ZehtBTWrcNrT8OXX5AkhKbTSWp6xtCaohlo9ORzOHhdLsGgoLa2lkuXLlFdXU19fT2SpH5QnU4nI0aM6PV2RUVR2Lt3Lxs3btSmespIHLZN4bfnx1L33eHqjqWleIaXEBo1Gl00goSC0WTCFNOAECkaQV8RDod56623NKfErbPzYeZdlJuHa/uMDFxkoXs3heHqds+RnZ1Neno6kUiEcDhMOBymsbFR+wyYlAjjA+cYGzjPSes4tjvm02JIJyoZ+CDzbpr06cz37EUCtm7dSiAQYPXq1b1+7anG6dOn+eCDDwgEAgCEJCOfpC8j53f/xdMv/XdAFUjTjRmLLEfQR6ODOkXTVYRjIkg54u2Mu3btoqysrMP9jhw5AsCkSZNYunRprxTbbd26le3bt2vPy03D+CR9GXXGXJy+FnbOWk3WrAk0fPtJpllN6KJRjGYzVotFOCOCPkdRFP7yl79QVaUWpNYbsngj+1F8erWIWq9EWNGylem+o0mKoJmZmcycOZPhw4eTl5fX7myUUChEeXk5Fy5c4OzZszQ1NaFDYbL/FBP8Z9jumM9ux2wAtjsX0GTI4K7mjeiR2bNnD8OHD2f8+PG9/n+QKhw7doz33ntPe15jyOW9zHtoNGaxxVjGIxOncuLffoVtRAETJQVJ0mGzW/t8Lk0qIlI5gpTC6/XywQcfcO7cuTavhTGgSGBUIm1kliVJYsGCBSxduvSm3WEcOXKEDz74AIAoOrY7bme3Y07reyoyM7xHeG6+HbtZx4Sx4zAZTQMyVdMZA/EzOBDXfKN88skn7N69GwCPzsZrOV+mxZAOQFakkQca15Mfae3MKSkpYe7cuYwePbpbjrQsyxw9epStW7ficrm07Udsk9iQvkIbMjfOf4YHmtar4xUsFr71rW+RkZFx4xea4pSXl/P6668TjUZRgEO2qXyavkSry7FGfTyu28Ojt+VjtViZMHbcgE3VdIZI5QgGNBUVFaxbtw6Px6NtqzIWcNA+lSumQhr1mdp8iPxwLSMCZUz3HSUj6kJRFD777DMaGxu57777bliArKWlhfXr1wOqxsNfM1ZzwjZBe70kWM7Kli3kRho4ui+bL3/pSwO6PU8w8Dl27JjmlIQlA+9m3a85JUXBSh5tfA+TEgbUidNr1qxhwoQJHZ7veuh0Om677TYmT57M3r172bRpE4qiMM13gvSIi79krSGoM3PaOpZDwUpm+I4SCAT485//zOOPPz4onfc4DQ0NvP3229o4ip1pc9juXKC9PjxYwX1Nf8Mhe4hMWMaEqbeJKMk1CMdEkBLU1tby5ptvEgyq0x2a9Ol8lLGScnP77YbxdsV9aTOY7j3KMtd2DEQ5efIksizz8MMP39Ddx9atWzXDsitttuaUGOUwq1o2McV/UovaNDc14Xa7yc7O7vH7CQQ3Qjgc5tNPPwVUR/rDjDupMg0BICvcyEONH2pOybBhw/jCF75wUyIXBoOB+fPnU1BQwLp16wgGg4wIVfBQ4/u8mf0wiqTj0/QlDAtVkR+p4/Lly2zbto1ly5bd8HunIj6fjzfffBN/TMH1pHWc5pRIiswC9x7me/agQ01UHD92nPm3z++39aYqIgku6Hc8Hk+SU3LGMopXcr+W5JRYZT8lwXLG+M8xLHgZvRLTZJD0HEibzps5D+PTqRGLU6dOceDAgR6vp7m5WZPbduvS2OmYC4BOifJw43tMTXBKRo0axVNPPUVJSUmP308guFH279+vzbk5bp3IGesYQE0ZPNr4F6yKWnw5efJkHn/88ZueThk5ciTf+MY3SE9XIzTFocsscO8BICoZeC/zHkKSGsXcuXNnG+XZwcL69eu1ouNK01DWZ7QW/N7ZspGFnt2aUzJhwgS+8Y1viFq0dhARE0G/s2XLFlpa1B7+S6bhvJd5j5ajzg3XsdC9mzGB89oHGtR2xcO2qex0zCWgs3DZNJQ/Z67hKw3voEPh448/ZtSoUWRmZnZ7PefOnSNeerUnbSaRmEFd4N5DSagSAJvNxr333su4ceNu6NoFghslEAiwY8cOACLo2e64XXvtoaYPyYyqn63i4mLWrFnTa2mUvLw8vvSlL/Hyyy8TiUSY79lDubmICnMRjcYstjnms9K1FVmW2bhxI1/84hd7ZR39xeXLlzl16hQAzXon72bep9WU3O7eyzTfCUCNMt1xxx1Mnz59UNaU3AyEqyboVxoaGjh8+DCgFuv9JWuN5pRM9x7hibo/MS5wLskpAbVdcY73II/VvUlGpBmASvMwdqap0Y1oNKqFtrvLpUuXtMfnLCPV95ODzPYeBNRR8I8//rhwSgQpwe7du7XUwSH7FFwGtcBwou8URaErgNr+++ijj2LoZVGu/Px8rS1Yh8J9TR9hkdVozUH7NOpjwm5nzpzhwoULvbqWvkRRFDZt2qQ93+xchF+vRnDH+0+z2K06jpIk8cUvfpEZM2YIp+Q69MgxeeGFFygpKcFisTBnzhz27dvX4b4vvfQSCxcuJDMzk8zMTFasWHHd/QW3Fnv37tWiEzsdcwnqzABM9p1gdcsmDKh1HtnZ2SxevJi7776bOXPmYLGocz2yo0081Pg+hlj+fJdjNk16NZz8+eefX7fduCOqq1VtB7cujWZDBgDFwUotRz9r1ixyc3M7OlzQAcJu3HwikQh79qgpk6BkZFdaa9pxkXuntt+DDz6I1do3xdkzZszQimodsocF7l2Amnbd5Fys7ffxxx9rdVwDnYsXL2q2ptqYx2nrWAAyIs3c0/Sxlvq95557GDlyZP8scgDRbcfk7bff5vvf/z7PPvsshw4dYurUqaxevZra2tp299+6dStf+tKX2LJlC7t376aoqIhVq1Zx5cqVG168YOATv2sKSiYO21TpamvUz6qWLdqHeenSpXznO99hyZIlzJw5kzvuuINnnnmGwsJCAPIiDSx0q90IUcmQZPw2bNigiUJ1lXBYdUD8CUPNsqJN2uMRI0Z07yIFwm70EhUVFYRCIQCO2iZpeiVTfce1FM6ECRO0z0pfIEkS99xzj+YIzfAeJTus1pRcsJRy3qx+furq6m6oFixVUBSFzZtbB+9tdbR24Cxy78SIWg93++23M3369D5f30Ck247Jv//7v/Pkk0/yxBNPMGHCBF588UVsNhuvvPJKu/v/6U9/4jvf+Q7Tpk1j3LhxvPzyy8iynBT2EtyaNDc3a4Vi5aYiLYVzm+8YZkU1tnPnzmXRokVtCsTsdjuPPPIIZrMaYZnlOURmRHUezlpHU2YqAqCmpkZLFXWVuGMSkVpz8YlB1wEg/ZNyCLvRO1y8eLH1sbnVYb7do0aXJEli6dKlfb4uq9XKkiVLANAjs8K1VXvtU+cSorGvnq1bt+Lz+fp8fTeTq1evaoJ25aZhXLSov4fccJ0mzZ+ent4vv4eBSrcck1AoxMGDB1mxYkXrCXQ6VqxYofXPd4bP5yMcDl9XpTMYDOJyuZJ+BIOP5uZm7fFVU772uCRYrj1euHBhh8enp6ezeLEaHTEQZblrm/baxvSlyDF3YvPmzZokdFdwOBwAZERatG31CUPPEr8MBJ0j7EbvEf9bjKCnwqROCs4ON5AeVTt0xo8fT05OTr+sbebMmVrKc2SwjFEBNTraaMzioH0aoBbubt26tV/Wd7NIrJU5ZJ+qPV7i2qHd0CxevLjX63sGE91yTOrr64lGo+Tn5ydtz8/P1/LynfHDH/6QwsLCJCN1Lc899xzp6enaT1FRUXeWKRggxMewA4SkVoEhu+wFVAfBZrNd9xyzZ8/W9ENGBy5oTk2dMVdLDfl8PrZt29bhOa6loKAAAJsSID3mnJSbhuOX1OjM4cOHtdZmQecIu9E7+Hw+rl69CsAV0xAiOrV7bESCYz9q1Kh+WRuozucdd9yhPV/esg1dbEDdZ455eGPt/QcOHEgajjnQiDuHClBmUucROaJuRgXV7Tk5OUydOrWjwwXt0KddOc8//zxr167lvffe04oX2+PHP/4xLS0t2k9lZWUfrlLQV3RU+BZvzw0EAp3Wh+j1eq0LQAJWtGzRpvpud8zHL6l/Z/v27aO+vr5L60rMx0/0q+1/YZ2Ro7bJgHpnHtc5EfQ+wm60T3l5qwNyKUHzJ9ExKS0t7dM1XUtpaSljx6qFoNnRJmZ51bRqUGdhu0MVFlMUtb1/IKZIw+Gw9ndWY8jDH6vxKQmWa9GS6dOnC62SbtKt/62cnBz0en0b77ampka7y+yIX//61zz//PN88sknTJky5br7ms1mnE5n0o9g8JGolJobaXUaqo15gPqhb29mzrWMHj1auzPMizQw3as6DX69lc8c8wB1tscnn3zSpXVNmTJF03qY4T2i3eUdsN+mpYcGQ9FeXyHsRu+QOLqh3tCarom3CGdlZWmCZ/3JqlWrtM/TfPdubFG1puSwbQo1BjXVc+nSJc6cOdNva+wp5eXl2g3WJUtqOocDkW45JiaTiRkzZiQVoMUL0ubNm9fhcb/85S/52c9+xoYNG5g5c2bPVysYVGRlZWkzbQpDV7Xtx20Ttcdbt27tUlfNqlWrtLuSRe5dWGVV1+GgfRp1sfqQc+fOdcnRsdvt2pegQ/Yy3q8aTJfBSVlsdHxdXV236lZuZYTd6B0SU6FhqbV+wayoacaeiAv2BllZWcydq7YxW5SQpumBJLExfammUPTJJ58kXdNA4PLly9rjeBoHoCRYAUBaWhp5eXl9vq6BTrfjS9///vd56aWXeO211zh16hRPPfUUXq+XJ554AoCvf/3r/PjHP9b2/8UvfsH/+B//g1deeYWSkhKqq6uprq5O8vYFtyY6nY7hw9UPc16kgWFB9U7vsmmo1lVTXV3NkSNHOj1Xbm4us2bNAsCqBFjoUrUTFEnHp85W49dV7YQ5c1qnCE/wt97JXTW21kl0tT5CIOxGbxDvHoNWx8Qgh7UUwo0OsryZLFy4ELvdDsBU3wnyw2qbeIW5iNOW0QA0NTVpmiwDhcRaM7c+DQB71EOarEaFiouLhZBaD+h2mfCjjz5KXV0d//zP/0x1dTXTpk1jw4YNWmFbRUVFUj7td7/7HaFQiIceeijpPM8++yz/83/+zxtbvaDPCIfDnDhxgsrKSqqrq2lubsZgMGAwGMjJyaG0tJRRo0Z1uwNg9uzZWlX7PM8+1pkfAODT9CV8o+4NdKiKihMmTLhufQGole/Hjx/H5/Mx3XeUQ/ap1BtzuGQp4by5lNHBizQ0NLBv377r3qmDWpgZH9WdlzAmvjGhOycuoy/oHGE3bj6Jjkm8LiuumQGkVBeI2Wxm+fLlfPjhh+hQWNmymTdyVEn6zc7FjApcwkiEzz77jKlTp2qdcalOYoQnEnMO40KMQJ+J2g02evSX+8wzz/DMM8+0+9q1rV89Ud4UpA5+v5+dO3dy8ODBDlMXTU1NnDt3jo8//phx48axbNmyLiujjh49muzsbBoaGhgVvEhJsJwyczG1xjyO2CYz3XcMn8/H9u3bWbVq1XXPZbVaWbp0KX/9619jxm8Lb+U8DKiOzojacgxE2bZtG1OmTNHu4DoifscpJdTk6ZTWtFIqGf6BgLAbN5f2Iibx4ZZAyhVcTps2jf3793P16lWGh64w3n+GU9axtBjS2Zc2g/mevYRCITZv3sx9993X38vtEu1GrRJ+B6kUtRpIpNZfriClOH/+PC+88AI7d+5MckrCkoEaQy61hmxa9I6kKTanT5/md7/7Hdu3b+9Slb0kSaxcuVJ9DKxo2ap11WxzLNBadPfu3duliaTTp0/X7sJHhCoY4z8PQJMhkwP22wA1/Lply5brnsfn82nv12JovXuL5+9BGB1B/2IyJbbYq6kDr85OOHa/2dUutL5CkiTuvPNO7fky17bWURJpc3Dr1FTIkSNHBozCb7tRK+GY3DDCMRG0QVEUtmzZwp/+9Ce8XlVTJCiZ2Gefzku5X+fXBd/lD3lf5+W8x3kh/+/5bf7f81H6Shr0mUnHf/DBB12q5xgzZow2PyIvUs9tvmOA2lWzo5tdNTqdTmsfBtX4xe8idzjm4tGp7XwHDx6koqKiw/Ns2rRJc6wuJChqDgu1GkwxL0fQnyR2NMVrNhRJR51RTafW1tZ2exxDb1NUVMTkyWrbfXrUzRyP2t0W1hnZ4mwVU9ywYcOAaB9OTOVEpbZfp4NlFlBfIxwTQRv27t3L9u3btefHreN5If+bfJq+lDpjLso1H0C33sER+xR+n/c4nziXanLTR48e7ZIzIUkSq1ev1orEFrl2Yknoqomrrp49e5bz5893er4RI0Ywfvx4ALKizczyHAIgpDOzNcH4rVu3LqmqHtRoyvr16zl0SD3GL5k5FFOp1CsRioOqZkFGRkbKdD0Ibk2SHZPWOqgao+owRyKRLkUZ+5rly5dradB5nn04Yiq1J2wTuGIcAqjdLsePH++3NXaVxFqYzNiU83pDlhZFHsjCcf2JcEwEScRrRQBkJNZnrOa/Mu8iEFNplBSZ4cEKZnoOMdtzgHH+M1prriLpOJA2nbXZDxKMKbnu27eP06dPd/q+iV01NiWgDeWTJT2fOpd0u6tm5cqVrdoJnr3Yo2rk55htEmcsquaJx+PhD3/4A6+99hobNmzgz3/+M//rf/0vDh48mHD9dxCIDfOb4T2CNZbK6U9FTYEA1HbgeDonHjGBVh0goEuOfF+Tnp7OggXqoDuTEmGZq/UmKLF9+NNPP9UGFKYq7UWtQjozzbEJ56Jzr2cIx0SgEY1G+dvf/qY9/9S5hGO2Sdrz6d4jPF3zMl9tWMcq1xZWuLbxYNN6/qH6RVY1b8Ikq1/a5eZi/pqxSjMw69ev75KE+5IlS7Qq9uneo+SE1Rz5RcsILZ1SX1/P/v37Oz1XZmYmt99+OwBmJcSqltbpnx9m3Mk5c6voUVlZGXv37uXEiRPaOv2Shb9kruGcVXVA7FEv82KD0XQ6HfPnz+90DQJBbyJJkvbFmBNp0FKW5ywjtajlvn37Ui6dA+qk3bj42wT/aS1FWmUawgnrBADcbjc7d+7stzV2hY6jVqpz6PF4cLvdfb6ugY5wTAQahw8fpqlJndB72jKaA2nqiG6jHOaRhr9wR8smnHLbD5kemZm+I3y9/i3sUVVn4rR1LMesqlPj9XqTUkMdEe+qiZ8zaSJpeutE0m3btnVpIumCBQu0UOv4wFmmxRRhwzoT67Lu58OMO6k25CUV73p1VvbYZ/L7vMc4G3NKDHKYhxvfxx6LDM2YMYOMjIxO318g6G3i4xP0yEyITbL16B2cto4B1EGZZ8+e7bf1dYTRaEwqel/Z0lqMvsW5kGCskHTXrl1Jwz5Tjfz8fC0FnRi1StQ7OnHiRJ+va6AjHBOBRjwSISOx1bFA276m+SNGBS8BarRg6tSpPPzww3zlK19h8eLF2qC9vEgD9zf9FWJFa5udCwnEumr27NnTpXz3jBkzNKXE0mA5o+MTSQ1ZWldNIBDotKsG1K6FBx54QHt+R8smbvMeUZ9IEidsE3gl72v8R8F3eDH3CX6b9yT/WfAdNqcvxhsTS3JE3Xyp8c8UhtWQbE5ODsuWLev0vQWCvmD69Ona41mew9rj/fbW7bt3707JQtIJEyZoAotDwjVM8alf4B59GrvTVIHDSCTCxo0b+22NnWE0GrXRGgXhWi1qddw2IeWjVqmMcEwEgBo2ra1VPf4y83AajWrB6Wj/ecYG1Dy13W7nG9/4Bvfffz8TJkxg1KhRLFmyhG9/+9vah7M4dJnbfPFZNTZ2OFQpalmWu2Rgru2qWd6yVZtVsyNhIunBgwe7VFg2YsQIlixZop4bhTtaNnFP09+0gjsAv85KozELl6F1topOiTLVe5y/q/2/2uwRu93Ol7/85U6F3gSCviI3N1fraCuI1DI8VpxdZRrC5VghaUVFRZdGMfQ1kiQlTR9e4tqBSVZrSvamzaApVqfx+eefp7SuTUlJCQAWJcjEARS1SmWEYyIAkgWtLppLtMczfEe0x1/4whcYOnRom2MdDgcPPfRQa1eNexcWWdU9OWC/TeuqOXPmjKbyej1KS0sZN24coHbVzPaqHTJBnZltsUiOoihdbilctGhRUth4iv9znqr5A2uaPmKy7yTZ4QacERfOiItRgQsscu3g6ZqXuLvlE2yKeh25ubk89thjohNHkHLE59AAzIp9VgC2O+d3u2i8rxkyZAi33aZGQtNkL/M9qiR9VDKw2blI2+/jjz9O2ajD7NmztcfxDkCA/bEIL8DOnTtTMmqVqgjHRACQVKBVG2s3RFEois2vycvLY8SIEe0dCqhFYPFBa3bZzwK3OqtGlvRsci7W9uuqgUyeSLoHW6yr5ohtMtUGNdVTVlbWpY4fSZK4/fbbeeSRR0hLU1M0BqJM8p/i3uYNfKvujzxT+xLP1L7EI43vs8CzF4fs1Y6fOXMmTz75pNAtEaQkI0eO1EZBjA5cIDdWhFlmLuacRY2mNDY2snfv3n5b4/VYtmwZZrOa8p3lOURmRK1zO2MdkzQz6/Dhwx2eoz/Jzc3VuvTyI3UJUatCKk1qDdDly5f5/PPP+22NAw3hmAiAa6WV4wqGYW32RjxVcz2WLl2qddXM8B4lO6zWlFywlHI+1lVTV1fHgQMHOj1XZmamNs/GrIRY0sFE0s2bN3f5TmT8+PH8wz/8AytWrOhUjl6v13Pbbbfx1FNPcffddwsFR0HKEne8AW0UQ5xPnUuIoDr427dvT8khiGlpaSxapEZHDERZ7tqmvbYxfSlybCzh5s2bU3aid+LQz8So1WbnYs1Wbdy4McnOCjpGOCYCgKQvd32spiMiGTSj1pWBdVarVavn0COz0pVsIOPFYFu3bu1yV008wjHFd5KCkFpTUmkexjmzeidYX1/PxYsXOz1XHKPRyPz58/nBD37At7/9bVatWsXs2bOZPn06U6dOZdmyZXzlK1/hBz/4AWvWrBEjywUDgqlTp2qjGEpClYz1qzUNzYYM9se664LBIJs3b+7wHP3JnDlzyMqK1bUFLlASLAegzpjLYdsUQB0TsW3btg7P0Z8kRq3GBM5TGLoKwBVTISetalq6paWFXbt29dsaBxLCMREAyfLqebFQsCLpqI61vVVVVVFXV9fusYnMnDlTO1dpsJxR8a4aYxYHYwqqgUCgzdC29ohPJAX1TnB5QvvwvrTWroO4Smt3kCSJ/Px85s2bx5133sm9997L/fffz8KFCxk1apSYCioYUOh0uqRC0mWu7VqHyM60uXh0aoTw8OHDXL16tV/WeD30er1W9K7OzNqizcza7pivzczat29fys0AAtWexKM+bdufFxGKDfjbsWOHmEreBYRjIgCShYKKQq0y7Ufsk7XHXbnbutZALm/ZpnXVfJbQVXPgwIEuddVMnTpV02oYHrrMkNidSIV5uDb0a6AM/BIIepOSkhImTFDFyTKjLczxqArGIZ2Jrc7W9v9UnUMzevTohJlZDUzXuvu6PzOrP5g0aRJFRWpNzNDwVSb5TgLqyI7daWqBbCQSYdOmTf22xoGCcEwGOLIsEwgEiEajN2RssrKyNNGwMYELpMXnV1jHa8P5Tp8+3aW0SWlpKWPHjgUgO9rELK9atBbUWdjuUBVTFUXh448/7nTNkiRpKqsSapg0TnwmSEtLC36/v4tXKhAMXlauXJkwh2YvaTHBw2O2SVTFop8VFRVdKhrva66dmbXQtUubmXXAfht1se6+c+fODYj256WuHRhltaZkb9pMmvWqHMHx48evO0BUIByTAcnVq1f56KOPePnll3nuuef4xS9+wc9//nN+/vOf89JLL7Fp06ZuRxEkSdLa3vTIzI1N/ZQlPZvSW7tqNmzY0KW2veSumt3YompNyWHbFGoMqkNx6dIlzpw50+m5Sktb5eNzIo3a4yZDhvY4FYv6BIK+JiMjI2EUQ5ilrs+01z5NKBrfvXt3P6yuc3JzczU7ZFMCLHKpNRmKpONT59KUb38uLCxk2rRpADhkD7d71E6oiGRMan9O1ahVqiAckwFEWVkZr776Kr///e/Zv38/V65cSRq7LcsyVVVV7Nixg5dffpk333yzW0OkbrvtNk08bIb3CFlh1Qk4bxnJhZi2SVe7arKysjR9Bct1umo++eSTpGvoDCVWoQ9gUFqPE10zAoHK/PnztVEMk/yfa4WYl01DuWxSdYgqKytTNgW6ePHi1plZvtaZWZcsJZyPzbhqaGjo0sys/mDZsmXacMXZnoOkR9SaktPWsZSbhgHqzaVoH+4Y4ZgMACKRCBs2bOC1115LCgFG0HPVmM8pyxjOmUu5bByidb6AGvL8P//n/3RZktpisXSpq2bLli1d6qpZuHBhQlfNCfJjXTUV5iJOW0YD0NTUxJ49e657nsT0UaOhVeAsLuIGwjERCOKYTCZWrFgBqOnPBe7W6Mi+BKn6VNU1SZyZpUNhZULR+6b0xUndfV6vt71T9CsOh4OFCxcCYCTCsoT258T24VT9/08FhGOS4vj9fl599dWkP+IrxiH8JfMefj3ku7ya+1Xey7qXddkP8H9zv8y/FzzNXzLvodbQqjvyySef8NFHH3XJOUnsqhkZLGNkQHUKGozZHLRPBbrXVROfK6MamFZHZ7NzMWHUXPj27ds7rLQPBAJa0a0CmmAUqMWwoBqC+LwegUAAkydP1lrdRwYvkRVLgZ61jNJqHU6ePJmyk28TZ2aNCJYz2q/WliXOzAoGg12amdUfzJ07V1OJHhc4R1FQtVVXTQVUDoCoVX8jHJMUJhqN8s4771BVVQVAQDLxQcZdvJb7ZU5bxyJL+jbHhHUmTlvH8nLuY2x0LtHEiQ4cONClEeKJbXsAKxJm1XzmuD2pqyY+W+d6TJs2jSFD1Jkdw0NXGB+bJdFiSGdP2ix1zeEwb7zxBpWVlUnHVlZW8oc//EEb/nfJXMyVmJLi0FCVNu23tLRUK5gTCARqzVhc9EsCZsYG/CmSTmvbl2WZ48eP99MKr0+b7j7XtqSZWR6deiNy6NChbqWr+wqDwcCqVasA9f9/rqc17bR/AESt+hvhmKQwGzZs0GbYNOudvJL7NU7axmuvZ0Samek5xOrmT1nZspnp3iNaPhNJYn/aDN7Nuk8TSdu8eXObL//2GDlyZFJXzcykrhq1sK47XTV33nmn9nyZazsGRa1U3+GYy2Wj6mi0tLTwyiuv8Lvf/Y633nqLF154gVdeeUWLpLToHfxXRut5FrpbhYrGjBnT6TUJBLcakydP1mo1pvhPYpaDAJyyjNX2SUVNkzgjRoxg/HjV3mVFm5kda38O6szd7u7rD8aOHatFfUYFL2pS+9dGrVwuV7+tMVURjkmKUltbqxWZ+iUzb2c9SHOsC8Ue9fBA44d8u/YVVrm2MMN3lFnew9zRsomnav/Anc2faG1q5y0j2eJU852KorB+/fouddWsXLkSnU7981jg3oM11lVzxDaFWoOqcHjx4sUuTc0sKipi8mRVDyU96maJSy2EVSQdb2c/wCVzcdJ1nz17Nim1U24axms5X8KrV0WixvjPMSKmDJmfn68ZL4FA0IrRaGT6dPXu3KSEtdSny+DEJ6lF7qkYbUhk5cqVrd19nr3YE2dmGVtnZp06darf1tgR10at4gP+ro1anT9/voMz3LoIxyRFSRQz2+xcTINRrRkpCFXzd3WvMz5wDh1t7xJ0KNzmO85XG9Ziit0h7U+boX3519bWcvDgwU7fPzs7O6GrJqh11SiSLqmr5uOPP+5SV82KFSu0SvVZ3kOMieWMgzoLb2U/xF8y7+GSuVirOwlIJi6ai3k38z7+lPMoHr0jdv01rGn+m9abs2zZMpHGEQg6oKSkRHucF25NvdbEvtTr6+sJhUJ9vawu02Zmlqu1u++ThPbhVJ1Dc23UKn7DWJZwM5bKUav+QjgmKYjP59P0PeoNWRyzTQTAHvXySOP7pMlq9CIzM5O77rqL73znOzz11FOsXr1aKwIdEq7lzpZPtXN+4lya1FXTFUGyRYsWacPupvpOaIat3DycMxZ1mmZTU1OX8qROp5N7770XUO8eHmj6LybHlBFBbaV7K/shflX4PX4x5Hv8+5Dvsjb7Ic5aR2n7jPOf4csN6zDFUkGzZs1i9OjRnb63QHCrkqjoXJDgmGgTxKFLtWL9SdLMLP8JCkJqlOeyeRinLGoat7m5OSW1WYxGI1OmqLN+TEqY/Ij6f11nyNbscVcUsG81hGOSgly6dEl7fMI6AUWKp1R2kyaroczRo0fzrW99i1mzZpGbm0teXh5z587lySef1D7EE/ynKQ2o52owZnMo1lXj9/t7NKsmcf7Dph5MLZ00aRKzZqkFr3pk7mnewJqmv5IRaU7aLxqbKxEnK9zIvU0f8UDTeiyKGgUaM2YMd9xxh4iWCATXIS0tTbMH+QmOSTwNAqmfzjGbzUntz226+xLm0KRivcbQoUO1x/HfgSzpqY91TlZXV6dkjUx/IhyTFCRe8ApwyTwcAJ0SZZJfFeSx2Wx84QtfwGw2tzk2IyODNWvWALFhWK7krhpfrKtm//79XRrKl9hVUxy6zDi/GslpMaSzN20GAKFQqMvzH+68805NK0UCJvlP863aV3m04c/M9hygNHCJ4cFKSgOXmOfeyxcb3uVbda8y2X9KS9/MmjWLhx9+WKuBEQgEHROf2psWbdX8COlabUdXas76mylTpmhf8EWhKib41JoSl8HJHvtMQO3uS8U5NIlRq/xwq82NO4fhcJjGxsY2x93KCMuegiSKlzXG5kPkhesxx1IYEydObNcpiTN69GitUyUn0sgM7xEAAtd01XRFFvna+Q+JU0t3pc3BHZtaeuTIkS715EuSxOLFi3n44YdJT08H1OjJyGAZK1zb+GLjX/hqwzt8sfEvLHXvoDRYrjkkTqeTRx99lLvuukubByIQCK5PXLo9khCJHGiqyW3t0GcYYvUau9Nm49KpNWjHjh3j8uXL7Z6jv8jOztb+jxPrfOqMOdrjVJyY3J8IxyQFSSziiocpzbEUBqDJTV+PVatWJXTV7MYaVWtKDvegq2b48OFMmjQJgIyoS+vJD+tMbI11/ICa0ukqEyZM4JlnnmH16tWaoFtH5Ofns2bNGr773e8ybty4Lr+HQCBotSfhBMfEqLTamIHgmAAMGzZMq9dwym7mefYBENEZtc5DSL05NDqdTiuANSrtNwrEO48EKuK2MwWJOxQKqgEJSnq8ulZl066E/bKzs5kzZw67d+/GqgRZ7N7BhoyVsa6aJXy54V0kVFXYkSNHdhqBWLFiBadPnyYSiTDPs49jtkm49Q6O2yYy17Of3EgDZ8+epbGxUQsdd4bBYGDu3LnMnTsXt9tNWVkZXq9XM6T5+fkUFBTgcDhELYlA0EPin6eBHDGJs3z5ck6dOkU4HGau9wBHbZNxGZyctI1nuu8IRaEqrly5wrFjx5g6dWp/L1ejPedwoP4O+gIRMUlB4qI8Eq05yQZDllYfcvLkSQKBQEeHayxatEjr0pnmO57QVVPM2VhXTWNjI/v27ev0XOnp6cyfr4oamZSINvUTYH9MIhrUUGpPcDgcTJ48mblz57Jw4UIWLlzImDFjcDqdwikRCHpIKBSipUUVXfQl3Nwk3rkPpLSo0+lkwYIFgHoNy1ytUdqNCe3Dn376aUq1QbfnHBqFY9IhwjFJQRKLpUpiQmKKpOOwTRUpC4fDHD58uNPzWCyWpK6aFS1btdc2ORdrXTXbtm3rUldN4tTSif5T2GLFdGesYzSDkOoV/gLBrURFRYVW3FpuLtK2F4RbW1SdTmefr+tGmDdvHhkZGQCMD5xhWGwOTbWpgGNWVVrB4/Hw2Wef9dcSk5BlWdN6CkutDshATKf1FcIxSUFGjBih/aFO8x3Xik0P2qdpve/79u3rUjX9tGnTNEenJFTJWL9aU9JsyGBfQldNoqBbRxiNRmbOVCvgDUQpDqny9n6dFXes+EyIBQkEqcOFCxe0x2WxDj+A4qA6pdzhcJCTk9PmuFTGaDSycuVKQI0qr3JtgVhNyVbnQoKSKuS4e/dumpqa+muZGolNAc36dO1xfEQADKyoVV8gHJMUxGq1avnRNNnHxNjgO4/ewWmLKijW3NzcJWGk9oZhxR2dnWlz8MS6ag4fPqwNC7weRUWtd11ZkdYPvUuvaiV0JcUkEAh6H0VROHfuHABhDNpU27xwrSbSOFAHYI4fP57iYlU9tSBcyzSfOozQq7ezK02VgY9Go2zcuLHf1hjn4sWL2uPE8RvxEQFms1nrUBSoCMckRYnPWAC0dl9IljLuatqkuLiYiRPVEGdG1MUcjzqDR+2qWaDt15Vq9kT5+Wg7+VIRkhQIUoOTJ09qk7nLzMO1z+uIWLQE1OjsQCTePhx3qha5d2ojOPalTadRnwHAqVOnkgQr+4O4YyIjaem09EgLGVG19qekpERoMl2D+N9IUXJychg+XA295odrtZ79mgQp6e5IGa9YsUILF97u2UdaVK0pOWabRJUxH4DKykpOnjzZ4TkATSof0NqOAewxRdr4PByBQNB/RKNRtmxRFVIV1EnecUYFWtM7paWlfb20m0ZBQYE2pDBN9rHAvQdQb5g2Oxdr+23YsKHfROSam5s1XZWrxnyCOnV44ogEfaaB/DvoLYRjksJkZ6uSxToUbLKqQxKSWr/4u/Nhy8jI4PbbVXE1kxJmaWI1e/oyrXh1w4YNuN3uds9RVlamFd16dVYqTMMAyAnXa6HhRPllgUDQPxw+fFiTFThjGcVVk6reXBS8rKUQhgwZ0iVNpFRm6dKlmtjkLO8hsiLqNZ+1jkoaXHro0KF+Wd/WrVs1O/25tVWDKd7UAMIxaQ/hmKQwcQdBAUI61SEx0vMWs8Sumkn+UxSG1JqSK6ZCrZrd6/Xyxz/+kbKyMi2tEwgE+Oyzz3jjjTe0D9nOtLlEdOr7jw2c095DfMgEgv7lypUrfPzxx4CaPtjmaE3XLnF/pt2pL1q0qB9Wd3Ox2+0sXqxGR/TILG/Zpr220bkEOXa1mzdvxuv1tnuO3qK2tpajR48C4NI5tFllFjlAabAMUDui4jegglaEY5KitLS0aLnRBkMWgVgIMLHgNK4m2FVMJlNSNXviUL5P0pdRF5O/b2xs5LXXXuM3v/kNv/3tb/nVr37F5s2bNWnr49bxHEhTQ6gWOcBsz0FAVS8U034Fgv6jubmZt956S6sF22efQYNR/eIbFbhAUexmZNiwYYwdO7bf1nkzmT17tvblPip4URtcWm/M4ZCtdXDp+++/32eKsLIs88knn2jPP3PM02p85nr2Y1FUjZVJkyYNyOLj3kY4JimI1+vlnXfe0RyBY7ZJ2msjEkKAJSUl3T73pEmTtM6aoeHqpELYN7K/SJmptevG6/XS0NCgRUki6NniWMB/Zd6l7bOiZSvWmFz+7NmztUmmAoGgb3G5XLz55ptaZOCsZSSbnbGoiKKw2LVT23f58uWD5gtRr9ezevVqQL3hWu7aiqSoNmurcwFNsRbd8+fPs2vXro5Oc1PZuHGj1qrdoM/kmE2NSNujHmZ51bSS2WzWRCsFyQjHJIVQFIVjx47x4osvaq279YYsDtinAWrf+xi/mjaxWCza1N/uIEkSd955p1YFvsT1GUUxgSK/3sqbOY/wTtb9nLSOo0GfiUuXRqWpkB1pc/h/8/+O3Y7WbqHb3XuY4leLZc1ms6bIKBAI+pazZ8/y4osvahPDrxrz+SDjbog5HytcW8iPqK+NHDmyRzc1qczo0aO1aG1upJHZsS//kM7M+5n3aPpPmzdvpry8vMPz3Az27dvHnj1qIW5YMvBh5p0oUnxu2R6tg3HevHmaMrcgGaHqkiKEQiHef/99Tp06pW1r0qfzdtaDRGJqgXM8+7Epqk7I1KlTe9xiNmTIEJYvX87GjRvRI/PFhj/zX5l3cNqqhnbPW0Zy3jKyw+ONcphVLZs0p0SSJB5++GHxIRMI+hhFUfjss8+0DhyAOkMW72TdTzhWAzbTc4jZXrVoPVGcbLCxatUqLly4gCzLLHbtoMxURI0pn6umArY4F7LCtQ1ZlnnjjTd44IEHmDBhwk19f0VR2LdvX1J9zwcZd2mFxznhek1vxWazMXfu3A7PdasjIiYpgs/n03RJFOCYdSKv5H6NFoMahiwKVjI3lnYxmUwsXLiwo1N1iXnz5mkTg41EeKBpPQ80fkhWuOMBgXolwhTfCb5Z9xpT/Se1Irp77rmHkSM7dmQEAkHvIMsyx4+rX3YKcMQ2iVdzvoo3Jng4KnCBFa6t2v4PPvgg+fn5/bDS3icnJ4clS5YAqjL1A03rMclqLce+tJmctKg3XpFIhHXr1rFz586bVnPi9/t5++23k7SgtjgXcdaqRnFsUR8PN76PHjXFtGjRIq2bSNAWETHpZxRFIRQOYTKbsFgsXDEOYWP6UqpMrWma/FANDzV+iAG15mTRokXY7fYbel9JknjwwQdxOp3s2rULCRgfOMe4wDmqjXmUmYtp0TsJSwZssp+CcC0lwXLssbZlUItv77//fsaMGXNDaxEIBN1HlmXCkTCz5szm/Y8+5W/pK/nc1tqSOix4mfub/oouJgawevVqxo0b19HpBgULFiygrKyMixcvkhVt5o6WjXyYeTcAH2TejdvlYI73ABLqoL8LFy6wfPnyHsscKIrC2bNn+eijj3C5XEC8E2o+e9Ni4zuUMA83vk9mgqBafLSHoH16FDF54YUXKCkpwWKxMGfOnE6n065bt45x48ZhsViYPHkyH330UY8WO9iIRCK4PW78/gCyrOAcO483sh5Jckpmeg7xWP1bWGMpnClTpmh6JDeKJEmsXLmShx9+mMzMTHUbMCRcyzzPfu5o2cS9zR+z3LWdif7TSU7J+PHj+fa3vy2cEkGXEXbj5qAoCv6AH7fHQyQSIWp1cDBrVatToijc7t7DVxrWYYoNips1a1aSmvRgRZIkHnjgAe3GbZL/NHPd++Ivsjl9MRvSV2htxJcuXeLll1/mnXfeoaqqqssRlFAoxL59+/jtb3/L2rVrNaekRe/gjexHk2rx7m36G0PD6gyx7OxsHnnkEfR6/c265EGJpHQzlvX222/z9a9/nRdffJE5c+bwH//xH6xbt44zZ86Ql5fXZv9du3axaNEinnvuOe655x7efPNNfvGLX3Do0CEtldAZLpeL9PR0WlpaBtwkzPaIRKMEAgFtLLeiN5DWUI95xQr2moew6P/ZwNBQFStbNlOYMAV01KhRPProo70y8CkajXLkyBFOnDiRNJE0EYvFwqRJk5gzZ86AG/wluDFu9DMo7MaNo0ZXw/j9fmRZRtLrMcjgmHEbXLzInf/4IXvHzmZN89+SuvcmTpzIgw8+eEvJnl+8eJHXX39de37ANo2N6Uu1ItThwUpWtGylIJI8b8xmszFixAhKS0vJyMjAaDRiNBrR6XTU19dz9epVampqqKioIBgMJh17xjKKv2asIqBTZRwMcpg7Wj5liv9z7dzf/OY3tZvAW4WefA677ZjMmTOHWbNm8dvf/hZQw4lFRUV897vf5Uc/+lGb/R999FG8Xi/r16/Xts2dO5dp06bx4osvduk9B7qBURSFcCRCOBwmHA5rX/qyTo+hroGM8ouQmQkPP8y2v/8+L0g5TPCf1mo4JEli6dKlLFiwoE9a/EKhEFVVVQSDQcLhMAaDgYKCAtLT0wdNi6Gge9zoZ1DYjZ4RjUYJR1S7EY5E1EISCaKyRPrZM5hMRnj4YSJXq/nei5uwlX+mqTDr9XpWrVrFrFmzbsnP7f79+/nb3/6mRUHOm0fwXuY9hHWt6tnj/adZ7NpJVrS5R+8hI3HWMor99ulUmodp23PC9TzQtJ7ciDqrSK/X89hjjyUNQb1V6MnnsFu33qFQiIMHD/LjH/9Y26bT6VixYgW7d+9u95jdu3fz/e9/P2nb6tWref/99zt8n2AwmOSNxsNkAwlZljVHJBwJk+j+RXV6JH+QnP071A02GyFnOvv+8l8Ygm4eqbzMyRPqS8OHD+eOO+7oUWtwTzGZTIOunVDQfwi70XUURSEajRKK2Y64lhGAIklEdXps5eWklV8Cmw1MmRz85X/iLhnKEzqFv15SnZKsrCweeuihPrUbqcasWbNIT0/n3XffJRwOMyp4ia/Xr+WDzLuoN6oR31PWcZy2jGFc4CwjA2WMCJbjkD3XPa8CtOidnLGM5oD9Nq1BIc4071FWurZqbcFWq5UHH3zwlnRKekq3HJP6+nqi0Wibqu78/HxOnz7d7jHV1dXt7n+9ybjPPfcc//Iv/9KdpaUEkXhUJBImEokmvaZIElFJjyIrZB06hNGjys3LBgNN02Zgthixnj+LwWZj9uxZVF25wvLly5kwYcItebcjGDwIu3F9FEUhHA6rzkgkjCInB7FlnY6oZMDY1ETescPadk9RMfLQoaCXMIdCZOcWcNtttyHLMnfeeafo+gDGjBnDE088wZtvvonH4yE/Usc36/4vJ63j2O6YT4shHUXScco6jlOxWTbZ4QaKQlewKEEMShijEkGvRGjRp1NjzKPGmKsN40tkaKiK+e49jAq2TjMuLi7WmgwEXSclu3J+/OMfJ90tuVyulPQ24wZFDbVGtBSN8dNPcfzmN+hPnQK9nvDsObT84tfYkEmrKNOOb5w2A9lhxyCpOkjFw4aTnZWFJEk888wzt1ROWCC4UQaK3YBYiiZuO+IpGlTbYUmwHaHZc/D+9F/Jr7miHRvMzMI1cRJGndoWm+5wMnRIIVarleJhRcJuXMOQIUP45je/ydq1a6murkaHwmT/KSb4z3DYNoXdjtm49a3DDBuM2ZqMf2folCjj/WeZ5T1EYTjZaV68eDGLFi0Sv48e0C3HJCcnB71eT01NTdL2mpoaCgoK2j2moKCgW/uDqiKaqt5+KBSixe0izZ5GKBQkGm1nwq/Ph+/pZwhNngo+H+nP/oS8++6G//xP0OlwjRyNf9gwjNEwOmTMZgsWswW7rbUFWPwxCwYLwm6oNzEerweTyUQoGFKdkfbw+/E9812Ck6eic7nJ/PE/kf3Ig5rtqJs7H0wG9HIUvc6AxWxhVGmrhpCwG+2Tnp7Ok08+yZEjR9i2bRsulws9MjN9R5jhO0KdIZsyczGXzMVUmIo0cbprkRSZ7Egj+eFaCsK1TPCfaZP6ycnJ4e677xbp8BugW46JyWRixowZbNq0ifvvvx9Qayk2bdrEM8880+4x8+bNY9OmTfzjP/6jtm3jxo3Mmzevx4vuS1SD4qWpuYmm5ma8Pi9ms5mxo0ZzbdmwmgM2EHzwEZAk9H4/eXt2wOOPw1e/SsjlpvHe+9FLCsZoGEkCu82OyWRq970FgsHArWg3QE3tNrc009jcTHNLM3q9nrGjRhNtp+NN1ulabQdgryjH2VwPTz0FX/0qLRY7/ttvxxgNIclRDAYD9jQ7Okk4Il1Fp9Mxffp0pkyZwv79+9mxYwc+nw8JyIs0kBdpYLb3EFF0tOidRCQDYclIOPavXfaSG25ImvCeSElJCXPnzmX06NHCQbxBup3K+f73v89jjz3GzJkzmT17Nv/xH/+B1+vliSeeAODrX/86Q4cO5bnnngPge9/7HosXL+Y3v/kNd999N2vXruXAgQP8/ve/v7lXchOJRqO0uFpojDkj4XD4uvvHc8CyTu1NN5w9Q9b///+H/sRxcLmIezAeqx0DUXSyjCRBmj0No7F9z1wgGEzcCnYDwB/w09TUTGNzE26PO0kXo412hQRRyUBUZ0CJ1ZFZDh8i87//CM6eBZcr3oSD4m7BFFELe41GA2n2NFF71kMMBgPz5s1j+vTpHDp0iAsXLlBeXq5NZNYjd7lLR6/XM3nyZObOnTtoFXX7g247Jo8++ih1dXX88z//M9XV1UybNo0NGzZov5SKiookb/H222/nzTff5Cc/+Qn/7b/9N0aPHs3777/fZS2CviIYDGqOiMvVgtxpF7VaIR/WmTSjgqJgryzHueZuyMuDZ56hed58ws50cmfPwBjwElZkJEnCkZbWK3okAkEqMljthqIouNwuGpubaWpuIhAIdH6MJBHRG4nq9BATBdAFg+Tu24XuySchL4/IP/0TTfMXg14id/ZM9AE/MmAyGrHb7cIpuQmYzWbmzZvHvHnziEQiVFZWcvHiRS5duoTX621tZohJPBgMBvLy8igoKNB+8vPzRcS7F+i2jkl/0Bt6BPGcb2OT6oz4/L4uHRfRGVDSsphaMoxQVCEa++8zNTeRffiAGiH56lfxvfpHWr6gpnQsO7aTeedq3K+/TvTee0hLS8OgF06JYOAwEDVBemvN4UiE5pgj0tTSnNTS2xEKINkzmFg6gqCMZjckWSb99EmsNdWa7Wh+70P8K1YiKTLWHdtIv+su3K+/jvTAA9htNuGU9APRaBRJkkSKpgf0uo7JYCAQCHD56hWampoJR66foomjAEGDFZ/JQchgwW4yxIvo1TudvTvRxYxTaEghhqws+PhjDNNmYKq4iD3WwqiTJGxpDiFHLBAMMBRFoa6hntq6Wlxud5ePi0o6/CYHPlMaVrMZWZKIt+DYqq6QfuZzbd/mWXNxZmVjevstosXDMVaUYfvpTwF1KrBZOCX9hrDZfcst45hEo1Eqqy5ztbq6y/MQZHT4TWn4TGlE9cm1IJKi4Dx3Bktlq/Rz3ex5ROxpmP74Oun/9H2sc2cSHTUK3/PP47z3XixWq/gDFwgGGG6Pm0vlZXi83i4fE9Kb8JmcBIw2VQsgAb3XQ97eXdpzX+FQWkaPA52O6B9fI/2ffoB13pxk22E2tzmPQDBYGfSOiaIo1NbXUXG5stMi1jhhnRGf2UHAaNdmKySckKF//YCM+TOgqQmApgmTCeS3tjHKixbiSlC01Ov1yNEoehEGFAgGDMFQiPLKCuob6ru0vwL4jXZ8JgcRQ9u2ZWNLM05fLfpYG3TUbKZ+5lzkWI2CpMiwcH6S7bBaLbRp/xMIBjmD2jFxu91crCjD24U7HTVdY8NrdhA2tFX1A8g4cYxlD90BpaUwfx2+vAJaikdAzOGQFAVDNIROaW0HNBj0pNnTRG5SIBggyLLMlatVXLla1e4wy2uJSnp8sXSNomsbEZXCYSb/4l8YtWsrrFsHQP2M2YSdrVLmOjmCMZp842SzWbGY27dFAsFgZlA6JsFQMHan09Dpvok5YFnX/n+H3ufjvumjtOf+3HxCY8YTlHTa3YxOjmKUQ5qCI6htaY400dYnEAwU6hsbKK+oIBgKdrpvUG/GZ3YQNLRN18Qp+uBdZv3wH9QnpaX4CgrxjJ2oFb+CgiEaRi8nF9Da7TbMptQUixMIeptB5Zh0505HRsJjycBncnSau7VWV2mPt6z7iND0Gcw26CGqGhfVsCSL7hiNRtJEW59AMCDw+XxcLL/UpcLWkN6My5pJRN+54zD8g3cBaB47gf1/+YiZWVma3ZAUBWM0iJSYqpEgTYguCm5xBpVjIkkSjU1N13VKFMBvSsNtzmg37NoentJRfPK3z/AVDkU2W4gLx0uKgjESTErdAJhMRuw24ZQIBAOFcCTcqVMSlfS4rJkEjfbr7pfI3v/8PUaXC3/hUOymVnPbXupGiC4KBCqDqvBBkiRGFJd0+HpIb6YhbQgua3aXnZI4nhEjkRPyvTpFwSC3dUrMJpNwSgSCAUa6M52szMx2X1MAtzmdOkdht5wSgIjDiX/osKSorF4OteOUSKSlOYRTIhAwyBwTAKfDQU5W+5MhozoDEf0NhkgVBVvQhV4OI11TLG8xm7EJrQGBYEBSUlTc4Wc3aLTBDc6l0UUjsbRv8s2MpFOVoI1CCVogAAahYwJQXDS83S4YS9iLMdJ5UVtH6OQomd5abCE15KvT6bQfm9UqnBKBYABjsVgoLBjSZrsEOP2NN3bukJdMXy0SSpLdMBgMONMcYjyFQJDAoHRMzGYzQ4cUttkuAY5AY490AUyRANmeKszRANFolEgkgk4nYTDosVmtWCyirU8gGOgMKxzabjrFFA1iDnddYE1DUXD6G8jw1yNHI0l2I14gL0QXBYJkBqVjAlA4pLDdynZTNISlOwZGUbAHmsn01qCP1ZNEIhHOXjjPmfPn8AcCooJeIBgk6PV6iocNb/c1p78JlM51TbRzRcNke6qxhTxAst0ov1yJ0WAQ+kYCQTsM2k+FXqejpKh9A+MINKsqi52gk6Nk+mpxBFu4NkETjUYZPqyI3Oycm7BagUCQKuTm5JBmb1vkqlei2INdm5NjDnvJ9lxVtY0SiEQiGPQGxpSOEjc0AkEHDFrHBCAnOwdHmqPNdtXAtFz3WGMkQLbnKuZI2zHmkiQxdtRo4ZQIBIOQ63X32YMt6K7RLEpCUXD4G8n01aOjbcrYkeZg4vjxovtGILgOg9oxAa5jYFxtRNEALXWT5a1Br7QdZ67T6Rg/ZhxZmVk3eaUCgSBVcKQ5yGnnxkOHgiPQ3O4x+miIbG819lD7UZWM9HQmjB2HQS8KXQWC6zHoHZM0u5283Nw22yXA4W9K2mYO+8jxVLWbugE1/zxx7Hgy0tPbeVUgEAwmrt/d1xpJleQoDn8jOZ6rGKOhNvsDZGVmMW70WFHoKhB0gUHvmAAMHza8XYNgifgwRQIYoiEyPTVk+uowdBCmNRqMTBo/AYejbWpIIBAMPswmU4fdfc5AU0zTyE2upwp7yN3uzQxAbnYOY0eNFoWuAkEXuSU+KSajkWGFQ9t9Ld1Xp9aSRNvWkmjHm0xMGj8Bu617qo8CgWBgM3RIIeZ2ilSN0RC57is4A41t1J8TKcjLZ1TpSKFvJBB0g1vCMQEYkl/Q7ghxvSJ3eKcDYDFbmDR+IlartfcWJxAIUhKdTkfx8OJ2X2uvBi2RoUMKKS0ZIZwSgaCb3DKOiU6no6QDA9MR2VlZTJowAYtZjB8XCG5VcrKycXYjhWswGBg5opTiDuQKBALB9bmlysOzMjPJSE+nueX6rcJ2m40RxSU4Hc4+WplAIEhlRhSXcPTE8evuI0kSBXn5FA0dJiTmBYIb4Jb79JQML+HoiWMo7cjSGwwGiocVkZebJ8KvAoFAw26zk5+bR01dbbuvZ6RnMGJ4sUj5CgQ3gVvOMbFZreTn5VNdU61tkySJgvwCigqHijsdgUDQLsOHFVHf2EA02lpbYrVYKBleTGZGZj+uTCAYXNyS38LDhw6jvqGeSCRCZnoGJeJORyAQdILRaKSocBhlleXo9XqKhg6jIC9ftAELBDeZW9IxMRgMlBaPQK/Xk5mR0d/LEQgEA4SC/Hwi0QhD8guErLxA0Evcko4JQE52dn8vQSAQDDB0Oh3DhxX19zIEgkGNiEEKBAKBQCBIGYRjIhAIBAKBIGUQjolAIBAIBIKUQTgmAoFAIBAIUoYBUfwaF0NzuVz9vBKB4NYk/tlrT5gwVRF2QyDof3piOwaEY+J2uwEoKhLV8AJBf+J2u0lPT+/vZXQJYTcEgtShO7ZDUgbALZAsy1RVVeFwOAaNVLzL5aKoqIjKykqczsE1k2ewXttgvS7o/NoURcHtdlNYWDhgBMUGo92Awft3OFivCwbvtXXlunpiOwZExESn0zFs2LD+Xkav4HQ6B9UfaiKD9doG63XB9a9toERK4gxmuwGD9+9wsF4XDN5r6+y6ums7Bsatj0AgEAgEglsC4ZgIBAKBQCBIGYRj0k+YzWaeffZZzGZzfy/lpjNYr22wXhcM7msbbAzW39VgvS4YvNfWW9c1IIpfBQKBQCAQ3BqIiIlAIBAIBIKUQTgmAoFAIBAIUgbhmAgEAoFAIEgZhGMiEAgEAoEgZRCOiUAgEAgEgpRBOCa9yAsvvEBJSQkWi4U5c+awb9++6+6/bt06xo0bh8ViYfLkyXz00Ud9tNLu051re+mll1i4cCGZmZlkZmayYsWKTv8v+ovu/s7irF27FkmSuP/++3t3gTdAd6+tubmZp59+miFDhmA2mxkzZkxK/00OJgar7RisdgMGr+3oF7uhCHqFtWvXKiaTSXnllVeUkydPKk8++aSSkZGh1NTUtLv/zp07Fb1er/zyl79UPv/8c+UnP/mJYjQalePHj/fxyjunu9f25S9/WXnhhReUw4cPK6dOnVIef/xxJT09Xbl8+XIfr/z6dPe64ly6dEkZOnSosnDhQuW+++7rm8V2k+5eWzAYVGbOnKncddddyo4dO5RLly4pW7duVY4cOdLHK7/1GKy2Y7DaDUUZvLajv+yGcEx6idmzZytPP/209jwajSqFhYXKc8891+7+jzzyiHL33XcnbZszZ47yrW99q1fX2RO6e23XEolEFIfDobz22mu9tcQe0ZPrikQiyu233668/PLLymOPPZaSxkVRun9tv/vd75TS0lIlFAr11RIFMQar7RisdkNRBq/t6C+7IVI5vUAoFOLgwYOsWLFC26bT6VixYgW7d+9u95jdu3cn7Q+wevXqDvfvL3pybdfi8/kIh8NkZWX11jK7TU+v66c//Sl5eXn83d/9XV8ss0f05No+/PBD5s2bx9NPP01+fj6TJk3i3/7t34hGo3217FuSwWo7BqvdgMFrO/rTbgyI6cIDjfr6eqLRKPn5+Unb8/PzOX36dLvHVFdXt7t/dXV1r62zJ/Tk2q7lhz/8IYWFhW2MaX/Sk+vasWMHf/jDHzhy5EgfrLDn9OTaLl68yObNm/nKV77CRx99xPnz5/nOd75DOBzm2Wef7Ytl35IMVtsxWO0GDF7b0Z92Qzgmgj7l+eefZ+3atWzduhWLxdLfy+kxbrebr33ta7z00kvk5OT093JuOrIsk5eXx+9//3v0ej0zZszgypUr/OpXvxKOiaDPGSx2Awa37bhZdkM4Jr1ATk4Oer2empqapO01NTUUFBS0e0xBQUG39u8venJtcX7961/z/PPP8+mnnzJlypTeXGa36e51XbhwgbKyMu69915tmyzLABgMBs6cOcPIkSN7d9FdpCe/syFDhmA0GtHr9dq28ePHU11dTSgUwmQy9eqab1UGq+0YrHYDBq/t6E+7IWpMegGTycSMGTPYtGmTtk2WZTZt2sS8efPaPWbevHlJ+wNs3Lixw/37i55cG8Avf/lLfvazn7FhwwZmzpzZF0vtFt29rnHjxnH8+HGOHDmi/axZs4alS5dy5MgRioqK+nL516Unv7P58+dz/vx5zWACnD17liFDhginpBcZrLZjsNoNGLy2o1/txg2Vzgo6ZO3atYrZbFb++Mc/Kp9//rny93//90pGRoZSXV2tKIqifO1rX1N+9KMfafvv3LlTMRgMyq9//Wvl1KlTyrPPPpuSLX+K0v1re/755xWTyaS8++67ytWrV7Uft9vdX5fQLt29rmtJ1cp6Ren+tVVUVCgOh0N55plnlDNnzijr169X8vLylJ///Of9dQm3DIPVdgxWu6Eog9d29JfdEI5JL/K///f/VoYPH66YTCZl9uzZyp49e7TXFi9erDz22GNJ+7/zzjvKmDFjFJPJpEycOFH561//2scr7jrdubbi4mIFaPPz7LPP9v3CO6G7v7NEUtW4xOnute3atUuZM2eOYjabldLSUuVf//VflUgk0servjUZrLZjsNoNRRm8tqM/7IakKIrSzQiPQCAQCAQCQa8gakwEAoFAIBCkDMIxEQgEAoFAkDIIx0QgEAgEAkHKIBwTgUAgEAgEKYNwTAQCgUAgEKQMwjERCAQCgUCQMgjHRCAQCAQCQcogHBOBQCAQCAQpg3BMBAKBQCAQpAzCMREIBAKBQJAyCMdEIBAIBAJByvD/AZPWkyH7UTf4AAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Resonators