{ "cells": [ { "cell_type": "markdown", "id": "ab-title", "metadata": {}, "source": [ "# Airbridges\n", "\n", "Airbridges are ground-plane crossovers that hop *over* a CPW trace to tie\n", "the ground plane together and suppress unwanted slotline modes. In Quantum\n", "Metal an airbridge is a first-class `QComponent`: its geometry lives in the\n", "design, so it shows up in `qm.view` and is exported by every renderer — no\n", "GDS-only special case.\n", "\n", "This tutorial covers the `Airbridge` component, automatic placement along a\n", "routed CPW with `route_airbridges`, and GDS export." ] }, { "cell_type": "markdown", "id": "ab-setup-h", "metadata": {}, "source": [ "## Setup" ] }, { "cell_type": "code", "execution_count": 1, "id": "ab-setup", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:01.595473Z", "iopub.status.busy": "2026-07-18T05:41:01.595305Z", "iopub.status.idle": "2026-07-18T05:41:03.330208Z", "shell.execute_reply": "2026-07-18T05:41:03.329124Z" } }, "outputs": [], "source": [ "import qiskit_metal as qm\n", "from qiskit_metal import designs, Dict\n", "from qiskit_metal.qlibrary.terminations.open_to_ground import OpenToGround\n", "from qiskit_metal.qlibrary.tlines.straight_path import RouteStraight\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "from qiskit_metal.qlibrary.tlines.airbridge import Airbridge, route_airbridges" ] }, { "cell_type": "markdown", "id": "dfb5cbf5", "metadata": {}, "source": [ "## Preview\n", "\n", "Here is where we are headed: a meander CPW with airbridges auto-placed along\n", "every straight **and** every bend. The rest of the tutorial builds up to this\n", "one piece at a time." ] }, { "cell_type": "code", "execution_count": 2, "id": "88b6d510", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:03.333230Z", "iopub.status.busy": "2026-07-18T05:41:03.332904Z", "iopub.status.idle": "2026-07-18T05:41:04.256485Z", "shell.execute_reply": "2026-07-18T05:41:04.254522Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s INFO [_start_renderers]: Renderer=hfss skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s INFO [_start_renderers]: Renderer=q3d skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s INFO [_start_renderers]: Renderer=aedt_q3d skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s INFO [_start_renderers]: Renderer=aedt_hfss skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 03s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "data": { "image/png": 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", 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" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design = designs.DesignPlanar()\n", "design.overwrite_enabled = True\n", "\n", "OpenToGround(design, \"A\", options=dict(pos_x=\"-1mm\", orientation=\"0\"))\n", "OpenToGround(design, \"B\", options=dict(pos_x=\"1mm\", orientation=\"180\"))\n", "cpw = RouteMeander(\n", " design,\n", " \"cpw\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"A\", pin=\"open\"),\n", " end_pin=Dict(component=\"B\", pin=\"open\"),\n", " ),\n", " total_length=\"9mm\",\n", " fillet=\"90um\",\n", " trace_width=\"10um\",\n", " trace_gap=\"6um\",\n", " meander=Dict(spacing=\"0.3mm\"),\n", " ),\n", ")\n", "design.rebuild()\n", "\n", "route_airbridges(design, cpw, pitch=\"0.3mm\", min_spacing=\"30um\", bridge_at_corners=True)\n", "design.rebuild()\n", "qm.view(design)" ] }, { "cell_type": "markdown", "id": "ab-single-h", "metadata": {}, "source": [ "## A single airbridge" ] }, { "cell_type": "markdown", "id": "ab-single-desc", "metadata": {}, "source": [ "The `Airbridge` component draws two base-metal landing pads joined by an\n", "elevated bridge span. The bridge and the pads are emitted on separate layers\n", "(`bridge_layer` / `pad_layer`) so the two-step fabrication is representable." ] }, { "cell_type": "code", "execution_count": 3, "id": "ab-single", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:04.258580Z", "iopub.status.busy": "2026-07-18T05:41:04.258403Z", "iopub.status.idle": "2026-07-18T05:41:04.370582Z", "shell.execute_reply": "2026-07-18T05:41:04.369819Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=hfss skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=q3d skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=aedt_q3d skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=aedt_hfss skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "data": { "image/png": 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", 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" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design = designs.DesignPlanar()\n", "design.overwrite_enabled = True\n", "\n", "Airbridge(design, \"ab\", options=dict(crossover_length=\"24um\"))\n", "design.rebuild()\n", "qm.view(design)" ] }, { "cell_type": "markdown", "id": "ab-single-opts", "metadata": {}, "source": [ "Key options (all parseable strings, e.g. `'22um'`):\n", "\n", "- `crossover_length` — the gap the bridge spans, foot-to-foot. Size it to\n", " about `cpw_width + 2*cpw_gap` of the CPW you are crossing.\n", "- `bridge_width` — width of the elevated span.\n", "- `pad_width`, `pad_length` — the base landing-pad footprint.\n", "- `bridge_layer`, `pad_layer` — the fabrication layers." ] }, { "cell_type": "markdown", "id": "ab-auto-h", "metadata": {}, "source": [ "## Auto-placing airbridges along a CPW" ] }, { "cell_type": "markdown", "id": "ab-auto-desc", "metadata": {}, "source": [ "`route_airbridges(design, route, ...)` adds `Airbridge` components along a\n", "routed CPW. Placement follows the route's *filleted* centerline (the geometry\n", "that is actually rendered), so every bridge sits on the trace and crosses it\n", "perpendicular to the local direction — through bends as well as straights.\n", "Bridges are spaced by `pitch` and kept `min_spacing` clear of the end pins.\n", "By default each span is sized to the route's `trace_width + 2*trace_gap`." ] }, { "cell_type": "code", "execution_count": 4, "id": "ab-auto", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:04.372840Z", "iopub.status.busy": "2026-07-18T05:41:04.372651Z", "iopub.status.idle": "2026-07-18T05:41:05.149695Z", "shell.execute_reply": "2026-07-18T05:41:05.148897Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=hfss skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=q3d skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=aedt_q3d skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s INFO [_start_renderers]: Renderer=aedt_hfss skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 04s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "placed 27 airbridges\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design = designs.DesignPlanar()\n", "design.overwrite_enabled = True\n", "\n", "OpenToGround(design, \"A\", options=dict(pos_x=\"-1mm\", orientation=\"0\"))\n", "OpenToGround(design, \"B\", options=dict(pos_x=\"1mm\", orientation=\"180\"))\n", "\n", "cpw = RouteMeander(\n", " design,\n", " \"cpw\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"A\", pin=\"open\"),\n", " end_pin=Dict(component=\"B\", pin=\"open\"),\n", " ),\n", " total_length=\"8mm\",\n", " fillet=\"90um\",\n", " trace_width=\"10um\",\n", " trace_gap=\"6um\",\n", " meander=Dict(spacing=\"0.3mm\"),\n", " ),\n", ")\n", "design.rebuild()\n", "\n", "bridges = route_airbridges(design, cpw, pitch=\"0.3mm\", min_spacing=\"30um\")\n", "design.rebuild()\n", "print(f\"placed {len(bridges)} airbridges\")\n", "qm.view(design)" ] }, { "cell_type": "markdown", "id": "ab-tune", "metadata": {}, "source": [ "`route_airbridges` is idempotent: re-running it (e.g. re-executing this cell,\n", "or after re-routing) clears the airbridges it previously placed under the same\n", "`name` and re-places them. Tune the spacing, or forward extra options to every\n", "bridge via `ab_options`:" ] }, { "cell_type": "code", "execution_count": 5, "id": "ab-tune-code", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:05.151773Z", "iopub.status.busy": "2026-07-18T05:41:05.151576Z", "iopub.status.idle": "2026-07-18T05:41:05.663346Z", "shell.execute_reply": "2026-07-18T05:41:05.662332Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 05s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 05s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "placed 17 airbridges\n" ] }, { "data": { "image/png": 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EAsjlcpibm7vhMZ7n0dXVBQCYmJi44SCXoigIBAIoFouYn59HLB5HKJJAMi+hoPFwNHYh2NYDu8ePZHgRiyODsBVjuGNPP7q7u2G327Fr1y7qIEC2DCpWa7RYBYAvfvGL+Pzf/9+wuv24423/B8bPv4TM9BUEuveg8+A9cAUaEFuYRmj0AoRiEq1BD+668yj27NmDRCIBv98Pp9MJURRhsVjQ1NQEhmEQjUbLTqJeP0ySzWaRTqdveEwURfh8PqiqWlZIACsFKcuyiMfjZUWw2+2G3W5HPp9HMplc7U0oyzI4jkN9fT0ikQief/55LC8vYzEUwsRcCPECYG/qRXPfbrCcBTNXz0FeGsPe7ibs37sXLpcLBw4cQEdHR/V/8GRNkUgEL7/8MnK5HDweD1566SWcGZoE/O1o330HWJbF4vhVJGeH4WQkdDTVoburC+3t7Xjzm98Mj8eD5eVlSJK0WqgCgMfjgc1mQy6XK3vDFwQBfr8fmqZhaWmpLFMwGATHcUgkEmWns10uFxwOBwqFAhKJxA2P8TyPQCAAAJidnUWxWEQ2m0UsFlt9bbh27RquDl/D5EIEOc6BYPce1LV1I5dKYPbSKbiUFO6/8zB2794NhmFw5MgRWvXfRKqqYnFxEYlEAuFwGLFYDE/+9ClMRHII9B5EQ2c/cqk45kcuQEssoMFjQ3dbM5qbm9HS0oJgMAiXy4WmpiZ4PJ7V16nXeu3z5PoH7teqq6uDxWJZbcv2Wk6nE06nE8VisawFoMViQV1dHQBgeXn5hsOviqIgGAxCEASMjo5iYmICmUwGy8vLWF5exuTsApaSecDThOb+/XB4A1ieHkFk9Dw6fVbcffwoXC4X3vrWt66+tyUSCZw6dQp33303PUeJ6VCxWqPFaj6fx8svv4yvfe1rmIrlYe08hKV0AbGxC+jpbEfXvjsxe+U0+MwyOhv9OLB/H3bv3o3jx4+v7At8TdP1WqcoCiKRCBYXF1dWEWIxzM7O4urYJELpEvy9B9DYuQOp6BLmLryAbr+AE8fugNfrxf333w+v12v0X2HbmJ2dxblz58AwDH761NMYWkyhcfed8Dd1IDI3geVrZ1Enquhtb8G+fXtXDyb5/X7TtCK73ovz+oesZ555BjMzM5iansbQ5DxyFg/a9t0Jh8eP+WsXkZ+9gjt2dWFHfz8aGxtx9OhRKgY2gaqquHTpEq5duwav14v5+Xn8+JkXEIMTXYfuhUUQMXPlLIqhUTS4RDz41jfjgQcegMVigaqq8Hg84DjO6L/GuiiKgmQyieXlZczOzsJut2NkZASvnjuPiVACfH032ncdhlIqYeLcz+BVk3jrvcdxxx13YM+ePbh48SL+5ktPIMfa8eYju/DBD/yXsg4zhNQyKlZrsFhVFAUvvvgiFhYW4PF48L+e+DLOL2TQfPevQBBEzL34Hbi1NPb3d+HEsTtw8OBB9PT0IBAImKZAXUuhUMDMzAxSqRRyuRxefPFFnL44jLwYQNfBewBomDj7LIJsDm8/eT/uvvtudHZ2Gh17y4tEIkilUpiZmUEymcT3fvgkZjIMug7fD160YnLwRTCJOdx1aDd+/dd+bXVF83rPSbPSNA2JRAITExOYnZ3F8vIyLl8dwrX5GOytA2gbOIhYaAZLV05hX3sdDh08gMbGRhw/ftz0f/dadv22//DwMFwuF6anp/Fvz74Exd+Jzr13IpOIYO7CC/AyeRzauxPHjh3Dvn37tsRhOEVRwLIscrkcnnvuOQwNDeH85SEs5hi07jsBd6ARU5dPg4lM4IF7jiGdTuMb3/khip4O7DtyAnxiEv+vt92Fd73rXUb/VQhZt0rqNfoYtkk0TYMsy/D5fHjhxReR4Ryor7MiM3kR1radsDg8iE9NoOHEYfzyL/8y6uvrTV+kXme1WtHf3786HtZqtcLr9eLchcsYO/UjtB24F313vg1jrzyNf/v3ZyGKIrLZLJqbm+Hz+YyOvyWl02mcPXsW2WwWHMfhez98ErM5C/qOn4RczGPkxR8hwOZw93134hd/8Re31IcHhmHg8/lw6NAhdHZ24vLly/D7/ehbXMSzL5/FSDqOnoP3QDj8Flw4+zSAQRw6eABXrlzBkSNHtsy/y1ozOTm5uj/1eqGKhh3o3n0ES5PXEBs9g96gE29+0y/i0KFD6OrqMs0q6q1c/3vY7XYMDAwAWNkbe+XqEC4OPotc9wF07TuOmasi/u/v/ACyVERCYuFv6MRCKg9buojTZwfxzne+k1qvkS2JitVNcP0WOMdxOH36NE4PzaD14JvQIYh49n9/Ben5Ubi8fqht+/DjF8/jPe+ZRUNDg9Gxq+76nOyOjg7EYjHY7Xa4L13GxbNPoWn/veg9+maMvfI0fvDkT5HJZNDe3o677roLVqvV6OhbiizLOH/+PBKJBFwuF777gx9hNmdB77GTKObSmD7zNDo8HB582y/g+PHjaG1tNTryhmAYBoFAAHfddRckScLCwgL8fj+efOpZjLz8E/QdeyvaD78ZF84+DVG4gu7ublNtxTETTdMwPz8PnucRiUTw5M8L1Y7dRzA3PAhp/grecddBHD9+fHW881bEMAy6u7sRDAZx4cKFlbMF3kmcunAeU/kMFFnGfJaB6O9C/0ALJocGES0UcLQniA998A+oUCVbFhWrGywajeKFF16AIAiYmZnBi4PDCOw4BnddI0ZfeRrtXism5pcgN3ajoXsX1IUh/OO3/gX79u3bshN1GhoacNddd+HcuXPgeR6ieAWvXvgZmP33oefI/Rh56UmcPT8InucxNDSEAwcOUIFQRaOjo1hcXITP58O/P/U0JqJF9J54O4r5DGbOPo0ev4hfftd/wp133rktVravdzDo6enB9PQ03nzPCfzspdMYPf1T9B17K5r33oVzF3+G+tOn4fP50NjYSHuqqyybzUJRFKiqih8//TNInlb07j6CuWsXUJi5iF95x1vwvve9b9vsyXS5XDh27BgcDgeCwSBsNhv+f//3PyPFB9B09J2QwWJh8hzsUgIHOxvxxb/+HLW1Ilsa9b/YQKVSCVeuXEGxWEQ+n8e/P/8yuIY+BNt7MTH4Ipz5Jbz3Pe/Gu956L7jELBqEElrrXHBaxS3/ouxyuXD06FG0tLTg4IEDODbQhvmLz0Mu5tF1+D5cC6UxOjqKyclJ3dO65PYUi0WMj4/D4XDg6tWrGJxYRNuBewAAM2efxcHOIB768Idw9913b4tC9bUYhsGuXbtQV1eH++66Ey2ihPGzz8FT3wxn5z48+/I5PPPMMzhz5kxZhwxy+0ZGRvDqq69CURT8+zPPYVmxofvAXQjPjCE3fQHH9w/gxIkTW/418fV4nsf+/ftRLBbxz9/5HlhXEJ6ufQBvhRSaQHb2Grqa6vBf3v/b1PKPbHlUrG6g6elpLC4uwuv14mcvvIgEHOjYfQQLo5fBRKdw7/E78Ja3vAWf+9xf4dcfOAFndgEnD/bhjz7+B9uij57NZsOxY8dw8uRJvOn++7GryYPJs89BsNoR6DuIwWuTWFxcxPT0NLbYOUDDqKoKh8OBYrGIF85cgLN9N5y+IMbPPod2N4uP/rePYN++fdv25HtTUxMOHjwIj8eDe08cg1uOYfryGTT37UHeFsT5i5extLSEiYkJo6NuCYlEAkNDQ8hms7h48SJGFuPoPHA3cukEwsOvYG9XCx588EH09fUZHXXTqaqKb3/72/ijxx7HAvxgRCcafC7Mv/gdMPEZ3Pn2X0We9+DKlSuYm5uj10iypW39isgg12dWC4KA8fFxDM1G0Lb3TuTTCaSmLuLB+47j7W9/O7q7uyGKIj76kYfw4ff9Cn7nv7wfTqfT6Pibxmq1wufzobu7GyeOH0OjVcbM1bOo7+hHwRbEhctDEASBtgFUQTqdxsTEBBiGwQsvnUISTrT07cXctQtwFCK458SddHsbQEtLC3bu3Amn04n7jx+BHBpFMryIjr13YjKSw/j4BCYmJpDL5YyOamqapmF8fBz5fB6lUgkvnrkAV/tuiHYXZi+8hE6/FQ8++AD27du3ZQ5SVeLVV1/FD549DV//HWg88CZkSgwmnv8euuxFeF12BNu64enag1Pnr+C5557D2bNnqWAlWxYVqxuEZVlwHAebzYbTZwfB13fB6a3D9MVT2NHsw2/91m+hv7//hgbqd95557a71XWdqqpgWRbHDx9AaXkCyfAC2vccw3QkjVdffRXz8/M3TIMhlVFVFefPn8fw8DBmZ2cxMruMll1HkE8nkJm9igO7+nDnnXduqw9Ka2EYBv39/bj33nuxd+9e7O1uxvyV0xBsdrjad+Lq2CTC4TCmpqaMjmpqiUQCs7OzcLvdKwf+VCta+vZifuQiXGoab7rvXhw8eNA0vXyrbceOHehs8qPeYwOfi0BNR9AedOG33vvraHKwmB0eRFPPLqRgx6XLlzE7O4tYLGZ0bEI2BBWrG+R6S6DR0VHMJwto7d+H8NwEhHwUR48chs1mMzpiTenq6kJLSwvq6uqwp6sJC8PnYHN5YKlrx+kz5/H888/rTjoi6xONRhEOh+F0OnHm7Hkoznp4gk2YGz6HFreAe+65B729vUbHrBksy6KxsfHnK/53wscWEJocRlP3TkQKwMzMzLYtoqolFAqt7ue/cG0SwZ69kIsFZOaG8eCb7sa73/1u+P1+o2Maxuv14r/85nvRwOXQwiTw8G/+Eh7//OfgcDhw/PA+5BdGIOWzaOjbh2vTIYRCIczOzhodm5ANQcXqBgiHwzh79iwURcHg5SFY67vBW20Ij11Eb0sQO3fu3LYrqGthWRb9/f3geR779u6BTUoitjCN5r69mE+szOB+/Rxusn7XV6ZjsRjGF6No7NuHVCQEJBdxYN8eDAwMUNsbHcViEYVCAYd29yMxPQQwDNxtAxgany4b9UoqEwgEEAgEVvasMnbUtXVjfvQS6h0cfuEXfoFa1gHo7OzEH3/s9/DfH/ko/uuH/t/YuXMnenp6sGPHDrT67JgfuYRAcydynBPTMzOYn5+nw39kS6JidQPMzc0hHA5jcXERi/EM6jv6EF+chSincfDgAfT09NAeTB11dXVoaWmBKIrY1d2K5YkrsLu8gDOIuYUFhEIhZDIZo2OajiRJmJ+fXx3nKPEuuAMNCE1cRW9TAG9/+9up7c0aGhsb4XA40NPTAx+vIDwzhvr2PkSzJZw6dQqXLl0yOqIpaZqGpaUlaJqGK6OTcLf0QJFl5EPj6O9qR6FQMDpizaivr0d3dzcYhgHP8zhy5AgaGxtx5MBeFJenIEsF+Fp7MTEXQiKRoA9RZEuiYrXKFEXB0tISbDYbRsfGULJ64fAGEJkbQ2vQg/7+fjrEsgaGYbB7924MDAxg184BcPk4sskYAm29mFqIIB6P056s21AqlcBxHCwWC66OTcPb0gO5mEcpvogTx49hx44d26L7xO1wOByrQxF29bQjMT8OwWYH623AtdExTE1NUWF1Gy5cuICxsTFMT08jlish2NaDyPwknJyC3bt304enW+B5Hs3NzQjYLYjMTqCurRuJgopMJoNAIGB0PEKqjt6hqiyRSCCbzUIURYxPz8NV3wa5mIeaCKGvpxttbW20qnoTTqcTbW1taGlpQb3HhsjcJHyNbciWGCwvLxsdz5RsNhtcLhcikQiShRL8ze2Izk/Cxavo6OigE8S30NzcDJZl0d3dDUsxiVwyBl9jBxbCcaRSKcTjcaMjmoqqqlhaWgLLspidmwPsPoh2JxILE+hoCqK7u5v29N9CqVSCJEnY2dOO5MIkBKsdjLMOs3NziMfj9G+abDlUrFZZIpFAqVRCMplEIleEJ9iEZHgRToHFL/3SL6GlpcXoiDUvl8shmUyir7MNudgiLLwAxulHNpul0+q3YWFhAYVCAQsLC1B4B0S7C6nIIprrfOB5nj483UIgEIDP50NdXR08Nh7J8CLcdY3Iyiu3sum2a2VSqRRyuRysVismZxfgCDRBLhagZWJobWmmBvfrEAwGwTDMyuJHMYliLgtXXTPGZxbw/PPP0wcosuVQsVpl9fX1cLvdWF5eRkHj4PAGkAwvoiXoQ0tLC91uXadSqYTGxkYgl4BUyMPpb8TU/BJisRgURTE6nmmUSiWcP38e+Xwec4tLEH0N0FQVpeQyGuqDCAaDRkeseRaLBffeey8cDge6WpuQji7C6nBB5R2IxWJIpVJGRzSVbDYLWZaRy+UQzxTgrmtEMrwIuwXYuXPntpucdjt8Ph9EUYTP54ODZ5GMLMJd14BUXsby8jKy2azREQmpKqqcqux6b9VEIgHO5gHLcihl4nDarXSafZ1cLhd4nofP54PNAuSSMdjdPiTSWZw+fZpWDSqQy+UgyzIsFgvCsSTsbh/y6QR4KKivr9+2k6oqxfM8RFFEQ30QpUwMmqaBc3hRKEq0R7BCuVwOmqYhmUyiqAB2tw/ZZAz1fg/uvvtuOBwOoyPWPJvNBofDAYZh0BDwIJeMwebyQlJXhn/QwAqy1VCxWkWapq2ctpYkxBJJWOxuqKoCpZBeLcDIrdntdvA8D0EQYBN45DNJWJ1uyBqDZDKJfD5vdETTuD4dqFgsIifJsDndyGdSsECF3++H3W43OqIpLC4uYnZ2Fh6PB5wiQy4WYHW6kUhn6WdYoY6ODvj9fiSTSWicAIsgophNIuBxUu/aCvT09EAURdT7vShmk7DwAsDbkMlkaGWVbDlUrFaRoiiYm5uDLMtIpLMQ7U5I+RwsUOF0Oqlv4DpZLBZYrVaoqoqA14VCNg3R7kRJ/Y/ii6xPqVSCpmnI5XIoqYBgc6CYy8DtsGHHjh30nFwnURTBcRwcDgd4DijmVp6TiVQGi4uLkGXZ6Iimcb0FUy6XA2tdWR1U8hkwDIPx8XGj45lGZ2cnnE4n3G431MJKSz/O6kA+n6fnI9lyqFitIkVRVseGFiUZnIWHUpLBMhpEUaRBABXo6+uDzWaDVRSglGRwnAWqBsiyTHtWK8AwDDiOQ6lUgqoBFl5ASZbgdNjQ2tpKe6jXieM4MAwDi8UCjgEUeeXfd0lRMDk5Sav9FRgdHUUmk4EkSWC4n99tUmQIgkCvkRW4vsVHEARoys+LU44Hz/Po7+83NhwhVUbvVFWkKAo0TQPDMDcUqwwAQRCoMKhAfX09BEFYLVYZlgU4C0qlEhWrFWhubkZHR8fKz00DWM4CVZHBsQydYq8Ax3FgWRYWiwUsw0BR5JWfpbYydEFVVaMjmkY0GoUkSSurf+xKcaoqMnieB8dxBqczj8XFRUQiEfA8D60kQ9M0sByPkqJS0U+2HKqeNsj1olXTNHAMg97eXng8HqNjmcby8jIKhQI4lgXz856BDMOgrq4OO3bsMDid+VwvphiGhaZqUBQVExMTBqcyH47jwADQVBUsy0EDqKflbWAYBqqmrXwIBQBNpQ/zFbreco5lWeA1r5H5QgGTk5NGRiOk6ujVoYo4joPf7y9fHWAAq9VKn3YrMD8/T4cEqmB2dhYzMzNGxzA9u92OPXv2QBAEo6MQclNKSUE0GjU6BiFVRcVqFYmiiM7OzrJT/5qqYXFxkYqvKojH45ienjY6hmkoikIH0qqAZVndAQoMw8But9MH0Sqor69HT0+P0TEIITWIitUqUlUVxWKxbP+ahpUiq1gsGhNsC5FlmWaxk01X+Pmt1defsmYYBl1dXTRZrQJNTU26XSgYhqGtABWwWCz0IYlsG/TKUEWFQgFXrlyBJElGRyHkpliWoebrFSiVSkgkEroHqVRVpX2rFWhqaoLNZiu7Ho/HaXBKBdrb29Ha2mp0DEI2BRWrpCa53W7aH7iBREHErl27jI5heqqqYmhoCMlk0ugoppFIJHT7gEqSRC3AqsDCc2hqajI6BiFVRcUqqUk9PT00CrQKGhsb6Y2L1JSJiQlkMhmjY5je1NQUZmdny64LvICWlhYDEhGycahY3QQMwyAQCNC0oAqUSiXdW65ut5uKrwpYrVbdW675QgFnzpwxIBEhpBpUVdXtOV1SFKRSKQMSEbJxaHf2JmAYoKGhgWaIV+DSpUuIx+Nl161WK9xutwGJzOV64/WpqSkMDQ0hkUigmM8hm4yhkE0jp2UxOTmJwcFBOBwONDY20kr2TQiCgObmZt3nJCG1RCpKGBkZodVVsqVQsVpFNpsNBw8eLJ9vra2MxiuVSnR68w3K5/OIx+Pw+XxGR6lZ0WgUn/3LLyCcyODs+UHk0km0tLZidimK2DM/QiYRxbScxotnL0F0usFzLO49ehCPfeZTVLCuQRAENDQ0IJ1OGx1ly3K73aivrzc6BiGkBm3KNoAvfelL6OzshNVqxbFjx/DKK6+s6/u++c1vgmEYvOtd79rYgFXCMMzqr9dSNQ1TU1N0a6YK0uk0lpeXjY5R0yRJQiovwzNwHELXEcDdAFvHPjh674Cj7xgcvXfA3rkXrK8Z7gMPQug6glimQPsIb+J6N4DX33ZlWRb9/f202l8BURR1W1TZbDaa8kcI0bXhxeq3vvUtPPzww/iTP/kTnDt3Dvv378cDDzxwy4JjamoKf/AHf4B77rlnoyNWTaFQwMjICLWuIjWB41gIFgvUbBzZ8fPIjr2K7Ojplf+duAA5GYaaS0DkLdTf8hau91nVG7DA8zz9/Cqwe/du3aI0n8/TB/oKNDc30/59sm1s+CvsF77wBXzwgx/E+9//fuzatQtPPPEE7HY7vvrVr675PYqi4L3vfS8+/elPo7u7e6MjVo2qqshkMroHgwjZLIIgwG3jkR07g1Ymih3tjXjHm46jq60Fd7zpHejbuRfH9vXj3iN70Sem0SWkEfQ6qVXYbdA0DbOzszSdrgpSqRSWlpaMjmEaVqsVoiiWXWdYRvc6IWa2oRsoJUnC2bNn8cgjj6xeY1kWJ0+exKlTp9b8vs985jOor6/HBz7wATz//PM3/TOKxeINk6Hok/nWsHfvXppUdZsCgQAe/djDkCQJ0WgUV65cQSaTgWgbg8Pjh9XhQp0IfPQjH17tUCEIAgKBgMHJa8/1g2pzc3OYmJiAzWZDIZ8D0klwvIB8Lofp6WlcvHgRbrcbfr+ffpa3cOHCBSQSCaNjmF40GkUsFiu7brNasXfvXgMSEbJxNrRYjUQiUBQFDQ0NN1xvaGjA8PCw7ve88MIL+Pu//3sMDg6u68947LHH8OlPf/qNRt1wFoulbC8rWZvFon9rWhRFmry0DteLpaamJhQKBVy4cOGGxyVZQjKZRFdXlxHxTOG1B9UGL15CMpOFRZWhMhzEmASG5VCML+Kb3/8x/j9f+yYsghX79uxG0OvEox97mArWNSiKQhO/qiCZTNLiDNk2aupoejqdxm/+5m/iK1/5Curq6tb1PY888ggefvjh1f9OpVJoa2vbqIi3hWUZ9Pf30wn2CoyNjemevPZ4PDRisAKSJOnuoVYUFZFIxIBE5vHag2pOLQiLwiE/cQaCvxX21n4wjAWF6DQC9X4kL74KsakHnoF9SE2eo33rxDD5fB4XLlzA3XffbXQUQqpmQ4vVuro6cBxXtg9paWkJjY2NZV8/Pj6Oqakp/OIv/uLqtev7Py0WC65du4aenp4bvkcUxZrZnyMIAjo6OhCNRo2OYnrpdFr3Df96I2yO4wxIZT4LCws0b/0NUhUFLMNCFHgU2bXvjmi0V/0N4Xled4AFqYymQXecLSFmtqHFqiAIOHz4MJ566qnV9lOqquKpp57CQw89VPb1AwMDuHTp0g3XHn30UaTTafzN3/xNza2Yvp7FYkEgECjbj6WqGsbGxtDX1wev12tItq0iEolgbGwMO3bsMDoK2eKcTifcNh6xiTPIXL6EXFGCWsghtzSNYngKDMtBii8i39UONbkAKRdF0pGnw2q3ye/3010TQoiuDd8G8PDDD+O3fuu3cOTIERw9ehSPP/44stks3v/+9wMA3ve+96GlpQWPPfYYrFYr9uzZc8P3Xy/uXn+9FpVKJYTDYd32NpIkUZcAQkzE5XLhM49+AplMBktLS3j22WchiiL+nx8/DWv3EXC8gNTwi/iDD/8OOjs7IUkSHbBahx07dtxwKPa1NE2jvf3r5Ha74XK56LAa2RY2vFh9z3veg3A4jE996lMIhUI4cOAAnnzyydVDVzMzM1umR6EkSZidna2ZbQmErIW3cNSjcR1cLtfqr6mpKQiCAKvNDpvLAwsvomi1w2q1orOzEzzPGx3XFBwOh+4kv6WlpdU7UOTW6urqEAgEMDs7a3QUQjbcphyweuihh3Rv+wPAs88+e9Pv/Yd/+IfqByI1r7W1lU66VoHeRDUAsFh4uuVaBZqmYmZmBnv37qUtPus0OzuLXC5ndAzTe33bxutEq0jbpMiWszWWNMmWEwwGV3uAktvX0dGh255KVVX6MEAMEQ6H19wGQNZvfn4ei4uLZdc5loXL5TIgESEbh4rVTcAyDNrb2+kFpAKxWEz3Da2urq6sIwSpXFGScO3aNaNjEEKqTJIl2hpAthwqVquI4zi43e7yPbjMysli2tO2ftPT08hkMmXXWZbV3e9G9FHrquqw2WzYsWMH/RsmNa8kKzS2lmw5VKxWkSiK6O3tLWtbo2krt77y+bxBybaOZDKJ+fl5o2OYxlpDAUhlOI6D3W4v+yDKMAwEQdgyh0SNVFdXh87OTqNjEEJqEL3CVpGmabqjBDVNo2K1SorFou6KKyEbqVgsYnZ2tqzZOsMw6Ovrg9vtNiiZ+QSDQd2OKRzH0cp1BRiGoQ9JZNugZ3oVXR9zR4cHSK1jAGpcXwFZlhGJRKhXchW0tbXBbreXXU8mkwiFQgYkMqeuri60t7cbHYOQTUHFKqlJdrud9qZuIKvViv379xsdw/RUVcXQ0BCSyaTRUUwjm83qDk4pFApIp9MGJNpaOAuHYDBodAxCqoqKVVKTduzYAY/HY3QM0wsGg6ivrzc6xpamqmrZ1h+ytmvXrlFRWgWzs7O6+/dFQUBHR4cBiQjZOFSsbgIGgMfjoduuVeB0Oqn4qoDD4YDT6Sy7XigUcOHCBQMSEUKqQZblsj3UAKBqKg1dIFsOFaubgGEZtLS06BYNRN/58+cRi8XKrtvtdvh8PgMSmVMymdS9Ra0B1CWgAjzPo76+HhzHGR2FkJsq5Iu4evWq0TEIqSoqVqvIZrNh79695SddtZXCQFEUY4KZlN6t1UKhQJOXKhCPxxGNRo2OYXqiKKKlpYX2UW8gp9OJQCBgdAxCSA2iYrWKGIYBz/Nls9hVTcPY2BgdwqiCVCqlO2KQkI2kKAoymUxZNwCWZdHT00N3TSrAcVzZaySwsmXF7/cbkIgQUuuoWK2iYrGI8fFxur1KyBaTz+cxOjqqu0fQarXSimsF9u/fD6/XW3a9WCwim81ufiCTamhooP37ZNugYrWKFEVBMpmkXoyk5omCgIGBAaNjmJ6maVhcXKQDLVWQSCSwsLBgdAzTcDgcuv1qAdCwALLl0DOa1KSdO3fqrr6Qytjtdt03NJZl4XK5DEi0tWiahlgsRndTKnDlyhXaElUF8Xhc9+dot9tw6NAhAxIRsnGoWCU1yWq16p685nkeVqvVgETmVF9fj8bGxrLrsixjdnbWgERkuysWi3T3qQri8Tji8bjRMQjZFFSsbgKWZbBr1y46PFCB6elpZDKZsus+n48aXldAURTdaUElRaHRlhW4fniSkFqXLxSodRXZcqhYrSKe56m9TZXEYjEUi0WjY5je7OwsZmZmjI5heg6HA3v27ClvS0eqxmKx0OCUKtBUjfZQky2HitUq4nkeDQ0NZcWqpmqYnJyk/qBVsLy8jJGREaNjEAJgZcU1EAhQEVsFgUCA7poQQnTREmAVlUolxOPxsub/GlZa3+jdjiWVoznsZLNls1lcuXKlrD8owzBobGyEzWYzKJl5RKNRhEIh5HI5JBIJZDIZFHIasokoivmVa1euXIEgCHA6nXA6nXQI8CYcDgccDgcSiYTRUQjZcFSsVpEkSZicnKRVFlLzLByHYDBodAzT0DQNkiTp3qa+/kGUtv+sLRqN4tHP/DlePHMRRVmBnE/D6XQiWbIgEo0hMT+Hr38nii//07ch2h04uH8v/C47PvPoJ6hgXUNDQwOCwSDm5+eNjkLIhqNXV1KTGhsbacVgA/E8j87OTqNjmJ6qqpiYmKBWa7cgSRKSORliz1GINi9SI6fh6RoAw7rga2iDFhiC184hP3oJYtsA7N27kZq5gEwmQ8XqGkqlku7dOkHk0dPTY0AiQjYO7VklNampqWnNhtdk/drb23WLUk1T6RAGMYSiamtu5bm+zYLVaVtHbjQzM4O5ubmy6xbOAp/PZ0AiQjYOraxuAoZh0NzcDIfDYXQU00ilUrqjLf1+P60IVoBlWd1pNoWihCtXrqCpqcmAVGS7EQQBHjuP4tVXkMrmACmPRCGKlMJDrWtEcn4CgtsKJZtDsZhE0pZF0Ouk7gC3QZZlhEIhWpEmWwoVq1XEsizsdntZw2uGAbxeL+1lXYdoNApJkvDqq68iFouVPW6xWJDJZFYfEwQBgUBgs2OaRigUwuLiotExTM9qtaK3t5d+lrcpEAjgs5/6JEKhEF5++WVkMhmMT0zgUlRDz/7juPbcd3DXnm7ce++96OjogN/vp3/bt0mWS5ibm0NfX5/RUQipGipWq8hqtWJgYADj4+M3XNe0lb6hhUKBpi/dRDQaxWf/8gsIJzJYXl4GpBy625pQyFlWTwyPjIzg//rDR6DxNoiiCLeNx6Mfe5je1NZQKBSQz+eNjmF6FosFLpcLS0tLZY9xHFfWJYCUCwQCCAQCiMViiEQiWFpehjWvweENQLTZ0dnZiTe/+c30GkkIKUPF6ibQNG21ZQu9EK9NkiSEExlMSi4kLSySoy8hFI0jWeIRiSeQWJhBcnkRGVlB4777cHj3PqTGztBcdrLhJEnC4uJi2YEWlmUxMDAAj8djUDLz8fl8ujPtaZQyIWQtVKxWUS6Xw+DgII1lfANUVUVRLoF1eMG762Bv70UJNjjrWyDb62AXNOTnJlCUS1AUmi/+RnB0iGXdJElCKBSiPZRV0NXVhUgkUnY9nU4jHA5TS7V16urqQjgcpq4pZFugYrXKXr9flayf0+mE32mFdPUM0rk8tGIOeS2DrGwBl5xDdmESNqcVTC4LafIMko48HcK4TTarFYcOHTI6hulpmoaRkRF0d3fD7XYbHccUisVi2eAUAKvDAqhYXR+GYXS3n3AWjroBkC2HilVSM1wuFx77zKcQCoUQjUYxPDyMCxcuYHBJRs/BuzDy/PdxbEcrTp48idbWVjqEsQ5+vx91dXVIp9NGR9mSNE2DLMv0IbUCV65codHTVbCwsIBQKFR2XRQE6rNKthwqVjcBg5XReLQ94NZcLhdcLhdaW1tRKBQwMTEBa1paPYTR0NCAQ4cO0erLOrndbt0Vv2KxiCtXruDEiRMGpCKEvFGFQgGFQqHsuvrzaWuEbCU0FGATMCyDjo4O6ntXgUuXLiEej5dddzqdVKhWIJPJ6K6qqppGQwEqYLFY4Pf7dXvWElJLCvkCLl68aHQMQqqKXnmryGq1YufOneV7KDVAUZQ1p7aQcqVSSffWqiRJVGRVIBKJIBwOGx3D9KxWKzo6OujuyAay2+00spYQoouK1SpiWRY2m61s9UXVNFy7dk13pZBUJpFIYHZ21ugYZJtRVRWFQkFn4AeLjo4Omk5XBS6Xi+6aEEJ0UbFaRZIkYWZmRndMKCHEvHK5HIaGhsr+bTPMytYUWnFdv4MHD+quoMqyrLsHk+irq6ujw6Vk26BitYpKpRIikYhuWxZCaokg8HRiuAo0TUM4HKYiqwJrtVyKxWJ016QCbrebzkGQbYOKVVKT+vr6qG9lFYiiqDsViGM5+P1+AxJtLZqmYXl5mYrVCly7do1aV1VBKpXSPTxps1tx8OBBAxIRsnGoWCU1aa1bqxzH0S3XCjQ1NaG5ubnsekkp6fZoJGSjZbNZuvtUBZFIBNFotOw6A4am05Eth4rVTcAyDPr7++mkawXm5+d1T/0HAgF0d3cbkMicNE3T7UIhyyW65VohvVvXhNSaQrGIkZERo2MQUlVUrFaRxWJBQ0ND+adaZuUx6tG4fsvLy8jn80bHML3p6WlMTk4aHcP0nE4nDhw4AFEUjY6yZTEMrQhWg6qotM2CbDlUPVWRIAhoaWkpu02tqRpmZmZo5GUVRKNRjI+PGx2DEAArBZbH46GtKVVQX19Pd00IIbpo3GoVKYqCdDpd1otRw8okIWpp9cYpioJSqWR0DLLN5HI5jIyMlD33GIZBa2sr9VmtQHt7Ow32qAKr1ap7eJKQrYhWVquoWCxidHSU5jKTmsexLHw+n9ExTENVVWSzWd39v5Ik0YGhCtTV1elup4hEIpiamtr8QCbV3NyMxsZGo2MQsimoWCU1KRAI0KrBBhIEAb29vUbHMD1VVTE6OkpbfCoQDodRLBbLriuKQnefKqCqqu5Ial7g0dHRYUAiQjbOphSrX/rSl9DZ2Qmr1Ypjx47hlVdeWfNrv/KVr+Cee+6Bz+eDz+fDyZMnb/r1ZGtqb2+nW6tV0NLSgra2trLrmqbRHQBiiNnZWdoGUAVTU1OYmZkpu85bLDS2lmw5G16sfutb38LDDz+MP/mTP8G5c+ewf/9+PPDAA1heXtb9+meffRa//uu/jmeeeQanTp1CW1sb3va2t2F+fn6jo24YhmHQ0NAAu91udBTTyOVyuntTfT6fbvFF9PE8r3v4p1As4sKFCwYkIoRsJPnnkxQJ2Uo2vFj9whe+gA9+8IN4//vfj127duGJJ56A3W7HV7/6Vd2v//rXv47/+l//Kw4cOICBgQH83d/9HVRVxVNPPbXRUd8whmEgCEJZP0aGodvalbp27RqSyWTZdZ7nqeivQDgcXvODIVk/URTR2dkJi4XOpJLaJksy7f0lW86GFquSJOHs2bM4efLkf/yBLIuTJ0/i1KlT6/o9crkcZFleczRksVhEKpW64ZdRbDYb9uzZU3Z4QNNWRuPRbdc3LpPJIBwOGx3DNLLZLDKZjNExTI/nefh8PuoDuoG8Xq/utDVCCNnQYjUSiUBRFDQ0NNxwvaGhYd2jHj/+8Y+jubn5hoL3tR577DF4PJ7VX7V4i1jTNMzNzVHRUAW5XA6xWMzoGGSbkWUZ4XC47NQ/y7LYtWsXPB6PQcnMx+Vy6a5Qi6JI+9QJIbpquhvAX/zFX+Cb3/wmvvOd76x5C/2RRx5BMplc/WXkCMl8Po/Lly/rnnQlhJhXsVjE3Nyc7j5qhmFoFGsF+vr64HK5yq5ns1n6IFqB9vZ2tLa2Gh2DkE2xocVqXV0dOI7D0tLSDdeXlpZu2R/uc5/7HP7iL/4CP/nJT7Bv3741v04URbjd7ht+GeX6CWu9XoykMizLUgGwgWxWEYcOHTI6hulpmoaJiQlqXVUBRVF0XyMzmQyi0agBiczJYrHorlAzLAun02lAIkI2zoYWq4Ig4PDhwzccjrp+WOr48eNrft9f/uVf4s/+7M/w5JNP4siRIxsZkdSo/fv3r7lPmayf1+tdo/k/zWGvBk3TkM/naShABS5cuIBEImF0DNNbWlrSPTxps4oYGBgwIBEhG2fDtwE8/PDD+MpXvoKvfe1rGBoawoc+9CFks1m8//3vBwC8733vwyOPPLL69f/jf/wP/PEf/zG++tWvorOzE6FQCKFQyNT7PRmsjMaj4uCNs9lstD+wAmsVq5Ik4dq1awYkIoRUQzab1e1Xq0Gju3tky9nwPizvec97EA6H8alPfQqhUAgHDhzAk08+uXroamZmBiz7HzXz//pf/wuSJOFXfuVXbvh9/uRP/gR/+qd/utFxNwTDMuju7qYiqwJDQ0O6ratcLheNGKxAPp/XfUNTVNXQzhlmw3Ec3G43dfQgNS+fK+Ds2bN405veZHQUQqpmU5oGPvTQQ3jooYd0H3v22Wdv+G8z94cTRRF9fX3r7nRA1lYoFHQPs5RKJRSLRd3Z4qTc0tISPR+rwGazoaenB2NjY0ZH2bKsVqvuwStCCKnpbgBmw3EcXC7XDSvFAKCqGoaGhuikaxXEYjFTf6Ah5qRpGkqlUtntVYZh0dLSQoMqqsDj8dBdE0KILipWq0iWZSwsLECW5bLHaA8RIeaVzWZx6dKlsm0ADLOyL1gQBIOSmc+ePXt0t0QpiqL72kn0+f3+NQ5PErL1ULFaRbIsIxQK0clgUvN43oKOjg6jY5iepq2s9lNv5fUTBKHs7hOwMkSG7pqsn9frpXMQZNugYpXUpK6uLtq/VgUWiwU8z5df5yyor683INHWomkqFhcXkc/njY5iGuPj46bu7lIr1uoGYLVZsXfvXgMSEbJxqFglNWmtW6s0Lagyra2tuiOIFaWESCRiQCKy3SWTSbrdXwVr9VllGYYOoJIth4rVTcAyDHp6euiWTQVCoZDualUwGER/f78BibYWSS5hcnLS6BiEkCorShImJiaMjkFIVVGxWkUWiwWBQKC8+T+z0taKhgKs3+Liou4tLlKZmZkZTE9PGx3D9BwOB/bu3UsHqUjNU0oKdZ4hWw4Vq1UkCAI6OjrK9ghqqoaFhQVks1mDkm0d1LqqMqqq0oG/KmAYBhaLpWwLCsMwcDgcujPaSWUaGhrQ29trdAxCSA2iYrWKVFVFPp+Hqqo3XNcAJBIJOjFcBdeHAhCymfL5PMbHx8v2WjIMg87OTjidToOSmU9zczNsNpvuY7Qfff14ntc9PEnIVkTFahUVCgUMDQ3RSEZS81iWoQKrAoqiIJVKlX0Qvf4Y9VFev8bGRlit1rLrsVgMs7OzBiQyp7a2NrS0tBgdg5BNQcUqqUkej4f2B24gURCxc+dOo2OYnqqqGB4eRjKZNDqKacTjcd0P9LIso1AoGJBoa+F5C5qbm42OQUhVUbFKalJ3dzf1Wa2CpqamNd64NFoNJIaYnJyk/ftVMDk5iZmZmbLrPM9TsUq2HCpWNwHDMKirq9O99UX0SZKke8vV7XbTC3EFRFHUfd7lC0WcOXPGgESEkGrQNE33NbKkKEgkEpsfiJANRMVqlemNEWQYoL6+Hna73YBE5nTlyhXE4/Gy61arlVZcKxCLxRCNRo2OYXqiKKKlpYVO/ZOaJxUljI2NGR2DkKqiYrWK7HY7Dhw4UL6Spa2MxqOpLW9cLpejHoIVSKVStJ+yCnieR319PfVK3kAejwcNDQ1GxyCE1CAqVjeBqmmYnp5GOp02OorpZTIZhMNho2OQbaZUKiEej5f1rGVZFgMDA3C73QYlMx+bzaZb9FutVvo5EkJ0UbFaRYVCAcPDw9QHlJAtplAoYGpqCqVSqewxjuN0t/8QfTt37tQtSvP5PN0FqEBLSwuampqMjkHIpqBX2CpSVRW5XI5OWZOaZxVF7N271+gYpqdpGmZmZuh0exWkUiksLy8bHcM0RFGEKIpl1xmWocO8ZMuhYpXUpP3798Pv9xsdw/RcLpfuKhbD0BtaNWiahnQ6TfvRKzA4OKh7eJJUJhKJ6B6etFmt2LNnjwGJCNk4VKxuEp7n6VZhBViW1R29KIoiTV6qQCAQQF1dXdl1SZYwMTFhQCKy3em1WyKVS6VSdA6CbBtUPW0ClmXQ19cHr9drdBTTGB0dRSqVKrvu8XhoxGAFisWi7h5qRVGppVUFWJaF3W6n2fWk5uXzeQwODhodg5CqomK1igRBQFdXF3ieNzqK6WUyGd1bq6qq6h5yIfoWFxcxPz9vdAzTs9vt2LFjB40A3kCCIFAv6irQNNBrJNlyqFitIovFAp/PV9aWRVU1jI6O0lSRKohEIhgfHzc6BiEAVvb+NjQ00P7fKvD5fHTXhBCii4rVKpJlGcvLy7qfamVZpr1ahJhUJpPB4OBg2ZYKGqVcuYGBAd0pdGuNDyX6PB4P9aUl2wYVq1UkyzLm5uboFgypebyFo1WsCum1pNM0IJlMQpIkAxKZk91u1x1bu7y8THdNKhAIBKhjCtk2qFglNamtrQ0Oh8PoGKbHsqxuFwqLhUdzc7MBibYWTVMxNzeHXC5ndBTToL601VEoFFAoFMqui1YRO3fuNCARIRuHilVSk+jWanW0t7ejs7Oz7LqiKrSHmhgiEonQSnQVLCwsIBQKlV3nWJY+6JMth4rVTcAyDDo6OnT3aRF90WhUt+VSXV0d+vr6DEi0tUiSjNHRUaNjEEKqrChJmJmZMToGIVVFxWoVcRwHj8dTftuVARwOB7W0qsDMzAwymUzZ9bVuaxN98/PzmJ2dNTqG6dntduzcuZP+DZOap5QUGltLthx6168iURTR09NT1otR01YOD9C+tjcukUhQ8VUBWZZpFGgVsCwLq9Va9kGJYRiIoljWro5ULhgMoqury+gYhJAaRMVqFWmahlKpVHZqWNM0RCIR3c3wpDKSJFHRTzZdoVDA9PR0WeHPMAx6e3tpi08F6uvrIYpi2XWWZXW7BBB9LMvShySybVCxWkX5fB4XL17U3WtJSC1hGYYOsFWgVCohFotRH9AqaG1t1Z1UlUgksLi4aEAic+rs7ERbW5vRMQjZFFSskprkdDppf+AGEkURe/fuNTqG6amqiqtXr1JnhQpkMhndXtTFYlF3nzqpjIXnUF9fb3QMQqqKilVSk/r6+mg6SxXU19ejoaHB6Bhbmt6wALK2kZERpNNpo2OY3szMDObm5squC7yA9vZ2AxIRsnGoWN0EDACv16u7T4voU1VVtwhwuVxUfFXAbrfr9lwsFAo4f/68AYkIIdVQKpV0V6gVVaUVarLlULG6CRiWQXNzMzVqrsCFCxcQi8XKrttsNni93s0PZFKJRALxeLzsugbQWOAKCIKAxsZGOtBCal6xUMTw8LDRMQipKjp6WSXRaBSLi4uwWCwIh8PI53NQ0kkoioJCLof5+XlYrVZYrVY4nU44nU46QXwbCoUCkskkPB6P0VFMYa1ilVRGEAQ0NTXRmNAN5HQ6UVdXZ3QMQkgNomK1CqLRKB79zJ/jxTMXkS9KUIo5aOBgiRTBWngUYwv4qy/9HeKJOCyCDQf374XfZcdnHv0EFawVSqVSCIVCVKySTVUqlZBOp8u6AbAsS62rKsTzPBiGKbvucDjg8/kMSEQIqXVUrFaBJElI5mQI3XeAE5zIT56H4G+BtakPLC8gH56Gv86L5KVXIDb3wd69G6mZC8hkMvQmR4gJFAoFjI2NlQ38AEBDASq0d+9e3Z7T17sBOJ1OA1KZT2NjIxoaGqgTBdkWaM9qFWmaBlVbmVil5/pqAktvbMRgoiBg165dRscwPU3TsLCwQIMqqoD6rFbGbrfDZrOVXWcY0HAFsuXQM7oKBEGAx86jeOUVpNI5cKqMYnga+aXJ1W0AsfoAlEQcxVwMSVsWQa9Td5WGrNi1axfy+bzRMUzvejeA17cKYlmWDvxVgaZpiMfjkCRJt9E9KXf58mUkk0mjY5heLBbT3Y9us9lw4MCBzQ9EyAaiYrUKAoEAPvupT2JychLPP/887HY7vvfkv0NoPwjB7kTs8nP4T2+9D0eOHIHH44Hf74cgCAgEAkZHr1lr3VrleV53NYHou95nNRQK3XBdlmXMzMzQYACy6SRJoklgb0A0GoUkSZientbts3r9a663r6L3GrIVULFaJYFAADabDfPz8xBFETabHYLLA9HhQsHhwPHjx3HHHXcYHdM0JicndXsF+nw+anhdgVKpVDbPHgBKioKlpSUqVteJYRgIgqB7MIiQzRKNRvHZv/wCUnl5pSCNh3H30UMo5nPIJqMoZNOYS0fwf/3hI7B768CyLIJeJx792MNUsBJTo2K1inieR1tbm25/UFKZRCKBYrFYdl3TNGiaRkXDOs3NzWF2dtboGKbncDiwe/dujI2NGR1ly7JYLDQ45RYkSUIqL8PRewQXo2cQmrmEdP5lLESTSDz1Q6Rjy5iT0yiqDIL7uyBwLJBIQ5Iko6MT8oZsygGrL33pS+js7ITVasWxY8fwyiuv3PTr//mf/xkDAwOwWq3Yu3cvfvSjH21GzDeM53kEg8Gyze0sw2B8fJz2aVVBOBzGyMiI0TEIAbCy4lpXV0dFVhUEAgG6a7JOsiRDVjUwdg8cXQdg77kDjr5jsPcehb3rAHh3EIzNA0lRacsFWVUsFpFKpRCPxzE4OIif/OQn+MlPfoJLly4ZHe2WNnxl9Vvf+hYefvhhPPHEEzh27Bgef/xxPPDAA7h27Rrq6+vLvv6ll17Cr//6r+Oxxx7DL/zCL+Ab3/gG3vWud+HcuXPYs2fPRsd9Q0qlEmKxGBRFWb3Gagqagn5Eo1HE43HqD0qICWWzWVy+fLlsRZ9hGDQ0NNA+6gr09vbqtq4it+Z0OuG28YhNnIE0MQgum0Ru6iJykTiEfBS52DI0NQelWET6wo/Bcyw8R/bRYV6CYrGIZ555BouLi/B6vbBarZBlGblczhSHQze8WP3CF76AD37wg3j/+98PAHjiiSfwwx/+EF/96lfxiU98ouzr/+Zv/gYPPvgg/vAP/xAA8Gd/9mf46U9/ir/927/FE088sdFx3xBJkjA1NXXDKgsDDRaWRaFQwNDQEL2xkZpg4TjdD4tEn6ZpkGW57E1f01YK2VKpRO2C1sntdoPn+bLry8vLGBsbQ29vrwGpzMHlcuEzj34CmUwGmUwGZ8+exezsLL7/zGn0v+mdmLr4Ctosabzlzfdj79694HkejY2NtF+VQJIkFAoFJBIJnD0/CIZdOcDc2tSA1tZWg9Pd2oa+ukqShLNnz+KRRx5ZvcayLE6ePIlTp07pfs+pU6fw8MMP33DtgQcewHe/+13dry8WizfsbUylUm88eBVpigJVU8EwDFKpFM1jX6empibaNrGBeJ5HR0eH0TFMT9NUTE1NYffu3fB6vUbHMYWFhQXdtnTX96OTm3O5XHC5XJBlGcvLy0ilUhBtdjg8AVgdLvgcFtx///1oa2szOiqpIaFQCAsLC8hms5DBIax6EVlagNuRMkXP7Q3dsxqJRKAoChoaGm64rtdK57pQKFTR1z/22GPweDyrv2rpH6hSkqGoJYiiFYFAQHc1gehrbGykFegq6OjoQFdXV9l1VVVpzj0xRCgUom0AVTA7O4v5+fmy6xaOow9OpAzHcZAkCZqmgWVZtO86BLvbB5ZlYbVajY53S6afYPXII48gmUyu/qqVk892kUdi7ByWr74MgefgcrnAsqb/cW+aZDKpe4I1EAjoFl9EH8Mwup0TipKEq1evGpCIELKRZFnGwsKC0TFIjQkGg7Db7Sst+PAf7wnFYhFTU1PGBVunDd0GUFdXB47jsLS0dMP1paUlNDY26n5PY2NjRV8vimLNnMS9/gklFovh5P33IBqNQtM0dHR0QBAE2gJQgYmJibKpS8DKp0M6LLB+i4uL9MZVBTabDX19ffSzJDVPlktYWFjAjh07jI5CaoiqqrrvnbIsm6Ld5oYu9QmCgMOHD+Opp55avaaqKp566ikcP35c93uOHz9+w9cDwE9/+tM1v76WWK1WvPnNb8aJEydw//33493vfjd+5Vd+BSdOnFgtZKnQemNSqRTND69AsVikW65VwHEcnE6n7t0Ri8VCfX+rgFpXEbJxlpaWYLFYwPM8SqoKmOw1a8OPrz788MP4rd/6LRw5cgRHjx7F448/jmw2u9od4H3vex9aWlrw2GOPAQA++tGP4r777sPnP/95vPOd78Q3v/lNnDlzBl/+8pc3OmpVrHVwxev1guO4mlkFNqtCoYBUKoWmpiajo5BtpFgsYmFhoezuCMuy2LFjB7Wkq4Df79c9CEtDAQjZWIIgQBRFzIaT6GfNdYZmw4vV97znPQiHw/jUpz6FUCiEAwcO4Mknn1w9RDUzM3PDasWJEyfwjW98A48++ij+6I/+CH19ffjud79b8z1Wb8UMfczI9sEA1GqpArIsY2lpie6MVEFnZyfC4XDZ9VQqheXlZWqptk7d3d2IRCIYHBw0OgoxEYZhUFLMNyhiU96tHnroITz00EO6jz377LNl1371V38Vv/qrv7rBqUgtE0URHMcZHWPLslqtOHjwoNExTE/TNFy7dg3d3d1wu91GxzGFQqFww+CU6/L5PJLJJBWrbxBn4eD3+42OQWpENBqFJElYXl7WbRnH8zxEUVzdXud0OuFyuTY75i3R0gqpSbt27dI9YEUqEwgEEAwG6We5QTRNQ6lUopGWFbh69WrN9cM2o/n5ed39+6IgoLu724BEpNZEo1F89i+/gFReRiQSQS4RwV1HD6GYzyGbiKKYyyDJSvhff/8PKCgseN4Cv8uOzzz6iZorWKlYJabicDhQV1dndAzTuN5A/PWKxSIuX76Mu+66y4BUhJA36vUDca5TNRXFYrHmig2y+SRJQiovw9F7BEPJQSwuXEPy2ZewGM8i/vQPkQyHEGaLKKosvLvuAi8Bfcghk8nU3POHGn+SmnTx4kXE4/Gy6w6Hg0YHViCdTuuuYqmapntLiOjjeR51dXXUK5nUvEK+iEuXLhkdg9QQRVEhawDr8MLReRCO3iNw9h2Do/cOWNv2grF7wdq9kLWV1me1iFZWSU1SFEX31qokSchms3A4HAakMp9oNIpIJGJ0DNMTRRFtbW0YGxszOsqW5XA44PP5jI5ByJYhCALcNh7h4VPIDA9CyaSQm1aQjaXB56LIhkNgUIAiFZEafBI8x8JzZF9NHiSlYpWYSiKRwNzcHDW8JptKURTk8/myD1AMw6KzsxNOp9OgZFuH0+mkLT6EVFEgEMCjH3sYkiTh3LlzGB4ehiRJ+LeXLqD/3ndifPAl9DmKuPvuu7Fv3z7wPI/GxsaavHtJxSohhNxCPp/H8PBw2YoDw6ysCFIbsPU7dOgQXn311bLrkiQhn8/DZrMZkMp8gsEg6urqkEgkjI5Catj1wrOvrw/ZbBaRSASizQ6HNwDR7oTDYUF3dzcOHDhgbNBboA1YhGxDgsCjr6/P6Bimp2nami1hSGXi8Tjm5uaMjmEaLpeLVvTJG8aybE3e9n89KlZJTerv76epQFVgtVp1V6o4loPX6938QFuMpmkIh8O6p7KJvuHhYWpdVQXJZFL352izW3H48GEDEhEzstvtphi6RMUqqUlr3Vq1WCym+BRYKxobG3VH05ZKMhYWFgxIRLa7XC6nOxSAVCYajSIWi5VdZ8CAMdncd7LxmpqaanIv6npRsUpq0uzsLLLZbNl1v9+Prq4uAxKZk6Zpul0V5JKC+fl5AxKZF7WtImaQLxQxPDxsdAxSY1wul+7Y91wuZ4pWZ/TqS2pSJBJBoVAwOobpTU9PY2pqyugYpud0OrF//36Iomh0lC2LZVk6qFYFmqoik8kYHYPUmHg8rjvJUFVVyLJsQKLKULFKTCUSiVCvS1IzGIaB1+ulrSlVEAwG6a4JIRskHA6bunMEFavEVFRVpf1uZNPlcrnVHoWvxTAMWlpadG+vEX2dnZ001KMKbDYbtfki2wYVq4RsQxzHwu/3Gx3DNFRVRT6fh6ZpZY8Vi0X6AFUBv9+vuxIdiUQwOTlpQCJzampqQkNDg9ExCNkUVKySmhQMBmG1Wo2OYVrRaBSLi4sYGRnB4uIiEokEivkcsskYCtk05KIESZIwODiI0dFR3b1M5NZUVcXY2Bj9/CqwvLysux9dURSUSrU5l7wWrXWXSRB5dHZ2bn4gYko2mw39/f1Gx7gl2s1OalJrayudVr9N0WgUn/3LLyCcyODCpSvIZ5Kob2jA7FIUsWd+hEwiijklixfO/T5gEcFzLO49ehCPfeZTcLlcRscnW9zc3BwNUaiCqakpzM7Oll23cBYaW0vKOJ1O/Z7bHGeK4RJUrJKalM1mdVdZfD4f2tvbDUhkHpIkIZWX4Rk4DjFrgzR3Db5ddyLdkIKvbQCWaAhCbgmphSnU7bkXhdgCYpksMpkMFauEmJxcKiEcDtO/ZXKD5uZmTE9Pl33AKRaLmJ+fr/mJhrQNgNSkkZERJJPJsus8z9Ohggqomnbz/ZQMwFD/0FuyWq3o6uqi1kqk5smSjOnpaaNjkBpTKpV03wtkWcbS0pIBiSpDr7zEVDKZDJaXl1FfX290lJolCALcNh7h4VPIjw5CTicRu6wgEY5BC08ik4hCkNMoSRKip2PgORaeI/uo/dJNWCwWeL1eRCKRssdoWlB1+Hw+tLS0GB2DkC1pYmLC1FMLqVglppLL5RCPx6lYvYlAIIBHP/YwJEnCpUuXVqeTfO/pU+i55x2YGx5EoxbFfffchSNHjoDneTQ2Npp6FN9GiUajkCQJS0tLuHz5MrLZLAr5HJBOguMFSMUCgsEg5ufnMT8/v3rSnX6Wa3O73br9HgVBoBZghBBdVKwSsgVdL5aKxSISiQTS6TREmx0Ojx9Whwt2rYDOzk4cOHDA2KA17LUH1QYvXkIyk4VFlaEyHMSYBIblICUW8fiXv4aZmRkwFgH79uxG0OvEox97mArWNfT29iIej5ddz2QyiEaj9HNbp46ODiwtLZm60Tsh60XFKqlJHMfRLPYNZLOKOHz4sNExatprD6o5tSDYEoPi5DkI/lbYW/vBMBYUojOwNtUBSRliYw88A/uQmjxXNjyA/IdSqQRVVcuuZ7NZxGIxKlbXieM4cBxXdp3lWLjdbgMSETPied4U3SOoGiA1ad++ffD5fEbHMD2fz7dG83+GPgysk3r9UILOQABAQ0lRAG1lJju5tYsXL+oeniSVCYVCugdjrKJoir6ZpDaIomiKDju0skpMxW63w+v1Gh3DNDweD7xeb9np4KJUxPDwMI4dO2ZQstrndDrhtvGITZxB5tKF1W0AhfAMiuEpMCyHYnwRrqZ6KIkopFwUSUceQa+TDquRDZfL5XT71Wq4RQcQsi319vYiHA6XHRJVFAW5XK7m94tTsUpq0tWrV3X3YjmdThoxWIFcLodsNlt2XVU1mrp0Cy6XC5959BOreylPnToFVVXxvX/7d1i7j4DjBSSuvoBfeuBNOH78OKxWKx2wIobL5wo4f/483vSmNxkdhdQQlmV176bl83kMDw/j7rvvNiDV+lGxSmrSWvPWZVlGoVCgUazrtLy8bIoeerXK5XLB5XKhqakJLpcLY2NjsNpegs3lgYUXUbDZ4PP50NPTQyv+b5DVaqW9loRskLm5OYTDYaNj3DbatEZMJR6PU8NrsulUVYUsy9Bet2+VYVi0trbW/C00M/B4PHTXhJANksvlUCgUjI5x26hYJYSQW8jlcrh8+XLZKX+GWSmyaI/q+u3btw8ej6fseqlUoi4KFfD7/XQIlWwbVKwSsg0JvAVdXV1GxzA9TQMikQiKxaLRUUzDYrHo7p2LRqN016QCXq9Xt+gnpBIMY47OMLWfkGxL3d3dcLlcRscwPZ7ndVf9OM5iit56tU7TVCwtLemeyib6xsbG6HBfFWQyGd3Dk1abFfv37zcgETEjh8NhiuEwVKySmrTWrdW1TjQSfS0tLWhtbS27riglLC8vG5CIbHepVAqlUsnoGKa3vLyse2CGZRjwPG9AIlLL6uvrTb1thN71SU1aXFzUXa2qq6tDX1+fAYm2Fkku0S1XQragoiRhbGzM6Bikxni9XjidzrLruVwOQ0NDBiSqDBWrpCaFQiHkcjmjY5je9PQ0pqamjI5heg6HA/v27aODVBuIYRgwDGN0DNNTSopuj2qyvaVSqTV6bqum2MZExSoxlVgshsnJSaNjmIamabpz2EllGIYBx3FlxRTDMHC5XHTbtQrq6+vR29trdAxCtqRQKIRYLGZ0jNtGxSoxFWpvQ4yQz+cxNjYGWZZvuM4wDNrb2+FwOAxKZj6tra2w2WxGxzA9QRBopZ9sG1SsErINsSxD04IqoCgK0um07iq1oii0el2B+vp63Ql00WgUMzMzBiQyp9bWVjQ3Nxsdg5BNQcUqqUk+nw+iKBodY8sSBRE7duwwOobpqaqK4eFhpFIpo6OYRiwW0707UiqVqF9tFfC8RbcDCCF6rFarKXpuU7FKalJnZ6fuyUVSmebmZrS0tOg8okFRlE3PQ8jU1JTuQQ9SmYmJCd2OHjzPo7Gx0YBEpJbZbDbdBSCLxWKKllZUrJKaVCwWdYspj8ezRvFF9AiCoPsClS8Uce7cOQMSEUKqRdO0smslpYR4PG5AGlLL2traUF9fX3ZdlmUsLS0ZkKgyVKySmnT16lXd9iuiKNKKawWi0SgikYjRMUxPFEW0tbXBYrEYHYWQm5KKMsbHx42OQWqMpmm6H26KxSLm5+cNSFQZKlaJqWSzWUSjUaNjmEY6nab9lFXA8zzq6urAcZzRUbYsj8dDt68J2SCjo6OYm5szOsZto2KVmEo2m6WVQrLpZFlGNBot25rCsiwGBgbg8XgMSmY+drtdt+i3Wq1wuVwGJCKE1DoqVgkh5BaKxSJmZmZ0Z9rrDQsgaxsYGNBtm5bL5WjyUgWodRXZTqhYJWQbsooi9u/fb3QM09M0DdPT08hkMkZHMb10Oo1wOGx0DNNYaygAw7Kw2+0GJCJmZLFY4PV6jY5xSxtarMZiMbz3ve+F2+2G1+vFBz7wgZu+qMdiMXzkIx/Bjh07YLPZ0N7ejv/23/4bksnkRsYkNejAgQPw+/1GxzA9t9ute4uaYRiaflMFmqYhk8norrgSfefOnaPT6lUQDod1t0TZrCJ27dplQCJiRlarFd3d3UbHuKUNLVbf+9734sqVK/jpT3+KH/zgB/jZz36G3/3d313z6xcWFrCwsIDPfe5zuHz5Mv7hH/4BTz75JD7wgQ9sZExSgxiG0b21Kooi7WurgN/vRyAQKLsuSRLGxsYMSEQIqYZ0Ok0r+mTdurq60NTUVHZd0zRTjDDfsD4sQ0NDePLJJ/Hqq6/iyJEjAIAvfvGLeMc73oHPfe5zuntt9uzZg3/5l39Z/e+enh78+Z//Of7zf/7PKJVK1DZmGxkZGdE9xe7xeGifVgUKhQIKhULZdUVVaXWrAhzHwel0QpZlo6OYVjQaRSgUwsjICAqFAjKZDAo5DdlEFMV8DqlUCqOjowAAp9MJp9NJH0xvQy6Xx7lz53DfffcZHYXUEJ7ndWuobDaLy5cv4+677zYg1fptWPV36tQpeL3e1UIVAE6ePAmWZXH69Gn88i//8rp+n2QyCbfbvWahWiwWbxjRR216toZsNqtbGCiKAlmWwfO8AanMJxQKYWFhwegYpmez2dDX10er0bcpGo3i0c/8OV48cxGpbA6Q8nB7PEiWLIhEY0jMzyGXiuN7P/0ZeKsdB/fvhd9lx2ce/QQVrLdBVVWjI5Aas7i4aOq2jxtWrIZCobJpCRaLBX6/H6FQaF2/RyQSwZ/92Z/ddOvAY489hk9/+tNvKCsxj2g0iomJCZprTzbV9Ybar2+qzTAsGhsbYbPZDEpmDpIkIZmTIfYchY93Ijt+Bp7unWBYF3wNbdACQ2gMuDA3fB5CQzfs3buRmrmATCZDxSohVZBOp5HL5YyOcdsq3rP6iU98YnU/4Vq/hoeH33CwVCqFd77zndi1axf+9E//dM2ve+SRR5BMJld/zc7OvuE/mxBCXiubzWJwcLBsbxfDAIFAQHekLdFntdnAceVvPRo0ACv71FkavnBLXq+X+vuSbaPildXf//3fx2//9m/f9Gu6u7vR2NiI5eXlG66XSiXEYrFbTilJp9N48MEH4XK58J3vfOemt3xFUaQ3CkIqxPMWtLa2Gh3D9DQNSCQSkCSJuivchCAI8Nh5FK++gpSsQM6nkciGkVJ4qHWNSM5PIOS2opDNQcuEkbRlEfQ66Wd6E36/Hz6fD9PT00ZHIWTDVVysBoNBBIPBW37d8ePHkUgkcPbsWRw+fBgA8PTTT0NVVRw7dmzN70ulUnjggQcgiiK+//3vw2q1VhqRbAHt7e1Ip9NGxzA9lmV1pwVZOIvuyVBSGU1TMT8/j1wuR4XVTQQCAXz2U59EKBTC8PAwlpaWMHztGi5FNfTsP45rz30Hd+3pxr333ouOjg74/X4IgqDbyYKsyOfzyOfzZdetNmpdRdbP4XCYouf2hu1Z3blzJx588EF88IMfxBNPPAFZlvHQQw/h137t11ZPc8/Pz+Mtb3kL/vEf/xFHjx5FKpXC2972NuRyOfzTP/0TUqnU6oGpYDBIc7m3gesnhtPpNBYXF5FOp1HIyasnhtPpNEZHR1EqlegNbR3a29uxvLxcNhlIURXE43G6jUg2TSAQQCAQQCwWA8uymJufhzWvweENQLTZ4Xa70dfXh76+PqOjmsLi4iKWlpbKrrMMDQUg5QKBADweT1lvXoZhTFFbbWgvqK9//et46KGH8Ja3vAUsy+Ld7343/uf//J+rj8uyjGvXrq1u+j137hxOnz4NAOjt7b3h95qcnERnZ+dGxiUGe+2J4VxRgpLPwu12IiFbEIknkFiYQTGdwJM/Ow3GImDfnt0Iep149GMPU8FaIUmSMTY2Rv+mCNliipKE6elp7Nmzx+gopIYEAgHdMcf5fB6jo6M1v7q6ocWq3+/HN77xjTUf7+zsvOF07f3331922pZsH689McyLHqRHT8PbswuAA77GdqDuGgJeKwqjlyDUd8EzsA+pyXOmaGhslLm5OczMzBgdw/Tsdjt27dpFP0tS85SSQmNrSZlsNqu7bURRFFNsudvQCVaE3A5NVX9+MrhcoSihJMvQqI/gupRKJRoFWgUsy0IUxbKpagzDwGazmeI2Wq2rr683xdhHQsxofn5edzyvWdBIKFIznE4n/E4rpKtnkM7moEp5JIpRJGQL1IUmJBYmYXFaUcplIRUSSDrydGKYbIpCoYCpqamyQRUMw6C7u5t6gVagsbFRd0yoWfbO1QqO4+jnRbYNKlZJzXC5XHjsM59CKBTCiy++iEQigenpaQwuyeg5eBdGnv8+ju1oxcmTJ9Ha2koHrN4AlmHoEEYFSqUS4vE4fTCqgubmZszPz5ddTyQSWFhYoHHK69TR0YGlpSVTTyUiZL2oWCU1xeVyweVyIZ/PY2pqCrFYDNa0tHpi2OVyobOzkyZYvUGiKGL37t1GxzA9VVVx5coVdHZ2wuv1Gh3HFFKplO4o5WKxiGw2a0CircXCc7fsZU7IdaIooq2tzegYt0R7VklN6uvr0z25SCrT0NBAb1ykpoyNjeluAyCVmZ6e1p3YKPACDfwgZQRBgMVSvj7J8/y6eucbjYpVUpMURdHtDOF2u6n4qoDNZtO93Z8vFHDu3DkDEhFCqkFRFCiKUn5dVU1xuptsrs7OTt1BMLIsm2IrCRWrpCZdvHgRsVis7LrVaqVG9hWIx+O6P0cAum90RJ8gCGhqaqIDLaTmFQtFXLt2zegYxCSKxaIpRvZSsUpMpVAolE1jImtLJpP086oCQRDQ2NioexuNVIfL5TLF7UhCzGh8fFz3YKNZULFKTCWVSumOGCRkI5VKJaRSKaiv6+/Lsiz6+vqodVUFBEEAy5a/9djtdjqkRsgGURSl7PXLTKhYJYSQWygUChgfH9c9xS4IAm0PqMCePXt0t/IUCgXaa1mBpqYm2r9Ptg0qVgnZhqyiQK2rqkDTNMzNzVHLpSpIJpMIhUJGxzANm80Gq9Vadp1hQP2AybpxHAeHw2F0jFuiYpXUpD179sDn8xkdw/QcDgecTmfZdYZhaShAFWiahmQyqbviSvRdunSJ9lFXQTQaRTweL7tus9mwb98+AxIRM7LZbKboW07FKqlJPM/r7msTBIGKrAoEg0HU19eXXZdlGVNTU5sfiGx7sizrtqUjlUkmk0gmk0bHICbR1tam+16gaZop/j1SsUpq0sTEhO7+Na/Xa4ppG7VClmXdVb+SoiAcDhuQyJxYloXVagXDMEZHIeSm8oUCLl68aHQMUmNsNhtEUSy7ns1mcf78eQMSVYaKVVKTkskkJEkqu66qqqlPNG62+fl53Sk3pDJ2ux07d+6kvYAbyGKx6O7BJJXRVE33tZNsb8vLy6befkPFKjGVSCSC0dFRo2MQAgBgGAbBYJCKrCoIBAJ014SQDZJIJEzdbYOKVUIIuYVsNotLly6hWCzecJ1hGNTX11OxWoH+/n7qS1sFLpdL9/AkIVsRFauEbEMWjqMejRXQNA2lUknnOpDJZKgbQAWcTqfuJLClpSW6a1KBYDCIuro6o2MQsimoWCU1qbm5mU79byCe5+mWaxVomorp6Wnqs1qBubk55HI5o2OYniRJuntTBVFAf3+/AYmIGdntdlP03KZildSkhoYG2Gw2o2OYXmdnJ7q7u8uuq6pq6v1LxLyWl5fLtlOQys3NzWFhYaHsuoXj4Ha7DUhEapnX69XdNsKyrG6XgFpDxSqpSfF4XHfVoK6uTrf4IpUpShKGh4eNjkEIqTJJljA/P290DFJj6uvrdQftFAoFTE5OGpCoMlSskpo0NTWlu/LHsix4njcgkTktLi7SG1cV2Gw29Pf303OP1LySrGBxcdHoGKTGFAoF3QWgUqmkOwmt1lCxSkwlmUzq3voi+orFIt1yrYLr87NfP1WNYZg1p62RygQCAXR0dBgdg5AtaWZmBktLS0bHuG30CktMpVgs0l5LsumKxSLm5ubKOgIwDIP+/n7aI1iBuro63eEKFouFhi5UgGEYmqhGtg0qVgnZhhiAbmlXQJZlhMNhKIpidBTTa29vh8PhKLueTCZNvfKz2bq6umglmmwbVKySmmSz2XR7MZLqsFqtOHDggNExTE9VVQwPDyOZTBodxTRyuZxuz9pCoYBUKmVAoq2Fs3AIBAJGxyAmIQgCmpqajI5xS1Sskpo0MDAAj8djdAzTq6urQzAYNDrGlqYoCjRNMzqGaQwPD9NWnipYq3WVKAjo6uoyIBGpZSzL6u6tp2KVkA3gdDqp+KqA0+nUHW1ZLBZx8eJFAxIRQqphraEAqqYin88bkIjUst7eXrS0tJRdL5VKprgzRMUqqUmDg4OIxWJl1+12O/x+vwGJzCmVSum+EKmaRl0CKsDzPILBIDiOMzoKITdVyBdx5coVo2MQkygUChgfHzc6xi1RsUpqkqZpurdWqRtAZWKxGKLRqNExTE8URbS2ttI+6g3kcDjogyghG2RqagqhUMjoGLeNilViKtRnlRhBURRks1moqnrDdYZh0dXVpTvGkOhbqyet0+mkg0GEbBBJkiDLstExbhsVq4QQcgv5fB4jIyNlL/YMs7I1hVZc1+/AgQO6Yx+LxSJyuZwBicypvr6e9u+TbYOKVUK2IUHg0d/fb3QM09M0DaFQiA60VEEikaDRwBVwOp26/WoB0LAAsm4sy0IURaNj3BIVq6QmUeuq6rDZbLDZbGXXOZajn28VaJqGaDRKh9UqMDQ0RP1UqyCRSOgenrTbbTh8+LABiYgZ2e127N692+gYt0TFKqlJaw0FsFgspvgUWCsaGhp0e+iVSjKtYhFD5PN5mgRWBbFYDPF43OgYxCSam5tRV1dndIzbRsUqqUkzMzPIZrNl1/1+Pzo7Ozc/kEmpqqpbGMglhQ6qVYBhGGpbRUwhXyhiaGjI6BikxjidTt27bNls1hQ9t6lYJTUpGo2iUCgYHcP0ZmZmMD09bXQM03M4HNi3bx+t6m8gjuPA87zRMUxPU1XdD/pke4tGo7rbbzRN0x1/XGuoWCWmEolEMDo6anQMQgCsrLj6/X4IgmB0FNOrq6ujuyaEbJBoNGqKSVVroWKVmIqqqmW9LgnZaLlcDkNDQ2XjLRmGQVNTE+x2u0HJzKerq2vNU+xk/ex2Oz3vyLZBxSoh2xDHsabebL/ZVFVFoVDQnapWKBRMcRutVvh8Pt2V6HA4jImJCQMSmVNjYyPq6+uNjkHIpqBildSk+vp63c3gpDoEXkBXV5fRMUxPVVWMj48jk8kYHcU0QqGQ7n70tQ4DEn2Kouj+vASRR3d3twGJiBnZbDbs2LHD6Bi3RMUqqUktLS10i6sK2tra0NHRUXZd01Q6wEYMsbCwQEMUqmB6ehqzs7Nl1y2cBX6/34BEpJa5XC7d91SO40yxLYeKVVKT0um07hxjn8+nW3wRfRzH6bZcKhQlXLp0yYBEhJCNJJdKWFpaMjoGqTFNTU0IBAJl14vFIubm5gxIVJkNLVZjsRje+973wu12w+v14gMf+MC6b5dpmoa3v/3tYBgG3/3udzcyJqlBY2Njum02eJ6H1Wo1IJE5LS0tIRQKGR3D9KxWK7q7u6m1Eql5siTrrriS7U2WZd299bIsY3l52YBEldnQYvW9730vrly5gp/+9Kf4wQ9+gJ/97Gf43d/93XV97+OPP07zjUmZdDpNqwYVyOfzyOVyRscwPYvFAo/HA5Ytf8lkWZZeq6rA7/ejtbXV6BiEbEmTk5NYXFw0OsZt27BidWhoCE8++ST+7u/+DseOHcPdd9+NL37xi/jmN795y8k5g4OD+PznP4+vfvWrGxWPmFQ+n0cikTA6BtlmJElCKBQqW5lgWRY7d+6Ex+MxKJn5eDwe3RVqnufpUCUhRNeGFaunTp2C1+vFkSNHVq+dPHkSLMvi9OnTa35fLpfDb/zGb+BLX/oSGhsbNyoeIdserQaunyRJWFxcpNPqVdDT0wOn01l2PZ1OIxKJGJDInDo7O9He3m50DEI2xYYVq6FQqKwHnMWyckrxZnvofu/3fg8nTpzAL/3SL63rzykWi0ilUjf8IubH87zuLVdSHTar9YYPkuT2aJqG0dFRet2pgCRJuoM9crkc4vG4AYnMiWVZ/W0pHEsr/WTdeJ5HMBg0OsYtVVwNfOITnwDDMDf9NTw8fFthvv/97+Ppp5/G448/vu7veeyxx+DxeFZ/tbW13dafTWrLnj174PP5jI5hen6/X/cEKKkOTdPWLL6IvsuXL5t67GOtWFxc1N2/bxVF9PX1GZCImJEoiqaomyyVfsPv//7v47d/+7dv+jXd3d1obGwsO2FWKpUQi8XWvL3/9NNPY3x8HF6v94br7373u3HPPffg2WefLfueRx55BA8//PDqf6dSKVP84MntsdvtVMRWwO12666yFKUirl69iuPHjxuQihDyRuXzed1+taqm6bb9I9tbX18fIpFI2VYbRVGQzWZrvq95xcVqMBhc15Lx8ePHkUgkcPbsWRw+fBjASjGqqiqOHTum+z2f+MQn8Du/8zs3XNu7dy/++q//Gr/4i7+o+z2iKEIUxQr/FqTWXb58WfeWoNPppBGDFchms7rt4lRVQzabNSCROVksFvh8PmpmT2peIV/AhQsX8KY3vcnoKKSGXL/z/Xr5fB7Xrl2r+a0AG7YpcOfOnXjwwQfxwQ9+EK+88gpefPFFPPTQQ/i1X/s1NDc3AwDm5+cxMDCAV155BcDKrOM9e/bc8AsA2tvbaTTkNiPLsu6tVVmWqWCoQDgcNkUPvVpntVrR2dlJfVY3kM1mo72WhGyQ2dlZU78XbOgJlq9//esYGBjAW97yFrzjHe/A3XffjS9/+curj8uyjGvXrlEfSLJu8XgcMzMzRscg24yqqigWi9A07YbrDMOira3NFOMKa53b7aa7JoRskHw+j2KxaHSM21bxNoBK+P1+fOMb31jz8c7OzrIX/9e71eOEELLRcrkcrl69CkEQbrjOMCtFFq24rt/+/ftx9uzZsuulUgnFYpG2da1TIBCA3++nvtNkW6DeQIRsQwJvQXd3t9ExTE/TNITDYRQKBaOjmAbHcbp756LRKN01qYDH44Hb7TY6BjE5hmHAcZzRMW6JilVSk3p7e+mFuAoEQdBdqeI4C7W0qgJN07C8vEzFagVGR0eRTqeNjmF66XRa9/Ck1WbFgQMHNj8QMSWHw4H9+/cbHeOWqFglNcnlcuneWuU4zhSfAmtFc3MzWlpayq6XlJJuj0ZCNlo6nS4bW0sqFw6HdSd+sQwDi2VDd/gRE2poaIDf7zc6xm2jYpXUpIWFBd2Dd4FAAL29vQYk2lpkuUS3XAnZggrFIkZHR42OQWqMx+PRPQh6fT9+raNildSkpaUlalFVBVNTU5icnDQ6huk5HA4cOHCg7IAVqR6GYWjEchWoikoTwkiZZDK5Rs9t1RTbmOiVgZhKLBbDxMSE0TFMhTpqvHGvHSf9+uvUDaA66uvr0dPTY3QMQrakpaUl3UE7ZkEbW4iplEolGiVINl0+n8fo6GjZc49hGOqzWqG2tjbqrV0FNL2RbCe0skrINsSxLE0LqoCiKMhkMrqr1KVSSXfaGtEXDAZ1i6xoNIrp6WkDEplTS0sLmpqajI5ByKagYpXUJL/fD6vVCgDQcGOBQLe110+viNKgQRAE7Nixw4BE5nT99v/rn3uqqmFoaIgas1dgeXkZkiSV/SxlWaa7JlXA8xa0tbUZHYPUmOv/3jTtNe+omgabzWaK7TdUrJKa1NPTA4fDsdKCRVUAAAxrQalUorY3FWhra0NDQ8PK6p/GgOU4qIoC3kLtvyrBcRxYlv35ISAGqqKA5ThoWFlZVRTF6IimMTY2hnw+D0kugbPw0FQVUFVYLBZqS1eBmZkZTE1NwWKxgGEAVSmBtfDQGMbULYrIxrBareB5HrIsg+VWdoBqqgJRFE3Rc5uKVVKTFEWBLMvgeR6asrLawnA8RFFEa2urwenMw2KxgGVZSJIE1mIBwzBQSzJKsoQrV64YHc80rhermqZB4C1QStJKoQUGxWKRVgTXSVXVlTdLlkVRWnnTVJQSWAbgeZ76g1aA4zhomgae58EygFKSwVksyBeKWFxcpA9Q5Aatra3w+XwolUpgfl6sQpGhKApisZix4daBilVSk6amphCPxyEIAjS5uHKRFyHLMq2+VGB4eBipVAr5fB4M//NtFXIBFosFNpvN4HTmYbFY0NPTA1EUYbOKkItFWEQrShpQKBSozdo6FQqF1Q+h6WwOvGhFSSqAxUrRRV0V1k8QBLAsuzIohQFKkgRetCGZzmJkZIQOsZEbJJNJaJqGbDYLXH8vKElQVdUUXQKoWCU1yW63AwDcbje0Yg5KqQTB4cFSJIahoSFayVoHTdMwOzuLUqmEeDwBzuaGpmlQC2k4nU44nU6jI5oGwzDo6uqCxWJBndeNYi4FwWqHwliQSqVM0aewFmSzWciyDFVVkcrmYXN6UMikIVgYHDx4ED6fz+iIpmG32yEIwsr/ckA+k4TN6UZBVpBOp1eKEqzsEabCdXsrlUp46aWXkM1mEU2kINg9UBUFaiEDp9O5+n5by+ieC6lJdrsdLMvC6XRC4IBCJgmby4PI7AQmJyfR1dWFYDBodMyalkqlkM1mYbPZEIrGYHV2Qi4WwCoS3G63KV6gakmhUEAul4Pf50VpbhYMw4CzuaGqKpqbm42OZwoMw4DjOKRSKRQVoM7lQTK8AIfIo6+vj1oxVcBms4HneZRKJThtIgqZFAItHQgrKz01//f//t8YHh1DETzuO3oA7/vN3zQ6MjFIIpFAsViEw+HAcjQBW3MbCtkUeFaDx+MxxXsBraySmuRyuVZuudpssPEsMokI3IEGZCUVy8vLiEajRkesefF4HJIkoVAoIJrKwR1oQCYeBs9oqK+vh8vlMjqiqaRSKWQyGfh8PmiFNEpSETZfA6YXVpptU/uqW3M4HPD5fFhcXITECLC5vMjEI/C57JAkyeh4psKyLE6cOAGXy4XmYADZRBiaBixH4/jGt/4Zn//7b+HpsRSirA+vXhxCKpUyOjIxSCwWQ6lUQjKZRLogwxVoQCYegcBoaGhoMMV7ARWrpCaJoohgMAiGYdDRVI9UZBF2tw8yKyISiWB+fp6Kg5vQNA1zc3NgWRYLCwvIKSxcgXokw4toDvrw9re/nbYBVMjv90MURfj9fjgsGpKREDzBRkSSWfzsZz/DyMiI0RFrWj6fx+zsLABgZm4eoq8R0DRIiSXU+X20leI2eL1eiKIIBhqmL7yE0z/5DiIFoODrgj3QBG/3fsDVgOV0EYODg0bHJQZQVRVzc3PgeR4LCwsoMgIcbh9SkUW0N9Vhx44dq20iaxkVq6RmHTt2DE1NTWhrbYaUWIKmqrAGWjG7sIRYLIZwOGx0xJrmdrvh8XgwMjYO3tMIlrMgH1tEd3sLfD5f2ehQcnMOhwMulwssy6Ix4EFyeQHuQCPyGo+pqSnMzs7SCeybmJ6exvnz55FIJDA5vwxvQxsyySh4pYDm5mbar1oBWZbx0ksv4aGP/Dd88MMfxc/OD6FgrwfffgBt970Hjs59EDgGC+efwcjPvg87q9CH+20ql8shnU7D4XBgaHQc1kArNGgoxkMY6O/D7t27jY64LlSskprFMAzq6upWxlkyMuJLcwi292ApmUMikaARlzehqioymQyy2SwmFsKoa+9FJhaGpZiCz+dDJpMxOqLpMAyDlpYWyLKMvu5O5MPT0DQNjsYuTM0tIhaLYX5+3uiYNalYLGJychKiKGJ8fBwZlYevsQ2R2Qn47Dy6urqoWK3A5x//G3z6r5/AT4YjyDrb4Gjdic6Dd6OkAbnQOEKDz4HNLGGXn8H/+e6T+MtPfxL333+/0bGJAURRhM/nW3l9iqQQbO9BYmkeVrWAgYEB0wzZoWKV1LRwOAxVVdHdUo/o3DicviAkqwdjExMIhUKm+Ye2mRKJBJ577jnk83lcunQJOdjgbWjB8uwY/A4Bvb29VOjfppaWFnR1daGnpwdOtoR4aAb1HX1YTK7c4h4dHaWhFTomJyeRSqVgtVoxeGUYjqZuAEBuaQrd7S3o7OyklnQVcLtc8LT1o23/3fC0D2Bu7Coy4+cRPf098PFpdLS1obO9Fb/+q/8H3va2t9Fh1G0qnU5jfHwcqqriwsVLkAQPXP56RGbH0eh1mOpAIxWrpKZdn329o68XamIR+XQSDT37cHViHi+++CJefPFFKg5eQ1VVXL16FeFwGOl0GoPDEwh070ZJKqKwNIW+rna0t7eDZemf/u1wOp04cOAA/H4/+jqaEZ4cgs3lBedvxbXRCUQiEVq1fp1kMomxsTHYbDYMDw8jlC6huXc3wrNjcHElPPDAAzToo0JHjxyGJR+HtDSO9PQVyLEF7KsXsLMtiPb+3dj/5l9CWrNienoGo6OjpuijSaqrVCrh3LlzuHTpEpaXl3F1Yg4NfXtRyKRQis2jr7cbbW1tptkORu9YpKY1NzfD7/fD7/ejo86JhZEL8De1oyj68OrZc6urWbTCumJychLz8/Pwer04dfo0UpoV9e19WBi9Ap+g4ODBgzQ3/A3iOA4Mw2DPrp0Qi3HEQ7No6d+P6WgWS0tLVKy+DsuyUFUVDMPg9PlLcLT0gbMIiE5cweE9/Thx4gSt9Fdoz5496G+tw5EmEX/wGw/gr//7n+Dtb38Q9x0/gvj0MFiOg7ttAJdHJ7C8vIwrV67Qh/ot7vXvgWNjYwiFQvB4PHjp1GnkBQ/8TR1YGL2IegeHAwcOmKrlHvVZJTXNYrGgt7cX0WgUh/bvxfRTLyGbiKJtzzGMvPJjtM3MwGq1wu12o6Wlxei4hgqHw7hy5QoEQcDs7Cwujc+jZd+bIBWyyC2O4s5Du7Bz505TnPysZSzLwmKxwGq1YqCzCedHBrHznnfC3jqAF14dREdHB8LhMAYGBrb1lDBN01AoFDA2NgaXy4Unf/ITRCQe/f37sDR1DQ41i/379plmZaeWWK1WfOqRj6NUKkEQBEiShOXlZYiiiMGhMSyOX0Vz7x4ML07hytAQnE4nZmdn0dXVZXR0UmWqquKZZ57BS6dfxQf/y2+jsbERCwsLGBoagt1ux8jICIbmImi7423IJmOQlqew947d2LFjh6kmxtHKKql5LS0re9o6Ozuxo7UOM5dOwe7xwdE2gFcvDWNpaQmDg4OmmG+8kRKJBCRpZXzeMy+8DLauE576ZkxdfBlddQ78zu/8Dnp7e42OaXoMw6C/vx+iKGLfnj3waBksjF5B6479iClW/PSpp3HlyhWcP39+2/YO1TQN4+Pj+PGPf4xYLIbLly/jwtg8mncfg1wsIDZ+ATu7W9HR0UFbUm4Ty7IQBAHAyujV5uZmeL1e3LFvJ1LTV1DMZ9C6905cnQ5jbm4O+Xye7kBtMYVCAf/09a/jH/71STw/NIeP/dGjiMfjuHjxIlRVRaFQwHMvn4WtZQccHj9mLr6EgdY6vOtd7zLd1ht6lSA1z2Kx4OjRo9i5cyfuv+dueNQ05kcuoXXgANK8H6fPrBSq23WkYD6fRzwex+LiIlwuF378709jWbGhY89RLE+PwJJaxC+8/QEEg0EqDKokEAigt7cXgiDg2P5dSE1fRiGbQtfh+zC8mMLwtWuYnp7GmTNnUCwWjY67qa4XqhcvXgTLsgiFQnj61BnY23bDE2zC9MVTaHIwuPfee7Fjxw6j424psiyjvb0dfQ1uTF84BZc/CGfnPjx/5iLOnDmDwcFBjI2NUdG6RTz77LP44QvnIPm6kHN34Pkrs/j0n30WLMtCFEX820+fRsriQ9vOg1gYvQyXksJ/fu+vY2BgABaLuW6smyst2dbq6urAcRzuPLgH/376EpK+OvQcvg8jL/4IL778Curq6qCqKjiOQ3Nz87a4vbi4uIjBwUGoqgqe5/FvP/4JRiN59B5/EPl0ApFrZ3CouwWtra3QNG1b/Ew2S39/P5aXl2Gz2TA3v4ir536G/hMPonHPCbx6+QUIP7/FJssyTpw4YapbbrdLURQMDQ3h2rVr4HkeuVwO/8+Pn0bB0YS+HfsxM3QeYnYJd7/5bhw4cMBUp5FrHcuy2LlzJxKJBI4eOYTwvz+H6ctn0Ln3KMbTcfzgp8+iUCjA7/cjl8th165dpitYyI0OHz6Mf/rWv+DsuVdha+gCJ1rx8vnL6O7swPDIGGbSKvpO3IdUOITU5EUc392F9vZ2o2PfFlpmIaYhiiLq6urQ2tqKQ/1tWLj4AuRiAT3HTmI8JuN7P/gRXnrpJbz88su4dOmSqVe0FOXmTbxlWcbQ0BBOnz6NbDYLhmHwo3/7MS7PJ9F15C1gGA7T555Dd8CGBx54ALt376ZCtcoEQcBdd92Fo0eP4m1vfQtabCVMnH8evsZW+AeO4aVL4xgdHUUikUAymYSmaVt+RSuZTGJoaAhWqxXpdBrf/dFPkeD96Dl0LyLzk5AWhvC2e+/Evffeu9rpg1RPQ0MDdu7cCbvdjnuPHYKyNIrl6VF0H7wbaWs9/v35lxGLxVZfOxKJhNGRyRsQDAbxO7/1XjDhMUQuPosdew/D138UX/3Gt3FxJoruo29FSS5i/uIL6G/24q1vfSsCgYDRsW8LfawipmGxWHDw4EHkcjns3rUTqXQGw6/+O7qOnkT3sZMYe+VpZH/yFO6/605cvXoVS0tLGBgYQHNzsyl6OA4NDeGb//JdZLI5SHIJ/V3t+MiHP1T2dYVCAadOncLy8jIcDgdKpRL+9Xs/wFSyhM4jb4FFsGLs9E/RIMp48IG344477qAVrA0iiiIaGxvR0NCAe44fxU+eewljZ36G3iP3gmEYPH/pZaQzWQiCAI/HA47j0NfXV9EEsWg0urr3VRCEmnuzKRaLmJubg9VqxeTkJPx+P65evYqnT51BwdGE3kP3IrE0h8jQy3jLHXvwu7/7u+B5nj48bYDr+6nT6TQ4jsPdB3fi2XOvguU49B6+D+Pnn8ePnnkR9xzZB03TkM1m8Za3vMUUr4+k3MLCAkqlEt5x3zG8cnEYYFlkLW7ErU2waBykfBazF15AqxN4+wMP4NChQ6a9w8NoW+yjfiqVgsfjQTKZhNvtNjoO2QDxeByvvPIKlpeXcfrVsxhezqHzyJsh2hwYP/88rNklHNs3gO7ubnAch/vuuw/BYBCKotT0i/Kzzz6Lv/j/fh3+nv1IhENosaTxlS/9DQBAkiTEYjF4PB5MTU3h2rVrsNlsGBoawotnLiDJedB9+D5oqoKJV59GuxP4T+94AMePH0d9fb3Bf7OtTdM0jI6O4tKlS4hEInjqhdNIWxvQc+hu5JJxzAw+hzYXhxNHD8PtdkMURbS2tqKtrW11a8taotEoHv3MnyOZk8GyLIJeJx792MOGF6yapiGTyWBhYQGTk5NIJpPweDwolUp44cWXMDg2B3vbbrTu2I/I/CTCV09hT1sdPvKRh9Dd3W1o9u1AkiTkcjkMDw/jqaeews8GR+DfcRTB9l7Mj1xEZvoS9nU34fixY2hvb0dDQwOy2Syam5vhcrnog0QNKxaLYFkWkiThlVdeQTQahcvlwr/+67/iJ69e/f+3d+fBbZb3ose/2hfLkixv8havSWxnj0OCoU0akjY0nB44p4dCyFCgKaGd5p6m5ULDH5TSTocOZdoZOsy0d+YC0zvcrgNlLm2B3ARIocExwakdx3biJd7lTdFi2bK25/6RG50aZR9sK8nvM6M//D7vK/1e+dGj3/vqWbDWbia3YjnDR/6CxtvDzcsXc9e//gsbN27E5XItdPizXEm+JndWxTUnKyuL9evXMzY2Rl5eHro336b1yFu4a+tZctNteHraOPDxP+jpH+SmNatoaWkhKyuL8fFxsrKyyMnJweFwYLVaMRqNadMw+3w+evoGmHSvIRCI4B1uo7e3l4mJCTweD5OTk7hcLnQ6HYFAgP978F1ODp/BVlLL0iUrCUyMMND8N6pcFh79zn9SVVUlA6rmgUajYfHixQC0tLRw263ree9wIx1/f5OKus+x+NY76G05wp/2/41VixexrLaGrq4uTp8+zdq1aykvL2dqaopEIoHFYpnVj9Dj8fDBR82YKtdj1GnBF1yQGQbOTUNlNBrR6XScOHGCzs5OwuEwJpMJh8NBR0cHH37czFhET9GqzThyC+hra2K6v5UVZW7uuvNfr6l5Ha9lRqMRo9HIihUrGB4eJh6P03C8gamAj0XL1hLIyqWptYH+4T+zYc1yysvLCYfDdHR0kJOTQ15eHnl5eTgcjoU+lRteJBIhFArh9/sZHx9nZGQEs9mMTqcjkUgQDAbZf/A9uiZmyCsqI+jtI5xXjM6Rj7+7iVgsyq233pp2ieqVkjur4poWDAY5ePAgjR99xNH2XgzuxZTUrCE6E6b/xFGUb5AKdxYraqvJzc0lkUiglMJgMGAwGFi3bh0ZGRn09fXh9/tnPXdRURH5+fmcOXOGnp6eWWUWi4WamhoAmpqaUvoi1tTUYLFYksnmP8vPz6eoqIhgMMipU6eS2z/88EN+8b9exV6ylOmAD52/n+8//p3knJ5Go5GBgQFaWts4NThGwpZHcU0dlkwng6daCJ5uYbHbwX98+d/ZvHlz2iThNwqlFN3d3Rw/fhyfz8cHDY10T4TJr76J7KIyvMO9eDqOYUtMsmJJGZUVZ1eQMZlMTE5OEg6HMRgMyUSjuLiYsbEx7t/zPSzLtxIPjlOUGOVbD95LUVERy5YtA6C5uTllwvclS5Zgs9kYGBhgdHR0Vllubi4lJSWEQiE6Ojpmlel0OlatWgXAiRMnCIVCxGIxIpEIkUiEwsJC4vE4Xq8XpRSxWIzOzk6ajrfhCcawFlZRvHQVsUiY080fYpr0sH5lNVu3bmXNmjXSHWWeRSIRjh07xunTpxkcHOSDj/5BwOCibGU9RouVwZPNBAc6cGcaWF27lJKSEnQ6HfF4nPz8fCorK0kkEnR2dmIwGJK/AhgMBlasWAHA8ePHUy6gqqqqsNvtDA0N4fF4ZpVlZ2dTWlpKOBzmxIkTs8o0Gg1r1qwBoL29PWWGl7KyMlwuF6OjowwMDMwqs9vtVFVVEYvFaG5uTnkvVq5ciV6vp7Ozk0AgMKusuLiYvLw8vF4vp0+fnlVmtVqprq4Gzt/W19bWYjabOX36dMr0iW63m8LCQgKBAJ2dnbPKjEYjy5cvB85e5Eaj0WSZUorKykrMZjMdHR0MDQ0RjZ79dcVsNmMwGOjt7aW5tY3uYS84CimprUOnN/C3V1/kzOQUGTY7OpOFeHCC7+26m6997Wtp951wJfmaJKvimhaPx2lsbKS3t5e+vj6OtrQxHjVSWHsTzvxiQr4JhjuPEzsziNOsY0lpIYWFheTk5GCxWLDZbGg0GoLB4KzGAs42UmazmUgkkrIqkU6nS951ON/8rna7Hb1eTygUShnoZTabsVqtRKNRgsFgcvvo6Cj/83//gfwVn2VmKoQl2M9DO+9hdHSUwaEhTp0ewDsVQ+PIx125HEeOm8C4h/7jDdhiflZVV7JlyxbWrl2LzWb7tN5icYXGxsZIJBK0trbyzrvv0tRxmri9kEXLbsJosTLe381Ebzv6GT8FWTYqFhVRUFCA0+nEYDCQSCRIJBKYzWZGRkb44XO/ALubaHCcmtICHthxNxkZGTidTuBst5hPNuPn6t/U1BThcHhWmclkSvZ1/uSXtkajISsrCzg7WOrcylNarTbZz9Tv9zM8PEzfwCDdAyNMJvRkuCsoqFqGwWhm5HQ7Z7qbKXNZ+ewtG6irq6O6ujqtu+BczxKJBB0dHWeXuvV4aGo+Ts/4FI7y5bjLa4jHIgx1thIa7samjVJelMei4iLcbjfZ2dlotVomJydnDRDUarXJ+ufz+VIGg2ZmZiZng7hQ/YvH4yk3CIDkHcBAIJByEZaRcXY9+3A4nJLIGgwGMjMzSSQS5x045nQ60Wq1F23rZ2ZmCIVCs8r0en0ylzhfW3+uL/rk5GRK0n6hth4u/z2MRqPE43FCodDZ74LBQU71DnEmHEfnLKRg8XJszhx8o4MMnTiCeXqCtrY2IjlVFK7ejDY4QoU5xA8f/08qKytT4l9IkqxKsnpDicfjdHV1cfLkSUZGRmhra6e9f4SIJZuCxStx5BYSnQkzMdhNYHSQWHAcszaBSa/F5cgkw2zCbDKg///LaC6UcDjMgcNHsdVsJDwVwtf6HksWL2EGHVpbNrbsQnJLKjBaMpj0jjF06h9ogyMUZ2Vw6y03s379eqqqqq7ZDvTXm6mpKd5++236+vpoamll0BfGlF9J0eLlGC0ZhHwTjA/0MO0dRhMOYNaD1WTA5cjEbDRiMhmYCoU4+GET1rLVhHqa+Gzd8nntr6qUIhKNEY5ECU6G8E1OE4krZjBgzMrHmV+Cq6AUjUbDWH8X490tWGKT3Fq3gl27dpGVlZVcnlYsHKUUHo+H1tZWlFIcO3aMhmOt+OImsiuWkVtShUajwTvcxxlPHxHfCEYVwaTT4LBZsNsyMBsNGA16+V/OA6UUsXic8EyUqfAMXn+QmViCcEKLLjOHzNwicorLMZgs+MeG8ZxqRhcaZVGOg00bP8Po6Cj/43f/h9xln8HttOCIefnRE4+m3fgF6bMqbig6nY4lS5aQn59Pa2srlZWV1A0Pc6TxI041v8OQ3oajqJKconIKKpcRj0UJ+b2EJwOMTQYYnpkhHoqi4gu7dnY8lsA7A5GIBq3BDpl5OFd8DkeOG73BSCQ8xcRQL77BLrRTXircLrb/21dYuXIlGRkZCz7oRsxmsVioq6vDarWSnZ1NX18fbZ09dP+tC60zn5ziKoqrV6E33MTMdIipwBnCk376Q5MkpmLE/VHCoRi+mJ4oFkJxA20+LaZI9NIv/inS6g3o9FYM9nyshXaybQ6s9izQaAj5vfS3fUxo5DSWxDQrivNZu/YzrF+/ntzc3HmNU1yYRqOhoKAguTBITU0NBQXvcqKtjbaeo7R3/QNrXhk5JRVU1W0EpZgK+pgO+glM+pmYCROfjpKIx+D6ur+VtjQ6HTq9Db3RhaW8mkybnQyHC53ewMzUJOP93fiGujBGAtSW5LP17h1kZWVRW1uLw+HAbLFwsLGVRUZ48KEH0i5RvVJyZ1VcV5RSJBIJotEojY2NHDt2jKGhYboHhvGF4yhTJuYsNxkOFxabA1NGJnqDEY1Wu+B3DBKJOH97/RUsVRvQ6E2c+cfb1K69mVhkhmmvB6Z9WHWK0oJcqior2Lx5c7LPk0hfkUiEvr4+urq6mJqaYnx8nPaOk3QOjDAV06DLzMHqysdqd2KxOTBaMtDp9Gi0WkK+CRoO/hnb4g1Mnmpgw213kOGc34sSpRSJeOxsPZwMMD3pJ+QbJ3LGgyExQ47NxKLCfJYuXcry5cupqKiQgTlpLh6P09LSQm9vL2NjYwwNDdHdN8hYYJoZjRFTlpsMZw6WTAcWmwO90YRWJ3dV51siHicWjTATCp793Pm9TJ/xoAkHsOmhrCiP2poa7rvvPqxW66yFX2KxGO+99x7Lli3D7XYv8Jmcn3QDkGRVcLZ/UX9/PwMDA/j9fjweD8FgkOGxCca8fmbiimgCEglQWi1otCx0U3yqrRVTxToMGQ4CLQdYVllCcYEbd04WDoeDsrIyKioqKCoqkuVTrzGRSIRoNIper+fkyZM0Njbi8XjwnjnD0JiXqXCESEJDLAEJBeh0RKan6enrJ6NqHaHOjyhfVILJYp23mBWg4nG0GoUWhUGjMOo0ZDsyKC0ppr6+npUrV3LmzBncbre0udeYYDDI0NAQfX19BINBNBoNp0+fprO7hxGvn5nY2TYyriChNGh0ugVvI28ECiARR6MUGo3CoAWzQUe23YYz04rb7aa8vJzy8nKKiorIycm5Ji8kpBuAEJztqO9yuaiursbr9eL1erHb7eh0Orq6umhvbycUChGNRolGoxgMhuRckefrSJ+Tk4NWq+XMmTMpHfRtNhtWq5Xp6emUjvR6vR6Xy4VSirGxsfPGqdfr8fv9DLR/zPTwSRImCyoyzb9t/wL33HMPWq2WQCCAy+XCYrF8um+UmBfnRvnDf42WHh8fZ2xsjJmZmeSgKr/fT29vb3IAVNA7isWkwZ5l47a6aqxWa8pAjoyMDDIyMgiHwymDps7VPyBlZgD4r/oXCARSBsOc616SSCQIBAJkZZ29aHK5XLjdbqqqqgDkJ/9rVGZmJkuXLqWqqopQKITdbicYDHLo0CFmZmbw+XzJgUMOhwOlFH6/P2XQ6Ln6NzMzkzJoSqfTJbsojY2NpQwGzMrKwmAwnLf+WSwWMjMziUQiKYOmNBpNst5NTEwQj8dnlTscDkwmE6FQKGXQ1Lnp1i7U1ufm5p7tw+v1pgzyyszMxGKxMDU1lTLw1mAwkJWVRSKRYHx8POV5s7Oz0el0+Hy+S36GtVoter0eg8GA2+3m1ltvxeFwMDQ0hMPhIDs7+4aaXUOSVXHdM5lMFBQUzFre0eFwUFFRQSwWIxaLEY/HsdlsFBYWEo1GU6aqApLzlvb39zM9PT2rLD8/P3mFODIyMqvMYrFQUlKSnDz+k8rLyzEYDAwNDfHb1/9C1F6GNaeQ+MwUDocj+ZNqZmbmp/F2iDRgsVgoLS2ltLSURCLB9PQ0SilsNhvxeJyenh4SiQSnTp3iT2+/x2RfJ7polOFxH//tG/+RTHrPyc3NJSsr6+wvB8PDs8pMJhOlpaUAnDx5MiWWsrIyjEYjHo8nJdHNysoiNzeXmZkZvF4vVqsVq9Uqg/iuMzqdLnlnKzMzk23btjE1NcXU1BSRSIRYLMaiRYvQ6/UMDw+nXJDn5OTgcrmSC0X8M6PRSFlZGQCdnZ0po94XLVqE2WxmdHQ0JSF1Op3k5eUxPT1Nf39/SsznRrf39PSk3EAoKioiIyODiYmJlOkDMzMzKSgoIBKJpExVBbB48WI0Gg19fX0pCfS5XxB8Pl/KxZ/VaqW4uDg53dcnVVRUoNfrGRoaSkl0P/kZ1ul06PV69Hr9rNk/btQuNtINQIg08i9fvodR8yJyShYz0XyQZ/77bm677baFDksskNbWVnbs/nZyUYAqS4ifPPn4rAsvIYS4Fkk3ACGuUevXreV43wT6yW5yK4rl59UbnMvlYuXyZTiqV6LTagh1HV3okIQQYt5JsipEGvn3L93BZ0ZHMZlMZGZmJleJETcmo9FIrtNGoOdjAOwWgyz4IIS44Ug3ACGESGMTExPJwRg2m036LgshrgvSDUAIIa4TstiDEOJGJ5M0CiGEEEKItCXJqhBCCCGESFtzlqx6vV527tyJ3W7H6XSya9eulHnFzufw4cPcdtttZGRkYLfb2bhxY8qclkIIIYQQ4sYwZ8nqzp07aW1tZf/+/bzxxhscOnSI3bt3X/SYw4cPc/vtt/OFL3yBI0eO0NjYyJ49e2RJSSGEEEKIG9SczAbQ1tZGbW0tjY2NrFu3DoA333yT7du3MzAwQGFh4XmPu/nmm/n85z/Pj370o6t+bZkNQAghhBAivV1JvjYntywPHz6M0+lMJqoAW7duRavV0tDQcN5jRkdHaWhoIC8vj1tuuYX8/Hw2bdrE+++/f9HXmpmZIRAIzHoIIYQQQojrw5wkqx6Ph7y8vFnb9Ho9LpcLj8dz3mO6u7sB+MEPfsDDDz/Mm2++ydq1a9myZct511M/55lnnkmun+5wOCgpKfn0TkQIIYQQQiyoK0pW9+3bh0ajueijvb39qgJJJBIAPPLIIzz00EOsWbOGn//85yxdupQXX3zxgsc98cQT+P3+5KO/v/+qXl8IIYQQQqSfK1oU4NFHH+XBBx+86D4VFRW43W5GR0dnbY/FYni9Xtxu93mPKygoAKC2tnbW9pqaGvr6+i74eiaTCZPJdBnRCyGEEEKIa80VJau5ubnk5uZecr/6+np8Ph9Hjx6lrq4OgIMHD5JIJNiwYcN5jykrK6OwsJCOjo5Z20+ePMkXv/jFKwlTCCGEEEJcJ+akz2pNTQ233347Dz/8MEeOHOGDDz5gz5493HvvvcmZAAYHB6murubIkSMAaDQaHnvsMZ5//nn++Mc/0tnZyZNPPkl7ezu7du2aizCFEEIIIUSau6I7q1filVdeYc+ePWzZsgWtVsuXv/xlnn/++WR5NBqlo6ODqamp5La9e/cSDof5zne+g9frZdWqVezfv5/KysrLft1zM3HJrABCCCGEEOnpXJ52OTOozsk8qwtpYGBAZgQQQgghhLgG9Pf3U1xcfNF9rrtkNZFIMDQ0RGZmJhqNZqHDIRAIUFJSQn9/vyxSIM5L6oi4FKkj4nJIPRGXkk51RClFMBiksLDwkiuVzlk3gIWi1WovmaEvBLvdvuAVQ6Q3qSPiUqSOiMsh9URcSrrUEYfDcVn7zckAKyGEEEIIIT4NkqwKIYQQQoi0JcnqHDOZTDz11FOycIG4IKkj4lKkjojLIfVEXMq1WkeuuwFWQgghhBDi+iF3VoUQQgghRNqSZFUIIYQQQqQtSVaFEEIIIUTakmRVCCGEEEKkLUlW58CPf/xjbrnlFqxWK06n87KOUUrx/e9/n4KCAiwWC1u3buXUqVNzG6hYMF6vl507d2K323E6nezatYvJycmLHvO5z30OjUYz6/GNb3xjniIWc+2FF16grKwMs9nMhg0bOHLkyEX3/8Mf/kB1dTVms5kVK1bwl7/8ZZ4iFQvlSurIyy+/nNJemM3meYxWzLdDhw7xpS99icLCQjQaDX/6058uecy7777L2rVrMZlMVFVV8fLLL895nFdDktU5EIlEuPvuu/nmN7952cc8++yzPP/88/zyl7+koaGBjIwMtm3bRjgcnsNIxULZuXMnra2t7N+/nzfeeINDhw6xe/fuSx738MMPMzw8nHw8++yz8xCtmGu/+93v+O53v8tTTz3Fxx9/zKpVq9i2bRujo6Pn3f/vf/87O3bsYNeuXTQ1NXHXXXdx1113cfz48XmOXMyXK60jcHaVon9uL3p7e+cxYjHfQqEQq1at4oUXXris/Xt6erjjjjvYvHkzx44dY+/evXz961/nrbfemuNIr4ISc+all15SDofjkvslEgnldrvVT3/60+Q2n8+nTCaT+s1vfjOHEYqFcOLECQWoxsbG5La//vWvSqPRqMHBwQset2nTJvXtb397HiIU8239+vXqW9/6VvLveDyuCgsL1TPPPHPe/b/yla+oO+64Y9a2DRs2qEceeWRO4xQL50rryOV+/4jrE6Bee+21i+7z+OOPq2XLls3ads8996ht27bNYWRXR+6spoGenh48Hg9bt25NbnM4HGzYsIHDhw8vYGRiLhw+fBin08m6deuS27Zu3YpWq6WhoeGix77yyivk5OSwfPlynnjiCaampuY6XDHHIpEIR48enfX512q1bN269YKf/8OHD8/aH2Dbtm3SXlynrqaOAExOTlJaWkpJSQl33nknra2t8xGuuEZcS+2IfqEDEODxeADIz8+ftT0/Pz9ZJq4fHo+HvLy8Wdv0ej0ul+ui/+/77ruP0tJSCgsLaW5u5nvf+x4dHR28+uqrcx2ymEPj4+PE4/Hzfv7b29vPe4zH45H24gZyNXVk6dKlvPjii6xcuRK/389zzz3HLbfcQmtrK8XFxfMRtkhzF2pHAoEA09PTWCyWBYosldxZvUz79u1L6az+yceFGg1xY5jrOrJ79262bdvGihUr2LlzJ7/+9a957bXX6Orq+hTPQghxPaivr+erX/0qq1evZtOmTbz66qvk5ubyq1/9aqFDE+KKyZ3Vy/Too4/y4IMPXnSfioqKq3put9sNwMjICAUFBcntIyMjrF69+qqeU8y/y60jbrc7ZVBELBbD6/Um68Ll2LBhAwCdnZ1UVlZecbwiPeTk5KDT6RgZGZm1fWRk5IL1we12X9H+4tp2NXXkkwwGA2vWrKGzs3MuQhTXoAu1I3a7Pa3uqoIkq5ctNzeX3NzcOXnu8vJy3G43Bw4cSCangUCAhoaGK5pRQCysy60j9fX1+Hw+jh49Sl1dHQAHDx4kkUgkE9DLcezYMYBZFzji2mM0Gqmrq+PAgQPcddddACQSCQ4cOMCePXvOe0x9fT0HDhxg7969yW379++nvr5+HiIW8+1q6sgnxeNxWlpa2L59+xxGKq4l9fX1KVPepW07stAjvK5Hvb29qqmpST399NPKZrOppqYm1dTUpILBYHKfpUuXqldffTX5909+8hPldDrV66+/rpqbm9Wdd96pysvL1fT09EKcgphjt99+u1qzZo1qaGhQ77//vlq8eLHasWNHsnxgYEAtXbpUNTQ0KKWU6uzsVD/84Q/VRx99pHp6etTrr7+uKioq1MaNGxfqFMSn6Le//a0ymUzq5ZdfVidOnFC7d+9WTqdTeTwepZRS999/v9q3b19y/w8++EDp9Xr13HPPqba2NvXUU08pg8GgWlpaFuoUxBy70jry9NNPq7feekt1dXWpo0ePqnvvvVeZzWbV2tq6UKcg5lgwGEzmG4D62c9+ppqamlRvb69SSql9+/ap+++/P7l/d3e3slqt6rHHHlNtbW3qhRdeUDqdTr355psLdQoXJMnqHHjggQcUkPJ45513kvsA6qWXXkr+nUgk1JNPPqny8/OVyWRSW7ZsUR0dHfMfvJgXExMTaseOHcpmsym73a4eeuihWRczPT09s+pMX1+f2rhxo3K5XMpkMqmqqir12GOPKb/fv0BnID5tv/jFL9SiRYuU0WhU69evVx9++GGybNOmTeqBBx6Ytf/vf/97tWTJEmU0GtWyZcvUn//853mOWMy3K6kje/fuTe6bn5+vtm/frj7++OMFiFrMl3feeee8uce5evHAAw+oTZs2pRyzevVqZTQaVUVFxay8JJ1olFJqQW7pCiGEEEIIcQkyG4AQQgghhEhbkqwKIYQQQoi0JcmqEEIIIYRIW5KsCiGEEEKItCXJqhBCCCGESFuSrAohhBBCiLQlyaoQQgghhEhbkqwKIYQQQoi0JcmqEEIIIYRIW5KsCiGEEEKItCXJqhBCCCGESFuSrAohhBBCiLT1/wCcAiua0IFawAAAAABJRU5ErkJggg==", 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" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bridges = route_airbridges(\n", " design, cpw, pitch=\"0.5mm\", min_spacing=\"30um\", ab_options=dict(bridge_width=\"10um\")\n", ")\n", "design.rebuild()\n", "print(f\"placed {len(bridges)} airbridges\")\n", "qm.view(design)" ] }, { "cell_type": "markdown", "id": "83219e61", "metadata": {}, "source": [ "### Guaranteeing a bridge on every bend\n", "\n", "Uniform spacing already covers bends wherever a `pitch` sample happens to land\n", "on a fillet arc, but with a coarse `pitch` a corner can fall between samples.\n", "Set `bridge_at_corners=True` to force one bridge centered on every rounded\n", "bend, in addition to the uniform-pitch bridges. A uniform bridge that would\n", "land within half a pitch of a corner bridge is dropped so the two do not bunch\n", "up." ] }, { "cell_type": "code", "execution_count": 6, "id": "12e6dacc", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:05.665790Z", "iopub.status.busy": "2026-07-18T05:41:05.665523Z", "iopub.status.idle": "2026-07-18T05:41:06.189497Z", "shell.execute_reply": "2026-07-18T05:41:06.188763Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 05s WARNING [check_lengths]: For path table, component=cpw, key=trace has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 05s WARNING [check_lengths]: For path table, component=cpw, key=cut has short segments that could cause issues with fillet. Values in (1-1) (14-14) are index(es) in shapely geometry.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "placed 18 airbridges (one on every bend)\n" ] }, { "data": { "image/png": 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", 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" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bridges = route_airbridges(\n", " design, cpw, pitch=\"0.6mm\", min_spacing=\"30um\", bridge_at_corners=True\n", ")\n", "design.rebuild()\n", "print(f\"placed {len(bridges)} airbridges (one on every bend)\")\n", "qm.view(design)" ] }, { "cell_type": "markdown", "id": "ab-gds-h", "metadata": {}, "source": [ "## Export to GDS" ] }, { "cell_type": "markdown", "id": "ab-gds-desc", "metadata": {}, "source": [ "Because airbridges are real components, they export like anything else — the\n", "bridge and pad polygons land on their configured GDS layers. Here we export a\n", "straight CPW with airbridges:" ] }, { "cell_type": "code", "execution_count": 7, "id": "ab-gds", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:06.191428Z", "iopub.status.busy": "2026-07-18T05:41:06.191236Z", "iopub.status.idle": "2026-07-18T05:41:07.427641Z", "shell.execute_reply": "2026-07-18T05:41:07.426480Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s INFO [_start_renderers]: Renderer=hfss skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s INFO [_start_renderers]: Renderer=q3d skipped: runtime dependency not installed (QAnsysRenderer requires pyEPR. Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s INFO [_start_renderers]: Renderer=aedt_q3d skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s INFO [_start_renderers]: Renderer=aedt_hfss skipped: runtime dependency not installed (QPyaedt requires pyaedt (ansys.aedt.core). Install with: pip install 'quantum-metal[ansys]').\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s WARNING [import_junction_gds_file]: Not able to find file:\"../resources/Fake_Junctions.GDS\". Not used to replace junction. Checked directory:\"/home/user/qiskit-metal/tutorials/2 From components to chip/resources\".\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s WARNING [_check_either_cheese]: layer=30 is not in chip=main either in no_cheese_view_in_file or cheese_view_in_file from self.options.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "05:41AM 06s WARNING [_check_either_cheese]: layer=31 is not in chip=main either in no_cheese_view_in_file or cheese_view_in_file from self.options.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "wrote /tmp/tmp963uolnm/airbridge_demo.gds\n" ] } ], "source": [ "import tempfile\n", "import os\n", "\n", "gdesign = designs.DesignPlanar()\n", "gdesign.overwrite_enabled = True\n", "OpenToGround(gdesign, \"A\", options=dict(pos_x=\"-0.6mm\", orientation=\"0\"))\n", "OpenToGround(gdesign, \"B\", options=dict(pos_x=\"0.6mm\", orientation=\"180\"))\n", "gcpw = RouteStraight(\n", " gdesign,\n", " \"cpw\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"A\", pin=\"open\"),\n", " end_pin=Dict(component=\"B\", pin=\"open\"),\n", " ),\n", " trace_width=\"10um\",\n", " trace_gap=\"6um\",\n", " ),\n", ")\n", "gdesign.rebuild()\n", "route_airbridges(gdesign, gcpw, pitch=\"0.2mm\", min_spacing=\"30um\")\n", "gdesign.rebuild()\n", "\n", "path = os.path.join(tempfile.mkdtemp(), \"airbridge_demo.gds\")\n", "gdesign.renderers.gds.export_to_gds(path)\n", "print(\"wrote\", path)" ] }, { "cell_type": "markdown", "id": "d3427259", "metadata": {}, "source": [ "### Viewing the exported GDS\n", "\n", "Let's load the file back with `gdstk` and draw it. The airbridge span and pads\n", "are read straight from the GDS layers; the CPW ground/trace/gap is\n", "reconstructed from the design's own clearance geometry, because a fabrication\n", "ground plane is a solid metal pour — a flat fill of the raw GDS would hide the\n", "thin CPW gap. Layers are colored with a legend." ] }, { "cell_type": "code", "execution_count": 8, "id": "95202c4e", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:07.430360Z", "iopub.status.busy": "2026-07-18T05:41:07.430163Z", "iopub.status.idle": "2026-07-18T05:41:07.925176Z", "shell.execute_reply": "2026-07-18T05:41:07.924274Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import gdstk\n", "import matplotlib.pyplot as plt\n", "from matplotlib.path import Path\n", "from matplotlib.patches import PathPatch, Patch\n", "from shapely.geometry import Polygon as SPoly, box\n", "from shapely.ops import unary_union\n", "\n", "\n", "def show_airbridge_gds(\n", " design, gds_path, center_mm, span_mm, ax, bridge_layer=30, pad_layer=31\n", "):\n", " \"\"\"Load an exported GDS and draw it CPW-correctly, colored + legend.\n", "\n", " Airbridge polygons come straight from the loaded GDS (``bridge_layer`` /\n", " ``pad_layer``); the CPW ground/trace/gap is reconstructed from the design's\n", " ``subtract`` QGeometry so the thin gap is visible against the solid ground.\n", " \"\"\"\n", " lib = gdstk.read_gds(gds_path)\n", " top = next((c for c in lib.cells if c.name == \"TOP\"), lib.cells[0])\n", "\n", " def gds_union(layer):\n", " ps = [\n", " SPoly(p.points).buffer(0)\n", " for p in top.get_polygons(depth=None)\n", " if p.layer == layer\n", " ]\n", " return unary_union(ps) if ps else None\n", "\n", " def buf(row):\n", " g = row.geometry\n", " if row.get(\"width\", 0) and g.geom_type in (\"LineString\", \"MultiLineString\"):\n", " return g.buffer(\n", " design.parse_value(row.width) / 2.0, cap_style=2, join_style=2\n", " )\n", " return g\n", "\n", " sx = design.parse_value(design.chips.main.size.size_x)\n", " sy = design.parse_value(design.chips.main.size.size_y)\n", " pt, po = design.qgeometry.tables[\"path\"], design.qgeometry.tables[\"poly\"]\n", " gaps = unary_union(\n", " [buf(r) for _, r in pt.iterrows() if r[\"subtract\"]]\n", " + [buf(r) for _, r in po.iterrows() if r[\"subtract\"]]\n", " )\n", " metal = box(-sx / 2, -sy / 2, sx / 2, sy / 2).difference(gaps)\n", " trace = unary_union([buf(r) for _, r in pt.iterrows() if not r[\"subtract\"]])\n", " bridge, pads = gds_union(bridge_layer), gds_union(pad_layer)\n", "\n", " def draw(geom, color):\n", " if geom is None or geom.is_empty:\n", " return\n", " for g in [geom] if geom.geom_type == \"Polygon\" else geom.geoms:\n", " v = list(g.exterior.coords)\n", " c = [Path.MOVETO] + [Path.LINETO] * (len(v) - 2) + [Path.CLOSEPOLY]\n", " for r in g.interiors:\n", " rv = list(r.coords)\n", " v += rv\n", " c += [Path.MOVETO] + [Path.LINETO] * (len(rv) - 2) + [Path.CLOSEPOLY]\n", " ax.add_patch(PathPatch(Path(v, c), facecolor=color, edgecolor=\"none\"))\n", "\n", " ground, tr, br, pa, sub = \"#C7D0D9\", \"#8FA3B0\", \"#4C9BE8\", \"#F5A623\", \"#12151a\"\n", " ax.set_facecolor(sub)\n", " for geom, col in [(metal, ground), (trace, tr), (pads, pa), (bridge, br)]:\n", " draw(geom, col)\n", " cx, cy = center_mm\n", " ax.set_xlim(cx - span_mm, cx + span_mm)\n", " ax.set_ylim(cy - span_mm, cy + span_mm)\n", " ax.set_aspect(\"equal\")\n", " ax.set_xlabel(\"x (mm)\")\n", " ax.set_ylabel(\"y (mm)\")\n", " ax.legend(\n", " handles=[\n", " Patch(color=ground, label=\"ground plane\"),\n", " Patch(color=tr, label=\"CPW center trace\"),\n", " Patch(color=br, label=f\"airbridge span (L{bridge_layer})\"),\n", " Patch(color=pa, label=f\"airbridge pads (L{pad_layer})\"),\n", " Patch(facecolor=sub, edgecolor=\"#888\", label=\"etched gap\"),\n", " ],\n", " fontsize=7,\n", " loc=\"upper right\",\n", " )\n", " return lib\n", "\n", "\n", "# Center the zoom on one of the placed airbridges.\n", "ab_x = sorted(\n", " gdesign.parse_value(c.options[\"pos_x\"])\n", " for n, c in gdesign.components.items()\n", " if n.startswith(\"cpw_ab_\")\n", ")\n", "zoom_x = ab_x[len(ab_x) // 2]\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(13, 5))\n", "show_airbridge_gds(gdesign, path, center_mm=(0.0, 0.0), span_mm=0.36, ax=axes[0])\n", "axes[0].set_title(\"Loaded GDS: CPW + airbridges\")\n", "show_airbridge_gds(gdesign, path, center_mm=(zoom_x, 0.0), span_mm=0.028, ax=axes[1])\n", "axes[1].set_title(\"Zoom: one crossover\")\n", "fig.tight_layout()\n", "fig" ] }, { "cell_type": "markdown", "id": "e3453f40", "metadata": {}, "source": [ "## Experimental: 3D airbridges\n", "\n", "In a planar view and in GDS the crossover is flat (z = 0). For 3D FEM the\n", "span should be *elevated* above the base metal. Metal's 3D renderers extrude\n", "each layer by the `thickness` / `z_coord` in the design's **layer stack**, so\n", "lifting the `bridge_layer` is all it takes — the same rows feed gmsh, and (as\n", "the ecosystem matures) AWS Palace or Ansys.\n", "\n", "To keep the elevated span connected to the base metal (so the design meshes as\n", "one conductor rather than a floating bar), the airbridges also grow **support\n", "posts** that rise from the pads to the span — enabled with `enable_posts`, and\n", "given a height by the matching layer-stack row:\n", "\n", "```python\n", "from qiskit_metal.qlibrary.tlines.airbridge import (\n", " route_airbridges,\n", " apply_airbridge_layer_stack,\n", ")\n", "\n", "# design must be a DesignMultiPlanar (it carries a layer stack)\n", "route_airbridges(design, cpw, pitch=\"0.3mm\", enable_posts=True)\n", "apply_airbridge_layer_stack(design, bridge_z_coord=\"3um\", include_posts=True)\n", "# then render 3D with the airbridge layers marked metal, e.g.\n", "# QGmshRenderer(design, layer_types=dict(metal=[1, 30, 31, 32], dielectric=[3]))\n", "```\n", "\n", "The four views below are a **true 3D render** (PyVista / VTK — a real\n", "depth-sorted renderer, unlike matplotlib's `mplot3d`) of the resulting\n", "shape: the elevated span on two posts, hopping over the CPW. Every in-plane\n", "dimension is the real component geometry; only *z* is exaggerated (x3) so\n", "the ~3 µm bridge is visible next to a ~40 µm span.\n", "\n", "### Validating on the open FEM path (Elmer)\n", "\n", "Because the airbridge is now a connected 3D solid, it goes straight into the\n", "open-source FEM path — no Ansys required. `QElmerRenderer` meshes it (via gmsh)\n", "and runs a capacitance solve:\n", "\n", "```python\n", "from qiskit_metal.renderers.renderer_elmer.elmer_renderer import QElmerRenderer\n", "\n", "er = QElmerRenderer(design, layer_types=dict(metal=[1, 30, 31, 32], dielectric=[3]))\n", "er.gmsh.options.mesh.min_size = \"5um\"\n", "er.gmsh.options.mesh.max_size = \"60um\"\n", "er.render_design(open_pins=[(\"A\", \"open\"), (\"B\", \"open\")], skip_junctions=True)\n", "er.add_solution_setup(\"capacitance\")\n", "er.run(\"capacitance\") # needs the ElmerSolver binary\n", "er.capacitance_matrix\n", "```\n", "\n", "The mesh and the Elmer `.sif` solver input are produced with only the\n", "pip-installable `gmsh`; the final `run(...)` needs the **ElmerSolver** binary,\n", "which you install from your OS package manager / the Elmer PPA (it is not a\n", "Python package, so `pip install quantum-metal[fem]` does not bring it in).\n", "`tests/test_airbridge_elmer.py` runs this end-to-end where a solver is present\n", "and skips otherwise.\n", "\n", "> ⚠️ **Experimental.** The design meshes as a connected 3D solid and produces a\n", "> valid Elmer solver input, but the numerical solve isn't run in CI (no solver\n", "> binary there), so the extracted values are not yet validated. Follow / help\n", "> validate in\n", "> [issue #1144](https://github.com/qiskit-community/qiskit-metal/issues/1144)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The 3D pictures below are rendered with **PyVista** (a VTK-based renderer),\n", "which — unlike matplotlib's `mplot3d` — does true depth-sorting, so elevated\n", "and overlapping parts look right. It is an optional extra; install it into\n", "the running kernel with the cell below. PyVista also needs an OpenGL backend:\n", "a desktop session already has one; on a headless machine use `osmesa`/`egl`\n", "VTK wheels or a virtual framebuffer (`xvfb`). The tutorial ships the rendered\n", "images, so you can also just read on without installing anything." ] }, { "cell_type": "code", "metadata": {}, "execution_count": null, "outputs": [], "source": [ "# Optional: install the 3D renderer used by the cells below (skip if you\n", "# already have it). '%pip' installs into this notebook's kernel.