From e4de33303bf76a6c39280c561efb6f1455aae02a Mon Sep 17 00:00:00 2001 From: Simon Dorrer Date: Tue, 14 Apr 2026 22:08:56 +0200 Subject: [PATCH] submission of SPARX by JKU --- .../SPARX_JKU_VLSI2026.html | 11618 ++++++++++++++++ .../SPARX_JKU_VLSI2026.ipynb | 5838 ++++++++ .../SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.pdf | Bin 0 -> 4132609 bytes 3 files changed, 17456 insertions(+) create mode 100644 VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.html create mode 100644 VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.ipynb create mode 100644 VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.pdf diff --git a/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.html b/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.html new file mode 100644 index 000000000..efea17ff5 --- /dev/null +++ b/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.html @@ -0,0 +1,11618 @@ + + + + + +SPARX_JKU_VLSI2026 + + + + + + + + + + + + +
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+ + diff --git a/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.ipynb b/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.ipynb new file mode 100644 index 000000000..ad6d9a361 --- /dev/null +++ b/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.ipynb @@ -0,0 +1,5838 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "3a305729", + "metadata": {}, + "source": [ + "# SPARX: An Automated, Programmatically Generated Frequency-Scalable Six-Port Receiver in 130-nm CMOS\n", + "\n", + "**Authors:** David Kellerer-Pirklbauer, Simon Dorrer, and Harald Pretl\n", + "\n", + "**Institute:** Institute for Integrated Circuits and Quantum Computing, Johannes Kepler University (JKU), Linz, Austria\n", + "\n", + "**Email:** {david.kellerer-pirklbauer, simon.dorrer, harald.pretl}@jku.at\n", + "\n", + "**Index Terms:** Branch-line coupler, frequency-scalable layout, GDSFactory, Hairpin coupled-line bandpass filter, IHP-Open-PDK, mmWave, open-source EDA, power detector, programmatic layout, Schottky barrier diode, six-port receiver, Wilkinson power divider." + ] + }, + { + "cell_type": "markdown", + "id": "fe7ed9a4", + "metadata": {}, + "source": [ + "# Project Description\n", + "\n", + "In this notebook, a tapeout-ready frequency-scalable mmWave six-port receiver is programmatically generated in Python using GDSFactory and the 130-nm IHP-Open-PDK with CMOS-only devices. **SPARX** stands for **S**ix-**P**ort **A**utomated Receiver (**RX**).\n", + "\n", + "The goal of this project was to integrate the IHP-Open-PDK and self-made RF devices into GDSFactory to test its limits with an actual tapeout. During development, we pushed the design toward full frequency scalability, so changing the target frequency in the notebook automatically resizes the full RF layout.\n", + "\n", + "The receiver consists of three branch-line couplers, a hairpin coupled-line bandpass filter, a Wilkinson power divider, and a power detector utilizing Schottky barrier diodes (SBDs)." + ] + }, + { + "cell_type": "markdown", + "id": "b4c5eee6", + "metadata": {}, + "source": [ + "# Block Diagram\n", + "\n", + "The following block diagram visualizes the mmWave six-port receiver design." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "483fab65", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Cloning into '/tmp/repo'...\n", + "remote: Enumerating objects: 40, done.\u001b[K\n", + "remote: Counting objects: 100% (40/40), done.\u001b[K\n", + "remote: Compressing objects: 100% (31/31), done.\u001b[K\n", + "remote: Total 40 (delta 0), reused 33 (delta 0), pack-reused 0 (from 0)\u001b[K\n", + "Receiving objects: 100% (40/40), 5.95 KiB | 5.95 MiB/s, done.\n", + "remote: Enumerating objects: 6, done.\u001b[K\n", + "remote: Counting objects: 100% (6/6), done.\u001b[K\n", + "remote: Compressing objects: 100% (6/6), done.\u001b[K\n", + "remote: Total 6 (delta 0), reused 2 (delta 0), pack-reused 0 (from 0)\u001b[K\n", + "Receiving objects: 100% (6/6), 12.73 KiB | 210.00 KiB/s, done.\n", + "remote: Enumerating objects: 11, done.\u001b[K\n", + "remote: Counting objects: 100% (11/11), done.\u001b[K\n", + "remote: Compressing objects: 100% (11/11), done.\u001b[K\n", + "remote: Total 11 (delta 0), reused 8 (delta 0), pack-reused 0 (from 0)\u001b[K\n", + "Receiving objects: 100% (11/11), 18.60 MiB | 4.56 MiB/s, done.\n", + "Updating files: 100% (11/11), done.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "width": 576 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# download all necessary assets\n", + "! git clone --depth 1 --filter=blob:none --sparse https://github.com/iic-jku/SG13G2_SPARX.git /tmp/repo\n", + "! cd /tmp/repo && git sparse-checkout set sscs-ose-code-a-chip/assets\n", + "! mv /tmp/repo/sscs-ose-code-a-chip/assets /tmp/assets\n", + "! rm -rf /tmp/repo\n", + "\n", + "from IPython.display import Image, display\n", + "display(Image(filename=\"/tmp/assets/sparx_blockdiagram.png\", width=576))" + ] + }, + { + "cell_type": "markdown", + "id": "092c8df5", + "metadata": {}, + "source": [ + "# Video Demonstration\n", + "\n", + "In the following video, the generation of six-port receivers from 60 GHz to 300 GHz in under one minute is demonstrated.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6bfcf6f4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from IPython.display import Video, display\n", + "display(Video(filename=\"/tmp/assets/sparx_gen_60ghz_to_300ghz.mp4\", embed=True, mimetype=\"video/mp4\", width=1024))" + ] + }, + { + "cell_type": "markdown", + "id": "e7c5b57c", + "metadata": {}, + "source": [ + "# References\n", + "To understand the principle of six-port receivers and their architectures, it is recommended to read the following references:\n", + "- A. Koelpin, G. Vinci, B. Laemmle, D. Kissinger and R. Weigel, \"The Six-Port in Modern Society,\" in IEEE Microwave Magazine, vol. 11, no. 7, pp. 35-43, Dec. 2010, doi: 10.1109/MMM.2010.938584: https://ieeexplore.ieee.org/document/5590352\n", + "- T. Hentschel, \"The six-port as a communications receiver,\" in IEEE Transactions on Microwave Theory and Techniques, vol. 53, no. 3, pp. 1039-1047, March 2005, doi: 10.1109/TMTT.2005.843507: https://ieeexplore.ieee.org/document/1406309\n", + "- M. Mailand, \"System Analysis of Six-Port-Based RF-Receivers,\" in IEEE Transactions on Circuits and Systems I: Regular Papers, vol. 65, no. 1, pp. 319-330, Jan. 2018, doi: 10.1109/TCSI.2017.2734922: https://ieeexplore.ieee.org/document/8011483" + ] + }, + { + "cell_type": "markdown", + "id": "589f57c7", + "metadata": {}, + "source": [ + "# Requirements\n", + "\n", + "To build this six-port receiver, the following tools and their respective dependencies are required:\n", + "- GDSFactory: https://github.com/gdsfactory/gdsfactory\n", + "- Updated IHP-Open-PDK GDSFactory version: https://github.com/iic-jku/IHP\n", + "- IHP-Open-PDK: https://github.com/iic-jku/IHP-Open-PDK\n", + "\n", + "The updated IHP-Open-PDK GDSFactory version contains all self-made RF devices and wraps existing PCells provided by the IHP-Open-PDK, allowing them to be used directly within the GDSFactory framework. We choose this approach because it requires very little maintenance. If IHP changes the layout of a cell, no wrapper update is necessary. Only interface changes to a PCell function require updates on our side.\n", + "\n", + "> **Note:** This notebook only demonstrates the layout generation of the six-port receiver. For the full design flow, refer to the [official SPARX GitHub repository](https://github.com/iic-jku/SG13G2_SPARX), which includes S-parameter simulation of the passive RF structures with AWS Palace, a complete LVS, DRC, and RCX verification flow using KLayout, Magic, and Netgen, and SBD-based power detector design in Xschem with ngspice and VACASK simulation. The entire flow is controlled by a Makefile. Simply install the [IIC-OSIC-TOOLS](https://github.com/iic-jku/IIC-OSIC-TOOLS) container from JKU, clone the repository and run `make all` to build and verify the six-port receiver at any target frequency." + ] + }, + { + "cell_type": "markdown", + "id": "e0490d95", + "metadata": {}, + "source": [ + "**Installation of IHP-Open-PDK GDSFactory version:**\n", + "\n", + "First, our GDSFactory integration of the IHP-Open-PDK is cloned and installed. This IHP-Open-PDK version contains all self-made RF devices and wraps existing PCells provided by the IHP-Open-PDK, allowing them to be used directly within the GDSFactory framework. We choose this approach because it requires very little maintenance. If IHP changes the layout of a cell, no wrapper update is necessary. Only interface changes to a PCell function require updates on our side.\n", + "\n", + "Running `pip install -q $IHP_DIR` installs the required Python dependencies automatically." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bb63ac81", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "env: PDK_ROOT=/tmp/pdks\n", + "env: IHP_DIR=/tmp/ihp\n", + "Note: you may need to restart the kernel to use updated packages.\n", + "Requirement already satisfied: ziamath in /foss/designs/designs/SG13G2_SPARX160/.venv/lib/python3.12/site-packages (0.13)\n", + "Requirement already satisfied: schemdraw[svgmath] in /foss/designs/designs/SG13G2_SPARX160/.venv/lib/python3.12/site-packages (0.22)\n", + "Requirement already satisfied: ziafont>=0.10 in /foss/designs/designs/SG13G2_SPARX160/.venv/lib/python3.12/site-packages (from schemdraw[svgmath]) (0.11)\n", + "Requirement already satisfied: latex2mathml in /foss/designs/designs/SG13G2_SPARX160/.venv/lib/python3.12/site-packages (from schemdraw[svgmath]) (3.80.0)\n", + "Note: you may need to restart the kernel to use updated packages.\n" + ] + } + ], + "source": [ + "%env PDK_ROOT=/tmp/pdks\n", + "%env IHP_DIR=/tmp/ihp\n", + "! rm -rf $IHP_DIR && git clone -q --depth 1 -b IHP-TO https://github.com/iic-jku/IHP.git $IHP_DIR\n", + "! find $IHP_DIR -name '*.py' -type f -exec sed -i.bak \"s|/foss/pdks|$PDK_ROOT|g\" {} + && find $IHP_DIR -name '*.bak' -delete\n", + "%pip install -q $IHP_DIR\n", + "%pip install --upgrade \"schemdraw[svgmath]\" ziamath" + ] + }, + { + "cell_type": "markdown", + "id": "fd01a657", + "metadata": {}, + "source": [ + "**Installation of IHP-Open-PDK:**\n", + "\n", + "Next, the IHP-Open-PDK itself is cloned and placed in the correct folder. The IHP-Open-PDK provides the technology files required for layout generation." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b8b56364", + "metadata": {}, + "outputs": [], + "source": [ + "! rm -rf $PDK_ROOT && mkdir -p $PDK_ROOT\n", + "! git clone -q --depth 1 https://github.com/iic-jku/IHP-Open-PDK.git $PDK_ROOT\n", + "! cd $PDK_ROOT && git checkout dev -q && git submodule update -q --init --recursive" + ] + }, + { + "cell_type": "markdown", + "id": "a836bbbd", + "metadata": {}, + "source": [ + "**Import of Python Modules:**" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2ee5e9ac", + "metadata": {}, + "outputs": [], + "source": [ + "import gdsfactory as gf\n", + "import ihp\n", + "from pathlib import Path\n", + "import scipy\n", + "from math import sqrt\n", + "import klayout.db as kdb\n", + "\n", + "ihp.PDK.activate()" + ] + }, + { + "cell_type": "markdown", + "id": "8532ba84", + "metadata": {}, + "source": [ + "# Power Detector Design based on Schottky Barrier Diodes\n", + "\n", + "**Circuit Operation:**\n", + "- **R1** provides a 50 Ω input termination.\n", + "- **C1** ac-couples the RF + LO signal to the demodulating SBD **D1** and is implemented as a MIM capacitor.\n", + "- **M3 (= 10 M1) – M4 (= 10 M2)** and **R2** form a transimpedance amplifier (TIA) that delivers a buffered voltage output.\n", + "- **M1–M2**, **D2 (= D1)**, and **R4 (= R2) – R5 (= R1)** implement a replica bias. With this replica circuit, it is now possible to measure the demodulated output signal differentially.\n", + "- **C2-C4** are MIM capacitor arrays that provide proper decoupling of the supply rail and bias voltages (not shown in the schematic).\n", + "\n", + "**Layout Considerations:**\n", + "- Minimize RF input parasitics (R, L, C):\n", + " - Route TopMetal2 directly down to the top plate (TopMetal1) of C1with a VIA.\n", + " - Use a VIA-stack from the bottom plate (Metal5) of C1 directly down to the SBD.\n", + "- Apply **Metal5 no-fill regions** to reduce parasitic capacitance.\n", + "- Match components of the main and replica paths.\n", + "- **C2–C4** values may be adapted to layout requirements, provided they remain large enough for sufficient supply-rail decoupling.\n", + "\n", + "> In the following code block, the SBD-based power detector (PD) is defined as a standalone `@gf.cell` function. This modular approach enables the same detector design to be reused across all four output channels." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a83ccbb0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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elm.Capacitor().right().label(r'$C_\\mathrm{1}$', loc='top', ofst=0.15)\n", + " elm.Line().right().length(1.0)\n", + " node_rfin_int = elm.Dot().label(r'$1.128\\,\\mathrm{V}$', loc='bottom', ofst=0.15)\n", + " elm.Line().right().length(1.0)\n", + " D1 = elm.Schottky().right().label(r'$D_\\mathrm{1}$', loc='top', ofst=0.15)\n", + " elm.Line().right().length(1.0)\n", + " node_bb_int = elm.Dot().label(r'$0.756\\,\\mathrm{V}$', loc='bottom', ofst=(-0.75, -0.15))\n", + "\n", + " # R1, R3, VDD\n", + " elm.Line().at(node_rfin_int.end).up().length(1.0)\n", + " R1 = elm.Resistor().up().label(r'$R_\\mathrm{1}$', loc='top', ofst=0.15)\n", + " node_bias1 = elm.Line().up().length(1.0).dot().label(r'$1.129\\,\\mathrm{V}$', loc='right', ofst=0.15)\n", + " elm.Line().left().length(0.5)\n", + " R3 = elm.Resistor().left().label(r'$R_\\mathrm{3}$', loc='top', ofst=0.15)\n", + " elm.Line().left().length(0.5)\n", + " node_vdd = elm.Line().up().length(1.5).dot()\n", + " elm.Dot().label(r'$1.5\\,\\mathrm{V}$', loc='top', ofst=0.15)\n", + " elm.Line().left().tox(Vrf.start)\n", + " vdd = elm.Dot(open=True).label(r'$V_\\mathrm{DD}$', loc='left', ofst=0.15)\n", + "\n", + " # M3, M4, R2, VSS\n", + " elm.Line().at(node_bb_int.end).right().length(0.5)\n", + " R2 = elm.Resistor().right().label(r'$R_\\mathrm{2}$', loc='top', ofst=0.15)\n", + " elm.Line().right().length(0.5)\n", + " node_vout = elm.Dot().label(r'$0.730\\,\\mathrm{V}$', loc='bottom', ofst=(0.85, -0.15))\n", + " elm.Line().down().length(1.0)\n", + " M3 = elm.AnalogNFet(offset_gate=False).anchor('drain').theta(0).label(r'$10\\,M_\\mathrm{1}$', loc='right', ofst=0.15).reverse()\n", + " elm.Line().at(M3.source).down().length(1.0)\n", + " elm.Dot().label(r'$4\\,\\mathrm{mA}$', loc='bottom', ofst=0.15)\n", + " elm.Line().left().tox(Vrf.start)\n", + " vss = elm.Dot(open=True).label(r'$V_\\mathrm{SS}$', loc='left', ofst=0.15)\n", + " elm.Line().at(M3.gate).left().tox(node_bb_int.end)\n", + " elm.Line().up().toy(node_bb_int.end)\n", + " elm.Line().at(node_vout.end).up().length(1.0)\n", + " M4 = elm.AnalogPFet(offset_gate=False).anchor('drain').theta(0).label(r'$10\\,M_\\mathrm{2}$', loc='right', ofst=0.15).reverse()\n", + " elm.Line().at(M4.source).up().toy(node_vdd.end).dot()\n", + " elm.Line().left().tox(node_vdd.end)\n", + " elm.Line().at(M4.gate).left().tox(node_bb_int.end)\n", + " elm.Line().down().toy(node_bb_int.end)\n", + " elm.Line().at(node_vout.end).right().length(2.0)\n", + " Vout = elm.Dot(open=True).label(r'$V_\\mathrm{out}$', loc='right', ofst=0.15)\n", + "\n", + " # Replica Circuit: R5, D2, R4, M1, M2 \n", + " elm.Line().at(node_bias1.end).right().length(21.0)\n", + " elm.Line().down().length(1.0)\n", + " R5 = elm.Resistor().down().label(r'$R_\\mathrm{1}$', loc='top', ofst=0.15)\n", + " elm.Line().down().length(1.0)\n", + " elm.Line().left().length(1.0)\n", + " D2 = elm.Schottky().left().label(r'$D_\\mathrm{1}$', loc='top', ofst=0.15)\n", + " elm.Line().left().length(1.0)\n", + " node_bias2 = elm.Dot().label(r'$0.761\\,\\mathrm{V}$', loc='bottom', ofst=(0.85, -0.15))\n", + " elm.Line().at(node_bias2.end).left().length(0.5)\n", + " R4 = elm.Resistor().left().label(r'$R_\\mathrm{2}$', loc='top', ofst=0.15)\n", + " elm.Line().left().length(0.5)\n", + " node_vref = elm.Dot().label(r'$0.737\\,\\mathrm{V}$', loc='bottom', ofst=(-0.75, -0.15))\n", + " elm.Line().down().length(1.0)\n", + " M1 = elm.AnalogNFet(offset_gate=False).anchor('drain').theta(0).label(r'$M_\\mathrm{1}$', loc='left', ofst=0.15)\n", + " elm.Line().at(M1.source).down().toy(vss.end).label(r'$400\\,\\mu\\mathrm{A}$', loc='left', ofst=0.15)\n", + " elm.Line().left().tox(node_vout.end)\n", + " elm.Line().at(M1.gate).right().tox(node_bias2.end)\n", + " elm.Line().up().toy(node_bias2.end)\n", + " elm.Line().at(node_vref.end).up().length(1.0)\n", + " M2 = elm.AnalogPFet(offset_gate=False).anchor('drain').theta(0).label(r'$M_\\mathrm{2}$', loc='left', ofst=0.15)\n", + " elm.Line().at(M2.source).up().toy(node_vdd.end)\n", + " elm.Line().left().tox(node_vout.end)\n", + " elm.Line().at(M2.gate).right().tox(node_bias2.end)\n", + " elm.Line().down().toy(node_bias2.end)\n", + " elm.Line().at(node_vref.end).left().length(2.0)\n", + " Vref = elm.Dot(open=True).label(r'$V_\\mathrm{ref}$', loc='left', ofst=0.15)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "37cabef8", + "metadata": {}, + "outputs": [], + "source": [ + "@gf.cell\n", + "def powdet_sbd() -> gf.Component:\n", + " c = gf.Component(\"powdet_sbd\")\n", + " \n", + " # via from rfin on TM2 to C1 on TM1\n", + " via_TM1_TM2 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal2\",\n", + " bottom_layer=\"TopMetal1\",\n", + " vt2_columns=4,\n", + " vt2_rows=3,\n", + " )\n", + " via_TM1_TM2.ports[\"bottom\"].orientation = 0\n", + " via_TM1_TM2_ref = c.add_ref(via_TM1_TM2)\n", + " # reference cmim capacitor and connect to via\n", + " cmim = ihp.cells.cmim(width=10, length=10)\n", + " C1_ref = c.add_ref(cmim)\n", + " C1_ref.connect(\"T\", via_TM1_TM2_ref.ports[\"bottom\"], allow_width_mismatch=True)\n", + " c.add_label(text=\"rfin\", layer=ihp.tech.LAYER.TopMetal2text, position=via_TM1_TM2_ref.ports[\"top\"].center)\n", + " pin_marker_rfin = c.add_ref(gf.components.rectangle(layer=ihp.tech.LAYER.TopMetal2pin, size=(0.5,0.5)))\n", + " pin_marker_rfin.center = via_TM1_TM2_ref.ports[\"top\"].center\n", + " \n", + " # via cell from Metal2 to Metal5\n", + " via_M2_M5 = ihp.cells.via_stack(\n", + " top_layer=\"Metal5\",\n", + " bottom_layer=\"Metal2\",\n", + " vn_columns=6,\n", + " vn_rows=3,\n", + " )\n", + " \n", + " # via from CMIM C1 to XQ1\n", + " via_M2_M5.ports[\"top\"].orientation = 0\n", + " via_M2_M5_ref = c.add_ref(via_M2_M5)\n", + " via_M2_M5_ref.connect(\"top\", C1_ref.ports[\"B\"], allow_width_mismatch=True)\n", + " \n", + " # create D1 and connect to rfin via C1 and the vias\n", + " schottky = ihp.cells.schottky()\n", + " schottky.locked = False\n", + " schottky.add_label(text=\"schottky_nbl1\", layer=ihp.tech.LAYER.TEXTdrawing)\n", + "\n", + " D1_ref = c.add_ref(schottky)\n", + " D1_ref.connect(\"e4\", via_M2_M5_ref.ports[\"bottom\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " # create D2 and place nearby D1 for better matching\n", + " D2_ref = c.add_ref(schottky)\n", + " D2_ref.ymin = D1_ref.ymin\n", + " D2_ref.xmin = D1_ref.xmax \n", + " \n", + " # create capasitor array for cap 2\n", + " C2 = gf.Component(\"C2\")\n", + " cmim = ihp.cells.cmim(width=10, length=10)\n", + " cap_connection_thickness = 4 # thickness of the metal connection between caps, adjust as needed\n", + "\n", + " # create the array of cmim capacitors for C2 with column pitch of 0.52 + 11.2 to fit the required spacing for TM1 and the size of the caps\n", + " spacing_between_caps = 0.52\n", + " top_row = C2.add_ref(gf.components.array(component=cmim, columns=6, rows=1, column_pitch= spacing_between_caps + 11.2))\n", + " \n", + " middle_row = C2.add_ref(gf.components.array(component=cmim, columns=6, rows=1, column_pitch= spacing_between_caps + 11.2))\n", + " bottom_row = C2.add_ref(gf.components.array(component=cmim, columns=6, rows=3, column_pitch= spacing_between_caps + 11.2, row_pitch= -(spacing_between_caps + 11.2)))\n", + " top_row.ymin = middle_row.ymax + spacing_between_caps # min spacing according to design rules 5.17\n", + " bottom_row.ymax = middle_row.ymin - spacing_between_caps # min spacing according to design rules 5.17\n", + " C2.add_ports(top_row.ports, prefix=\"TR_\")\n", + " C2.add_ports(middle_row.ports, prefix=\"MR_\")\n", + " C2.add_ports(bottom_row.ports, prefix=\"BR_\")\n", + " \n", + " C2.add_label(text=\"vss\", layer=ihp.tech.LAYER.Metal5text, position=C2.ports[\"BR_T_1_1\"].center)\n", + " pin_marker_vss = C2.add_ref(gf.components.rectangle(layer=ihp.tech.LAYER.Metal5pin, size=(0.5,0.5)))\n", + " pin_marker_vss.center = C2.ports[\"BR_T_1_1\"].center\n", + " # orient the outer most port of top and bottom row to look inward to make a horizontal connection between each cap\n", + "\n", + " C2.ports[\"TR_T_1_1\"].orientation = 0\n", + " C2.ports[\"TR_B_1_1\"].orientation = 0\n", + " C2.ports[\"MR_T_1_1\"].orientation = 0\n", + " C2.ports[\"MR_B_1_1\"].orientation = 0\n", + " C2.ports[\"BR_T_1_1\"].orientation = 0\n", + " C2.ports[\"BR_B_1_1\"].orientation = 0\n", + " C2.ports[\"BR_T_2_1\"].orientation = 0\n", + " C2.ports[\"BR_B_2_1\"].orientation = 0\n", + " C2.ports[\"BR_T_3_1\"].orientation = 0\n", + " C2.ports[\"BR_B_3_1\"].orientation = 0\n", + "\n", + " C2.ports[\"TR_T_1_6\"].orientation = 180\n", + " C2.ports[\"TR_B_1_6\"].orientation = 180\n", + " C2.ports[\"MR_T_1_6\"].orientation = 180\n", + " C2.ports[\"MR_B_1_6\"].orientation = 180\n", + " C2.ports[\"BR_T_1_6\"].orientation = 180\n", + " C2.ports[\"BR_B_1_6\"].orientation = 180\n", + " C2.ports[\"BR_T_2_6\"].orientation = 180\n", + " C2.ports[\"BR_B_2_6\"].orientation = 180\n", + " C2.ports[\"BR_T_3_6\"].orientation = 180\n", + " C2.ports[\"BR_B_3_6\"].orientation = 180\n", + " \n", + " C2_connection_T = gf.routing.route_bundle_electrical(\n", + " component=C2,\n", + " ports1=[C2.ports[\"TR_T_1_1\"],C2.ports[\"BR_T_2_1\"],C2.ports[\"BR_T_3_1\"], C2.ports[\"MR_T_1_1\"], C2.ports[\"BR_T_1_1\"]],\n", + " ports2=[C2.ports[\"TR_T_1_6\"],C2.ports[\"BR_T_2_6\"],C2.ports[\"BR_T_3_6\"], C2.ports[\"MR_T_1_6\"], C2.ports[\"BR_T_1_6\"]],\n", + " route_width=cap_connection_thickness, \n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " C2_connection_B = gf.routing.route_bundle_electrical(\n", + " component=C2,\n", + " ports1=[C2.ports[\"TR_B_1_1\"],C2.ports[\"BR_B_2_1\"],C2.ports[\"BR_B_3_1\"], C2.ports[\"MR_B_1_1\"], C2.ports[\"BR_B_1_1\"]],\n", + " ports2=[C2.ports[\"TR_B_1_6\"],C2.ports[\"BR_B_2_6\"],C2.ports[\"BR_B_3_6\"], C2.ports[\"MR_B_1_6\"], C2.ports[\"BR_B_1_6\"]],\n", + " route_width=cap_connection_thickness, # min width for metal1\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # orient top row ports to face downwards to connect to bottom row ports\n", + " ihp.cells.utils.change_port_orientation(C2, [\"TR_T_1_1\", \"TR_T_1_2\", \"TR_T_1_3\", \"TR_T_1_4\", \"TR_T_1_5\", \"TR_T_1_6\"], 270)\n", + " ihp.cells.utils.change_port_orientation(C2, [\"TR_B_1_1\", \"TR_B_1_2\", \"TR_B_1_3\", \"TR_B_1_4\", \"TR_B_1_5\", \"TR_B_1_6\"], 270)\n", + " \n", + " # orient bottom row ports to face downwards to connect to top row ports\n", + " ihp.cells.utils.change_port_orientation(C2, [\"BR_T_3_1\", \"BR_T_3_2\", \"BR_T_3_3\", \"BR_T_3_4\", \"BR_T_3_5\", \"BR_T_3_6\"], 90)\n", + " ihp.cells.utils.change_port_orientation(C2, [\"BR_B_3_1\", \"BR_B_3_2\", \"BR_B_3_3\", \"BR_B_3_4\", \"BR_B_3_5\", \"BR_B_3_6\"], 90)\n", + " \n", + " C2_connection_top = gf.routing.route_bundle_electrical(\n", + " component=C2,\n", + " ports1=[C2.ports[\"BR_T_3_1\"], C2.ports[\"BR_T_3_2\"], C2.ports[\"BR_T_3_3\"], C2.ports[\"BR_T_3_4\"], C2.ports[\"BR_T_3_5\"], C2.ports[\"BR_T_3_6\"]],\n", + " ports2=[C2.ports[\"TR_T_1_1\"], C2.ports[\"TR_T_1_2\"], C2.ports[\"TR_T_1_3\"], C2.ports[\"TR_T_1_4\"], C2.ports[\"TR_T_1_5\"], C2.ports[\"TR_T_1_6\"]],\n", + " route_width=cap_connection_thickness, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " C2_connection_bottom = gf.routing.route_bundle_electrical(\n", + " component=C2,\n", + " ports1=[C2.ports[\"BR_B_3_1\"], C2.ports[\"BR_B_3_2\"], C2.ports[\"BR_B_3_3\"], C2.ports[\"BR_B_3_4\"], C2.ports[\"BR_B_3_5\"], C2.ports[\"BR_B_3_6\"]],\n", + " ports2=[C2.ports[\"TR_B_1_1\"], C2.ports[\"TR_B_1_2\"], C2.ports[\"TR_B_1_3\"], C2.ports[\"TR_B_1_4\"], C2.ports[\"TR_B_1_5\"], C2.ports[\"TR_B_1_6\"]],\n", + " route_width=cap_connection_thickness, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # orient top row ports to face upwards to connect the ground plates to the other caps\n", + " ihp.cells.utils.change_port_orientation(C2, [\"TR_B_1_1\", \"TR_B_1_2\", \"TR_B_1_3\", \"TR_B_1_6\"], 90)\n", + " ihp.cells.utils.change_port_orientation(C2, [\"TR_T_1_6\"], 0) # for connection to bias1\n", + " ihp.cells.utils.change_port_orientation(C2, [\"BR_B_3_4\", \"BR_B_3_5\"], 270)\n", + " \n", + " C2_ref = c.add_ref(C2)\n", + " C2_ref.rotate(-90)\n", + " C2_ref.center = C1_ref.center\n", + " C2_ref.ymin = C1_ref.ymax + 10\n", + " C2_ref.xmax = C1_ref.xmax + C1_ref.xsize + 0.52 \n", + " \n", + " ## end of C2 generation\n", + " \n", + " r_sil = ihp.cells.rsil(\n", + " width=0.5, \n", + " length=2.5)\n", + " \n", + " # let the ports of XR1 and XR5 face each other for easier routing \n", + " r_sil.ports[\"e2\"].orientation = 0\n", + " XR1_ref = c.add_ref(r_sil.copy())\n", + " \n", + " r_sil.ports[\"e2\"].orientation = 180\n", + " XR5 = r_sil.copy()\n", + " XR5_ref = c.add_ref(XR5)\n", + " \n", + " \n", + " # spacing between D1 and XR1/XR5\n", + " spacing = 1\n", + " XR1_ref.xmax = D1_ref.xmax - 1.88\n", + " XR1_ref.ymax = D1_ref.ymin - spacing\n", + " \n", + " XR5_ref.xmin = D2_ref.xmin + 1.88\n", + " XR5_ref.ymin = XR1_ref.ymin\n", + " \n", + " route_XR1_XR5 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[XR1_ref.ports[\"e2\"]],\n", + " ports2=[XR5_ref.ports[\"e2\"]],\n", + " route_width=0.26, # min width for metal1\n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # via for connection D1 to XR1 and XR5 to D2\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=6,\n", + " vn_rows=2,\n", + " )\n", + " \n", + " # via D1 -> XR1\n", + " via_M1_M2.ports[\"top\"].orientation = 90\n", + " via_M1_M2.ports[\"bottom\"].orientation = 0\n", + " via_M1_M2_ref = c.add_ref(via_M1_M2.copy())\n", + " via_M1_M2_ref.center = D1_ref.center\n", + " via_M1_M2_ref.ymax = D1_ref.ymin\n", + " \n", + " # route from D1 to via\n", + " route = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[D1_ref.ports[\"e4\"]],\n", + " ports2=[via_M1_M2_ref.ports[\"top\"]],\n", + " route_width=max(via_M1_M2_ref.xsize, via_M1_M2_ref.ysize),\n", + " layer=ihp.tech.LAYER.Metal2drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " \n", + " # route from via to XR1\n", + " route = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[via_M1_M2_ref.ports[\"bottom\"]],\n", + " ports2=[XR1_ref.ports[\"e1\"]],\n", + " route_width=min(via_M1_M2_ref.xsize, via_M1_M2_ref.ysize),\n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # connect second diode to input resistors\n", + " # via D2 -> XR5\n", + " via_M1_M2.ports[\"top\"].orientation = 90\n", + " via_M1_M2.ports[\"bottom\"].orientation = 180\n", + " via_M1_M2_ref = c.add_ref(via_M1_M2.copy())\n", + " via_M1_M2_ref.center = D2_ref.center\n", + " via_M1_M2_ref.ymax = D2_ref.ymin\n", + " \n", + " # route from D2 to via\n", + " route = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[D2_ref.ports[\"e4\"]],\n", + " ports2=[via_M1_M2_ref.ports[\"top\"]],\n", + " route_width=max(via_M1_M2_ref.xsize, via_M1_M2_ref.ysize),\n", + " layer=ihp.tech.LAYER.Metal2drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # route from via to XR5\n", + " route = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[via_M1_M2_ref.ports[\"bottom\"]],\n", + " ports2=[XR5_ref.ports[\"e1\"]],\n", + " route_width=min(via_M1_M2_ref.xsize, via_M1_M2_ref.ysize),\n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " \n", + " ## build transimpedance amplifier with the schottky diode as input device \n", + " # M1 nmos and M2 pmos each have 10 gates, M3 and M4 have one gate each, all nmos are placed together and so are the pmos\n", + " ng_mos = 13 # 10 + 1 = 11, plus 2 dummy transistors for better matching\n", + " ng_mos = 24 # 20 + 2 + 2 = 24, M1 + M3 + 2 dummy for nmos, M2 + M4 + 2 dummy for pmos\n", + " width_nmos = 60 # um\n", + " width_pmos = 120 \n", + " \n", + " c_output = gf.Component(\"output_stage\")\n", + " \n", + " M1_3 = ihp.cells.nmos(\n", + " w=width_nmos, \n", + " l=0.13,\n", + " ng=ng_mos,\n", + " guardRingType=\"psub\",\n", + " guardRingDistance=2,\n", + " )\n", + " \n", + " via_gat_M1 = ihp.cells.via_stack(\n", + " top_layer=\"Metal1\",\n", + " bottom_layer=\"GatPoly\",\n", + " vn_columns=1,\n", + " vn_rows=2,\n", + " )\n", + "\n", + " via_gat_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"GatPoly\",\n", + " vn_columns=1,\n", + " vn_rows=3,\n", + " )\n", + " \n", + " via_gat_M3 = ihp.cells.via_stack(\n", + " top_layer=\"Metal3\",\n", + " bottom_layer=\"GatPoly\",\n", + " vn_columns=1,\n", + " vn_rows=3,\n", + " )\n", + " \n", + " M1_3.locked=False\n", + " via_gat_M1.ports[\"bottom\"].orientation = 90\n", + " via_gat_M2.ports[\"bottom\"].orientation = 90\n", + " via_gat_M3.ports[\"bottom\"].orientation = 90\n", + " via_gat_M3.ports[\"top\"].orientation = 270 # turn top port for later connection\n", + " gate_ports = M1_3.get_ports_list(layer=ihp.tech.LAYER.GatPolydrawing)\n", + " gate_straight = ihp.cells.straight(\n", + " length= 2.15,\n", + " cross_section=\"gatpoly_routing\",\n", + " width=0.13 # manual meassure of the heigth of the via\n", + " ) \n", + " gate_via_refs_nmos = []\n", + " for i, p in enumerate(gate_ports):\n", + " if p.name in [\"G_1\", \"G_24\"]: # these gates will be connected to metal1\n", + " gate_via_refs_nmos.append(M1_3.add_ref(via_gat_M2))\n", + " elif p.name in [\"G_12\", \"G_13\"]: # these gates will be connected to metal2\n", + " gate_via_refs_nmos.append(M1_3.add_ref(via_gat_M2))\n", + " else: # all others to metal3\n", + " gate_via_refs_nmos.append(M1_3.add_ref(via_gat_M3))\n", + " gate_straight_ref = M1_3.add_ref(gate_straight)\n", + " gate_straight_ref.connect(\"e1\", M1_3.ports[p.name], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " via_gat_M2_ref = gate_via_refs_nmos[-1]\n", + " via_gat_M2_ref.connect(\"bottom\", gate_straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # connect gates 1 and 24 with metal1 to ground\n", + " via_gat_M2.ports[\"top\"].orientation = 0\n", + " start_point = gate_via_refs_nmos[0].ports[\"top\"].center[0]\n", + " end_point = M1_3.ports[\"DS_29\"].center[0] \n", + " straight_ref = M1_3.add_ref(ihp.cells.straight(\n", + " length=abs(end_point-start_point), \n", + " cross_section=\"metal2_routing\", \n", + " width=1.11 # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.connect(\"e1\", gate_via_refs_nmos[0].ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=3, \n", + " vn_rows=1,\n", + " )\n", + " via_M1_M2_ref = M1_3.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"top\", straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " via_gat_M2.ports[\"top\"].orientation = 180\n", + " straight_ref = M1_3.add_ref(ihp.cells.straight(\n", + " length=abs(end_point-start_point), \n", + " cross_section=\"metal2_routing\", \n", + " width=1.11 # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.connect(\"e1\", gate_via_refs_nmos[23].ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " via_M1_M2_ref = M1_3.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"top\", straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # connect Gates 2-11 and 14-23 (all 20 gates) together with metal3\n", + " start_point = M1_3.ports[\"G_2\"].center\n", + " end_point = M1_3.ports[\"G_23\"].center\n", + " straight_ref = M1_3.add_ref(ihp.cells.straight(\n", + " length=abs(end_point[0]-start_point[0]), \n", + " cross_section=\"metal3_routing\", \n", + " width=max(gate_via_refs_nmos[1].xsize, gate_via_refs_nmos[1].ysize) # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.center = ((start_point[0]+end_point[0])/2, gate_via_refs_nmos[1].center[1]) # align with the via of the first M1 gate\n", + " \n", + " \n", + " # connect Gates 12-13 (2 gates) together with metal2\n", + " start_point = M1_3.ports[\"G_12\"].center\n", + " end_point = M1_3.ports[\"G_13\"].center\n", + " straight_ref = M1_3.add_ref(ihp.cells.straight(\n", + " length=abs(end_point[0]-start_point[0]), \n", + " cross_section=\"metal2_routing\", \n", + " width=0.6 # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.center = ((start_point[0]+end_point[0])/2, gate_via_refs_nmos[11].center[1]) # align with the via of the first M3 gate\n", + " \n", + "\n", + " # connect source to GND\n", + " M1_3_ds_ports = M1_3.get_ports_list(layer=ihp.tech.LAYER.Metal1drawing)\n", + " M1_3_source_ports = []\n", + " M1_3_drain_ports = []\n", + " for i in range(3, len(M1_3_ds_ports)-1): # filter out unwanted ports\n", + " # print(M1_3_ds_ports[i].name)\n", + " if i == 3 or i == len(M1_3_ds_ports)-2 or i % 2 == 0:\n", + " M1_3_source_ports.append(M1_3_ds_ports[i])\n", + " else: \n", + " M1_3_drain_ports.append(M1_3_ds_ports[i])\n", + " \n", + " \n", + " # source ground connection\n", + " source_straight = ihp.cells.straight(\n", + " length= abs(M1_3.ports[\"DS_1\"].center[1] - M1_3.ports[\"DS_27\"].center[1]), # any source port to the the center of the top guardring segment\n", + " cross_section=\"metal2_routing\",\n", + " width=0.26 # manual meassure of the heigth of the via\n", + " )\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=7,\n", + " vn_rows=1,\n", + " )\n", + " via_M1_M2.ports[\"bottom\"].orientation = 0\n", + " via_M1_M2.ports[\"top\"].orientation = 180\n", + " for p in M1_3_source_ports:\n", + " p.orientation = 90 # orient ports to face the top\n", + " via_M1_M2_ref = M1_3.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"bottom\", p, allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " source_straight_ref = M1_3.add_ref(source_straight)\n", + " source_straight_ref.connect(\"e1\", via_M1_M2_ref.ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # connect drains to M3\n", + " via_M1_M4 = ihp.cells.via_stack(\n", + " top_layer=\"Metal4\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=1,\n", + " vn_rows=7,\n", + " )\n", + " \n", + "\n", + " drain_via_refs_nmos = []\n", + " for p in M1_3_drain_ports:\n", + " if p.name in [\"DS_13\"]:\n", + " via_M1_M4_short = ihp.cells.via_stack(\n", + " top_layer=\"Metal4\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=1,\n", + " vn_rows=3,\n", + " )\n", + " via_M1_M4_short.ports[\"top\"].orientation = 270\n", + " drain_via_refs_nmos.append(M1_3.add_ref(via_M1_M4_short))\n", + " drain_via_refs_nmos[-1].center = p.center\n", + " drain_via_refs_nmos[-1].ymax = p.center[1] -0.245 # manual meassurement to align with metal1 below\n", + " else:\n", + " via_M1_M4.ports[\"bottom\"].orientation = 90\n", + " via_M1_M4.ports[\"top\"].orientation = 90\n", + " via_M1_M4_ref = M1_3.add_ref(via_M1_M4)\n", + " via_M1_M4_ref.connect(\"bottom\", p, allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " drain_via_refs_nmos.append(via_M1_M4_ref)\n", + "\n", + "\n", + " # horizontal drain connection for nmos\n", + " straight_drain_connection = ihp.cells.straight(\n", + " length= abs(drain_via_refs_nmos[0].center[0] - drain_via_refs_nmos[-1].center[0]), # any drain via to the the center of the top guardring segment\n", + " cross_section=\"metal4_routing\",\n", + " width=2 # manual meassure of the heigth of the via\n", + " )\n", + " straight_drain_connection_ref = M1_3.add_ref(straight_drain_connection)\n", + " straight_drain_connection_ref.xmin = drain_via_refs_nmos[-1].center[0] \n", + " straight_drain_connection_ref.ymin = drain_via_refs_nmos[-1].center[1]\n", + "\n", + " M1_3.add_ports(gate_via_refs_nmos[17].ports, prefix=\"gate_M1_\")\n", + " M1_3.add_port(name=\"drain_connection_M1\", port=drain_via_refs_nmos[2].ports[\"top\"])\n", + " M1_3.add_port(name=\"drain_connection_M3\", port=drain_via_refs_nmos[5].ports[\"top\"])\n", + " M1_3.add_port(name=\"gate_connection_M3\", center=((gate_via_refs_nmos[11].center[0] + gate_via_refs_nmos[12].center[0]) /2, gate_via_refs_nmos[11].center[1]), cross_section=\"metal2_routing\", orientation=270, port_type=\"electrical\")\n", + " M1_3_ref = c_output.add_ref(M1_3)\n", + " M1_3_ref.move((0,30))\n", + "\n", + " \n", + " M2_4 = ihp.cells.pmos(\n", + " w=width_pmos, \n", + " l=0.13,\n", + " ng=ng_mos,\n", + " guardRingType=\"nwell\",\n", + " guardRingDistance=2,\n", + " )\n", + " \n", + " # connect gates of M2 and M4 together\n", + " \n", + " M2_4.locked=False\n", + " gate_ports = M2_4.get_ports_list(layer=ihp.tech.LAYER.GatPolydrawing)\n", + " gate_straight = ihp.cells.straight(\n", + " length= 3.55,\n", + " cross_section=\"gatpoly_routing\",\n", + " width=0.13 # manual meassure of the heigth of the via\n", + " ) \n", + " gate_via_refs_pmos = []\n", + " for i, p in enumerate(gate_ports):\n", + " p.orientation += 180 # orient gates to face downwards for easier connection to nmos gates\n", + " if p.name in [\"G_1\", \"G_25\"]: # these gates will be connected to metal1\n", + " gate_via_refs_pmos.append(M2_4.add_ref(via_gat_M2))\n", + " elif p.name in [\"G_13\", \"G_14\"]: # these gates will be connected to meta2\n", + " gate_via_refs_pmos.append(M2_4.add_ref(via_gat_M2))\n", + " else: # all others to metal3\n", + " gate_via_refs_pmos.append(M2_4.add_ref(via_gat_M3))\n", + " gate_straight_ref = M2_4.add_ref(gate_straight)\n", + " gate_straight_ref.connect(\"e1\", M2_4.ports[p.name], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " gate_via_refs_pmos[-1].connect(\"bottom\", gate_straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + "\n", + " ## Gate numbers are shifted by 1 after G1, e.g. G1 G3 G4 G5 .. dont know why... similar for DS, DS1 DS3 DS5 DS6 DS7 ... maybe guardrings are intereering even though they are disabled\n", + " # connect gates 1 and 24 with metal1 to ground\n", + " via_gat_M2.ports[\"top\"].orientation = 180\n", + " start_point = gate_via_refs_pmos[0].ports[\"top\"].center[0]\n", + " end_point = M2_4.ports[\"DS_31\"].center[0] \n", + " straight_ref = M2_4.add_ref(ihp.cells.straight(\n", + " length=abs(end_point-start_point), \n", + " cross_section=\"metal2_routing\", \n", + " width=1.11 # manual meassure of the heigth of the via\n", + " ))\n", + " \n", + " straight_ref.connect(\"e1\", gate_via_refs_pmos[0].ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=3, \n", + " vn_rows=1,\n", + " )\n", + " via_M1_M2_ref = M2_4.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"top\", straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " straight_ref.connect(\"e2\", via_M1_M2_ref.ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + "\n", + " via_gat_M2.ports[\"bottom\"].orientation = 0\n", + " straight_ref.connect(\"e1\", gate_via_refs_pmos[0].ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " straight_ref = M2_4.add_ref(ihp.cells.straight(\n", + " length=abs(end_point-start_point), \n", + " cross_section=\"metal2_routing\", \n", + " width=1.11 # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.connect(\"e1\", gate_via_refs_pmos[23].ports[\"bottom\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " via_M1_M2_ref = M2_4.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"top\", straight_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " \n", + " # connect Gates 2-11 and 14-23 (20 gates) together with metal3\n", + " start_point = M2_4.ports[\"G_3\"].center\n", + " end_point = M2_4.ports[\"G_24\"].center\n", + " straight_ref = M2_4.add_ref(ihp.cells.straight(\n", + " length=abs(end_point[0]-start_point[0]), \n", + " cross_section=\"metal3_routing\", \n", + " width=max(gate_via_refs_pmos[1].xsize, gate_via_refs_pmos[1].ysize) # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.center = ((start_point[0]+end_point[0])/2, gate_via_refs_pmos[1].center[1]) # align with the via of the first M1 gate\n", + " \n", + " \n", + " # connect Gates 12-13 (2 gates) together with metal2\n", + " start_point = M2_4.ports[\"G_13\"].center\n", + " end_point = M2_4.ports[\"G_14\"].center\n", + " straight_ref = M2_4.add_ref(ihp.cells.straight(\n", + " length=abs(end_point[0]-start_point[0]), \n", + " cross_section=\"metal2_routing\", \n", + " width=0.6 # manual meassure of the heigth of the via\n", + " ))\n", + " straight_ref.center = ((start_point[0]+end_point[0])/2, gate_via_refs_pmos[11].center[1]) # align with the via of the first M3 gate\n", + " \n", + " \n", + " # connect source to vdd\n", + " M2_4_ds_ports = M2_4.get_ports_list(layer=ihp.tech.LAYER.Metal1drawing)\n", + " M2_4_source_ports = []\n", + " M2_4_drain_ports = []\n", + " for i in range(3, len(M2_4_ds_ports)-1): # filter out unwanted ports\n", + " # print(M2_4_ds_ports[i].name)\n", + " if i == 3 or i == len(M2_4_ds_ports)-2 or i % 2 == 0:\n", + " M2_4_source_ports.append(M2_4_ds_ports[i])\n", + " else: \n", + " M2_4_drain_ports.append(M2_4_ds_ports[i])\n", + " \n", + " \n", + " # source vdd connection\n", + " source_straight = ihp.cells.straight(\n", + " length= abs(M2_4.ports[\"DS_1\"].center[1] - M2_4.ports[\"DS_29\"].center[1]), # any source port to the the center of the top guardring segment\n", + " cross_section=\"metal2_routing\",\n", + " width=0.26 # manual meassure of the heigth of the via\n", + " )\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=13,\n", + " vn_rows=1,\n", + " )\n", + " via_M1_M2.ports[\"bottom\"].orientation = 180\n", + " via_M1_M2.ports[\"top\"].orientation = 0\n", + " for p in M2_4_source_ports:\n", + " p.orientation = 270 # orient ports to face the top\n", + " via_M1_M2_ref = M2_4.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"bottom\", p, allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " source_straight_ref = M2_4.add_ref(source_straight)\n", + " source_straight_ref.connect(\"e1\", via_M1_M2_ref.ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # connect drains to metal4\n", + " via_M1_M4 = ihp.cells.via_stack(\n", + " top_layer=\"Metal4\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=1,\n", + " vn_rows=13,\n", + " )\n", + " drain_via_refs_pmos = []\n", + " for p in M2_4_drain_ports:\n", + " if p.name in [\"DS_15\"]:\n", + " via_M1_M4_short = ihp.cells.via_stack(\n", + " top_layer=\"Metal4\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=1,\n", + " vn_rows=6,\n", + " )\n", + " via_M1_M4_short.ports[\"top\"].orientation = 90\n", + " drain_via_refs_pmos.append(M2_4.add_ref(via_M1_M4_short))\n", + " drain_via_refs_pmos[-1].center = p.center\n", + " drain_via_refs_pmos[-1].ymin = p.center[1] + 0.245 # manual meassurement to align with metal1 below\n", + " else:\n", + " via_M1_M4.ports[\"bottom\"].orientation = 90\n", + " via_M1_M4.ports[\"top\"].orientation = 270\n", + " via_M1_M4_ref = M2_4.add_ref(via_M1_M4)\n", + " via_M1_M4_ref.connect(\"bottom\", p, allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " drain_via_refs_pmos.append(via_M1_M4_ref)\n", + "\n", + " # horizontal drain connection for nmos\n", + " straight_drain_connection = ihp.cells.straight(\n", + " length= abs(drain_via_refs_pmos[0].center[0] - drain_via_refs_pmos[-1].center[0]), # any drain via to the the center of the top guardring segment\n", + " cross_section=\"metal4_routing\",\n", + " width=2.61 # manual measurement\n", + " )\n", + " straight_drain_connection_ref = M2_4.add_ref(straight_drain_connection)\n", + " straight_drain_connection_ref.xmin = drain_via_refs_pmos[-1].center[0] \n", + " straight_drain_connection_ref.ymin = drain_via_refs_pmos[-1].ymin\n", + " \n", + " \n", + " M2_4.add_ports(gate_via_refs_pmos[17].ports, prefix=\"gate_M2_\")\n", + " M2_4.add_port(name=\"drain_connection_M2\", port=drain_via_refs_pmos[2].ports[\"top\"])\n", + " M2_4.add_port(name=\"drain_connection_M4\", port=drain_via_refs_pmos[5].ports[\"top\"])\n", + " M2_4.add_port(name=\"gate_connection_M4\", center=((gate_via_refs_pmos[11].center[0] + gate_via_refs_pmos[12].center[0]) /2, gate_via_refs_pmos[11].center[1]), cross_section=\"metal2_routing\", orientation=90, port_type=\"electrical\")\n", + " \n", + " \n", + " M2_4_ref = c_output.add_ref(M2_4)\n", + "\n", + " spacing_between_nmos_pmos = 15 # manual meassurement of the spacing between the drain vias of M1 and M2, used to set the length of the connection between M1 and M2 drains\n", + " drain_connection_M1_M2 = c_output.add_ref(ihp.cells.straight(\n", + " length= spacing_between_nmos_pmos, # manual measurement, used to set the distance between M1 and M2\n", + " cross_section=\"metal4_routing\",\n", + " width=4.28 # manual measurement\n", + " ))\n", + " \n", + " drain_connection_M1_M2.connect(\"e1\", M1_3_ref.ports[\"drain_connection_M1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " M2_4_ref.connect(\"drain_connection_M2\", drain_connection_M1_M2.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + "\n", + " # drain connection for replica circuit\n", + " routing_drain_M1_M3 = gf.routing.route_bundle_electrical(\n", + " component=c_output,\n", + " ports1=[M1_3_ref.ports[\"drain_connection_M3\"]],\n", + " ports2=[M2_4_ref.ports[\"drain_connection_M4\"]],\n", + " route_width=0.61,\n", + " layer=ihp.tech.LAYER.Metal4drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + "\n", + " \n", + " # vias for resistor XR2 and XR4 connections\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=2,\n", + " vn_rows=2,\n", + " )\n", + " via_M1_M2.ports[\"top\"].orientation = 90\n", + " via_M1_M3 = ihp.cells.via_stack(\n", + " top_layer=\"Metal3\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=2,\n", + " vn_rows=2,\n", + " )\n", + " via_M1_M4 = ihp.cells.via_stack(\n", + " top_layer=\"Metal4\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=2,\n", + " vn_rows=2,\n", + " )\n", + " \n", + " XR4 = ihp.cells.rppd(width=0.5, length=1.5)\n", + " XR4_ref = c_output.add_ref(XR4).rotate(90)\n", + " XR4_ref.center = M1_3_ref.ports[\"DS_15\"].center\n", + " XR4_ref.movex(0.01) # manual meassurement to align with the gate connection\n", + " XR4_ref.ymax = M1_3_ref.ymin - 2 # manual meassurement to set the spacing between the nmos and the resistors \n", + " \n", + " via_M1_M4_ref = c_output.add_ref(via_M1_M4)\n", + " via_M1_M4_ref.connect(\"bottom\", XR4_ref.ports[\"e1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " c_output.add_label(text=\"vref\", layer=ihp.tech.LAYER.Metal4text, position=via_M1_M4_ref.ports[\"top\"].center)\n", + " pin_marker_vref = c_output.add_ref(gf.components.rectangle(size=(0.5,0.5), layer=ihp.tech.LAYER.Metal4text))\n", + " pin_marker_vref.center = via_M1_M4_ref.ports[\"top\"].center\n", + " c_output.add_port(name=\"vref\", port=via_M1_M4_ref.ports[\"top\"])\n", + " \n", + " via_M1_M2.ports[\"top\"].orientation = 180\n", + " via_M1_M2_ref = c_output.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"bottom\", XR4_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " c_output.add_ports(via_M1_M2_ref.ports, prefix=\"XR4_\")\n", + " \n", + " \n", + " XR2 = ihp.cells.rppd(width=0.5, length=1.5)\n", + " XR2_ref = c_output.add_ref(XR2).rotate(90)\n", + " XR2_ref.ymax = XR4_ref.ymin -1 # manual meassurement to set the spacing between the two resistors to 0\n", + " XR2_ref.xmax = XR4_ref.xmax\n", + " \n", + " via_M1_M4_ref = c_output.add_ref(via_M1_M4)\n", + " via_M1_M4_ref.connect(\"bottom\", XR2_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " c_output.add_label(text=\"vout\", layer=ihp.tech.LAYER.Metal4text, position=via_M1_M4_ref.ports[\"top\"].center)\n", + " pin_marker_vout = c_output.add_ref(gf.components.rectangle(size=(0.5,0.5), layer=ihp.tech.LAYER.Metal4text))\n", + " pin_marker_vout.center = via_M1_M4_ref.ports[\"top\"].center\n", + " c_output.add_port(name=\"vout\", port=via_M1_M4_ref.ports[\"top\"])\n", + " via_M1_M3_ref = c_output.add_ref(via_M1_M3)\n", + " via_M1_M3_ref.connect(\"bottom\", XR2_ref.ports[\"e1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # bias2\n", + " route_gates_M3_M4 = gf.routing.route_bundle_electrical(\n", + " component=c_output,\n", + " ports1=[M1_3_ref.ports[\"gate_connection_M3\"]],\n", + " ports2=[via_M1_M2_ref.ports[\"top\"]],\n", + " route_width=0.5,\n", + " layer=ihp.tech.LAYER.Metal2drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " steps=[\n", + " {\"dy\": -2.46, \"dx\": 0.5},\n", + " {\"dx\": 1},\n", + " ]\n", + " )\n", + " \n", + " \n", + " # node bb_int routing\n", + " route_gates_M1_M2 = gf.routing.route_bundle_electrical(\n", + " component=c_output,\n", + " ports1=[M1_3_ref.ports[\"gate_M1_top\"]],\n", + " ports2=[M2_4_ref.ports[\"gate_M2_top\"]],\n", + " route_width=0.6,\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=0.5,\n", + " end_straight_length=0.5,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " route_gates_M1_M2 = gf.routing.route_bundle_electrical(\n", + " component=c_output,\n", + " ports1=[M1_3_ref.ports[\"gate_M1_top\"]],\n", + " ports2=[XR2_ref.ports[\"e1\"]],\n", + " route_width=0.6,\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=0.5,\n", + " end_straight_length=0.5,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " c_output.add_ports(M1_3_ref.ports, prefix=\"M1_\")\n", + " c_output.add_ports(M2_4_ref.ports, prefix=\"M2_\")\n", + " output_stage_ref = c.add_ref(c_output.rotate(90))\n", + " output_stage_ref.center = C2_ref.center\n", + " output_stage_ref.ymin = C2_ref.ymin\n", + " output_stage_ref.move((17.99 + 1.64, 9.02 + 5.23))\n", + " \n", + " \n", + " # create capasitor array for cap 3\n", + " C3 = gf.Component(\"C3\")\n", + " # create the array of cmim capacitors for C3 with column pitch of 0.52 + 11.2 to fit the required spacing for TM1 and the size of the caps\n", + " spacing_between_caps = 0.52\n", + " left_col = C3.add_ref(gf.components.array(component=cmim, columns=3, rows=5, column_pitch= spacing_between_caps + 11.2, row_pitch= -(spacing_between_caps + 11.2)))\n", + " middle_col = C3.add_ref(gf.components.array(component=cmim, columns=2, rows=4, column_pitch= spacing_between_caps + 11.2, row_pitch= -(spacing_between_caps + 11.2)))\n", + " right_col = C3.add_ref(gf.components.array(component=cmim, columns=1, rows=5, column_pitch= spacing_between_caps + 11.2, row_pitch= -(spacing_between_caps + 11.2)))\n", + " left_col.xmax = middle_col.xmin - spacing_between_caps # min spacing according to design rules 5.17\n", + " right_col.xmin = middle_col.xmax + spacing_between_caps # min spacing according to design rules 5.17\n", + " C3.add_ports(left_col.ports, prefix=\"LC_\")\n", + " C3.add_ports(middle_col.ports, prefix=\"MC_\")\n", + " C3.add_ports(right_col.ports, prefix=\"RC_\")\n", + " \n", + " # orient the outer most port of for horizontal connection\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_T_1_1\", \"LC_T_2_1\", \"LC_T_3_1\", \"LC_T_4_1\", \"LC_T_5_1\"], 0)\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_B_1_1\", \"LC_B_2_1\", \"LC_B_3_1\", \"LC_B_4_1\", \"LC_B_5_1\"], 0)\n", + "\n", + " ihp.cells.utils.change_port_orientation(C3, [\"RC_T_1_1\", \"RC_T_2_1\", \"RC_T_3_1\", \"RC_T_4_1\", \"LC_T_5_3\"], 180)\n", + " ihp.cells.utils.change_port_orientation(C3, [\"RC_B_1_1\", \"RC_B_2_1\", \"RC_B_3_1\", \"RC_B_4_1\", \"LC_B_5_3\"], 180)\n", + " \n", + " \n", + " C3_connection_T = gf.routing.route_bundle_electrical(\n", + " component=C3,\n", + " ports1=[C3.ports[\"LC_T_1_1\"], C3.ports[\"LC_T_2_1\"], C3.ports[\"LC_T_3_1\"], C3.ports[\"LC_T_4_1\"], C3.ports[\"LC_T_5_1\"]],\n", + " ports2=[C3.ports[\"RC_T_1_1\"], C3.ports[\"RC_T_2_1\"], C3.ports[\"RC_T_3_1\"], C3.ports[\"RC_T_4_1\"], C3.ports[\"LC_T_5_3\"]],\n", + " route_width=cap_connection_thickness, \n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " C3_connection_B = gf.routing.route_bundle_electrical(\n", + " component=C3,\n", + " ports1=[C3.ports[\"LC_B_1_1\"], C3.ports[\"LC_B_2_1\"], C3.ports[\"LC_B_3_1\"], C3.ports[\"LC_B_4_1\"], C3.ports[\"LC_B_5_1\"]],\n", + " ports2=[C3.ports[\"RC_B_1_1\"], C3.ports[\"RC_B_2_1\"], C3.ports[\"RC_B_3_1\"], C3.ports[\"RC_B_4_1\"], C3.ports[\"LC_B_5_3\"]],\n", + " route_width=cap_connection_thickness, \n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # orient top row ports to face downwards to connect to bottom row ports\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_T_1_1\", \"LC_T_1_2\", \"LC_T_1_3\", \"MC_T_1_1\", \"MC_T_1_2\", \"RC_T_1_1\"], 270)\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_B_1_1\", \"LC_B_1_2\", \"LC_B_1_3\", \"MC_B_1_1\", \"MC_B_1_2\", \"RC_B_1_1\"], 270)\n", + " \n", + " # orient bottom row ports to face downwards to connect to top row ports\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_T_5_1\", \"LC_T_5_2\", \"LC_T_5_3\", \"MC_T_4_1\", \"MC_T_4_2\", \"RC_T_5_1\"], 90)\n", + " ihp.cells.utils.change_port_orientation(C3, [\"LC_B_5_1\", \"LC_B_5_2\", \"LC_B_5_3\", \"MC_B_4_1\", \"MC_B_4_2\", \"RC_B_5_1\"], 90)\n", + " \n", + "\n", + " C3_connection_top = gf.routing.route_bundle_electrical(\n", + " component=C3,\n", + " ports1=[C3.ports[\"LC_T_1_1\"], C3.ports[\"LC_T_1_2\"], C3.ports[\"LC_T_1_3\"], C3.ports[\"MC_T_1_1\"], C3.ports[\"MC_T_1_2\"], C3.ports[\"RC_T_1_1\"]],\n", + " ports2=[C3.ports[\"LC_T_5_1\"], C3.ports[\"LC_T_5_2\"], C3.ports[\"LC_T_5_3\"], C3.ports[\"MC_T_4_1\"], C3.ports[\"MC_T_4_2\"], C3.ports[\"RC_T_5_1\"]],\n", + " route_width=cap_connection_thickness, \n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " C3_connection_bottom = gf.routing.route_bundle_electrical(\n", + " component=C3,\n", + " ports1=[C3.ports[\"LC_B_1_1\"], C3.ports[\"LC_B_1_2\"], C3.ports[\"LC_B_1_3\"], C3.ports[\"MC_B_1_1\"], C3.ports[\"MC_B_1_2\"], C3.ports[\"RC_B_1_1\"]],\n", + " ports2=[C3.ports[\"LC_B_5_1\"], C3.ports[\"LC_B_5_2\"], C3.ports[\"LC_B_5_3\"], C3.ports[\"MC_B_4_1\"], C3.ports[\"MC_B_4_2\"], C3.ports[\"RC_B_5_1\"]],\n", + " route_width=cap_connection_thickness, \n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " \n", + " # orient top row ports to face downwards to connect to face the middle for connection purposes\n", + " ihp.cells.utils.change_port_orientation(C3, [\"MC_T_4_1\", \"MC_T_4_2\", \"LC_T_5_1\", \"LC_T_5_2\", \"LC_T_5_3\"], 270)\n", + " # orient top row ports to face downwards to connect to face C2 for connection purposes\n", + " ihp.cells.utils.change_port_orientation(C3, [\"MC_B_4_1\", \"MC_B_4_2\", \"LC_B_5_1\", \"LC_B_5_2\", \"LC_B_5_3\", \"RC_B_5_1\"], 270)\n", + " \n", + " \n", + " C3.add_label(text=\"vdd\", layer=ihp.tech.LAYER.TopMetal1text, position=C3.ports[\"LC_T_1_1\"].center)\n", + " pin_marker_vdd = C3.add_ref(gf.components.rectangle(layer=ihp.tech.LAYER.TopMetal1pin, size=(0.5,0.5)))\n", + " pin_marker_vdd.center = C3.ports[\"LC_T_1_1\"].center\n", + " C3_ref = c.add_ref(C3)\n", + " \n", + " C3_ref.rotate(-90)\n", + " C3_ref.xmin = C2_ref.xmax + 0.52 # manual meassurement to set the spacing between C2 and C3\n", + " C3_ref.ymin = C2_ref.ymin\n", + "\n", + " C_fill = ihp.cells.cmim(width=6.8, length=9)\n", + " C_fill.ports[\"B\"].orientation = 0\n", + " C_fill_1_ref = c.add_ref(C_fill)\n", + " C_fill_2_ref = c.add_ref(C_fill)\n", + "\n", + " straight_M5 = ihp.cells.straight(\n", + " length=10.12,\n", + " cross_section=\"metal5_routing\",\n", + " width=cap_connection_thickness, # manual meassurement to align with the via\n", + " )\n", + " straight_M5_ref = c.add_ref(straight_M5)\n", + " straight_M5_ref.connect(\"e1\", C3_ref.ports[\"MC_B_4_1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " C_fill_1_ref.connect(\"B\", straight_M5_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " straight_M5_ref = c.add_ref(straight_M5)\n", + " straight_M5_ref.connect(\"e1\", C3_ref.ports[\"MC_B_4_2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " C_fill_2_ref.connect(\"B\", straight_M5_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " \n", + " route_C2_C3_VSS = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[C2_ref.ports[\"TR_B_1_1\"], C2_ref.ports[\"TR_B_1_2\"], C2_ref.ports[\"TR_B_1_3\"], C2_ref.ports[\"TR_B_1_6\"]],\n", + " ports2=[C3_ref.ports[\"LC_B_5_1\"], C3_ref.ports[\"LC_B_5_2\"], C3_ref.ports[\"LC_B_5_3\"], C3_ref.ports[\"RC_B_5_1\"]],\n", + " route_width=cap_connection_thickness, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " \n", + " # connect nmos source/bulk to vss\n", + " via_M1_M5 = ihp.cells.via_stack(\n", + " top_layer=\"Metal5\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=3,\n", + " vn_rows=35,\n", + " )\n", + " via_M1_M5.ports[\"bottom\"].orientation = 0\n", + " via_M1_M5_ref = c.add_ref(via_M1_M5)\n", + " via_M1_M5_ref.connect(\"bottom\", output_stage_ref.ports[\"M1_DS_27\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # connect nmos source/bulk to vdd\n", + " via_M1_TM1 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal1\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=3,\n", + " vn_rows=35,\n", + " vt1_columns=1,\n", + " vt1_rows=17,\n", + " )\n", + " via_M1_TM1.ports[\"bottom\"].orientation = 90\n", + " via_M1_TM1_ref = c.add_ref(via_M1_TM1)\n", + " via_M1_TM1_ref.connect(\"bottom\", output_stage_ref.ports[\"M2_DS_28\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " \n", + " tm1_straight = ihp.cells.straight(\n", + " length=abs(output_stage_ref.ports[\"M2_DS_28\"].center[0] - C3_ref.ports[\"MC_T_4_1\"].center[0]), \n", + " cross_section=\"topmetal1_routing\",\n", + " width=2 # manual meassurement to align with the via\n", + " )\n", + " tm1_straight_ref = c.add_ref(tm1_straight)\n", + " tm1_straight_ref.connect(\"e1\", C3_ref.ports[\"MC_T_4_1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " tm1_straight_ref = c.add_ref(tm1_straight)\n", + " tm1_straight_ref.connect(\"e1\", C3_ref.ports[\"MC_T_4_2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + "\n", + " # connect C2 to bias1 network\n", + " via_M1_TM1 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal1\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=3,\n", + " vn_rows=4,\n", + " vt1_columns=1,\n", + " vt1_rows=2,\n", + " )\n", + " via_M1_TM1.ports[\"top\"].orientation = 0\n", + " via_M1_TM1.ports[\"bottom\"].orientation = 180\n", + " via_M1_TM1_ref = c.add_ref(via_M1_TM1).rotate(90)\n", + " via_M1_TM1_ref.xmax = C2_ref.xmax - 4.55\n", + " via_M1_TM1_ref.ymax = C3_ref.ymin - 5 # min M5 spacing\n", + " \n", + " route_C2_bias = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[C2_ref.ports[\"TR_T_1_6\"]],\n", + " ports2=[via_M1_TM1_ref.ports[\"top\"]],\n", + " route_width=max(via_M1_TM1_ref.xsize, via_M1_TM1_ref.ysize), # manual change to fit width\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " route = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[via_M1_TM1_ref.ports[\"bottom\"]],\n", + " ports2=[XR1_ref.ports[\"e2\"]],\n", + " route_width=0.46, \n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " via_M1_TM1.ports[\"bottom\"].orientation = 270\n", + " XR3 = ihp.cells.rhigh(width=0.5, length=2)\n", + " XR3_ref = c.add_ref(XR3).rotate(90)\n", + " XR3_ref.center = via_M1_TM1_ref.center\n", + " XR3_ref.xmin = C3_ref.xmin\n", + " rotute_XR3 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[via_M1_TM1_ref.ports[\"bottom\"]],\n", + " ports2=[XR3_ref.ports[\"e1\"]],\n", + " route_width=0.46, \n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " via_M1_TM1 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal1\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=4,\n", + " vn_rows=3,\n", + " vt1_columns=2,\n", + " vt1_rows=1,\n", + " )\n", + " via_M1_TM1.ports[\"bottom\"].orientation = 0\n", + " via_M1_TM1_ref = c.add_ref(via_M1_TM1)\n", + " via_M1_TM1_ref.connect(\"bottom\", XR3_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " route_C2_bias = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[C3_ref.ports[\"RC_T_5_1\"]],\n", + " ports2=[via_M1_TM1_ref.ports[\"top\"]],\n", + " route_width=max(via_M1_TM1_ref.xsize, via_M1_TM1_ref.ysize), # manual change to fit width\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " \n", + " # bb_int connect D1 to network\n", + " via_M1_M3 = ihp.cells.via_stack(\n", + " top_layer=\"Metal3\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=6,\n", + " vn_rows=3,\n", + " )\n", + " via_M1_M3.ports[\"top\"].orientation = 90\n", + " via_M1_M3.ports[\"bottom\"].orientation = 270\n", + " via_M1_M3_ref = c.add_ref(via_M1_M3)\n", + " via_M1_M3_ref.connect(\"bottom\", D1_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + " # bb_int\n", + " routing_bb_int = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[output_stage_ref.ports[\"M1_gate_M1_top\"]],\n", + " ports2=[via_M1_M3_ref.ports[\"top\"]],\n", + " route_width=0.6, \n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " end_straight_length=2,\n", + " auto_taper=False,\n", + " separation=0,\n", + " steps=[\n", + " {\"dx\": 3.65, \"dy\": -1}, # strange behavior without the dy direction\n", + " {\"dy\": -6},\n", + " {\"dx\": -4, \"dy\": 0},\n", + " ],\n", + " # layer_marker=(41, 0), # Mark the steps with a layer\n", + " )\n", + " \n", + " # bias2 connect D2 to network\n", + " via_M1_M2 = ihp.cells.via_stack(\n", + " top_layer=\"Metal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=6,\n", + " vn_rows=3,\n", + " )\n", + " via_M1_M2.ports[\"top\"].orientation = 90\n", + " via_M1_M2.ports[\"bottom\"].orientation = 270\n", + " via_M1_M2_ref = c.add_ref(via_M1_M2)\n", + " via_M1_M2_ref.connect(\"bottom\", D2_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " # bias2 connection from gate of M3 to D2\n", + " routing_bias2 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[output_stage_ref.ports[\"M1_gate_connection_M3\"]],\n", + " ports2=[via_M1_M2_ref.ports[\"top\"]],\n", + " route_width=0.5, \n", + " layer=ihp.tech.LAYER.Metal2drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " end_straight_length=3,\n", + " auto_taper=False,\n", + " separation=0,\n", + " steps=[\n", + " {\"dx\": 2.46, \"dy\": -1}, # strange behavior without the dy direction\n", + " {\"dy\": -1},\n", + " {\"dx\": 2.17, \"dy\": 0},\n", + " {\"dy\": -2},\n", + " ],\n", + " # layer_marker=(41, 0), # Mark the steps with a layer\n", + " )\n", + " # bias2 connection from gate of M4 to D2\n", + " routing_bias2 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[output_stage_ref.ports[\"M2_gate_connection_M4\"]],\n", + " ports2=[via_M1_M2_ref.ports[\"top\"]],\n", + " route_width=0.5, \n", + " layer=ihp.tech.LAYER.Metal2drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " end_straight_length=3,\n", + " auto_taper=False,\n", + " separation=0,\n", + " steps=[\n", + " {\"dx\": -2.46, \"dy\": -1}, # strange behavior without the dy direction\n", + " {\"dy\": -1},\n", + " {\"dx\": -2.21, \"dy\": 0},\n", + " {\"dy\": -2},\n", + " ],\n", + " # layer_marker=(41, 0), # Mark the steps with a layer\n", + " )\n", + " \n", + " # SBD D1 D2 sub connection\n", + " route_D1_D2 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[D1_ref.ports[\"e3\"]],\n", + " ports2=[D2_ref.ports[\"e1\"]],\n", + " route_width=5.7,\n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + " via_M1_M3 = ihp.cells.via_stack(\n", + " top_layer=\"Metal3\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=1,\n", + " vn_rows=5,\n", + " )\n", + " via_M1_M3.ports[\"bottom\"].orientation = 0\n", + " via_M1_M3.ports[\"top\"].orientation = 180\n", + " via_M1_M3_ref = c.add_ref(via_M1_M3)\n", + " via_M1_M3_ref.connect(\"bottom\", D2_ref.ports[\"e3\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + " straight_M3 = ihp.cells.straight(\n", + " length=18,\n", + " cross_section=\"metal3_routing\",\n", + " width=max(via_M1_M3_ref.xsize, via_M1_M3_ref.ysize),\n", + " )\n", + " straight_M3_ref = c.add_ref(straight_M3)\n", + " straight_M3_ref.connect(\"e1\", via_M1_M3_ref.ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " via_M3_M5 = ihp.cells.via_stack(\n", + " top_layer=\"Metal5\",\n", + " bottom_layer=\"Metal3\",\n", + " vn_columns=1,\n", + " vn_rows=5,\n", + " )\n", + " via_M3_M5.ports[\"bottom\"].orientation = 180\n", + " via_M3_M5_ref = c.add_ref(via_M3_M5)\n", + " via_M3_M5_ref.connect(\"bottom\", straight_M3_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " \n", + "\n", + " schottky.ports[\"e1\"].orientation = 90\n", + " # connect D1 and D2 sub connection together\n", + " schottky.ports[\"e3\"].orientation = 90\n", + " route_SBD_D1_D2 = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[D1_ref.ports[\"e1\"]],\n", + " ports2=[D2_ref.ports[\"e3\"]],\n", + " route_width=0.3,\n", + " layer=ihp.tech.LAYER.Metal1drawing,\n", + " start_straight_length=2.85,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + " )\n", + "\n", + " \n", + " straight_M3 = ihp.cells.straight(\n", + " length=10,\n", + " cross_section=\"metal3_routing\",\n", + " width=2,\n", + " )\n", + " straight_M3_ref = c.add_ref(straight_M3)\n", + " straight_M3_ref.connect(\"e1\", output_stage_ref.ports[\"vref\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + " # add ports to the powerdetector\n", + " c.add_port(name=\"vout\", port=output_stage_ref.ports[\"vout\"])\n", + " c.ports[\"vout\"].orientation = 90\n", + " c.add_port(name=\"vref\", port=straight_M3_ref.ports[\"e2\"])\n", + " c.ports[\"vref\"].center = (c.ports[\"vref\"].center[0], c.ports[\"vref\"].center[1]-0.1) # preventing notch\n", + " c.ports[\"vref\"].orientation = 90\n", + " c.add_port(name=\"rfin\", port=via_TM1_TM2_ref.ports[\"top\"])\n", + " c.ports[\"rfin\"].orientation = 270\n", + " c.add_port(name=\"vss\", port=C3_ref.ports[\"LC_B_1_1\"])\n", + " c.ports[\"vss\"].orientation = 90\n", + " c.add_port(name=\"vdd\", port=C3_ref.ports[\"LC_T_5_1\"])\n", + " c.ports[\"vdd\"].orientation = 90\n", + " c.pprint_ports()\n", + " \n", + " c.center = (0, 0)\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize + 2, c.ysize + 2), layer=ihp.tech.LAYER.Activnofill, centered=True))\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize, c.ysize), layer=ihp.tech.LAYER.GatPolynofill, centered=True))\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize, c.ysize), layer=ihp.tech.LAYER.Metal1nofill, centered=True))\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize, c.ysize), layer=ihp.tech.LAYER.Metal2nofill, centered=True))\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize, c.ysize), layer=ihp.tech.LAYER.Metal3nofill, centered=True))\n", + " c.add_ref(gf.components.rectangle(size=(c.xsize, c.ysize), layer=ihp.tech.LAYER.Metal4nofill, centered=True))\n", + " M5_nofill = c.add_ref(gf.components.rectangle(size=(C1_ref.xsize+40, C1_ref.ysize+20), layer=ihp.tech.LAYER.Metal5nofill)).center = C1_ref.center\n", + " \n", + " sizex = C2_ref.xsize + C3_ref.xsize\n", + " sizey = C2_ref.ysize \n", + " x = C2_ref.xmin + sizex/2\n", + " y = C2_ref.ymin + sizey/2\n", + " cap_M5_nofill = c.add_ref(gf.components.rectangle(size=(sizex-10, sizey-10), layer=ihp.tech.LAYER.Metal5nofill)).center = (x,y)\n", + "\n", + " \n", + " return c" + ] + }, + { + "cell_type": "markdown", + "id": "cce39fe8", + "metadata": {}, + "source": [ + "# mmWave Frequency-Scalable Six-Port Receiver Design\n", + "\n", + "First, a GDSFactory Component is created as the top-level container for the entire six-port receiver design. All RF devices and signal routing will be added as references within this Component." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d1ba7db1", + "metadata": {}, + "outputs": [], + "source": [ + "c = gf.Component(\"Six-Port-CAC\")" + ] + }, + { + "cell_type": "markdown", + "id": "a52c0cba", + "metadata": {}, + "source": [ + "## Design Parameters and Wavelength Calculations\n", + "\n", + "Define the key design parameters that govern the entire six-port receiver layout.\n", + "\n", + "**Process & Six-Port Specifications & Transmission Line Metal Stack:**\n", + "\n", + "| Parameter | Description | Value |\n", + "|--- |--- |--- |\n", + "| **`e_r`** | Relative permittivity (from process specs) | 4.1 |\n", + "| **`Z0`** | Characteristic impedance | 50 Ω |\n", + "| **`f`** | Operating frequency (e.g. 160 GHz) — scaling this value automatically resizes the entire six-port layout | variable |\n", + "| **`signal_cross_section`** | Metal layer for transmission line signal conductors | TopMetal2 |\n", + "| **`ground_cross_section`** | Metal layer for transmission line ground conductors | Metal5 |\n", + "\n", + "From these parameters, the effective dielectric constant, wavelength, and fractional wavelengths (λ/4 and λ/8) are calculated. These quantities directly set the physical dimensions of the RF devices such as the branch-line couplers and bandpass filter.\n", + "\n", + "**Bandpass Filter Specifications:**\n", + "\n", + "| Parameter | Description | Value |\n", + "|--- |--- |--- |\n", + "| **`order`** | Filter order | 3 |\n", + "| **`bandwidth`** | Filter bandwidth | 1 GHz |\n", + "| **`filter_type`** | Filter type — `\"butter\"` (Butterworth) or `\"cheby\"` (Chebyshev) | `\"butter\"` |\n", + "| **`ripple_dB`** | Passband ripple for Chebyshev filter | 3 dB |\n", + "\n", + "**Interconnect Lengths:**\n", + "\n", + "| Parameter | Description | Value |\n", + "|--- |--- |--- |\n", + "| **`connection_length_bpf`** | Connection length between the bandpass filter and the rest of the circuit | 10 µm |\n", + "| **`connection_length_wpd`** | Connection length at the Wilkinson power divider ports | 0 µm |\n", + "| **`connection_length_bpf_wpd`** | Connection length between the branch-line couplers and the Wilkinson power divider | 3.5/5 · λ/4 |\n", + "| **`connection_length_blc`** | Connection length at the branch-line coupler ports | 0 µm |" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b18668fe", + "metadata": {}, + "outputs": [], + "source": [ + "# RF Design Parameters\n", + "e_r = 4.1 # relative permittivity (from process specifications)\n", + "Z0 = 50 # characteristic impedance in Ω\n", + "f = 160e9 # operating frequency in Hz\n", + "\n", + "# Transmission Line Metal Stack\n", + "signal_cross_section = \"topmetal2_routing\" # signal conductor layer (TopMetal2)\n", + "ground_cross_section = \"metal5_routing\" # ground conductor layer (Metal5)\n", + "\n", + "# Effective Dielectric Constant & Wavelength\n", + "e_eff = ihp.cells.waveguides._calculate_effective_dielectric_constant(\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " e_r=e_r,\n", + ")\n", + "\n", + "c0 = scipy.constants.c # speed of light in vacuum in m/s\n", + "wavelength = c0 / f * 1e6 / sqrt(e_eff) # guided wavelength in µm\n", + "wavelength_4 = wavelength / 4 # quarter-wavelength in µm\n", + "\n", + "# Snap to process grid (nearest nm)\n", + "wavelength = round(wavelength - wavelength % ihp.tech.nm, 3) # λ in µm\n", + "wavelength_4 = round(wavelength_4 - wavelength_4 % ihp.tech.nm, 3) # λ/4 in µm\n", + "wavelength_8 = round(wavelength/8 - (wavelength/8) % ihp.tech.nm, 3) # λ/8 in µm\n", + "\n", + "# Bandpass Filter Parameters\n", + "order = 3 # filter order\n", + "bandwidth = 1e9 # 3 dB bandwidth (~5% of center frequency) in Hz\n", + "filter_type = \"butter\" # filter type: \"butter\" (Butterworth) or \"cheby\" (Chebyshev)\n", + "ripple_dB = 3 # passband ripple in dB — applies to Chebyshev only\n", + "connection_length_bpf = 10 # connection length between the bandpass filter and the circuit in µm\n", + "\n", + "# Wilkinson Power Divider Parameters\n", + "connection_length_wpd = 0 # connection length at WPD ports in µm\n", + "connection_length_bpf_wpd = wavelength_4 * 3.5 / 5 # connection length between the WPD and the branch-line couplers in µm\n", + "\n", + "# Branch-Line Coupler Parameters\n", + "connection_length_blc = 0 # connection length at branch-line coupler ports in µm" + ] + }, + { + "cell_type": "markdown", + "id": "d80b5456", + "metadata": {}, + "source": [ + "## Branch-Line Coupler Design\n", + "\n", + "The first RF device to be created is a branch-line coupler (BLC). The BLC:\n", + "- is a custom add-on to the IHP-Open-PDK GDSFactory version integrated by us.\n", + "- is automatically generated from the frequency `f` and relative permittivity `e_r`.\n", + "- has branch lengths derived from the quarter-wavelength (λ/4).\n", + "- has branch widths determined by a formula that yields the desired characteristic impedance.\n", + "- serves as a 3 dB power divider with the phase relationships required by the six-port architecture.\n", + "- scales all dimensions automatically with the operating frequency defined above." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "aaee3a69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 12.51 um for Z0: 35.36 ohm\n", + "Calculated Z0: 35.3772968531251 ohm for width: 12.51 um\n", + "Calculated Z0: 50.03094234385018 ohm for width: 7.2 um\n", + "Calculated Z0: 50.03094234385018 ohm for width: 7.2 um\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "blc = ihp.cells.branch_line_coupler(\n", + " frequency=f,\n", + " connection_length=connection_length_blc,\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0,\n", + " e_r=e_r,\n", + ")\n", + "blc.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "3e74522e", + "metadata": {}, + "source": [ + "The first branch line coupler (BLC_3) is added as a reference to the main component at the center position (0, 0)." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "7601a06a", + "metadata": {}, + "outputs": [], + "source": [ + "blc_3_ref = c.add_ref(blc)" + ] + }, + { + "cell_type": "markdown", + "id": "24c65b58", + "metadata": {}, + "source": [ + "## Corner Transition Piece\n", + "\n", + "Instead of connecting directly to BLC ports, this design uses 45-degree diagonal slopes for area optimization. A corner transmission line piece with a 45° angle is created to smoothly transition from the corner port. This impedance-transforming corner connects the first BLC to the adjacent branch line coupler." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "74d5af69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 3.42 um for Z0: 65.7 ohm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "corner = ihp.cells.tline_corner(\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0*1.314,\n", + ")\n", + "\n", + "corner.plot()\n", + "corner_top_ref = c.add_ref(corner)" + ] + }, + { + "cell_type": "markdown", + "id": "85fa9edf", + "metadata": {}, + "source": [ + "The first BLC (BLC_3) is positioned at the origin (0, 0) and connects the top corner piece to its port (e1) at 45 degrees. To verify the placement, the result is plotted." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "706a48b5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "blc_3_ref.center = (0, 0)\n", + "corner_top_ref.connect(\"e1\", blc_3_ref.ports[\"e1\"], allow_width_mismatch=True)\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "b2f3f255", + "metadata": {}, + "source": [ + "The second branch line coupler (BLC_1) is added at the top by connecting it to the top corner pieces port (e4)." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2d6b7a6d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "blc_1_ref = c.add_ref(blc)\n", + "blc_1_ref.connect(\"e4\", corner_top_ref.ports[\"e4\"], allow_width_mismatch=True)\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "16a49f4e", + "metadata": {}, + "source": [ + "A second corner piece is added for the bottom branch, and the third BLC (BLC_2) is placed by connecting it through this corner piece to BLC_3's bottom port (e4)." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "04d5d5f7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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RY6vw6/AUg6cYPMXgKYYeGKLGSqmfz621j/a27B1XY6tc/QPzKzqGJfInksPfy3YO19rqWQ4TEY0tPTBAJ0rc+eh9fmU370vL/Lkvfc8PAJgLCxigAr0nX73jMTe986d3PABgbPTADABPMWbx1Hvy1Tt+i1nGrjcjeFqPf6qnFvl35KnX4mWEsVvDUwyeYvAUg6cYemCIGuuofr50zX5qD0ytnoGS75H6q1ZvyFZ8Sg63yN8S75OIiOpKDwzQiN53PnrHY25GyJ/e5wcAzIESsgHgKcbInkaa/F25TrUnfyOP3Uj08nQ0/q22Ck+h9FbhJZBPMXiKwVMMnmK8pCclZERpWpef1Cx72dtedh0fLdNJPX+J42k8PY9h7bKtSP5Gjrt6/lIxRETUTkrIgIq0uPNy9LC/Ee78YF5a5Y/8BQCUxAIGuEjr52SsJ4Emf8hB/gIAZkUPzADwFGMkT4/J01VPVyZfz5PA3j0LqYw0dg/e3VN0/EttFR7N3wgjLl7ePZ+i8BSDpxg8xXhJT3pgiNLUaqvX2227LyD6byP4pzGVM4apsevc3MvVaA6XyF85TEQ0tvTAAANR4pPno56YFufH+/IK+TvanRsAQDoWMEAjSk6+rkwCTf6Qg/wFAIyCHpgB4CnGzJ5qTL72JoGlehZKxs88di0Z1VPL/I3Ep16nFouXUcduNHiKwVMMnmK8pCc9MERpavnclO8l9pyNo/6B0j0v+gfmV8oY5o73WW/L4/W942r0bMlhIqKxpQcG6EiJT34jz4mpdX5lN+9Ni54pzzkCAKSihGwAeIoxm6deDfMPTyNN/mYbu16M5KnlVuFbi3BbhefDUwyeYvAUg6cYSsiIGitSflKq7CW6tez6uJpbJSu/mV9nY1gyf67kcO2tvuUwEdHYUkIGNKb3nY/e8Zib3vnTOx4AMD4WMEBBek++esdjbnrnT+94AMAchBYwz3Vq65q1o69HOJYnnlod+/X5cfvz1++Xz/M8+briaa9nIfp+cv2/0jiP6Kmk/zXLslTPn4inva2SI56u+L9yntrHjuhpdv88zetpdv88lfG0iR4YojTV2JZ1L/5qD0yp8+ceS2Oq9NbYR/GR3Pz6/MjK4ZZbmxMRUX3pgQEqU7vs5exhf1d3K4ueH69N77Kt3vEAgPmwgAEyaDH58pwM1KJV/shfAEBJqi5gQjVsjeEpBk/nbNX8p8anPCdjPQnci49ep5aTv9HG7nbjKTr+e55q5W+E5annZRTePZ+i8BSDpxg8xXhJT3pgiNL09flR/TkVD637Ah5fr+NT+wdy/OsfmF+t8vd2+5mbe/m7Pm4k/0RE1F5n/OsGIJleZS+PT7Lvym7QidnzN7dnDADQHz0wQENKTL6OemJanB/vyyvkr8U7AMyPHpgB4CnG7J5KTr6OJoElehZKx88+dq0Y2VOr/I3EX7lOtRcvI4/dSPAUg6cYPMV4SU96YIjSdKV+/mrN/VHPwPPrZ/0DJXsG9A/Mr5bPTfleYs85Osrh0j0vcpiIaGx5DgzQmZp3PiKfZCu7QQ4lxl/+AgBKooRsAHiKMaOnmpO/B/eVhWdPo0z+Zhy7HozmqcRW4Wdcec6RrcJj8BSDpxg8xeAphhIyosaKlp+UKHuJbi27dVytrWaV38yvyBiWyp+rOVxzq2Q5TEQ0tpSQAR3ofeejdzzmpnf+9I4HAIyNBQxQmN6Tr97xmJve+dM7HgAwPnpgBoCnGDN46j35KtGzUGPyN8PYjUBvT1vj32ur8CNqbRWeQ++x24KnGDzF4CkGTzH0wBA1Vq3ekK34lP6Bmj0DJd8n9dfWGNbKn5w+rhLnzz2WiIjaSw8M0IDed15ut/PdymqfH/PSO38ju5XVPD8AYC4sYIBMak/+Is/JyMHk770ZYfFi8Q0ASEEPzADwFGNETy0mX6nPyWjZsxBlxLHjKTb+R56i+ZP6nJczHp5GWrzIpxg8xeApBk8xXtKTHhiiND3q51v0nDz3BRw9J+NK/8BV//oH5tfX50eznqlHbp495yU1h3P8y2EiorGlBwaoQI+yl+c7McpukIv8BQDMihKyAeApxkieHpOnK55yJl+PSeBR/JmnHpO/kcbuAU8xSm4VHsnfM0psFV6DGcZuBHiKwVMMnmK8pCclZERpalm6sld2s/73aPlNibIh5Tfzq2X54HNu7uXv3r+V8r2Ol8NERGNLCRkwCCXLZo4a+1ucH++H/AUAjIIFDNCAGpOvlEmgyR9ykL8AgJHQAzMAPMWY1VPNydfWJLBkz0KJ+C1PI8BTjJoPWY0sYmwVfh2eYvAUg6cYPMXQA0PUWCn187m19tHelr3jamyVq39gfkXHsET+RHL4e9nO4VpbPcthIqKxpQcG6ESJOx+9z6/s5n1pmT/3pe/5AQBzYQEDVKD35Kt3POamd/70jgcAjI0emAHgKcYsnnpPvnrHbzHL2PVmBE/r8U/11CL/jjz1WryMMHZreIrBUwyeYvAUQw8MUWMd1c+XrtlP7YGp1TNQ8j1Sf9XqDdmKT8nhFvlb4n0SEVFd6YEBGtH7zkfveMzNCPnT+/wAgDlQQjYAPMUY2dNIk78r16n25G/ksRuJXp6Oxr/VVuEplN4qvATyKQZPMXiKwVOMl/SkhIwoTevyk5plL3vby67jo2U6qecvcTyNp+cxrF22FcnfyHFXz18qhoiI2kkJGVCRFndejh72N8KdH8xLq/yRvwCAkljAABdp/ZyM9STQ5A85yF8AwKyEFjDPdWrrmrWjr0c4lieeahz7mDxdPc/X58ftz1+/J3l6ngQ+T96uXNNc/yWPbXWe2T2V9H+7/WyYTz3PlfxZ5+86/9cceTra6nn2cR7R0+z+eZrX0+z+eSrjaRM9MERparXV6+223RcQ/bcR/NOYyhnD1Nh1bu7lajSHS+SvHCYiGlt6YICBKFE2c9QT0+L8eF9eIX+VnQHA/FjAAI0oOfm6Mgk0+UMO8hcAMApVFzChGrbG8BSDpxhRTzUmX3uTwC1PvSd/M49dS0b11DJ/I/Gp16nF4mXUsRsNnmLwFIOnGC/pSQ8MUZpaPjfle4k9Z+Oof6B0z4v+gfmVMoa5433W2/J4fe+4Gj1bcpiIaGzpgQE6UuKT38hzYmqdX9nNe9OiZ8pzjgAAqSghGwCeYszmqVfD/MPTSJO/2cauFyN52tsqOTU+wtYi/Cg+4qn14mWksXvAUwyeYvAUg6cYSsiIGitSflKq7CW6tez6uJpbJSu/mV9nY1gyf67kcO2tvuUwEdHYUkIGNKb3nY/e8Zib3vnTOx4AMD4WMEBBek++esdjbnrnT+94AMAc6IEZAJ5ijO6p9+SrZc9CKqOP3Sj09LQ3/q22Cr/dzjeseFBjq/Bc5FMMnmLwFIOnGC/pSQ8MUZpqbMu6F3+1B6bU+XOPpTFVemvso/hIbn59fmTlcMutzYmIqL70wACVqX3n5exhf1d3K4ueH6/NKHcOe8UDAObDAgbIoMXky3MyUItW+SN/AQAl0QMzADzFGM3T1+fH7c9fv2fFpzwnYz0JHKFnIcpoY3e78RQd/z1PtfI3wrIswy1e3j2fovAUg6cYPMV4SU96YIjS9PX5Uf05FQ+t+wIeX6/jU/sHcvzrH5hfrfL3dvuZm3v5uz5uJP9ERNReZ/zrBiCZXmUvj0+y78pu0InZ8ze3ZwwA0B89MEBDSky+jnpiWpwf78sr5K/FOwDMjx6YAeApxuyeSk6+jiaBJXoWSsfPPnatGNlTq/yNxF+5TrUXLyOP3UjwFIOnGDzFeElPemCI0nSlfv5qzf1Rz8Dz62f9AyV7BvQPzK+Wz035XmLPOTrK4dI9L3KYiGhseQ4M0Jmadz4in2Qru0EOJcZf/gIASqKEbAB4ijGjp5qTvwf3lYVnT6NM/mYcux6M5qnEVuFnXHnOka3CY/AUg6cYPMXgKYYSMqLGipaflCh7iW4tu3Vcra1mld/Mr8gYlsqfqzlcc6tkOUxENLaUkAEd6H3no3c85qZ3/vSOBwCMjQUMUJjek6/e8Zib3vnTOx4AMD56YAaApxgzeOo9+SrRs1Bj8jfD2I1Ab09b499rq/Ajam0VnkPvsduCpxg8xeApBk8xcj3d/+lz2T/gfs86AfBq7E2Sakzevpf/bNLf4nu53f7+o83k0Sfc87M1hinjn8Jvv/66/f3HeUz0OOBV8XsV+Dcny5PzLpnbAI08RCNpqwG4VsNxThN/ifPnHktjKue5KKn5H8nNlA0rop5qvf8S5xffNz53/Gvkj9+rRD+liR+oTO2ymchzMnJwR+W9GaHsMYfe+S9evJ4toAM178Asy9J9BccTT6VV8qn0Z/GPT6X3Pp3e2qo25Tpd8X8lZpSx4+nnGEbGcu0pNf+/l/P8Tb0D8/CU8j6uvv/I97k6drV/f5x56nHn5NlTrzs36/FPHbsa+bP+Xu/8+4knnm638zswSsiIElXjj9eenid1R8/JuFJ+k/vHn+ZVTslKav7vLcLXk7fUHM75IKFEyY74eeNzx79G/vi9SvRTFjBEhdVy8rOe1D2+XsfnTP5qeadx1XLytrUI35q8peRw6R6GltdPvPgafZREr6YzbKM8ADzFGMnTo2b5iqecmuf7crt9L8e71Zx56lFzPdLYPeApxpanmvl7xleBrcJz2Pv5iY5dy56JLU+9ezZGiF+TulV4DlH/s/wu6A1PMV7SkzswRGlqefdir+xm785MTe+PeJ8Uzq+c8rGcHN7L3+gdmL1zRz3lln+O+Mm9+PT4VuWTKf79XiX6KSVkRIXVcvKzNfnbei1n8pfq3x/a+ZWzecPVBcxR/kYWMLmTv5yemasx4seMzx3/Gvnj9yrRT1nAEBVWy8nP3uRv/XrO5C/Vvz+08yunZ+TKAuYsf88WMLmTPz0z4