import ResonatorMeanderPinPin\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x=f'{0.866*500}um', pos_y='250um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2)\n", "\n", "#CONSTRAIN RADIUS#########\n", "ResonatorMeanderPinPin(design, 'leRes', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie'), end_pin=Dict(component=f'LP2',pin='tie')),\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius='30um', constr_width_max=0))\n", "##########################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "lePts = QUtilities.calc_filleted_path(lePts, 0.03, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[0], resolution=8)\n", "\n", "#CONSTRAIN WIDTH############\n", "ResonatorMeanderPinPin(design, 'leRes', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie'), end_pin=Dict(component=f'LP2',pin='tie')),\n", " total_length='1mm', trace_width='10um', trace_gap='10um', fillet_padding='2um',\n", " constr_radius=0, constr_width_max='400um'))\n", "############################\n", "\n", "lePts = np.array([x for x in design.qgeometry.get_component('leRes')['path']['geometry'][0].coords])\n", "fillet_rad = design.qgeometry.get_component('leRes')['path']['fillet'][0]\n", "lePts = QUtilities.calc_filleted_path(lePts, fillet_rad, design.template_options.PRECISION, 100)\n", "print(f'Expected Length: 1mm, Actual Length: {np.linalg.norm(lePts[1:] - lePts[0:-1], axis=1).sum()}mm')\n", "QUtilities.plot_highlight_component('leRes', design, ax=axs[1], resolution=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Markers " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Dicing cross \n", "\n", "Simple cross" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Markers import MarkerDicingCross\n", "\n", "design.delete_all_components()\n", "############################\n", "MarkerDicingCross(design, 'mkr', options=Dict(pos_x='400um', pos_y='100um',\n", " cross_size='400um', bar_width='40um', cross_gap='50um'))\n", "############################\n", "\n", "MarkerDicingCross(design, 'mkr2', options=Dict(pos_x='-400um', pos_y='100um',\n", " cross_size='400um', bar_width='40um', cross_gap='50um'))\n", "\n", "QUtilities.plot_highlight_component('mkr', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Square marker \n", "\n", "Simple square" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Markers import MarkerSquare\n", "\n", "design.delete_all_components()\n", "############################\n", "MarkerSquare(design, 'mkr', options=Dict(pos_x='100um', pos_y='100um',\n", " square_width='20um', square_height='20um'))\n", "############################\n", "\n", "MarkerSquare(design, 'mkr2', options=Dict(pos_x='-100um', pos_y='100um',\n", " square_width='20um', square_height='20um',\n", " is_ground_cutout=True))\n", "\n", "QUtilities.plot_highlight_component('mkr', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Quadruple square marker \n", "\n", "A quadruple square" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Markers import MarkerSquare4\n", "\n", "design.delete_all_components()\n", "############################\n", "MarkerSquare4(design, 'mkr', options=Dict(pos_x='400um', pos_y='100um',\n", " square_spacing_x='320um', square_spacing_y='320um',\n", " square_width='20um', square_height='20um'))\n", "############################\n", "\n", "MarkerSquare4(design, 'mkr2', options=Dict(pos_x='-400um', pos_y='100um',\n", " square_spacing_x='320um', square_spacing_y='320um',\n", " square_width='20um', square_height='20um',\n", " is_ground_cutout=True))\n", "\n", "QUtilities.plot_highlight_component('mkr', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bandages " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Rectangular patches \n", "\n", "Basic rectangular patch on a pin" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Bandages import BandageRectPin\n", "\n", "from SQDMetal.Comps.Junctions import JunctionDolanPinStretch\n", "from SQDMetal.Comps.Xmon import Xmon\n", "from SQDMetal.Comps.FluxLines import FluxLineTPin\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "FluxLineTPin(design, 'flux_line_T', options=Dict(ref_comp='leXmon', ref_pin='right',\n", " width=f'100um',\n", " trace_width=f'8um',\n", " trace_gap=f'12um',pin_dist='24um'))\n", "JunctionDolanPinStretch(design, 'junction', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'flux_line_T',pin='t')),\n", " dist_extend='25um',\n", " finger_width='0.4um', t_pad_size='0.385um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "fig, axs = plt.subplots(ncols=2)\n", "\n", "############################\n", "BandageRectPin(design, 'bandaid', options=Dict(target_comp='leXmon',target_pin='right',\n", " width='7um', height='10um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bandaid', design, ax=axs[0])\n", "\n", "#CURVE IT ON EDGES##########\n", "BandageRectPin(design, 'bandaid2', options=Dict(target_comp='flux_line_T',target_pin='t',\n", " fillet_radius='2um', width='7um', height='10um'))\n", "############################\n", "\n", "\n", "QUtilities.plot_highlight_component('bandaid2', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Tapered patches \n", "\n", "Basic tapered patch on a pin (note it's in the centre)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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nT5/Wjh079Mgjj2jHjh169dVXVV5eru9///tN5nr00Ud15MgR3zJr1qyg7isAAC0JM8aYYG4gPT1d11xzjZ5++mlJUmNjo5KSkjRr1izNnTu3Sf8JEybo1KlTWrt2ra8tIyNDKSkpKioqCriNbdu2KS0tTfv371efPn0kfXmle9999+m+++7rUN1er1cOh0Mej0fR0dEdmkPi13DnI7ejb6hLaBenZ3+oS8BF4EL79XJnnePbK6hXurW1tSorK1N2dvZXG7TZlJ2dLZfLFXCMy+Xy6y9JOTk5zfaXJI/Ho7CwMMXExPi1L1y4UD179tSIESO0aNEi1dfXNztHTU2NvF6v3wIAQGcK6o1Ux48fV0NDg+Lj4/3a4+PjtXfv3oBj3G53wP5utztg/+rqaj344IOaNGmS3/9W7rnnHl199dWKjY3V5s2bNW/ePB05ckRPPPFEwHkKCwv105/+tD27BwBAu5zXdy/X1dXphz/8oYwx+s1vfuO3rqCgwPf1sGHDFBkZqTvuuEOFhYWy2+1N5po3b57fGK/Xq6SkpOAVDwC46AQ1dHv16qXw8HBVVFT4tVdUVMjpdAYc43Q629T/TODu379fJSUlrf5OPj09XfX19fr00081aNCgJuvtdnvAMAYAoLME9TXdyMhIpaamqri42NfW2Nio4uJiZWZmBhyTmZnp11+SNmzY4Nf/TODu27dPGzduVM+ePVutZefOnbLZbIqLi+vg3gAAcHaC/uvlgoICTZ06VSNHjlRaWpqWLFmiU6dOadq0aZKkKVOm6LLLLlNhYaEk6d5779Xo0aP1+OOP6+abb9aqVau0fft2/fa3v5X0ZeD+4Ac/0I4dO7R27Vo1NDT4Xu+NjY1VZGSkXC6XSktLdf3116tHjx5yuVyaPXu2brvtNl166aXB3mUA54l/1YXr4+oo1TR2/vVHlzCj5KgaxUXUKSys06fHeSrooTthwgQdO3ZM8+fPl9vtVkpKitavX++7WerAgQOy2b76hh81apRWrlyphx9+WA899JAGDhyo1157TVdddZUk6dChQ/rzn/8sSUpJSfHb1ltvvaXrrrtOdrtdq1at0k9+8hPV1NSoX79+mj17tt9rtgAuTrWNYXqhIk4b/hWjY3URQd+eI7xemdGf665Et6K7NAR9ezi3Bf053fMVz+levHhO98JVfjpKhQcu1/6aKMu3HdulTvcnHVJm9EnLt90ZeE63c/CBBwAuCp76cM37JDkkgStJlfURmv9pH/3zC27YvJgRugAuCr8+lKB/1Yf2Kcl6Y9PCg5ernt8vXrQIXQAXvE++sOutqphQlyFJ2vdFV71TZd2vM3FuIXQBXPD2nO4a6hL8lH/RLdQlIEQIXQAXvH98cW6F7j9Oh+Z1ZYQeoQvgglcZ4tdyv+lEffAfVcK5idAFAMAihC4AABYhdAEAsAihCwAW430AL16ELgBY7GhdhBoI3osSoQsAFqs1Nh2ujQx1GQgBQhcAQqDU2yPUJSAECF0ACIEVFb3lqQ8PdRmwGKELACHweUMXPXkogdd2LzKELgCESElVjB78Z7I+r+dUfLHgXxoAQqjsZHdNKx+oosPx+uiLKB4nusCdW29IegFyO/qGugRc4Pgea111l3P7AwZO1Edo9bHeWn2sty6xNSg5qlrJUTX/t1Srb1SNenWpV1hY6Gp8tfxIh8Y5Pfs7uZIvjUrLCMq8wUboAsA55FRjuHafvkS7T1/i136uhjHah9AFgPMAYXxhIHQB4DxGGJ9fCF0AuAARxucmQhcALiLNhXH38Ab1tfuHcXJUjXoSxp2K0AUA6GRDy2EcHx2hy7o16vJLGnV5t0ZdGmkI4w4gdAEAzfoqjP3boyMaldarXtfG1etb0Q0EcBvx5hgAgHbz1tm08UikfvK3bvrdPrvqG0Nd0fmB0AUAnJW33JH6xQddCd42IHQBAGdtj6eL/vdwRKjLOOcRugCATvHKfru8dby42xJCFwDQKb5oCNM/PHxGcEsIXQBApzlwilhpCUcHANBpjlYTKy3h6AAAOg0fB9wyQhcAAIsQugAAWMSS0F26dKmSk5MVFRWl9PR0bd26tcX+a9as0eDBgxUVFaWhQ4fqjTfe8FtvjNH8+fOVkJCgrl27Kjs7W/v27fPrU1lZqcmTJys6OloxMTHKy8vTyZMnO33fAABoq6CH7urVq1VQUKAFCxZox44dGj58uHJycnT06NGA/Tdv3qxJkyYpLy9P77//vsaNG6dx48Zp165dvj6/+tWv9OSTT6qoqEilpaW65JJLlJOTo+rqal+fyZMna/fu3dqwYYPWrl2rd955RzNmzAj27gIA0KwwY0xQX/dOT0/XNddco6efflqS1NjYqKSkJM2aNUtz585t0n/ChAk6deqU1q5d62vLyMhQSkqKioqKZIxRYmKi5syZo/vvv1+S5PF4FB8fr+eff14TJ07Unj179O1vf1vbtm3TyJEjJUnr16/XTTfdpM8++0yJiYmt1u31euVwOOTxeBQdHd3h/X+1/EiHxwLoHE/sjtK2E7xbkhW+G1+nuwZ9dQHk9OwPynZGpWWc1fjOOse3V1CvdGtra1VWVqbs7OyvNmizKTs7Wy6XK+AYl8vl11+ScnJyfP0/+eQTud1uvz4Oh0Pp6em+Pi6XSzExMb7AlaTs7GzZbDaVlpYG3G5NTY28Xq/fAgBAZwpq6B4/flwNDQ2Kj4/3a4+Pj5fb7Q44xu12t9j/zJ+t9YmLi/Nb36VLF8XGxja73cLCQjkcDt+SlJTUxr0EAKBtuHv5/8ybN08ej8e3HDx4MNQlAQAuMEEN3V69eik8PFwVFRV+7RUVFXI6nQHHOJ3OFvuf+bO1Pt+8Uau+vl6VlZXNbtdutys6OtpvAQCgMwU1dCMjI5Wamqri4mJfW2Njo4qLi5WZmRlwTGZmpl9/SdqwYYOvf79+/eR0Ov36eL1elZaW+vpkZmaqqqpKZWVlvj4lJSVqbGxUenp6p+0fAADt0SXYGygoKNDUqVM1cuRIpaWlacmSJTp16pSmTZsmSZoyZYouu+wyFRYWSpLuvfdejR49Wo8//rhuvvlmrVq1Stu3b9dvf/tbSVJYWJjuu+8+/dd//ZcGDhyofv366ZFHHlFiYqLGjRsnSRoyZIjGjh2r6dOnq6ioSHV1dcrPz9fEiRPbdOcyAADBEPTQnTBhgo4dO6b58+fL7XYrJSVF69ev990IdeDAAdlsX11wjxo1SitXrtTDDz+shx56SAMHDtRrr72mq666ytfngQce0KlTpzRjxgxVVVXp2muv1fr16xUVFeXr89JLLyk/P19ZWVmy2WzKzc3Vk08+GezdBQCgWUF/Tvd8xXO6wIWD53Stw3O6LePuZQBAp7HbuI5rCaELAOg0SZc0hrqEcxqhCwDoNH0vaQh1Cec0QhcA0Cm+Fd2ggdFc6baE0AUAnLUwGU29olphYaGu5NwW9EeGAAAXtgib0Z3fqlb/HlzltobQBQB0WP/uDfrRwGpdQeC2CaELAGiT8DAjZ9dGXd6tUX27Nyq9V50Su/GIUHsQugAAP+Eyutxeo+SoM0u1uvfqKWfXRnXhTqCzQugCwEUqULgmR9XosshaRXzjTS7cl1waoiovLIQuAFzg2hOuCC5CFwAuEITruY/QBYDzzNfDtV9Utfr+X8hebq9RF56TPacRugBwjiJcLzyELgCcI4Zfckojup8kXC9ghG6QBeuzJBE8bkffUJfQLnyPtS6qPkmSI9RlNOvWuGO6pWel4iLrQl0KgozQBYAQibI16P/1+UzXOj4PdSmwCI85A0CIzE06ROBeZAhdAAiBEd1P6rsOb6jLgMUIXQAIgclxx/gYvIsQoQsAITCga3WoS0AIELoAYLHYLnVydGkIdRkIAUIXACx2STifPXuxInQBALAIoQsAgEUIXQAALELoArjgnWsnuvAwPmbvYnWufS8CQKfrF3VuPZ5zrtUD6xC6AC543+p2boXcQJ7RvWgRugAueFd2O63u4efGc7E2GaX14P2WL1aELoALXnSXBs1KPBLqMiRJE+OO64quNaEuAyFC6AK4KNxwaZVGOzwhrWFg1y80Nf5oSGtAaBG6AC4KYWHS/L4HNSvxsKJs1r4jlE1Gk3of09MD/qlIG3cuX8z4EHsAFw1bmDS+d6Uyoz/XX73R+sfprvq4Oko1jZ1//dElzCg5qlrf6lqt9B6fa+A5djMXQiNooVtZWalZs2bp9ddfl81mU25urn7961+re/fuzY6prq7WnDlztGrVKtXU1CgnJ0fPPPOM4uPjJUl/+9vftHDhQr377rs6fvy4kpOTdeedd+ree+/1zbFp0yZdf/31TeY+cuSInE5n5+8ogPNOgr1OP+x9ItRl4CIUtNCdPHmyjhw5og0bNqiurk7Tpk3TjBkztHLlymbHzJ49W+vWrdOaNWvkcDiUn5+v8ePH67333pMklZWVKS4uTi+++KKSkpK0efNmzZgxQ+Hh4crPz/ebq7y8XNHR0b6/x8XFBWdHAQBoo6CE7p49e7R+/Xpt27ZNI0eOlCQ99dRTuummm/TYY48pMTGxyRiPx6Nly5Zp5cqVGjNmjCTpueee05AhQ7RlyxZlZGToRz/6kd+Y/v37y+Vy6dVXX20SunFxcYqJiQnG7gEA0CFBuZHK5XIpJibGF7iSlJ2dLZvNptLS0oBjysrKVFdXp+zsbF/b4MGD1adPH7lcrma35fF4FBsb26Q9JSVFCQkJuuGGG3xXyi2pqamR1+v1WwAA6ExBCV23293k17ldunRRbGys3G53s2MiIyObXJ3Gx8c3O2bz5s1avXq1ZsyY4WtLSEhQUVGRXnnlFb3yyitKSkrSddddpx07drRYc2FhoRwOh29JSkpqw54CANB27QrduXPnKiwsrMVl7969warVz65du3TLLbdowYIFuvHGG33tgwYN0h133KHU1FSNGjVKy5cv16hRo7R48eIW55s3b548Ho9vOXjwYLB3AQBwkWnXa7pz5szR7bff3mKf/v37y+l06uhR/wfA6+vrVVlZ2ewdxE6nU7W1taqqqvK72q2oqGgy5sMPP1RWVpZmzJihhx9+uNW609LS9O6777bYx263y263tzoXAAAd1a7Q7d27t3r37t1qv8zMTFVVVamsrEypqamSpJKSEjU2Nio9PT3gmNTUVEVERKi4uFi5ubmSvrwD+cCBA8rMzPT12717t8aMGaOpU6fq5z//eZvq3rlzpxISEtrUFwCAYAnK3ctDhgzR2LFjNX36dBUVFamurk75+fmaOHGi787lQ4cOKSsrSytWrFBaWpocDofy8vJUUFCg2NhYRUdHa9asWcrMzFRGRoakL3+lPGbMGOXk5KigoMD3Wm94eLjvPwNLlixRv379dOWVV6q6ulrPPvusSkpK9OabbwZjVwEAaLOgPaf70ksvKT8/X1lZWb43x3jyySd96+vq6lReXq7Tp0/72hYvXuzr+/U3xzjjf/7nf3Ts2DG9+OKLevHFF33tffv21aeffipJqq2t1Zw5c3To0CF169ZNw4YN08aNGwO+YQYAAFYKM8bwRqABeL1eORwOeTwevzfZgLU2b91i+Tbdjr6Wb/NsOD37Ld/mqLQMy7eJtgnWz0xHfy6C9f15tt+DoTrH84EHAABYhNAFAMAihC4AABYhdAEAsAihCwCARQhdAAAsQugCAGARQhcAAIsQugAAWITQBQDAIkF772UAAM63t1UNNq50AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAixC6AABYhNAFAMAihC4AABYhdAEAsAihCwCARQhdAAAsQugCAGARQhcAAIvwKUMAgKBxevYHaeaEIM0bXFzpAgBgEUIXAACLELoAAFiE0AUAwCKELgAAFiF0AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAiwQtdCsrKzV58mRFR0crJiZGeXl5OnnyZItjqqurNXPmTPXs2VPdu3dXbm6uKioq/PqEhYU1WVatWuXXZ9OmTbr66qtlt9s1YMAAPf/88529ewAAtFvQQnfy5MnavXu3NmzYoLVr1+qdd97RjBkzWhwze/Zsvf7661qzZo3efvttHT58WOPHj2/S77nnntORI0d8y7hx43zrPvnkE9188826/vrrtXPnTt133336z//8T/3v//5vZ+8iAADtEpQPPNizZ4/Wr1+vbdu2aeTIkZKkp556SjfddJMee+wxJSYmNhnj8Xi0bNkyrVy5UmPGjJH0ZbgOGTJEW7ZsUUZGhq9vTEyMnE5nwG0XFRWpX79+evzxxyVJQ4YM0bvvvqvFixcrJyens3cVAIA2C8qVrsvlUkxMjC9wJSk7O1s2m02lpaUBx5SVlamurk7Z2dm+tsGDB6tPnz5yuVx+fWfOnKlevXopLS1Ny5cvlzHGb9tfn0OScnJymszxTTU1NfJ6vX4LAACdKShXum63W3Fxcf4b6tJFsbGxcrvdzY6JjIxUTEyMX3t8fLzfmEcffVRjxoxRt27d9Oabb+ruu+/WyZMndc899/jmiY+PbzKH1+vVF198oa5duwbcfmFhoX7605+2d1cBAGizdl3pzp07N+CNTF9f9u7dG6xaJUmPPPKIvvOd72jEiBF68MEH9cADD2jRokVnPe+8efPk8Xh8y8GDBzuhWgAAvtKuK905c+bo9ttvb7FP//795XQ6dfToUb/2+vp6VVZWNvtarNPpVG1traqqqvyudisqKpodI0np6en62c9+ppqaGtntdjmdziZ3PFdUVCg6OrrZq1xJstvtstvtLe4bAABno12h27t3b/Xu3bvVfpmZmaqqqlJZWZlSU1MlSSUlJWpsbFR6enrAMampqYqIiFBxcbFyc3MlSeXl5Tpw4IAyMzOb3dbOnTt16aWX+gIzMzNTb7zxhl+fDRs2tDgHAABWCMprukOGDNHYsWM1ffp0FRUVqa6uTvn5+Zo4caLvzuVDhw4pKytLK1asUFpamhwOh/Ly8lRQUKDY2FhFR0dr1qxZyszM9N25/Prrr6uiokIZGRmKiorShg0b9Itf/EL333+/b9t33nmnnn76aT3wwAP60Y9+pJKSEr388stat25dMHYVAIA2C0roStJLL72k/Px8ZWVlyWazKTc3V08++aRvfV1dncrLy3X69Glf2+LFi319a2pqlJOTo2eeeca3PiIiQkuXLtXs2bNljNGAAQP0xBNPaPr06b4+/fr107p16zR79mz9+te/1uWXX65nn32Wx4UAACEXZr7+vA18vF6vHA6HPB6PoqOjQ13ORWvz1i2Wb9Pt6Gv5Ns+G07Pf8m2OSstovRNCIlg/Mx39uQjW9+fZfg+G6hzPey8DAGARQhcAAIsQugAAWITQBQDAIoQuAAAWIXQBALAIoQsAgEUIXQAALELoAgBgEUIXAACLELoAAFiE0AUAwCKELgAAFiF0AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAixC6AABYhNAFAMAihC4AABYhdAEAsAihCwCARQhdAAAsQugCAGARQhcAAIsQugAAWITQBQDAIoQuAAAWIXQBALAIoQsAgEUIXQAALELoAgBgkS6hLgA41zg9+0NdAoALFFe6AABYJGihW1lZqcmTJys6OloxMTHKy8vTyZMnWxxTXV2tmTNnqmfPnurevbtyc3NVUVHhW//8888rLCws4HL06FFJ0qZNmwKud7vdwdpVAADaJGihO3nyZO3evVsbNmzQ2rVr9c4772jGjBktjpk9e7Zef/11rVmzRm+//bYOHz6s8ePH+9ZPmDBBR44c8VtycnI0evRoxcXF+c1VXl7u1++b6wEAsFpQXtPds2eP1q9fr23btmnkyJGSpKeeeko33XSTHnvsMSUmJjYZ4/F4tGzZMq1cuVJjxoyRJD333HMaMmSItmzZooyMDHXt2lVdu3b1jTl27JhKSkq0bNmyJvPFxcUpJiYmGLsHC41Kywh1CQDQaYJypetyuRQTE+MLXEnKzs6WzWZTaWlpwDFlZWWqq6tTdna2r23w4MHq06ePXC5XwDErVqxQt27d9IMf/KDJupSUFCUkJOiGG27Qe++912rNNTU18nq9fgsAAJ0pKKHrdrub/Dq3S5cuio2Nbfa1VbfbrcjIyCZXp/Hx8c2OWbZsmW699Va/q9+EhAQVFRXplVde0SuvvKKkpCRdd9112rFjR4s1FxYWyuFw+JakpKQ27CkAAG3XrtCdO3duszcynVn27t0brFr9uFwu7dmzR3l5eX7tgwYN0h133KHU1FSNGjVKy5cv16hRo7R48eIW55s3b548Ho9vOXjwYDDLBwBchNr1mu6cOXN0++23t9inf//+cjqdvruJz6ivr1dlZaWcTmfAcU6nU7W1taqqqvK72q2oqAg45tlnn1VKSopSU1NbrTstLU3vvvtui33sdrvsdnurcwEA0FHtCt3evXurd+/erfbLzMxUVVWVysrKfKFYUlKixsZGpaenBxyTmpqqiIgIFRcXKzc3V9KXdyAfOHBAmZmZfn1Pnjypl19+WYWFhW2qe+fOnUpISGhTXwAAgiUody8PGTJEY8eO1fTp01VUVKS6ujrl5+dr4sSJvjuXDx06pKysLK1YsUJpaWlyOBzKy8tTQUGBYmNjFR0drVmzZikzM1MZGf53sK5evVr19fW67bbbmmx7yZIl6tevn6688kpVV1fr2WefVUlJid58881g7CoAAG0WtLeBfOmll5Sfn6+srCzZbDbl5ubqySef9K2vq6tTeXm5Tp8+7WtbvHixr29NTY1ycnL0zDPPNJl72bJlGj9+fMBHgmprazVnzhwdOnRI3bp107Bhw7Rx40Zdf/31QdlPAADaKswYY0JdxLnI6/XK4XDI4/EoOjo61OUAQJts3rolKPO6HX07NC5Y72V+ts/wh+ocz3svAwBgEUIXAACLELoAAFiE0AUAwCKELgAAFiF0AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAixC6AABYhNAFAMAihC4AABYhdAEAsAihCwCARQhdAAAs0iXUBQAAOs/Zfrh750sIdQHnFK50AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAixC6AABYhNAFAMAihC4AABYhdAEAsAihCwCARQhdAAAsQugCAGARQhcAAIsQugAAWITQBQDAInyebjOMMZIkr9cb4koAAJ3tzLn9zLneKoRuMz7//HNJUlJSUogrAQAEy4kTJ+RwOCzbXpixOubPE42NjTp8+LB69OihsLCwFvt6vV4lJSXp4MGDio6OtqjCs0fd1jkfa5ao20rnY83S+Vu3x+NRnz599K9//UsxMTGWbZcr3WbYbDZdfvnl7RoTHR19Xn3TnUHd1jkfa5ao20rnY83S+Vu3zWbtrU3cSAUAgEUIXQAALELodgK73a4FCxbIbreHupR2oW7rnI81S9RtpfOxZom624sbqQAAsAhXugAAWITQBQDAIoQuAAAWIXQBALAIoRtAZWWlJk+erOjoaMXExCgvL08nT55scUx1dbVmzpypnj17qnv37srNzVVFRYVv/fPPP6+wsLCAy9GjRyVJmzZtCrje7XaHrG5JAWtatWqVX59Nmzbp6quvlt1u14ABA/T888+3qeZg1f23v/1NkyZNUlJSkrp27aohQ4bo17/+dZOa23O8ly5dquTkZEVFRSk9PV1bt25tscY1a9Zo8ODBioqK0tChQ/XGG2/4rTfGaP78+UpISFDXrl2VnZ2tffv2nfWxCVbNdXV1evDBBzV06FBdcsklSkxM1JQpU3T48GG/OZKTk5sc04ULF7a55s6uW5Juv/32JjWNHTvWr8/ZHutg1N3cOWPRokW+Pmd7vNtT8+7du5Wbm+vb5pIlSzo0Z1vOO1bXXVhYqGuuuUY9evRQXFycxo0bp/Lycr8+1113XZNjfeedd7arbhk0MXbsWDN8+HCzZcsW89e//tUMGDDATJo0qcUxd955p0lKSjLFxcVm+/btJiMjw4waNcq3/vTp0+bIkSN+S05Ojhk9erSvz1tvvWUkmfLycr9+DQ0NIavbGGMkmeeee86vpi+++MK3/p///Kfp1q2bKSgoMB9++KF56qmnTHh4uFm/fn3I6l62bJm55557zKZNm8zHH39sfv/735uuXbuap556ytenPcd71apVJjIy0ixfvtzs3r3bTJ8+3cTExJiKioqA9b333nsmPDzc/OpXvzIffvihefjhh01ERIT54IMPfH0WLlxoHA6Hee2118zf/vY38/3vf9/069fP79h25NgEq+aqqiqTnZ1tVq9ebfbu3WtcLpdJS0szqampfvP07dvXPProo37H9OTJk22qORh1G2PM1KlTzdixY/1qqqys9JvnbI51sOr+5jlj+fLlJiwszHz88ce+PmdzvNtb89atW839999v/vCHPxin02kWL17coTnbct6xuu6cnBzz3HPPmV27dpmdO3eam266yfTp08fvWI4ePdpMnz7d71h7PJ42122MMYTuN3z44YdGktm2bZuv7S9/+YsJCwszhw4dCjimqqrKREREmDVr1vja9uzZYyQZl8sVcMzRo0dNRESEWbFiha/tTAj861//OqfqlmT++Mc/NrvtBx54wFx55ZV+bRMmTDA5OTkhrfub7r77bnP99df7/t6e452WlmZmzpzp+3tDQ4NJTEw0hYWFAfv/8Ic/NDfffLNfW3p6urnjjjuMMcY0NjYap9NpFi1a5Ldfdrvd/OEPfzDGdOzYBLPmQLZu3Wokmf379/va+vbtG/Ck1lbBqHvq1KnmlltuaXabZ3usg1X3N91yyy1mzJgxfm1nc7zbW3NbttvanB39+Q123d909OhRI8m8/fbbvrbRo0ebe++9t001NodfL3+Dy+VSTEyMRo4c6WvLzs6WzWZTaWlpwDFlZWWqq6tTdna2r23w4MHq06ePXC5XwDErVqxQt27d9IMf/KDJupSUFCUkJOiGG27Qe++9d07UPXPmTPXq1UtpaWlavny538dhuVwuvzkkKScnp9l9t7Lur/N4PIqNjW3S3trxrq2tVVlZmd/2bDabsrOzm91ea8fkk08+kdvt9uvjcDiUnp7u69ORYxPMmgPxeDwKCwtr8obxCxcuVM+ePTVixAgtWrRI9fX1LdZrRd2bNm1SXFycBg0apLvuuksnTpzwm6OjxzrYdZ9RUVGhdevWKS8vr8m6jhzvjtTcGXN29Oc3mHUH4vF4JKnJOeOll15Sr169dNVVV2nevHk6ffp0u+blAw++we12Ky4uzq+tS5cuio2Nbfa1PrfbrcjIyCYnnvj4+GbHLFu2TLfeequ6du3qa0tISFBRUZFGjhypmpoaPfvss7ruuutUWlqqq6++OmR1P/rooxozZoy6deumN998U3fffbdOnjype+65xzdPfHx8kzm8Xq+++OILv320su6v27x5s1avXq1169b52tp6vI8fP66GhoaA+7h3795mawzU/0x9Z/5srU97j00wa/6m6upqPfjgg5o0aZLfG93fc889uvrqqxUbG6vNmzdr3rx5OnLkiJ544okWaw5m3WPHjtX48ePVr18/ffzxx3rooYf0ve99Ty6XS+Hh4Wd1rINZ99e98MIL6tGjh8aPH+/X3tHj3ZGaW9OWOTvy8xvsur+psbFR9913n77zne/oqquu8rXfeuut6tu3rxITE/X3v/9dDz74oMrLy/Xqq6+2ee6LJnTnzp2rX/7yly322bNnjyW1uFwu7dmzR7///e/92gcNGqRBgwb5/j5q1Cht3LhRqampLc4X7LofeeQR39cjRozQqVOntGjRIl/oBvLcc89Jkrp169ZsH6uO965du3TLLbdowYIFuvHGG33tgY73xx9/rMWLFzf5t4G/uro6/fCHP5QxRr/5zW/81hUUFPi+HjZsmCIjI3XHHXeosLAwZG8VOHHiRN/XQ4cO1bBhw3TFFVdo06ZNysrKCklN7bV8+XJNnjxZUVFRfu3n4vE+382cOVO7du3Su+++69c+Y8YM39dDhw5VQkKCsrKy9PHHH+uKK65o09wXTejOmTNHt99+e4t9+vfvL6fT6bub+Iz6+npVVlbK6XQGHOd0OlVbW6uqqiq//71VVFQEHPPss88qJSWl1TCVpH/7t3/Te++91+Ru4VDUfUZ6erp+9rOfqaamRna7XU6ns8mdh9dee63+8pe/aPv27SGt+8MPP1RWVpZmzJihhx9+uNlazkhLS2vyg9arVy+Fh4c32ceWjlOgY/L1/mf+rKioUEJCgl+flJQUX5/2Hptg1nzGmcDdv3+/SkpKWv04t/T0dNXX1+vTTz/1+0+O1XV/Xf/+/dWrVy999NFHysrKOqtjbUXdf/3rX1VeXq7Vq1e3Wktbj3dHam5NW+bs6HknmHV/XX5+vtauXat33nmn1Y93TU9PlyR99NFHbQ7di+Y13d69e2vw4MEtLpGRkcrMzFRVVZXKysp8Y0tKStTY2Og7wN+UmpqqiIgIFRcX+9rKy8t14MABZWZm+vU9efKkXn755YCvywTyj3/8Q/379w953V+3c+dOXXrppb7/RWdmZvrNIUmlpaW69tprQ1r37t27df3112vq1Kn6+c9/3uz+fHPfvh6CkhQZGanU1FS/7TU2Nqq4uLjZ4xTomGzYsMHXv1+/fnI6nX59vF6vSktLfX06cmyCWbP0VeDu27dPGzduVM+ePVusQ/rymNpstia/vrWy7m/67LPPdOLECd+/9dkcayvqXrZsmVJTUzV8+PBWa2nr8e5Iza1py5wdPe8Es27py0f48vPz9cc//lElJSXq169fq2N27twpSU3OGa1tCN8wduxYM2LECFNaWmreffddM3DgQL9HBz777DMzaNAgU1pa6mu78847TZ8+fUxJSYnZvn27yczMNJmZmU3mfvbZZ01UVFTAO2YXL15sXnvtNbNv3z7zwQcfmHvvvdfYbDazcePGkNX95z//2fzud78zH3zwgdm3b5955plnTLdu3cz8+fN9fc48MvTjH//Y7NmzxyxdurTdjwx1dt0ffPCB6d27t7ntttv8bu8/evRoh473qlWrjN1uN88//7z58MMPzYwZM0xMTIxxu93GGGP+4z/+w8ydO9fX/7333jNdunQxjz32mNmzZ49ZsGBBwEeGYmJizJ/+9Cfz97//3dxyyy0BHxlq6di0pLNrrq2tNd///vfN5Zdfbnbu3Ol3XGtqaowxxmzevNksXrzY7Ny503z88cfmxRdfNL179zZTpkxpU83BqPvzzz83999/v3G5XOaTTz4xGzduNFdffbUZOHCgqa6u7pRjHYy6z/B4PKZbt27mN7/5TZNtnu3xbm/NNTU15v333zfvv/++SUhIMPfff795//33zb59+9o8pzFtP19aWfddd91lHA6H2bRpk9/39unTp40xxnz00Ufm0UcfNdu3bzeffPKJ+dOf/mT69+9vvvvd77a5bmN4ZCigEydOmEmTJpnu3bub6OhoM23aNPP555/71n/yySdGknnrrbd8bV988YW5++67zaWXXmq6detm/v3f/90cOXKkydyZmZnm1ltvDbjdX/7yl+aKK64wUVFRJjY21lx33XWmpKQkpHX/5S9/MSkpKaZ79+7mkksuMcOHDzdFRUVNnmV96623TEpKiomMjDT9+/c3zz33XEjrXrBggZHUZOnbt6+vT3uP91NPPWX69OljIiMjTVpamtmyZYtv3ejRo83UqVP9+r/88svmW9/6lomMjDRXXnmlWbdund/6xsZG88gjj5j4+Hhjt9tNVlaWKS8vb9exaU1n1nzm3yHQcubfpqyszKSnpxuHw2GioqLMkCFDzC9+8Qu/cLO67tOnT5sbb7zR9O7d20RERJi+ffua6dOn+4WAMWd/rDu77jP++7//23Tt2tVUVVU1WdcZx7s9NTf3PfD19xtobU5j2n6+tLLu5r63z5zLDhw4YL773e+a2NhYY7fbzYABA8yPf/zjdj+ny0f7AQBgkYvmNV0AAEKN0AUAwCKELgAAFiF0AQCwCKELAIBFCF0AACxC6AIAYBFCFwAAixC6AABYhNAFAMAihC4AABYhdAEAsMj/BwufH1QS7OznAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Bandages import BandageTaperedPin\n", "\n", "from SQDMetal.Comps.Junctions import JunctionDolanPinStretch\n", "from SQDMetal.Comps.Xmon import Xmon\n", "from SQDMetal.Comps.FluxLines import FluxLineTPin\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "FluxLineTPin(design, 'flux_line_T', options=Dict(ref_comp='leXmon', ref_pin='right',\n", " width=f'100um',\n", " trace_width=f'8um',\n", " trace_gap=f'12um',pin_dist='24um'))\n", "JunctionDolanPinStretch(design, 'junction', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'flux_line_T',pin='t')),\n", " dist_extend='25um',\n", " finger_width='0.4um', t_pad_size='0.385um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "\n", "############################\n", "BandageTaperedPin(design, 'bandaid', options=Dict(target_comp='leXmon',target_pin='right',\n", " taper_width_top='15um',\n", " taper_width_base='25um',\n", " base_width='45um',\n", " fillet_radius='4um',\n", " orientation=0,\n", " ignore_slope_check=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bandaid', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Text Labels " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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P7m767wQEbfOSA1smejot2QZcH8vzL7cpMKyHFGlfNuGSHeag0bp3j1kiIurk7gqV467Qrp1y6tp7T0RdSnp6OtLT083+bcOGDSbLxo0bh8OHD7e6vTNnznS4Xldy5coVbNy4Eb/99lu7ZRUKBWbNmiXK7J8SiQQJCQkICgrCRx99BLVa7fQYiMh16AwCHvlSjc/OWpY8X52gRJS/OE/ZE8Pk2DOjG1Lym1B2iRkzIiKizsymu43Vq1cjIiICKpUK0dHRKC4ubrN8UVERoqOjoVKpEBkZibVr15qU2bZtGwYPHgylUonBgwdj+/btLf6u0+nw1FNPISIiAp6enoiMjMSyZctgMPBmhYioo65evYqNGzfi4sWLFpWfPn26yeQRzjZw4EAsWLAAgYGBosZB5Gj2vu86duwYkpOTER4eDolEguzsbJNtPPvss5BIJC1erjjLr94gYEGRGtvKdRaV/32UHHMGOP9BwY0G+ElRPN0T9/VzzvhxREREJA6rE25bt25FRkYGnnzySZSWliIhIQFJSUktumLdqLy8HFOmTEFCQgJKS0vxxBNP4LHHHsO2bduMZUpKSpCamoq0tDQcPXoUaWlpmD17Nvbv328ss2LFCqxduxarVq1CWVkZXnrpJbz88st47bXXbNhtIiJq1tjYiE2bNuHChQsWlY+NjcXgwYMdHJVlAgMDsWDBAgwcOFDsUIgcwhH3XdeuXUNkZCRefPHFNpNoQ4YMQXV1tfH1/fff233/OsIgCEgvVmPzT5Yl26IDpVgZJ/4M0ADgo5Bg6yQV/h6tEDsUIiIichCrE26vvPIK5s+fjwULFiAqKgrZ2dkICwvDmjVrzJZfu3Yt+vbti+zsbERFRWHBggWYN28eVq5caSyTnZ2NSZMmISsrC4MGDUJWVhYmTJjQ4olrSUkJpk+fjqlTpyI8PBwpKSlITEzEwYMHrd9rIiICADQ1NWHTpk3GCR/a06dPH0yaNMnBUVlHqVRizpw5GDt2rNihENmdI+67Ro8ejZdffhlz5syBUtl6AkoulyM4ONj46tmzp933z1aCIODxPWpsOGlZss1fCbw3UeVSs3pKJRI8OUqBDxNV8BG30R0RERE5gFUJN41Gg0OHDiExMbHF8sTEROzdu9fsOiUlJSblJ0+ejIMHD0Kr1bZZ5sZt3nnnndi9ezdOnjwJADh69Ci++eabNgfsVqvVaGhoaPEiIqLrNBoN3nvvPZw/f96i8t26dUNKSgpkMtfrBiWRSHD33Xdj9uzZUCjYYoQ6B0fdd1nq1KlTCA0NRUREBObMmYPTp0+3Wd5Z912CIOB/92mwrsyyZBsA5IxTIdzHNWdHu7efHMXTu2GAr+skA4mIiKjjrLrzqKurg16vR1BQUIvlQUFBrbaOqKmpMVtep9Ohrq6uzTI3bvNvf/sbHnjgAQwaNAgeHh4YOXIkMjIy8MADD7Qa7/Lly+Hn52d8hYWFWbO7RESdllarxebNm1FZWWnxOvfffz/8/PwcGFXHRUVFYf78+fD39xc7FKIOu3jxokPuuywRGxuLjRs3Ii8vD+vXr0dNTQ3i4+PbHOfRGfddgiDg6W81eO0Hy5OHfx3hgan9XHuesCh/KfbM6IZ7wlzvgQYRERHZxqa7D4mk5RM4QRBMlrVX/ubl7W1z69at2LRpE9577z0MGTIER44cQUZGBkJDQ/HII4+YrTcrKwuZmZnG/zc0NDDpRkRdnk6nw5YtWyyeZRW4PmNr//79HReUHfXq1QsLFy7Etm3b8PPPP4sdDlGHOeK+qz1JSUnGfw8bNgxxcXHo378/3n777Rb3Vjdyxn3XC6VavHzU8mTb2BApnnGTcdK6KyX4KFGFZYc0ePGIda0RiYgcreqqAQcvmE5Y2FMlQXxwxx4WHP9Vj1MNgslyTxkwqY/Mqu8vIldiVQu3wMBAyGQyk6eqtbW1Jk9TmwUHB5stL5fLjTPctVbmxm3+7//+L5YuXYo5c+Zg2LBhSEtLw+LFi7F8+fJW41UqlfD19W3xIiLqyvR6Pd5///12u4bdKDIy0u3GR/P09MSDDz6IuLg4sUMhsllAQIBD7rts4eXlhWHDhuHUqVOtlnH0fdfKIxosO6SxuHywpwTvjFdBLnWfH2oyqQTPjVZi8wQVlGzsRl2EGDMxk/W8PSRIL27C7IKWr3tyG1FxxTQRZ6nSOj3GftJost0HdzVBJ1j3sIjI1ViVcFMoFIiOjkZBQUGL5QUFBYiPjze7TlxcnEn5/Px8xMTEwMPDo80yN27z2rVrkEpbhiuTyWAw2H5yExF1JXq9Hh9++GGbP5hv5uPjg/vvv9/k+usOpFIpxo8f75axEwGOu++yhVqtRllZGUJCQmzeRke89oMGT35rebJNKgHemaBCcDf3PP/vj5QjrhczbtT5iTkTM1nHTyHBU6NMWwyr9cD/WfEw5EYnLxlw7xdNuHxTo14JgDfvUmJKX9ceDoCoPVbfhWRmZuI///kP3nzzTZSVlWHx4sWoqKjAokWLAFzvTjB37lxj+UWLFuHs2bPIzMxEWVkZ3nzzTeTk5GDJkiXGMo8//jjy8/OxYsUKnDhxAitWrMCuXbuQkZFhLHPvvffi//7v//D555/jzJkz2L59O1555RXMnDmzA7tPRNQ1GAwGfPzxxzhx4oTF60ilUsyaNQteXl4OjMyx5HK5S82sSGQtR9x3aTQaHDlyBEeOHIFGo0FVVRWOHDmCn376yVhmyZIlKCoqQnl5Ofbv34+UlBQ0NDS0OoyHI607rsWSEut+zD0fo8DYEPdOWA0PcM9kIZE1xJyJmay3IMoDt/iZtjjbeEqHst+sawhTecWAqV804kKTaVfS1+5UInUAp28m92d1yjg1NRUXL17EsmXLUF1djaFDhyI3Nxf9+vUDAFRXV7d4IhEREYHc3FwsXrwYr7/+OkJDQ/Hqq68iOTnZWCY+Ph5btmzBU089haeffhr9+/fH1q1bERsbayzz2muv4emnn0Z6ejpqa2sRGhqKP/zhD/j73//ekf0nIur0BEHAJ598gh9++MGq9SZNmtQpxr0MDg7GL7/8InYYRDZxxH3X+fPnMXLkSOP/V65ciZUrV2LcuHEoLCwEAJw7dw4PPPAA6urq0LNnT9xxxx3Yt2+fsV5n2fCjFn/eo7Zqnal9Zci8zf1/qN3GhBt1cs0zMS9durTFcltmYs7JyYFWq7WpJa9arYZa/f+vM46aYbkz8JBK8H+3KzG7oKnFcoMAPHdIjS0TPS3aTl2TgKlfNKLiimmy7f9GK7Awyv2v4USAjZMmpKenIz093ezfNmzYYLJs3LhxOHz4cJvbTElJQUpKSqt/9/HxQXZ2NvvgExFZQRAEfPbZZzh69KhV60VFRbV46OHOWhvrishd2Pu+Kzw83DiRQmu2bNliVYyOsOUnLRZ9bV2yrZ+3BDl3qSDtBGP+MOFGnV1dXZ3dZ2K2pdv78uXL8dxzz1m9Xld1Xz8ZxgRJseeXli3atpfrcfCCHjE9225dfFkj4L4vGvHjJdPvof+9zQNLRrjHRDdEluA3ORFRJyUIAnbu3NnuA4+b9ejRA9OnT+80g9Ry/BYi9/PRaR3mFarRdlqwJYUU2DJRBX9l57h23dpdCg/eqVMXIMZMzDfKyspCfX298VVZWWnTdroKiUSCF+8w31X3qQNtd/9v0glIKWjCoTrT7qcLo+R4fjSTbdS58GuciKgTEgQBBQUFOHDggFXryeVyzJ49u1ONecIWbkTu5bOzOqR92QS9Ndk2AP+KV2JUOy0r3IlCJsFgf96qU+cVGBjoEjMxO3qG5c7o9l4yzIo07Sz31Xk9dlfpzK6jMwiY+1UTCs/rTf6W2l+OV8coO83DXqJm/BYnIuqECgsLUVJSYvV6U6dO7XQJqm7duvHmmchN5Ffq8MCuJuisTLY9NECO+YM632x27FZKnZkrzcRM1nt+tAIKM5eopw9oTIYtEAQB6cVq7DhjmmxLCpMh5y5lpxgKgOhm/BYnIupk9u/fj6+//trq9UaOHIkRI0bYPyAXwG6lRK7v4AU9ZhU0QWPdRHcY7C/Fa3d2zpYRnKmUOjuxZmKmjovwleKPQ0yTnIfqDPj4hsSaIAhYul+Dt0+atnwbGyLF5okqeEg73/WbCLBx0gQiInJdtow9EhgYiKSkJAdE4xqCg4Nx8uRJscNol8FgQE1NDc6dO4fKykpUVVVBq9V2eLvdu3dHamoqvL297RCl+2hsbERRURGOHTtml+2pVCo88sgjXe44OsvRiwY0mTZ+aJNcAmyeqIKXR+f8sXZbgHt0kRUEAacvC9j3ix4lv+ix7xcDLjRa2UzRDKUM2HC3CvHB7nEc7EVnEJBzQodXvtOgyXzvPKu9ebcSE3q73k8/sWZiJvtYOkKBjSe1+O2m+W3+/q0a9/aTQS6V4OWjWmR/b3ovEx0oxbZET3jKO+f1mwhgwo2o01KuvyJ2CC2oF/IHqivr1atXp+6K4ardZBsbG1FZWYnKykqcO3fObgm2m125cgUbNmxAWloa/Pz87L791ly4cAFqtXWzTLYnMDAQKpWqzTJ6vR6HDh1CYWEhGhsb7Vb3lStX8P777+ORRx6BTNa1EgCuylcBDOreeVuBDevhmvvWqBNwuM7w3+SaHvtrDai1Q4LNnKlfNOLDRJVTk0VVVw2oumrf/QnpJkGYd/vvZ8E5Hf66T4Pjv1nZ1LMdabubsHdmN4T7uN5nSoyZmMk+eqgkWDpCgb/tbzlZwsl6Ae+c1EEnAE9/azqRQlR3KT5J8oSvgsk26tyYcCMiok6vd+/eGDBggNm/de/e3WlxCIKA06dP44cffsC5c+dQV1fntLovXryIt956C3PnzkWPHj2cUmdubi7OnDlj123OnTsXERERrf791KlTyM/Pd9ixraysxM6dOzF16lSHbJ/oRv5KCeb0l+NXtWnyYGSgc5O+Zb8Z8PZJLfbU6FFaZ4DWvvmgVl3TATN2NuHdCSrcF+6cny7vnNThmYNtz7Zorb+N8MCy0a1PSHTikgFL96nxRaWVzTwtdFENzC5oQuF9nujGFkVkR38c4oE1x7U4c7nldSrrgBqXzDxz6+ctwedTVAhU8XNInR8TbkRE1On5+fnhoYceEq1+jUaDo0eP4sCBA05Nst2svr4eb731FtLS0tCrVy/R4nCECxcuID8/3ylj9Bw8eBAhISEYNWqUw+sient82y06HUlvEPBFpR6rj2mxu8oxiSBLaAzAnF1NePMuJeYM6FytsX9tEvCPwxq8cVxr9WQh1jp60YBFX6vx9t2dc8xDEodSJsE/Rivw8Jcts2s3dzMFgGBPCb6Y6oneXq7X0pLIEZhwIyIicpD6+nqUlJTgyJEjdu9aaavm7qUPP/wwQkNDxQ6nw65du4bCwkIcPHjQqV2IcnNz0atXL/Tp08dpdRI5y1WtgPVlWqw9rkX5ZdfomqcXgEe/UuOKFlgQ5f5JN61BwBvHtfjHYY3ZxISjbP1Zh1GBUmQMVzivUur0UiLl+Pf3Wnx7ofWmr/5KIHeKCv19mWyjroMJNyIiIgc5evQo9u/fb/V6np6e8PT0tHo9rVaLy5cvt1uusbERb7/9Nh588EHjwNTu6MiRI8jLy0NTU5PT69br9Xj//ffx+9//npMoUKfz/a8GkzGZLNFNfn2sMmsJAE43tJ/YEwD86Rs1LmsFLHbjhNGhC3o8+lUTTtaLk8zMOqDB8AApxrvgJArkniQSCV6MVWLCZ+bHTfWSA5/c44khPTj+KXUtvMoSERG5kGHDhmHatGlQKKz/MWkwGPDpp5/iyJEj7ZbVaDTYtGkTUlNTWx3fzpXV19fjs88+g17fspubUqlEYGBgh7ZdW1tr0eQVly9f5iQKRP81vIcUmyeqMMDPttYrG37UIr1YDb0FOail+zW4ohXw1CiF23WNNAgCFn2tNptsG91Tio7szrkrAs5fa/8AGgTgYReeRIHcU9651qfUfW60Arf34vckdT1MuBEREbkAqVSKe+65BzExMTb/gJRKpbjvvvvg4+OD4uLidsvrdDps3rwZKSkpiIqKsqlOsRQWFpok2wAgOTkZt9xyS4e2ffjwYXz66acWleUkCkTAowPlyB6jhGcHBuN/9FYPBKokeGh3E5osGC7uH4e1uKwFVsS6V9Jt6886fPerabe7jGEeWHFH65MqWOLEJQNGb7sGjQUTWnASBdcnCAIMNjSClEmd/36uPKrBS0daf1D1zkkd/jTEA1I3OleJ7IEJNyIiIpH5+flh1qxZ6N27d4e3JZFIMH78eHh7e+OLL75ot7zBYMAHH3yA6dOn47bbbutw/TeaO3euReVKSkpQUFBg8XZra2tx9OhRk+V33HFHh5NtADBy5Ej88MMPKC8vt6g8J1GgrkolA/49RolHb7XPmGrT+smxc6onZuY1WjSu2b+/1+KyVsCqMUq7Jhn+NsIDfx3R/j59d9GA2O3mu9CZo9YLeOZb0666owKleH50x7vIDuouxVOjFPi7hTOsHr1owB+/VmMDJ1FwKdXXDNj8kw6bTupw7DfrpgOWS4D3JqgwPcJ5P/P/U6bFkwfa/swdvWjAe6d0eHig+4+/SGQNtiEmIiIS0YABA/D73//eLsm2G91+++1ISUmxqKujIAj4+OOP8e2339o1BolEYvHLGrt37zaZICE4OBgTJkywW9z33nsv5HLLf7Dk5ubi3LlzdqmfyB1E+krw9XRPuyXbmsUFyfDVvd3Qx8uy68KbJ3SYV6iG1pamQK2QSCSQWvSybrtvHNfi7JWWcXp7ABvHq6CQ2SfhlXmbB4b3sPwn3pafdfj39+13oSfHatIJ+PBnLabvbETke9eQtV9jdbINAHQC8ODuJnxypvXunfb0wc9a/M83ls368exBDRodPRUvkYthwo2IiEgkd911Fx588EF069bNIdsfMmQIHnroIYvHg8vNzcWePXscEou9nD17FidPnmyxzMPDAykpKVYlyNrj7++P8ePHW1y+eRKFK1eu2C0GIld1bz8ZSmZ0w20BjhmTKcpfisL7PBHV3bKfKlt+1uGBXU1ocuEf8/Ua4MVS01ZAr45R4hYbx70zx0MqwRtjlVYlA7MOaPBllXMSNPT/CYKAfb/o8afiJvR79yoe+lKNnZV6m7qR3qg56fb5Wce+pzsrdXj0KzVuDjdACSy5zTQRX3lVwKofmNylroVdSok6KfVC+8yap1zPH49E9iaVSvHggw+if//+Dq8rIiICjz76KN59911cvXq13fK7du2CWq3G3Xff7ZJdjEpKSkyWTZkyBQEBAXavKzY2Fj/88APOnz9vUXlOokBdwRMjPfD3aMePmxbmLcWX93ri/vxGlPzSfkufT8/qMTO/CR9OUsHLw/WuXZtOaXHlplzDgwPkeOgW+3exG9VThoxhHnjlO8uSG5xEwfmO/6rHA7ubcOKSY5LEWgMwZ1cTPkhU4Z4w+//k/6ZajzkFTbg5x+3tAXyS5IkRAVJ8dlZnsn8vHdHg0Vs90NPT9c5RIkfgFZWIiMjJAgICnJJsaxYSEoL58+fD39/fovLFxcXIz893cFS20WhathAZOnSo3ceea9Y8CYVUavntUvMkCkSd1R8GezgtGd9DJUHuFE9M6WtZAvvLKj2mftGIK1rXa+l2c7It0leCV8d0bJKEtjwdrUB/X8vfp+ZJFK65cCvBzuLwBT0mftbosGRbM43h+nta0MbsobY4UqfHzLxGNN40uYlCCnw4SYWYnjLIpRIsG236+W7QAi+YaelJ1FmxhRsREZGT9ezZ0+l1+vv7Y968eVi3bh0uX77cbvnvvvsOkydPdkJktuvevTumTZvm0B//QUFBuPPOO/H1119bvA4nUaDOyl8JBDm5ZUo3uQQfTFIhJb8JX1S2P31pyS8GlDcYMMxB3V3tQS4BNo1XwUfhuGPZTS7BmgQlEj9vsngdTqLgeHtq9JixsxENTupZqdYDKflN+GiyChN6d/yn/4+XDJj2RZNJ/FIJsGmCCnffUMd9/WSI7SXF/tqWLVTXHdfij4M9MNDCLuPk3jb/pEVBO9dudSuNmA/XGTDvq/avYc+NViDM2zU/T0y4EREROVlgYKAo9Xp7e8PX19eihJurk0qlSE5OhlLpuBYizRISEnD8+HHU1dVZvE5ubi569eqFPn36ODAyIueK6i4VJREjl0owLEBqUcLNHTx/uwLRPR2fEBwXKsf8QXLknLC8hdOWn3UYGShFxvCOz5pKLe2u0iE5r8mkZdjNwn0k+MtwBWQW5A/0hustxqqvtd5arkkPJOc1Yfvklgkxa1VcMWBqbiMuNJnWtTZBienhLbctkUjwj9uVmPRZy5l8dQLw9LdqbJ3kaXMs5D4OXTDg3Z9sa2V57qpg0bqZt3kgzKYaHM+mNODq1asREREBlUqF6OhoFBcXt1m+qKgI0dHRUKlUiIyMxNq1a03KbNu2DYMHD4ZSqcTgwYOxfft2kzJVVVV4+OGHERAQgG7dumHEiBE4dOiQLbtAREQkGjFauHU2d999t9OSWXK5HPfdd59V63ASBeqMBrFFSodN7H19fDVnWR6rRGg365KknETB/vIqdZhpQbJtXIgMe2Z0w+8He2D+oPZfvx/sgfypnu2+x416YGZeE76uti1pXdtowJTcRlReNU22rYhV4JFWZiseGyLD5DDT5PLHZ/TYW9M5EuhEbbH6W3Pr1q3IyMjAk08+idLSUiQkJCApKQkVFRVmy5eXl2PKlClISEhAaWkpnnjiCTz22GPYtm2bsUxJSQlSU1ORlpaGo0ePIi0tDbNnz8b+/fuNZX777TeMGTMGHh4e+OKLL3D8+HH885//RPfu3a3fayIiIhEx4dYxkZGRGDNmjFPrDAsLQ2xsrFXrNE+ioNfzRwV1DoP8mXDriF6eEuTcpYTUia0E/RQSvHandS2BmydROHO5/ckqqH2fndUhJb8J6na+ChZGyfH5FBUCVdZ9PgZ2lyJ/mmVJt+k7G/GNlUm3eo2Ae79owql602Tb0hEe7baG/Mdo839ful8NQeCYgdS5Wf2t+corr2D+/PlYsGABoqKikJ2djbCwMKxZs8Zs+bVr16Jv377Izs5GVFQUFixYgHnz5mHlypXGMtnZ2Zg0aRKysrIwaNAgZGVlYcKECcjOzjaWWbFiBcLCwvDWW2/h9ttvR3h4OCZMmODUQaeJyL3Zu3XusWPHkJycjPDwcEgkkhbXrGbPPvssJBJJi1dwcLA9d4tc2MCBAzF9+nSTlyNm1OwqunXrhhkzZojSrW38+PFWP+jjJArkjiJ9JfjPOKXJ6+YuY2SdnHFKBHdzftJyWj85Zve37r3jJAr28XG5DqkFTdC0kbuUSYB/j1Fi1Z0qeEht+267xe960q23V9vrX9MB9+1shEZv2ft6TSdg5s5GHLlougO/j5Lj2Zj2ux4PD5BhjpnP3/5aAz4q5wMp6tysuvJqNBocOnQIS5cubbE8MTERe/fuNbtOSUkJEhMTWyybPHkycnJyoNVq4eHhgZKSEixevNikzI0/Xj/55BNMnjwZs2bNQlFREXr37o309HQsXLiw1XjVajXUarXx/w0NDZbuKhF1Ms2tc1evXo0xY8bgjTfeQFJSEo4fP46+ffualG9unbtw4UJs2rQJe/bsQXp6Onr27Ink5GQAwLVr1xAZGYlZs2aZXMNuNGTIEOzatcv4f5nMdQdyJvsKDg5mgtXOEhMT4ePjI0rdCoUC06ZNw6ZNm6xa7+DBg7jrrrvg5eXloMiI7KuXpxRpA9mazZ7SbpEjMUy8hOU/4xTYfU6Hi+r2yzY7etGAz87qMLu/87rAdiYf/KzFI1+p0VZuq4cSeG9Cx8ZWa3aLnxT5Uz0x+fNGnDPT9bPZVR3ajKmZRi9gzq4m7PnFNNk2u78c/x5j+eQaz8QosK1cB+1Nm3rqWzXu7SeDQsZJOjqrPwz2wFQLZ5q2VbiP635fWXVm19XVQa/XIygoqMXyoKAg1NTUmF2npqbGbHmdToe6ujqEhIS0WubGbZ4+fRpr1qxBZmYmnnjiCRw4cACPPfYYlEol5s6da7bu5cuX47nnnrNmF4mok7qxdS5wvWVtXl4e1qxZg+XLl5uUv7F1LgBERUXh4MGDWLlypTHhNnr0aIwePRoATB5E3EgulzPpQmQnvr6+otbfv39/3HbbbTh69KhV67HbDFHXFtpOyyNH6+UpxUt3KDG/yIqMGwBeumxzqt6AuV+pYWjj+EV1l2LbZBX6+9ovWTDgvy3dJn9mfrw1S+kNAuYVqpFnZqKSyWEy5Iyzrmt0pK8UCwZ5YM3xltObnm4Q8EaZFn8eykk6Oqtb/KS4xc91E2KOZlMq/eZMtiAIbWa3zZW/eXl72zQYDIiJicELL7wAABg5ciSOHTuGNWvWtJpwy8rKQmZmpvH/DQ0NCAtz1fkrrKdcz4GYiSzhqNa5ljp16hRCQ0OhVCoRGxuLF154AZGRka2WZ+tcItfWu3dvqxNuRERiG92LLeydZd1xbZvJtil9ZXj7bhV8FfZPxPb3leJfY5RIyW+yaX1BEPA/e9T44LTpxBnxQVJsmaiyqUVa1kgPbDypxdWbNvvCYQ3SbvFAdyVbuVHnY1WqMTAwEDKZzKQ1W21trUkLtWbBwcFmy8vlcuMYNq2VuXGbISEhGDx4cIsyUVFRrU7WAABKpRK+vr4tXkTU9Tiida6lYmNjsXHjRuTl5WH9+vWoqalBfHw8Ll682Oo6y5cvh5+fn/HVmR4UEBEREXVm13QCNp7Utvr3BwbI8eEkxyTbmik70KDoyQMavHnCNNk2vIcU2yd7opvctriDuknxuJkZen9VAy8d0di0TSJXZ9WpqFAoEB0djYKCghbLCwoKEB8fb3aduLg4k/L5+fmIiYkxthBprcyN2xwzZgx+/PHHFmVOnjyJfv36WbMLRNSFOaJ1bnuSkpKQnJyMYcOGYeLEifj8888BAG+//Xar62RlZaG+vt74qqystLg+IiIiIhLP1p90uNRG/ujxYR6Q2Tg5gqO9/aMW7/2kQ0g3SYvXiAApPk1SdbgV2uLhCgz0k5hsf1u5Dr9c46y41PlY3aU0MzMTaWlpiImJQVxcHNatW4eKigosWrQIwPUfilVVVdi4cSMAYNGiRVi1ahUyMzOxcOFClJSUICcnB5s3bzZu8/HHH8fYsWOxYsUKTJ8+HTt27MCuXbvwzTffGMssXrwY8fHxeOGFFzB79mwcOHAA69atw7p16zp6DIiok3NU61xbeHl5YdiwYTh16lSrZZRKJZRKpc11dCZarRYGg/NuwGQyGeRyzsJHRB2j1gtQO3HyPbkUNrc6ISL7EQQBa4+33rqtv+/15JWreuRWDzxyq+MmyfBVSPD9bE4gRF2H1b8qUlNTcfHiRSxbtgzV1dUYOnQocnNzjS3NqqurW3TzjIiIQG5uLhYvXozXX38doaGhePXVV42DjgNAfHw8tmzZgqeeegpPP/00+vfvj61btyI2NtZYZvTo0di+fTuysrKwbNkyREREIDs7Gw899FBH9p+IuoAbW+fOnDnTuLygoADTp083u05cXBw+/fTTFstubp1rC7VajbKyMiQkJNi8ja7kww8/xMmTJ51W36RJk1ptse0oTU1NaGqybZwVW+h0pt1EiMi+1h7X4q/7nNdFanKYDJ/c4+m0+gCgSSegptF5I+pfUnP0fnJ9B2oNOHKx9QeFsyLlVvWUICL3ZtNj/PT0dKSnp5v924YNG0yWjRs3DocPH25zmykpKUhJSWmzzLRp0zBt2jSL4yQiauaI1rkajQbHjx83/ruqqgpHjhyBt7c3BgwYAABYsmQJ7r33XvTt2xe1tbX4xz/+gYaGBjzyyCNOPgLkin788Ud8/PHHTk24ERF11I+XDHhgVxOO/cYuYEQ3eqON1m0AMKu/c1rRMz1tm844KaF6obfYIXRp7DdDRF2CI1rnnj9/HiNHjjT+f+XKlVi5ciXGjRuHwsJCAMC5c+fwwAMPoK6uDj179sQdd9yBffv2cfzJLs5gMGD37t2tzpJLROSqPvxZiz8Uq3Gl7bwCUZdT1ySYndmz2aDuEgzxd053Up6fRK6BCTci6jLs3To3PDzcOJFCa7Zs2WJVjNT5Xb58Gdu2bcPZs2fFDoWIyGIavYC/7ddg9TH+kicyZ8OPWmjaaPSZ4uDupDfek5672nogMgmgcN1h5Ig6FSbciIiInKS8vBzbtm3D1atXxQ6F3Mjq1avx8ssvo7q6GkOGDEF2dnab40AWFRUhMzMTx44dQ2hoKP76178au88DwLFjx/D3v/8dhw4dwtmzZ/Gvf/0LGRkZHa6XOq+KKwY8tLsJB2rZhZTIHL1BwLp2upO+WKrFy0evl2nOjd342PbGZ7gCLPu7LXp7SVx2llSizoa5bSIiIgcTBAHFxcV45513mGwjq2zduhUZGRl48sknUVpaioSEBCQlJbXoAn+j8vJyTJkyBQkJCSgtLcUTTzyBxx57DNu2bTOWuXbtGiIjI/Hiiy8iODjYLvVS55VXqUPsR9eYbCNqQ945Pc5eaTsNphMAtf76S2O4/tLe8NIJ//+l/+/LcMNLwP9/dUQfLybbiJyFLdyIiMhlJSUlYcKECTavf/LkSezevduOEVmvsbER27dvx6lTp0SNg9zTK6+8gvnz52PBggUAgOzsbOTl5WHNmjVYvny5Sfm1a9eib9++yM7OBgBERUXh4MGDWLlypXEMytGjR2P06NEAgKVLl9qlXmrp4Vs8MKm3zOb1LzQJSPxc3MlU9AYBzx/W4MVSLQdgJ2pHe5MluJI+3mxzQ+QsTLgREZHL6t69e4fWr6mpsU8gNqqqqsIHH3yA+vp6q9bz9/fHrFmz4O1t/5ml3nvvPdGPC1lGo9Hg0KFDJkmxxMTEVifcKCkpQWJiYotlkydPRk5ODrRaLTw8PBxSLwCo1Wqo1Wrj/xsaGtqtq7MKUEkQoLI94VZ9TdzWZLWNBsz9Uo2vzuutWs9TBrx5lwpxwfb/Qf/SES3HjyOXVNtoQF6ldeeKmMJ92MKNyFmYcHNjnOLXNp1xumcici2CIODgwYPIy8uDXm/dTXjv3r3xwAMPwMvLyyGxyWS2JwHIuS5evAi9Xo+goKAWy4OCglpNmtbU1Jgtr9PpUFdXh5CQkHbrraurs7peAFi+fDmee+65drdPrm1PjR4P727C+WvWtWsLVAHbJ3vi9l6OucZ4t58rJhLFFW3Hu3k604gA3ge0hr+vyd6YcCMiIrIjjUaDTz/9FD/88IPV6w4cOBDJyclQKBQOiIzc1c2z2gmC0OZMd+bKm1tu73qzsrKQmZlp/H9DQwPCwsKsqpPEIwgC/vW9Fk8d0EBvZfagv68En9zjiQF+7KpGdDMJgECV67QqGxXI85TIWZhwIyIispMLFy7g/fffR11dndXrxsTEICkpCVIpb4TpuoCAAMhkMpNWZbW1tSatz5oFBwebLS+XyxEQEGBRvYGBgVbXCwBKpRJKpdKiOsi1XFILWFjUhE/OWt8t7vZeUnyU6Imenq6TUCByJTE9pfhmRjexwyByGFftQeYKLRZ5V09ERGQHFy5cwPr1621Ktk2YMAFTpkxhso1aUCgUiI6ORkFBQYvlBQUFiI+PN7tOXFycSfn8/HzExMRYNH6brfWSe4v7+JpNybZ7+8mQN5XJNqK2sOUnUdfFFm5ERER2cOXKFWi11g3oLZVKMWPGDAwbNsxBUZG7y8zMRFpaGmJiYhAXF4d169ahoqICixYtAnC9G2dVVRU2btwIAFi0aBFWrVqFzMxMLFy4ECUlJcjJycHmzZuN29RoNDh+/Ljx31VVVThy5Ai8vb0xYMAAi+qlzuV0g/UjUP1xsAf+GaeATMpkG1FbQrrxHCHqqphwIyIiEoFSqURqaioiIiLEDoVcWGpqKi5evIhly5ahuroaQ4cORW5uLvr16wcAqK6uRkVFhbF8REQEcnNzsXjxYrz++usIDQ3Fq6++iuTkZGOZ8+fPY+TIkcb/r1y5EitXrsS4ceNQWFhoUb3UtS2PVWDxMA+rxwUk6or8lTxPiLoqJtyIiIhE0L9/fybbyCLp6elIT083+7cNGzaYLBs3bhwOHz7c6vbCw8ONEynYWi91XT2UQOZwTuxCZCmm24i6LibciIgIly5dgsFg4BhiRORWruqAmmsGBHfjtYuIiEgMrjA5gavi3QkRUSdj6cDoNzp//jyKioocEA0RkWW8bHgMrNYDD+9ugs5g/RhkRERERI7EhBsRUSeTmJiIoKAgq9f7+uuvcerUKQdERETUvtn95XhkoPVZt+IaA576VuOAiIiIiIhsx4QbEVEn4+npibS0NAQGBlq97kcffYTffvvNAVEREbVNKpFgTYISs/tbn3T713dafFyuc0BURERERLZhwo2IqBPy8vLC3Llz4e/vb9V6TU1N+OCDD6DT8YcrETmfTCrBm3cpMT1cZvW6C4qa8OMlgwOiIiKy3a9qdnkn6qpsSritXr0aERERUKlUiI6ORnFxcZvli4qKEB0dDZVKhcjISKxdu9akzLZt2zB48GAolUoMHjwY27dvb3V7y5cvh0QiQUZGhi3hExF1CT4+Ppg7dy78/PysWq+6uhq5ubkOioqIqG0eUgneGa/C5DDrkm6XtcCcXU24quWPWyJyHf/6TovXfmC3d6Jm13QCis7r8NoPGmR/1/br3VNai2ZWd1VWt9nfunUrMjIysHr1aowZMwZvvPEGkpKScPz4cfTt29ekfHl5OaZMmYKFCxdi06ZN2LNnD9LT09GzZ08kJycDAEpKSpCamornn38eM2fOxPbt2zF79mx88803iI2NbbG9b7/9FuvWrcPw4cNt3GUioq6je/fumDt3Lt566y1cuXLF4vVKS0sRFhaGkSNHOjA6IvdkzblEtlHKJNg6UYUZeU0oPK+3eL3jvxmQXqzGhruVkEgkDoyQyP380ui+P1rdmQBgSYkGVVcFvHC7AlInXZsuawT8qhbQz4ed2khcF5sE7P1Fjz01euyt0eNwnQFaKxqk51fq8cZYJVRy9/tet/rse+WVVzB//nwsWLAAUVFRyM7ORlhYGNasWWO2/Nq1a9G3b19kZ2cjKioKCxYswLx587By5UpjmezsbEyaNAlZWVkYNGgQsrKyMGHCBGRnZ7fY1pUrV/DQQw9h/fr1VneTIiLqqnr06IG5c+eiW7duVq2Xm5uL6upqB0VFZBuxn3L+9ttvKCkpETWGrsJTLsG2RBXig6y7Xd3ysw5rj2sdFBWRbcROdWkNApaUqEWOomv713daPPqVGmq9Yz8NeoOAt05oMfT9a6i+JvYnj7oqnUHAJ2d0uG9nI3q/cxUp+U3413da7K+1LtkGXP9en/x5I3655n7DRlh1B6PRaHDo0CEkJia2WJ6YmIi9e/eaXaekpMSk/OTJk3Hw4EFotdo2y9y8zT/96U+YOnUqJk6caFG8arUaDQ0NLV5ERF1Rz549kZaWBpVKZfE6Op0O77//PhobGx0YGZF1vv32W9GSboIg4LPPPjPev1gqKCjIqnOP/j9vDwk+vscT0YHWJd3+d58G+3+xvGUckaNt+UmH30Qcy+vf32lx9KJ1P1a9PYCRgdaPp9jV9PaSYGpfy47T1p91uO+LJtRr7P9ZqNcI2FGuwx3bG7GoWI3aJgHDerB1GznfsV/1GLjlGmYVNCGvUm+XBw77ag24c0cjfvjVvb7brToD6+rqoNfrERQU1GJ5UFAQampqzK5TU1NjtrxOp0NdXV2bZW7c5pYtW3D48GEsX77c4niXL18OPz8/4yssLMzidYmIOpvg4GA8/PDDUCqVFq9z6dIlbN++XfRWRUTNTpw4gYMHD4pS93fffYfTp09btY5KpUJqairkcutn3qTr/BQSfJbkadUPR60BeHB3Ey6wCx25iIorAhZ93STK9+mpegOeP2z9GGI541QY2J0Jm/YoZRK8P0mF+YMsu84XVusx/tNGVF3tWGudyxoBOyt1yNqvRvz2awjeeBWzdzXhu1+vb3egnwReHu7XBY/c3y+NAqqu2v9aV3FFwLhPGpFb4T6Tu9l093fzmBiCILQ5Toa58jcvb2ublZWVePzxx5Gfn2/VE+KsrCxkZmYa/9/Q0MCkGxF1ab1798aDDz6ITZs2WdxK59SpUyguLsbYsWMdHB2RZfLy8tC3b1+Th3WOdPXqVeTl5Vm1jkQiQUpKCofBsIMeKglyp6gw8bNG/HjJspv4c1cFpH3ZhM+TVJBJ+aOTxPfxGT3Wl+nw+8EeTqtTEAT8qViNJisbhfxthAdmRPBBgaXkUglev1OJMC8pnj3UfnLzh18NGLejEe9NVKG3l2XXJ0G4Pk5lUbUeX1frceiCAW31Th0RwNaJ5Jo8ZUBimAyxvWSQmfn46wXg399rzY47eUULJOc34cVYBR4b6uHy47VadRUNDAyETCYzac1WW1vb6k1vcHCw2fJyuRwBAQFtlmne5qFDh1BbW4vo6Gjj3/V6Pb7++musWrUKarUaMpnpBUWpVFrVkoOIqCvo27cvHnjgAbz33nvQ6Sx7QvTVV1+hd+/e6N+/v4OjI0fT692rKb45er0eH374IRYuXAiFQuGUOnfu3Gl19+oJEybwnLGjXp5S7JziiQmfNeJ0g2VJt6/O6/HcIQ2Wjeb9oLuzdswfV/W/+9QYEyzFkB7OSYZs+FGHomrrrvuJfWR4Jto519bORCKRIGuUAr29JVj0tbrNZBgAVF4VkLDDccN23GZlV3wiRwpQAtP6yTGtnxwT+8jQrZ0JEGZGyDHti0b8bOb73iAAf92nwYlLBrw6RgkPF36oZtVZqFAoEB0djYKCghbLCwoKEB8fb3aduLg4k/L5+fmIiYmBh4dHm2WatzlhwgR8//33OHLkiPEVExODhx56CEeOHDGbbCMiotZFRERg9uzZkEot/xrYtm0b6uvrHRhV19LQ0ACDwbm/IIuLi1sdAsLd1NXVYefOnU6p6+TJk/jhhx+sWmfw4MGt3huR7UK9rifd+npbfnO94ogWn511n+4nrq5RB6cPXF10Xoe1xzrHRBhNeuCh3Wpc0zm+a2n1NQP+tt+6iRIifCTYON65rUJXr16NiIgIqFQqREdHo7i4uM3yRUVFiI6OhkqlQmRkJNauXWtSZtu2bRg8eDCUSiUGDx6M7du3Oyp8E3MHeuDjySp4idxAcEQAE24kvom9ZcifqkLFw15YN06F+8Ll7SbbACDSV4rC+9oew/XNEzq8+r1rfzdYfRZmZmbiP//5D958802UlZVh8eLFqKiowKJFiwBc78Y5d+5cY/lFixbh7NmzyMzMRFlZGd58803k5ORgyZIlxjLN3UVXrFiBEydOYMWKFdi1axcyMjIAAD4+Phg6dGiLl5eXFwICAjB06NAOHgIioq7plltuQUpKisVNsRsbG/HBBx9Y3CpObIIgGMcKdUXnzp3Dhx9+6LQWZ9988w2+/PJLp9TlLKWlpVYnwqylVqvx+eefW7VOr169MH36dJfv5uCu+vlI8cUUT4R0s/z4zitsws8N7tNEquw31421UQ9M+KwR5644J8avq/WYkdeERvdvnGtUdsnglBlDF+9Vo96Kodu85MCHiSr4K5137dq6dSsyMjLw5JNPorS0FAkJCUhKSkJFRYXZ8uXl5ZgyZQoSEhJQWlqKJ554Ao899hi2bdtmLFNSUoLU1FSkpaXh6NGjSEtLw+zZs7F//35n7RYSw+TYNc0TvTzF+x5gl1IS02B/KT65R4XPp3hiXKgcchuS+L08pcif5onEPq1/ljUu/t1gdcItNTUV2dnZWLZsGUaMGIGvv/4aubm56NevHwCgurq6xQUyIiICubm5KCwsxIgRI/D888/j1VdfRXJysrFMfHw8tmzZgrfeegvDhw/Hhg0bsHXrVsTGxtphF4mIqDVRUVGYOXOmxeWrqqqsHsdKDLW1tXj77bfbfUoutrKyMmzZssXqWS+ttWfPHuzevduhdYjls88+w2+//eaw7e/evduqWc6bJ0lwVlfXrmqA3/WkW0+VZTfw9RpgTkGTU1oVdcTFJgF/LG7ClNwmsUNp06l6AeM/bcRpBycxi6v1mL6zEdfc4zmPVXJO6LDttON2bEe5DtvLrfslun6cCkOd1NW12SuvvIL58+djwYIFiIqKQnZ2NsLCwrBmzRqz5deuXYu+ffsiOzsbUVFRWLBgAebNm4eVK1cay2RnZ2PSpEnIysrCoEGDkJWVhQkTJiA7O9tJe3XdqJ4yFN3niQG+zku6ecqARwfK8c10T/Sw8PpIZG+je8rw7f2emBzW8Wae3h4SfDRZhVmR7jmmpE3tTNPT03HmzBmo1WocOnSoxUDaGzZsQGFhYYvy48aNw+HDh6FWq1FeXm5sDXejlJQUnDhxAhqNBmVlZbj//vvbjKGwsNDpF00ios5o2LBhuO+++ywuf/DgQRw9etSBEdlOrVYjLy8Pa9euxdmzZ51at7+/P7y8vKxe76effsJ7770HtdoxrR327t2LXbt2OWTbYhgwYECL/6vVamzbts0hLQUrKyvx7bffWrVOcnIyevToYfdYyFSUvxS5U1Twt3B4tu9+NeCxb9QuOeuyQRCQc0KLoe9fxZsndHB2hHf0sv4nwdkrAiZ82ogTlxyTdNtT07mSbZPMtND4Y3ETzly2//G7pBbw+F7rvlOW3OaBZCf/oNVoNDh06BASExNbLE9MTMTevXvNrlNSUmJSfvLkyTh48KDx4VVrZVrbplqtRkNDQ4uXvUT6SlE0vRtibTjHLOWvBO4KleFf8QqcecgLb4xTYXQvtm4j8fgoJDa1aGuNh1SCaf3c8zPNjt1ERISRI0diypQpFpf/7LPP8MsvvzgwIuvodDp89913WLVqFfbt2yfKD+ru3btj3rx5Ns1IeebMGWzatAlNTfZt1VJSUmIyRqq7u/322+Hr69tiWVVVFb766iu71qPT6fDJJ59Ytc748eNNEoLkWMMDZPgsyRM+Fk76+M4pHXJOuE4GxyAI2Fujx9gdjUgvVuNXx/cyNOuLqZ5ICrP+x8z5awImftqI7y7aN+G9t0aP+3Y24qrrvFUdNipQitT+LRNa9Rpg7pdN0Brs+5315AE1qq9Zvs2JvWVYFuP8Vrl1dXXQ6/Umk+8FBQW1Ot5oTU2N2fI6nc44jERrZVrb5vLly+Hn52d8hYWF2bpLZgWqJNg51dMuCYN+3hLc10+Gp0cp8GGiCqce6IbqNC/kTfVE+hAFujuxOzARtc892+UREZHdjR49Glqt1qIEjU6nw/vvv4+FCxdCpVI5IbqWBEHAhQsX8PPPP+P06dM4c+ZMh8eW8/f3Nw6PYKsePXpg3rx5ePfdd62enODcuXN4++238fDDD9vUUu5mJSUlyM/P7/B2XI1cLsfdd9+NHTt2tFi+Z88eRERE2G1W0G+++caqMQCjoqJw55132qVusk5MTxl23OOJaV9Y1hpq8V41RgZKEd1TnKflVVcN2F2lx+5zeuyu0uNCU8eSLd4ewIzwjt3Sd5NL8EGiCunFamw8ad219EKTgEmfNeLTJE/cbodWNXtr9Lh3ZyOuuPY42DZ5NkaBj8p1LWZc3V9rwHMHNfjH7faZSbe4Wo//WJFUDhdhkoSb3TzepSAIbY6Baa78zcut2WZWVhYyMzON/29oaLB70q2bXIKtE1XIP6dvd/ZSc3w9rj9gcOb4ekTUcUy4ERGRUXx8PLRarcnQAOb8+uuv2LFjB2bPnu2UweGvXLmC06dP4/Tp0/j5559x5coVu2xXoVAgISEBd9xxB+RyO4w14e2NRx99FFu3bkV5eblV69bU1ODtt99GWloafHx8bI5h3759ZpNtkZGRaGxsRHV1dbvb0Gg0Fo3XN3DgQERERNgUp62GDx+OkpIS1NbWtli+fft2LFq0CN7e3h3a/oULF6wa/69nz56cJEFkY4Jl2Jaowoy8JqjbaWylMQAP7GpCycxuCHDCGEdXtQKKa/TY9d8E23E7TojwyEA5lo1WILhbxzuteEglWDdWieBuErx0xLps1yUNkJTbiO2TPTE2xPakW8kv5pNtId0kmNBbhk2nLEskvfKdFoGqtsve2l2KBVEWNo20k0hfKRZGeWD1TTOurjyqxd29ZZjQu2PfQU2662MAWspTBnwwSeWU88CcwMBAyGQykwdUtbW1Ji3UmgUHB5stL5fLERAQ0GaZ1rapVCqhVNon4dkWuVSCKX3585uoK+EZT0RELYwdOxY6nQ7ffPNNu2VPnDiBPXv2OKRlj1arRUVFhbEVmyO6sI4YMQLjx4/vUHLLHKVSiQcffBAff/wxjh07ZtW6Fy5cwFtvvYW5c+eie/fuVte9f/9+s4mygIAApKSk4N1337VoOzqdDvv27Wu3nI+Pj9MTblKpFBMmTMDmzZtbLL969So+/PBDDB8+vEPbP3ToEAwGy5IiSqUSqampTvmxRm0b31uOrRNVmFXQ1KIFkTlnrwh45Ksm7Jhs/5Y9BkFAad31Vmy7zulR8oseGjsP03VHLyn+Ga9EjJ1b6UkkEjw/WokgTwmWlGisGkvuiha494tGvD9JZdNA2ft+0ePeL0yTbcr/JoU+OWt5q633fmq/bGIfmdMTbgCQNdIDG09qW+ynAOB3X6nxTIyAjnwa99Tocare8nftjbFKDBdxJkuFQoHo6GgUFBS0mMCpoKAA06dPN7tOXFwcPv300xbL8vPzERMTAw8PD2OZgoICLF68uEWZ+Ph4B+wFEVHrmHAjIqIWJBIJxo8fD61Wi/3797dbfvfu3dizZ4/d49BoNBYnPazVu3dvJCUloXfv3g7ZPnC962NycjK8vLxw4MABq9b97bffsGrVKuOPB2uYGwdOqVRizpw58PT0tHp7ruqWW25B//798fPPP7dYfvbsWadOmHH//fcbW1WQ+JL6yrFpvAoP7m5qt9tWwTk9gjdehczOIxqr9XDYQP+h3SR4IVaBOf3lDm1R+T9DFQjylOB3hep2k5c3atIDM/Ka4GfDcGCXNYC5SWTXjVVidC+ZVQk3V9bLU4onRirwxAFNi+W/NApIL3beIH4ZwzyQOsD5CcebZWZmIi0tDTExMYiLi8O6detQUVFhnGQvKysLVVVV2LhxIwBg0aJFWLVqFTIzM7Fw4UKUlJQgJyenxQOYxx9/HGPHjsWKFSswffp07NixA7t27bLoQSIRuabTDea/1P1c/HknJ00goi5j9erViIiIgEqlQnR0dLtdxoqKihAdHQ2VSoXIyEisXbu2xd+PHTuG5ORkhIeHQyKRtDpzsrX1ugKJRILJkydj1KhRFpVvamqy+8sRyTZ/f3/MmDED8+fPd2iyrZlEIsE999yD8ePHW72uXq+36biZiyElJQWBgYH22CWXIZFI8OCDD2Lq1Kno1q2bKDHcddddGDhwoCh1U+tmRMjx5l1Ki1oKNWiB39T2fTki2dZdcb1l1Pezu+GBAR5O6b48q78HdtyjgreVORmDYNtxM5ds+9/bPDDHBZJC9vaX2xTIm6rC8B7i/BS7K1SG/7vd+ZMkmJOamors7GwsW7YMI0aMwNdff43c3FzjmKrV1dWoqKgwlo+IiEBubi4KCwsxYsQIPP/883j11VeRnJxsLBMfH48tW7bgrbfewvDhw7FhwwZs3boVsbGxTt8/Iuq4Bo2A137QmCxXyoDZ/V37O4It3IioS9i6dSsyMjKwevVqjBkzBm+88QaSkpJw/Phx9O3b16R8eXk5pkyZgoULF2LTpk3Ys2cP0tPT0bNnT+NN3bVr1xAZGYlZs2a16LbQkXpdiUQiwbRp04wzgLojPz8/hIeHG1+2dNHsKIlEgoSEBHh7e+PTTz916gyqERERGDNmjN0mEnA1UqkUMTExGDp0KIqLi7Fv3z6HtYq82a233oqxY8c6pS6y3pwBHmjSA3/4WqRpPzuouwK4M0SGcSEyjAuVYai/VJRB7Sf0lmPXNE/ct7MJtY3Ou3YN9JPgT0MV+H1U5/2pcleoHPtmyvD2SR2eOahx2vHt5y3BuxNUkIs4ScLN0tPTkZ6ebvZvGzZsMFk2btw4HD58uM1tpqSkICUlxR7hEZHIXvtBa3YW71mRcgSKNAalpTrvtxgR0Q1eeeUVzJ8/HwsWLAAAZGdnIy8vD2vWrMHy5ctNyq9duxZ9+/Y1tlqLiorCwYMHsXLlSmPCbfTo0Rg9ejQAYOnSpXap19VIJBJMnz4dOp0Ox48fFzucdvn6+iIiIgL9+vVDeHg4/P39xQ7JaOTIkfDy8sIHH3zQ4RlV2yKTyTB8+HDExsa2OkB0Z6NSqTBp0iTjWEAnTpxwaH0BAQGYOXMmJ0lwcY/e6oFGnYCMvaZPxV2NnwK4M1iGsSEy3BUqw7Ae4iTYzBkZKEPhfddngW2tS4+9TOwtw5+HeSCxjwzSLnB+yaQSzBvkgZRIOVYc0eDV77V2H+/vRioZsHWSyuV/oBIRNftNLeDf35v/Hl802LVbtwFMuBFRF6DRaHDo0CGTpFhiYiL27t1rdp2SkhIkJia2WDZ58mTk5ORAq9VaNLaWLfUCgFqthlr9/x/jNDQ0tFuXI0mlUtx///3Q6XQ4efKkqLHczNfX19h6rV+/fvD393fpJMjAgQMxd+5cvPfee2a7f3aEt7c3Ro8ejejoaHh5ebUZQ69evexWrz231VE9evRAamoqzpw5g7y8PJNZ6uxBoVBgzpw5nCTBTfxxiAKNeiBrv2sl3Xw9rrdga06wDXehBJs5/X2lKLzXE9PzmlBaZ9+MkEoGPHSLHP8zxAODe7Q+gH90oAy/u9V+Cb/B/q4zso6vQoL/u12J+YM88OQBNT4qb2eqXRutTlBiZKB4kyQQEVnrpSMa1Jv5Co/pKcXoXq5/PWPCjYg6vbq6Ouj1epPWPkFBQa3+IK+pqTFbXqfToa6uDiEhIQ6pFwCWL1+O5557rt3tO5NMJsOsWbOwefNmnD59WrQ4mmfEvLEFmysn2MwJCwvDvHnzsGnTJrskU0NCQnDHHXdgyJAhkMnav/HoCt0gw8PDsXDhQhw5cgRffvklrl69ardtz5w5s9ONh9fZZQ5XoFEHLDskXtLN1wMYE3y9e+i4EBluC3DtBJs5Qd2kKJjqiVkFTfjqfMcTQqHdJPjjEA/MG+RhUYurGRFyzIjo3D9dIn2l2DzRE8XVevzvPrVdk5v/M9QDD93i+q1BiIiavXtKi1e+05osl0qAf4x2jXEo29O5v7WIiG5wc2JGEIQ2kzXmyptbbu96s7KykJmZafx/Q0MDwsLCrKrTEeRyOebMmSNawq1nz55umWAzp2fPnliwYAHOnz/foe14e3sjNDS0UxwTe5NKpRg1ahSGDBmCM2fO2GWbKpXKOJA3uZcnRnogLkjqsNlD2xLSTYLbAqQuNWaWrXwUEnxyjwoF5/ToSFszlQwYGyKDQub+x8QREkJk2DvDE4Xn9Xb7zE4Oc/2WIEREzXad0+H3RebHYV0Rq8Ddvd0jleUeURIRdUBgYCBkMplJq7La2tpWx7gKDg42W14ulyMgIMBh9QKAUql02e5qHh4euPXWW8UOo1Pw8fHhsXQCpVLJ40yQSCQY7yY3565OIZNgaj8eS0eT8jNLRF3U0Yt6zNnVZHb26rRb5PjzUPdpres6gxcQETmIQqEwDqZ+o4KCAsTHx5tdJy4uzqR8fn4+YmJiLBq/zdZ6iYiIiIiIuqKKKwZM39mEy6Y9SRHbS4pVdyrdqmcHH5sQUZeQmZmJtLQ0xMTEIC4uDuvWrUNFRQUWLVoE4Ho3zqqqKmzcuBEAsGjRIqxatQqZmZlYuHAhSkpKkJOTg82bNxu3qdFojDN3ajQaVFVV4ciRI/D29saAAQMsqpeIiIiIiKiru9Ao4L4vmlB9zbRp263dJfgwUQWV3H2SbQATbkTURaSmpuLixYtYtmwZqqurMXToUOTm5hrHY6qurkZFRYWxfEREBHJzc7F48WK8/vrrCA0Nxauvvork5GRjmfPnz2PkyJHG/69cuRIrV67EuHHjUFhYaFG9REREREREXVldk4Ck3EaUXTKdLCbSV4KdUzzRy9P9Omgy4UZEXUZ6ejrS09PN/m3Dhg0my8aNG4fDhw+3ur3w8HDjRAq21ktERERERNRVXWwSMCW3Ed//apps6+ctQd5UT4R6uV+yDeAYbkREREQubfXq1YiIiIBKpUJ0dDSKi4vbLF9UVITo6GioVCpERkZi7dq1JmW2bduGwYMHQ6lUYvDgwdi+fXuLvz/77LOQSCQtXsHBwXbdLyIiIurafv1vsu3oRdNkW28vCXZO9URfb/dNW7lv5ERERESd3NatW5GRkYEnn3wSpaWlSEhIQFJSUosu8DcqLy/HlClTkJCQgNLSUjzxxBN47LHHsG3bNmOZkpISpKamIi0tDUePHkVaWhpmz56N/fv3t9jWkCFDUF1dbXx9//33Dt1XIiIi6jp+UwuY+kUjjphJtgV5SvDFFE9E+rp3ysq9oyciIiLqxF555RXMnz8fCxYsQFRUFLKzsxEWFoY1a9aYLb927Vr07dsX2dnZiIqKwoIFCzBv3jysXLnSWCY7OxuTJk1CVlYWBg0ahKysLEyYMAHZ2dkttiWXyxEcHGx89ezZ05G7SkRERF3EJbWAqbmNOFxnmmwLVAE7p6hwa3f3T1fZtAdidG1Yvnw5Ro8eDR8fH/Tq1QszZszAjz/+aEv4RERERC5Po9Hg0KFDSExMbLE8MTERe/fuNbtOSUmJSfnJkyfj4MGD0Gq1bZa5eZunTp1CaGgoIiIiMGfOHJw+fbrNeNVqNRoaGlq8iIiIiG5UrxEw7YtGHDKTbOuuAHKneGJwD5kIkdmf1Qk3sbo2FBUV4U9/+hP27duHgoIC6HQ6JCYm4urVqzbsNhEREZFru3jxIvR6PYKCglosDwoKQk1Njdl1ampqzJbX6XSoq6trs8yN24yNjcXGjRuRl5eH9evXo6amBvHx8bh48WKr8S5fvhx+fn7GV1hYmFX7S0RERJ1bg0bAvV804tsLpsk2Hw/g8ymeuC2gcyTbABsSbmJ1bdi5cyceffRRDBkyBLfddhveeustVFRU4NChQ9bvNREREZGbkEgkLf4vCILJsvbK37y8vW0mJSUhOTkZw4YNw8SJE/H5558DAN5+++1W683KykJ9fb3xVVlZ2c6eERERUVdx+b/Jtv21psk2LznwyT2eiOnZeZJtgJUJN7G7Ntyovr4eANCjR49Wy7BrAxEREbmrgIAAyGQyk9ZstbW1Ji3UmgUHB5stL5fLERAQ0GaZ1rYJAF5eXhg2bBhOnTrVahmlUglfX98WLyIiIqLLGgH37WzEPjPJtm5yYMc9nogP7lzJNsDKhFtdXZ1oXRtuJAgCMjMzceedd2Lo0KGtxsuuDUREROSuFAoFoqOjUVBQ0GJ5QUEB4uPjza4TFxdnUj4/Px8xMTHw8PBos0xr2wSuP8QsKytDSEiILbtCREREXdQVrYAZeY3Y+4tpsk0lAz5KVCEhpPMl2wAbJ00Qo2vDjf7nf/4H3333HTZv3txmnOzaQERERO4sMzMT//nPf/Dmm2+irKwMixcvRkVFBRYtWgTg+r3O3LlzjeUXLVqEs2fPIjMzE2VlZXjzzTeRk5ODJUuWGMs8/vjjyM/Px4oVK3DixAmsWLECu3btQkZGhrHMkiVLUFRUhPLycuzfvx8pKSloaGjAI4884rR9JyIiIvd2VStgxs5GfFNjmmxTyoAPE1W4u7dchMicw6o9CwwMFL1rw5///Gd88skn+Prrr9GnT58241UqlVAqle3uFxEREZErSk1NxcWLF7Fs2TJUV1dj6NChyM3NRb9+/QAA1dXVLSauioiIQG5uLhYvXozXX38doaGhePXVV5GcnGwsEx8fjy1btuCpp57C008/jf79+2Pr1q2IjY01ljl37hweeOAB1NXVoWfPnrjjjjuwb98+Y71EREREbWnUCbg/vwnFZpJtCimwdaIKk/p03mQbYGXC7cauDTNnzjQuLygowPTp082uExcXh08//bTFsta6NixevLhFmRu7NgiCgD//+c/Yvn07CgsLERERYU3oRERERG4pPT0d6enpZv+2YcMGk2Xjxo3D4cOH29xmSkoKUlJSWv37li1brIqRiIiIqJlaL2B2QRMKz+tN/iaXAJsnqpDUt3Mn2wArE27A9a4NaWlpiImJQVxcHNatW2fStaGqqgobN24EcL1rw6pVq5CZmYmFCxeipKQEOTk5LbqDPv744xg7dixWrFiB6dOnY8eOHdi1axe++eYbY5k//elPeO+997Bjxw74+PgYW8T5+fnB09OzQweBiIiI7G/Hjh04d+5cu+UaGxut2mbzA7u2jB8/HlFRURZvl4io2foyLVb9oGm3XJPp78hW/adMix1ndO2Wm9pXjhdi2UOHiNyX1iDgod1NyD9nepGUSYB3J6gwrV/nT7YBNiTcxOrasGbNGgDAXXfd1SKet956C48++qi1u0FEREQOdunSJeMESfbSPEt5e9RqtV3rJaKu42KTgBOXBPtuUw1cVLe/zVGB9q2XiMjZVh7R4tOz5p9I9POR4PMKHT6vaP8BhCWG+EuRMVxhl205gk1pRTG6NjRPtEBERERERERERK7nN03ruZvTDQJON9gn2QYAiX1kyBhut83ZnU2zlBIREREREREREZF5TLgRERERERERERHZERNuREREREREREREdtQ1poYgIiIip4uPj8ewYcNEqTssLEyUeonI/SX1lSHIU5yZQiN9JaLUS0RkL/MHeSCxj8wpdQWoXPuayYQbEREROcQtt9widghERFa7LUCG2wKc82ORiKizubW7FLd2Z2dKgF1KiYiIiIiIiIiI7IoJNyIiIiIiIiIiIjtiwo2IiIiIiIiIiMiOOIYbEZGLEwQBANDQ0CByJETkDM3nevO576547SLqWnjtIiJ35MhrFxNuREQu7vLlywA46yJRV3P58mX4+fmJHYbNeO0i6pp47SIid+SIaxcTbkRELi40NBSVlZXw8fGBRHJ96uuGhgaEhYWhsrISvr6+IkfYNneJ1V3iBBiro7hKrIIg4PLlywgNDRUtBnswd+1yNa7ynlvCXWJ1lzgBxmpvXeXa5Q7vhb11tX3uavsLdL19vnF/fXx8HHbtYsKNiMjFSaVS9OnTx+zffH193eZL0V1idZc4AcbqKK4Qqzu3DmnW1rXL1bjCe24pd4nVXeIEGKs9daVrl6u/F47Q1fa5q+0v0PX2uXl/HXXtYsKtDcr1V8QOoU32jE+90Ntu27I3vg+2cbXjZq94XPmzSkRERERERARwllIiIiIiIiIiIiK7YsKNiMgNKZVKPPPMM1AqlWKH0i53idVd4gQYq6O4U6xkH+70nrtLrO4SJ8BYyTZd8b3oavvc1fYX6Hr77Kz9lQjuPm+zFRoaGuDn54f6+nqL+iW7Wpc8R3Llbnp8H2zTWY+bpcfI2vOdiIiIiIiIyF7Ywo2IiIiIiIiIiMiOmHAjIiIiIiIiIiKyIybciIiIiIiIiIiI7MimhNvq1asREREBlUqF6OhoFBcXt1m+qKgI0dHRUKlUiIyMxNq1a03KbNu2DYMHD4ZSqcTgwYOxffv2DtdLRERERERERETkbFYn3LZu3YqMjAw8+eSTKC0tRUJCApKSklBRUWG2fHl5OaZMmYKEhASUlpbiiSeewGOPPYZt27YZy5SUlCA1NRVpaWk4evQo0tLSMHv2bOzfv9/meomIXJm9H1wcO3YMycnJCA8Ph0QiQXZ2tl3qFSPOZ599FhKJpMUrODi4zXodEev69euRkJAAf39/+Pv7Y+LEiThw4ECH6xUrVlc5rh999BFiYmLQvXt3eHl5YcSIEXjnnXc6XK9Ysdp6XMk+3OkhsBix2vL5dJfvJ7FidZVrqSO/o7oasa4jYhLrPBeTWOegWMS6fxOTI87lZlu2bIFEIsGMGTOsisnqhNsrr7yC+fPnY8GCBYiKikJ2djbCwsKwZs0as+XXrl2Lvn37Ijs7G1FRUViwYAHmzZuHlStXGstkZ2dj0qRJyMrKwqBBg5CVlYUJEya0OFGtrZeIyFU54sHFtWvXEBkZiRdffLHVG39r6xUrTgAYMmQIqqurja/vv/++1bKOirWwsBAPPPAAvvrqK5SUlKBv375ITExEVVWVzfWKGaurHNcePXrgySefRElJCb777jv87ne/w+9+9zvk5eW53HG1JFZbjivZhzs9BBYrVsC6z6e7fD+JGSvgGtdSR31HdTVinptiEfPcEYuY915iEPOeSCyO2OdmZ8+exZIlS5CQkGB1XBJBEARLC2s0GnTr1g0ffPABZs6caVz++OOP48iRIygqKjJZZ+zYsRg5ciT+/e9/G5dt374ds2fPxrVr1+Dh4YG+ffti8eLFWLx4sbHMv/71L2RnZ+Ps2bM21QsAarUaarXa+P+GhgaEhYWhvr4evr6+7e6vcv2Vdst0FuqF3mKH0Cq+D7bprMfN0mPU0NAAPz8/i893Z4qNjcWoUaNaPDCIiorCjBkzsHz5cpPyf/vb3/DJJ5+grKzMuGzRokU4evQoSkpKTMqHh4cjIyMDGRkZHapXrDifffZZfPzxxzhy5IjJOq1xdKwAoNfr4e/vj1WrVmHu3Lk21StmrK56XAFg1KhRmDp1Kp5//nmb6hUzVluOK9mHI97z1NRUNDQ04IsvvjCWueeee+Dv74/NmzfbVK+YsVr7+XSX7ycxY3XVa6m9vqO6GrHOTTGJde6ISaxzUCxi3ROJyVH7rNfrMW7cOPzud79DcXExLl26hI8//tjiuOTW7ERdXR30ej2CgoJaLA8KCkJNTY3ZdWpqasyW1+l0qKurQ0hISKtlmrdpS70AsHz5cjz33HMW79/NXDkJ1ZXwfbANj5tr0mg0OHToEJYuXdpieWJiIvbu3Wt2nZKSEiQmJrZYNnnyZOTk5ECr1cLDw8Pu9YoVZ7NTp04hNDQUSqUSsbGxeOGFFxAZGWmXfbM11mvXrkGr1aJHjx421ytWrM1c7bgKgoAvv/wSP/74I1asWGFzvWLF2sya40r24aj3vKSkpMUD4OYyzb0uXOnz2V6szSz9fLrL95OYsTZztWspYJ/vqK5G7HNTDGKfO2IQ+97L2cS+JxKDI/d52bJl6NmzJ+bPn29Tl3ybJk2QSCQt/i8Igsmy9srfvNySbVpbb1ZWFurr642vysrKVssSETmDIx5cOKJeseIErj+h2rhxI/Ly8rB+/XrU1NQgPj4eFy9etMu+2Rrr0qVL0bt3b0ycONHmesWKFXCt41pfXw9vb28oFApMnToVr732GiZNmmRzvWLFClh/XMk+HPWeO+IhsFixAtZ9Pt3l+0nMWAHXupbeyB7fUV2NmOemWMQ8d8Qi5r2XGMS8JxKLo/Z5z549yMnJwfr1622OzaoWboGBgZDJZCZB19bWmgTbLDg42Gx5uVyOgICANss0b9OWegFAqVRCqVRatnNERE7kiAcXzqrX0XEmJSUZ/z1s2DDExcWhf//+ePvtt5GZmSlKrC+99BI2b96MwsJCqFSqDtUrVqyudFx9fHxw5MgRXLlyBbt370ZmZiYiIyNx11132VyvWLHaelzJPtzlIbBYsdry+XSX7ydb1uF3lGXHtasR6zoiJrHOczGJdQ6KRaz7NzHZc58vX76Mhx9+GOvXr0dgYKDNMVmVcFMoFIiOjkZBQUGLsdQKCgowffp0s+vExcXh008/bbEsPz8fMTExxmZ6cXFxKCgoaNH0Nj8/H/Hx8TbXS0Tkihz14MLe9YoVpzleXl4YNmwYTp06Zfbvjo515cqVeOGFF7Br1y4MHz68Q/WKFas5Yh5XqVSKAQMGAABGjBiBsrIyLF++HHfddZfLHde2YjWnveNK9uFOD4HFitWctj6f7vL9JGas5nSm76iuxpXOTWdxpXPHWVzp3ssZXOmeyFkcsc/Hjh3DmTNncO+99xr/bjAYAAByuRw//vgj+vfv325sVncpzczMxH/+8x+8+eabKCsrw+LFi1FRUYFFixYBuN6N88ZBAhctWoSzZ88iMzMTZWVlePPNN5GTk4MlS5YYyzz++OPIz8/HihUrcOLECaxYsQK7du1qMdBie/USEbmDGx8g3KigoMD4kOFmzQ8lbnTzgwt71ytWnOao1WqUlZUhJCTE7N8dGevLL7+M559/Hjt37kRMTEyH6xUrVnPEPK43EwTBOMmRqx3XtmI1p73jSvbhqPe8tTLmHgJbWq9YsZrT1ufTXb6fxIzVnM70HdXVuNK56SyudO44iyvdezmDK90TOYsj9nnQoEH4/vvvceTIEePrvvvuw913340jR44gLCzMsuAEG7z++utCv379BIVCIYwaNUooKioy/u2RRx4Rxo0b16J8YWGhMHLkSEGhUAjh4eHCmjVrTLb5wQcfCLfeeqvg4eEhDBo0SNi2bZtV9Vqivr5eACDU19dbtR4RuR9XPt+3bNkieHh4CDk5OcLx48eFjIwMwcvLSzhz5owgCIKwdOlSIS0tzVj+9OnTQrdu3YTFixcLx48fF3JycgQPDw/hww8/NJZRq9VCaWmpUFpaKoSEhAhLliwRSktLhVOnTllcr6vE+Ze//EUoLCwUTp8+Lezbt0+YNm2a4OPj02qcjop1xYoVgkKhED788EOhurra+Lp8+bLNx1TMWF3luL7wwgtCfn6+8PPPPwtlZWXCP//5T0Eulwvr1693ueNqSay2HFeyD0e853v27BFkMpnw4osvCmVlZcKLL74oyOVyYd++fRbX60qxWvv5dJfvJzFjdZVrqaO+o7oasc5NMYl17ohJrHNQLGLdE4nJEft8s0ceeUSYPn26VXHZlHBzV5cuXRIACJWVlUJ9fT1ffPHViV+VlZUCAOHSpUtiX3rMsveDi/LycgGAyevm7Vj74EKMOFNTU4WQkBDBw8NDCA0NFe6//37h2LFjbcbpiFj79etnNtZnnnnG4npdKVZXOa5PPvmkMGDAAEGlUgn+/v5CXFycsGXLFqvqdaVYbT2uZB/u9BBYjFht+Xy6y/eTWLG6yrXUkd9RXY1Y1xExiXWei0msc1AsYt2/ickR5/KNbEm4SQThvyPDdQGnT5+2qJ8tEXUelZWV6NOnj9hhEBERERERURdi1aQJ7q5Hjx4AgIqKCvj5+YkcjetqaGhAWFgYKisr4evrK3Y4LovHyTJiHSdBEHD58mWEhoY6rU4iIiIiIiIioIsl3KTS63NE+Pn5MUFiAV9fXx4nC/A4WUaM48TEOhEREREREYnB6llKiYiIiIiIiIiIqHVMuBEREREREREREdlRl0q4KZVKPPPMM1AqlWKH4tJ4nCzD42QZHiciIiIiIiLqarrULKVERERERERERESO1qVauBERERERERERETkaE25ERERERERERER2xIQbERERERERERGRHTHhRkREREREREREZEdMuBEREREREREREdmRWyXcVq9ejYiICKhUKkRHR6O4uLjN8kVFRYiOjoZKpUJkZCTWrl1rUmbbtm0YPHgwlEolBg8ejO3bt3e4XrGJcZyeffZZSCSSFq/g4GC77pe92fs4HTt2DMnJyQgPD4dEIkF2drZd6hWbGMfJHT9PRERERERERM3cJuG2detWZGRk4Mknn0RpaSkSEhKQlJSEiooKs+XLy8sxZcoUJCQkoLS0FE888QQee+wxbNu2zVimpKQEqampSEtLw9GjR5GWlobZs2dj//79NtcrNrGOEwAMGTIE1dXVxtf333/v0H3tCEccp2vXriEyMhIvvvhiq8khfp4sO06Ae32eiIiIiIiIiFoQ3MTtt98uLFq0qMWyQYMGCUuXLjVb/q9//aswaNCgFsv+8Ic/CHfccYfx/7NnzxbuueeeFmUmT54szJkzx+Z6xSbWcXrmmWeE2267rYPRO48jjtON+vXrJ/zrX//qcL1iE+s4udvniYiIiIiIiOhGbtHCTaPR4NChQ0hMTGyxPDExEXv37jW7TklJiUn5yZMn4+DBg9BqtW2Wad6mLfWKSazj1OzUqVMIDQ1FREQE5syZg9OnT3d0lxzCUcfJEfWKSazj1MxdPk9EREREREREN3OLhFtdXR30ej2CgoJaLA8KCkJNTY3ZdWpqasyW1+l0qKura7NM8zZtqVdMYh0nAIiNjcXGjRuRl5eH9evXo6amBvHx8bh48aI9ds2uHHWcHFGvmMQ6ToB7fZ6IiIiIiIiIbiYXOwBrSCSSFv8XBMFkWXvlb15uyTatrVdsYhynpKQk47+HDRuGuLg49O/fH2+//TYyMzOt3wkncMRxckS9YhPjOLnj54mIiIiIiIiomVu0cAsMDIRMJjNpVVNbW2vSmqZZcHCw2fJyuRwBAQFtlmnepi31ikms42SOl5cXhg0bhlOnTtmyKw7lqOPkiHrFJNZxMseVP09EREREREREN3OLhJtCoUB0dDQKCgpaLC8oKEB8fLzZdeLi4kzK5+fnIyYmBh4eHm2Wad6mLfWKSazjZI5arUZZWRlCQkJs2RWHctRxckS9YhLrOJnjyp8nIiIiIiIiIhPizNVgvS1btggeHh5CTk6OcPz4cSEjI0Pw8vISzpw5IwiCICxdulRIS0szlj99+rTQrVs3YfHixcLx48eFnJwcwcPDQ/jwww+NZfbs2SPIZDLhxRdfFMrKyoQXX3xRkMvlwr59+yyu19WIdZz+8pe/CIWFhcLp06eFffv2CdOmTRN8fHy61HFSq9VCaWmpUFpaKoSEhAhLliwRSktLhVOnTllcr6sR6zi52+eJiIiIiIiI6EZuk3ATBEF4/fXXhX79+gkKhUIYNWqUUFRUZPzbI488IowbN65F+cLCQmHkyJGCQqEQwsPDhTVr1phs84MPPhBuvfVWwcPDQxg0aJCwbds2q+p1RWIcp9TUVCEkJETw8PAQQkNDhfvvv184duyYQ/bPXux9nMrLywUAJq+bt9PVP0+WHCd3/DwRERERERERNZMIwn9HNCciIiIiIiIiIqIOc4sx3IiIiIiIiIiIiNwFE25ERERERERERER2xIQbERERERERERGRHTHhRkREREREREREZEdMuBEREREREREREdkRE25ERERERERERER2xIQbERERERERERGRHTHhRkREREREREREZEdMuBEREREREREREdkRE25ERERERERERER2xIQbERERERERERGRHf0/y/rWqJcs1wUAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Labels import LabelText\n", "\n", "design.delete_all_components()\n", "############################\n", "LabelText(design, 'leText', options=Dict(pos_x=0, pos_y=0,\n", " text='Hi', font_size='10um', font='serif'))\n", "############################\n", "\n", "fig, axs = plt.subplots(ncols=4); fig.set_figwidth(15)\n", "QUtilities.plot_highlight_component('leText', design, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "#CUT INTO GROUND PLANE######\n", "LabelText(design, 'leText', options=Dict(pos_x='10um', pos_y='10um',\n", " text=\"Gap\", font_size='10um', font='serif', is_gap=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leText', design, ax=axs[1])\n", "design.delete_all_components()\n", "\n", "#CENTRE TEXT ON POSITION####\n", "LabelText(design, 'leText', options=Dict(pos_x='10um', pos_y='10um',\n", " text=\"Gap\", font_size='10um', font='serif', centre_text=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leText', design, ax=axs[2])\n", "design.delete_all_components()\n", "\n", "#TYPESET LATEX##############\n", "LabelText(design, 'leText', options=Dict(pos_x=0, pos_y=0,\n", " text=r\"$e^x-\\frac{1}{2}$\", font_size='10um', is_latex=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leText', design, ax=axs[3])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Joints " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Basic isolated pin \n", "\n", "Basic joint" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Joints import Joint\n", "\n", "from SQDMetal.Comps.Xmon import Xmon\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "\n", "############################\n", "Joint(design, 'leJoint', options=Dict(pos_x='100um', pos_y='100um', orientation=30))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leJoint', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Extending pin off another pin \n", "\n", "Extending joint off another pin (can manually specify direction vector or use the source pin's direction)" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Joints import Joint\n", "\n", "from SQDMetal.Comps.Xmon import Xmon\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "fig, axs = plt.subplots(ncols=3); fig.set_figwidth(11)\n", "\n", "#MANUAL DIRECTION FROM PIN##\n", "JointExtend(design, 'leJoint', options=Dict(jointObj='leXmon', jointPin='left',\n", " dist_extend='20um', orientation=120,\n", " pin_width='10um', extend_off_pin_dir=False))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leJoint', design, ax=axs[0])\n", "\n", "#USE PIN'S DIRECTION########\n", "JointExtend(design, 'leJoint', options=Dict(jointObj='leXmon', jointPin='left',\n", " dist_extend='20um', orientation=150,\n", " pin_width='10um', extend_off_pin_dir=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leJoint', design, ax=axs[1])\n", "\n", "#SPECIFY NEW PIN DIRECTION##\n", "JointExtend(design, 'leJoint', options=Dict(jointObj='leXmon', jointPin='left',\n", " dist_extend='20um', orientation=150,\n", " pin_width='10um', extend_off_pin_dir=True,\n", " pin_orientation=270))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leJoint', design, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Pin on side of wire/routing object \n", "\n", "A pin to the side of a wire when given as a fraction of wire's distance" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "data": { "image/png": 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T7XbD4XDA5XLBbs/8igER0Vm9/X3oHxxY1L4CEtzmavhL4IosAOiiYdgDkzBGMnte2vkMBgMuv+Qy6HS6rPRXyHnADCWicsMMPaeUMlSzbzhDoRCOHDmCbdu2xW3ftm0bDh06lFIfqqrC4/Ggurp6Ztvhw4fn9HnttdfO22cwGITb7Y57ERFlkxACp3u6Fx2UEVmPiYrGkghKSURh80+idnowq0EJAOFweNHnuJgwQ4monDBDzynFDNWs4BwfH0c0GkVDQ0Pc9oaGBgwPD6fUx49//GN4vV7cdNNNM9uGh4fT7nPPnj1wOBwzr5aWljQ+CRHR/IQQ+PD0RxgaSe1322yx6T9Lin/6jxAwBz2o8wzCGvJkuMRBcoPDQwgEshvChYYZSkTlghl6RglnqOaLBklS/OkSQszZlsi+fftw9913Y//+/aivr8+ozzvvvBMul2vm1dfXl8YnICJKTlVVvP/hKYyOj6W9rwDgMlfDZamFKOIV9ABAiQRQMz0ER2ASslj88vWpEEKgu69H02MUCmYoEZUyZmhMqWeoXquOa2trodPp5lw1HR0dnXN1dbb9+/fj1ltvxW9+8xtcffXVce81Njam3afRaITRaEzzExARzS+qqjh56n04Xc60943IejgtdUV/RVanRmDzT8EU8eX0uD6/H5FIBHq9ZjGWV8xQIip1zNDyyVDNLgcoioJ169bh4MGDcdsPHjyIzZs3J91v3759+MpXvoKnnnoKn/70p+e8v2nTpjl9vvTSS/P2SUSUbdFoFMdPHl9UUPoNlqKf/iMJFRWBKdR6BnIalDqdDm0trbhszSUlW2wCzFAiKm3M0PLKUE2PtGvXLnR2dmL9+vXYtGkTHnvsMfT29mLHjh0AYtN0BgYG8OSTTwKIBeWXv/xl3H///di4cePMVViz2QyHwwEA+Pa3v41PfOIT+OEPf4jPfe5z+O1vf4vf//73eO2117T8KEREM8KRCI6fPI5pb3rLlAsAblM1/EabNgPLAUmoMIW8qAi6oBPRnB67vq4erc0tUAyGnB43X5ihRFSKmKHll6GaFpzbt2/HxMQE7r33XgwNDWHNmjU4cOAA2traAABDQ0NxzxN79NFHEYlEcPvtt+P222+f2X7LLbfgiSeeAABs3rwZTz/9NO666y5873vfw4UXXoj9+/djw4YNWn4UIiIAsdVDj508Dp/fn9Z+sek/tYjoinNqoi4ahiXkgTk0DRm5fXC03WZDe2s7KqzWnB4335ihRFRqmKHlmaGaPoezUPEZYkS0GMFgEO+dOI5AML3V3QJ6C1yWmuJb1EAIKJEArCE3lEhAsxXzklEUBe0tbaitqdHsGMyD9PGcEdFiMENzq5AytHRvgCEiyiK/34/3Th5HKBRKeR8BwGOqgs9YXP8ol4QKc2galpAHejWS8+PLsoylS5rQtKQJOrnI/oFBRERzMENzpxAzlAUnEdECvD4vjp04gXAknPI+EUkHl6UOYX3xTP/RR0OwhDwwhbw5n/JzVm1NDdpaWmFUiue8ERFRcszQ3CnUDGXBSUQ0D8+0B8dPnkAkmvrN/QG9+cz0H52GI8sSIWCM+GEJumGMBvM2DKvVio7WdthtxbsYBBERxWOG5kahZygLTiKiJFxuF46/fxKqmtpDmItp+o+kRmE5M+Un1yvlnc9gMKC1uQX1tXWQpFzf4UJERFphhmqvWDKUBScRUQKTU1N4/4P3oaa4rlpU0sFZBNN/9NEgLEEPzGFvzhcwOJ8kSWhqXILmpqXQ6YrgKjYREaWMGaqtYstQFpxERLOMT4zj1EcfItVFvAN6M1zmGgi5QH/pCwFT2AdLyAMlj1N+zqqurEJ7axtMJlO+h0JERFnGDNVWMWYoC04iovOMjI7gw+7TKbUVAKZNlfAqdqAAp7LIagSW0DTMIQ90IrUpTVqymM1ob21HpcOR76EQEZEGmKHaKeYMZcFJRHTG4NAQuvt6Umobm/5Ti7C+8K4wGiKB2Ep5YV9ep/ycpdfp0dLcjMb6hoK+x4SIiBaPGaqNUshQFpxERAB6+/vQPziQUtug3gSnubawpv8IFeawD5agBwY19eecaUmSJDTUN6BlaTMMesYNEVGpYoZmXyllaHGPnogoC073dGNoZHjBdgLAtLESXmPhTP+JTfnxwBKahlwAU37Octgd6Ghrg8VsyfdQiIhIQ8zQ7Cu1DGXBSURlSwiBD7tPY3RsdMG2hTb9R4kEYs/9ivgLYsoPAOh0OlQ6KlFfW4uqyqp8D4eIiDTEDM2uUs5QFpxEVJZUVcWpjz7ExOTEgm2DehNc5lqoeZ7+IwkVppAXlpAHBjWc17GcZTKaUFVZieqqKtht9qK9v4SIiFLHDM2OcslQFpxEVHZUVcXJU+9jyuWct11s+o8DXqMjr9N/dNEwLCEPzKFpyEhtmXmtSJIEW0UFqiqrUF1ZBbPZnNfxEBFRbjFDF69cM5QFJxGVlWg0iuPvn4Tb456/nSTDZalDKF/Tf4SAEgnAGnJDiQTyOuVHr9OjstKBqsoqVDkqoS/yxQuIiGhxmKHpY4ay4CSiMhKJRHDs5AlMe6fnbRfUmeCy5Gf6jyRUmEPTsIQ80KuRnB//LLPJFAvHyirYbbaSneZDRESpYYamjhkajwUnEZWFUDiEYydOwOf3JW0jAHiNDkznYfqPPhqKPfcr5M3LlB9JkmC32Wam+ZhMhbGwAxER5R8zdH7M0Pmx4CSikhcMBvHeieMIBANJ20QlGS5zLUKGHN5PIQSMET8sQQ+M0eRj04per0eVoxJVVVWodDig1zESiIgoHjM0MWZo6nhmiKik+QN+vHfiOEKh5A9yDumMcFpqocq5+ZUoqVFYzkz50YloTo55lsVsnpnmY6uoKPtpPkRElBwzNB4zdHFYcBJRyfL6vDh28gTC4cTLn8em/9gxbazMyfQffTQIS9ADc9ibswUMJEmCw2ZHVVUVqiorYTJymg8RES2MGcoMzRYWnERUkjzTHhw/eQKRaOKrn6okw5mL6T9CwBT2wRLyQIkGtT3WGQa9AVWVlaiqjE3z0eny++wzIiIqLsxQZmg2seAkopLjcrtw/P2TUFU14fu5mP4jq5EzK+VN52TKj8ViQXVl7ApshZXTfIiIaHGYoczQbGPBSUQlZXJqCu9/8D5UMXeVOgHAq9gxbarUbPqPIRKIrZQX9mk65UeWJNjtDlSfuQprNBo1PBoREZUDZihpgQUnEZWM8YlxnProQ4gEQalKMlzmGgQNluwfWKgwh32wBD0wqMkXVsiUwWA4s+R6JRx2TvMhIqLsYYaSVlhwElHRC4VD6O3rw+j4WOL3dQqclrqsT/+R1QgsIQ8soWnIIvHUo0xZLVZUVVaiurIKVquV03yIiCirmKGkNRacRFS0VFXF0Mgw+gcGEFUT3+PhVWzwmKqyOv1HiQRgCbphjPizPuVHlmU4zpvmoyhKlo9ARETEDKXcYcFJREVpcmoS3b29SR9ErUKGy5K96T+SUGEKeWEJeWBQEy8Rv1iKosysiOewO6CT5az2T0REdD5mKOWS5v9F9u7di46ODphMJqxbtw6vvvpq0rZDQ0O4+eabsXz5csiyjJ07d85p88QTT0CSpDmvQCDxXxgiKi0+nw/vnTiOE6feTxqUIZ2CCduSrASlLhqGzT+JOnc/HIHJrAVlhdWKlqXNuHT1xVh/2eW4sP0CVFdWMSgpDjOUiLKJGUr5oOk3nPv378fOnTuxd+9ebNmyBY8++iiuv/56HDt2DK2trXPaB4NB1NXVYffu3fjpT3+atF+73Y6TJ0/GbTOZ+CBWolIWjkTQ19+H4dGRpG1USYbHWAm/UpHZ9B8hoEQCsIbcUCKBrEz5kWUZlQ4Hqs4su64YOM2H5scMJaJsYYZSPmlacP7kJz/Brbfeiq9+9asAgPvuuw8vvvgiHn74YezZs2dO+/b2dtx///0AgMcffzxpv5IkobGxUZtBE1FBEUJgeHQEff39iEQjidsA8Ck2TBsdEPLiV52ThHrmuV8e6NXEx0qHUVHOhGMVHHY7ZF55pTQwQ4koU8xQKgSaFZyhUAhHjhzBd7/73bjt27Ztw6FDhzLqe3p6Gm1tbYhGo7jsssvw13/911i7dm3S9sFgEMFgcOZnt9ud0fGJKDecLhe6e7vh8/uTtgnqTXCbqhDVLf5qpz4aij33K+SFjLnLwafDVlExE5BWiwbLx1NZYIYSUaaYoVQoNCs4x8fHEY1G0dDQELe9oaEBw8PDi+53xYoVeOKJJ3DxxRfD7Xbj/vvvx5YtW/D222/joosuSrjPnj17cM899yz6mESUW/5AAP2DAxhLskQ7AERkPTymqsXfYyIEjBE/LEEPjNHF37+m0+lQaT83zcdgMCy6L6KzmKFEtFjMUCo0mq9SO/t5N0KIjJ6Bs3HjRmzcuHHm5y1btuDyyy/Hgw8+iAceeCDhPnfeeSd27do187Pb7UZLS8uix0BE2ohEI+gfHMDQ8DDMZnPCNiokTJsc8Cn2Rd1jIqlRWMLTsAQ90InEy8AvxGg0ovrMFVi7zcZpPqQZZigRpYoZSoVKs4KztrYWOp1uzpXY0dHROVdsMyHLMj7+8Y/j1KlTSdsYjUYYjcasHZOIsksIgdHxMfT29yEcjq1g5/P5YLVa4fV6Y20A+A0VmDZVQl3EPSb6aBCWoAfmsHdRCxjYbbaZaT6WJEFOlC3MUCJKFTOUCp1mBaeiKFi3bh0OHjyIz3/+8zPbDx48iM997nNZO44QAl1dXbj44ouz1icR5Y7b48Hpnm54fd4574VDYUiShKCswG2uQkSX/j96lUgAFQEnlGhw4cbn0el0qHRUorqyCpWVlTDo+dhiyh1mKBGlghlKxUDT//q7du1CZ2cn1q9fj02bNuGxxx5Db28vduzYASA2TWdgYABPPvnkzD5dXV0AYosajI2NoaurC4qiYNWqVQCAe+65Bxs3bsRFF10Et9uNBx54AF1dXXjooYe0/ChElGXBYBA9fb0Yn5xI2sYfiSJcUQennP7VUJ0agc0/BVPEl/I+JpMJVZVVqK6shN1mz2jqIlGmmKFElAwzlIqJpgXn9u3bMTExgXvvvRdDQ0NYs2YNDhw4gLa2NgCxh1T39vbG7XP+SnlHjhzBU089hba2NnR3dwMAnE4nvva1r2F4eBgOhwNr167FK6+8giuuuELLj0JEWRKNRjE4PISBoUGoqpqwjQoJXqMdXqMdACCLKFQptSlAklBhDbpgDboXnPYjSRJsFbYz95JUJr3nhSgfmKFENBszlIqRJITIbP3iIuR2u+FwOOByuWC32/M9HKKyIITAxOQEuvt6EQqFErcBEDBY4DFVQZXPXQ8zqWEE5AVWrhMCprAXtoBz3oUM9Do9KisrUV1ZiUpHJfSc5lPWmAfp4zkjyj1mKBWiVPOAf0qISHPTXi9O93TDM+1J2iasU+A2VSGsN815LyDpYVAjCMuJf2UZIkHYApNQoolDGIg926u1uYXTfIiIqKgwQ6nYseAkIs2EwiH09vdhdCz5s8Cikg7Tpkr4lYrkHUkSkGAyhqxGYAs4YZpn1TxFUdDW3Iq62to0R09ERJQ/zFAqFSw4iSjrVFXF0Mgw+gcGEFUTT80RALyKHV6TA0Ja+BlcYdkAkwgjIBkAocIa9MAadEFG4rsCZFlGU+MSLF3SBJ0u/SXgiYiI8oEZSqWGBScRZY0QAlNOJ7p7exAIBhK3ARDUm+ExVSGqW+CekllCQoIp4kWF3wm9iCRtV1NdjbaWNpj47EAiIioSzFAqVSw4iSgrfH4funt64HS7krYJywZ4zFUI6dNfyU4fDcHmn0StWYEnSVBaLRa0t7bDwYVMiIioiDBDqZSx4CSijIQjEfQP9GNoZDhpG1WSMW10wKfYYveSpEFSo7AFnTCHpiEBmJ4OwmAwIBwOz7TR6/VobW5BQ109FzMgIqKiwQylcsCCk4gWRQiB4dER9PX3IxJNfLVUAPApNkwbHRBymveACAFLyIOKgAsyzj1rTAAwKUaEw2FIkoTGhka0NC3l0uxERFQ0mKFUTvini4jS5nS50N3bDZ/fn7RNUG+Cx1SFiE5Ju38l7Ic9MAm9mjiEPd5p1NXWoXlJEx80TURERYUZSuWGBScRpSwQCKC7rweTU1NJ20RkPTymKgQNlrT710XDsAWmYIz4ky7RbjaZ0N7ahqrKqrT7JyIiyhdmKJUrFpxEtKBoNIr+wQEMDg9BJHiWFwCokOA1OeBV7OnfYyJUVAScsIQ8SUNSp9OhZWkzGusbIMsLLwFPRERUCJihVO5YcBJRUkIIjI2Po6e/N26Bgbg2APwGK6ZNVVAXcY+JOTyNioATOqEmbdZQV4/W5hYYDOktAU9ERJQvzFCiGBacRJRQKBTC+x9+ALfHnbyNzgi3qQoRffrP6jJEArD7J2FQE4cwANhtNnS0tsNqtabdPxERUb4wQ4nOYcFJRHNMOZ049dEHiEQSLzgQlXTwmKoQUNIPMVmNwBaYginsSzr1x6goaG9tQ3VVNZdoJyKiosIMJYrHgpOI4kw6p3Di/ZMJ3xOQ4DXaMW20A1Ka94AIFRVBN6xBNyQkvodFlmU0Ny3FksYl0PEeEyIiKjLMUKK5WHAS0Qyvz4dTH3wwZ7sAEDBY4DFVQZXT/7VhCnlhC0xBJ6JJ29TV1KK1pRVGJf0l4ImIiPKNGUqUGAtOIgIAhMNhnHj/JKJqfKCpkOA21yxq6o8+EoQ9MAUlGkzapsJqRUdbO2wVtrT7JyIiKgTMUKLkWHASEQCgf3AAwVB8qKmSjAlrI6K69Fa2k9UoKgJTMIe9Se8xMRgMaGtpRV1NLe8xISKiosYMJUqOBScRIRQKYWR0JG6bADBlqUsvKIWANeiGNeiCnOQeE0mS0NS4BM1NS6HTpbkEPBERUYFhhhLNjwUnEWFgeAjqrIdRTxsrEdabUu7DGPbBFpiCXk28Kh8AVFdVo72lFSZT6v0SEREVMmYo0fxYcBKVOVVVMTY2FrctKsnwGVO7H0QfDcEWmIIxEkjaxmK2oKOtDQ67I6OxEhERFRJmKNHCWHASlTmny4lINP6Kqk+xQyywZLukRlERdMES8iS9x0Sv16N1aTMa6ht4jwkREZUcZijRwlhwEpW5sYnxuJ8FAP8Cq+kpYT8q/eOQhZq0zZKGRrQsbYZez18zRERUmpihRAvjn2KiMhaJRDA5NRW3LaQzzvucMF00hCrfaNIrspV2B9rb2mAxW7I4UiIiosLCDCVKDQtOojI2MTUJMWuhg4WeFVYRdCcMSpPRhPbWNlRVVnLqDxERlTxmKFFqWHASlbGx8blTgQKG5GEpCRWmsC9um07WoXnpUixpaIQsz3/PChERUalghhKlhgUnUZkKBoNwe9zx2/SWeRc6MIZ9kGY9G6yttRWN9Q2ajJGIiKgQMUOJUsdLKURlanxyYs62hRY6MIe9cT9LkoSa6pqsjouIiKjQMUOJUqd5wbl37150dHTAZDJh3bp1ePXVV5O2HRoaws0334zly5dDlmXs3LkzYbtnnnkGq1atgtFoxKpVq/Dcc89pNHqi0jV7KpAqyQjqzUnby2oEyqznhFVVVsLAFfSINMMMJSpMzFCi1GlacO7fvx87d+7E7t27cfToUWzduhXXX389ent7E7YPBoOoq6vD7t27cemllyZsc/jwYWzfvh2dnZ14++230dnZiZtuuglvvPGGlh+FqKR4fV74/PH3kQQMFmCehQpMYd+chQ7qamo1GB0RAcxQokLFDCVKjyRmL6+VRRs2bMDll1+Ohx9+eGbbypUrceONN2LPnj3z7nvVVVfhsssuw3333Re3ffv27XC73fjd7343s+26665DVVUV9u3bl9K43G43HA4HXC4X7HZ76h+IqER09/ZgcHgobtuEtQFhvSnpPjWeQRjU8MzPOp0OH1+7joscUFEr5DxghhIVJmYoUUyqeaDZn/JQKIQjR45g27Ztcdu3bduGQ4cOLbrfw4cPz+nz2muvnbfPYDAIt9sd9yIqV0IIjE/E33sSkfTzBqU+GoL+vKAEgJrqGgYlkUaYoUSFiRlKlD7N/qSPj48jGo2ioSF+5a2GhgYMDw8vut/h4eG0+9yzZw8cDsfMq6WlZdHHJyp2bo8boXAobttCzw0zhb2cCkSUQ8xQosLEDCVKn+aXVmY/vFYIkfEDbdPt884774TL5Zp59fX1ZXR8omKW6Llh/nmeGwYA5lD8ynqKosBus2V7aEQ0CzOUqLAwQ4nSp9nSWLW1tdDpdHOumo6Ojs65upqOxsbGtPs0Go0wGo2LPiZRqYiqKiYmJ+O2RXQKojpD0n0MkQB0Ihq3ra6mNuN/9BJRcsxQosLDDCVaHM2+4VQUBevWrcPBgwfjth88eBCbN29edL+bNm2a0+dLL72UUZ9E5WJqagpRNT740r0yCwB1tZwKRKQlZihR4WGGEi2Opg//2bVrFzo7O7F+/Xps2rQJjz32GHp7e7Fjxw4AsWk6AwMDePLJJ2f26erqAgBMT09jbGwMXV1dUBQFq1atAgB8+9vfxic+8Qn88Ic/xOc+9zn89re/xe9//3u89tprWn4UopIwNjF3KlBgvrAUAqZw/NLvVosFFrNFg9ER0fmYoUSFhRlKtDiaFpzbt2/HxMQE7r33XgwNDWHNmjU4cOAA2traAMQeUj37eWJr166d+f9HjhzBU089hba2NnR3dwMANm/ejKeffhp33XUXvve97+HCCy/E/v37sWHDBi0/ClHRC4fDcLqccdtCehNUWZd0H2PEBxlq3La6mjothkdEszBDiQoHM5Ro8TR9Dmeh4jPEqBwNjQzjdE933DanuQYBpSLpPpXeUZgi/rht6y+7HIqiaDFEopxjHqSP54zKETOUaK68P4eTiArL+KypQCokBA3Jp/VIIgrjrKB02B0MSiIiKjvMUKLFY8FJVAYCgQA809Nx24IGC4SU/FeAKeSb+9wwLnRARERlhhlKlBkWnERlYPZCB0AKK+uF41fWk2UZNVXVWR0XERFRoWOGEmWGBSdRiRNCzHlQdVTSIaQ3Jd1HViMwRINx26orq6DTJV8cgYiIqNQwQ4kyx4KTqMRNe70IBANx2wIGCzDPQ6fNIS+nAhERUdljhhJljgUnUYlLOBVIWWgqUPy9Knq9Hg67I6vjIiIiKnTMUKLMseAkKmGqqs5ZWS8iGxDRGZPuo48EoVcjcdtqa2ohy/x1QURE5YMZSpQd/NNPVMJcbhcikfjgS3ehAwCoq+FUICIiKi/MUKLsYMFJVMJmL3QgsMBUICFgmhWWJqMJFdb5A5aIiKjUMEOJsoMFJ1GJikajmHROxW0L64xQZX3SfZRIADqhxm2rq62FNM/iCERERKWGGUqUPSw4iUrUxNQkVDU++DgViIiIaGHMUKLsYcFJVKISTQUKKJak7SWhwhj2xW2zVVTAZEr+rDEiIqJSxAwlyh4WnEQlKBQKweV2xW0L6s0QUvKHThvDPsgQcdtqeWWWiKh8CAG43UAgAMz6dq+cMEOJsosFJ1EJGp+YmLNt4eeGxU8FkiQJtdU1WR0XEREVsDffBBwOwGwGdLrY//f5Ft6vxDBDibKLBSdRCRqbGIv7WYWMoD75VCBZjUKJBOK2VToqYTAYNBkfEREVILsdaGk597PbDVitwO7dwPHj+RtXjjFDibKLBSdRifH5fPDOuiIdMFiAeVbJM4W9mP0uFzogIiozK1cCXV3Atm3x2//2b4FVq4CPfQz46U+BoaG8DC8XmKFE2ceCk6jEjE2Mz9mW7lQgnaxDVVVVVsdFRERFoLoa+N3vgIMHgZ4e4LHHgPXrY+99+CGwaxfQ1ARcdRXwy18C09N5HW62MUOJso8FJ1EJEULMCcuopENYn3yVPF00DH00FLetproaOpm/HoiIypIsA1dfDbS2ArfdBvznfwLd3bFvOhsaYm1efhn48pcBmw348z+PFamRSF6HnSlmKJE2+LeBqIS4PR6EQvHBl8qV2TlTgWo5FYiIiM7T1gbceWdsOu0f/hD7pvOsp58GPvUpwGAAvvWtWIEqRPK+ChQzlEgbLDiJSsj4xNznhi30oGpTKH4qkGJQYLfZsz00IiIqBZIErF0L/PjHsW80X3oJ+NKXzr3/4IPAFVcAtbXAX/818NFH+RtrmpihRNpgwUlUIlRVxfhk/FLuEdmAqE5Juo8hEoBexE+Bqq2pgTTP4ghEREQAYo9Oueaac/dyPvVU7GcAmJwEvv994MILgcsui71XwFNumaFE2mHBSVQippxORKPRuG1+pWLefWYvdABwKhARES2C1Rq7l/Oll4CREeCBB4AVK2Lvvf028L3vAe+8E/v/g4PArLzKN2YokXZYcBKViNnPDRM4s5R7MkLAFI5f+t1itsBqmX/6EBER0bzq64FvfjP27M6TJ2PfdFrO5NH4OHDkCHDgQOwRLOPjsfs9X3gB+L/+L6CyEqipAW64IbYqbo4wQ4m0w4KTqASEIxFMOZ1x20J6E1RZn3QfY8QPWahx23hlloiIsmrZMuCee2Lfbi5bBjQ3n3uvrw84fBj4t3+LFaY7dsQWHPr3f4+tlPv5zwOqmrzvLGGGEmkr+d8kIioaE5MTELNWBFxooQNzaO5UoNrqmqyOi4iICEBssaGKCmD5cuCii4DRUaC/P7bqrRDABRfE2vX0AB0dwM9+FlsZ99gxYM0aTYfGDCXSFgtOohIwe2U9FRKC80wFkoQKYyR+KpDdZofRaNRkfERERDNkGWhsjL3C4VjRefgwsHdv7JtOt/vcY1WOHIkVqQaDZsNhhhJpS/MptXv37kVHRwdMJhPWrVuHV199dd72L7/8MtatWweTyYQLLrgAjzzySNz7TzzxBCRJmvMKBAJafgyighUIBuD2eOK2BQ1mCCn5X28TnxtGVBSYoVTyDAagtTU27VZRgB/9KPZolb//+9j7778fu7/zyJHYYkRZnmLLDCXSnqbfcO7fvx87d+7E3r17sWXLFjz66KO4/vrrcezYMbS2ts5pf/r0aXzqU5/Cbbfdhn/+53/Gf/zHf+Av/uIvUFdXhz/90z+daWe323Hy5Mm4fU0mk5YfhahgjU9MzNkWSPO5YZIkoaaqOqvjIqLMMEOpbExMxBYYevRRYOvW2LYXX4xvMzgYewFAe3usSLXbY1N1M8AMJdKepgXnT37yE9x666346le/CgC477778OKLL+Lhhx/Gnj175rR/5JFH0Nraivvuuw8AsHLlSrz11lv4+7//+7iwlCQJjY2NWg6dqCgIITA2Hr+yXlSSEdSbk+4jqxEo0WDctuqqKuj1nGFPVEiYoVQ2qqpiK9M+9hiwZAnQ2xt7jAoArF8PbNoUu9+zry+2rbs7dg9oTQ3w8svApz4Vuy80TcxQotzQbEptKBTCkSNHsG3btrjt27Ztw6FDhxLuc/jw4Tntr732Wrz11lsIh8Mz26anp9HW1obm5mbccMMNOHr06LxjCQaDcLvdcS+iUuD1eeGfNRUuYLDOe8XXHEowFaiGU4GICgkzlMqKLANPPx2bNrtmDXDHHcD/+l+x9yQJqK0FLrssVliuWxd77AoQm177wAOx1W9Xr44tNDQ2lvQwszFDiXJDs4JzfHwc0WgUDQ0NcdsbGhowPDyccJ/h4eGE7SORCMbHYzd0r1ixAk888QSef/557Nu3DyaTCVu2bMGpU6eSjmXPnj1wOBwzr5aWlgw/HVFhGBsfn7NtwalAsx5UrdfpUemozOawiChDzFAqO1dfHVuRNhAA3n4buPLK2MJBN954ro1OBzQ1ARs2xKbetrTEFhQCYvt+85uxYvTaa2MFrM+X8FBnMUOJckPzRYOkWVeJhBBzti3U/vztGzduxJe+9CVceuml2Lp1K379619j2bJlePDBB5P2eeedd8Llcs28+s5OySAqYkIIjE/G33sSkfUI65OvkqePhmBQw3HbampqIMt8JC9RIWKGEiWhKEBdHXDgAPDBB7FFhxyO2HsvvQT8+Z8DVivw5S8Dv/89EI3G7c4MJcodzf6G1NbWQqfTzbkSOzo6OucK7FmNjY0J2+v1etTUJH62kSzL+PjHPz7v1Vmj0Qi73R73Iip2TpcrbpocsLjnhnEqEFHhYYYSpeHCC4Hvfx+YmgLeeAP4xjfOvffLXwLXXAPo9cB3vgN0dQFCMEOJckizglNRFKxbtw4HDx6M237w4EFs3rw54T6bNm2a0/6ll17C+vXrYUjy/CUhBLq6urBkyZLsDJyoSMx+bpjAAlOBhJgzFchoNMJWUaHB6IgoE8xQokWQJOCKK2KPVQmFgH/7N2D79nPv//jHwNq1QFMTon/zN1BGRmbeYoYSaUfTOQC7du3CP/zDP+Dxxx/H8ePHcccdd6C3txc7duwAEJum8+Uvf3mm/Y4dO9DT04Ndu3bh+PHjePzxx/GLX/wC3/nOd2ba3HPPPXjxxRfx0UcfoaurC7feeiu6urpm+iQqB9FoFBNTk3HbwjoFUV3yB2Mr0QB0In5KUV1N7bzT84gof5ihRBkwGGKLDD39NOB2A//0T+ceuTI8jNq//3us/+yNuPi/3Yr655+H8AWZoUQa0XQN5+3bt2NiYgL33nsvhoaGsGbNGhw4cABtbW0AgKGhIfT29s607+jowIEDB3DHHXfgoYceQlNTEx544IG45dydTie+9rWvYXh4GA6HA2vXrsUrr7yCK664QsuPQlQwhBAYHh2BOuvh1wHD/FdZZz83DOBUIKJCxgwlyhKbLXYv55e/DDEwAPfPH4Px5/8A0+AgbMeOwXbsGJp//jgOvPyHpCvUMkOJFk8SZ1cUKCNutxsOhwMul4v3olBR8fq8ON3TA7cn/rEEAsCorRlC1gEA2p9+EpUnjqHvM5/HxOVXABCod/dDxrm/7hVWKy5ZfXEOR09UeJgH6eM5o2I1O0PNH32EuhdexNInf4nhK/8Ehx95MvGOQmWGEiWQah7wKbVERSAcDqN3oA8jo6MJ3w8YLDPFJoTAZf/vXZAjEVzw9JOIGo346JZbMf0nW+Fvb5/Zh1dmiYioHCTLUP8FF6D3L/4fnPzWLris9Un3N4X9ccUmwAwlSgcLTqICpqoqhkdH0DfQj+isJd3PikoyPKaqcxskCf/xD0/hwn/6OZr+v4PQBYO46LG9wGN74W9pwfD//acYv+Ya1Ky9PEefgoiIKPdSzlBz9bz9zF4sCEDSlZ+JaC5OqeV0ICpQU04nunu74Q8EEr4vAAT1ZrjN1VDlxNeODM4pNL/wr7ho3z+i4uTJ+Df/y38B/vt/jz1U2zr/UvBEpYp5kD6eMyoG2chQAJDUKOo9/Tj/zs5KRyVWLV+R3QETFSFOqSUqUn6/H6d7e+B0OZO2ich6uE3VCBnM8/YVrqzC6I2fg//6K2EcHELtSy+iad9+GJxO4H//79gLAG6+Obagwp/8SexZZUREREUomxkKAJbQNGYvI8TptETp0fSxKESUukgkgtO9Peh6952kQalChttUhfGKppSCUhIqrKHY4gjBpiUY+MpXcOSlFxB9803gjjvONXzqKeC662LLyN9xB3DkCFB+kx+IiKhIaZ2hZ8myjOqqqiR7EFEiLDiJ8kwIgZHREfzhnS4MDQ8h0Sx3AcCnVGDM1gSf0Z502fbZKgJOyCL+8SmNDY3QffzjwE9+AoTDwIsvAl/84rkG990HrF8P1NcDf/M3QF9fBp+OiIhIOznP0PoG6HS6bAydqGyw4CTKI5fbjXfe+yM+7D6NSCSSsE1QZ8RExRK4zTXnVqJNgTk0DUvIE7dNlmU0LVlyboNeD2zbBvzzPwPT08CvfhWbVgsA4+PAXXcBV10FHD8ODAwAoVC6H5GIiEgTec9QIkoJb9YiyoNAMIievh5MTE4mbROR9PCYKxE0pL+gjyk0Dbt/Ys59J431DVAMSuKdrNbYvZw33wyMjAD79wN798a+BfX7gcFB4A9/ABoagJaW2DegvMpLREQ5VpAZSkRJseAkyqFoNIqBoUEMDg1CTXKPpAoJXqMD3jSm/ZwlCRU2/yTMYe+coKywVqC1uSW1jhoagG99K/b66CPAZALcZ+5jGRmJvQCgtRVobgbefDM2/fbdd2NF6KZNwP33AxdemNb4iYiIkimaDCWiOCw4iXJACIHxiQn09PUiFE48LVUACBis8Jgq512iPRlzaBoVgSnoZt1vAgCKomDFsmWQ5UXMor/ggtj/LlkCTE0B/f1AT09sW29v7HXoEHDTTcCDD8YC/vvfBz7/eaCrC1jMMYmIiM4o6gwlIhacRFrzTE+ju7cbnunppG1COgUeUzXCemPa/RsiAdgDUzBEE4ewQW/AymXLM58GJElAdXXstWYNMDoaKz6HhoDNm2Nt+vsBszl27+eGDcCxY7G2REREi1AyGUpUxlhwEmkkFAqhp78PY+NjSdtEJR08pkoElIq0+5fVCGyBKZjCvjlTf86y2+xYduHHoChZDkpZBhobY69wGHj9deDee4E//jE29fbsVKcXXgAcjti3o3y+JxERpaikM5SozPBfgERZpqoqBoeH0D84AFWdOzUHiE398Rrt8BodEFKaU3SECmvQDWvQDRmJ72GRZRnNTUuxdEkTpDTvYUmbwQB8/euxhYQefzxWjPb1AV/7WmwKbldX7NXUFLvfs66O02yJiCihsstQojLAgpMoS4QQmHROobu3B8FgMHEbAEG9BR5zFaKLuMfEFPLCFpiCTkSTtqmtrkFbSyuMxvSnFi3KxETssSmPPgps3Rrb9uqrsf9tbDzXbnAw9rJYgGXLYvtdemnaizoQEVHpKdsMJSoDLDiJssDr86G7txuusyu5JhCWDfCYqxHSm9LuXx8Nwu6fghJNHMIAYLVY0dHWBrvNnnb/GamqAmpqgMcei02d7e0Fvvvd2HstLcANN8SKy/7+2DefADA2BvzZn8We9blrF/DFLwIf+1hux01ERAWhrDOUqAyw4CTKQDgcRt9AP4ZHR5K2USUZHmMl/EpF2t/myWoUFQEnzOHppPeYGPQGtLa0oL62Lj9Tf2QZePrp2CNU1qwBli8HHngAuOqq2PuSBNTWxl4XXxwrNs8u/uB2A3ffHXutWQPs2BFb7bauLvefg4iIcooZSlQeJCGSPMiohLndbjgcDrhcLtjtvJJF6RNCYHhkBH2D/dDr9QgEAnPbAPApNkybKhdxj4mAJeRGRcCV9B4TSZKwpKERzUuXQq8rwmtHExOxQvXhh4H33ot/79prgf/234DPfja26i2RRpgH6eM5o0wxQ4lKQ6p5wL9hRGlyupw43dsDv98PAFAMhjltgnoT3KZqRHVz31uIMeyDLTAFvRpJ2qaqsgrtra0wm4q4GKupAW6/Pfb64APgV78CfvKT2LeeL74YewHALbcAnZ2xb0x1urwOmYiIMsMMJSo//IaTV2cpRf5AAN29PZhyTs15z2atgMc7jYish8dUhaDBknb/umgY9sAkjJG5V3rPMpvN6GhtQ6WjMu3+i4IQwJtvAr/8JfDQQ3Pf/853gC99CbjkEi42RFnBPEgfzxktBjOUqPSkmgcsOBmWtIBoNIq+gX4MjQwj2V8XnUGBU2eBV7GnXQhJIoqKgAuWkCfpPSZ6nQ4tzS1orG8on3tMwmHgpZeAJ58Efv3r+PeammL3jN58c2xhonA49ngWojQxD9LHc0bpYIYSlS4WnPNgWFIqhBAYHR9Db38fwuFw4jYA/IYKTJsqoUgqAlIaRY8QMIemYQs6IYvEzxoDgMb6BrQsbYahnAsqtxt47jngH/4BeO21xG0efDA2PZf/mKA0MA/Sx3NGqWCGEpU+3sNJlAG3x4PTPd3w+rxJ24R0RrjNVYjoYs/qCggJshqFKi98n6ESCcDmn4RBTRzCAOCw29He2g6rJf2pRSXHbo/dy3nLLcDAQGyxoQcfBHp6zrX55jeBw4eBn/889qxPIiLKC2YoEZ2P33Dy6iydJxgMoruvFxOTE0nbRCUdPKYqBBTrnPdMIjzvFVqdGoHNPwljxJ906o/RaERHaxuqKqs49Wchr74KfOIT8dt++9vY6rZEKWAepI/njJJhhhKVF37DSZQiVVXhdLswNTWFsYlxqGriqTkCEqaNdniNdiDJEu0ByQCDGkZYjg9MSaiwBl2wBt1JQ1KWZTQ3LUVT4xLIcppLwJerrVuBt98G+vqAUCj2uu66fI+KiKhsMEOJaCEsOKkshUIhTDqnMOV0wuV2JQ3Is/wGKzymSqhyKn9lpNhqq2eurJpC07AFnNCJaNI96mvr0NrcAkVR0vkYBMRWrL3kknyPgoiobDBDiSgdLDipLAgh4PV6ZwJyvvtKzhfWKXCbqhDWm1I+VljWw6SGEY2qsAUmoURDSdvaKirQ3toOW0VFyv0TERHlEjOUiDLBgpNKVjQahcvtwqTTiSnnVNJV8hLuK8mYNlXBb7CmveqprEZgDnlgCnkhkqycpxgUtLW0oramhveYEBFRwWGGElG2aD7Jfe/evejo6IDJZMK6devw6quvztv+5Zdfxrp162AymXDBBRfgkUcemdPmmWeewapVq2A0GrFq1So899xzWg2fikwwGMTwyDCOnTyB//zDWzhx6n2Mjo2mHJQRWQ+3qQrjtqXwKxXpBaVQYQ24UOsZhDHoga1i7oIIsiShuWkp1l5yKepqaxmURDQvZijlEjOUiLSgacG5f/9+7Ny5E7t378bRo0exdetWXH/99ejt7U3Y/vTp0/jUpz6FrVu34ujRo/irv/orfOtb38Izzzwz0+bw4cPYvn07Ojs78fbbb6OzsxM33XQT3njjDS0/ChUoIQQ80x709veh6913cOTto/iopxtOlxNqigswCwBBvQlTljqMVzTBZ7RDJFnQIBlj2Itaz2DseWCIHdczPR13P0lNdTUuu+QytDa3QKdbeNl3IipvzFDSGjOUiHJB08eibNiwAZdffjkefvjhmW0rV67EjTfeiD179sxp/z//5//E888/j+PHj89s27FjB95++20cPnwYALB9+3a43W787ne/m2lz3XXXoaqqCvv27Us4jmAwiGAwOPOz2+1GS0sLl3QvUtFoFE6XC5POKTidToQjqU/zOZ8KCX6lAj7FhqhucQ+E1kdDsSXao8GE71dYrRBCoL21HQ7+WSMqOIX8iA9mKGmBGUpE2ZJqhmr2DWcoFMKRI0ewbdu2uO3btm3DoUOHEu5z+PDhOe2vvfZavPXWWzPTOZK1SdYnAOzZswcOh2Pm1dLSspiPRHkUCAYwNDyMYyeO480/vIWTH7yPsfGxRQVlRDbAZarGmL0ZHnP1ooJSUqOw+ydQMz2UNCgNegPq6+pxyeqLGZRElBZmKGUTM5SI8kmzRYPGx8cRjUbR0NAQt72hoQHDw8MJ9xkeHk7YPhKJYHx8HEuWLEnaJlmfAHDnnXdi165dMz+fvTpLhSs2zWcaU84pTDqn4Pf7M+sPQFBvhs9oQ0hvzmRgsIQ8qAicm/YzmyRJWNLQiOalS6HXcV0uIkofM5QywQwlokKi+d/k2Td0CyHmvck7UfvZ29Pt02g0wmg0pjxmyo9INAKn04Up5xSmXE5EIpGM+1QlGT5DBXxGW4rP/0pOCfthD0xCryYfV1VlJdpb2mA2ZxDIRERnMEMpVcxQIipUmhWctbW10Ol0c66ajo6Ozrm6elZjY2PC9nq9HjU1NfO2SdYnFbZAIHDmuV5TcHs8yNYtxWHZAJ/RDr/BAqS5eMFsOjUMm38KpkjyK8RmkxntrW2oqqzM6FhERAAzlFLDDCWiYqDZPZyKomDdunU4ePBg3PaDBw9i8+bNCffZtGnTnPYvvfQS1q9fD4PBMG+bZH1SYRFCwOV2o7u3B0ff6cIf3ulCd28PXG53xkEpAPgNFkxYGzBhazqzJHtmf8SNYS9qPENJg1Kv06G9tQ2XXXwJg5KIsoYZSokwQ4moGGk6pXbXrl3o7OzE+vXrsWnTJjz22GPo7e3Fjh07AMTuCxkYGMCTTz4JILaa3s9+9jPs2rULt912Gw4fPoxf/OIXcSvnffvb38YnPvEJ/PCHP8TnPvc5/Pa3v8Xvf/97vPbaa1p+FMpAJBLBlCv24Gin04lINJrV/qOSDL9ig0+pyHjKzwwhYAtMwRryJG3SUN+A1qXNM/+QIyLKJmYoAcxQIip+mhac27dvx8TEBO69914MDQ1hzZo1OHDgANra2gAAQ0NDcc8T6+jowIEDB3DHHXfgoYceQlNTEx544AH86Z/+6UybzZs34+mnn8Zdd92F733ve7jwwguxf/9+bNiwQcuPQmny+/0z03w809NZm+ZzvpBOgU+xI2CwpPdw6QXo1AgcvjEo0VDC9x12O9pb22G1WLJ2TCKi2Zih5YsZSkSlRNPncBaqQn7uWrESQsDtcWNyagpTTicCwYA2xwEQMFjhVWyI6LO/iIUx7IPDNwEZ6pz39Do9Luy4ADXV1Vk/LhHlB/MgfTxn2ccMJaJilGoecL1pWrRwJALnmSXXnS4Xolme5nO+qKSD78yUHyHrsn+ABab/GAwGrFq+kldkiYgoK5ihRFQuWHBSWnw+35lpPk54ppPfm5EtQZ0RPqMNQX12p/ycT1YjqJxn+o+iKFi9YiXMJi7TTkREi8cMJaJyxIKT5qWqamyajzO2YEEwGNT+mJAQUKzwKTZEdIqmxzKGfXD4JyCLudN/AMBkMmH18pV8Bh0REaWNGcoMJSIWnJRAOBzGlHMKk04nXC4Xoqp203zOF5H18Ck2+BUrhKTBlJ/zCYGKgBPWkBvJrvlazBasWrESClfQIyKiFDFDY5ihRHQWC04CAHh9Xkw5nZicmsK0dzpnxxUAQnoTfIoNQb1Zsyk/54tN/xmHEk1+pbnCWoFVy1dAr+dfESIimh8zNB4zlIjOx98EZUpVVbjcLkydneYTSnzvhWbHhwS/UgGfYkNUl7urn0rYj0r/eNLpP0BsyfYVFy2HTqfxFWIiIipKzFBmKBGljgVnGQmFQrGHR09Nwel2QVWTB4ZWIrIBXsWGgGKFkOTcHVgIVASdsAaTT/8BgKrKSiz/2DLIcg7HRkREBY8ZygwlosVhwVnipr1eTJ15ePS015uXMQgAQb0ZPqMNIX3uV6lLZfoPANRW1+CiCz8GKQdTkoiIqPAxQ5mhRJQ5FpwlJqqqcLlcZwLSiVA4t9N8zqdKMnyGCviMNqhyfv6oKWE/HP5x6OaZ/gMADXX1uKC9g0FJRFTGmKHxmKFElA0sOEtAMBSauQLrcrvzMs3nfGHZAJ/RDr/BAuRyys/5hEBF0AVr0DXv9B8AWNK4BB2tbTkZFhERFRZmaALMUCLKIhacRUgIETfNx+vz5XtIEAACBgt8ig1hvSmvY5HVKBy+cRijgQXbtixtRsvS5hyMioiICgEzdH7MUCLKNhacRSIajcLldmHyzDSfcDic7yEBAKKSDL9ig0+pyNuUn/MpkQAcvrEFp/8AQHtrG5oal+RgVERElE/M0NQwQ4lIC/n/7UbzCoXD6Ovvw9j4GFQh8j2cGSGdAp9iR8BgyclzvxYkBKxBFypSmP4DABe2X4CG+nrNh0VERPnDDE0RM5SINMSCs0CpqoqhkWH0Dw4gGo3mezgAzk75scKr2BDRG/M9nBmyGoXDPw5jZOHpP5Ik4aILLkRtTW0ORkZERPnADE0dM5SItMaCswBNTk2hu68HgcDCv/xzISrp4Dsz5UfIhfUgZ0MkgErfOHRi4X9QyJKEZR9bhuqqqhyMjIiI8oEZmjpmKBHlAgvOAuLz+9Hd2w2ny5XvoQAAgjojfEYbgvoCmfJzPiFgDbpREXSmNP1HlmWsXLYcDrtD86EREVHuMUPTwAwlohxiwVkAIpEI+gb6MTw6ApHne0wEJPgVK3yKDRGdktexJCOpUVSmOP0HAPQ6HVYuXwFbhU3jkRERUa4xQ9PDDCWiXGPBmUdCCIyMjaK3vw+RSCSvY4nIevgUG/yKFUIqrCk/50tn+g8AGAwGrFq+AlaLVeORERFRLjFD08cMJaJ8YMGZJy63C6d7euDz5+/5XwJASG+CT7EhqDcX3pSf8wkBa8iNikBq038AQFEUrF6+EmazWdOhERFRbjFD08QMJaI8YsGZY4FgAN29vZicmszbGFRI8CsV8Ck2RHWGvI0jVZIahcM/AVPEn/I+JqMJq1eshNFYOCsBEhFRZpih6WOGElG+seDMkWg0iv7BAQwND+XtWWCxKT/2M1N+5LyMIV2GSBCVvrGUp/8AgMVswaoVK6AYCvP+GSIiSg8zdHGYoURUCFhwakwIgbGJcfT29SIUDuf++ACCejN8RhtC+uKaFmMJumELTKU8/QcAKqxWrFq+Eno9/2gTERU7ZujiMUOJqFDwN4qGPNMenO7pwbR3OufHViUZPkMFfEYbVLm4/jNLIgqHL73pPwBgt9mxctly6HSFu2ADERGlhhm6OMxQIio0xfVbtEiEQiH09PVibGI858cOywb4jHb4DRagSKb8nM8QCcLhG4M+jek/AFDlqMTyi5ZBlovvMxMR0TnM0MVjhhJRIWLBmUWqqmJweAj9gwNQVTVnxxUAAgYLfIoNYb0pZ8fNtsVM/wGAmupqXHTBxxiURERFjBmaGWYoERUqFpxZMjE5ge6+XgSDwZwdMxaSVnhMlUU35ed8klDPTP9Jf3n7+ro6XNh+AaRCXo6eiIjmxQxdPGYoERU6zS5nTU1NobOzEw6HAw6HA52dnXA6nfPuI4TA3XffjaamJpjNZlx11VV477334tpcddVVkCQp7vWFL3xBq4+xIK/Pi3ePH8PJD07lNCjDOgWT1ga4LLVFHZT6aBA100OLCsolDY0MSiIqScxQbTFDmaFElDuaFZw333wzurq68MILL+CFF15AV1cXOjs7593nRz/6EX7yk5/gZz/7Gf7zP/8TjY2NuOaaa+DxeOLa3XbbbRgaGpp5Pfroo1p9jAV98NGHcHvcOTteVNLBaa7BhLWxqKf+AIAl6EHN9DD0aiTtfZublqKjrZ1BSUQliRmqDWZoDDOUiHJJk8t6x48fxwsvvIDXX38dGzZsAAD8/Oc/x6ZNm3Dy5EksX758zj5CCNx3333YvXs3/ut//a8AgH/6p39CQ0MDnnrqKXz961+faWuxWNDY2KjF0NPW3tqG904c1/w4AoDXaIfX6Cia538lIwkVdv8EzOH0r8gCQFtLK5YuacryqIiICgMzNPuYoecwQ4ko1zT5rXv48GE4HI6ZoASAjRs3wuFw4NChQwn3OX36NIaHh7Ft27aZbUajEVdeeeWcfX71q1+htrYWq1evxne+8505V29nCwaDcLvdca9scdgdqK6qylp/iQT0ZoxXNGHaVFX0QamPhlAzPbTooLywvYNBSUQljRmaXczQc5ihRJQPmnzDOTw8jPr6+jnb6+vrMTw8nHQfAGhoaIjb3tDQgJ6enpmfv/jFL6KjowONjY149913ceedd+Ltt9/GwYMHk45nz549uOeeexbzUVLS3tqGKacTQois9huWDfCYq4ruYdPJmIMe2AOTaa+gBwCSJOGiCy5EbU1t1sdFRFRImKHZwQw9hxlKRPmU1qW+u+++e85iA7Nfb731FgAkvC9ACLHg/QKz35+9z2233Yarr74aa9aswRe+8AX8y7/8C37/+9/jD3/4Q9I+77zzTrhcrplXX19fOh97QSajCU2NS7LWnyrJcJuqMVGxpCSCMraC3hgciwxKWZKw/GPLGJREVNSYoYkxQ+fHDCWiYpfWN5zf+MY3FlzNrr29He+88w5GRkbmvDc2Njbn6utZZ+8nGR4expIl54JndHQ06T4AcPnll8NgMODUqVO4/PLLE7YxGo0wGo3zjjtTzU1LMTo+hnA4nFE/Qb0JTnMthKzL0sjySx8NodI3tqhFDQBAlmWsXLYcDrsjyyMjIsotZmhyzNDEmKFEVArSKjhra2tRW7vwFbJNmzbB5XLhzTffxBVXXAEAeOONN+ByubB58+aE+5yd4nPw4EGsXbsWABAKhfDyyy/jhz/8YdJjvffeewiHw3EBmw86nQ5tza344PSHGfWjj4YhSmTVOHNoGnb/JCQsbpqUXqfDyuUrYKuwZXlkRES5xwxNjhk6FzOUiEqFJnfPr1y5Etdddx1uu+02vP7663j99ddx22234YYbbohbXW/FihV47rnnAMSmAe3cuRN/+7d/i+eeew7vvvsuvvKVr8BiseDmm28GAHz44Ye499578dZbb6G7uxsHDhzAn/3Zn2Ht2rXYsmWLFh8lLXW1taiwWjPqQyeisAZzt0S8FmLTf8bh8E8sOigNegNWr1zFoCSissMMXTxmaAwzlIgKiWZPO/7Vr36Fb33rWzMr5n32s5/Fz372s7g2J0+ehMvlmvn5L//yL+H3+/EXf/EXmJqawoYNG/DSSy/BZov9wlQUBf/+7/+O+++/H9PT02hpacGnP/1p/OAHP4BOl//pM5IkoaOtHX889t7CjedREXTDr1QU5cOoY9N/xqFXFz8tSlEUrF6+EmZz8d97Q0S0GMzQxWOGMkOJqLBIItvLwhUBt9sNh8MBl8sFu92e9f7f//ADjE+MZ9SH32CBy1KXpRHlhunM9B95kVdkgdjiEatXrNT8fiEiIkD7PChFzFBtMEOJqNikmgfF/UCqAtXW0gpZzuzUmsM+GCKBLI1IY0KF3TeOSv9ERkFpMVuwZuUqBiURURljhi4OM5SIChULTg0YFSUrD1a2+6eAAv8CWhcNo2Z6GJawN6N+KqxWrF65CoqiZGlkRERUjJih6WOGElEhY8GpkaVLmmBUMrvKaFBDMGcYQloyhbyomR6CIYN7TQDAbrNh9YpVMOiL734bIiLKPmZo6pihRFToWHBqRJZltLW2ZtxPRWAKklCzMKIsEirsvglU+sczmv4DAJWOSqxcvrIgFqwgIqLCwAxNDTOUiIoBC04N1VbXwG7LbElynVBhDbgWbpgj56b/TGfcV011NVZctAy6DO/VISKi0sMMnR8zlIiKBX9LaayjrT3jPqwhN3TRzKbcZEO2pv8AQH1tHZZdeFHGC0MQEVHpYoYmxgwlomLC31Qas1qsaKirz6gPCYAtMJWdAS2GELD7szP9BwCWNDTiwo4LIElSFgZHRESlihk6FzOUiIoNC84caG1uyfj+ClPEDyXsz9KIUjcz/SeU+fQfAGhuWoqOtnYGJRERpYQZeg4zlIiKEQvOHDAYDGhpas64H1sgt0u8G8Nnp/+EstJfW0srWptbstIXERGVB2ZoDDOUiIoVC84caWxogNlkyqgPgxqGJeTJ0ojmIQRs/klU+bIz/QcALmjvyMpz1YiIqPwwQ5mhRFS8WHDmiCzLaG9ty7ifiqALkhrNwogS06kR1HiHYc1SKEuShIsu+Bga6xuy0h8REZUfZigzlIiKFwvOHKqqrEKlozKjPmShoiKozRLvxrAPNZ5BGKLZmf4jSRKWf+wi1NXWZqU/IiIqX8xQIqLixIIzxzpa2zK+2d8S8kCfpUADcN70n7GsTf+RZRkrl61AdVV1VvojIiJihhIRFR8WnDlmNpsznhojAbD5s7PEu6xGUJ3F6T8AoNPpsHr5SlQ6HFnrk4iIiBlKRFR8WHDmQcvSZuj1+oz6MEYDMIZ9i+9ACFiCbtR6BqFk8UqvXq/HmhWrYLPZstYnERHRWcxQIqLiwoIzD/R6fVaWNl/sEu9K2I/a6UHYA1NZm/4DAIqi4OKVq2G1WrPWJxER0fmYoURExYUFZ5401NXDYrFk1IdejcAacqfcXhcNo8o7gmrfKPRqJKNjz2YyGrFm5WqYzeas9ktERDQbM5SIqHiw4MwTSZLQ0dqecT/WgAvyAku8S0KFzT+J2ulBGCOBjI85m9lsxpqVq2EyGrPeNxER0WzMUCKi4sGCM48cdnvGK9DJEKgIJFn8QAiYgx7UeQZgDXmQ2bp+iVmtVqxZsQqKomjQOxERUWLMUCKi4sCCM8/aW1shZ7jEuznshT4SjNtmiARQMz0ER2ASslAz6j8Zu82GNStWwWAwaNI/ERHRfJihRESFjwVnnpmMJjQtacqoDwmA/cwVWp0aQaV3DDXeERjUcBZGmFiloxIrl6+ETqfT7BhERETzYYYSERW+zNYVp6xYuqQJo2OjCIUXH25KNIhK7yiMEb8m037OV1NVjYsu/BhkmdcriIgov5ihRESFjb/tCoBOp0NrS2vG/ZhyEJT1tXVY9rGLGJRERFQQmKFERIWNv/EKRF1NLSqsFfkexryWNDTiwo4LIGV4vwwREVE2MUOJiAoXC84CIUkSOtra8z2MpJqblqKjrZ1BSUREBYcZSkRUuFhwFhBbRQXqamrzPYw52lpa0drcku9hEBERJcUMJSIqTJoVnFNTU+js7ITD4YDD4UBnZyecTue8+zz77LO49tprUVtbC0mS0NXVNadNMBjEN7/5TdTW1sJqteKzn/0s+vv7tfkQedDW0lpQ93Zc0N6BpRmuAEhEROlhhi4OM5SIqPBo9lv55ptvRldXF1544QW88MIL6OrqQmdn57z7eL1ebNmyBX/3d3+XtM3OnTvx3HPP4emnn8Zrr72G6elp3HDDDYhGo9n+CHmhKAqam5bmexiwWqxYs3I1Gusb8j0UIqKywwxdHGYoEVHhkYQQItudHj9+HKtWrcLrr7+ODRs2AABef/11bNq0CSdOnMDy5cvn3b+7uxsdHR04evQoLrvsspntLpcLdXV1+OUvf4nt27cDAAYHB9HS0oIDBw7g2muvTWl8brcbDocDLpcLdrt9cR9SQ6qq4ugf30YwGFy4cZYZDAa0NregvraO95oQUckrxDxghmaGGUpElBup5oEm33AePnwYDodjJigBYOPGjXA4HDh06NCi+z1y5AjC4TC2bds2s62pqQlr1qyZt99gMAi32x33KmSyLKO9pS2nx5QkCU1LluDySy5DQ109g5KIKE+YoZlhhhIRFRZNCs7h4WHU19fP2V5fX4/h4eGM+lUUBVVVVXHbGxoa5u13z549M/fBOBwOtLQU/s37NdXVcOToynF1ZRUuu/hStLe0QafT5eSYRESUGDM0c8xQIqLCkVbBeffdd0OSpHlfb731FgAkvLonhNDkqt9C/d55551wuVwzr76+vqyPQQvtre2a9m82m7Fq+UqsWLYcZpNJ02MREZU7ZmhuMUOJiAqDPp3G3/jGN/CFL3xh3jbt7e145513MDIyMue9sbExNDQs/gb6xsZGhEIhTE1NxV2hHR0dxebNm5PuZzQaYTQaF33cfLFaLGior8fI6GhW+9Xr9GhpbkZjfQOn/RAR5QgzNLeYoUREhSGtgrO2tha1tQs/42rTpk1wuVx48803ccUVVwAA3njjDbhcrnlDbSHr1q2DwWDAwYMHcdNNNwEAhoaG8O677+JHP/rRovstZK1LWzAxMYFIFlYQlCQJDXX1aGlugUGf1n96IiLKEDM095ihRET5p8lvzJUrV+K6667DbbfdhkcffRQA8LWvfQ033HBD3Op6K1aswJ49e/D5z38eADA5OYne3l4MDg4CAE6ePAkgdlW2sbERDocDt956K/7H//gfqKmpQXV1Nb7zne/g4osvxtVXX63FR8k7g8GA5qXN6O7tyagfh92BjtY2WCyWLI2MiIi0wAzNHmYoEVH+afYczl/96le4+OKLsW3bNmzbtg2XXHIJfvnLX8a1OXnyJFwu18zPzz//PNauXYtPf/rTAIAvfOELWLt2LR555JGZNj/96U9x44034qabbsKWLVtgsVjwr//6ryV9o/6ShkaYTeZF7WsyGrHiomVYvWIlg5KIqEgwQ7OHGUpElF+aPIez0BX6M8QSmXI6cfz9Eym318k6LG1qQlPjEsiyZtcViIiKWjHmQb4V4zljhhIRZV+qecCbEIpEVWUlqhyVmHI5F2xbX1uH1uYWKIqi/cCIiIgKHDOUiCh/WHAWkfa2Njj/6EKyL6VtFRXoaG1HRUVFjkdGRERU2JihRET5wYKziJhNZixpaMTg8FDcdkVR0NbciroUVj8kIiIqR8xQIqL8YMFZZJqXLsXY+DjCkTBkWUZT4xIsXdJU0gs+EBERZQMzlIgo91hwFhm9To/WlhY4XU60t7QV5cO4iYiI8oEZSkSUeyw4i1BDXT0a6urzPQwiIqKiwwwlIsotrvVNREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJpgwUlERERERESa0Od7APkghAAAuN3uPI+EiIjy6WwOnM0FWhgzlIiIgNQztCwLTo/HAwBoaWnJ80iIiKgQeDweOByOfA+jKDBDiYjofAtlqCTK8LKuqqoYHByEzWaDJEn5Hk5Oud1utLS0oK+vD3a7Pd/DKWg8V6njuUodz1XqcnGuhBDweDxoamqCLPMuk1QwQ/n3NxU8V6njuUodz1XqCilDy/IbTlmW0dzcnO9h5JXdbudf1BTxXKWO5yp1PFep0/pc8ZvN9DBD+fc3HTxXqeO5Sh3PVeoKIUN5OZeIiIiIiIg0wYKTiIiIiIiINMGCs8wYjUb84Ac/gNFozPdQCh7PVep4rlLHc5U6nisqNPwzmTqeq9TxXKWO5yp1hXSuynLRICIiIiIiItIev+EkIiIiIiIiTbDgJCIiIiIiIk2w4CQiIiIiIiJNsOAkIiIiIiIiTbDgJCIiIiIiIk2w4CwDU1NT6OzshMPhgMPhQGdnJ5xO57z7PPvss7j22mtRW1sLSZLQ1dWVk7Hm2t69e9HR0QGTyYR169bh1Vdfnbf9yy+/jHXr1sFkMuGCCy7AI488kqOR5l8652poaAg333wzli9fDlmWsXPnztwNNM/SOU/PPvssrrnmGtTV1cFut2PTpk148cUXczja/ErnXL322mvYsmULampqYDabsWLFCvz0pz/N4WipXDFDk2OGpo4ZmhpmaOqKKUNZcJaBm2++GV1dXXjhhRfwwgsvoKurC52dnfPu4/V6sWXLFvzd3/1djkaZe/v378fOnTuxe/duHD16FFu3bsX111+P3t7ehO1Pnz6NT33qU9i6dSuOHj2Kv/qrv8K3vvUtPPPMMzkeee6le66CwSDq6uqwe/duXHrppTkebf6ke55eeeUVXHPNNThw4ACOHDmCT37yk/jMZz6Do0eP5njkuZfuubJarfjGN76BV155BcePH8ddd92Fu+66C4899liOR07lhhmaGDM0dczQ1DBDU1d0GSqopB07dkwAEK+//vrMtsOHDwsA4sSJEwvuf/r0aQFAHD16VMNR5scVV1whduzYEbdtxYoV4rvf/W7C9n/5l38pVqxYEbft61//uti4caNmYywU6Z6r81155ZXi29/+tkYjKyyZnKezVq1aJe65555sD63gZONcff7znxdf+tKXsj00ohnM0OSYoaljhqaGGZq6YstQfsNZ4g4fPgyHw4ENGzbMbNu4cSMcDgcOHTqUx5HlVygUwpEjR7Bt27a47du2bUt6Xg4fPjyn/bXXXou33noL4XBYs7Hm22LOVTnKxnlSVRUejwfV1dVaDLFgZONcHT16FIcOHcKVV16pxRCJADBDk2GGpo4ZmhpmaOqKMUNZcJa44eFh1NfXz9leX1+P4eHhPIyoMIyPjyMajaKhoSFue0NDQ9LzMjw8nLB9JBLB+Pi4ZmPNt8Wcq3KUjfP04x//GF6vFzfddJMWQywYmZyr5uZmGI1GrF+/Hrfffju++tWvajlUKnPM0MSYoaljhqaGGZq6YsxQFpxF6u6774YkSfO+3nrrLQCAJElz9hdCJNxebmafg4XOS6L2ibaXonTPVbla7Hnat28f7r77buzfvz/hP3BL0WLO1auvvoq33noLjzzyCO677z7s27dPyyFSiWKGZgczNHXM0NQwQ1NXTBmqz8lRKOu+8Y1v4Atf+MK8bdrb2/HOO+9gZGRkzntjY2NzroyUk9raWuh0ujlXgkZHR5Oel8bGxoTt9Xo9ampqNBtrvi3mXJWjTM7T/v37ceutt+I3v/kNrr76ai2HWRAyOVcdHR0AgIsvvhgjIyO4++678ed//ueajZVKEzM0M8zQ1DFDU8MMTV0xZii/4SxStbW1WLFixbwvk8mETZs2weVy4c0335zZ94033oDL5cLmzZvz+AnyS1EUrFu3DgcPHozbfvDgwaTnZdOmTXPav/TSS1i/fj0MBoNmY823xZyrcrTY87Rv3z585StfwVNPPYVPf/rTWg+zIGTrz5QQAsFgMNvDozLADM0MMzR1zNDUMENTV5QZmpOliSivrrvuOnHJJZeIw4cPi8OHD4uLL75Y3HDDDXFtli9fLp599tmZnycmJsTRo0fFv/3bvwkA4umnnxZHjx4VQ0NDuR6+Zp5++mlhMBjEL37xC3Hs2DGxc+dOYbVaRXd3txBCiO9+97uis7Nzpv1HH30kLBaLuOOOO8SxY8fEL37xC2EwGMS//Mu/5Osj5Ey650oIIY4ePSqOHj0q1q1bJ26++WZx9OhR8d577+Vj+DmT7nl66qmnhF6vFw899JAYGhqaeTmdznx9hJxJ91z97Gc/E88//7x4//33xfvvvy8ef/xxYbfbxe7du/P1EahMMEMTY4amjhmaGmZo6ootQ1lwloGJiQnxxS9+UdhsNmGz2cQXv/hFMTU1FdcGgPjHf/zHmZ//8R//UQCY8/rBD36Q07Fr7aGHHhJtbW1CURRx+eWXi5dffnnmvVtuuUVceeWVce3/z//5P2Lt2rVCURTR3t4uHn744RyPOH/SPVeJ/vy0tbXldtB5kM55uvLKKxOep1tuuSX3A8+DdM7VAw88IFavXi0sFouw2+1i7dq1Yu/evSIajeZh5FROmKHJMUNTxwxNDTM0dcWUoZIQZ+7YJiIiIiIiIsoi3sNJREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJpgwUlERERERESaYMFJREREREREmmDBSURERERERJr4/wEEl5IN/mb5iQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Joints import RouteJoint\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='50um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='50um', extend_off_pin_dir=True))\n", "WirePins(design, 'lead', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', 'jnt2', ('LP2', 'tie')], fillet='10um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#BASIC POSITIONING (RHS)####\n", "RouteJoint(design, 'jntRoute', options=Dict(pathObj='lead', frac_line=0.3, is_right_hand=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('jntRoute', design, ax=axs[0])\n", "\n", "#PIN ON WIRE-EDGE (LHS)#####\n", "RouteJoint(design, 'jntRoute', options=Dict(pathObj='lead', frac_line=0.3, is_right_hand=False, attach_on_side=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('jntRoute', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A pin to the side of a wire when given as an absolute distance along wire" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Joints import RouteJoint\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='50um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='50um', extend_off_pin_dir=True))\n", "WirePins(design, 'lead', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', 'jnt2', ('LP2', 'tie')], fillet='10um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#BASIC POSITIONING (RHS)####\n", "RouteJoint(design, 'jntRoute', options=Dict(pathObj='lead', dist_line='30um', frac_line=-1, is_right_hand=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('jntRoute', design, ax=axs[0])\n", "\n", "#PIN ON WIRE-EDGE (LHS)#####\n", "RouteJoint(design, 'jntRoute', options=Dict(pathObj='lead', dist_line='30um', frac_line=-1, is_right_hand=False, attach_on_side=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('jntRoute', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Wires " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Wire extending off a pin \n", "\n", "Basic wire stretching off a pin" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WirePinStretch\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "#BASIC POSITIONING (RHS)####\n", "WirePinStretch(design, 'leWire', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " dist_extend='50um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leWire', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Gaps can be added to the start and end for grounding-cutting purposes" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WirePinStretch\n", "\n", "from SQDMetal.Comps.Joints import Joint\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "Joint(design, 'jnt', options = dict(pos_x=0, pos_y=0, orientation=30))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#GAP GIVEN BY TRACE GAP#####\n", "WirePinStretch(design, 'leWire', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt',pin='a')),\n", " dist_extend='50um', start_gap=0, end_gap=0))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leWire', design, ax=axs[0])\n", "\n", "#MANUALLY SPECIFY GAP#######\n", "WirePinStretch(design, 'leWire', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt',pin='a')),\n", " dist_extend='50um', start_gap='10um', end_gap='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leWire', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Manual wire routing through pins \n", "\n", "When facing each other in anti-parallel manner" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "data": { "image/png": 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NjV2+zGbt/nclIlLlgw+6B3la+cY3gJ/9DHj+eeD48WR5sC98Adix48M2jz4K/N//Cxw8COj1wJe+1Pkt+ZVXIP/bv6HlK1/Bhd/9DvHcXGS8/HK/piQDOGapwo/zvoS9jrlIXFvA3eK6Dal8u+3atQs+ny+FI/SOdziJiIa4cDiMSCSC9vZ2TQNNGQLcehc69JmQNF6frA4exzLvbjgkdSvFFy9exPHjx1FdXa3pfAajJ598Evfffz8eeOABAMDGjRuxefNmPP/883jiiSe6tS8tLcVTTz0FAPiv//qvXvsVBAEFBQWpmTQRkRIffAD87nfAr3+dDAQB4Kc/Te5CqmG3J2tLR6PAR0/0BIPJQPK3vwWuvzNWrgTuugv4z/8EPv/55Gdf/Sowfnzyvz/wAPA3fwOcPYuoKEL47ncRveMOJFatggVA9P77kdi9G7pIBM5egjedyQQDgAknTyJw9WqX73XoM3HMUgWr3oeP441uz2YGWiGNMsDrcqn7c1AgFovhrbfewqc+9SnN+74VBpxEREOULMs4evQoDhw4gDvuuAM6nU6zdOxB0YIOfSbigh593fsy67rvWRZGG7HSsw2jY419ntuWLVtQUVExqFLPay0ajeLQoUP4+te/3uXzVatWYe/evf3q2+/3o6SkBIlEAtOmTcO3v/3tLiXJPioSiXS5q+T1evs1PhGNcN/4BvCd73T//NrimipjxyYD146OZIB5o9OngUgEuOeerp/H48nnTp9O/nMsBhw+nPzv7e3J/9yxA8bcXODsWRhuuw22xhveWWPHAseOYVRjL+8xqxXIzMSazZuBc+dU/0iXRxXip//rIdXPKXH06FHMnj0bo0ePTkn/vWHASUQ0BIVCIbz++ut4//33YbVaEQwGYbVa+x2ExQQ9fDo7YoIRWuSDbQvL8MZk2BN+LPPuQnXofUVHZ2/G6/Viz549WLp0qQYzHJxaW1uRSCS61U7Lz89HU1NTn/udOHEiXnrpJUyePBlerxdPPfUUFixYgKNHj6K8vLzHZ5544gk89thjfR6TiKiLSZOAwkLgypXkEdZUJbORpOR//u//DWRldf2ewQBc/7tUp/vw8+ulQ64/mwZnc8amtP+//OUvuP/++1NSJqU3DDiJiIaYCxcu4NVXX+3caQoGg/jjH/8Ik8nU5z5DggkH7TNw3DwRsiAB0CaJTCAax4TWdzDffwBGOaZJnwCwd+9ezJ07Fxa1x6+GmI/+QiDLcr9+SZg3bx7mzZvX+c8LFizAjBkz8Mwzz+Dpp5/u8ZkNGzZg/fr1nf/s9XpRVFTU5zkQ0Qj3uc8Bn/0scOBAcnfyqaeAggJg1y71R2p1OsDl6jlArKlJ7qbm5394fPZG1+5xysuWwa/Xo729HWI0iiIA9SUliI8ejdHl5Yg0NqJ13LjOx0bX10MwGnHphs9upDcYYLZY8PTfPY7/iU2CV6+uXrHXasf9bb+EK5Ga+5aXL1/GsWPHMGXKlJT03xMGnEREQ8ixY8fwxz/+sdvnwWAQwY8eJ1IgARGHbVOxy1GDcNwC+AFolLagIvQB7vbuRGZC27IsY8aMwZo1a4Z1sJmTkwOdTtdtN7O5ubnbrmd/iKKI2bNn4/T1o2U9MJlM/VrMICLqRhCAuXOTX//xH8ljrUajtmOYTMDXvgb88z8nA9OFCwGvF9i7N3n3s6QEAHCppQXBa2Obru12xkURcZ0O7ffdh4Kvfx3BKVMQmjEDztdeg+HMGcSKihC/cWf0BnGDBX5TNv5Y+Cmc8/Xtffq2cwnu6ni9T88qsXXrVkycOBFGrf/Me8GAk4hoiDh58iReffVVzfo7byrBFudStBpyNOsTAHJjLVjp2YbS6EVN+3U6nVixYgWqq6sH9ChQOhiNRsycORNbtmzBXXfd1fn5li1bcOedd2o2jizLqKurw+TJkzXrk4hIFUHQPti87tvfBvLygCeeSN6nzMgAZsxA/F/+Bd72dmQhmXivt/F9t98OQ0MDcn/wA4iRCHyrVsH9uc/Btnt3t7YJQYc2fRbiBgcyBBH9OSl0wlKBmYEjKI5e7nMfvTGbzZg/fz50vQTMqcCAk4hoCDh79ix+//vfa1ISpF2XgbecS3DaMl6DmX3IkghhiW83pgWPQdQwubter8f8+fOxYMGCAVuNHQzWr1+PtWvXYtasWaipqcELL7yAhoYGPPzwwwCSR10vX76Mn//8553P1NXVAUgmBmppaUFdXR2MRiOqqqoAAI899hjmzZuH8vJyeL1ePP3006irq8Ozzz474D8fEVHKCQLw5S8nvwBIkgS32422tjZIhYVoOXmyS/NIZSVOfeSz9ocfRvu1v3eva/3a124cBG69E+36LEgQYdVi2rKERkOBpgGnIAiYOXMmli1bBqtVi1kqx4CTiGiQa2howCuvvILER1O+qxQRjNhjn4sD9pmQBO1WNkU5gZmBOiz01cIiR279gAqTJk3CihUrkJGRoWm/Q8E999yDtrY2PP7442hsbER1dTXeeOMNlFw7BtbY2NitJueN2WYPHTqEl19+GSUlJbhw4QKAZPHvhx56CE1NTXC5XJg+fTp27tyJOXPmDNjPRUQ00GRZRiAQQEtLi6blw4I6K1r0OYgJ2mVNL43UY4VnG/Libdr1WVqKNWvWaHolQw1BHikVtG/g9Xrhcrng8XjgdKq7yEtENJDC4TCeffZZ+P3q6lXeSAbwrqUa250LEdDZtJscgLHh81jh3Y6ceLum/RYUFGDNmjWdwVWq8H2gHv/MiGgoiUajaG5uRiAQ0KzPmGBEiyEbQbH7TqFVD2SYBNy7NazqDmdmvAPLvTtQHj7b72zu12VkZGDVqlWYOHFiSq6iKH0fcIeTiGgQ27p1a7+CzYvGQmxxLkOTsUDDWQFZ8Xas8GzHuMh5zV6MAGC1WrF8+XJMmzYNoihq2DMREY0ksizD6/WiubkZkkZlTiRBh3Z9Btw6F6DR288oRbHAvw+z/YehR/9OMl1nMBiwaNEi1NTUQK9Pf7iX/hkQEVGP6uvrcejQoT496xPteMu5GO9bKzWdk0mKYKGvFrMCR6CDdnXKRFHE3LlzsXjxYpjNZs36JSKikSeRSODq1avw+bQqLSLAq3OgTZ+FhIZXUqYE38NS7y7YJfVZ5nszdepULF++HA6HQ7M++4sBJxHRIBSPx/Haa6/16dmT5nK8kbESYVHDsiGyjGnBY1ji2w2bFNKuXwDl5eVYtWoVcnK0zZZLREQjTzAYRGNjI+LxuCb9hUQLWgzZiAralYcaE72MlZ5tGBW7qlmfo0ePxpo1azBmzBjN+tQKA04iokHoyJEjaGtTlzBABrDJtRxHbNM0nUtR5BJWerahIN6sab85OTlYvXo1xo/XNlsuERGNPLIso7W1Fe3t2uQUiAsGtBqy4BftmvQHAI6ED7d5d6IqdFKz6yh2ux0rVqzAlClTBm3JMAacRESDTCwWw65du1Q9kww2V+CIbapm83DGvbjNuwOV4Q80vadpNpuxZMkSzJ49e0DrgBER0fAUi8XQ3NyMSCQCg6F/GWNlQYRbdMCnd0KGoLrMiVnX/Y2pl2OY5z+Ief4DMMra7LzqdDrMnz8fCxcuHPQlwxhwEhENMocOHVJ972Sbc7FmwaZeimG+/wDm+g/CAG1ejEB6a4AREdHw5PV6EQwGIYoiLJb+XSUJCWb4dTaIgg6ufvTTFpbhjSUz1FaGTuE27w64ElrdJwUqKyuxcuVKZGZmatZnKjHgJCIaRKLRKHbv3q3qmXOmEuyzz9Zk/EnBE1jm3QWnpN2LEUh/DTAiIhp+jhw5gq1bt8Jk6t/9yqv6XOxxzMNVgxNA7NpX33ljMnTeq/iCdxuKo5f71deN8vPzsWbNGpSWlmrW50BgwElENIi88847qmqFRQUD/uJa2e9xR0WbsNKzDWNiV/rd141SXQOMiIhGpuPHj+O1116DLMsIBvuW5dUn2rDduRDHDNVAGEBYed3M3lgTQSz17caU4HsQ0f/+AMBiseC2227DjBkzhmTJMAacRESDRCQSwZ49e1Q9s9c+Bx593w/+2BJ+LPPuxuTQcU3vaQ62GmBERDR8fPDBB/jjH/8IWe5bQCdBwAHbTOxy1CAmanP/UZQTmB04jAW+fTDLUW36FEXMnj0bS5Ys6fdx4XTibwFERIPE/v37EQopLzkSEC14xzajT2Pp5Djm+A9hvn8/THL/jg591GCsAUZERMPD+fPn8dvf/haS1Lda0F7RgT9nrkGDqVizOY0Pn8Vyzw5kJzq063P8eKxevXpYlAxjwElENAiEw2HU1taqemaffXafVmYnhE5juXcHMhMe1c/ezGCuAUZEREPfxYsX8etf/xqJRKJPz58wT8BfMlYiLJo1mU92rA0rvNsxLnJBk/4AIDs7G6tXr0Z5eblmfaYbA04iokGgtrYW4XBYcXu/aMMh6zRVY1gSIXzcvRkTImdVzu7mhkINMCIiGtoaGxvxq1/9CrGY+lM5EcGALa7b8K61WpO5mKUwFvn2YkbgKHTo207rR5lMJixZsgRz5swZdiXDGHASEaVZMBjEvn37VD2z1z4HcVF5rTGjFMHn215BXrxN7fR6NZRqgBER0dDV0tKCX/7yl4hEIqqfvWIowJ8yb0eHvv8lRARZwvTgu1js2wurpPwKzK3MmDEDt912G2w2m2Z9DiYMOImI0mzPnj2IRpUnGPCKDhyxTVE1xjLvLk2DzaFWA4yIiIYmj8eDX/ziF33KRLvPNgvbnIsgC/3P7FoSacBKzzbkxVv73VdnnyUlWL16NUaNGqVZn4MRA04iojTy+/145513VD2zxzEXCUH5X99Z8XZMD76rdmo9ys/Px+rVq1FWVqZJf0RERL2RZRmvvfYafD71taH32udgu3NRv+fginuw3LsdFeEzmmVzd7lcWLlyJaqqqkbEVRQGnEREabR7925V91HcOieOqryDsshX2+9aYEO9BhgREQ09x44dw9mz6vMOvGOb3u9g0yBFscC/H3P8h6BH35IUdevTYMDChQtRU1MDg0H5tZihjgEnEVGaeL1eHDx4UNUzux01kATlyQRyYq2oDJ1SO7VOw6UGGBERDS3BYBCbN29W/dxRyyRscd3Wr7EnB49jqXcXHFKgX/106XPyZKxYsQJOp1OzPocKBpxERGmya9cuVand23UZOGapUjXGIt/ePu9ujhs3DqtXr0Zubm6fniciIuqrzZs3q763+b55At7IWNXnMbNi7bjDvQmjY4197uOjCgsLsWbNGhQVFWnW51DDgJOIKA3cbjcOHz6s6pldjhpViQ/yYs2YGD6tdmrIzs7GqlWrUF5ePiLulhAR0eBy9uxZvPuuutwDp01j8efM2/ucIGh64CiWe7fDKMf79PxH2e12LF++HFOnTh3x71IGnEREabBz505IkvLaXS36LBy3VKoaY7F3r6oEB8O5BhgREQ0N0WgUr7/+uqpnLhiL8MesO1RdObnOkgjh457NmBDWpka1TqfDvHnzsGjRIphMJk36HOoYcBIRDbD29nbU1dWpemaXYz6gYoV0VLQR5RF1L8/PfvazKC0tVfUMERGRlrZt2wa32624vUfnwO+zPqUqe/t1ZeEL+IR7k2Z3NSdOnIiVK1ciKytLk/6GCwacREQDbOfOnZBl5fcqr+pzcdJSoWqMxT51u5tlZWUMNomIKK2uXLmC/fv3K24vA9jkWoGoaFQ91jLvTszzv6NJqZPc3FysWbMGY8eO1aC34YcBJxHRAGptbVV9L2WXY76q9mOilzE2ckHVM8uWLVPVnoiISEuyLOP1119XtSD7vmUizprVB3krPG9jTuCI6uc+ymKxYNmyZZg5cyZLht0EA04iogG0Y8cOVS/TRkM+PrCMVzXGYu8eVSu248ePH9HZ84iIKP1OnjyJxkbl2WGDogVvOtUvli7x7u53sCkIAmbPno2lS5eyZJgCDDiJiAZIc3Mz3nvvPVXP7FS5u1kcaUBp9KKqZ7i7SURE6STLMrZv367qmbecSxDSWVU9U+Pbj/l+5Ud2ezJ27FisXr0aeXl5/epnJGHASUQ0QNS+TC8ZRqk+KrTEt1dV+4qKChQWFqp6hoiISEvHjx9Hc3Oz4vbnTCU4Zp2kaoyZ/iNY6tvd5zubWVlZWLVqFSZMmDDiy5yoxYCTiGgANDY24sSJE6qe2elcoKr92PB5FEUvq3qGu5tERJROkiSpWpCNCnpscq1QNcak4PtY5X27T8GmIAhYuHAhFi9eDL2eoVNf8E+NiGgAqN3drDeOwQVTiapnFqvc3ayqqkJ+fr6qZ4iIiLR07NgxtLW1KW6/214Dtz5DcXtn3Is1nq19CjZdLhfuuusulJSoex9TVww4iYhS7NKlS/jggw8Ut5cB7HCo290sD59FYaxJ1TNLly5V1Z6IiEhLiUQCO3bsUNzeJ9rxjn2GqjHWeLbCJMfUTg3V1dX4+Mc/DrPZrPpZ6ooBJxFRim3btk1V+/OmElwyjVH1zGLvHlXtp0yZgtzcXFXPEBERaeno0aPo6OhQ3H6PYy4SgvLwpSp4EuMj51XNSRRF3HHHHZg6dSrvamqEAScRUQrV19fj3LlzitvLAHaq3N2sCH2A/HiL4vaCIGDJkiWqxiAiItJSPB5Xtbvp0TlQZ52suL1FCmGl921VcxIEAXfddReqq6tVPUc3xwqlREQpIsuy6t3NM6axuGIcpWYQ1Xc3p06diqysLFXPEBERaenw4cPwer2K2++xz4Mk6BS3X+7ZDpsUUjWnO+64g8FmCqQ84HzuuedQVlYGs9mMmTNnYteuXb22bWxsxL333ouKigqIooh169b12O4Pf/gDqqqqYDKZUFVVhVdffTVFsyci6rvz58+jvr5ecfvk7qa6uptVoZPIjStPtiCKInc3iYgorWKx2E1jgo/q0Llw1Ko8ECyN1GNy6H1Vc1qzZg2mT5+u6hlSJqUB5yuvvIJ169bh0UcfxZEjR7Bo0SJ87GMfQ0NDQ4/tI5EIcnNz8eijj2Lq1Kk9tqmtrcU999yDtWvX4ujRo1i7di0+85nPYP/+/hVxJSLSUl92N0+Zx+OqUXnWWEGWsMhXq2qM6dOnIyMjQ9UzREREWjp48CD8fr/i9rsdNZAF5WHLcs8OVVlpZ8+ejblz56p4gtRIacD55JNP4v7778cDDzyAyspKbNy4EUVFRXj++ed7bF9aWoqnnnoK9913H1wuV49tNm7ciJUrV2LDhg2YOHEiNmzYgOXLl2Pjxo0p/EmIiNQ5c+YMLl26pLi9DGCXyt3N6tD7yE4oT7ag0+mwePFiVWMQERFpKRqNYs8e5YnuWvVZeM9Sqbj9xNApVXkNnE4nli9frrg9qZeygDMajeLQoUNYtWpVl89XrVqFvXvV3Te6UW1tbbc+V69efdM+I5EIvF5vly8iolSRZVl13c33zRVoMSjPGivKCSz07VM1xsyZM+F0OlU9Q0REpKUDBw4gEAgobr/brmJ3U5ZVn/z5+Mc/DpPJpOoZUidlAWdraysSiUS3ouL5+floalJXK+5GTU1Nqvt84okn4HK5Or+Kior6PD4R0a2cOnUKV65cUdxegqB6d3NK8DgyEx7F7fV6PRYtWqRqDCIiIi1FIhFVG0/N+my8b6lQ3H6SyrwG1dXVmDBhguL21DcpTxr00fo1siz3u6aN2j43bNgAj8fT+XXx4sV+jU9E1Ju+7G4et1Si3aA8a6xOjmOBX93u5uzZs2G321U9Q0REpKV9+/YhFFKeOXaXYz6gMG4QZAkLVexuWiwWrFmzRnF76ruU1eHMycmBTqfrtvPY3NzcbYdSjYKCAtV9mkwmbpUT0YB4//33cfXqVcXtExCxy1GjaoxpwWNwJXyK2xsMBixYoK62JxERkZZCoRBqa5UHhE2GPJyyKN99nKwyr8HixYths9kUt6e+S9kOp9FoxMyZM7Fly5Yun2/ZsgXz56s7Onajmpqabn2++eab/eqTiEgLkiSp3t08Zp0Etz5DcXu9HMN8n7qs3HPnzuVLlYiI0qq2thaRSERxezVlwpJ5DZQHsw6HA7NmzVLcnvonZTucALB+/XqsXbsWs2bNQk1NDV544QU0NDTg4YcfBpA86nr58mX8/Oc/73ymrq4OAOD3+9HS0oK6ujoYjUZUVVUBAL7yla9g8eLF+N73voc777wTf/rTn7B161bs3r07lT8KEdEtvffee2htbVXcPg4ddtvnqRpjRuAoHJLyZAsmk4kLckRElFbBYFBVCcPLhlE4Yx6nuP2U4HvISChPCrp48WLo9SkNg+gGKb3Dec8992Djxo14/PHHMW3aNOzcuRNvvPEGSkpKAACNjY3danJOnz4d06dPx6FDh/Dyyy9j+vTpuP322zu/P3/+fPzmN7/Bz372M0yZMgUvvfQSXnnlFdbOIaK0kiQJO3bsUPXMUWs1vHrlWWMNUhQ1/gOqxpg3bx4sFouqZ2jweO6551BWVgaz2YyZM2fetFB6Y2Mj7r33XlRUVEAURaxbt67Hdn/4wx9QVVUFk8mEqqoqvPrqqymaPRFR0p49exCNRhW3V7O7qZPjWKji5E9GRgamT5+uuD31X8qTBj3yyCO4cOECIpEIDh061KUG3EsvvdTt+Jksy92+Lly40KXNpz/9aZw8eRLRaBQnTpzA3Xffneofg4jopo4ePYr29nbF7WPQY49D3e7mrMAR2CTlyRbMZjPmzVM3Bg0er7zyCtatW4dHH30UR44cwaJFi/Cxj32s20LtdZFIBLm5uXj00UcxderUHtvU1tbinnvuwdq1a3H06FGsXbsWn/nMZ1TtPBARqeH3+/HOO+8obt9gHI3z5lLF7acFjsEpKc9rsHjxYuh0OsXtqf9SHnASEQ13iUQCO3fuVPXMEdsU+HXKs8YapQjm+g+qGmP+/Pkwm82qnqHB48knn8T999+PBx54AJWVldi4cSOKiorw/PPP99i+tLQUTz31FO677z64XK4e22zcuBErV67Ehg0bMHHiRGzYsAHLly/Hxo0bU/iTENFItnv3bsRiMUVtZQA7HcqT3OnlGBb4lS+YZWVl9bogR6nDgJOIqJ+OHDkCt9utuH1U0GOvfY6qMeYEDsMqhxW3t1qtvGowhEWjURw6dAirVq3q8vmqVatU1bD7qNra2m59rl69+qZ9RiIReL3eLl9EREp4vV4cPKh8sfSCsRgNpiLF7WcEjsKuIq/BkiVLIIoMfwYa/8SJiPohHo+r3t08ZJuOoE551lizFMYc/yFVYyxcuBBGo1HVMzR4tLa2IpFIdCv5lZ+f3600mBpNTU2q+3ziiSfgcrk6v4qKlP8ySEQj265du5BIJBS1lQHsdCrf3VSb1yAnJwfV1dWK25N2GHASEfXDoUOH4PMpvzsSEYzYZ5+taoy5/oMwy8pTydvtdqZ7HyaEjxQ8l2W522ep7nPDhg3weDydXxcvXuzX+EQ0Mrjdbhw+fFhx+3OmUlw2FipuP1tlXoOlS5dydzNNmA+YiKiPYrHYTbOG9uQd2wyEROVZYy2JEGYFlL+wAWDRokUwGAyqnqHBJScnBzqdrtvOY3Nzc7cdSjUKCgpU92kymWAymfo8JhGNTDt37oQkSYraqr27aVKZ1yA/P7+zxCINPIb5RER99M477yAQUH53JCSYsN8+U9UYNf4DMMnKki0AgNPpxIwZM1SNQYOP0WjEzJkzsWXLli6fb9mypV91VWtqarr1+eabb7JWKxFpqr29HXV1dYrbnzaPQ6OxQHH72YFDsKjIa7B06dJ+nw6hvuMOJxFRH0QiEezZs0fVMwfsMxERlWeNtSUCmBmsUzUGi1kPH+vXr8fatWsxa9Ys1NTU4IUXXkBDQwMefvhhAMmjrpcvX8bPf/7zzmeu/4Ln9/vR0tKCuro6GI3GzpX9r3zlK1i8eDG+973v4c4778Sf/vQnbN26Fbt37x7wn4+Ihq8dO3ZAlmVFbZO7m8oXvcxSSFVeg1GjRqGiokJxe9IefyshIuqDAwcOIBgMKm4fFC14x6Z2d3M/DHJccfuMjAxMmzZN1Rg0eN1zzz1oa2vD448/jsbGRlRXV+ONN95ASUkJAKCxsbFbTc4bi5kfOnQIL7/8MkpKSjrrWc+fPx+/+c1v8I1vfAPf/OY3MW7cOLzyyivMaExEmmltbcWxY8cUtz9pnoBmQ57i9sm8BlHF7ZctW8bdzTRjwElEpFI4HFZdmmKfbRaiovKssY6EDzMC76oaY8mSJSxmPcw88sgjeOSRR3r83ksvvdTtMyU7Cp/+9Kfx6U9/ur9TIyLq0fbt2xXvbkoQVO1uWhJBzA4cUdx+zJgxGD9+vOL2lBq8w0lEpNK+ffsQDiu/O+IXrThkm37rhjeY79sPPZSlkgeA7OxsTJkyRdUYREREWrp69SqOHz+uuP37lgq0GbIVt6/xvwOjirwG3N0cHBhwEhGpEAqFsG/fPlXP1NrnICYqzxrrinswLaj8OBLAYtZERJR+27dvV9xWgoBdKnY3bQm/qrwGJSUlKCsrU9yeUoe/nRARqbB3715EIsprYvpEOw7bpqoaY4F/H3RQlkoeAHJzczFp0iRVYxAREWmpsbERJ0+eVNz+mGUSOvSZitvP9x9QldeAu5uDBwNOIiKFAoEA9u/fr+qZPY65SAjKr8tnxjswOfi+qjFYzJqIiNJt27ZtitsmIGK3Y57i9o6ED9NV5DUYO3ZsZ4I1Sj/+hkJEpNCePXsQiym/O+LROVBnnaxqjEW+WlW7m/n5+aisrFQ1BhERkZYuXbqE06dPK25/1FoNj96luP0C3z5VeQ2WLVumuC2lHgNOIiIFfD4f3nnnHVXP7LHPgyQozxqbHWtDVUj5cSSAR4aIiCj91OxuxqHDHhW7m664B1OD7yluX15ejjFjxihuT6nHgJOISIHdu3cjHld+d6Rdl4Gj1mpVYyzy7YUIZankAaCwsBATJkxQNQYREZGW6uvrce7cOcXtj9imwKdzKG6/0KcurwF3NwcfBpxERLfg8Xhw6NAhVc/sdsyDLCj/KzYv1ozK8AeqxuDuJhERpZMsy6p2N2OCHnvtcxW3z4x3YHJIeZmViRMnYtSoUYrb08BgwElEdAu7du1CIqH87kirPgvHLeruVS7y1UJN6FhUVIRx48apGoOIiEhL58+fR319veL2h6zTENDZFLdf5KtVdfJn6dKlitvSwGHASUR0Ex0dHThy5IiqZ3Y5alTtbhZEmzAhfEbVGNzdJCKidFK7uxkRDKi1z1bcXm1eg0mTJiE/P19xexo4DDiJiG5i586dkCTld0ea9Tk4YZmoaozFvr2qdjdLS0tZzJqIiNLqzJkzuHTpkuL2B23TEdJZFbdfrCKvgSAI3N0cxBhwEhH1oq2tDUePHlX1zE7HfFXtR0evYFzkvKpnmBCBiIjSSe3uZlgwYr99luL2ebFmTFSR12Dy5MnIyclR3J4GFgNOIqJe7NixA7Ks/O5IkyEPH1jKVY2x2LtH1e7muHHjUFxcrGoMIiIiLZ06dQqNjY2K2x+wz0RYtChur+bkjyAIWLJkieK+aeAx4CQi6kFzczOOHTum6hm1u5tFkYsojTaoeoa7m0RElE5qdzdDghnv2GYqbj8q2oTy8FnF7adNm4asrCzF7WngMeAkIurBjh07VLW/bBiFM2Z1WWOX+NTtbk6YMAGjR49WNQYREZGW3n//fTQ3Nytuv98+CxHRpLj9YhXvRlEUsXjxYsV9U3ow4CQi+oimpia8//77qp5Ru7tZGqlHcfSyqme4u0lEROkkSRK2b9+uuH1AtOAd23TF7UdHr2Bs5ILi9jNmzEBGRobi9pQeDDiJiD5CzcsUABqMo3HeXKrqmSXeParaV1ZWoqCgQNUzREREWnrvvffQ2tqquH2tfQ5iolFxezV5DXQ6HRYtWqS4b0ofBpxERDe4fPkyTp06pbi9DGCnY4GqMcaFz2F0THmyBYDFrImIKL0kSVJ13cQn2nDYNlVx+2KVeQ1mzZoFp9OpuD2lDwNOIqIbqN3dvGAsRoOpSNUzi33qdjerq6uRl5en6hkiIiItHT16FO3t7Yrb77XPRVwwKG6v5u6mwWDAwoULFfdN6cWAk4jomosXL+LMmTOK28sAdjrV7W5OCJ3GqJjyZAtM905EROmWSCRU7W56dA7U2SYrbl8WvqAqr8Hs2bNht9sVt6f0YsBJRHSNmjTvAHDOVIrLxkLlD8gyFvv2qhpjypQpLGZNRERpdeTIEXg8HsXt99jnIiHoFbdXc/LHaDRiwQJ1i72UXgw4iYgAXLhwAefPn1fcXgawQ+XdzcrwKeTFlSdbEEWRu5tERJRW8XgcO3fuVNy+Q+fCu9Zqxe3Hh89idKxJcfu5c+fCarUqbk/px4CTiEY8tUWsAeAD83g0GZVnjRVkCYt8tarGmDZtGjIzM1U9Q0REpKWDBw/C5/Mpbr/HMQ+SoFPcXs3JH5PJhJqaGsXtaXBgwElEI965c+fQ0KA8M14yM626upuTQieQE1eebEGn07GYNRERpVUsFsPu3bsVt2/TZeKYpUpx+4rQByhQkdegpqYGFotFcXsaHBhwEtGIJssy3n77bVXPnDBPQIshV3F7QZaw0LdP1RgzZsyAy+VS9QwREZGWDhw4gEAgoLj9bkcNZEFheCHLWKRid9NisWDevHmK29PgwYCTiEa0Dz74AFeuXFHcXoKAXSp3N6cEjyMr4VbcXq/Xs5g1ERGlVSQSwZ49ypP5tOizcdwyUXH7qtAp5MXbFLefP38+TCaT4vY0eDDgJKIRS5Zl1XU337dMRJshW3F7UU5goV/d3c1Zs2bB4XCoeoaIiEhL+/fvRygUUtx+l6MGEJRV0kzmNVC+u2mz2TBnzhzF7WlwYcBJRCPWiRMn0NSkPDNecndTXbKCacFjcCWUJ1tgMWsiIkq3cDiM2lrli6VX9bk4aalQ3L46dALZiQ7F7RcsWACj0ai4PQ0uDDiJaESSJEn17uYxyyR06JVnjdXJcSzw7Vc1xpw5c2Cz2VQ9Q0REpKXa2lqEw2HF7dUk0kvmNVAezDocDsyaNUtxexp8GHAS0Yh0/PhxtLS0KG6fgIjdDnXJCmYEjsIh+RW3NxqNmD9f3f1QIiIiLQWDQezbpzzR3RVDPk5bxituPzX4HjITHsXtFy5cCIPBoLg9DT4MOIloxJEkCTt27FD1zFFrNTx65Vlj9VIMNf4DqsaYN28ei1kTEVFa7d27F9FoVHH7nY4FituKcgIL/MqDWafTiRkzZihuT4MTA04iGnHeffddtLUpz4wXhw57VO5uzgrWwS4FFbc3m80sZk1ERGkVCARw4IDyxdKLxkKcM5cpbq82r8HixYuh1+sVt6fBiQEnEY0oiUQCO3fuVPXMEdsU+HTKs8YapSjm+d9RNUZNTQ3MZrOqZ4iIiLS0e/duxGIxxe3V7G6qzWuQmZmJadOmKW5PgxcDTiIaUerq6tDRoTwzXkzQY699rqoxZgUOwyopTyVvsVgwd666MYiIiLTk8/lw8OBBxe0vGItQbypW3F5tXoMlS5ZAp9Mpbk+DFwNOIhox4vG46t3NQ9ZpCOiUZ401SWHM9St/YQPJdO8sZk1EROm0a9cuxONxRW1lqNvdNKjMa5CdnY3Jkycrbk+DW8oDzueeew5lZWUwm82YOXMmdu3addP2O3bswMyZM2E2mzF27Fj86Ec/6vL9l156CYIgdPtSk7qZiEamw4cPw+v1Km4fEQyotc9WNcZc/yFY5Iji9ixmTURE6ebxeHD48GHF7c+bSnDJNFpx+5mBI6ryGixduhSiyH2x4SKl/0u+8sorWLduHR599FEcOXIEixYtwsc+9jE0NDT02P78+fO4/fbbsWjRIhw5cgT/+q//ii9/+cv4wx/+0KWd0+lEY2Njly/efSKim4nFYrdc8Pqog7YZCOmUZ421SCHMDih/YQNM905EROm3c+dOJBIJRW1lADtU7G4apSjmBZSf/MnLy8OkSZMUt6fBL6Vpn5588kncf//9eOCBBwAAGzduxObNm/H888/jiSee6Nb+Rz/6EYqLi7Fx40YAQGVlJQ4ePIgf/OAH+Ku/+qvOdoIgoKCgIJVTJ6Jh5uDBg/D7ld8dCQsm7LerKzQ9z/8OTLLyVPIsZk1EROnW0dGBuro6xe3PmMai0ThKcfvZgUOq8hosXboUgiAobk+DX8p2OKPRKA4dOoRVq1Z1+XzVqlXYu3dvj8/U1tZ2a7969WocPHiwS8Ysv9+PkpISjBkzBp/4xCdw5MiRm84lEonA6/V2+SKikSMajWLPnj2qnjlgn4mwqPzkhDURwMzAzf8u+qhFixYx3TsREaXVjh07IEmSorYygJ1O5bubZimMuf5DitsXFBRg4sSJitvT0JCygLO1tRWJRAL5+fldPs/Pz0dTU1OPzzQ1NfXYPh6Po7W1FQAwceJEvPTSS/jzn/+MX//61zCbzViwYAFOnz7d61yeeOIJuFyuzq+ioqJ+/nRENJQcOHAAgUBAcfugYMYBm7pC0/P9B2CUlSVbAACXy8Vi1kRElFatra149913Fbc/ZS7HVUOe4vZz/AdhVpHXYNmyZdzdHIZSfhv3o/+nkWX5pv9H6qn9jZ/PmzcPX/jCFzB16lQsWrQIv/3tbzFhwgQ888wzvfa5YcMGeDyezq+LFy/29cchoiEmEon0eqqiN/vtsxAVlWeNtSd8mB5Q/sIGmO6diIjSb8eOHZ2/a9+KBAE7HfMV921JqMtrMHr0aJSXlytuT0NHys5y5eTkQKfTddvNbG5u7raLeV1BQUGP7fV6PbKzs3t8RhRFzJ49+6Y7nCaTiSUHiEaoffv2IRRSfnckIFpwUO3upu8ADFC+u5mVlYWpU6eqGoOIiEhLzc3NeO+99xS3P2GpQKshR3H7eYF3YJJjt254DXc3h6+U7XAajUbMnDkTW7Zs6fL5li1bMH9+z6sjNTU13dq/+eabmDVrVq9ZHGVZRl1dHUaNUn55mYhGhlAohNraWlXP1NrnICYqzxrrjHsxLXhM1RhLlixhundShKXFiChVtm/frritBAG7HDWK26vNa1BcXIyxY8cqbk9DS0p/41m/fj1++tOf4r/+679w4sQJfPWrX0VDQwMefvhhAMmjrvfdd19n+4cffhj19fVYv349Tpw4gf/6r//Ciy++iK997WudbR577DFs3rwZ586dQ11dHe6//37U1dV19klEdN3evXsRiSi/O+ITbThsU7fzuMC/D3ooSyUPJE9/VFdXqxqDRiaWFiOiVDl79ixOnDihuP17lkq067MUt1eb14C7m8NbStMj3nPPPWhra8Pjjz+OxsZGVFdX44033kBJSQkAoLGxscuLs6ysDG+88Qa++tWv4tlnn0VhYSGefvrpLiVR3G43HnroITQ1NcHlcmH69OnYuXMnC6cTUSev14utW7fi2DF1O4977XMRF5TvbmbE3ZgSPK5qDBazJqVYWoyIUiEajeL1119X3D4BEbtV7G7aEz7MCBxV3L6srAylpaWK29PQk/J8/I888ggeeeSRHr/30ksvdftsyZIlOHy49wvG//mf/4n//M//1Gp6RDSMxGIx7N27F3v27OlSSkkJj86BOttkVc8s9NVCB2Wp5IFk1u2qqipVY9DIdL202Ne//vUun/eltNiLL76IWCzWeTXlemmxRCKBadOm4dvf/jamT5/e61wikUiXkwIsLUY0tG3fvh1ut1tx+3etk+DWZyhuv8C3X9XJn2XLliluS0MTl9mJaMiTZRnHjx/Hs88+i+3bt6sONgFgj30uEoLyNbiseDuqQ8qPIwEsZk3KsbQYEaXClStXsG/fPsXt49Bhj32e4vbOuBdTg8oTEY0fP55/p4wArDhORENaY2MjNm3a1Ou9NiU6dC68a1V3r3KRrxYilKWSB4BRo0ahoqJC7dRohEtFabF58z785XHBggWYMWMGnnnmGTz99NM99rlhwwasX7++85+9Xi9/QSQaguLxOF577TXFZVAAoM46GV69U3H7hSrzGnB3c2RgwElEQ1IgEMBbb72FI0eUZ8HrzR7HPEiC8pqYObFWVIVOqhqDCRFIDZYWIyItJRIJ/O53v+v1hERPgoJZ1d3NjLgbk1XkNaioqEBhYaHi9jR08UgtEQ0piUQCe/fuxTPPPKNJsNmmy8Qxi7p7lYt9e6AmdBwzZgzGjx+vbmI0orG0GBFpRZIk/M///A8++OADVc+95VqCoM6quP0ilXkNuLs5cnCHk4iGBFmWcfr0aWzevBnt7e3a9Algm3MxZEH52lt+9CoqwmdUjcPdTeqL9evXY+3atZg1axZqamrwwgsvdCstdvnyZfz85z8HkCwt9sMf/hDr16/Hgw8+iNraWrz44ov49a9/3dnnY489hnnz5qG8vBxerxdPP/006urq8Oyzz6blZySi1JJlGa+//jree0/5vUoAOG8sxjEVV02yYu2YpCKvQVVVVa+nNWj4YcBJRINeS0sLNm/ejLNnz2ra7xHrFHxgUbfzuNi3V9XuZklJCcrKytRNjAgsLUZE/RONRvGXv/wFdXV1qp6LCXr8JWOlqmcW+faqymuwdOlSVf3T0CbIam4ODxNerxculwsejwdOp/KL0EQ0sEKhEHbs2IEDBw6oSnJwK3HosMsxH7X22YCKncfC6BX8TeuvVQWcX/ziFzsDBBp8+D5Qj39mRINfY2Mj/vCHP6CtrU31s285F2O/fbbi9rmxFjzQ8nPF78bJkyfj7rvvVj0vGnyUvg+4w0lEg44kSTh06BC2bduGUCikWb8ygA/M4/G2czE69Jmqn1e7uzl27FgGm0RENGBkWcbevXvx9ttvQ5KU36e8rsmQhwO2maqeWebdpfjdKAgClixZonpeNLQx4CSiQeX8+fPYtGkTmpubNe23WZ+Nra5luGDqWwA4JnIJZZF6Vc8wIQIREQ0Ut9uNP//5zzh//nyfng+KFvwp43ZVeQ0qQycxPqJ8vKlTp/aaNZuGLwacRDQodHR0YMuWLThxQnnSASWCghm7nPNx2DpV1Uv0o5aozExbXl6OMWPG9Hk8IiIiJaLRKHbv3o3a2lrE4/E+9REWjPhN1l+hzaA8GDRLIaz0bFPcXhRFLF68uC/ToyGOAScRpVUkEul8USYSyotF30oCIg7bpmKXowZh0dKvvqqD76MkeknVM0yIQEREqSTLMo4dO4atW7fC5/P1uZ+ooMdvs+9Gk1Fd1tjlnh2wS0HF7adPn47MTPXXWWjoY8BJRGkhyzLeffddbN26FX6/X9O+z5tKsMW5FK2GnH73ZUkEscK7XdUzEydOZDFrIiJKmcuXL2PTpk24dEndYuhHxaHD77M+hUvG0aqeK4nUY0rouOL2Op0OixYtUjs9GiYYcBLRgLt06RI2bdqEy5cva9pvuy4DbzmX4LTKUie9EeUE7nS/AaukLnERdzeJiCgVfD4f3nrrLRw9erTffSUg4tWsO1TnNtDLMdzu3qLqmsmsWbPgcrnUTZCGDQacRDRgvF4v3nrrLbz77rua9hsRjNhjn4sD9pmQBJ0mfQqyhLs6XsdYlYmCJk2axGLWRESkqXg8jn379mHXrl2IRqP97i8omPF65hqcMY9T/ewiXy0yEx7F7Z1OJ5PojXAMOIko5WKxGGpra7F7927EYjHN+pUBvGupxnbnQgR0Ns36NUhRfMK9GRXhM6qeEwSBu5tERKQZWZZx8uRJbNmyBR0dHZr0ed5YjNcy18Cvc6h+tiDahLn+g6qe+fjHPw6TyaR6LBo+GHASUcrIsowTJ05gy5YtcLvdmvZ90ViILc5laDIWaNrvqGgj7ux4A1kJt+pnp0+fjpyc/t8bJSIiunr1KjZv3tznMicflYCIHc6F2GebBQhqDsQmZcXb8Zn2VyFCVvzMpEmTMGHCBNVj0fDCgJOIUqKpqQmbNm1Cfb26I6m34tE5sM2xGO9bJ2rar0mKYKGvFrMCR6CD+mLZdrsdK1eu1HROREQ08gSDQWzbtg2HDh2CLCsP7m6mVZ+FP2XcjqsqM9Fe54x78bm236vKSms2m7FmzZo+jUfDCwNOItJUIBDAtm3bcPjwYc1elAAQE/TYZ5uNWvtsxEWDZv1CljEteAxLfLthU5kc6Ea33347zGazdvMiIqIRJZFI4ODBg9i+fTvC4bAmfUoQcMg2Ddsci/r87rQl/Li37XdwJdSVXlm1ahXsdnufxqThhQEnEWkikUjgwIED2LFjByKRiGb9ygDeN1dgm3MxvHqnZv0CQFHkElZ6tqEg3tyvfiorK1FZWanRrIiIaKQ5e/YsNm3ahNbWVs36PG8sxlbXUrQYcvvchyURwr1tv1d9zaSsrAzTpk3r87g0vDDgJKJ+O336NDZv3oy2tjZN+2005GGL8zZcMqmrD3YrzrgXt3l3oDL8gaq07j3Jy8vDHXfcocm8iIhoZGlra8Obb76JDz74QLM+O3QuvOVcgg8s5f3qxyRF8Nn23yM3ru7drtfr8YlPfAJCH+6J0vDEgJOI+qy1tRVvvvkmTp8+rWm/ftGKHY6FOGqt7lNig97opRhq/AcwL3AQBjne7/6ysrKwdu1aWCwWDWZHREQjRTgcxs6dO7F//35Ikvq8AT2JCAbsvVYiLCH071d8gxTDZ9r/iFEx9SeAlixZgqysrH6NT8MLA04iUi0cDmPHjh04cOCAZi9KAIhDh4O26djtmIeoqG0K9UnBE1jm3QWnpO4OSm9cLhfuu+8+3k8hIiLFJElCXV0d3n77bQQCAU36lAEcs1Rhm3MRArr+v5McCR8+1fH/UBS9ovrZcePGoaampt9zoOGFAScRKSZJEo4cOYK3334bwaDyTHW3IgM4YxqLra6l6NBnatYvkKwZttK7rU8vzt7Y7Xbcd999cLlcmvVJRETDW0NDAzZt2oTGxkbN+rxkGIUtrmVoNI7SpL+JoVP4mHsrLLL6pEXFxcW45557oNPpNJkLDR8MOIlIsYaGBrz++uua9tmiz8JW5zKcN5dq2q8tEcBS7y5MCR3v9z3NG40fPx533nkndzaJiEgRj8eDLVu24Pjx45r16RXt2OZchOPWKk36M0hRrPK83ed3ZmFhIe69914YDBpmkadhgwEnESlWWlqKCRMmaJLcICSYsctRg0O2aZAFUYPZJenkOOb4D2O+fz9MclS7fnU6rFy5EnPmzGEiBCIiuqVYLIY9e/Zgz549iMf7nzcAAGLQY799JmrtcxHTqETYqGgj7ux4Q3Um2uvy8vLw+c9/HiaTtldhaPhgwElEqqxatQpnzpzp891NCQKOWKdgp3MBQqK2yXYmhM7gNu+OPr80ezN69GjccccdyM/vW8FsIiIaOWRZxnvvvYetW7fC6/Vq0yeAk+YJeNu5GB69Rtc5ZBnz/fuxyFcLHfr2Tr+ePM9qtWozJxqWGHASkSrZ2dmYO3cuamtrVT+rRU2wnuTEWrHSsw1l0QZN+3U4HFi+fDmmTJnCXU0iIrqlK1euYNOmTbh48aJmfV7V5+JN1zJcNBVp1mdOrBVrPFtRHL3c5z6YPI+UYsBJRKq4PW5k5+XCarUqThykVU2wjzJLISz27sWM4FGIkDXrV6fTYf78+Vi4cCGMRqNm/RIR0fDk9/vx1ltvoa6uTrM+A6IFOxwLUGedolmJMIsUwmLvHkwPvtuv9yaT55EaDDiJSJFQOIQLDfXocLsBAJOnTsb+2v03fUbLmmA3EmQJMwJHsci3F9Y+ZNK7mcrKSqxcuRKZmdpmyyUiouEpEong2WefRTiszfsoAbGzRFhENGvSpyBLmBmowyJfbZ8y0N7IYrFg7dq1rLVJijHgJKKbiifiuHT5MhqvNkGWP1wNdbhcyMvLQ3Nz96LQyZpgk7DNuVCTmmA3Ko3UY6VnG3LjbZr2m5+fjzVr1qC0tFTTfomIaHgzmUyYMmUKDhw40O++zpjKsNW1FO167YK5svAFrPBu1+S9mZOTg09/+tPIy8vTYGY0UjDgJKIeybKM5pYWNFy6iFg81u37giBgYlVlt4AzWRPsNjQaCzSdT2a8A8s9O1AeOatpmROLxYLbbrsNM2bMgChqly2XiIhGjqVLl+LYsWMIhUJ9er5Vn4W3nEtw1jxWszllxjuwwrMd4yPnNHlvzpw5E6tXr2bpE1KNAScRdeP1eXG+vh6BYOCm7UwWM8aXj8eZ02c0rwl2nVGKYKFvH2YFjkCPhGb9iqKI2bNnY8mSJbBYtM2WS0REI4vFYsGyZcvwxhtvqHouLJg6S4RJgk6TuWj93rRarfjkJz+JiooKDWZHIxEDTiLqFIlEcOFiPdra2xU/U1Raipebc7DDMkezmmAAAFnG1OB7WOLbDbukLDmRUuPHj8fq1auRk5Ojab9ERDQyBYIBmG0W5OTkoLW19ZbtJQios07GDscChHQalRRJwXtz3LhxuPPOO+FwODTpj0YmBpxEhEQigcuNV3ClqVFVfc2w3gqfIxOukgRirdoFm2Oil7HSsw2jYlc16xNIlnRZvXo1ysu1zZZLREQjUywWQ8Oli7jakrxeUlldhV3bd970mXrjGGxxLUOzQbt7kGMil7HS+zZGxbrnVegLnU6HFStWYO7cuSwLRv3GgJNohGtpa0X9xQZEo1HFz8REA7yWLMT0yex5d0wQsbUlAI9g69dcHAkfbvPuRFXopKb3NE0mE5YsWYI5c+ZAp9PmyBIREY1ckiSh6epVXLxyCYnEh8dWzRYLxo4di3PnznV7xq1z4i3nEpyyTNBsHo6ED7d5dqAqfEqz92Zubi7uvvtuFBRom4uBRi4GnEQjlD/gx/n6evj8PsXPSIIInzkDIYO9S00wk17EF8eG8dT5vgWcejmGef53MM//DoxyvE999GbGjBm47bbbYLP1LxgmIiICgA53By401CPUSxmUknFlqK+v7wxEo4IBe+1zsN8+S7MSYXophhr/O5gXeAcGjd6b12tQL1q0iImBSFMMOIlGmGgsioaLF9Hc2qL4GRlA0OiA35wBWeg5k+tt0hW4tv83npn9RXTYlKdzrwydxG3enXAllAe+SpSUlGD16tUYNWqUpv0SEdHIFAqFcL6hHm6P+6bt9Ho9JlVX4+jRozhuqcTbzkXw67S7A1kVPIllPm3fm1VVVVi5ciUyMjI065PoOgacRCOEJElovNqES5cvIyEpz1oX0ZvhNWchoet5tVPv96Pix09jwovPYY0kIevKJay798lb9psfvYqV3m0ojl5WPBclXC4XVq5ciaqqKt47ISKifovH47h4+RKamq92qUd9Mxmjx+DPTeU4rivRbB4F196bRRq+N1mDmgYCA06iYSwhSfB4POhwd6Dd3YFYrHs9zd7ERT285ixEDb2UDJEkFP/P7zD5P74NU8eHWW2l4pvvKFoTASz17caU4HGIUPbiVsJgMGDhwoWoqanhUSAiIuo3WZZxtaUZDZcuIh5Xdmw1IejgM2cgbLBhydgojtf3fx7WRADLvLsxOaTde9NqteK2227D9OnTWYOaUo4BJ9EwE4lG0eHuQEdHBzw+r6qss0AyVbvfnIGg0dHlnuaNso4cxLTHNyDjxPHOz9qrp+Lo//4ubBOmwLg/iqhg7PKMKCcwO3AYC3z7YJaVJyhSYvLkyVixYgWcTqem/RIR0cjk8XpxvuECgkFl5UVkAAGTEwGTq/PqyYIiI16/6EaDlNGnOYhyAnOuvTdNGr03RVHEnDlzsGTJEpjNZk36JLoVBpxEQ5wsy/AHAskg092BgMKXY7d+AISMdvhNGZDEnjO5WpquYNJ/fAfF/+/Vzs/C2Tk49vVv4eLHPwWIIpwAPj3Ki5ebPqxxWR4+i+We7chKuPs0t94UFhZizZo1KCoq0rRfIiIamcKRMC40NKC9Q3k96rDeAp85s9vVE1EU8FClhG+8J/e6gNub8tAZLPfu0PS9WV5ejlWrVrEGNQ04BpxEQ1AikYDX74PH64HX60XshqM+JpNJdX8x0Qi/OQMJnQE9HaAVImGU/e5ljP31f0N3raC1pNPhg4f+Aace+DskPpIBds04IzY3+YBYFCu92zA2osGZohvY7XYsX74cU6dO5T1NIiLqt8561I1XICm8pxkTDfBZMhHV93z1xH7+LNY+8W948MgR3PbVv+D4mEm37DMn1ooV3u2avjdZg5rSjQEn0RAhSRLiiQQSiTgSCQkGvR45WdnIycruc58yBEiiDlIvmWcBwOj1wOL3QPzEKuATq4DWVjT+5Gc4+vA6BMcU9/yMIOH/jG/GhZ3/DzqoO9J7MzqdDvPmzcOiRYv6FFgTERHdKBKJoN3dgctXriAaU3ZsVRJE+EwZCBntPe5c6n1eTHzuPzHhZz/u/GzFybdvGnCapTAW+fZiRuCoZu9N1qCmwYIBJ9EgJcsyEokEYvE44rEYEirvYt5KQtQjIeoASQB6SEKgC/rhOH8ORp+387N4ZhZCM2fj3fHTEIz1kOlWlmGN+mGPuJFnTQDFo3Gx4aIm8504cSJWrlyJrCzlJVeIiIhulLyG4keH2412d4fiO5rADSXCTC7IPV09SSRQ+sffoPoH34HxhtIpH3zpYbSvuAPwd39EkCXMCB7FIu9eWOWe63r2xcyZM7Fs2TLWoKZBgQEn0SAiyzJisRiisRhi8RhkSbssrgAgC8KHgSaEa3Fm1zHEaBSO82dgvfJh2nVJb4Bv3HhECsfAoBeBHmqQGeMhOEIdMEjXMuEKAsaVl+PSxUuK08j3JDc3F2vWrMHYsWP73AcREY1ciUQCbo8H7e4OuN1uxOLKM7ZflywRlomEztjj97MP7se0x/8Vrg9OdH7WuGQ53t3wGAKlY7EiLuG1PQG4hQ8DwJJIPVZ6tiMv3qr+h+pFSUkJ1qxZg4KCAs36JOqvlAeczz33HP7jP/4DjY2NmDRpEjZu3IhFixb12n7Hjh1Yv349jh8/jsLCQvzzP/8zHn744S5t/vCHP+Cb3/wmzp49i3HjxuE73/kO7rrrrlT/KEQpEYlEIIgCotEoorFYT5uN/SaJIhKCvtdkQMlGEmyXL8J+/izExIe7l/6iYvhLx0HW66Hr4eiQLhGDI9wBczzU7XsGowFVk6pw/L3j3b53KxaLBcuWLcPMmTOZsp2IiFSJRCLweL3weD3wBfydC5+iToRJp/xKRkLUI2ByIqq3oKecruarTZjwwjMYtfNtwJs8EeQrKcPRb3wHzYuWdrYz6kV8aVwYT56zISPuxnLvDkwIn4FWWQhcLhdWrVqFyspK5jagQSelAecrr7yCdevW4bnnnsOCBQvw4x//GB/72Mfw/vvvo7i4+92v8+fP4/bbb8eDDz6IX/7yl9izZw8eeeQR5Obm4q/+6q8AALW1tbjnnnvw7W9/G3fddRdeffVVfOYzn8Hu3bsxd+7cVP44RJqQZRk+vw/t7g50uN2QJAkV48sRjyc0DzaTu5l6yLd4+ZjaWuE8fRL60IdBYzgrG77yCsStPR/HEWQJtogHtoj3pi/MgsJCnDt7DqFQ94C0x34FAbNnz8bSpUthsfRSA5SIiOgGsix3yXUgSRKsVgusVgtuXh26NwISN8lxIEgyTK0tMJviEP7hb4F/+FtIHW68v+8ITt/515B7qAc9u1CP++oPouDKbujRw7WUPmANahoKBLk/Z91uYe7cuZgxYwaef/75zs8qKyvxqU99Ck888US39v/yL/+CP//5zzhx4sPjCA8//DCOHj2K2tpaAMA999wDr9eLv/zlL51t1qxZg8zMTPz6179WNC+v1wuXywWPx8O6fTQg4vE43B43OtxudHjcXQpIm0ymzoBTbc3MnnQ7NnsT+mAAztOnYGpv+3CuFgu85RMRye6eNl0nCDDoBBytvwKdtwU6WdkL093WgXcOHLhlu7Fjx2L16tXIy8tT1C9Rf/F9oB7/zGiwkGQJ8Vg8mesgEdfsGkpCFCEJhl4Xa02tzbDXX4DuhiRDoaISRAtHY1+zD4GP5jiQZVhiAdjDHZAiYWx/a5sm85wyZQqWL1/Ofw8pbZS+D1K2wxmNRnHo0CF8/etf7/L5qlWrsHfv3h6fqa2txapVq7p8tnr1arz44ouIxWIwGAyora3FV7/61W5tNm7c2OtcIpEIIpFI5z97vd5e2xJpJRQOoaMjmZTA5/f16x6jEpKoQ1zUdxacvhkhFoP9wjnYLzV8+LxOB3/ZOARGFwG9HGEVZAn6hAxHuAMRhcGmwWDAjJkzcOH8ebS0tPTYJisrC6tWrcKECRN4FIiIiHqVSCQQu5bnIBaPa3oyqNupoI+8tw1eL5ynT8Lo9XR+FsnIhLd8ImSHAwZd9/eXIR6GM9wBQyIZnOqMRkysrMTJGzZX1GINahpqUnYxqrW1FYlEAvn5+V0+z8/PR1NTU4/PNDU19dg+Ho+j9Vrtv97a9NYnADzxxBNwuVydX/wXlFJBlmV4vB5caKjH4XfrcOTdo7hwsR5enzclwabt7/4O9i98AQlRj6jejJjOeOtgU5ZhvXwJefv2dAk2g4WjEf/uE9D98Jkeg01BlqFPRGFIRCEoTNcuCAJGjyrEjCnTUJCXjzVr1nRrYzQasWLFCvzt3/4tKioqGGwSfcRzzz2HsrIymM1mzJw5E7t27bpp+x07dmDmzJkwm80YO3YsfvSjH3Vr84c//AFVVVUwmUyoqqrCq6++mqrpE/Xb9WR6wVAQHq8HHq8XwVAIsZg2waYsCIjrDIgYzIjret7VFKMRuE4cR86h/Z3BZsJkRkf1VLRPn4W43d79GSkOV7AF2YGrncHmdYVFo/tU2stut+NTn/oUHnjgAf4uS0NKypMGffQXSFmWb/pLZU/tP/q52j43bNiA9evXd/6z1+vlv6ikiXg8njwm6+6A2+NGPKHNnYxbkQURkiBAEETEdcrubBg7OuA8fQKGQKDzs6grA56ycYhnZiGrx3+HZOgSceila0eAFSbvycrMRGlRCczmD1MsjB07FhUVFTh16hQAYNq0aVi+fDnsPbyoiYh5EGjkisfj8Pi8sFmtiESiSKTg3SqJIhKi4aZ1qAVJgvVSAxznz0K4duVFFkX4SsciWFQCuad3oizBFnbDHvFC6CUi1ul0mDxlMg6+c1DRXHU6HWpqarBw4ULWoKYhKWUBZ05ODnQ6Xbedx+bm5m47lNcVFBT02F6v1yM7O/umbXrrE0jekeO/oKSVYCiEDncHOtwd8Pp8KR/P8Kc/wfL970N3/jxkiwWxqVMRmzINlpdfBgCMciQT67S9sRnRRYvh+OajML/2Z+iuXEYiPx+Ru/8K4qfugsXdnuzw5ZchHziA4EMPw/Sj55BTX4/QZ++FafcumHbvgu25ZwEALe8eh1hUCEHF7qzVYkFpcSkyXK4ev79q1SpEo1GsWLEChYWF/fhTIRr+nnzySdx///144IEHAAAbN27E5s2b8fzzz/eYB+FHP/oRiouLO6+YVFZW4uDBg/jBD37QGXBu3LgRK1euxIYNGwAkF2R37NiBjRs3Ks6DQJQKoVDoWjK9Dvj8fhiNRlSML9f2hJAAJASFyfRam+E8fQr68Ie1MYMFo+AbWw6pl98pRVlCVqAZscita3tmZGchMzMTHR0dN21XWVmJlStXIjMz85Z9Eg1WKQs4jUYjZs6ciS1btnQpWbJlyxbceeedPT5TU1OD1157rctnb775JmbNmtWZeaumpgZbtmzpco/zzTffxPz581PwUxABkiTB6/N1BpnhG+4Dp5rQ1AT7gw/C/9jjCH/yLiDgh3HvHoQ+93noLl2E4PPB8/yPk/PMzAIAyA4H3D96AXJePuzb34b1374Joa0V+Ku/giyKiGZmwXD1KnRbt6Djl78GdDokioqhP3sG8apJ8D/6KHSJOHTZWd3ur/RGr9ejaPQYFOTl3/S0QVZWFu67777+/8EQDXPMg0DDnSRJyYztHcmM7eFI+NYP9ZEsiEiIOmXJ9Px+OM+cgqmjvfOzqMMJ74SJiDl7XkwVZAl6KQEdBIgK8xsU5OVj5cqV+O1vf9vj9/Py8rBmzRqUlZUp6o9oMEvpkdr169dj7dq1mDVrFmpqavDCCy+goaGhs67mhg0bcPnyZfz85z8HkMxI+8Mf/hDr16/Hgw8+iNraWrz44otdVl2/8pWvYPHixfje976HO++8E3/605+wdetW7N69O5U/Co0wsVgMHZ7rR2U9KTnOcyuSIEJoaYcQjyP0qbuRKC4BAMQnVQMAZLMFQiQCKb9rcWf/P/0LLFeb4Dj7AXRlJcCnPgXs3o3QI38H77gJsO6phTEaheeFFyHl5nY+JxuNgNkEfbbyVVRBEJCfl4/i0WOg16f8hD7RiJGKPAijRo3qcx6Exx57rI8/CdGHBuLdavu7v4Pg8cD/y19eCzKVJ9NznD8L2+WLnZ8ljEbI//vfEJs5C7Hv/6D7M7IMnRSDTkpcqxd9k1rX1zgdDpQVl8JmS5YcGz9+PM6cOdP5fdagpuEopb8h3nPPPWhra8Pjjz+OxsZGVFdX44033kBJSfIX58bGRjQ0fJi4pKysDG+88Qa++tWv4tlnn0VhYSGefvrpzqNAADB//nz85je/wTe+8Q1885vfxLhx4/DKK6/w7gn1WyAY7NzF9Pn9aZtHlxfk1GmILF2GnHmzEVm+ApHbViD8qbsg93K0xuD1wPWTH8HwyitAYyMQDkNOJCA7nXBXTf5wjOLiLsGmIMsQZQmyrLwsS4bThdKSElgt1r7/sER0U8yDQENdMBjsrDvt86f+Gsq1/8cjqjff8ths8oFkMj3HuTMQE/HOPgKji+AfV45Mo7HHTVGdFIc+EVM8L5PRhJLiYuRkZXf5fNWqVTh37hxkWWYNahq2Ur4l8cgjj+CRRx7p8XsvvfRSt8+WLFmCw4cP37TPT3/60/j0pz+txfRoBJMkCR6v91qQ6UYkOnBHZT9KRrJ2ZlQUgRtfkDod2v/8/2DYVwvT22/B9uPn4Xj8W2jbtrPL82IkAsfZ07Du2AY8/jhw771IzJ6NQNUkCNt3wPbDp7uOZ7V9+KyU6JZB72ZEQcS40rG93tMkov5jHgQaqpLXULxov5ZQL5KiaygfzW8QnzIFsSnTYL52Kq7AmVwM7S2/Qegzn0X0of8F14Vz0AcDwMsvA/v3I/q5e6H75S9hu9gAUYP8BqIoYvSoQoweVdjjjmVubi4+/vGPo6ioCLk3LAQTDSc8A0cjSjQW69zFdHs8kCTlO3qpENGZEbFkIq4zIAG55zuTgoBYzXzEaubD//V/RV7VBJhf+xNgNAKJBOz152G/cC6ZQe/ECch5eQj80z/DX1wGWa+H6xe/7GV0GfpE8igQAMBgAG7y5yEIAsxmM0xGI6xW7moSpRLzINBQErv2bm13u+HxeJCQUnsN5Xp+g+C3voXwHZ+EHAzBUFuL0Oc+D/HypZvmN5BGFcJ45BBcX/kHCFcbgWun6BJGI8SrVyEdOADPy7/pIb/BN5LHZ7OU5zfIyc5BSVExTEbjTdvNmDGjH38aRIMfA04a9gLBQGdSAn8gfUdlr5MgIGS0IWh0IKEzwqbv/c6H4Z0DMG7fjujy5Ujk5sJ48B2Ira2IV0yEoa0Npjdeh3nndsDpBKxWRCsmwvCLXyB2+AhE6GDa/BeYX/tzDz3LMMYjXVZoE8XF0B86BLGhAbLNljy2e2011mQ0wmKx8D4J0QBiHgQazALBADrcbrR3dAz4u1VoboYQjyPwqU8jce2aVqx6CoCb5Df4569DiMeTi7QuB/DJTwK7d0O65x74xpVDLBwDeyzWc34Dixn67AzF87PbbCgrLoXD4ej/D0s0DDDgpGEneVTW03lnJBpVflw0leKiHkGjAyGjXVECAwCQHU4Y9+6G7bkfQvR5kSgqhv/fHoMtNxumaVOAtwqBf/xHIBSC55XfIfh3X4ajsQmuf1wPRCOIrF4D3798HY4nvtPZpyBLEGS523Gg8N//PeyPPAJXTQ2EUAjuujqIY8fCarEwIRBRGjAPAg0m19+tHW432t0daXm3SoKIhKiHNG0WLEuXIadGWX4DyDKcL/0XrD96DsKVK0A4DCQSkOx2NNcsgqzXwy4I3fIb4Hp+A4U7toIgoHRMMbKysm56L5popBFkTQscDQ1erxculwsejwdOpzPd0yENRKPRD4/zeNN/VPY6GUBEb0HQ6EBUb+56P/Mam0GHOYUZiCVkJG7yr6MYi8J+7ixsVy51fibp9fCNLUewcHSPfX+UPhH98AjtLVgtFpjNZkVtiYYqvg/U45/ZyBGNRpNZZTs64B7gd6vJZELF+HLE4wnEruU56LJYK8ud+Q3Mr/0Z4tWraNu2E/YnvgPR40bHb34HADB43Mj4nz9C/+V/AO69F5g+HZHC0YjX1cHyo+dx9VLyTrP9u/8H5tdfQ+ve/QCSi7OGRBTOT3wCiepqBHuofdtJACxmC8wmEwNNGlGUvg+4bUFDkizLXY7KBoKBdE+pi+SxWfu1Y7OGfnYmw3rl4rUMeh8Gi4ExxfCVjoVsuHX/gizDkIhCUJiF1ma1MkkIEdEI5A8EOnMd+APpe7cmRH0ymZ5ej0RPa7E3zW8gQRcOw3H2NCzNTcChg0BeHuJ/8zfwlk9EJDsHrr9s6nXsLhlob5HfwGgwwGKxQKe7dUkUopGKAScNGYlEovM4T4e7A9GY8nTkAyUmGhA0OhA22hQfm70ZU3sbnB+chD4U7PwskpkFb/lExG22mzz5IVVZaAXAbrXBeIsEB0RENDwkJAkej6czY3s0lr5rKDKAqN6MgNEJg8UGSRCvfdo14rxZfgMhFIJ581+Q+/vfQHA4AKsV0ujREFpb4Wu4jHheIay/faXX/AaGRATiDQFmb/kNdDodrBZLZ0IuIuodA04a1CLRSGdSAq/PO2iOyt4oeWzWioDJgZhemyOo+mAQjtOnYG5v7fwsbrbAW16BSI7ytOnJLLRxRW0FAbDZbDAaGGwSEQ1nkWvXUDrcHfB40/9u7elUkOEmR1N7ym/g/e6/Q5g2FdZ4BGJ+PrB+PRAKIfSjF+D96j/B5gvA9U//eJP8BsncBuJH/iy65Tc4WgfzhAqYeHyWSDHe4eT9k0FFlmX4A/7OXcxAMHjrh9JEEkQEr70gJbHvazc33uGUYjHYL5yD7WJ9Z51pSdTBXzYOgTFFnVljb0XtEVpBEGC32bhSSyMO3wfq8c9s6Em+Wz88KjtY3q03OxWkNL8BABh8Xjg/OAmj19P5WdSVAc+EiYjbb50ptssR2pvgwixRV7zDSUNGIpGA+/pxHo8bsUF4VPZGMZ0RAaMDYYNNUaIeRWTA0twE26kTEG/4+YOjCuEbWw5JxRFXVUdokQw2HXY7M9ESEQ0jiUQCbu+HR2UHy7u1M5meyZlMptcPYjQKx7kzsDZe7vwsYTLBWz4R4dw8RbMxJGIQFSTT48IsUd/xN0xKi3Ak0uU4z2DfaJcBhA3J2pkxvbbJdDLerYMzNAa6pkbg2i8EUacL3gkTEXOo2z1Qc4QWAERRgN3ugJ7JDoiIhrxIJHKtJFgHvF4vpEH0bpUEEUGDHUFT/04FJTuTYLt0EY7zZyBcOwIrC8K100DFkBW8065nof1oibAe23Jhlqhf+G8ODQhZluHz+zuDzGAolO4pKZIQdAga7QgZHZBEbYMyy+VLmPz9xzHm9PvA734HWCxIGIzwl5Yhkp28p6l0REGWoZNiECEpPnYriiJsVisz6xERDVHXr6Fcz9geDA2Oo7I3iokGBE1OhAxWQItkeq0tcJ4+BX34w98jQvmj4B1XDklhdnWlR2gBLswSaYEBJ6VMPBFPHpXtSB6VjceV77ylW1RnSt4rMVi1OzZ7jS4YxISfPouKF56BGI8DOTmQ29sRrpiISHYuZFGAmgM7oiwna2vqBCgNUUVRhNlkhqgwOCUiosEheQ3FjXa3G263G7H44Dgqe6PkqSDrtVNBGiXTCwTgPH0Spo72zs+iDie85RMRc7kUzyx5EkhZPWpRFOGw27kwS9RPDDhJU+Fw+MPjPD7foD8qeyMZAkIGG4ImB+K6FCQEkGWMef1VTPn3x2Bua+n8+OLs+fjAkoN4zAg0eW7SQff+bBEvLDG/qmlYLBaMLxvHYJOIaIgIR8Lo6OhAu9sNr2/wXkNJCCJCRgeCRnv/j81eI8RjcJ47C9ulhg/HMRjhGz8BofwCxYvCao7QAoBOJ8Jut0On8ekmopGIASf1iyzL8Pp8nUkJQuGhcVT2RnFBh5DJgaDBDlnjF4vr5HHofT4kzBZM+/a/IuvdI53fc1dU4ej//g7aZs5NfhBTtuIKAKIUR0awFWIigoiK+dhtdkwYO573UIiIBrHkNRRfsiyYuwOhQX4NJaozImh0anoqSIjHYepoh+uDUxC93s7P/SWl8BeXQVbxHlNzhBYAdDodHHY7F2aJNMLfOkm1eDx+7ThPB9xuD+KJoXNU9kYRnRlBkwMRvUXzY7MA4Dz1PpZ/amX3cTMy8d4/fQP1d92j+L7ljYyxEDJCrRAVljy5zuV0YmJ5BY8GERENQtffrR1u95C4hiIDyVNBRgfiGifTy923G9P++0ew/uA/AIMBsFoRzsxGoKQMCbMZyt+cyfwGOll5fgOdToTNamOwSaQhBpykSCgUunZU1g2ff2gdlb2RBAFhow0BowOJVBybvcZy5RIWfumzkERdZ7p1WRDwwZf+Fqf+9iuK6oJ1I8uwR9ywRbxQGx5nZmSiYnw5X6BERINIKBxGh7sD7R0dQ+bdmkymlzw2q/WpIOvFekz+98cw+q1NQE4O0NqKxOjRCFVUImazQQQUB5vCtfwGgigACuep0+lgNpkhpGARmmgkY8BJPUoelfWi3e1GR0cHwpFwuqfUL3FRj6DRgZDR3q24tNYMHjcWfumzMHW0d6ZrB4BD33kSDXff06c+rx+hNSbUHKBNysnKRvm48XyBEhGlWddrKB0IhYfOuzWiMyFocqbkVJDe70fFC0+j4oUfdn4WC0dwsu4EGkurIXtigMetuD9zLAh72I3kPqwyLqcLY0tK+a4kSgEGnNQpFo/D7U4mJXB73EgklN8pHIw6i0sbHcni0gP0Epn2b/8Cx4Vznf+cMJnhLylD09IVferPGAvBFWpNHglSKT83D2NLy/gCJSJKk3g8njwm6+6A2+NGfAi9W6+fCgoatU+ml7NvDwRZguVqEyZ//3GY2ts6v3dm7f048ff/iJgrI/kyV5jjQJAlOEPtMMQCqvIb5GRnYxzflUQpw4BzhAuGgsmkBNeO8wwHEgSEjHYEjQ4kdGoKjGij/tOfQyQnF+7qqeiongpf2TigL/cmZRn2iAe2iEf1EVoAKCwYhdLikj48SURE/REMhTp3MX1+/5A4KnujD08F2SAL2t/7z9+1DQse/Hy3z5trFuLoo/8HvvETVPepS0SREWyFQVJXJoYLs0Spx4BzhJEkqfM4T7u7A5GI+iOag1VMNCRrZxptKT82ezPNC5eieeHSfvUhSnG4gq0w9eEILQAUjR6DotFj+jUHIiJS5sZ3a4fbPSSvocgAonozgsbUJdMDgIz33sW8v78fsiB0ligJjCnG0Ue/nTwJ1IdxzVE/nKF2iCqO0AJcmCUaKAw4R4BYLPbhcR6vZ8gflb1R8tisFQGTdsWl080YD8EV7NsRWgAoLS5BYcEojWdFREQ3isVi6PBcPyo7dN+tA3kqyHqpAQse+BzESBgCku9wAcDun76MQOlY9R3KEpyhDlhV1qMGuDBLNJAYcA5TwVAI7R3tncd5hhtJEBG89oLUqrh02skybBEP7H08QgsA48rGIj83T9NpERFRUiAY7HJUdiiLiwYEBvhU0ISfPguTuwMAELM70D55Glrnzu9TsKlLxJARbFF9hBbgwizRQBsmv6nTdZFoFA0XG9DS1pruqaRETGdMviANtgFLAjQQRCkBV6gVpnjfjmEJgoDyseORk52t8cyIiEau5FFZL9o7OtDhcQ/5ayidyfRMDkT1lgEf/+TfrkPL3AXomDwNwdFFfX6Pm6MBOENtqo/QAlyYJUoHBpzDhCRJuNx4BZcbr0CS+nYUc7CSAYSvFZeOaVxcejAwxMPICLZCJ/ftOJYoCKgon4DMjEyNZ0ZENPJEY7HOu5huj3tYvFMlQUTQYEfQlN5TQeH8Ubj8sU/2vQNZgjPcAWtU/e4yF2aJ0ocB5zDQ2t6G+oYGRKJDe+X1o5LFpe0IGe3D59jsjWQZtogX9oi7z0dodaIOEydMgMvp0nRqREQjjdfnRcOli/D6hkfGduBaMj2TEyGDFUhjMj0t9OcIrSiKqBhfzoVZojQZhr/FjxyBYADn6y8Mq5cjAER1pmS2WYN1WB2bvZEgJZDRjyO0AKDX6VFZMREOu13DmRERjSyRSAQXLtajrb093VPRRPJUkPXaqaDhkUyvP0dokwuzFXA5nSmYGREpwYBzCIrFYmi4dBFXW5rTPRXNyABCBhuCJgfiuuF3bPZG/T1CCwAGgwFVFZWwWa0azoyIaORIJBK43HgFV5oah8Wx2YQgImR0IDicTgXJMhzhdtj6cIQW4MIs0WAxTP5GGhkkSULT1au4eOXSkE2//lEJQYegyYGgwQ5Z1L649KAiy7BFvbCH+36EFgCMRiMmTayExTzwCR+IiIaDltZW1F9qQDQaTfdU+i2qMyJodA67U0HJI7StMEh9+9+IC7NEgwcDziGiw92BCw31CIWHXjHpnkR0ZgRNqS0uPZgIUgKuUBvM8VC/+jGbzZhUUQmTaXjvAhMRpYLf78f5hgtDvqRJ56kgowPxYZhMzxQLwBXs2xFaADAZjaiaWAWLeXgcKSYa6hhwDnKhUAjnG+rh9rjTPZV+kyAgbLQhYHQgoTOmezoDRosjtABgtVhRNbESRkNqC3MTEQ030WgU9ZcuoqW1Jd1T6ZdkMr3ksdlheSpIluEId8AW7XtuCi7MEg0+DDgHqXg8jouXL6Gp+SpkuW8rfINFXNQjaHQgZLQPWHHpwcIa8cIR7ujXEVoAsNvsqKqYCL2e/8oSESklSRKuNDXi8pUrSEhD9ypKRGe6dipoeB2bvZFOisMVbIEx0fdjzlarFVUVXJglGmz42+sgI8syrrY0o+HSRcTj8XRPp886i0sbHYjqzcP2BdkbrY7QAoDL6cTE8grodMNwNZuIKEXaOtpR31CPcGRolgy7fiooaHQgPsxPBZliwWtHaPuevIkLs0SDF/+tHEQ8Xi/ON1xAMBhM91T6TIKAkNGOoNGBhG5krjAa4hG4gi3Q9/MILQBkZmSgYvwEiOLI2hkmIuqrYDCI8w318Hg96Z5Kn3x4KsgGWRjmC40aHKEFuDBLNNgx4BwEwpEwLjQ0oL1j6NYAi4mGZO1Mo23EHZu9kVZHaAEgJysb5ePGQxhhu8NERH0Ri8dx8dJFNDVfTfdUVJMBRPVmBI0jJ5meKMWR0c8jtACQmZGJivHlXJglGsQYcKZRZw2wxiuQhuA9zeSxWSuCpmvHZkcwQZbgCrZqcoQWAPJz8zC2tIzBJhHRLciynCwZdvkS4omhdRVlpJ4KMsWCcIXaIMr9q3/KhVmioYEBZxrIsozWtlbUX7yIaGzo1QCTBBHBay/IYVNcuh/08Qgygq3Qy9r8ojOqYBTKiks06YuIaDhzezw433ABoZA2i30DJS4aEBiJp4JkGfawG7aot98ngbgwSzR0MFoYYD6/H+frL8AfGHo1wGKiEQGTA2GDbUQc91FCyyO0AFA0egyKRo/RqDciouEpFA7jQkM9Otwd6Z6KYp3J9EwORPWWdE9nwCWP0LbCmOh/EqfCglEo5cIs0ZDBgHOARKNR1F9sQEtba7qnoooMIGywImh0IjYMi0v3lSBLcIbaYIlpl+CptLgEhQWjNOuPiGi4SSQSuHj5EhqvNg2ZkmGSICJosCNoGrmngoyxEDJCrf0+QgtwYZZoKBqZf/MNoOs1wC5duQxJ6v9ftAMlWVzajpDRPmJfkL3RJ6LICLZAL2l3V2hc6Vjk5+Vp1h8R0XAiyzKaW1vQcOkiYrFYuqejSEw0IGhyImSwAiPp2OyNZBn2iBu2SP+P0AJcmCUaqhhJpFBbezsuXKxHZAjVAIvqTMlss4bhW1y6PywRH5zhds2O0AqCgPKx45CTnaNRj0REw4vX58P5+gsIBAPpnsotfXgqyIHYCE+mp+URWgAYVzYW+blcmCUaihhwpkAgGMSFhgvweL3pnooiMoCQwYagyYG4jsdme5KKI7SiIGBC+QRkZWRq1icR0XARiURQf7EBre1t6Z7KLSUEESGjA0GeCgKQPELrCrVCp8ER2uTC7HjkZGdrMDMiSgf+raihWCyGhssXcbW5Od1TUSQZaNrhN2dAElksuTepOEIriiIqJ1TA5XRp1icR0XCQkCRcabyCy41XBv1VlKjOiKDRyVNB18ky7BEPbBGPJieBREFARfkEZHJhlmhIY8CpAVmW0Xi1CZcuX0I8kUj3dBSJ6kzwWjK5o3kLlqgPzlAHBGiXnEKv06GyYiIcdodmfRIRDQetba24cLEB0ejgLhkW1lvgN7kQZzK9TqKUgCvYClMirEl/OlGHiRMmcGGWaBhgwNlPHW43LjTUIxQeGjXAEoIOPnMmwkZbuqcyqCWP0LbDEtP2zpDBYEBVRSVsVqum/RIRDWX+QADn6y/A5/eleyo3FRMN8FkyR2RZk5sxxsNwBVs0OUILAHqd/trCrF2T/ogovVKWNq2jowNr166Fy+WCy+XC2rVr4Xa7b/qMLMv41re+hcLCQlgsFixduhTHjx/v0mbp0qUQBKHL12c/+9lU/Ri3dOnK5SERbMoQ4DO50OIoZLB5C/pEFNn+Rs2DTaPRiOrKKgabRETXRGMxnDl/Fu8ePzaog01JEOE1Z6HNPorB5o1kGbawG5mBq5oFmwaDAZMqqxhsEg0jKQs47733XtTV1WHTpk3YtGkT6urqsHbt2ps+8/3vfx9PPvkkfvjDH+Kdd95BQUEBVq5cCZ+v60vowQcfRGNjY+fXj3/841T9GLdUVjL4Cw+HDFa0OAoRMGeM3NTsCpmjfmT7mzS9rwkAZpMZkysnwWLmLypEdGsjZdH2/ZMn0NzSkrbxb0UGEDA60GIvRNDk4D3NG4hSApnBZjg0uq8JcGGWaLhKSfRx4sQJbNq0CT/96U9RU1ODmpoa/OQnP8Hrr7+OU6dO9fiMLMvYuHEjHn30Udx9992orq7Gf//3fyMYDOLll1/u0tZqtaKgoKDzy+VK3/l+u82OvJzctI1/MzHRiDZbPjzWXGbNuxVZgjPYioxQm6b3NQHAarGiuqoKJhPv+hCRMiNl0XZM4ei0jX0rEb0ZbfZR8FmyIDOxXheGeBjZ/kaY4trc1wQAs5kLs0TDVUoCztraWrhcLsydO7fzs3nz5sHlcmHv3r09PnP+/Hk0NTVh1apVnZ+ZTCYsWbKk2zO/+tWvkJOTg0mTJuFrX/tat5fpR0UiEXi93i5fWiouKoJuEL2MEoIIjyUbbfaCEV8HTAldIoZsfxOsGh+hBZILEtWVVTAajJr3TUTD00hatM3JzobTMbgSqMVFPTqsueiw5SOu49/dXcgybGEPsgJXoZO1S5JotVhRXTmJC7NEw1RKAs6mpibk5XUvzpuXl4empqZenwGA/Pz8Lp/n5+d3eebzn/88fv3rX2P79u345je/iT/84Q+4++67bzqfJ554ovNYksvlQlFRkdof6aaMBiNGFxZq2mdfyAD8RidaHaMRMtp59EeB5BHaRhikmOZ9Ox1OTJpYCb2eu8tEpNxIW7QtLS7VtL++kiDAa85Aq70QEQOPdH6U0HmE1q3ZEVrgxoVZg4a9EtFgouo34W9961t47LHHbtrmnXfeAZAs1PtRsiz3+PmNPvr9jz7z4IMPdv736upqlJeXY9asWTh8+DBmzJjRY58bNmzA+vXrO//Z6/VqHnQWFoxCc0sLwhHtjpeoEdZb4DNnIqHjX9iKyBKcoQ5YY/6UdJ/pykBF+QSIIu/MEpE6Wi/a1tfXd/7z5z//eZSVlaGgoADvvfceNmzYgKNHj2LLli29zueJJ5645bu/P+w2G/Jy89Dckp4a1qxJfWuGeBgZwVZNdzUBwOV0YmJ5BXQ6/rkTDWeqAs6///u/v2VygdLSUrz77ru4evVqt++1tLR0exleV1BQACD50hw1alTn583Nzb0+AwAzZsyAwWDA6dOnew04TSZTyo9piKKI0uJinDz9QUrH+aiYaIDPnImogXcelNIlYsgItqRkVxMAsrOyUD52PINNIuqCi7a9Kx5ThLb2NiQGuJZ1VGeC15zJepq9kWXYol7Yw9ruagJAZkYGKsZzYZZoJFAVcObk5CAnJ+eW7WpqauDxeHDgwAHMmTMHALB//354PB7Mnz+/x2eur7hu2bIF06dPBwBEo1Hs2LED3/ve93od6/jx44jFYl2C1HTJysyCy+mCx+tJ+VgSRPjNLgSNzJqnhjkagDPUBlHjxEDX5eXmYlzp2Fv+UkhEIw8XbXtnNBgwpnA06i82pHSc61iT+tYEKQFXqA3muPal33KyslE+bjzflUQjREoul1VWVmLNmjV48MEHO7PfPfTQQ/jEJz6BioqKznYTJ07EE088gbvuuguCIGDdunX47ne/i/LycpSXl+O73/0urFYr7r33XgDA2bNn8atf/Qq33347cnJy8P777+Mf//EfMX36dCxYsCAVP4pqZcUlqHvv3ZSPEzA5ETQ5Uz7OsCHLcIbbYY2m5ggtAIzKL0BpcQlfoETUIy7a3tyo/AJcbWlGOJy6qykyBPivvT9llgnrlSEeQUawRfMjtACQn5uHsaVlfFcSjSAp+9v2V7/6FSZPnoxVq1Zh1apVmDJlCn7xi190aXPq1Cl4PB/uBv7zP/8z1q1bh0ceeQSzZs3C5cuX8eabb8JxLYOd0WjEW2+9hdWrV6OiogJf/vKXsWrVKmzdunXQnP+3Wq0oyOt9NVkrtogHojSwR4+GqmQW2saUBptjCkejrKSUL1Ai6rcbF2337duHffv24cEHH+xx0fbVV18FgC6Ltq+++iree+89fPGLX+y2aPv444/j4MGDuHDhAt544w389V//9aBZtBVFEaVFqa1tLQsCgiYHg82bsEa8yAo0pSTYHFUwCuPKeAqIaKQRZFlOzdnCQczr9cLlcsHj8cDp1H6XMBaP48jROsQTcc37vlHQYIfXmp3SMYY6UywAVzB1R2gBoKSoGKNHpT9LMRGpl+r3QV+1t7fjy1/+Mv785z8DAD75yU/ihz/8ITIyMjrbCIKAn/3sZ/jiF78IIHlf87HHHsOPf/xjdHR0YO7cuXj22WdRXV0NALh48SK+8IUv4L333oPf70dRURE+/vGP49/+7d+QlZWleG6p/jN7/9QJuD2pu5oSMDrgsyj/eUcKQU7AFUzNEVoAKBo9BkWjx6SkbyJKD6XvAwacKfoFo/FqE87XX0hJ39fJANrso1gnrCeyDEe4A7bozdP999e40jLkD8CONhGlxmANOAezVP+ZBUMhHH3vXaTq1xMZQKu9kFndb2CIR+AKtkCfgl1NACgtLkFhQfqPbRORtpS+D3imJEUK8vJhtaQ2c6wAwBlqT+kYQ5FOiiE70JTSYFMQBEwYN57BJhGRxqwWS0qvpggAnGG+O6+7foQ2VcHmuNKxDDaJRjgGnCkiCMKAFLM2JiIwxQIpH2eoMMWCyPY1wpCIpmwMURBQMX4CcrJvnfyDiIjUKxo9Bnp9SvIaAgBM8TCMsdQcHR0qBFlCRqAFznCH5iVPgBsXZrvXlCWikYUBZwpluFzIzMhM+TjOUAcgSykfZ1CTZThC7cgMtqT0vqYoiqismIiszNT/70pENFLp9XoUp/i+nzPcDoy8W0UAAH0igmx/I8zxYEr6FwUBFeVcmCWiJAacKVY2AGUydHICtog3pWMMZqIUR1aKj9ACgF6nw6SJlXA5XSkdh4iIgPy8fFgt1pT1r5fisKb4vTEYWSI+ZPuboJdSk9iwc2F2ABbciWhoYMCZYmazGaOuFeROJVvECzFFL4/BzBQLIsfXCGMKj9ACgEFvwKTKKjjsjpSOQ0RESYIgoKwktWVS7GH3iCkxJsgSXMEWuMLtKTlCC3Bhloh6xoBzABQVjoHBkNpseCJkOMLulI4xqMgyHKEOZARbICK1x4mNRiOqK6tgs9pSOg4REXXlcrqQlZm6EiYiZNgj7pT1P1joE1Fk+xthiaXmCC0AGAwGTKqcxIVZIuqGAecA0Ol0KB5TlPJxzLEADPFwysdJt+QR2quwRb0pW6W9zmwyY3LlJFhSnHGYiIh6VlpcnNKrKZaoH/oUn5JJp+QR2saUHaEFblyYTd0RaCIauhhwDpC8nFzYbKndIUumeu8Y1kkQjLEQcvyNMCYiKR/LarGiurIKJpMp5WMREVHPzCZzSstqDNcSY8kjtK0pPUIL3LAwa+bCLBH1jAHnABEEAWUDUCbFkIjCPBzLpMgy7OEOZAabIQ5ARl67zYZJlVUwGo0pH4uIiG5uTOFoGFN4NWW4lRj78Ahtan8mq8WK6iouzBLRzTHgHEBOhwM5WdkpH8cRdkMYRmVSrh+htUdSf4QWSP7vNGliFQwprAFHRETK6XQ6FBcVp3SM4VJizBL1pzQL7XV2mx3VlVUwGrgwS0Q3x4BzgJUUF0MUU/vHniyT4knpGANlII/QAkCGKwOVFZXQ6XQDMh4RESmTm50Du82esv6T786hWyal8whtqA1CCutRA4DT4cSkiZXQc2GWiBRgwDnATEYTRo8qTPk4togXukQs5eOkjCzDHnYP2BFaAMjOysLE8gnQpXhBgIiI1BuIMim2iGdIlhhLHqFtSvkRWgDIdGWgqmIiF2aJSDH+Zp0GhaMKU343UADgCHekdIxUEaU4MgNXYY94BuQILZBM6jRhXHnKd5+JiKjvHHYHcrNzUtb/UCwxZo76keVvgl5K/SJzdlYWKson8F1JRKrwb4w00IkiSlN8FwUAzPEQjPFQysfRkjEeQra/EaYBOkILAKPyCzCubGxK0+4TEZE2SopSezVlyJQYkyU4g63ICLVBTPERWgDIy+XCLBH1Df/WSJOc7Bw4HakvjuwIDZEyKbIMW9iNzEAzdAOYtGFM4WiUlZQy2CQiGiKMRiPGFI5OWf9DocSYLhFDtr8J1gHKrDsqvwDjSrkwS0R9w4AzjUoHokyKFIMl6k/5OP0hSglkBprhGMAjtEBylbx4TNEAjkhERFooLBiV0lIcg7nEmDkaQLa/EYYBOEILcGGWiPqPAWca2W025OXmpXwcR8QNQUqkfJy+MMTD147QDuzxpbGlZQOSvImIiLQnDsDVlEFXYkyW4Ay2ISPUOiBHaAEuzBKRNhhwplnxmKKUZ3oTZQn2wVYmRZZhC3uQFbgKnTxwwbAgCCgfNx4FefkDNiYREWkvOysbToczZf0PphJjHx6hHbgTS+O4MEtEGmHAmWZGgyGld1Gus0Z90CWiKR9HCUFKIDPYnNx5HchxBQEV48tTmuGQiIgGTurLpKS/xNhAH6EVBAETxo1HPhdmiUgjDDgHgVH5BTCbzSkdozMJQpoZ4mHk+BthGuAMgKIoonLCRGRlZg3ouERElDo2qw35KbyaktYSY7IMZ2hgj9CKgoCK8ROQw4VZItIQA85BIHkXJbWrtABgiodhigVTPk6P0nSEFgB0Oh0mVVQiw+Ua0HGJiCj1Un01JR0lxjqP0A5g0j9RFFFZMRFZmZkDNiYRjQwMOAeJrMzMAQmIHGlI9S5ICWQEWwb8CC0AGPQGVFdWwTEAJWiIiGjgGQwGFI0ek9IxBrLEmCl2/QjtwF2D0et0mDSxEi4nF2aJSHsMOAeR0uLUpx3XS3FYo96UjnGj60dozQO8Ogwka7VVV1bBZrUN+NhERDRwCvLyYUnh1ZQBKTEmy3CE2pEZHLgjtEByYXZSZRUcdi7MElFqMOAcRKwWy4BkT7WHPRBTXSZFlmELu9NyhBYAzCYzqisnwWKxDPjYREQ0sERRTHlt61SWGDPFgsjxX4Et6ktJ/73hwiwRDQQGnINM0egx0Ov1KR1DhAx72J2y/k2xIHJ8V+CIeAb8CC2QDNyrK6tgTmFRcCIiGlwyMzKQ4cpIWf+pKDGmT0SR6b+KzGAL9FJc075vxWwyYzIXZoloADDgHGT0ej2KU3wXBQAsMT/0iYimfXZ5ccoD++K8zm6zYVLlJBiNxrSMT0RE6VNWXJLSqylalRgTpAQcoXZk+xthSgxs1nYAsFqsqK6sgokLs0Q0ABhwDkL5efmwWqwpHUMA4Axpk+pdkBJwhtrS9uK8zulwYNLEKhhSvENMRESDk8ViQUF+Qcr673eJMVmGNeJF7rXjs+k4BZRcmK3iwiwRDRgGnIOQIAgpL2YNAMZEBOZooO8dXH9x+q7AGvWn5cV5XYYrA5UVlSlNjU9ERINfUeHolF5N6WuJMWMshGx/I5zhDoiylIKZ3RoXZokoHRhwDlIup2tAamEly6Sof/EZYyHkXH9xIj0vzuuys7IwsXwCdCL/70xENNLp9XoUjylK6RhqSozpEjFkBJqRFWyGQYqldF43w4VZIkoX/oY+iJWm+C4KAOjkBGwR5WVSbnxx6tP44rwuLycXE8aVQ2SwSURE1+Tn5sFmTd3VFCUlxgRZgj3UgRz/lbSUBrsRF2aJKJ34N88gZjaZUVgwKuXj2CNeiLfIjifIEhyD5MV53aj8AowrG5vyoJyIiIYWQRBSXial1xJjsgxL1I8c32XYo960XjcBuDBLROnHv30GuTGFo2EwGFI6hgA5eTyoJ7IMS9SHHN9l2AbBi/O6MYWjUVZSymCTiIh65HI6kZ2VlbL+eyoxZoiHkR1ogivUBl2a7mneiAuzRDQYMOAc5HQ6HUrGFKd8HEssCEO8a4ZZQzyMbH8TXKH2QfHivK6kqDjl93OIiGjoKykqgZjCYOt6iTFRisMVbEF24CoMGpRN0QIXZolosGDAOQTk5uTAbrOlfBxnKJkEocuLUxocL87rxpaWYfSownRPg4iIhgCzyYTCFL4zBAAZgVbk+q7A0ofMtanChVkiGkwYcA4ByTIppSkfxyBFkRFsGXQvTiD5Z1A+djwK8vLTPRUiIhpCRo8qTGnNSb0chwBlGWsHAhdmiWiwYcA5RDjsDuRm56R8HHM8NKhenEAy2KwYX47cnNT//ERENLwM1NWUdBMEAeXjuDBLRIMPA84hpKSoeMRlmRNFEZUTJiIrM3WJH4iIaHjLzcmBw25P9zRSpnNhdgAWpomI1BpZ0csQZzQaR9QxGZ1Oh0kVlchwudI9FSIiGuJSXSYlXbgwS0SDHQPOIWb0qEKYjKZ0TyPl9Ho9qidWweFwpHsqREQ0DDjs9mF3NYMLs0Q0FDDgHGJEUURJ8fC+i2I0GjG5chJsA5CZl4iIRo6SMcXQibp0T0MTBr0B1ZVcmCWiwY8B5xCUk5UNp8OZ7mmkhNlkQnXlJFgslnRPhYiIhhmj0YjRhUP/aorRaER1ZRVsVi7MEtHgx4BziCorKUn3FDRnsVhQXTkJZtPwPzJMRETpUVgwCqYh/J7Jy8nFlEnVXJgloiGDAecQZbPakJ+bl+5paMbpcKB6YlVKa6UREQ0VHR0dWLt2LVwuF1wuF9auXQu3233TZ/74xz9i9erVyMnJgSAIqKur69YmEongH/7hH5CTkwObzYZPfvKTuHTpUmp+iEFKFEWUFg29RVuH3YEpk6oxfuw4GA18VxLR0JGygJMvy9QrHlMEnW5o30UxGo0oHzse1ZWTYDAY0j0dIqJB4d5770VdXR02bdqETZs2oa6uDmvXrr3pM4FAAAsWLMC///u/99pm3bp1ePXVV/Gb3/wGu3fvht/vxyc+8QkkEgmtf4RBLTsrCy7n0LiaYjQaUT5uPCZXTYLdNnxLuxDR8KVPVcf33nsvLl26hE2bNgEAHnroIaxduxavvfZar89cf1n+9V//NR588MEe26xbtw6vvfYafvOb3yA7Oxv/+I//iE984hM4dOjQkA++1DIYDCgaPQYXGurTPRXVRFFEYcEojB5VOOL+dyMiupkTJ05g06ZN2LdvH+bOnQsA+MlPfoKamhqcOnUKFRUVPT53PSC9cOFCj9/3eDx48cUX8Ytf/AIrVqwAAPzyl79EUVERtm7ditWrV2v/wwxipcWlOPreu+meRq/4niSi4SIlASdflgOnIC8fV5uvIhQOp3sqimVnZaGkqIR3NYmIelBbWwuXy9X5/sT/397dB0V13W8Af+6yL7wIV2CFZWFfiCGgAS1iDcpEM02KJGFs084Qq2VaJyWxHWOI2kzSNAN2WiX5o5laTU1nHJ22KE6rTu0k48RkJrZGNEiW+IJhUqPFCAgC7kqCgHp+fxj2t8vLAsveXfbyfGZ2Jnv33HvPwzEeD/d77wLIz8+HLMs4ceLEqHPoWOrr6zEwMIDCwkL3NrPZjOzsbJw4cWLUObSvrw99fX3u9y6Xy6/zTzUx0dEwJSWjrf1aqLsyTGJCIuwWa1jfa0pENEiRktqxJkt/jTVZjqavrw8ul8vrpRYajQZ2a3jcixITHY3sOXORef8DXGwSEY2ira0NSUnD79FPSkpCW1vbpI6r1+sRHx/vtT05Odnncbdu3eq+PUaWZVgsFr/7MNVYUtOgnUJXD2OiY76ZJzO42CQi1VBkwcnJMrjiZ8Zjpjwz1N0YlVarxWx7OuY9mKPar3MhIhpLZWUlJEny+Tp9+jQAQJKkYfsLIUbcPlljHfeVV16B0+l0v65cuRLwPoTK4K0poabT6TA7/T7MezCb8yQRqc6ESmorKyuxefNmn23q6uoATL3JcsOGDe73LpdLdYvOdKsNDeecEEKEuitukiTBlGyCxZwKrVax24WJiMLCunXrsHLlSp9t7HY7zpw5g2vXhpd5dnR0IDk52e/zm0wm9Pf3o7u72+sXt+3t7ViyZMmo+xkMBlVfbTMlm9DW0Y7e3t6gn1uSJKQkm5CWmgptBOdJIlKnCf3txsly6oqKioIpKRmt1/y/ghxI8fJM2K02fk8YEdE3jEYjjEbjmO0WL14Mp9OJjz/+GIsWLQIAnDp1Ck6n0+dcN5a8vDzodDocPXoUJSUlAIDW1lacO3cOb7zxht/HDXeSJCHdakNj02dBPW/8zG/myUjOk0SkbhNacHKynNosqWno6LyO27dvh6wPUZGRsFvtiJ85M2R9ICIKZ3PmzEFRURHKysrw9ttvA7j3pPfi4mKvBwZlZWVh69ateOqppwAAXV1daG5uRktLCwCgqakJwL1f1ppMJsiyjGeeeQYbN25EYmIiEhISsGnTJuTk5LgfxDddzZRnIn5mPLpvdCt+rqjIKNitNs6TRDRtKHIPp+dkefLkSZw8eRJlZWUjTpaHDh1yv+/q6kJDQwMaGxsB3JssGxoa3Pdnek6WH3zwARwOB3784x9zsvyGVquFNS00pcIRERGwW234Vs58TqJERJNUXV2NnJwcFBYWorCwEPPmzcNf//pXrzZNTU1wOp3u94cPH0Zubi6efPJJAMDKlSuRm5uLnTt3utu8+eab+P73v4+SkhIUFBQgOjoa//rXv/i1GwDsVpsit/0M0kZEIN1qw7dy5nGeJKJpRRIK3fTX1dWF9evX4/DhwwCAFStWYPv27Zjp8ZesJEnYvXs3fvrTnwIA9uzZgzVr1gw7VkVFBSorKwEAt27dwi9/+Uvs3bsXvb29ePTRR/HWW29N6J5Ml8sFWZbhdDoRFyZf/DxeQgh8ev4svv7666CdMzkpCdZUC3Q6XdDOSUQUCGqeD5Si5p/Z5eb/oaWtNeDHTU5KhjU1jfMkEanKeOcDxRacU5maJ0sAcLpcOP9Zo+LniYuNQ7rNhpjoGMXPRUSkBLXPB0pQ88/s9p3bcJz5FAMDAwE5nhwXB7vVjpjo6IAcj4hoKhnvfMBHoqmQHBeHxPgEdHZ3KXJ8g8EAu8WKxIRERY5PREQUCtqIe7emXLz0xaSOc2+etCExISFAPSMiCl9ccKqUzWpD941u3A3gBWyNRoM0cyrMphRoNIrc/ktERBRSScZZaLt2DV99/dWE9+U8SUQ0HBecKhVpMMCcYsaXLVcDcrxZiUbYLFbo9fqAHI+IiGgqkiQJ6TYbzl2Y2K0ps4xG2NI4TxIRDcUFp4qlppjR3tGB/oF+v48xI2YG0m02xM6IDWDPiIiIpq642DgkJiSis6tzzLb35kk7YmfMCELPiIjCDxecKhYREQGbxYLPv7g44X31Oh2sFitmJRoVfUw8ERHRVGS3WO/dmnL37oif63V62CwWGDlPEhH5xAWnyhkTjWhrv4abPT3jai9JEsymFKSZU/m9bERENG0ZDAaYTSnDbk3RSBLMKWakppg5TxIRjQMXnConSRLsVjvONp4bs21CfALsVisiDZFB6BkREdHUlmpORfv1DvT337s1JTE+ATbOk0REE8IF5zQQO2MGZhmN6Lh+fcTPo6OikW6zQY6Tg9wzIiKiqStCo4HdYsXV1hbYrXbIKvveUSKiYOCCc5qwpVnR2dXldS+KVnvv+8aSZyXx/hMiIqIRGBONSExI5DxJROQnLjinCb1ejzRzKpq/vAJJkmBKSoYlNQ1aLf8IEBER+cLFJhGR/7jamEbMphTcunUL5hQzoqOiQt0dIiIiIiJSOS44pxGNRoP775sd6m4QEREREdE0oQl1B4iIiIiIiEiduOAkIiIiIiIiRXDBSURERERERIrggpOIiIiIiIgUwQUnERERERERKYILTiIiIiIiIlIEF5xERERERESkCC44iYiIiIiISBFccBIREREREZEiuOAkIiIiIiIiRWhD3QEiIiIKH0IIAIDL5QpxT4iIKJQG54HBeWE0XHASERHRuN28eRMAYLFYQtwTIiKaCm7evAlZlkf9nAtOIiIiGjez2YwrV64gNjYWkiQF5ZwulwsWiwVXrlxBXFxcUM6pJLXlAdSXSW15AGYKB+GWRwiBmzdvwmw2+2w3LRecLAciIiJg/OVA9P80Gg3S0tJCcu64uLiw+EfYeKktD6C+TGrLAzBTOAinPL6ubA6algtOlgMREZGnscqBiIiIyD/TcsHJcqDAU3M+NWcD1J2P2cJXsPKNtxyIiIiI/DMtF5wsB1KOmvOpORug7nzMFr6CkY9XNqc+g8GAiooKGAyGUHclINSWB1BfJrXlAZgpHKgtzyBJ8MaVoHC5XJBlGU6nU5X/OFRzPjVnA9Sdj9nCl9rzERERTReaUHeAiIiIiIiI1IkLziBR6yXyQWrOp+ZsgLrzMVv4Uns+IiKi6YIltURERERERKQIXuEkIiIiIiIiRXDBSURERCHV3d2N0tJSyLIMWZZRWlqKGzdu+Nzn4MGDWL58OYxGIyRJQkNDw7A2jzzyCCRJ8nqtXLlSmRBDKJWpr68Pzz//PIxGI2JiYrBixQp8+eWXyoTw4E8eIQQqKythNpsRFRWFRx55BOfPn/dqE8wxeuutt5Ceno7IyEjk5eXhP//5j8/2x44dQ15eHiIjI3Hfffdh586dw9ocOHAAc+fOhcFgwNy5c3Ho0CFF+j6SQOfZs2fPsLGQJAm3bt1SMoaXiWRqbW3FqlWrkJmZCY1Gg/Ly8hHbhXKMgMBnmgrjNFFccBIREVFIrVq1Cg0NDThy5AiOHDmChoYGlJaW+tznq6++QkFBAaqqqny2KysrQ2trq/v19ttvB7Lro1IqU3l5OQ4dOoSamhocP34cPT09KC4uxp07dwIdwYs/ed544w38/ve/x/bt21FXVweTyYTvfve7uHnzple7YIzR/v37UV5ejldffRUOhwMPP/wwHn/8cTQ3N4/Y/tKlS3jiiSfw8MMPw+Fw4Fe/+hXWr1+PAwcOuNvU1tbi6aefRmlpKT799FOUlpaipKQEp06dCnj/g5EHuPdVVJ5j0draisjISMXzABPP1NfXh1mzZuHVV1/F/PnzR2wTyjEClMkEhHac/CKIiIiIQqSxsVEAECdPnnRvq62tFQDEZ599Nub+ly5dEgCEw+EY9tmyZcvECy+8EMDejo9SmW7cuCF0Op2oqalxb7t69arQaDTiyJEjAev/UP7kuXv3rjCZTKKqqsq97datW0KWZbFz5073tmCN0aJFi8TatWu9tmVlZYmXX355xPYvvfSSyMrK8tr23HPPifz8fPf7kpISUVRU5NVm+fLlYuXKlQHq9eiUyLN7924hy3LA+zpeE83kabQ/R6EcIyGUyRTqcfIHr3AGkBpLggaprTTIkxrKhDyprWTIkxrLhzypsZRoEEuKaDS1tbWQZRkPPfSQe1t+fj5kWcaJEycmffzq6moYjUY8+OCD2LRp07Cra0pQKlN9fT0GBgZQWFjo3mY2m5GdnR2Qn9Vo/Mlz6dIltLW1efXVYDBg2bJlw/ZReoz6+/tRX1/v1RcAKCwsHLX/tbW1w9ovX74cp0+fxsDAgM82So4FoFweAOjp6YHNZkNaWhqKi4vhcDgCH2AE/mQaj1CNEaBcJiB04+QvLjgDSI0lQYPUVhrkKdzLhDyprWTIkxrLhzypsZRoEEuKyJe2tjYkJSUN256UlIS2trZJHXv16tXYt28fPvzwQ7z22ms4cOAAfvCDH0zqmOOhVKa2tjbo9XrEx8d7bU9OTp70z2qs8040z+D25ORkr+1D+xqMMbp+/Tru3LkzZl+G9n+k9rdv38b169d9tlFyLADl8mRlZWHPnj04fPgw9u3bh8jISBQUFODzzz9XJogHfzKNR6jGCFAuUyjHyW+hvsSqFmosCRqkttIgT2ooE/KktpIhT2osH/KkxlKiQSwpmp4qKioEAJ+vuro68bvf/U488MADw/a///77xdatW8c8j6/5c6jTp08LAKK+vt6fSCHPVF1dLfR6/bD2jz32mHjuueemVJ6PPvpIABAtLS1e23/2s5+J5cuXj9qnyY7RSK5evSoAiBMnTnht/+1vfysyMzNH3CcjI0Ns2bLFa9vx48cFANHa2iqEEEKn04m9e/d6tfnb3/4mDAZDwPo+EqXyDHXnzh0xf/588fzzzwem4z74k8nTaHNFqMZICOUyDRXMcfIXr3AGiBpLggaprTTIU7iXCXlSW8mQJzWWD3lSYynRIJYUTV/r1q3DhQsXfL6ys7NhMplw7dq1Yft3dHQMuzIwWQsWLIBOp/P7SkCoM5lMJvT396O7u9tre3t7u1/HVTKPyWQCgGFXcsbq62THaCRGoxERERET6ovJZBqxvVarRWJios82gf5zO5RSeYbSaDT49re/HZQrZ/5kGo9QjRGgXKahgjlO/uKCM0DUWBI0SG2lQUP7EM5lQp7UVjLkSY3lQ57UWEo0iCVF05fRaERWVpbPV2RkJBYvXgyn04mPP/7Yve+pU6fgdDqxZMmSgPbp/PnzGBgYQEpKil/7hzpTXl4edDodjh496t7W2tqKc+fO+XVcJfOkp6fDZDJ59bW/vx/Hjh3z2dfJjtFI9Ho98vLyvPoCAEePHh21L4sXLx7W/r333sPChQuh0+l8tgn0n9uhlMozlBACDQ0NAR2L0fiTaTxCNUaAcpmGCuY4+Usb6g5MdZWVldi8ebPPNnV1dQAASZKGfSaEGHH7RJSVlbn/Ozs7GxkZGVi4cCE++eQTLFiwwO/jToVsIwnEcYORbejnQ/dRatzGMla/xtN+6PaJHlMpgc6Wn5+P/Px89+cFBQVYsGAB/vjHP2Lbtm2B6va4KfFzDtexG8tUGzvy35w5c1BUVISysjL3fe7PPvssiouLkZmZ6W6XlZWFrVu34qmnngIAdHV1obm5GS0tLQCApqYmAPeuaJhMJly8eBHV1dV44oknYDQa0djYiI0bNyI3NxcFBQVhmUmWZTzzzDPYuHEjEhMTkZCQgE2bNiEnJwePPfbYlMojSRLKy8uxZcsWZGRkICMjA1u2bEF0dDRWrVoFAEEdow0bNqC0tBQLFy7E4sWL8ec//xnNzc1Yu3YtAOCVV17B1atX8Ze//AUAsHbtWmzfvh0bNmxAWVkZamtrsWvXLuzbt899zBdeeAFLly7F66+/ju9973v45z//iffffx/Hjx8PaN+DlWfz5s3Iz89HRkYGXC4Xtm3bhoaGBuzYsUPxPP5kAuB+IGVPTw86OjrQ0NAAvV6PuXPnAgjtGCmVKdTj5A8uOMewbt26MZ8sarfbcebMmZCUBE1m4RLqbJ6lQZ5XOdvb2yf9mx8ls3mWCXn+NmkiZUJKLDjVVjLkSY3lQ57UWEo0iCVFNB7V1dVYv369u/R6xYoV2L59u1ebpqYmOJ1O9/vDhw9jzZo17veDf+dXVFSgsrISer0eH3zwAf7whz+gp6cHFosFTz75JCoqKhARERGWmQDgzTffhFarRUlJCXp7e/Hoo49iz549imfyJ89LL72E3t5e/OIXv0B3dzceeughvPfee4iNjQWAoI7R008/jc7OTvzmN79Ba2srsrOz8e6778JmswG4d6XY80Fm6enpePfdd/Hiiy9ix44dMJvN2LZtG374wx+62yxZsgQ1NTX49a9/jddeew2zZ8/G/v37vW7TUYoSeW7cuIFnn30WbW1tkGUZubm5+Pe//41FixYpnsefTACQm5vr/u/6+nrs3bsXNpsNly9fBhDaMVIqU6jHyS8huG9UlQYfPnPq1Cn3tpMnTwbkoUFDnT17VgAQx44dm0yXx02pbIMPDdq/f797W0tLS0geGjSRbIMPDXr99dfd2/r6+oY9NGioYIzbokWLxM9//nOvbXPmzPH5YJ05c+Z4bVu7du2whwY9/vjjXm2KiopC8uCZQGcb6u7du2LhwoVizZo1k+/wBE00nydfDw0Kx7HzNN6HJoRy7IiIiGh0XHAGUFFRkZg3b56ora0VtbW1IicnRxQXF3u1yczMFAcPHnS/7+zsFA6HQ7zzzjsCgKipqREOh8P9xLD//ve/YvPmzaKurk5cunRJvPPOOyIrK0vk5uaK27dvh3U2Ie4tANLS0sT7778vPvnkE/Gd73xHzJ8/f8pnq6qqErIsi4MHD4qzZ8+KH/3oRyIlJUW4XC4hROjGraamRuh0OrFr1y7R2NgoysvLRUxMjLh8+bIQQoiXX35ZlJaWutt/8cUXIjo6Wrz44ouisbFR7Nq1S+h0OvGPf/zD3eajjz4SERERoqqqSly4cEFUVVUJrVbr9WTfYFAiW2VlpThy5Ii4ePGicDgcYs2aNUKr1Xr9AmKq5hNCCIfDIRwOh8jLyxOrVq0SDodDnD9/3v15uI7deLJNpbEjIiKi0XHBGUCdnZ1i9erVIjY2VsTGxorVq1eL7u5urzYAxO7du93vd+/ePeJjyCsqKoQQQjQ3N4ulS5eKhIQEodfrxezZs8X69etFZ2dn8IIJZbIJIURvb69Yt26dSEhIEFFRUaK4uFg0NzcHJ9Q3/Ml29+5dUVFRIUwmkzAYDGLp0qXi7Nmz7s9DOW47duwQNptN6PV6sWDBAq8rqj/5yU/EsmXLvNp/+OGHIjc3V+j1emG328Wf/vSnYcf8+9//LjIzM4VOpxNZWVniwIEDSscYUaCzlZeXC6vVKvR6vZg1a5YoLCwc9vjyYJpovpH+/7LZbF5twnXsxso21caOiIiIRiYJ8c1TNIiIiIiIiIgCiF+LQkRERERERIrggpOIiIiIiIgUwQUnERERERERKYILTiIiIiIiIlIEF5xERERERESkCC44iYiIiIiISBFccBIREREREZEiuOAkIiIiIiIiRXDBSURERERERIrggpOIiIiIiIgUwQUnERERERERKYILTiIiIiIiIlLE/wGTwg1mLD211wAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WirePins\n", "\n", "from SQDMetal.Comps.Joints import Joint, JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "Joint(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='30'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='50um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='a', dist_extend='-50um', extend_off_pin_dir=True))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#BASIC WIRING###############\n", "WirePins(design, 'lead', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', 'jnt2', 'LP2'],\n", " trace_width='10um', trace_gap='10um', fillet='10um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('lead', design, ax=axs[0])\n", "\n", "#GROUND CUT ON END##########\n", "WirePins(design, 'lead', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', 'jnt2', 'LP2'],\n", " trace_width='10um', trace_gap='10um', fillet='40um', end_gap='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('lead', design, ax=axs[1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Parallel connecting S-elbow wire \n", "\n", "Antiparallel connecting elbow wire" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireElbowParallelPinPin\n", "\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='200um', pos_y='200um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#NORMAL S-BEND##############\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[0], resolution=32)\n", "\n", "#FRACTIONAL POSITION OF S###\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um', frac_pos_elbow=0.2))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[1], resolution=32)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Antiparallel connecting elbow" ] }, { "cell_type": "code", "execution_count": 109, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireElbowParallelPinPin\n", "\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='200um', pos_y='500um', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#NORMAL S-BEND##############\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um', pin_pad='30um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[0], resolution=32)\n", "\n", "#FRACTIONAL POSITION OF S###\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um', pin_pad='30um', frac_pos_elbow=0.2))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[1], resolution=32)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Parallel connecting elbow" ] }, { "cell_type": "code", "execution_count": 111, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireElbowParallelPinPin\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='200um', pos_y='500um', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "fig, axs = plt.subplots(ncols=2); fig.set_figwidth(11)\n", "\n", "#NORMAL S-BEND##############\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[0], resolution=32)\n", "\n", "#MODIFY WIRE PADDING########\n", "WireElbowParallelPinPin(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='30um', pin_pad='100um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, ax=axs[1], resolution=32)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Single elbow connector \n", "\n", "Basic connecting elbow wire" ] }, { "cell_type": "code", "execution_count": 120, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireElbowSingle\n", "\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='200um', pos_y='350um', orientation='-90', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "\n", "#NORMAL S-BEND##############\n", "WireElbowSingle(design, 'wireS', options=Dict(pin_inputs=Dict(start_pin=Dict(component='LP1',pin='tie'), end_pin=Dict(component='LP2',pin='tie')),\n", " fillet='50um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('wireS', design, resolution=32)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Wire taper (to change wire size) \n", "\n", "Basic taper" ] }, { "cell_type": "code", "execution_count": 133, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireTaperPinStretch\n", "\n", "from SQDMetal.Comps.Wires import WirePinStretch\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "WirePinStretch(design, 'leWire', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " dist_extend='50um'))\n", "\n", "#BASIC POSITIONING (RHS)####\n", "WireTaperPinStretch(design, 'taper', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'leWire',pin='end')),\n", " dist_extend='50um', trace_width='30um', trace_gap='20um'))\n", "############################\n", "\n", "WirePinStretch(design, 'leWire2', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'taper',pin='a')),\n", " dist_extend='70um', trace_width='30um', trace_gap='20um'))\n", "\n", "QUtilities.plot_highlight_component('taper', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Wire dual-probe taper \n", "\n", "Dual probe pins" ] }, { "cell_type": "code", "execution_count": 150, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Wires import WireTaperProbePinStretch\n", "\n", "from SQDMetal.Comps.Wires import WirePinStretch\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='40um', \n", " pad_width='80um', pad_gap='20um', trace_width='30um'))\n", "WirePinStretch(design, 'leWire', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'LP1',pin='tie')),\n", " dist_extend='50um', trace_width='30um'))\n", "\n", "#BASIC POSITIONING (RHS)####\n", "WireTaperProbePinStretch(design, 'probe', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'leWire',pin='end')),\n", " dist_extend='60um', probe_gap1='10um', probe_gap2='40um',\n", " trace_width='20um', trace_gap='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('probe', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Xmon " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Basic Xmon \n", "\n", "Basic Xmon" ] }, { "cell_type": "code", "execution_count": 119, "metadata": {}, "outputs": [ { "data": { "image/png": 