\n", "%pip install pyvista" ] }, { "cell_type": "code", "execution_count": null, "id": "989ceb1b", "metadata": { "execution": { "iopub.execute_input": "2026-07-18T05:41:07.927306Z", "iopub.status.busy": "2026-07-18T05:41:07.927115Z", "iopub.status.idle": "2026-07-18T05:41:08.169565Z", "shell.execute_reply": "2026-07-18T05:41:08.168792Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Real 3D render of the airbridge with PyVista (VTK) — a true depth-sorted\n", "# renderer, unlike matplotlib's mplot3d (which has no real occlusion and makes\n", "# overlapping/elevated parts look wrong). Every x/y extent is read from the real\n", "# Airbridge QGeometry + CPW parameters; only z is exaggerated (x3) so the ~3 µm\n", "# bridge is visible next to a ~40 µm span. Four views make the shape unambiguous.\n", "#\n", "# Needs ``pip install pyvista`` and an OpenGL backend (a display, EGL, OSMesa, or\n", "# a headless Xvfb). The tutorial ships the rendered image; run the cell yourself\n", "# (with the deps above) to spin it around live.\n", "try:\n", " import pyvista as pv\n", " from qiskit_metal.designs.design_multiplanar import MultiPlanar\n", " from qiskit_metal.qlibrary.tlines.airbridge import Airbridge\n", "\n", " # One airbridge with support posts, at the origin. Native frame: the span\n", " # crosses along x, so the CPW it hops runs along y.\n", " _d = MultiPlanar()\n", " _d.overwrite_enabled = True\n", " _ab = Airbridge(_d, \"ab\", options=dict(enable_posts=\"True\"))\n", " _d.rebuild()\n", " _p = _ab.parse_options()\n", "\n", " PAD_T, POST_TOP, SPAN_T = 0.2, 3.0, 0.3\n", " ZEX = 3.0 # z exaggeration (true bridge ~3 µm over a ~40 µm span)\n", " _w = _d.parse_value(\"10um\") * 1e3\n", " _g = _d.parse_value(\"6um\") * 1e3\n", " _Y = (2 * _p.pad_length + _p.crossover_length) * 1e3\n", " _GND = _w / 2 + _g + 16\n", "\n", " def _box(x0, x1, y0, y1, z0, z1):\n", " return pv.Box(bounds=(x0, x1, y0, y1, z0 * ZEX, z1 * ZEX))\n", "\n", " _meshes = [\n", " (_box(-_w / 2, _w / 2, -_Y / 2, _Y / 2, 0, PAD_T), \"#6E8494\"), # CPW trace\n", " (_box(_w / 2 + _g, _GND, -_Y / 2, _Y / 2, 0, PAD_T), \"#CBD5DD\"), # ground far\n", " (\n", " _box(-_GND, -(_w / 2 + _g), -_Y / 2, _Y / 2, 0, PAD_T),\n", " \"#CBD5DD\",\n", " ), # ground near\n", " ]\n", " _cols = {\n", " 31: (0, PAD_T, \"#E8912B\"), # landing pads\n", " 32: (PAD_T, POST_TOP, \"#8FB8EC\"), # support posts\n", " 30: (POST_TOP, POST_TOP + SPAN_T, \"#2F6FB2\"),\n", " } # elevated span\n", " _ordr = {31: 0, 32: 1, 30: 2}\n", " for _, _row in sorted(\n", " _ab.qgeometry_table(\"poly\").iterrows(), key=lambda r: _ordr[int(r[1][\"layer\"])]\n", " ):\n", " _z0, _z1, _c = _cols[int(_row[\"layer\"])]\n", " _x0, _y0, _x1, _y1 = (v * 1e3 for v in _row[\"geometry\"].bounds)\n", " _meshes.append((_box(_x0, _x1, _y0, _y1, _z0, _z1), _c))\n", "\n", " pl = pv.Plotter(\n", " off_screen=True, shape=(2, 2), window_size=(1400, 1050), border=False\n", " )\n", "\n", " def _populate():\n", " for _m, _c in _meshes:\n", " pl.add_mesh(\n", " _m,\n", " color=_c,\n", " show_edges=True,\n", " edge_color=\"#333333\",\n", " line_width=1,\n", " ambient=0.35,\n", " diffuse=0.7,\n", " specular=0.15,\n", " )\n", " pl.set_background(\"white\")\n", "\n", " _titles = [\"top\", \"front — along the CPW\", \"side — across the CPW\", \"isometric\"]\n", " _setters = [\"view_xy\", \"view_xz\", \"view_yz\", \"view_isometric\"]\n", " for _i, (_r, _cc) in enumerate([(0, 0), (0, 1), (1, 0), (1, 1)]):\n", " pl.subplot(_r, _cc)\n", " _populate()\n", " getattr(pl, _setters[_i])()\n", " if _setters[_i] == \"view_isometric\":\n", " pl.camera.azimuth = 20\n", " pl.camera.elevation = 12\n", " pl.add_legend(\n", " labels=[\n", " [\"landing pads (L31)\", \"#E8912B\"],\n", " [\"support posts (L32)\", \"#8FB8EC\"],\n", " [\"elevated span (L30)\", \"#2F6FB2\"],\n", " [\"CPW centre trace\", \"#6E8494\"],\n", " [\"ground plane\", \"#CBD5DD\"],\n", " ],\n", " bcolor=\"white\",\n", " size=(0.32, 0.26),\n", " loc=\"lower right\",\n", " face=\"r\",\n", " )\n", " pl.add_text(_titles[_i], position=\"upper_left\", font_size=11, color=\"#222222\")\n", " pl.camera.zoom(1.6 if _setters[_i] == \"view_yz\" else 1.3)\n", " pl.subplot(1, 0)\n", " pl.add_text(\"z exaggerated x3\", position=\"lower_left\", font_size=9, color=\"#888888\")\n", "\n", " _img = pl.screenshot(return_img=True)\n", " pl.close()\n", " fig, _axp = plt.subplots(figsize=(13, 9.7))\n", " _axp.imshow(_img)\n", " _axp.axis(\"off\")\n", " fig\n", "except Exception as _exc: # pragma: no cover - depends on optional pyvista + GL\n", " print(\"PyVista 3D render unavailable:\", _exc)\n", " print(\n", " \"Install it with `pip install pyvista` and ensure an OpenGL/OSMesa/Xvfb backend,\"\n", " )\n", " print(\"then re-run this cell to render the airbridge in true 3D.\")" ] }, { "cell_type": "markdown", "id": "7fb27b941602401d91542211134fc71a", "metadata": {}, "source": [ "### A whole row, in 3D\n", "\n", "And the payoff: `route_airbridges` drops a bridge every `pitch` along the\n", "trace, so a real device is crossed by a *row* of these elevated spans tying\n", "the ground plane together. Here is that CPW rendered in true 3D:" ] }, { "cell_type": "code", "execution_count": null, "id": "acae54e37e7d407bbb7b55eff062a284", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# The whole story in 3D: a CPW crossed by a row of airbridges, each an elevated\n", "# span on two support posts tying the ground planes together. Rendered with\n", "# PyVista (VTK) from the real auto-placed geometry (route_airbridges +\n", "# apply_airbridge_layer_stack); z is exaggerated x3 for visibility. Needs\n", "# `pip install pyvista` and an OpenGL backend — the tutorial ships the image.\n", "try:\n", " import pyvista as pv\n", " from qiskit_metal import Dict\n", " from qiskit_metal.designs.design_multiplanar import MultiPlanar\n", " from qiskit_metal.qlibrary.terminations.open_to_ground import OpenToGround\n", " from qiskit_metal.qlibrary.tlines.straight_path import RouteStraight\n", " from qiskit_metal.qlibrary.tlines.airbridge import (\n", " Airbridge,\n", " route_airbridges,\n", " apply_airbridge_layer_stack,\n", " )\n", "\n", " _hd = MultiPlanar()\n", " _hd.overwrite_enabled = True\n", " OpenToGround(_hd, \"A\", options=dict(pos_x=\"-0.32mm\", orientation=\"0\"))\n", " OpenToGround(_hd, \"B\", options=dict(pos_x=\"0.32mm\", orientation=\"180\"))\n", " _hcpw = RouteStraight(\n", " _hd,\n", " \"cpw\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"A\", pin=\"open\"),\n", " end_pin=Dict(component=\"B\", pin=\"open\"),\n", " ),\n", " trace_width=\"10um\",\n", " trace_gap=\"6um\",\n", " ),\n", " )\n", " _hd.rebuild()\n", " route_airbridges(_hd, _hcpw, pitch=\"0.22mm\", min_spacing=\"30um\", enable_posts=True)\n", " _hd.rebuild()\n", " apply_airbridge_layer_stack(_hd, bridge_z_coord=\"3um\", include_posts=True)\n", "\n", " PAD_T, POST_TOP, SPAN_T, ZEX = 0.2, 3.0, 0.3, 3.0\n", " _hcol = {31: \"#E8912B\", 32: \"#8FB8EC\", 30: \"#2F6FB2\"}\n", " _hzb = {31: (0, PAD_T), 32: (PAD_T, POST_TOP), 30: (POST_TOP, POST_TOP + SPAN_T)}\n", " _hord = {31: 0, 32: 1, 30: 2}\n", "\n", " def _hbox(x0, x1, y0, y1, z0, z1):\n", " return pv.Box(bounds=(x0, x1, y0, y1, z0 * ZEX, z1 * ZEX))\n", "\n", " hpl = pv.Plotter(off_screen=True, window_size=(1400, 620), border=False)\n", " hpl.set_background(\"white\")\n", " _L, _w, _g = 640, 10.0, 6.0\n", " hpl.add_mesh(_hbox(-_L / 2, _L / 2, -_w / 2, _w / 2, 0, PAD_T), color=\"#6E8494\")\n", " for _lo, _hi in [\n", " (_w / 2 + _g, _w / 2 + _g + 18),\n", " (-(_w / 2 + _g + 18), -(_w / 2 + _g)),\n", " ]:\n", " hpl.add_mesh(_hbox(-_L / 2, _L / 2, _lo, _hi, 0, PAD_T), color=\"#CBD5DD\")\n", " _hrows = []\n", " for _cn, _c in _hd.components.items():\n", " if isinstance(_c, Airbridge):\n", " for _, _r in _c.qgeometry_table(\"poly\").iterrows():\n", " _hrows.append((int(_r[\"layer\"]), _r[\"geometry\"].bounds))\n", " for _layer, _b in sorted(_hrows, key=lambda r: _hord[r[0]]):\n", " _z0, _z1 = _hzb[_layer]\n", " _x0, _y0, _x1, _y1 = (v * 1e3 for v in _b)\n", " hpl.add_mesh(\n", " _hbox(_x0, _x1, _y0, _y1, _z0, _z1),\n", " color=_hcol[_layer],\n", " show_edges=True,\n", " edge_color=\"#333333\",\n", " line_width=1,\n", " ambient=0.35,\n", " diffuse=0.72,\n", " specular=0.15,\n", " )\n", " hpl.enable_depth_peeling()\n", " hpl.view_isometric()\n", " hpl.camera.azimuth = 22\n", " hpl.camera.elevation = 18\n", " hpl.camera.zoom(1.7)\n", " _himg = hpl.screenshot(return_img=True)\n", " hpl.close()\n", " # crop the surrounding white so the strip fills the frame\n", " _mask = (_himg < 250).any(axis=2)\n", " _ys, _xs = _mask.any(axis=1), _mask.any(axis=0)\n", " _y0, _y1 = _ys.argmax(), len(_ys) - _ys[::-1].argmax()\n", " _x0, _x1 = _xs.argmax(), len(_xs) - _xs[::-1].argmax()\n", " _himg = _himg[max(_y0 - 8, 0) : _y1 + 8, max(_x0 - 8, 0) : _x1 + 8]\n", " fig, _hax = plt.subplots(figsize=(12, 12 * _himg.shape[0] / _himg.shape[1]))\n", " _hax.imshow(_himg)\n", " _hax.axis(\"off\")\n", " fig\n", "except Exception as _exc: # pragma: no cover - optional pyvista + GL\n", " print(\"PyVista 3D render unavailable:\", _exc)\n", " print(\n", " \"Install `pip install pyvista` with an OpenGL/OSMesa/Xvfb backend to render it.\"\n", " )" ] }, { "cell_type": "markdown", "id": "ab-closing", "metadata": {}, "source": [ "That's the airbridge workflow: place them (individually or automatically),\n", "see them in `qm.view`, and export. Design-of-record and roadmap (including the\n", "experimental 3D/Ansys span) are tracked in issue #1138." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.15" } }, "nbformat": 4, "nbformat_minor": 5 }