kuOf4388XuV6KfOCPXAPNeprWvWjr4e4VieeOp17OPrR83z1fNs1fw/Xn/0FBx933XNder7yfWf+vUIx47oqaT/NUfHHtXsRz1s9Ywty7KZv+vYo/yPeDrK/y1P69ee46+MR8T/0df85/vf+v3V2//W11FPvX5vjH4sT6/raRN3YIjSlPJJWe6natHelrPnbJR8rz4pnF+pPSNXxz/a27L3rJgcn1f+Pee9ip8nvlZe5fj3e5Xop864/7NI2eV+vx+9DLwdX5m70KTw26+/bn//cX6+6HFAa0bN4bOdoI7uPEUQP2585HvXjC9xPPDqnCxPzpc4twFWYUQjqUU98yP+6h2Ymp98tnz/4uuMX05PSer4RzeYONqwIvX9lu6ZGWn8xOfH9369xnsmejWdrk9qLmCWZel+AXjiqbSe/9BseSr5x/fKAmbEP/4pY9dq8rPnqefka1mWJuOXskBZX6fU8U9dwETe/5Gn3AX21ev/8DTS5P3K78za/s88tbh+RzneK3/Ofu5GEE88tfTUdQFD9Iqq8cdrLz51AdPjj3/N9y++zvjl1Panjn/KAiZ38teqt2Hm8RffvzemxnsnejVZwBAVVsvJT8oCZpY//rnnF58/flvH1hr/KyVkV957yvXLef+9x098fnzu+I+YP0Svpq4LmBlvWfHE05m2SjRq/fG6UkJWu2zkyh/vEcpGjjz1nnw84q/meOr4rY8/io+UkB3F11jApJa1nfktMX45v59q5V/UU8v8r11222L8a+SPEjKeePopd2CICqvGH6+91/a2l13H5356Per7F19n/J5jao9/JH9zcjj17sva82zjJz4/Pnf8a+SPOzBEP2UBQ1RYLSc/j0nd2XNeciZ/I79/8XXGL2fSlDr+R4vwZx9Xcvjq+yg1aRQ/Z3zu+NfIHwsYop+ygCEqrJaTn+dJ3dFWyTmTv5Hfv/g643flrsXV8d9bhK8nb6k5nHsXadbxE58fnzv+NfLHAobop7ouYGasueOJpzM9//Gq3bOwntTt7TaW2gPT+o93bs9CSf+P+HftWUgdv62xS4nfWoRvTd5SFjC5k78a42er8Hg+jfDzf3Xsal2/XE8txBNPLT25A0NUWC3/+G5N6qL/NoJ/8WPG5y6AUo7fW4Svv2c0hyOTv5Hev/jx4nvfvanxvoheTRYwRIXVc/L3iI9MCkt7f8Sb/M0dn1s+lpPDe/kbXcDkTv5K9T7MPP7i+/fO1HhvRK8mCxiiwmo5+dma/G29ljP5S/Vv8jd3/NUFzNXxj5Q9RhYwuZO/52Ny3n/v8ROfH587/jXyxwKG6Ke6LmBmrLnjiaczPf+hqd2zsDf5W79+1gMz0h//3POXin/XnoXUBcy6Z+HKAuYsf88WMGf9AamTw9T3EDn+KJ965X/t51Rdia/9nKor45/6nKoa+ZPqqYd44qmlJ3dgiAqrxh+vPR1N/p6PSZn85b7flu9ffJ3xS/me0fF/Lk971iOHz15/Pi71/afencl5/73HT3x+fO7418gfd2CIfsoChqiwWk5+or0tZ8/ZKPleTf7mjk9ZwKSM/96xkRx+XoRfuduT4qnE9515/MXXy6sc/xYwRD91xv2fRcou9/v96GXg7fj6/Gh2rt9+/dXsXACAGPfl+PWvz4/bf/9P/Pd36vHAq3OyPDlf4twyVk8z1tzxxNOZIvXcJT85jH6C/fhvznMWznpuzl7bi4+OXeT8peK3PLU8f6/41PGL9ps8321Jyd/nuy97ZWRnY/c4Pnr99l7Puf7Lsgw3/qm/M1v4P/LU6vrt/X6Kxtco29UDwxNPP6WEjKiwrk6Ocr5/ZBIYPfZMObtBtTi/+L7jd1ZWk7LF99YmFFfef+qCP7KIG3X8xOfH547/Vt5GvvdVT0TvKAsYosK6+ul27veOTAT3JpGp57/66WKL84vvO35HC5it+L3vtXXMc2P/lfcdvX6pi7CRxk98fnzu+O/ld87vfwsYop/quoCZ8ZYVTzydaa+8pkXD6tFkcF02cnUSeHauaGPr2dbOV89fKv6sNKr2+bfinz2NMn4pJWRb8Vt3ZLb+LWURsuUp5fpHNifoMf6l43O2Cq/lP1p2W/P6bZVrpcRHcjpVSsh44umnztDEDySy1WyZ24AZjf9eLp8CGIrnJujv5d9fP/8sPP/7EXs/P3vx6+NT43PPL75vfO74r//96/Pj9tuvv0Jet/j6Z2MYTfzAvzlZnpwvcW4DrNKIRtL6k7IWd17O4luWLoz4/sW3G7+9+KM7M0clZevXUz+JP8v/sz6FWj1B4seNzx3/rXzNLXtTQkb0U11LyIheUSl//FK+V0781e9zJW7E9y++3fjtxV9ZwGxN/ra+z1k5XOokNPXnJrUcT/zY8bnjv+45PPJ4pJK/S4leTV0XMDPW3PHE05me//jleCo5eX3+/6in3EVPSvyWpxkn/7Xjc3oWao3fXg9M9E7OYwHzrPXxkUbodU9V6uRvfY7U67c3CY6O3Vl87vnPxq7H+bfiH556nX9r/CM/d+tFeOqdwrXOfn5G+XvHE0+9PJ2hBwZIpES98l7N9dX41O+Xc/4R37/4tNjb7fr4PeKv4uGseFX+/iPvZ0MPDPBvTpYn50uc2wCrNKKRNOIn9ynfc0T/4uePj/57tKcg5fyp+Z9zDUa9/uLbjf9ZDl/xr4SM6KfO+K8bgGbM/Mn9Iz6HEfy/e3wOpeKv7qY3wvUTL75XPIAn9MD0F09zebrSb7KOyz3vFU+lzn/l+2w9Z6Hk+78Sn5pPLfwfeeo1fuuehat3YB7/3Xo+TOQOzFGOR95Tas9M6vU/y6ce+d/6OVWR+Ku/x0v6v/K7YN2ztdfYf9W/HhieePqp0/WJEjKiNNWY/OTG576ecv4R37/4duN3ZQGznvyt//9sAVM6/1OvwUjjJz4/Pnf8zxbhV/wrISP6KQsYosIacfITvTtT4vwjvn/x7cbv6h2Yh86eYn7Fb2r+p1yD0cZPfH587vifLcKvnMsChuinui5gZrxlxRNPZ0opIWv1x3vP0yh//EcoG1krtWykhf8rpVG1xy/q6XGn5UyPLWiP/u3sXCmecsYl5VrZKjwWP0LZbbRcay/+bBF+xb8SMp54+il3YIgKq9UnarmfErb64z/C+xffbvxS48/uwOz9W838b1HSI37c+Nzxj+Rw6zvVRK8mCxiiwhpx8pNbJpRy/hHfv/h245caf2UBUzv/c1+fefzF57+euxV4jfdM9GqygCEqrBEnP5Gym1bvb/TJy7vHt349dQHTIv9zF2gzj7/4/PE/yuGr/i1giH7qjNBzYJZl2fz/s69HOJYnnloe+7Xa5z/1PI/4q56+Pj9uf/76/VJsL//PX4/i/0rsu/g/eu3If8TTVf/P50+5/uuve/l/vv7rnx/+8/1vfd3bf9TT1tcp3zfVQ4vzvJN/nsp42sQdGKI05fYGpH7faGyr84/4/sW37225+u97n163zP+tY2cZP/H58bnjH+3javn+iV5NZ9z/WaTscr/fj14G3o6vzKeRA+/Mb7/+uv39x8fpv9Xm+ZPy9SfnqYifK359fGr893K73Zef3++3X3/9+LcUHn9Tcq4B8GqcLE/Olzi3AVZhREQ0hlIb5tfaatjP+fQ69+7jTHcOxJeJz+0Z3OrZuprDj3h3YIh+6nR9UnMBs0y47zRPPPHEE0/7nkaY/D085U7+Sk6er4xd7cn7macei4el8nOqUuIe/00du62G/SsLmKOfpRl+F4wgnl7XU9cFDBERvZZyFw0tJn+p8TnXQfx88bl37bZ6tlJzOPdOJtGrywKGiIiK6RUmfzNPvsX3j89t4q+xiQTRq+mM/7pVJLQNWmN4isFTDJ5i8BRjFk+5zca5DdvrrZJT42s0jEfHrmXD+pan2Rrua8SvSfm5y93EJep/lt8FveEpxkt6cgeGiIiiyi3d+V7+89Pq6KfXtbaAbvHexY8Tn9s7c/UOzNF53YEh+iklZEREVEylJn/PE74Wk79RJs/i+8fn9kxdWYSfndMChuinLGCIiKiYSkz+1v9fe/I30uRZfP/43J6p1EV4iwU20aup6wJmxm3beOKJJ5542vdUavL3/HXq5C/FU6vJ897Y9Zy8L8sy3OIhNcdr+E/xtBWfsgi/Wt44w++CEcTT63pyB4aIiIopZUJ5Nvk7+reUc+X2xpR4r+Lnic/Nq+giPPdnheidZQFDRETFVHryt/dvuZO/USfP4vvH55Z0RXK49dbeRK+mM6puowwAeD9G2CpXvPhZ4wGc4zkwA8BTDJ5i8BSDpxipnlpM/o489Zp8Pjz1nvw+x1/Jp9r+zzz1uH7PnnqP35anUeApBk8xPAeGiIiaKbc056j8JneL5pHLlsSPE5/bG7OXwzn+lZAR/ZQSMgBAdXp/ci1efO87J8rGgHbc/7nLsn/A/d7KCwBgcL4+P7Lif/v11+3vPz5O/w0YlVo5bAEE/JuT5cn5PZpbxu2fGfed5oknnnjiad9T7kMBt3ZrOnuQ5ZGnr8+PIcpvZhi7ETSCp+d8+fr8SPb0nK+P75Waw+t4z4HhiaefOl2f6IEhIqKo1pO/1PgWkz+iI+XmzVbP1pUczv1ZInpl6YEBABSnd8+BrWqRQ+/8k79AHrZRHgCeYvAUg6cYPMXY8tR78jbi5G+WsevNKJ6e8+eKp55bhfeCpxg8xbCNMhERNVNuqUvkKeap51d+QynK3e44J4dzt3AmehcpIQMADMFjB7Pv5Xr8aHde8D684p1DYFYsYAAA1XmevN2X9EWMyR96ss4/+Qv0RQ/MAPAUg6cYPMXgKUYJT1uTt5RFzDr+Va9TaXiKceapdP6W8NQDnmLwFEMPDBERNVNqrf76+HWvwPdy3D8QOZ/+AUpRSr5sHfucr4//38vh6LnkMNFP6YEBAHQh8snzfcmLB2oRzd+9OzHyF6iHBQwAoDganjEzKfm3tQiXv0Bd9MAMAE8xeIrBUwyeYlzxVHvx8irXqTY8xVh7GmHxPcN1GgGeYrykJz0wREQU1Vmt/tnrZ8/QuNILoH+AUnSUL5FcOsrhq7koh4l+Sg8MAKAJI3xyDVxF/gLzoIRsAHiKwVMMnmLwFCPqqeXkb+br1BKeYizLUmTxUXLxMup1Gg2eYrykJyVkREQU1VapS0r5y1kJWSlPRHta50tq/qzz9evzIyuHvz4/5DDRSkrIAADVKHHnJff8wFV6l40pOwOuYQEDALhE78mbyR9y6J1/8he4TmgB81yntq5ZO/p6hGN54qnXsTzx1OvYmud58PX5cfvz1++XPa0nb6me9iZ/o1ynEcfuXf1vff2cP1fO84i/6mnr5yca+05jN7t/nsp42kQPDBERRZVbr/+9/GfPQWr/QG4PA723cvMlt48rt4+M6B2kBwYAUJSeuzUpu0FPSvRsyV8gHwsYAEATHpO/7+V6vMkfeqHnBRiHqguYUA1bY3iKwVMMnmLwFOOVPT1P3u5L+iLmqGdhBHiKMaun9eIjJ39LeWoNTzF4ipHtSQ8MERFFdaVW/znmuVfg8f9n/QNn59Q/QClKzZe9nq2tXL56PjlM9FN6YAAA3Tj65DlyJ0bZDXoif4ExUUI2ADzF4CkGTzF4ipHjKTJ5ux98++hWySPAU4yZPEXzd28Rk7N4mek69YSnGC/pSQkZERFFFS112TsuugVtSkmN8htKUW5JVySHc8vUiN5dSsgAAE2xWxNmRv4C42MBAwAohskfZkb+AnOgB2YAeIrBUwyeYvAUI8VTq8nf7NepFTzFeHgaafEy8nUaCZ5ivKQnPTBERBTVXq1+tIZ/r38gpwdA/wClaCtfUnIo2seV64nonaUHBgBQlRKfPCu7QS9K3HnJPT+ANCxgAACXMfnDzPQuG9MzA1xDD8wA8BSDpxg8xeApxpGnXpO3Uj0LJZlt7HoxkqdH/lz1VDP/R7pOD3iKwVMMPTBERNRMj1r9qzX7j16B5/gr/QPP8foHKEVfnx9ZObPVs5Waw+t4OUz0U3pgAABF6V02M9KdF8xJz54t+QvkYwEDAEjC5A/vSomeLfkL5KMHZgB4isFTDJ5i8BSjpKfH5O/74rfM7VmoCU8xZvbU8s7hzNepJTzFeElPemCIiCiqq7X6j7hHr8Bzz0Ckf+DovPoHKEVX8mXds7XO2bMcPjunHCb6KT0wAICubH3yfF9u4Tsxym7QE/kLjIcSsgHgKQZPMXiKwVOMXE9Hk7fIJHAr/hWvUw14inF1q/Cr+ZvrqRc8xeAphhIyIiJqppRSl61jt0pt9spvoudSfkMpys2rrfKxrRzO/VkhemcpIQMANMdWyZiZlPy7L3nxANKxgAEAFMXiBTMjf4Hx0QMzADzF4CkGTzF4ipHqqcXk7xWuUwt4ivHsaZTFy+jXaRR4ivGSnvTAEBFRVLnbGR/1wORu0UwU0V6+RPNoL4dz8lAOE/2UHhgAQHVG+eQauEKJ/JO/QDssYAAAWZj8YWZKLL5zzw8gDT0wA8BTDJ5i8BSDpxhnnnpM/tY9CyMw49j1YDRPX58ftz9//Z4VX+PO42jX6XbjKQpPMfTAEBFRMz3X6l+p23/uH3jE7z0HJupF/wClKDdvtnq2ruRw7s8S0StLDwwAoDi9e170zCCH3vknf4E8lJANAE8xeIrBUwyeYmx56j15G3HyN8vY9WYUT8/5c8WTrcLHgKcYL+lJCRkREUWVW+pytI3y1fMrv6EU5W53nJPDuVs4E72LlJABAIbg0XD/vVyPH+3OC96HV7xzCMyKBQwAoDrPk7f7kr6IMflDT9b5J3+BvoQWMM91auuataOvRziWJ556HcsTT72OrXmeKx4ek7fn1//3tvyYBB59r/Xkr4Snra9HOHZET7P73/o65TzP+fd47bEIj3jayv9cTzWObXWed/LPUxlPm+iBISKiqFJr9dfHr3sFvpfj/oHI+fQPUIpS8mXr2Od8ffz/Xg5HzyWHiX5KDwwAoAuRspn7khcP1CKav3vlZPIXqIcFDACgOBqeMTMp+be1CJe/QF2qLmBCNWyN4SkGTzF4isFTjFfxVHvx8irXqTY8xVh7GmHxPcN1GgGeYrykJz0wREQU1Vmt/tnrZ8/QuNILoH+AUnSUL5FcOsrhq7koh4l+Sg8MAKAJI3xyDVxF/gLzoIRsAHiKwVMMnmLwFCPqqeXkb+br1BKeYiyrrZKvUnLxMup1Gg2eYrykJyVkREQU1VapS0r5y1kJWSlPRHta50tq/qzz9evzIyuHvz4/5DDRSkrIAADVKHHnJff8wFV6l40pOwOuYQEDALhE78mbyR9y6J1/8he4jh6YAeApBk8xeIrBU4w9Tz0nb6V6Fkoy09j1ZBRPz/ljq/AYPMXgKYYeGCIiaqbcev3v5T97DlL7B3J7GOi9lZsvuX1cuX1kRO8gPTAAgKL03K1ptDsveC9K9GzJXyAfCxgAQBMek7/v5Xq8yR96oecFGAc9MAPAUwyeYvAUg6cYpTw9T97uS/oiJrdnoTY8xZjV03rxkZO/pTy1hqcYPMXQA0NERM10pVb/Oea5V+Dx/2f9A2fn1D9AKUrNl72era1cvno+OUz0U3pgAADdOPrkOXInRtkNeiJ/gTFRQjYAPMXgKQZPMXiKkeMpMnm7H3z7vfhXu0614ClGzlbhR4uY3K3CR4OnGDzFUEJGRETNFC112TsuugVtSkmN8htKUW5JVySHc8vUiN5dSsgAAE2xWxNmRv4C42MBAwAohskfZkb+AnOgB2YAeIrBUwyeYvAUI8VTq8nf7NepFTzFeHgaafEy8nUaCZ5ivKQnPTBERBTVXq1+tIZ/r38gpwdA/wClaCtfUnIo2seV64nonaUHBgBQlRKfPCu7QS9K3HnJPT+ANCxgAACXMfnDzPQuG9MzA1xDD8wA8BSDpxg8xeApxpGnXpO3Uj0LJZlt7HoxkqdH/lz1VDP/R7pOD3iKwVMMPTBERNRMj1r9qzX7j16B5/gr/QPP8foHKEVfnx9ZObPVs5Waw+t4OUz0U3pgAABF6V02M9KdF8xJz54t+QvkYwEDAEjC5A/vSomeLfkL5KMHZgB4isFTDJ5i8BSjpKfH5O/74rfM7VmoCU8xZvbU8s7hzNepJTzFeElPemCIiCiqq7X6j7hHr8Bzz0Ckf+DovPoHKEVX8mXds7XO2bMcPjunHCb6KT0wAICubH3yfF9u4Tsxym7QE/kLjIcSsgHgKQZPMXiKwVOMXE9Hk7fIJHAr/hWvUw14inF1q/Cr+ZvrqRc8xeAphhIyIiJqppRSl61jt0pt9spvoudSfkMpys2rrfKxrRzO/VkhemcpIQMANMdWyZiZlPy7L3nxANKxgAEAFMXiBTMjf4HxCS1gnuvU1jVrR1+PcCxPPPU6lieeeh1b8zxn3+d58nblPFtbJed6in49wrEjeprd/9bXe699fX7c/vz1+2VP0fxP8bR1nhrHtjrPO/nnqYynTfTAEBFRVLnbGR/1wORu0UwU0V6+RPNoL4dz8lAOE/2UHhgAQHWU3WBmSuSf/AXaYQEDAMjC5A8zU2LxnXt+AGlUXcCEatgaw1MMnmLwFIOnGDN66jH5e/Y0yuRvxrHrwWie1j0vV+Jr3Hkc7TrdbjxF4SlGtic9MEREFNVzrf6Vuv3n/oFH/N5zYKJe9A9QinLzZqtn60oO5/4sEb2y9MAAAIrTu+dFzwxy6J1/8hfIQwnZAPAUg6cYPMXgKcaWp96TtxEnf7OMXW9G8fScP1c81c7fUa7TMzzF4CmGEjIiImqm3FKXo22Ur55f+Q2lKHe745wczt3CmehdpIQMADAEj4b77+V6/Gh3XvA+vOKdQ2BWLGAAANV5nrzdl/RFjMkferLOP/kL9EUPzADwFIOnGDzF4ClGCU9bk7eURcw6/lWvU2l4inFlq/Cc/C3hqQc8xeAphh4YIiJqptRa/fXx616B7+W4fyByPv0DlKKUfNk69jlfH/+/l8PRc8lhop/SAwMA6ELkk+f7khcP1CKav3t3YuQvUA8LGABAcTQ8Y2ZS8m9rES5/gbrogRkAnmLwFIOnGDzFuOKp9uLlVa5TbXiKsfY0wuJ7hus0AjzFeElPemCIiCiqs1r9s9fPnqFxpRdA/wCl6ChfIrl0lMNXc1EOE/2UHhgAQBNG+OQauIr8BeZBCdkA8BSDpxg8xeApRtRTy8nfzNepJTzFWJalyOKj5OJl1Os0GjzFeEVP93/KxPYPuN+zTgAAeB2+Pj+y4n/79dft7z8+Tv8NGJVaOezuDfBvTpYn50VmtwHq4IiIaAyta/VTa/fX/QNfnx+Hz4GJ+MnpH8jtPRA/X/xzzJX4rZ6tqzn8iNcDQ/RTp+sTCxgiIorqlSZ/M06+xefH5+bNVsP+lRzO/VkiemV1XcAsy9L9AvDEE0/9xdPreBph8rcsS/bkr/TkOXXsWkzejzz1Wjw8PPVc/Kzv2qWO3ffyn+dPzeGzO5kz/C4YQTy9rid3YIiIqJhyS7ZaTP5S469cA/HvG3+2FfiV87sDQ/RTZ9hGGQCQRM/dmnpvdSt+/vgcSsRr1gfysYABADThMfn7Xq7H9578ihffKx7AE3pg+osnnnjiaRZPuY3Tj1Kb55KbSPnNUc9CxFPtsqOzsetR9vTsqXfZ1SP+ao6X9H+l32Tds7XO2bMcPvOvB4Ynnn5KDwwRERVTbsP81sKl9OSvhGfxrxuf2zOVughvscAmejVZwBARUTGVmvw9f11z8jfa5Fl8//iU77l1bMoiPHouCxiin7KAISKiYio5+Tv6t5Rz7R034uRZfP/43LyKLsJzf1aI3llnVG3iX5al5re/BE8xeIrBUwyeYrySp5oNzxFPrRuu1556N3x/fX7c/vz1e9fzb8VH86nl9dvylBJ//8/wbP+v9LugJjzFeElP7sAQEVFUuSVdkTswuWVqo37yL36M+NzXz3I4t0+MiDwHBgDQkBHuPIgXP2s8gBhKyAaApxg8xeApBk8xUjy1mvzteeo5+VyWpfvkdx2fmk8t/B956nX9Hp56j9+Wp5HgKQZPMXI93f8pE9s/4H7POgHwanxlPon5FfAJ47z0zt/ffv11+/uPj9N/q806h3tPXsW3i986NiX+e/nPvpetf0vBnRvgJyfLk9u/GvkAXooRJz8t6T0Jxlw85/b38p8/P1v/lkLqz886f0f4+RU/d/zt1zy/v4GXQBM/UZpGbBjO+R4apt8rPnf8UuPXr2817J89yPLs++e8h9nGT3x+fO74bzXsX83hR7wmfqKfKtLE/1yntq5ZO/p6hGN54qnmsWc152fneY6/4mlrq9SU9zOC///+n78uj0ct/5HYd/X/TIr/LU+l/EfPuf56/fPTy/+VWP7j/re+7u3/+fxbXPWUc2yr87yTf57KeNrEHRiiNJX6xKxkfMttO0d8/+LbjV9q/N4dmOd/v/LpdU7+5961nHn8xeeP//dyfmcx1b87MEQ/dbo+sYAhStOIk5/cMqDZ37/4duOXGr810es9+Zt5/MT3j488yyj1/BYwRD9lAUNUWL3/eOb+8RvRv/jXjY8sVlpO/kos4Ga6/uLLj39ODu+d2wKG6KfO+K9bRUI1bI3hKQZPMVI9HdU8l4o/8lTi/Fd4eGrx/qPxV/Kptv8zTz3G79nTUfzX58em1q/dbrfb9/Kf/7b+eu8cWz0LUWqOX8RT6/xfexrh52/ds9f6/Fvx0Xxqef1e4e9dC3iK8ZKe3IEhSlNu70CN80a+d6nzj/j+xbcbv9RPkNdxj0+qnz+x3trVKeX9p+b/lWswyviJz4/PHf/v5T/vuJzdgTk7pzswRD+lhIyosEac/NT+42jy9zrxueN3ZQGznvyt//9sAVM6/3PL4GYef/HlyiD3FuFX/FvAEP1U1wXMsizdLwBPPJXW8x+aiKcWf7yPPI3wxz9n7Gpdv6inlpOvLU8jjF8kPvrvW59cHy1gtr5vSo5fWRBdOXYvn3pO3pdlGW7xkPq7oIb/FE9b8WeL8Cv+c69TC/HEU0tP7sAQFVaNyU9u/JWym6vfd8T3L77d+KXk2vruy+123sR/5W5R7qJqpvETnx+fO/5ni/Ar/t2BIfopCxiiwhpx8pM7UU05/4jvX3y78Yv+++PrqwuYmvnfoqRH/LjxueMf2YWsdZki0avpjPs/i5Rd7vf70cvA2/EV2EkmckzJ+PXxNc8/4vsXH4/PHb+vizvRPfjt1/X3BYzM33/k/Wzk/MwDr8bJ8uR8iXPLWD3NWHPHE09nOuuB6fHJ45Wym6vnv/J6yti1un7v2rOQ+nq032TvzsnX58f/ldjsldpEm6EjniLxqZ+up+TT1fjc82/FX/mdWdv/ad17g+t3lOOR+KMcvvrzqweGJ55+SgkZUWHlliZc/d6RuBbnH/H9i283fkcLmL1SrrMFyvPkb318yvt+/PfqlrbR+LPvK37s+Nzx38vhnJ9fJWREP2UBQ1RYub0Fqd/3WetPsp/VavLc8/2L7z9+qfF7+bo+JnURsj53pNfmyGtKfOR7ih83Pnf8Iz0wqbKAIfqpM/TAAIls9Qe06nn4Xm63+7L978BMPOfxc14//yzs5fuavZ+fvfhoz1it84vvG587/ut///r8uP3266+Q1y0efWV6YIB/c7I8OV/i3DJWTzPW3PHE05nWPTAtP3nf26rzqO499wnRZ7vrROJTn7NQ0//6OvU6/14+1T7/lfGLxB/dgVl//XwXZp2/kU/Cn6/TXunaUfzz8aXGby/HW+bP1nXqef6t+NTnVNXwvx7/o99PkV3z9nq7Itr7+Rnl7x1PPPXypISMqLBSJj8p3+tMR3+Ir9Rsp5w/9zkdJc8vvu/47cWflZAd/fvRAiby/q8uwmYcP/H58bnjv7f4TlXJvyVEryYLGKLCSv3jd/Z9ItqaBD7HX9k5J9X/epedq/G55xffd/z24s/uwGz53+qJid7JSZ38rc8x6/iJz4/PHf9Hz1apxcuV90P06uq6gJnxlhVPPJ3p+Y/fVU9X77ysJ5Fbx0TKIa7+sXz84U6NX28xm3P+UvE5W8zW8h/dYrbl+K23mN2Ljyw8tvxHFzBH7z/1k/Qa4xfJp9b5v1dO2vPnL6fstpb/6O+C58V4ycVLjqeW4omnlp7O0MQPJPCV+RC/VDz0DwDGI6dhf6tZf+/fgXflZHlyvsS5DbBKIxpFV+4+rONTjt8rm9gqZ6hx/t7vX/x447cXH7kDs9ezFb0Dk3ruveOuXoMRxk98fnzu+NfIHyVkRD91xr9uAJqQ+wnbc/x9uYW3GC19/qt3oUq+f/HX43PH7yh+87VfP2O+Pj9uf99ut+/bX7e///jYPObo/FcRL37meAAr9MD0F0/zeFp/Ah31VKvm+1GLfeap5CefV77XKJ+8Pisln1r53/PUc/zWPQtX7iKe3Z1J3So3dSve3IbpyPE5W4WXyp89TyP9/F35PV7af2q/SYv80QPDE08/dbo+UUJGFNeVEpycP76R8rCzY2r/8a/5/sWPN365ZZBbrx8dc2Xyd/ZaynsYbfzE58fnjn+N/FFCRvRTFjBEBZW6gMn9oxTdHjm3NyDFv8nf3PGtJ29XtvhOPVdq/reaVIofM75WXuX4t4Ah+ikLGKKCSlnAlPjjm7OAGfWPf+75xfcdv9T4qwuYmgut3Ls6M4+/+Dp39XL9W8AQ/VTXBcyMNXc88XSk9QKmds/ClQVMznMWIv5b1HO3mPy8a89C6vil9pusj6nxkNUzT2fxua+feRpl8t7iOVWp8RFPta/f2e+nHvmT+zuzhXjiqaUnd2CICipyB6bkH98rC5jWf/xrvn/x441f6uupC5jcyV+LT9dnHn/x/e/O1HjfRK8mCxiigjpbwJT+45u6gJnhj3/u+cX3Hb/U+JQFTO7kr1V53MzjL75/eWWN9070arKAISqoowVMjT++KQuYWf74555ffN/xS43P3Ygi6iklfuvYWcZPfH587viPmD9Er6auC5gZa+544ulI64lS7Z6Fqz0wpc4fPfYsPvU5CzX9b3nqPfl4xLfoWUgdv0h/wFF8zi5kOZ5SrkGJ8cv5/VQr/2o/p+pKfO3nVLUY/xr5s/4eI/y9i4xdb/H0up7cgSEqqK0/NDX/+J49I+NxTMvShZbvX/x445caH3lIZeoCZh2f8x5mGz/x+fG5418jf9yBIfopCxiiglpPlmr/8T17Uvlj8pfbO3A1ZsbJy7vHt568HS3CH/FXFzBXJ3+lJo3i54zPHf8a+WMBQ/RTXRcwM96y4omnIz0vYFqUjTxP7Pa2mr1aQtbyj/cIZSMzxKfkU6vx2yvXisbvLcKf46+UkOVM/q7ctTm7/rYKj49dz/Nvjf+VsSvtXwkZTzz9lDswRAX1+MPV6o/vemK3tVvTlTswJf/413z/4scbv9T4rUX4Oj51AVO6DG6m8RP/mvHuwBD91Bn3fxYpu9zv96OXgbfi6/Oj6fl++/XX7e8/Pg7/besYYBQi+dojh//7f/66FPf1+XE5VvwY8bdb3vjnxm/F5r4v4NU4WZ6cL3FuA6zCiEZR60/ujsrG9o6p7d8nhXOr9d2brYdU7t1ZvOo96qlU70OPay++f8N8zfzxe5Xop874r1uAZVk2///s6xGO5Ymn0p5Sjn3+ev0JW6qn5/j/vS237x1be9/3EX/1vef6j349wrEjeurtf+sT4tT8+fPX77fb7Xa7L7f/yN8zT8/nv/IzuZX/W+eJ+D87NtV/xBP/1/0/n3+LHv63jk/1VPrYVud5J/88lfG0iTswRHG1/uT27AnlkW2Wc86/Fe+Twrl1Zfxyxv+oR+tsl73oOVNf1zPz3vG5418jf/xeJfqp0/WJBQxRXLmTv1RFGvRzJ3+p/v2hnVutJ2+R5xgdHZM7+cttmB5t8i0+Pz53/Gvkj9+rRD9VpIQMwDVKNGb2bnjVWPq+lGqYPuK+1D2/ePGzxgPYp+oCJlTD1hieYvAU48hTi8nfFg9PI/3xnW3sejGSp72a/9T43PNvEfHUOv/Xnnr//G31XLQ+/1Z8NJ9aXr8tT73Hb6TfBQ94isFTjGxPSsiI4mpVDrC3W9OWto6pWbah1GFu1SjJOjrmSg7XLnPLfb3ENRbfL7736zXeM9GrSQkZ0Jjen9z1jsfc9M4f8eLfOR5ADCVkA8BTjBk89f7j17tsZI8Zxm4EenvaGv8UT63yf89Tz5+/ZbXVcOvzb8Wn5lML/7XLbq/EK7uNwVMMnmIoISNqqJqlVVvxKeU3rco2lDrMrb3xyx3/vX+P5nBOXn0lPmAzd2epnOsnvn98753Jarx/oleTEjKgAb0/uesdj7kZIX/eebc+8eIBpHH/5y7L/gH3eysvwPBs/aGq+cfv8bTyo61mv5fj13POX+J4jMV6/K6Mfwq//frr9vcfxzGRY4BXx+9V4N+cLE/O79HcMm7/LMvS/RYUTzyVVOpuR6nfb62zJ5V/fX78x2sp16nVbjkjjB1P/zl+kbE88hSJP3pQZcpue1uerv781SjXedd84oknnniq4el0faIHhiiu1Mlf9Hvt6Xlit7fVbOrkL9e/Wu259Ri/VjX7e4vw1K2Wr56/dCwREdWXHhigAj1qpu/L7f9KynrXbGNu5C8AYGb+1dsAMBs9J1+PSeDd5A8ZvHP+apgGgPnxHJgB4CnGKJ56P2fh+ZPsLWo/Z+EKo4zdMzzFePbUIn/P4v/7f/66fJ1qLt5HH7tR4CkGTzF4ivGSnvTAEMXVuu7+uTdgHX/W4F/S+3O8/oG51br3ae85RUf9XSXPvxUvh4mIxpYeGGAAapSdpXySrecAOchfAMBIKCEbAJ5izOqp5uRr6/kva08jTP5mHbvWjOip5kMqI4uYrfOnXKdWi5cRx46nGDzF4CkGTzGUkBE1VGrpSW6pSqS05uiYGlvlKr+ZWynjVyJ/cnK41lbPcpiIaGwpIQM60Xu3pBHuvGBeeudP73gAwLhYwAAV6D356h2PuemdP73jAQBjowdmAHiKMYun3pOv3vFbzDJ2vRnB03r8e2wVfhZfc6vwq4wwdmt4isFTDJ5i8BRDDwxRQ53Vzpeu2U/tH6jVM1DyPVJfHY1fjfxJyeEW+VviPEREVFd6YIBG9L7z0Tsec9M7f3rHAwDmwQIGKEDvyVfveMzNCPnT+/wAgHnQAzMAPMUY1VPtyV/kYX89exYijDp2o9HD09n4n3nqsdves6dRFi/yKQZPMXiKwVOMl/SkB4YornXtfO2a/UdvwNFzMiI9BlfPXyqGxtHz+LXoOflezp/zcjWHr/qXw0REY0sPDFCJlmU3W08sH6HsB/MifwEAs2IBA1ygx+TreRJo8occ5C8AYGb0wAwATzFG8fQ8ebriKWfy9ZgE9uxZuMIoY/fMO3tKGf+1p9r5e8bX58ftz1+/Z8XX4J3zKQWeYvAUg6cYL+lJDwxRXK2eU/HQujdgq2cgpX+ghH/9A3MrZ/yuxG49p2ids9EcLvXzJ4eJiMaWHhhgEEqWzWz1FLQ8P94P+QsAGAUlZAPAU4yZPdWYfO1NArc89Z78zTx2LRnVU8v8jcTbKjwGTzF4isFTDJ5iKCEjaqjW2w5/L/Gtlmucfyte+c3cSh2/3PE+y8+jbZZLnH8rXg4TEY0tJWRAR2Z/Qrmym/emxUMq70vd88tfAHg9LGCASvR4Qnnp85v8vS+986d3PABgXEILmOc6tXXN2tHXIxzLE0+lPUWOfUyerp7nrOb/zNPRVs8RT7n+X2GcR/PU0n+N/EnxtN4quZb/FE+tjh3R0+z+eZrX0+z+eSrjaRM9MERxRWrnS9bsR7aX3dtqudZ71D8wt2qP7zo+NYdbbFUuh4mIxpYeGKAhvcteesdjbnrnT+94AMAcWMAAheg9+eodj7npnT+94wEA81B1AROqYWsMTzF4ivHw1HvydVTz3+L8Z4w8diPRy9PR+Ec8td5tb+1phMWLfIrBUwyeYvAU4yU96YEhiqvGMyWO4s+ekfE4ptb5SxxPY6n0c31KPKcoJ4dbP5uJiIjqSw8MUJEWd16Onljee6tlzE2rO4dH+atsDACQihKyAeApxmie1lu9XomPTr62FjF78dHr1HLyN9rY3W48Rcd/z1Ot/I2wLMtwi5d3z6