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AWSQAbseOHVNFRYW/u2El7qICAADWIeAAAADrEHAAAIB1CDhAAGgzIlUxf3iowfWd769Q256XKd7VslHbAQheXZKT1WrNmgbXb7Fhg7okJyukuNiHvQpcBBwgCLkmP6Cjv7hJB7/aqcN/nCnXPRPUetxof3cLgA99vW6dfrryyqZtdNYsqVevpm0zQDRLwHnmmWfUqVMnRUZGKiUlRevWrauz/tq1a5WSkqLIyEh17txZCxcurFFn6dKl6tatm5xOp7p166bly5f7qvtAQHGUlCj0h4Mqu+ZaVbVPkImO9neXAPhaebkq27aViYjwd0+Chs8DzpIlSzRlyhTNmDFDWVlZGjx4sEaMGKE9e/bUWn/Xrl267rrrNHjwYGVlZemRRx7RpEmTtHTpUk+dzMxMjR07VmlpadqyZYvS0tI0ZswYbdiwwde7A7gZI1fOF4r8Prfp2y4vV/QfH1G7SzsrLu58nX/VYEWs+0SSFLHuE8W3bytJOv/64Wof3UJtRqQq6o3XFPnhB2of3ULto1t46gMITolpaWo3Z47azp2ri/r3V+JvflPjElXk5s1KuvFGXXL55Uq65Ra1WrNGXZKT5czJ8Wor8ssvlXTLLbqkVy9dOG6ctGOHe8VLL0mzZ0tbtkgOh3t56aWGd9IYae1aqaTk7HfYB3wecJ588knddddduvvuu9W1a1ctWLBAiYmJevbZZ2utv3DhQl144YVasGCBunbtqrvvvlu/+c1v9Pjjj3vqLFiwQNdee62mT5+u5ORkTZ8+XT//+c+1YMECX+8OzmXHQ81lT87VsGv66ec3perqm4c1+cecd+9vFbE+UwUvvqL8zM919Mab1eamUQr9+muV9+uvg5u3SpIKXntT33+9SwVL3tGRm2/R0WtT9f3Xu/T917tU3q9/k/cLQPNyvfuuFBamPW+8oe/nzPFa5ygpUYd771XZpZdq97Jlyp88WW1P+j15stgFC3TwD3/Q7nfekQkLk37zG/eKsWOlBx+ULrtMys11L2PHNryDTz0lDR0qxcZKN98sLVkSUGHHp1/0V15erk2bNunhhx/2Kk9NTVVGRkat22RmZio1NdWrbNiwYVq0aJEqKioUHh6uzMxMTZ06tUad0wWcsrIylZWVed4Xn6MTrnBmWu36RknL31KHD5er5f59qgoNVUil+2uAIw/l64aUS+tvpFMnhb76ilRYJJWW1ljtKCpUxP59arHkDTnefkvm5VfUprJC2rdb6t1LSu6qtnP/r8yv7/D8AHHt3S21dh3fvkj6qURtd+TUaNtLVJR0nktXp90u7dpVZ9U5g+/R/7l5Vv37BuC0Lvl+p6Y+8YScJ/0OkiR17qzwwYNlCgtr/ZkQcuSIFB8v1003yVV14rEq8bm50tdfy7FypRzGqNUdd6iVJCUkyHHDDdLf/qbEvXul8HBp/35JUsTo0bqgTRt3A9df7z5r8957UkSEO9QcOSJlZdW9I1FRkssl/frXJ352lJVJoaHuP1eskJYvl5xO6brr3EFpzBj3WSE/8WnAyc/PV2VlpeLi4rzK4+LilJeXV+s2eXl5tdY/duyY8vPz1b59+9PWOV2bc+fO1ezZs89iT3Auu+iV53XRmy973leHm2rhPzXgfyylP0lVVVLlMfdyKmOkqio5/rNDMkaO307wXl9RIUW3kuOk7UOqKk+0Zarc29XW9skqj0lVVQop/Umqp98jt6wk4ABnKeW7zYo5fLjmivJyz797VZ3muXAXX6zQU9aFVm+zb5+UlKTQsLAT2198sbtOdZvHvzU9NCnpRJ3zznP/eeiQ1LbtiXr1PS7imPtnh0pKpNr2p/rnYlmZO+gsX+4+qxMeXne7PtQsj2pwnJLgjDE1yuqrf2p5Y9qcPn26pk2b5nlfXFysxMTEhnUe57yvfz1BFee1VocPlqvV3t1eZ3AkqaJVAyb5tmyl0JAQKSzMvZzC4XBIISEyDoccISEyTz0lhZxyBTky0rN9iKSq0FBPW46QEMnhcJ9+rktYmBQSosqWraR6+v1+r+vq3y8AddrUsY+Ko6MVUV7uVe5wOhXucMiEhNT8ty73/BETGelef1yopMrjPysccv/cqDp5W4fDXae6zer34eEnPiM0VKGS+/3xnwdyOGr9ueSlum50tBQT4y47etQdbCor3WdyKivdP6dGjnSfwamvTR/z6afHxsYqNDS0xpmVgwcP1jgDUy0+Pr7W+mFhYTr//PPrrHO6Np1OJ4+kxxn7qWNnbZ/8e22f9DvF/CdHHVZ94Ak7R2PbauWnW+pto2V4qPomnKeKytqfRdXGdZ6OXdBBP429Ve3mz9ehCzupYtB/1dqWo7BQ8ZIKLu+t8sHuW0Zdb72jkLw8FQy+qs5+hDocCg916LN30/VTRd1P25z5CXdnAWdrZ9wl+suDD9Yob926tUbHx+uIy1Xrs6gSW7TQ0fPO0w/Hz8pIUhdJee3bq+Tii+Xq00ex69bp2wsv9NxZ5crOVrykvYmJKrv4YrU4dEgXSvq2c2dVHQ8lzooKdZTcc2c6dnRfmtq6VRoxomE7lJ194vVTT0mTJ3uHmhEjpJYtG9aWj/l0knFERIRSUlKUnp7uVZ6enq6BAwfWus2AAQNq1F+9erWuuOIKhR8/1XW6OqdrE2gSDoeKu3TT9sm/1+rVGVrz3sf636UfNelHVF5yiY6MHafz7rlbke+9q9DvvlP4po1q+eTjcn606rTbHbswSWFfblPof/4jR36++5IWAGsdHjlSjqoqxT36qCK++UZR69ap9QsvuFc2Zt5Lx47uOTXZ2VJ+vvsSU0M98ID0ySfu7d5+W/rlLwMm3EjNcBfVtGnT9Pzzz+uFF15QTk6Opk6dqj179mjixImS3JePbr/9dk/9iRMnavfu3Zo2bZpycnL0wgsvaNGiRXrooRPf1jp58mStXr1a8+fP11dffaX58+drzZo1mjJliq93B3BzOFTcpauOxsU3edOFz/6PjvzqVkXPeFht+1yu1mNHK2Lj56rs0OG02xy5405VXnKpYocMUnynREWsz2zyfgEIHFWtWmnfs8/K+dVXSrrxRrVdsECH7rvPva4x35Vzyy3S8OHSVVe55+S8+WbDt3U4pMGDAyrUnMznF8jGjh2rQ4cOac6cOcrNzVX37t21cuVKJSUlSZJyc3O9vhOnU6dOWrlypaZOnaqnn35aCQkJeuqpp3TLLbd46gwcOFCLFy/WH//4Rz366KO66KKLtGTJEvXr18/XuwP4xI//WH3iTXi4SmY8qpIZj9Za15x3nnIPH/Eqq2rbVj++94EvuwigGe199dUaZTu++srr/dE+fbT7vfc876Pff18mPFzHEhIkSUf69auxTVnXrp7Jx5Lcdz29804T9jxwNMsMoPvuu0/3HU+Wp3qpli8VGjJkiDZv3lxnm7/85S/1y1/+sim6BwBA0Il5911VJCbqWFycnF99pbaPP67Dw4fLREb6u2sBwb9TnAEAwBkJy89X7FNPKTQ/X8fattXh4cOVz1QNDwIOAABB6Me779aPd9/t724ELJ4mDgAArEPAAQAA1iHgAAAA6zAHB2hGoSEO6TSPnWm2zwcQMML8/DgDmzGyQDOoqDIqrzSKCHUoJNS/IaO80qiiqubjIgA0n7KyMpWWlioqKsrzLf1oWgQcoBmUV1bp89xChQfAGRR32PLjaSQAKi0t1bJly/zynMRJkyY1+2f6AwHHh+KLdjd6mzxXkg96gkBQXlml8rqfb+lTjT8eu/ukHwDcSktLVVpa6u9uWItJxgAAwDoEHAAAYB0uUQGo1SMHnvB3F6z2WMKD/u6CB3/XsBFncAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIeAAwAArEPAAQAA1iHgAAAA6xBwAACAdQg4AADAOgQcAABgHQIOAACwDgEHAABYh6eJ+0DGZ+v93QUAAM5pnMEBAADWIeAAAADrEHAAAIB1CDgAAMA6TDIOMPFFu/3dhaDDmAEATsUZHAAAYB0CDgAAsA4BBwAAWIeAAwAArMMkYwC1unbEMEnSwL79/dwT/5k9e7a/u2CFmTNn+rsLOAdxBgcAAFiHgAMAAKxDwAEAANYh4AAAAOsQcAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIdvMvaBc/mbX5sbYw0AqA1ncAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIeAAwAArEPAAQAA1iHgAAAA6xBwAACAdQg4AADAOgQcAABgHQIOAACwDgEHAABYh4ADAACsQ8ABAADWIeAAAADrEHAAAIB1fBpwCgoKlJaWJpfLJZfLpbS0NBUWFta5jTFGs2bNUkJCglq0aKGhQ4fqyy+/9KozdOhQORwOr2XcuHE+3BMAABBMfBpwxo8fr+zsbK1atUqrVq1Sdna20tLS6tzmT3/6k5588kn9/e9/1+eff674+Hhde+21Onz4sFe9CRMmKDc317P893//ty93BQAABJEwXzWck5OjVatWaf369erXr58k6bnnntOAAQO0Y8cOdenSpcY2xhgtWLBAM2bM0M033yxJevnllxUXF6c33nhD99xzj6duVFSU4uPjfdV9AAAQxHx2BiczM1Mul8sTbiSpf//+crlcysjIqHWbXbt2KS8vT6mpqZ4yp9OpIUOG1Njm9ddfV2xsrC677DI99NBDNc7wnKysrEzFxcVeCwAAsJfPzuDk5eWpXbt2NcrbtWunvLy8024jSXFxcV7lcXFx2r17t+f9rbfeqk6dOik+Pl5ffPGFpk+fri1btig9Pb3WdufOnavZs2ef6a4AAIAg0+gzOLNmzaoxwffUZePGjZIkh8NRY3tjTK3lJzt1/anbTJgwQddcc426d++ucePG6Z133tGaNWu0efPmWtubPn26ioqKPMvevXsbu9sAACCINPoMzv3331/vHUsdO3bU1q1b9f3339dY98MPP9Q4Q1Otek5NXl6e2rdv7yk/ePDgabeRpD59+ig8PFw7d+5Unz59aqx3Op1yOp119hkAANij0QEnNjZWsbGx9dYbMGCAioqK9Nlnn6lv376SpA0bNqioqEgDBw6sdZvqy07p6enq3bu3JKm8vFxr167V/PnzT/tZX375pSoqKrxCEQAAOHf5bJJx165dNXz4cE2YMEHr16/X+vXrNWHCBI0cOdLrDqrk5GQtX75ckvvS1JQpU/TYY49p+fLl+uKLL3THHXcoKipK48ePlyR98803mjNnjjZu3KjvvvtOK1eu1OjRo9W7d28NGjTIV7sDAACCiM8mGUvuO50mTZrkuStq1KhR+vvf/+5VZ8eOHSoqKvK8//3vf68jR47ovvvuU0FBgfr166fVq1crOjpakhQREaGPP/5Yf/3rX1VSUqLExERdf/31mjlzpkJDQ325OwAAIEj4NOC0adNGr732Wp11jDFe7x0Oh2bNmqVZs2bVWj8xMVFr165tqi4CAAAL8SwqAABgHQIOAACwDgEHAABYh4ADAACsQ8ABAADWIeAAAADrEHAAAIB1CDgAAMA6BBwAAGAdAg4AALAOAQcAAFiHgAMAAKxDwAEAANYh4AAAAOsQcAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIeAAwAArEPAAQAA1iHgAAAA6xBwAACAdQg4AADAOgQcAAhCl+37Uk+9PlWT0v8uGePv7gABJ8zfHQCAc9EjB544q+3HLX5Dl/7nP3JISorbr0OxsU3TMcASnMEBgCDlqH7BGRygBgIOAACwjsOYcy/6FxcXy+VyqaioSDExMf7uDgA03g03SB984H6dkyMlJ/u3P0AzaMzvb87gAAAA6xBwAACAdQg4AADAOgQcAABgHQIOAACwDgEHAABYh4ADAACsQ8ABAADWIeAAAADrEHAAAIB1eJo4AASj+Hipc2f36/Bw//YFCEAEHAAIRg8/LN17r/v1BRf4ty9AACLgAEAwKimRCgrcrysr/dsXIAARcAAgGJWVSaWl7tfG+LcvQABikjEAALAOAQcAAFiHgAMAAKxDwAGAQDJ0qDRlir97AQQ9Ag4AALAOAQcAAFiHgAMA/vLTT9Ltt0utWknt20tPPOG9vqDAvb51aykqShoxQtq5073OGOm226SMjBP1e/WS2rU78T4z0/0txyUl7vcOh/T889JNN7nbu+QSacUKn+4i4C8EHADwl9/9TvrnP6Xly6XVq6V//UvatOnE+jvukDZudIeQzEx3qLnuOqmiwh1WLrtM2rbNXbegQNq+3b1u+3Z32b/+JaWkuANUtdmzpTFjpK1b3W3deqv044/NtMNA8yHgAIA/lJRIixZJjz8uXXut1KOH9PLLJ76VeOdOd7B5/nlp8GCpZ0/p9del/fuld9911+nRQ/riC/frTz5x17n6anewkdx/Dh3q/bl33CH96lfSxRdLjz3mPov02Wc+312guRFwAMAfvvlGKi+XBgw4UdamjdSli/t1To4UFib163di/fnnu9fn5Ljfd+8u7dkj5edLa9e6w8zQoe7Xx465L18NGeL9uZdffuJ1y5ZSdLR08KAv9hDwKwIOAPhDfY9XON16Y9yXpyQpKckdUP797xMBZ8gQ9+vPP5eOHJH+67+8tz/1yeMOh1RVdUa7AAQyAg4A+MPFF7vDxvr1J8oKCqT//Mf9uls391mYDRtOrD90yL2+a1f3++p5OB9+6L5UNXiw+7JVRYW0cKHUp487AAHnIAIOAPhDq1bSXXe5Jxp//LE7oNxxhxRy/MfyJZdIv/iFNGGC9Omn0pYt7rumLrjAXV6tRw/prbfcl55iYtyh58or3fN1Tp1/A5xDCDgA4C9//rM7jIwaJV1zjftyUkrKifUvvuh+P3Kke66OMdLKld6XmXr0cE9MPjnMDBniLjt1/g1wDnEYU9+FYPsUFxfL5XKpqKhIMTEx/u4OADTeZ59J33/vfn3VVd63ggOWaszvb87gAAAA6xBwAACAdQg4AADAOgQcAABgHZ8GnIKCAqWlpcnlcsnlciktLU2FhYV1brNs2TINGzZMsbGxcjgcys7OrlGnrKxMDzzwgGJjY9WyZUuNGjVK+/bt881OAACAoOPTgDN+/HhlZ2dr1apVWrVqlbKzs5WWllbnNj/99JMGDRqkefPmnbbOlClTtHz5ci1evFiffvqpSkpKNHLkSFVWP8MFAACc08J81XBOTo5WrVql9evXq9/xZ6k899xzGjBggHbs2KEu1c9bOUV1APruu+9qXV9UVKRFixbp1Vdf1TXXXCNJeu2115SYmKg1a9Zo2LBhTb8zABBonE4pKsr9uvrRDQA8fHYGJzMzUy6XyxNuJKl///5yuVzKyMg443Y3bdqkiooKpaamesoSEhLUvXv307ZbVlam4uJirwUAglqrVlLr1u4lNNTfvQECjs8CTl5entq1a1ejvF27dsrLyzurdiMiItS6dWuv8ri4uNO2O3fuXM88IJfLpcTExDP+fAAICPPmSaNHu5f9+/3dGyDgNDrgzJo1Sw6Ho85l48aNkiRHLadNjTG1lp+tutqdPn26ioqKPMvevXub/PMBoFnl5UnffuteKir83Rsg4DR6Ds7999+vcePG1VmnY8eO2rp1q76v/hrxk/zwww+Ki4tr7Md6xMfHq7y8XAUFBV5ncQ4ePKiBAwfWuo3T6ZTT6TzjzwQAAMGl0QEnNjZWsbGx9dYbMGCAioqK9Nlnn6lv376SpA0bNqioqOi0QaQhUlJSFB4ervT0dI0ZM0aSlJubqy+++EJ/+tOfzrhdAABgD5/NwenatauGDx+uCRMmaP369Vq/fr0mTJigkSNHet1BlZycrOXLl3ve//jjj8rOztb27dslSTt27FB2drZnfo3L5dJdd92lBx98UB9//LGysrJ02223qUePHp67qgAAwLnNp9+D8/rrr6tHjx5KTU1VamqqLr/8cr366qtedXbs2KGioiLP+xUrVqh37966/vrrJUnjxo1T7969tXDhQk+dv/zlL7rxxhs1ZswYDRo0SFFRUXr//fcVyp0EAABAksMYY/zdiebWmMetA0BAuuEG6YMP3K9zcqTkZP/2B2gGjfn9zbOoAACAdQg4AADAOgQcAABgHQIOAACwDgEHAABYh4ADAACsQ8ABgGDzu99J69efeH/nndLOnf7rDxCACDgAEExKS6UFC6T8/BNl69dLy5b5rUtAICLgAEAwiYqSUlOlU7+5/aab/NMfIEARcAAg2IwbJ1VWnnjfrZt06aX+6w8QgAg4ABBsRo2SwsLcr0NCpPHj/dsfIAARcAAg2Lhc0rBh7tdVVdLo0f7tDxCACDgAEIzGjnX/yeUpoFZh/u4AAOAMjBol9eol/fa3/u4JEJAIOAAQjFwuKSvL370AAhaXqAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIeAAwAArEPAAQAA1iHgAAAA6xBwAACAdQg4AADAOgQcAABgHQIOAACwDgEHAABYh4ADAACsE+bvDviDMUaSVFxc7OeeAACAhqr+vV39e7wu52TAOXz4sCQpMTHRzz0BAACNdfjwYblcrjrrOExDYpBlqqqqdODAAUVHR8vhcDRom+LiYiUmJmrv3r2KiYnxcQ+DF+NUP8aofoxRwzBO9WOM6hdMY2SM0eHDh5WQkKCQkLpn2ZyTZ3BCQkLUoUOHM9o2JiYm4A+AQMA41Y8xqh9j1DCMU/0Yo/oFyxjVd+amGpOMAQCAdQg4AADAOgScBnI6nZo5c6acTqe/uxLQGKf6MUb1Y4wahnGqH2NUP1vH6JycZAwAAOzGGRwAAGAdAg4AALAOAQcAAFiHgAMAAKxDwDlJQUGB0tLS5HK55HK5lJaWpsLCwtPWr6io0B/+8Af16NFDLVu2VEJCgm6//XYdOHDAq15ZWZkeeOABxcbGqmXLlho1apT27dvn473xjcaOkSQtW7ZMw4YNU2xsrBwOh7Kzs2vUGTp0qBwOh9cybtw43+yEj/lqjGw6jqQzGydjjGbNmqWEhAS1aNFCQ4cO1ZdffulVJ5iPpWeeeUadOnVSZGSkUlJStG7dujrrr127VikpKYqMjFTnzp21cOHCGnWWLl2qbt26yel0qlu3blq+fLmvut8smnqMXnrppRrHi8Ph0NGjR325Gz7XmHHKzc3V+PHj1aVLF4WEhGjKlCm11gu6Y8nAY/jw4aZ79+4mIyPDZGRkmO7du5uRI0eetn5hYaG55pprzJIlS8xXX31lMjMzTb9+/UxKSopXvYkTJ5oLLrjApKenm82bN5urrrrK9OzZ0xw7dszXu9TkGjtGxhjzyiuvmNmzZ5vnnnvOSDJZWVk16gwZMsRMmDDB5ObmepbCwkIf7YVv+WqMbDqOjDmzcZo3b56Jjo42S5cuNdu2bTNjx4417du3N8XFxZ46wXosLV682ISHh5vnnnvObN++3UyePNm0bNnS7N69u9b63377rYmKijKTJ08227dvN88995wJDw8377zzjqdORkaGCQ0NNY899pjJyckxjz32mAkLCzPr169vrt1qUr4YoxdffNHExMR4HS+5ubnNtUs+0dhx2rVrl5k0aZJ5+eWXTa9evczkyZNr1AnGY4mAc9z27duNJK+/rMzMTCPJfPXVVw1u57PPPjOSPAdSYWGhCQ8PN4sXL/bU2b9/vwkJCTGrVq1quh1oBmc7Rrt27aoz4NT2jyrY+GqMbDqOjDmzcaqqqjLx8fFm3rx5nrKjR48al8tlFi5c6CkL1mOpb9++ZuLEiV5lycnJ5uGHH661/u9//3uTnJzsVXbPPfeY/v37e96PGTPGDB8+3KvOsGHDzLhx45qo183LF2P04osvGpfL1eR99afGjtPJTvfvJxiPJS5RHZeZmSmXy6V+/fp5yvr37y+Xy6WMjIwGt1NUVCSHw6HzzjtPkrRp0yZVVFQoNTXVUychIUHdu3dvVLuBoKnG6HRef/11xcbG6rLLLtNDDz3keep7MPHVGNl0HElnNk67du1SXl6e1xg4nU4NGTKkxjbBdiyVl5dr06ZNXvsmSampqacdj8zMzBr1hw0bpo0bN6qioqLOOsF4zPhqjCSppKRESUlJ6tChg0aOHKmsrKym34Fmcibj1BDBeCydkw/brE1eXp7atWtXo7xdu3bKy8trUBtHjx7Vww8/rPHjx3seWJaXl6eIiAi1bt3aq25cXFyD2w0UTTFGp3PrrbeqU6dOio+P1xdffKHp06dry5YtSk9PP6t2m5uvxsim40g6s3GqLo+Li/Mqj4uL0+7duz3vg/FYys/PV2VlZa37Vtd41Fb/2LFjys/PV/v27U9bJxiPGV+NUXJysl566SX16NFDxcXF+utf/6pBgwZpy5YtuuSSS3y2P75yJuPUEMF4LFl/BmfWrFm1TiA7edm4caMkyeFw1NjeGFNr+akqKio0btw4VVVV6Zlnnqm3fkPbbQ7NNUZ1mTBhgq655hp1795d48aN0zvvvKM1a9Zo8+bNZ9VuUwmEMapNIB1HUvOM06nrT90m0I+lutS3bw2pf2p5Y9sMdE09Rv3799dtt92mnj17avDgwXrrrbd06aWX6m9/+1sT97x5+eLvPdiOJevP4Nx///313kHRsWNHbd26Vd9//32NdT/88EON1HqqiooKjRkzRrt27dL//u//ej1uPj4+XuXl5SooKPD63/fBgwc1cODARu6NbzTHGDVWnz59FB4erp07d6pPnz5N2vaZ8PcYBcNxJPl2nOLj4yW5/yfZvn17T/nBgwfrHNtAO5ZqExsbq9DQ0Br/G65r3+Lj42utHxYWpvPPP7/OOk3977U5+GqMThUSEqKf/exn2rlzZ9N0vJmdyTg1RFAeS/6Y+BOIqic9btiwwVO2fv36eieHlpeXmxtvvNFcdtll5uDBgzXWV08OXbJkiafswIEDQTk59EzHqFpdk4xPtW3bNiPJrF279my63Ox8NUY2HUfGnNk4VU8ynj9/vqesrKysxiTjUwXLsdS3b19z7733epV17dq1zgm0Xbt29SqbOHFijUnGI0aM8KozfPjwgJ4YWhdfjNGpqqqqzBVXXGHuvPPOs++wnzR2nE5W1yTjYDuWCDgnGT58uLn88stNZmamyczMND169Khx22qXLl3MsmXLjDHGVFRUmFGjRpkOHTqY7Oxsr1sMy8rKPNtMnDjRdOjQwaxZs8Zs3rzZXH311UF7e29jx8gYYw4dOmSysrLMhx9+aCSZxYsXm6ysLM+tmF9//bWZPXu2+fzzz82uXbvMhx9+aJKTk03v3r0Zo5NuV7XpODLmzMZp3rx5xuVymWXLlplt27aZX/3qV163iQfzsVR9a++iRYvM9u3bzZQpU0zLli3Nd999Z4wx5uGHHzZpaWme+tW3QE+dOtVs377dLFq0qMYt0P/+979NaGiomTdvnsnJyTHz5s0L+Ft76+KLMZo1a5ZZtWqV+eabb0xWVpa58847TVhYmFf4DjaNHSdjjMnKyjJZWVkmJSXFjB8/3mRlZZkvv/zSsz4YjyUCzkkOHTpkbr31VhMdHW2io6PNrbfeagoKCrzqSDIvvviiMebE/7ZrW/75z396tjly5Ii5//77TZs2bUyLFi3MyJEjzZ49e5pvx5pQY8fIGPdtmLWN0cyZM40xxuzZs8dceeWVpk2bNiYiIsJcdNFFZtKkSebQoUPNt2NNyBdjZIxdx5ExZzZOVVVVZubMmSY+Pt44nU5z5ZVXmm3btnnWB/ux9PTTT5ukpCQTERFh+vTp43XW6de//rUZMmSIV/1//etfpnfv3iYiIsJ07NjRPPvsszXafPvtt02XLl1MeHi4SU5ONkuXLvX1bvhUU4/RlClTzIUXXmgiIiJM27ZtTWpqqsnIyGiOXfGpxo5TbT9/kpKSvOoE27HkMOb4jCsAAABLWH8XFQAAOPcQcAAAgHUIOAAAwDoEHAAAYB0CDgAAsA4BBwAAWIeAAwAArEPAAQAA1iHgAAAA6xBwAACAdQg4AADAOgQcAABgnf8PYUjUKo0sEXQAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Xmon import Xmon\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorGapPinStretch\n", "design.delete_all_components()\n", "############################\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "\n", "############################\n", "\n", "CapacitorGapPinStretch(design, f'capProng', options=Dict(cpw_width=f'20um',\n", " pin_inputs=Dict(start_pin=Dict(component=f'leXmon',pin='left')),\n", " dist_extend='120um',\n", " cap_width=f'50um',\n", " cap_gap='3um',\n", " gnd_width='1um',\n", " len_diag='0um', len_flat=f'50um',\n", " side_gap=f'10um', init_pad='10um'\n", " ))\n", "\n", "QUtilities.plot_highlight_component('leXmon', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Flux lines " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### T-junction flux line \n", "\n", "A T-junction flux line to equally balance the currents to ground on the CPW" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.FluxLines import FluxLineTPin\n", "\n", "from SQDMetal.Comps.Xmon import Xmon\n", "from SQDMetal.Comps.Capacitors import CapacitorGapPinStretch\n", "from SQDMetal.Comps.Wires import WireTaperPinStretch\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "\n", "############################\n", "FluxLineTPin(design, 'flux_line_T', options=Dict(ref_comp='leXmon', ref_pin='right',\n", " width=f'100um',\n", " trace_width=f'8um',\n", " trace_gap=f'12um',pin_dist='24um'))\n", "############################\n", "WireTaperPinStretch(design, 'flux_ln_taper', options=Dict(pin_inputs={'start_pin': {'component': 'flux_line_T', 'pin': 'a'}},\n", " trace_width=f'20um', trace_gap=f'28um', taper_length='50um'))\n", "\n", "CapacitorGapPinStretch(design, f'capProng', options=Dict(cpw_width=f'20um',\n", " pin_inputs=Dict(start_pin=Dict(component=f'leXmon',pin='left')),\n", " dist_extend='120um',\n", " cap_width=f'50um',\n", " cap_gap='3um',\n", " gnd_width='1um',\n", " len_diag='0um', len_flat=f'50um',\n", " side_gap=f'10um', init_pad='10um'\n", " ))\n", "\n", "QUtilities.plot_highlight_component('flux_line_T', design)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Josephson junctions " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Dolan bridge \n", "\n", "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Junctions import JunctionDolan\n", "\n", "fig, axs = plt.subplots(nrows=3); fig.set_figwidth(7)\n", "design.delete_all_components()\n", "############################\n", "JunctionDolan(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "#ADD EXTRA BUFFER FINGERS###\n", "JunctionDolan(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " t_pad_extra='1um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[1])\n", "design.delete_all_components()\n", "\n", "#ADJUST SIDE FINGER WIDTH###\n", "JunctionDolan(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " finger_width='0.4um',\n", " t_pad_width='0.5um', t_pad_length='3um', t_finger_width='0.2um',\n", " t_pad_extra='1um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Junctions import JunctionDolanPinStretch\n", "\n", "design.delete_all_components()\n", "from SQDMetal.Comps.Xmon import Xmon\n", "from SQDMetal.Comps.Capacitors import CapacitorGapPinStretch\n", "from SQDMetal.Comps.Wires import WireTaperPinStretch\n", "from SQDMetal.Comps.FluxLines import FluxLineTPin\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='144um', cross_height='144um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "\n", "FluxLineTPin(design, 'flux_line_T', options=Dict(ref_comp='leXmon', ref_pin='right',\n", " width=f'100um',\n", " trace_width=f'8um',\n", " trace_gap=f'12um',pin_dist='24um'))\n", "WireTaperPinStretch(design, 'flux_ln_taper', options=Dict(pin_inputs={'start_pin': {'component': 'flux_line_T', 'pin': 'a'}},\n", " trace_width=f'20um', trace_gap=f'28um', taper_length='50um'))\n", "\n", "CapacitorGapPinStretch(design, f'capProng', options=Dict(cpw_width=f'20um',\n", " pin_inputs=Dict(start_pin=Dict(component=f'leXmon',pin='left')),\n", " dist_extend='120um',\n", " cap_width=f'50um',\n", " cap_gap='3um',\n", " gnd_width='1um',\n", " len_diag='0um', len_flat=f'50um',\n", " side_gap=f'10um', init_pad='10um'\n", " ))\n", "\n", "############################\n", "JunctionDolanPinStretch(design, 'junction', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'flux_line_T',pin='t')),\n", " dist_extend='25um',\n", " finger_width='0.4um', t_pad_size='0.385um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Asymmetric Dolan bridge \n", "\n", "Using absolute coordinates" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Junctions import JunctionDolanAsymmetric\n", "\n", "fig, axs = plt.subplots(nrows=3); fig.set_figwidth(7)\n", "design.delete_all_components()\n", "############################\n", "JunctionDolanAsymmetric(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[0])\n", "design.delete_all_components()\n", "\n", "#ADD EXTRA BUFFER FINGERS###\n", "JunctionDolanAsymmetric(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " t_pad_extra='1um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[1])\n", "design.delete_all_components()\n", "\n", "#ADJUST SIDE FINGER WIDTH###\n", "JunctionDolanAsymmetric(design, 'junction', options=Dict(pos_x=0, pos_y=0,\n", " finger_width_top='0.4um', finger_width_bottom='0.2um',\n", " t_pad_width='0.5um', t_pad_length='3um', t_finger_width='0.2um',\n", " t_pad_extra='1um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using relative coordinates" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Junctions import JunctionDolanAsymmetricPinStretch\n", "\n", "design.delete_all_components()\n", "from SQDMetal.Comps.Xmon import Xmon\n", "from SQDMetal.Comps.Wires import WireTaperPinStretch\n", "from SQDMetal.Comps.FluxLines import FluxLineTPin\n", "design.delete_all_components()\n", "Xmon(design, 'leXmon', options=Dict(pos_x=0, pos_y=0,\n", " vBar_width='24um', hBar_width='24um', vBar_gap='16um', hBar_gap='16um',\n", " cross_width='60um', cross_height='60um',\n", " gap_up='24um', gap_left='0um', gap_right='24um'))\n", "\n", "FluxLineTPin(design, 'flux_line_T', options=Dict(ref_comp='leXmon', ref_pin='right',\n", " width=f'60um',\n", " trace_width=f'8um',\n", " trace_gap=f'12um',pin_dist='24um'))\n", "WireTaperPinStretch(design, 'flux_ln_taper', options=Dict(pin_inputs={'start_pin': {'component': 'flux_line_T', 'pin': 'a'}},\n", " trace_width=f'20um', trace_gap=f'28um', taper_length='50um'))\n", "\n", "############################\n", "JunctionDolanAsymmetricPinStretch(design, 'junction', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'flux_line_T',pin='t')),\n", " dist_extend='25um',\n", " finger_width_top='0.4um', finger_width_bottom='0.2um',\n", " t_pad_width='0.5um', t_pad_length='3um', t_finger_width='0.2um',\n", " t_pad_extra='1um',\n", " squid_width='5.4um', prong_width='0.9um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('junction', design, arrow_width=0.0005)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bounds " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Rectangular bound \n", "\n", "Basic shielding" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Bounds import BoundRectangle\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "CapacitorInterdigitalPinPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='4um', fing_wid='4um',\n", " len_diag='10um', fing_wid_gap='4um', N_total=5, larger_first=True))\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "\n", "############################\n", "BoundRectangle(design, 'bndRectangle', options=Dict(bnd_objects=['LP1', 'leCap'],\n", " is_ground_cut=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndRectangle', design, push_to_back=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Ground shields \n", "\n", "Basic shielding" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Bounds import BoundGroundShield\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "CapacitorInterdigitalPinPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='4um', fing_wid='4um',\n", " len_diag='10um', fing_wid_gap='4um', N_total=5, larger_first=True))\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "fig, axs = plt.subplots(ncols=3); fig.set_figwidth(11)\n", "\n", "#BASIC ENVELOPE#############\n", "BoundGroundShield(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'],\n", " gnd_width='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[0])\n", "\n", "#EXCLUDE GEOMETRY###########\n", "BoundGroundShield(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'], exclude_geoms = ['leCap'],\n", " gnd_width='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[1])\n", "\n", "#EXCLUDE PIN REGION#########\n", "BoundGroundShield(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'], exclude_geoms = ['leCap'],\n", " exclude_pins=[('lead1', 'end', '100um')], gnd_width='20um'))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Shielding that scales with the gap-to-metal distance" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Bounds import BoundGroundShieldScaleGap\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='20um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "CapacitorInterdigitalPinPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='4um', fing_wid='4um',\n", " len_diag='10um', fing_wid_gap='4um', N_total=5, larger_first=True))\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "fig, axs = plt.subplots(ncols=3); fig.set_figwidth(11)\n", "\n", "#BASIC ENVELOPE#############\n", "BoundGroundShieldScaleGap(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'],\n", " gnd_to_gap_scale=2.5))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[0])\n", "\n", "#EXCLUDE GEOMETRY###########\n", "BoundGroundShieldScaleGap(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'], exclude_geoms = ['leCap'],\n", " gnd_to_gap_scale=2.5))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[1])\n", "\n", "#EXCLUDE PIN REGION#########\n", "temp = BoundGroundShieldScaleGap(design, 'bndsGround', options=Dict(include_geoms=['lead1', 'LP1'], exclude_geoms = ['leCap'],\n", " exclude_pins=[('lead1', 'end', '100um')],\n", " gnd_to_gap_scale=2.5))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('bndsGround', design, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Holes " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Holes on borders \n", "\n", "Basic borders" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from SQDMetal.Comps.Holes import HoleBorders\n", "\n", "from SQDMetal.Comps.Capacitors import CapacitorInterdigitalPinPin\n", "from SQDMetal.Comps.Wires import WirePins\n", "from SQDMetal.Comps.Joints import JointExtend\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "design.delete_all_components()\n", "LaunchpadWirebond(design, 'LP1', options = dict(chip='main', orientation='30', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='40um'))\n", "LaunchpadWirebond(design, 'LP2', options = dict(pos_x='150um', pos_y='150um', orientation='-150', lead_length='20um', pad_height='20um', \n", " pad_width='40um', pad_gap='40um'))\n", "JointExtend(design, 'jnt1', options=Dict(jointObj='LP1', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "JointExtend(design, 'jnt2', options=Dict(jointObj='LP2', jointPin='tie', dist_extend='20um', extend_off_pin_dir=True))\n", "\n", "CapacitorInterdigitalPinPin(design, 'leCap', options=Dict(pin_inputs=Dict(start_pin=Dict(component=f'jnt1',pin='a'), end_pin=Dict(component=f'jnt2',pin='a')),\n", " cpw_width='15um', len_flat='10um', fing_len='10um', fing_len_gap='4um', fing_wid='4um',\n", " len_diag='10um', fing_wid_gap='4um', N_total=5, larger_first=True))\n", "WirePins(design, 'lead1', options=Dict(pathObjPins=[('LP1', 'tie'), 'jnt1', ('leCap', 'a')], fillet='10um'))\n", "WirePins(design, 'lead2', options=Dict(pathObjPins=[('LP2', 'tie'), 'jnt2', ('leCap', 'b')], fillet='10um'))\n", "fig, axs = plt.subplots(ncols=3); fig.set_figwidth(16.5)\n", "\n", "#BASIC ENVELOPE#############\n", "HoleBorders(design, 'leHoles', options=Dict(hole_radius='5um', dist_holes='20um', dist_init='30um',\n", " num_hole_lines=3, segs_per_circle=12, dist_min='10um',\n", " hole_radius_gnd='6um', border_layers=[1,2,3],\n", " include_geoms=['lead1', 'LP1'], exclude_geoms=[]))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leHoles', design, ax=axs[0])\n", "\n", "#EXCLUDE GEOMETRY###########\n", "HoleBorders(design, 'leHoles', options=Dict(hole_radius='5um', dist_holes='20um', dist_init='30um',\n", " num_hole_lines=3, segs_per_circle=12, dist_min='10um',\n", " hole_radius_gnd='6um', border_layers=[1,2,3],\n", " include_geoms=['lead1', 'LP1'], exclude_geoms=['leCap']))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leHoles', design, ax=axs[1])\n", "\n", "#EXCLUDE GAPS###############\n", "HoleBorders(design, 'leHoles', options=Dict(hole_radius='5um', dist_holes='20um', dist_init='30um',\n", " num_hole_lines=3, segs_per_circle=12, dist_min='10um',\n", " hole_radius_gnd='6um', border_layers=[1,2,3],\n", " include_geoms=['lead1', 'LP1'], exclude_geoms=['leCap'],\n", " exclude_gaps=True))\n", "############################\n", "\n", "QUtilities.plot_highlight_component('leHoles', design, ax=axs[2])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "sqdmetal_env", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.10" } }, "nbformat": 4, "nbformat_minor": 2 }