coPMXgKQZPMV7SkxIyorgepScttnq93f6z/ObxdepWy1fPXzqW+uvr86NZ/t5uP/NzK3/Xx5Q+f414IiKqqzP+dQOQRM+yl8cn2XdlN8jgnfM3t+wSANAfPTBAIr13GzvqiWlxfrwvr5C/Fu8AMD96YAaApxizeyo5+TqaBJboWSgdP/vYtWJkT63yNxJvq/AYPMXgKQZPMXiKoQeGqKGu1s5fjdvrGXh+PdI/ULJnQP/A3Gq97fD3cpy/z/+tcf6teDlMRDS2bKMMdKbmnY/70vf8eH1qPqQycidG/gIA1ljAABVp/YTy0uc3+XtvWvRMHS3C5S8AYAs9MAPAU4zZPPVqmK/Rs5DLbGPXi5E8Pcb/qqea+Rfx1HrxMtLYPeApBk8xeIrBUww9MEQNFa2dL1WzH+lv2Tqm5nMy9A/Mrcj4lcyfKzlc+zkvcpiIaGzpgQEa0/vOR+94zE3v/OkdDwAYHyVkA8BTjBk89Z58fX1+3P789Xu38+8xw9iNQG9PW+Pfa6vwI2ptFZ5D77HbgqcYPMXgKQZPMZSQETVUzdKqrfiU8pvaZTel3if11d741cqfaA63yt8S75WIiOpKCRnQgBHuvCi7wVVGyJ/e5wcAzIMFDJBJ7clf5InlJn+4Su/Fy9Xd9kqdHwAwH3pgBoCnGCN6ajH5O3rY39bkr2XPQpQRx46n2PiX2Cr8KH+v5F+prcJLIp9i8BSDpxg8xXhJT3pgiOJ6rp1vUbP/3D+wt9VspMfg6vlLxtEYeoxfq56TR34ebZV8JYdz/MthIqKxpQcGqECPspvnOzG9y34wN/IXADAz/+ptAJiNnpOvxyTwbvKHDN45f3N7bgAA/dEDMwA8xRjF0/PkKdVTicnXUU/Mmadek79Rxu4ZnmI8e2qRv2fx//0/f12+TjUX76OP3SjwFIOnGDzFeElPemCI4mpdd//cG7CO3+stqOH9OV7/wNxq3fu095yio/6ukuffipfDRERjSw8MMAA1ys5SPsnWc4Ac5C8AYCSUkA0ATzFm9VRz8nXfOP3a0wiTv1nHrjUjeqr5kMrIImbr/LYKj8FTDJ5i8BSDpxhKyIgaKrX0JLdUJVJac3RMja1yld/MrZTxK5E/OTlca6tnOUxENLaUkAGd6L1b0gh3XjAvvfOndzwAYFwsYIAK9J589Y7H3PTOn97xAICx0QMzADzFmMVT78lX7/gtZhm73ozgaT3+PbYKP4uvuVX4VUYYuzU8xeApBk8xeIqhB4aooc5q50vX7Kf2D9TqGSj5HqmvjsavRv6k5HCL/C1xHiIiqis9MEAjet/56B2PuemdP73jAQDzYAEDFKD35Kt3POZmhPzpfX4AwDyEFjDPdWrrmrWjr0c4lieeSntav/Y8ebpynkf83rHfy7mno56FM0+5/nOPbXWe2T3V8v/1+XH789fvl79vNH/2PD122+vhP+U8rY4d0dPs/nma19Ps/nkq42kTPTBEca1r52vX7D96A46ekxHpMbh6/lIxNI6ex69Fz8n3cv6cl6s5fNW/HCYiGlt6YIBKtCy72Xpi+QhlP5gX+QsAmBULGOACPSZfz5NAkz/kIH8BADNTdQETqmFrDE8xeNrnqOY/NT6VxyTwKP7MU4/J3yhj98w7e0oZ/7Wn2vl7xrrn5Up8Dd45n1LgKQZPMXiK8ZKe9MAQxdXqORUPrXsDtnoGUvoHSvjXPzC3csbvSuzWc4rWORvN4VI/f3KYiGhs6YEBBqFk2cxWT0HL8+P9kL8AgFFQQjYAPMWY2VONydfeJHDLU+/J38xj15JRPbXM30h86nVqsXgZdexGg6cYPMXgKcZLelJCRhRX622Hv5f4Vss1zr8Vr/xmbqWOX+54n+Xn0TbLJc6/FS+HiYjGlhIyoCOzP6Fc2c17UyJ/zrgvdc8vfwHg9bCAASrRYvJX+/wmf+9L7/zpHQ8AGBc9MAPAU4yZPPWcfNXqWchhprHrySieem4VHom3VXgMnmLwFIOnGDzF0AND1FCR2vmSNfuR7WX3tlqu9R71D8yt2uO7jk/N4RZblcthIqKxpQcGaEjvOx+94zE3vfOndzwAYA4sYIBC9J589Y7H3PTOn97xAIB50AMzADzFGNlT78lX756FM0Yeu5Ho5elo/COeWu+2t/Y0wuJFPsXgKQZPMXiK8ZKe9MAQxVXjmRJH8WfPyHgcU+v8JY6nsVT6uT4lnlOUk8Otn81ERET1pQcGqEiLOy9HTyzvvdUy5qbVncOj/FU2BgBIRQnZAPAUYzRPX58ftz9//Z4VH518bS1i9uKj16nl5G+0sbvdeIqOf4mtwlPyN0KJrcJL8+75FIWnGDzF4CnGS3pSQkYU16P0pMVWr7fbf5bfPL5O3Wr56vlLx1J/fX1+NMvf2+1nfm7l7/qY0uevEU9ERHV1xr9uAJLoWfby+CT7ruwGGbxz/uaWXQIA+qMHBkik925jRz0xLc6P9+UV8tfiHQDmRw/MAPAUY3ZPJSdfR5PAEj0LpeNnH7tWjOypVf5G4m0VHoOnGDzF4CkGTzH0wBA11NXa+atxez0Dz69H+gdK9gzoH5hbrbcd/l6O8/f5vzXOvxUvh4mIxpZtlIHO1LzzcV/6nh+vT82HVEbuxMhfAMAaCxigIq2fUF76/CZ/702LnqmjRbj8BQBsoQdmAHiKMZunXg3zNXoWcplt7HoxkqfH+F/1VDP/Ip5aL15GGrsHPMXgKQZPMXiKoQeGqKGitfOlavYj/S1bx9R8Tob+gbkVGb+S+XMlh2s/50UOExGNLT0wQGN63/noHY+56Z0/veMBAOOjhGwAeIoxg6fek6+vz4/bn79+73b+PWYYuxHo7Wlr/HttFX5Era3Cc+g9dlvwFIOnGDzF4CmGEjKihqpZWrUVn1J+U7vsptT7pL7aG79a+RPN4Vb5W+K9EhFRXSkhAxowwp0XZTe4ygj50/v8AIB5sIABMqk9+Ys8sdzkD1fpvXi5utteqfMDAOZDD8wA8BRjRE8tJn9HD/vbmvy17FmIMuLY8RQb/xJbhR/l75X8K7VVeEnkUwyeYvAUg6cYL+lJDwxRXM+18y1q9p/7B/a2mo30GFw9f8k4GkOP8WvVc/LIz6Otkq/kcI5/OUxENLb0wAAV6FF283wnpnfZD+ZG/gIAZuZfvQ0As9Fz8vWYBN5N/pDBO+dvbs8NAKA/oTswz3Vq65q1o69HOJYnnkp7ep48pZ7nefJ1xdPX58dhT8zZ910/J+aK/+ix0e+bE/tOuTeC/5z8ecQ/8veKp8fPTyn/KbGtjh3R0+z+eZrX0+z+eSrjaRM9MERxta67f+4NWMfv9RbU8P4cr39gbrXufdp7TtFRf1fJ82/Fy2EiorGlBwYYgBplZ2d3YmqfH++D/AUAjIQFDFCZmpOv+9L3/Hh9aj6kMrKIkb8AgDVVFzChGrbG8BSDpxhnnno8ofzZ0yiTvxnHrgejedrqGUmNP+NoEb6Xf9Hr1HLxMtrY3W48ReEpBk8xeIqR7UkPDFFcKbXzJWr2I70Be8fUes6H/oG5FR2/UvlzNYdrPqdGDhMRjS09MEAHet/56B2PuemdP73jAQBjo4RsAHiKMYun3pOv3vFbzDJ2vRnB03r8Uz21yL8jT70WLyOM3RqeYvAUg6cYPMVQQkbUUGelJ6XLXlLLb2qW3ZQ6B/VVzdKqrfiUHG6RvyXOQ0REdaWEDGhE7zsfveMxN73zp3c8AGAeLGCAAvSefPWOx9yMkD+9zw8AmAc9MAPAU4xRPdWe/EUe9tezZyHCqGM3Gj08nY1/7a3CI1strym5VXgp5FMMnmLwFIOnGC/pSQ8MUVzr2vnaNfuP3oCjrZIjPQZXz18qhsbR8/i16Dn5Xs63+r6aw1f9y2EiorGlBwaoRMuym60nlo9Q9oN5kb8AgFmxgAEu0GPy9TwJNPlDDvIXADAzemAGgKcYo3h6njxd8ZQz+XpMAnv2LFxhlLF75p09pYz/2lPt/D3j6/Pj9uev37Pia/DO+ZQCTzF4isFTjJf0pAeGKK5Wz6l4aN0bsNUzkNI/UMK//oG5lTN+V2K3nlO0ztloDpf6+ZPDRERjSw8MMAgly2a2egpanh/vh/wFAIyCErIB4CnGzJ5qTL72JoFbnnpP/mYeu5aM6qll/kbibRUeg6cYPMXgKQZPMZSQETVU622Hv5f4Vss1zr8Vr/xmbqWOX+54n+Xn0TbLJc6/FS+HiYjGlhIyoCOzP6Fc2c170+Ihlfel7vnlLwC8HhYwQCV6PKG89PlN/t6X3vnTOx4AMC56YAaApxgzeeo5+arVs5DDTGPXk1E89dwqPBJvq/AYPMXgKQZPMXiKoQeGqKEitfMla/Yj28vubbVc6z3qH5hbtcd3HZ+awy22KpfDRERjSw8M0JDedz56x2NueudP73gAwBxYwACF6D356h2PuemdP73jAQDzcP+nTGz/gPv98jdflmW4ujueYvC0TW5jfSq//frr9vcfx+eMHFOa1IniCGO35l09yeH/T+nFzrvmUyo8xeApBk8xZvR0sjypu4ABXo3H5O958lPzk+PHg/6Otpr9Xm7NJ39AlN9+/XW6VfLZMUdc+flztwYAxuZsAaOJnyhBX58fPxqAazccP5qb9xqhvz4/Qg+7vHr+s5gWDdfi5x6/owdVPuIjjf4lr58mfiKisdW1iX+021W3G09ReDrn6/Pj9uev37Pio58C35fb/92NOYuPXqeWPQdbnnr3PIwYn5LjrfyX2Co8JX8jlNgqvDSj/X663XiKwlMMnmLwFMM2ykQN9bgD0+qT8/Un04+v11stp/rJ8d/y/Yuff/yec3grf9fHjH79iIiovk7XJxYwRHH1nPzt/VvqAqb35E/8e8XvLcLP/q2mfwsYIqKx1bWEDMBPSpT9bJXjtDx/DiOWbb1bfA6vkL8jlZ0BAC5S8w7MsizdV3A88VRS609vUzxd+dT36Anlzw3+EU+lPnm/8n2WZRnuzkFqPrXwf+Sp1/g9PF09f6RsLHIH5urP3VZ8jTswI/x+4oknnvqLpzKelJARFdTV8pPSk7/n1yMlZCUn3y3fv/j5x+8oP8922at1/ZSQERGNLQsYooK6soCpNfmLHtN78jfS5F18+/E7W5wcbbNc6/pZwBARja0z9MAAFSlRc9+7Z0K8+Jz4M84ecqnnBQCwJrSAed6reb1v89HXIxzLE0+lPUWP/Vo9JybV0/Pk74qnx+Tt6nsv4f8xebwyHj39P5+f/zL+U2Jb+U/11OLYET3N7p+neT3N7p+nMp42UUJGFFe0hKxU2UukuXmrhKxm2VLL9y9+/vGL5nDL66eEjIhobCkhAxrTu+xFvHjxysYA4JWxgAEK0nvyJV68eIsXAHh1qi5gQjVsjXh42fK0LMuh17PXcxnpOj3gKcazp96Tr72a/9bn3yLiqfX1W3saYfzWPSOtz78VH82nltdvy1Pvxcvov59GgacYPMXgKcYrerr/0+eyf8D9nnWC3pw1BT0vTrYWKmev472I7KpUkt9+xSdkf//Rztt6ojjC5F98LH7UHG6Zv7db3u5+AIC6nCxPXn8B8+BscbL1b9GYq+dcL66O7hJhHNaTxdqTz+/lfKvZlIUO0Jqj/D3L7zOu/Pz1vlsDADjmbAFTdReyZVm672Kw9vLsactfyutX3v/W91+W5fS8va7XSBrF0/MORq12m9rbyWlrt7Kt63QWn3L+K++/5PlLxS/LMpz/vRzvOX7LsmSd/+hBlZEdyvY8pbz/q9ftiqeRxBNPPPE0q6fT9cm7bKN8tJjYWzxEFz1Xzhn9fxpPj8lP661yj7aabbFV7SP+6vsvdX7xc43fI24df3XxcvX9l4olIqL6so1ygLOSLSVdWNOj5+G+3G7fi3jx88f3KBsDALwO/+ptAJiRng3b38vtdvv11/9NBlN4TCLvF89/X26379tflyefRc4vfrrxe87VK3n7TIkPDwAAc1N1ATPirl1bTfp7Tftnr185d8q/92T0sRuFVE+5k6+//9iO/17SJoa5k0jx4lN4LJhKbhV+5XfBI77GIuYVfj+1gKcYPMXgKcZLenr1HphHg/yz9o45+x6553782/PrZ/9P46lX4/BRfOR7lzr/iO9f/Ljj16tn7CheDwwR0djSxN9RFiKvqSuTn9qTt9zXU84/4vsXP+74fX1+DPX+S3w/IiKqKwuYjrKAeU2lTn5aTN5y786kfO8R379445cSbwFDRDS2zqi6C9lo9Xa3G09ReIpx5qnHbmXPnnqcfyv+6tjV9B/x1Pr6rT2NMH5//vo9Kz6HPf/RfGq5W9mMv596wFMMnmLwFOMlPbkDQ5Sm6Ke3LT95rvEp8178iO9f/LjjN2LPlDswRERjSwkZUWG1bJi/enzvyd+ok3fx7cdvxJ4pCxgiorHVdQEzYg8ITzzl6nnys+Wpx+S15A5LNTYMSBm7Vtdvz1PPxceyLMONX+rPXYuemyNPLRZoqZ56iSeeeOJpVk9n3P9ZpOxyv9+PXk5mxDq8UXGtxuSorr5Xz8LX0/Mtap9/xPcvPh7fevxSvmer69eyNwYAkM7J8qTugyxnYrTFwmh+cM4Mk1fx4sUDAGan6i5kwLswwuRr5smjePG9f34AAPPwdtsoj8iI14mnGMuydJ98rbeqTb1OLfwfeep1/R6eRhi/R/yVHK/t/9W3Ci/FqL+fRoOnGDzF4CnGK3rSA/MPo/lalmU4T/j/PE+YRpn85vbOXI0Z5f2Lvxbzij03NeMAAG0464FRQgZcZMbJq3jx4gEAs6OJ/x/c7UAKvSdf4sWLt3gBgHelagnZiGVQPMXgaZ91z8k7cqVnYbSek6v5VNN/xFPpnql3pfQCaJTfT8/wFIOnGDzF4CnGmaezErLmPTAAymNSipFxtwQAkIIFDAAAAIBp6NrEP9rtqtuNpyg8xeApBk8xeIrBUwyeYvAUg6cYPMWYbhtlAAAAANjDNsoAAAAAXgYLGAAAAADToAdmAHiKwVMMnmLwFIOnGDzF4CkGTzF4ivGKnvTAAAAAABgGPTAAAAAAXgYLGAAAAADTEFrAPNeprWvWjr4e4VieeOp1LE889TqWJ556HcsTT72O5el1PW2hBwYAAADAMOiBAQAAAPAyWMAAAAAAmIaqC5hIDVtreIrBUwyeYvAUg6cYPMXgKQZPMXiKwVOMXE+nPTAAAAAAMApKyAAAAABMgwUMAAAAgGmwgAEAAAAwDRYwAAAAAKbBAgYAAADANFjAAAAAAJgGCxgAAAAA0/D/AM6FvtZXxjHyAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "corner_bot_ref = c.add_ref(corner)\n", + "corner_bot_ref.connect(\"e1\", blc_3_ref.ports[\"e4\"], allow_width_mismatch=True)\n", + "blc_2_ref = c.add_ref(blc)\n", + "blc_2_ref.connect(\"e1\", corner_bot_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "11678381", + "metadata": {}, + "source": [ + "## Wilkinson Power Divider Design\n", + "\n", + "Now, that the three BLCs form a corner structure, the second RF device to be created is a Wilkinson power divider (WPD). The WPD:\n", + "- is a custom add-on to the IHP-Open-PDK GDSFactory version integrated by us.\n", + "- is automatically generated from the frequency `f` and relative permittivity `e_r`.\n", + "- has branch lengths derived from the quarter-wavelength (λ/4).\n", + "- has branch widths determined by a formula that yields the desired characteristic impedance.\n", + "- serves as a 3 dB power divider. Since the WPD is not used for combining, the textbook resistor between the two output ports can be neglected. The target wavelength is anyway so small that the resistor would only have a negligible impact.\n", + "- scales all dimensions automatically with the operating frequency defined above.\n", + "\n", + "The WPD is placed in the central space between BLC_1 (top) and BLC_2 (bottom) for an optimized area. This U-shaped power divider will split the RF signal from the bandpass filter into two paths, feeding the top and bottom BLC." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "bf4f3fa6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 2.5100000000000002 um for Z0: 70.71 ohm\n", + "Calculated Z0: 70.75520001248569 ohm for width: 2.51 um\n", + "Calculated width: 2.5100000000000002 um for Z0: 70.71 ohm\n", + "Calculated Z0: 70.75520001248569 ohm for width: 2.51 um\n" + ] + }, + { + "data": { + "image/png": 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AQC2PzRGOyUJ7srxHMyTYRqJ61Z4TebfWo5buMjb3IZct/FusTURERESxajJCNkfpVk9PojNE+6/J8Lxtu5aj1+9B9PUQ7S9DngzR/jLkyRDtL4MMmfxlyJNhq78RsoswjZD1bB7u4zDcxvf1S4/X+pc+BwAAAHlZGiGr3oHBcYjeOalBYwIAAIBhaNDARG89ZcgQ7d87Q/TY19Gal+jrIdpfhjwZov1lyJMh2l8GGTL5y5Anw2Z/h/ivoa2H29fULX3Oy9Ih/xa5HeInIiIiOra6H+LHeYneOTnazgsAAAD6Y4TsBP49MmxtHu5jXX2tfwair4dofxnyZIj2lyFPhmh/GWTI5C9DngxGyGhWa0arto5hTSNi70bFSkfIasbAjJARERERHVtGyLCKFjsnt3H4uROztz8AAADOjQYGP2nRPEz1W5qY6Fs1AwAAID/OwJzAv0WGHs3DmibmTGdmoq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MzsDQrObOhtSeG5nql86+vHu8lX+LtYiIiIgoVs7AYJY9dj7mdmLOtPMCAACA/hghO4H/1gx7Ng+3MdZ/T6Kvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDEbIaFbPo1Utx7YmLd0m+fHxHv4t1iUiIiKiWBkhwz+I3vmIrgcAAMBxMUJ2Av81GaKbh+j6PYi+HqL9ZciTIdpfhjwZov1lkCGTvwx5Mmz1v/0YE3v/hNtt08LIxXSb457Nw318fdal9PFa/9LnAAAAIC8L7YkPsrwS0TsnNWhMAAAAMAwaGBQQPfaleQEAAMCEMzAn8O+ZIbr5OGLzEn09RPvLkCdDtL8MeTJE+8sgQyZ/GfJkcBtlmtWW2wuvrXm+jfJz/dJtliMyExEREVEuuY0yNrF15+M+1tXX+gMAAODcGCE7gX/rDDXNw2383sRcuXmJvh6i/WXIkyHaX4Y8GaL9ZZAhk78MeTIYIaNZlY5W1Yxg3cdf9a/GxUpGyGpHwIyQERERER1bRshQTIudj6l+2onZ07/2Vs0AAADIjxGyE/i3yNCjeVjTxJzpzEz09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc1qbrSq1djWuxGx6fffPd5ybMwIGREREdGxZYQMs+yx8zG3E3OmnRcAAAD0p6iBed7eefx1yf+3fl62tbPlKX3e8zf/a/N8fX4Mf377Y3jFc57/G/65xnP92tcw5z9XX7L21pqea2fL03NteeLWzpan59rZ8vRcW564tbPl6bm2PHFrZ8vTYu1ZjJBdQ8+jVT3u9rV0l7HHx3vdbcwIGREREdGxZYQM/yB6bCu6HgAAAMdFA3MxopuH6HoAAAAcm+oGpnhWrSPRGaL9SzNkaB6i/fcg+nqI9pchT4ZofxnyZIj2l0GGTP4y5Mmw2d8ZmGtoj0+4nzsD8/X5sXhGpkV+Z2CIiIiIji1nYFBN9M7NUXZeAAAA0B8jZCfw75khuvk4YvMSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mQwQkaz2jJatbbmeUTsuX7tCNkemYmIiIgol4yQYRNbdz7uY119rT8AAADOjRGyE/i3zlDTPNzG703MlZuX6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeDETKa1R538bqPv+pfjYuVjJDtcbc0IiIiIsorI2QopuXnvEw7MXv6f31+bK4FAADAMdDAYBiGPs3DmibGmRkAAACU4AzMCfxrM/RsHkqamLM1L9HXQ7S/DHkyRPvLkCdDtL8MMmTylyFPBmdgaFbvzoa0PHMyd8blPr5+vPWZF2dgiIiIiI4tZ2Dwlj13Pm5jrD8AAADOgRGyE/hvyRDdPETX9yT6eoj2lyFPhmh/GfJkiPaXQYZM/jLkyWCEjGb1OFrV61bFS7dJnh7veatkI2REREREx5YRMvyN6J2P6HoAAAAcGyNkJ/AvzZCheYj234Po6yHaX4Y8GaL9ZciTIdpfBhky+cuQJ4MRMprVHp9wPzdC9vX5sThi1iK/ETIiIiKiY8sIGaqJ3rk5ys4LAAAA+mOE7AT+PTNENx9HbF6ir4dofxnyZIj2lyFPhmh/GWTI5C9DngxGyGhWW0ar1tY8j4g9168dIdsjMxERERHlkhEybGLrzsd9rKuv9QcAAMC5+S06APJR0zzcxu9NzE3zAgAAgA44A3MC/5YZWuycTE1MhH8Goq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MW/1vP865vH/C7bZpYeSipDGobR7u4/cdmNJft/b/+vwYhqHus2YAAAAQy0J7Ur8Dg3PQqnl4ZM1OjDMzAAAAKMEI2Qn8azP0bB5KmpizNS/R10O0vwx5MkT7y5AnQ7S/DDJk8pchTwa3UaZZvbu9cO1thx/r526TfB9fP97Sv8V6RERERBQrt1HGW/bc+Xh19uVsOy8AAADoT1ED87y98/jrkv9v/bxsa2fLU/K8r8+P4c9vf2zOMzUP77b+lvK8ql/zGpb85+qX1q6p6bl2tjw915Ynbu1seXqunS1Pz7XliVs7W56ea8sTt3a2PC3WnsUI2TX0OFrVemxr0twI2ePjvfxbrE1EREREsTJChr8RPbYVXQ8AAIBjU93AFG/1dCQ6Q7R/aYYMzUO0/x5EXw/R/jLkyRDtL0OeDNH+MsiQyV+GPBk2+xshu4Z6jm1Nmhsh+/r8WBwxa5HfCBkRERHRsWWEDNVE79wcZecFAAAA/dHAYJbo5kPzAgAAgEecgTmBf68M0c3HUZuX6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeDMzA0q7VnQ7acJbmP87dKXnMGZutZFmdgiIiIiI6tJX4bgCdqdj5u4zDcx2G4XXDnBQAAAP0xQnYC/5YZWox9TU1MhH8Goq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MW/1vP8bE3j/hdtu0MHJR0hjUNg/38fsOTOmvW/t/fX4Mw1D3WTMAAACIZaE9cRcyfKdV8/DImp2Yqx74BwAAwDqMkJ3AvzZDz+ahpIk5W/MSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mRwFzKa1bu7c9Xeteuxfu4uY493KOvl32I9IiIiIorVEkbILsyeOx+vzr6cbecFAAAA/dHAXJTo5iG6HgAAAMfEGZgT+K/NEN08RNf3Jvp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4AwMzWo6G9L6zMmj5s7ATI/39G/x+oiIiIgoVs7A4CcZdj6i/QEAAHBsjJCdwL80Q/TYVw1Hal6ir4dofxnyZIj2lyFPhmh/GWTI5C9DngxGyGhWNaNVpbXvRsim+qURsxbZjZARERERHVtGyFBF9NjZkXZeAAAA0B8jZCfw75Uhuvk4avMSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mQwQkazWjtatWUU6z7+GhN7Vb9mhGzrKJgRMiIiIqJja4nfBuCJmp2P2zgM93EYbhfceQEAAEB/jJCdwL9lhhZjX1MTE+GfgejrIdpfhjwZov1lyJMh2l8GGTL5y5Anw1b/248xsfdPuN02LYxclDQGtc3Dffy+A1P669b+062aj94AAQAAXJmF9qR+BwbnoMfnvKzZibnqgX8AAACsQwODrs1DSROjeQEAAEApzsCcwL8mwx7Nw1wTc8bmJfp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4DbKNKtXtxeuveXwc/3SbZKfH2/t32JNIiIiIorVEkbILkr0zkd0PQAAAI5JUQPzvL3z+OuS/2/9vGxrZ8uz9Lzpm/+teR6bh3dbf3Nrv6svzVPiv3XtzF/XbHl6ri1P3NrZ8vRcO1uenmvLE7d2tjw915Ynbu1seVqsPYsRsmtoGq3qMbY1qWSErKd/i9dHRERERLEyQoafZBjbivYHAADAsaluYIq3ejoSnSHavzRD9JmVGo7UvERfD9H+MuTJEO0vQ54M0f4yyJDJX4Y8GTb7GyG7hmpGq0pr342QTfVLI2YtshshIyIiIjq2jJChiuixsyPtvAAAAKA/RshO4N8rQ3TzcdTmJfp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJYISMZrV2tGrLKNZ9/DUm9qp+zQjZ1lEwI2REREREx9YSvw3AEzU7H7dxGO7jMNwuuPMCAACA/jgDg7/RYuxramIi/AEAAHBunIE5gX+rDC0/52VLExN9q+ZWRF8P0f4y5MkQ7S9DngzR/jLIkMlfhjwZnIGhWfX+BPuvz4+XZ1wef2/uDEwL/xbrEBEREVGs3EYZi/S8W1jJTsxV71YGAACA9RghO4F/TYY9moe5JuaMzUv09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc3q1WhVq7GtSUu3SX5+vLV/izWJiIiIKFZGyPCS6J2P6HoAAAAcEyNkJ/BfmyG6eYiu70309RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc2q1V265upLRsh6+rd4fUREREQUKyNk+EmGnY9ofwAAABwbDcyFiB77qkHzAgAAgGFwBuYU/r0zRO/cHK15ib4eov1lyJMh2l+GPBmi/WWQIZO/DHkyOANDs9p6NmRN3aszMI/1S2dkWuR2BoaIiIjo2HIGBpuJ3jk52s4LAAAA+mOE7AT+PTJsbR7uY119rX8Goq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MRshoVmtGq7aOYU0jYu9GxUpHyGrGwIyQERERER1bRsiwihY7J7dx+LkTs7c/AAAAzo0RshP4t8rQ8nNetjQx0bdqbkX09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc2q9yfYf31+vBwRe/y9uRGyFv4t1iEiIiKiWBkhwyI9D9yX7MRc+cA/AAAA1mGE7AT+NRn2aB7mmpgzNi/R10O0vwx5MkT7y5AnQ7S/DDJk8pchTwYjZDSrV6NVrca2Ji3dZez58db+LdYkIiIiolgZIcNLonc+ousBAABwTDQwFyS6eYiuBwAAwHEpamCe59Mef13y/62fl23tbHnmHnv85n/L2s/Nw7vZxXdrf31+DH9++2Pza5irn8uQ4c/+bHl6ri1P3NrZ8vRcO1uenmvLE7d2tjw915Ynbu1seVqsPcftxzmX90+43YoWQm6mz0jpufNxH78f2N/6eK1/6XMAAACQl4X2ZPjXTjmQgOixrxo0JgAAABgGt1E+hX/vDNFnVo7WvERfD9H+MuTJEO0vQ54M0f4yyJDJX4Y8GTb7u43yNbT19sJr6l7dRvmxfuk2yy1yu40yERER0bHlNsrYTPTOydF2XgAAANAfI2Qn8O+RYWvzcB/r6mv9MxB9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZDBCRrNaM1q1dQxrGhF7NypWOkJWMwZmhIyIiIjo2DJChlW02Dm5jcPPnZi9/QEAAHBuNDD4SYvmYarf0sRE36oZAAAA+XEG5gT+LTL0aB7WNDFnOjMTfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mRwBoZmNXc2pPbcyFS/dPbl3eOt/FusRURERESxcgYGs+yx8zG3E3OmnRcAAAD0xwjZCfy3ZtizebiNsf57En09RPvLkCdDtL8MeTJE+8sgQyZ/GfJkMEJGs3oerWo5tjVp6TbJj4/38G+xLhERERHFaonbjyblLbfbbe5hHIQ97tD1+7e/hv/9973P0uOtyLgrAwAAgDIW2pPlFmdY6JDGcQzv0qIzRPuXZJh2JnrtfAxD2Q5MT/8Wr+8M10O0vwx5MkT7y5AnQ7S/DDJk8pchT4Z3/nZgMAzDrx2YnmdO7uPrsy6lj9f6lz4HAAAAeVnagXEXsgsReWC+doRNYwIAAIBhcBeyU/j3zhB9t7CjNS/R10O0vwx5MkT7y5AnQ7S/DDJk8pchTwZ3IaNZbT0bsqbu1RmYx/qlMzItcmc4A0NERERE27WEETK8JXrn5Gg7LwAAAOiPBgYv2do83Me6+lp/AAAAnBtnYE7g3zpDTfNwG783MVduXqKvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDM7A0KxKz4bUnCF5/JyXV+ddSs7A9P6cGCIiIiLKLWdgUEyLnY+pftqJ2dO/9lbNAAAAyI8RshP4t8jQo3lY08Sc6cxM9PUQ7S9DngzR/jLkyRDtL4MMmfxlyJPBCBnNam60qtXY1rsRsen33z3ecmzMCBkRERHRsWWEDLPssfMxtxNzpp0XAAAA9McI2Qn8t2bYs3m4jbH+exJ9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZDBCRrN6Hq3qcbevpbuMPT7e625jRsiIiIiIji0jZPgH0Tsf0fUAAAA4LkUNzPP2zuOvS/6/9fOyrZ0tz9xjj9/8b1n7uXl4t/X3bu2vz4/hz29/bH4Nc/VzGTL82Z8tT8+15YlbO1uenmtny9NzbXni1s6Wp+fa8sStnS1Pi7XnuP0YE3v/hNutaCHkZrrNcc+dj/v4+qxL6eO1/qXPAQAAQF4W2pPhXzvlQAKix75q0JgAAABgGDQwKCD6zIrmBQAAABPVDUzprFpPojNE+/fMEN18HLF5ib4eov1lyJMh2l+GPBmi/WWQIZO/DHkybPZ3G+VraMvthdfWPN9G+bl+6TbLEZmJiIiIKJfcRhmb2LrzcR/r6mv9AQAAcG6MkJ3Av3WGmubhNn5vYq7cvERfD9H+MuTJEO0vQ54M0f4yyJDJX4Y8GYyQ0axKR6tqRrDu46/6V+NiJSNktSNgRsiIiIiIji0jZCimxc7HVD/txOzpX3urZgAAAOTHCNkJ/Ftk6NE8rGliznRmJvp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJYISMZjU3WtVqbOvdiNj0++8ebzk2ZoSMiIiI6NgyQoZZ9tj5mNuJOdPOCwAAAPqjgbkwezYPtzHWHwAAAOfAGZgT+G/JEN08RNf3JPp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4AwMzarlOZF39Uu3SZ4e73mrZGdgiIiIiI4tZ2DwN6J3PqLrAQAAcGyMkJ3AvzRDhuYh2n8Poq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MRshoVnt8wv3cCNnX58fiiFmL/EbIiIiIiI4tI2SoJnrn5ig7LwAAAOiPEbIT+PfMEN18HLF5ib4eov1lyJMh2l+GPBmi/WWQIZO/DHkyGCGjWW0ZrVpb8zwi9ly/doRsj8xERERElEtGyLCJrTsf97GuvtYfAAAA58YI2Qn8W2eoaR5u4/cm5srNS/T1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTwQgZzWqPu3jdx1/1r8bFSkbI9rhbGhERERHllREyFNPyc16mnZg9/b8+PzbXAgAA4BhoYDAMQ5/mYU0T48wMAAAASnAG5gT+tRl6Ng8lTczZmpfo6yHaX4Y8GaL9ZciTIdpfBhky+cuQJ4MzMDSrd2dDWp45mTvjch9fP976zIszMERERETHljMweMueOx+3MdYfAAAA58AI2Qn8t2SIbh6i63sSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mQwQkazehyt6nWr4qXbJE+P97xVshEyIiIiomPLCBn+RvTOR3Q9AAAAjk1RA/O8vfP465L/b/28bGtny/Pusa/Pj+HPb39sXvu5/tUaS2v/+z9/bX4NU/MyVzNXX/JY5q9rtjw915Ynbu1seXqunS1Pz7XliVs7W56ea8sTt3a2PC3WnsUI2TW0xyfcz42QfX1+LI6YtchvhIyIiIjo2DJChmqix76MjQEAAGBCA4NZopsPzQsAAAAeqW5gimfVOhKdIdq/V4bo5uOozUv09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk2GzvzMw19DasyFbzpLcx/lbJa85A7P1LIszMERERETH1hK/DcATNTsft3EY7uMw3C648wIAAID+GCE7gX/LDC3GvqYmJsI/A9HXQ7S/DHkyRPvLkCdDtL8MMmTylyFPhq3+tx9jYu+fcLttWhi5KGkMapuH+/h9B6b01639vz4/hmEYDt8AAQAAXJmF9sRdyPCdVs3DI2t2Yq564B8AAADrMEJ2Av/aDD2bh5Im5mzNS/T1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTwV3IaFbv7s5Ve9eux/q5u4w93qGsl3+L9YiIiIgoVksYIbswe+58vDr7cradFwAAAPTHCNkJ/LdkiG4eout7En09RPvLkCdDtL8MeTJE+8sgQyZ/GfJkMEJGs3ocrWo9tjVp6YMq5z7ksoV/i7WJiIiIKFZGyPA3onc+ousBAABwbDQwFyJD8xDtDwAAgGPjDMwJ/EszRO+c1HCk5iX6eoj2lyFPhmh/GfJkiPaXQYZM/jLkyeAMDM2q5mxIae27MzBT/dIZmRbZnYEhIiIiOracgUEV0WNnR9p5AQAAQH+MkJ3Av1eG6ObjqM1L9PUQ7S9DngzR/jLkyRDtL4MMmfxlyJNhq//tx5jY+yfcbpsWRi5qz6CU8Pu35Wbjf//tn+OITQ8AAAC+s9CeDL/tlAMJKP3GfuvOx30chtv467+vHi9Zt2bnZY9GDQAAAHEYITuBf8sMLca+piYmwj8D0ddDtL8MeTJE+8uQJ0O0vwwyZPKXIU8GI2SYpaQxqG0enndeln7d2n/afTl6AwQAAHBllkbI3IUMwzD0+ZyXNTsxVz3wDwAAgHUYITuBf22Gns1DSRNztuYl+nqI9pchT4ZofxnyZIj2l0GGTP4y5Mmw2d8HWV5D7z7gsfaDHx/r5z6o8j6+frylf4v1iIiIiChWPsgSb9lz5+PV2Zez7bwAAACgPxqYixLdPETXAwAA4Jg4A3MC/7UZopuH6PreRF8P0f4y5MkQ7S9DngzR/jLIkMlfhjwZnIGhWU1nQ1qfOXnU3BmY6fGe/i1eHxERERHFyhkY/CTDzke0PwAAAI5NUQPzvL3z+OuS/2/9vGxrZ8vz7rF//+evzWtPzcNczdzvP35OzJbX8Ni8zNW8q4/+sz9jnp5ryxO3drY8PdfOlqfn2vLErZ0tT8+15YlbO1ueFmvPYoTsGqoZrSqtfTdCNtUvjZi1yG6EjIiIiOjYMkKGKqLHzoyNAQAA4JHqBqZ4q6cj0Rmi/XtliG4+jtq8RF8P0f4y5MkQ7S9DngzR/jLIkMlfhjwZNvsbIbuG1o5WbRnFuo+/xsRe1a8ZIds6CmaEjIiIiOjYWuK3AXiiZufjNg7DfRyG2wV3XgAAANAfZ2DwN1qMfU1NTIQ/AAAAzo0zMCfwb5Wh5ee8bGliWjRPGYi+HqL9ZciTIdpfhjwZov1lkCGTvwx5MjgDQ7Pq/Qn2X58fL8+4PP7e3BmYFv4t1iEiIiKiWLmNMhbpebewkp2Yq96tDAAAAOsxQnYC/5oMezQPc03MGZuX6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeDETKa1avRqlZjW5OWbpP8/Hhr/xZrEhEREVGslrj9aFLecrvd5h7GQdjjgPvv35Z3Qv733/45su3IAAAAoJyF9mS5xRkWOqRxHMO7tOgM0f4lGR53JnrsfAxD+Q5ML/8Wa5/heoj2lyFPhmh/GfJkiPaXQYZM/jLkyfDOf7E/MUJ2DbW6S9dcfUkD09O/xesjIiIiolgt4S5kFyLDgflofwAAABwbdyE7gX9phsjmofYMzpGal+jrIdpfhjwZov1lyJMh2l8GGTL5y5Ang7uQ0axqRqtKa9+NkE31SyNmLbIbISMiIiI6toyQoYrosbMj7bwAAACgPxoYvCW6+dC8AAAA4BlnYE7g3yPD1ubhPtbV1/pnIPp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4AwMzWqPcyTTGZd3Z11Kz8DscV6HiIiIiHLKGRisosXOyW0cfu7E7O0PAACAc2OE7AT+rTK0/JyXLU1M9K2aWxF9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZDBCRrPq/Qn2X58fL0fEHn9vboSshX+LdYiIiIgoVkbIsEjPA/clOzFXPvAPAACAdRghO4F/TYY9moe5JuaMzUv09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc3q1WhVq7GtSUt3GXt+vLV/izWJiIiIKFZGyPCS6J2P6HoAAAAcEyNkJ/BfmyG6eYiu70309RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc2q1V265upLRsh6+rd4fUREREQUKyNk+EmGnY9ofwAAABwbDcyFiB77qkHzAgAAgGEobGCe59Mef13y/62fl23tbHlar/3YPMzVvPv9r8+P4c9vf2zOU1o/l+Gof/aZ8/RcW564tbPl6bl2tjw915Ynbu1seXquLU/c2tnytFh7FmdgrqGtZ0PW1L06A/NYv3RGpkVuZ2CIiIiIji1nYLCZ6DMzxsYAAADwTHUDU7zV05HoDNH+PTJsbR7uY119rX8Goq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54Mm/2NkF1Da0arto5hTSNi70bFSkfIasbAjJARERERHVtGyLCKFjsnt3H4uROztz8AAADOjRGyE/i3ytDyc162NDHRt2puRfT1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTwQgZzar3J9h/fX68HBF7/L25EbIW/i3WISIiIqJYGSHDIj0P3JfsxFz5wD8AAADWoYG5OHs0D3NNjOYFAAAAa3AG5gT+WzPs2Tzcxlj/PYm+HqL9ZciTIdpfhjwZov1lkCGTvwx5MjgDQ7N6PhvS6szJo5Zuk/z4eA//FusSERERUaycgcE/iN75iK4HAADAcTFCdgL/NRmim4fo+j2Ivh6i/WXIkyHaX4Y8GaL9ZZAhk78MeTJs9b/9GBN7/4TbbdPCyMX0GSk9m4f7+PqsS+njtf6lzwEAAEBeFtoTdyG7EtE7JzVoTAAAADAMRshO4d87Q/TY19Gal+jrIdpfhjwZov1lyJMh2l8GGTL5y5Ang7uQ0ay23p1rTd2ru5A91i/dpaxFbnchIyIiIjq23IUMm4neOTnazgsAAAD6Y4TsBP49MmxtHu5jXX2tfwair4dofxnyZIj2lyFPhmh/GWTI5C9DngxGyGhWa0arto5hTSNi70bFSkfIasbAjJARERERHVtGyLCKFjsnt3H4uROztz8AAADOjQYGP2nRPEz1W5qY6Fs1AwAAID/OwJzAv0WGHs3DmibmTGdmoq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MzsDQrObOhtSeG5nql86+vHu8lX+LtYiIiIgoVs7AYJY9dj7mdmLOtPMCAACA/hghO4H/1gx7Ng+3MdZ/T6Kvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDEbIaFbPo1Utx7YmLd0m+fHxHv4t1iUiIiKiWBkhwz+I3vmIrgcAAMBxMUJ2Av81GaKbh+j6PYi+HqL9ZciTIdpfhjwZov1lkCGTvwx5Mmz1v/0YE3v/hNtt08LIxXSb457Nw318fdal9PFa/9LnAAAAIC8L7YkPsrwS0TsnNWhMAAAAMAwaGBQQPfaleQEAAMBEUQPzPJ/2+OuS/2/9vGxrZ8vTcu2vz4/hz29/FNW8+v2p+diaZ039uwxLubP+2WfP03NteeLWzpan59rZ8vRcW564tbPl6bm2PHFrZ8vTYu1Z3Eb5Gtpye+G1Nc+3UX6uX7rNckRmIiIiIsolt1HGJraObd3HuvpafwAAAJyb6gameKunI9EZov1bZ6hpHm7j9ybmys1L9PUQ7S9DngzR/jLkyRDtL4MMmfxlyJNhs78RsmuodLSqZgTrPv6qfzUuVjJCVjsCZoSMiIiI6NgyQoZiWux8TPXTTsye/rW3agYAAEB+jJCdwL9Fhh7Nw5om5kxnZqKvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDEbIaFZzo1WtxrbejYhNv//u8ZZjY0bIiIiIiI4tI2SYZY+dj7mdmDPtvAAAAKA/RshO4L81w57Nw22M9d+T6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeDETKa1fNoVY+7fS3dZezx8V53GzNCRkRERHRsGSHDP4je+YiuBwAAwHHRwFyM6OYhuh4AAADHxhmYE/iXZsjQPET770H09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EZGJrVHp9wP3cG5uvzY/GMTIv8zsAQERERHVvOwKCa6J2bo+y8AAAAoD9GyE7g3zNDdPNxxOYl+nqI9pchT4ZofxnyZIj2l0GGTP4y5Mmw1f/2Y0zs/RNut00LIxdfnx/dPX7/9tfwv/++91l6vBVHa3gAAADwi4X2ZPhtpxxIwJpv7LfsfNzH703KbXxdfx/LM2zdedmjUQMAAEAcRshO4N86Q83Y1m1c16i09s9A9PUQ7S9DngzR/jLkyRDtL4MMmfxlyJPBXchoVnvcxes+/qp/dcexkruQ7XG3NCIiIiLKK3chQzEtP+dl2onZ09/4GAAAwPkxQnYC/xYZejQPa5qYM92tLPp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJYISMZjU3WtVqbOvdiNj0++8ebzk2ZoSMiIiI6NgyQoZZ9tj5mNuJOdPOCwAAAPqjgbkwezYPtzHWHwAAAOfAGZgT+G/JEN08RNf3JPp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4AwMzarlOZF39Uu3SZ4e73mrZGdgiIiIiI4tZ2DwN6J3PqLrAQAAcGyMkJ3AvzRDhuYh2n8Poq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MRshoVnt8wv3cCNnX58fiiFmL/EbIiIiIiI4tI2SoJnrn5ig7LwAAAOhPUQPzvL3z+OuS/2/9vGxrZ8vTcu2vz4/hz29/FNW8+v2p+diaZ039uwxLubP+2WfP03NteeLWzpan59rZ8vRcW564tbPl6bm2PHFrZ8vTYu1ZjJBdQ1tGq9bWPI+IPdevHSHbIzMRERER5ZIRMmxi69jWfayrr/UHAADAufktOgDyUdM83MbvTcxN8wIAAIAOVO/AFM+qdSQ6Q7R/ywwtdk6mJibCPwPR10O0vwx5MkT7y5AnQ7S/DDJk8pchT4at/rcf51zeP+F227QwclHSGNQ2D/fx+w5M6a9b+399fgzDUPdZMwAAAIhloT2p34HBOWjVPDyyZifGmRkAAACUYITsBP61GXo2DyVNzNmal+jrIdpfhjwZov1lyJMh2l8GGTL5y5Anw2Z/t1G+ht7dXrj2tsOP9XO3Sb6Prx9v6d9iPSIiIiKKldso4y177ny8Ovtytp0XAAAA9McI2Qn8t2SIbh6i63sSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mQwQkazehytaj22NWluhOzx8V7+LdYmIiIiolgZIcPfiN75iK4HAADAsTFCdgL/0gwZmodo/z2Ivh6i/WXIkyHaX4Y8GaL9ZZAhk78MeTIYIaNZ9RzbmjQ3Qvb1+bE4YtYivxEyIiIiomPLCBmqid65OcrOCwAAAPqjgcEs0c2H5gUAAACPOANzAv9eGaKbj6M2L9HXQ7S/DHkyRPvLkCdDtL8MMmTylyFPBmdgaFZrz4ZsOUtyH+dvlbzmDMzWsyzOwBAREREdW0v8NgBP1Ox83MZhuI/DcLvgzgsAAAD6Y4TsBP4tM7QY+5qamAj/DERfD9H+MuTJEO0vQ54M0f4yyJDJX4Y8Gbb6336Mib1/wu22aWHkoqQxqG0e7uP3HZjSX7f2//r8GIah7rNmAAAAEMtCe+IuZPhOq+bhkTU7MVc98A8AAIB1GCE7gX9thp7NQ0kTc7bmJfp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJ4C5kNKt3d+eqvWvXY/3cXcYe71DWy7/FekREREQUqyWMkF2YPXc+Xp19OdvOCwAAAPqjgbko0c1DdD0AAACOiTMwJ/BfmyG6eYiu70309RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EZGJrVdDak9ZmTR82dgZke7+nf4vURERERUaycgcFPMux8RPsDAADg2BghO4F/aYbosa8ajtS8RF8P0f4y5MkQ7S9DngzR/jLIkMlfhjwZjJDRrGpGq0pr342QTfVLI2YtshshIyIiIjq2jJChiuixsyPtvAAAAKA/RQ3M8/bO469L/r/187KtnS1Pq7Wn5qG05vn3H5uPLXnW1r/KUJI745/9EfL0XFueuLWz5em5drY8PdeWJ27tbHl6ri1P3NrZ8rRYexYjZNfQ2tGqLaNY9/HXmNir+jUjZFtHwYyQERERER1bS/w2AE/UjG3dxmG4j8NwMzYGAACADvyrdoHirZ6ORGeI9m+ZocWZlamJifDPQPT1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTYav/7ceY2Psn3G6bFkYuShqD2ubhPn7fgSn9dWv/6VbNR2+AAAAArsxCe1K/A4Nz0ONzXtbsxLhbGQAAAErQwKBr81DSxGheAAAAUIozMCfwr8mwR/Mw18ScsXmJvh6i/WXIkyHaX4Y8GaL9ZZAhk78MeTJs9ncb5Wvo1e2Fa285/Fy/dJvk58db+7dYk4iIiIhitYQRsosSvfMRXQ8AAIBjYoTsBP5rM0Q3D9H1vYm+HqL9ZciTIdpfhjwZov1lkCGTvwx5Mhgho1lNo1U9xrYmlYyQ9fRv8fqIiIiIKFZGyPCTDDsf0f4AAAA4NkbITuBfmiF67KuGIzUv0ddDtL8MeTJE+8uQJ0O0vwwyZPKXIU8GI2Q0q5rRqtLadyNkU/3SiFmL7EbIiIiIiI4tI2SoInrs7Eg7LwAAAOiPEbIT+PfKEN18HLV5ib4eov1lyJMh2l+GPBmi/WWQIZO/DHkyGCGjWa0drdoyinUff42JvapfM0K2dRTMCBkRERHRsbXEbwPwRM3Ox20chvs4DLcL7rwAAACgP87A4G+0GPuampgIfwAAAJwbZ2BO4N8qQ8vPednSxETfqrkV0ddDtL8MeTJE+8uQJ0O0vwwyZPKXIU8GZ2BoVr0/wf7r8+PlGZfH35s7A9PCv8U6RERERBQrt1HGIj3vFlayE3PVu5UBAABgPUbITuBfk2GP5mGuiTlj8xJ9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZDBCRrN6NVrVamxr0tJtkp8fb+3fYk0iIiIiipURMrwkeucjuh4AAADHxAjZCfzXZohuHqLrexN9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZDBCRrNqdZeuufqSEbKe/i1eHxERERHFyggZfpJh5yPaHwAAAMdGA3Mhose+atC8AAAAYBicgTmFf+8M0Ts3R2teoq+HaH8Z8mSI9pchT4ZofxlkyOQvQ54MzsDQrLaeDVlT9+oMzGP90hmZFrmdgSEiIiI6tpyBwWaid06OtvMCAACA/hQ1MM/bO4+/Lvn/1s/Ltna2PC3WfmweSmuGYRju4z/rt+T5+vwY/vz2x+rX8C7bkf7sj5Kn59ryxK2dLU/PtbPl6bm2PHFrZ8vTc2154tbOlqfF2rMYIbuG1oxWbR3DmkbE3o2KlY6Q1YyBGSEjIiIiOraMkGEVLca+buPwcydmb38AAACcm+oGpnirpyPRGaL9W2Vo+TkvW5qY6Fs1tyL6eoj2lyFPhmh/GfJkiPaXQYZM/jLkybDZ3wjZNdT7E+y/Pj9ejog9/t7cCFkL/xbrEBEREVGsjJBhkZ53CyvZiXG3MgAAAJRihOwE/jUZ9mge5pqYMzYv0ddDtL8MeTJE+8uQJ0O0vwwyZPKXIU8GI2Q0q1ejVa3GtiYt3WXs+fHW/i3WJCIiIqJYGSHDS6J3PqLrAQAAcEw0MBckunmIrgcAAMBxcQbmBP5rMkQ3D9H1exB9PUT7y5AnQ7S/DHkyRPvLIEMmfxnyZNjqf/txzuX9E263TQsjF9NnpPRsHu7j9wP7Wx+v9S99DgAAAPKy0J4YIbsS0TsnNWhMAAAAMAxGyE7h3ztD9NjX0ZqX6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeD2yjTrLbeXnhN3avbKD/WL91muUVut1EmIiIiOrbcRhmbid45OdrOCwAAAPpjhOwE/j0ybG0e7mNdfa1/BqKvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDEbIaFZrRqu2jmFNI2LvRsVKR8hqxsCMkBEREREdW0bIsIoWOye3cfi5E7O3PwAAAM6NEbIT+LfK0KJ5mOq3NDHRt2puRfT1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTwQgZzWpptKp29Orr8+PliNjj782NkLXwb7EOEREREcXKCBkW6XngvmQn5soH/gEAALAODczF2aN5mGtiNC8AAABYgzMwJ/DfmmHP5uE2xvrvSfT1EO0vQ54M0f4y5MkQ7S+DDJn8ZciTwRkYmtXz2ZBWZ04etXSb5MfHe/i3WJeIiIiIYuUMDP5B9M5HdD0AAACOixGyE/ivyRDdPETX70H09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk2Gr/+3HmNj7J9xumxZGLqbPSOnZPNzH12ddSh+v9S99DgAAAPKy0J64C9mViN45qUFjAgAAgGEwQnYK/94Zose+jta8RF8P0f4y5MkQ7S9DngzR/jLIkMlfhjwZ3IWMZrX17lxr6l7dheyxfukuZS1yuwsZERER0bHlLmTYTPTOydF2XgAAANAfDQxesrV5uI919bX+AAAAODdFDczzfNrjr0v+v/Xzsq2dLU/t2l+fH8Of3/5Y7TMM3+8ydh+Hv9WvzTM1L1teQ4nn2jw9nneGPD3Xlidu7Wx5eq6dLU/PteWJWztbnp5ryxO3drY8LdaexRmYa6j0bEjNGZL7+Kv+1XmXkjMwtWdYnIEhIiIiOracgUExLca2pvppJ2ZP/9pbNQMAACA/1Q1M8VZPR6IzRPu3yNCjeVjTxJzpzEz09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk2GzvxGya2hutKrV2Na7EbHp99893nJszAgZERER0bFlhAyz7LHzMbcTc6adFwAAAPTHCNkJ/Ldm2LN5uI2x/nsSfT1E+8uQJ0O0vwx5MkT7yyBDJn8Z8mQwQkazeh6t6nG3r6W7jD0+3utuY0bIiIiIiI4tI2T4B9E7H9H1AAAAOC5GyE7gvyZDdPMQXb8H0ddDtL8MeTJE+8uQJ0O0vwwyZPKXIU+Grf63H2Ni759wu21aGLmYbnPcs3m4j6/PupQ+Xutf+hwAAADkZaE9qd+BwXGI3jmpQWMCAACAYdDAoIDosS/NCwAAACacgTmBf88M0c3HEZuX6Osh2l+GPBmi/WXIkyHaXwYZMvnLkCeD2yjTrLbcXnhtzfNtlJ/rl26zHJGZiIiIiHLJbZSxia07H/exrr7WHwAAAOfGCNkJ/FtnqGkebuP3JubKzUv09RDtL0OeDNH+MuTJEO0vgwyZ/GXIk8EIGc2qdLSqZgTrPv6qfzUuVjJCVjsCZoSMiIiI6NgyQoZiWux8TPXTTsye/rW3agYAAEB+jJCdwL9Fhh7Nw5om5kxnZqKvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDEbIaFZzo1WtxrbejYhNv//u8ZZjY0bIiIiIiI4tI2SYZY+dj7mdmDPtvAAAAKA/GpgLs2fzcBtj/QEAAHAOnIE5gf+WDNHNQ3R9T6Kvh2h/GfJkiPaXIU+GaH8ZZMjkL0OeDM7A0KxanhN5V790m+Tp8Z63SnYGhoiIiOjYcgYGfyN65yO6HgAAAMfGCNkJ/EszZGgeov33IPp6iPaXIU+GaH8Z8mSI9pdBhkz+MuTJYISMZrXHJ9zPjZB9fX4sjpi1yG+EjIiIiOjYMkKGaqJ3bo6y8wIAAID+GCE7gX/PDNHNxxGbl+jrIdpfhjwZov1lyJMh2l8GGTL5y5AngxEymtWW0aq1Nc8jYs/1a0fI9shMRERERLm0xO1Hk/KW2+029zAOwtfnR3eP37993yn5339fe/3+7a+3jwEAALTgaJMb+CcL7clyizMMw30cx791RY+/Lvn/1s/Ltna2PK8em3YmSmq+Pj82+Uw7LPfx9fOmx5fWXso6l+fr82PVay39s1qboebrVVI/99jzLtTaP8etX/+S66f0619z3a+5fkq//luun5pruNXXf8uf45brp/Trv+X6WfvnWPP+0fLr7/2j/fVT+vX3/rF97TO8f9S+hq1/9tFrZ8tTu/Zif2KE7Bra4y5e9/FX/atxsZIRsj3ulqZevXr16tVfrb728RL/mjVavX6j5OeQBobuw1D2F7r2L/1zg7L069b+Wd481atXr169+mz1c8+Jbh5avn4NzDmkgaH7MOzzk5elXZelz4lp8foyvHmqV69evXr12erfPS+6eWj9+jUw51D3BuZ5di1C0Rmi/Usy7PGTl3cNyuPZmJ7+W9dq/ea59no4m//aDL3+8S7N0PObh5IMZ/YvybDHN29zGfb65vFdhqv4v8uw9zf/c2dG9vB/zrCn/+Nzn8+MtfJfez32eP21fyf2lAzv/e3A0H0Y9vnJy9wOy318/Xj0T16O8pMz9erVq1evvqa+9U5FTfPQ8/XbgTmHNDB0H4b6N5qSNZfOuCx9Tszer+lo//ioV69evXr1W+trpxVK/GvH2Vq8fg3MOdS9gYneesqQIdq/JMMeP3lZ08Cc+c0zemwn2r8kg7Gha/i/y2Bs6Hr+jxkiv/l/vp3w3v6R9VPd1+c/bzXdyr8kW0//NX8+R/je7QoZjJDRrPb4yUtpAxP9k5ej/uOjXr169erV19T29m/VXNTU24E5hzQwdB+Gv//kpcU6r1TSwFzhzVO9evXq1au/Yn3P0a69Jiwoh7o3MNFbTxkyRPuXZNjjJy9rz8C09l96zlXGdqL932UwNnQ9/8cMxobU9xwbKq3fmqHln9+WDC38azLUNg/Pv9/zbplGyI6VwQgZzWqPf7yWPuelpoFp/eaZ8c9PvXr16tWr71W/dZ3a5mHv128H5hzSwNB9GOrnZkuet/Q5L1sbmKO9eapXr169evXZ6resVds8RLx+Dcw51L2Bid56ypAh2r8kwx4/eVn6nJctDcwR3zyjx3ai/R8zGBtSb2xo2JzhTP5bMvS4fq/8Ibtrr4fa5mGuvufdMo2QHSuDETKa1R4/xVj6nJe1DUzPN89e/urVq1evXn3G+tpphjV1ka/fDsw5pIGh+zDsM0N6H+dvlbymgTnym6d69erVq1efrb503drmIevrp2NJA0P3YdjnJy9Tg/KuUSltYK7+5qlevXr16tW3ri9ZO3P+0noNzDnUvYGJnp3LkCHavyTDHj95efycl1fNSkkDk+HNr7Y+euY/2n8YnDnYmuFs/msz9Pr7G3XmYG2GM/uXZNjj/Xsuw17/fkTd6n7p/XHP5qHnrfZrvw57SgZnYGhBe/zk5blBWfp1a//an7xkaH7Uq1evXr36HvW1uzMla29dp+XrtwNzDmlg6D4M634ys3X9pV2Xpc+JafH6Mrx5qlevXr169dnq3z0vunlo/fo1MOdQ9wYmeuspQ4Zo/5IMe/zkZensy9LnxNT6b13rbGM70f5rMxgbOq9/SQZjQ9fwf5dh72/+nzNENB9Rt7p/NUIW1Tz0vNW+EbJjZTBCRrPa4ycvczssj3co6+W/Zb2j/ORMvXr16tWrr6lvvVNR0zz0fP12YM4hDQzdh6H+jaZkzaUzLkufE7P3azraPz7q1atXr1791vraaYUS/9pxthavXwNzDnVvYKK3njJkiPYvybDHT17WNDBnfvOMHtuJ9i/JYGzoGv7vMhgbup7/Y4bIb/7HcTxk89Gifqr7+ux3t8qSbD391/z5HOF7tytk2DpCdvvRpLzldrvNPYyD8PX50d3j929/dfcAAADH5TZur/36/Bj+/Z/57zVKnoP8LLQnyy3OENwZUhs9/uSlxTqvVLIDM9WXfqjlO/+tNwTo7a9evXr16tVftX7pbqNbvR/9Wz2Pcqv7CBkdQ1+f/T+hfu0ZmLVvZCVnbtZsbffwV69evXr16jPWP67Ry3/ph4u1zVPr51JedW9gomfnMmSI9i/JsMfM7ZafvJS+mb3zL70xQGl9rf+7r8WV/F9l2Nv/OUOE/2OGq/pPGSL9s9S/+nt5Jf/pWoj++j1miLp+pgx7+z//OfTwX/rB4vR4z1vtOwNzrAxuo0yzqmlgSmu3/uRl6U10zc7Pq+fW7hypV69evXr1R69/tVZr/6UfKtbu/PSqoXzSwNB9GLb/hV5TV/qTl9LaNf5T/fPzWzVf6tWrV69e/ZHr1+7kbPFf+oHimgZmj+9bKK+6NzDRW08ZMkT7l2TY46cYtT95KR0Hm6tf+mlTb//Hr8VV/acMkf5Z6te8N5zRf7oWor9+JRl6Xz9LGc7uv5Rhr7+/b8dVdvJ/l2EP/7m/E6383/0w8fl5PcfejZAdK4MRMppVrxnSR93H+Tevkp+8LL35qVevXr169erX15eOg9X4P/8g8Z3HnGp3UOzAnENL+ByYi/C14r7oa577yH1cXQIAAC7E3OfAbP3+47F+GAafA3MCFtqT5RZnGP65vfP465L/b/28bGtny/PqsVfjHK9qlp63xWfN2u+2uEvzlNTPPTa3xV6S4XlsZ+2fY2n9u8dejQ2tydPj678mz9z10+rrP7d2y+tnyzXc+uu/9s9x6/VT+vWvef9Yc/1s+bNv/fX3/tH++in9+nv/2Pb3o8X7x5bXUPr1L33/qP17WHMNR66dLU/t2pcfIRvH8W+ae0501p4q2VLtvW1b+3iJ/x5zs+rVq1evXv3R6uee08p/6zotX78RsnPo0g3Mq6aktDs8m/ZoHmqec6Y3T/Xq1atXrz5b/dazMWvW3bJW69evgTmHujcwGb7pX5NhqWHZstbcttjj7k7PnZ6ldfdoHrZmONub59qv8dn812bo9Y93aYae3zyUZDizf0mGPb55m8uw1zeP7zJcxf9dhr2/+Z8bG9vD/znDnv6vRquimode/lsyREqG9/6X3oFZ+oNq1cCUrB+907NH87DludE/eTnKT87Uq1evXr36mvrWOxW1/6b3ev12YM4hDcyD3o2PbW0ujt7AePM81j8+6tWrV69e/db62mmFEv/SdXu+fg3MOaSBGd6Pbl15B8ab5/H+8VGvXr169eq31k910c1D79evgTmHujcw0bNzSxnWPtb6DMzS/+/xZzAM+zQPpRnO/uYZPfMf7b+UYa9/vM38x/u/yhDxzVvUmYNXGa7qP2U46jf/Letrvgeo8f/6/HWnzq0ZapuH3v5r/oyyf/96lQzOwGz8otQ0Fq9G0rLvwES+eT++efby7/2TGfXq1atXr179+ufsld8OzDl0+Qbmld49r3b96fceH1/6/720R/OQoT7Dm6d69erVq1efrb72B5A1z9vz9WtgzqHuDUz01lNkhldNS9Y/gwxjQ1d584we24n2f5XB2NA1/acMGb55i66PGhvK4j9dC9Ffvy0ZWl8/Ube63/rnUNs8vPq9nrfaN0J2rAxGyBL9oWfUHs3DUv3WdXq8eUa8fvXq1atXrz6qfstatc1DxOu3A3MOaWA66goNjDdP9erVq1ev/vj1vXYy3tVEvX4NzDnUvYHJ8E18dIZo/5IMezQPS2NDV3nzjB7bifafMmT7xzuiPnpsJ9p/uhaiv35XHhvK4r82Q6+/v6UZer5/lGTo4b/m70Rt87BU33Ps3QjZsTIYIaNZ7dE8LNXXjoKtqcvwzat69erVq1efpb503drmIevrp2NJA0P3YdineViq9+apXr169erVx9SXrJ05f2m9BuYcWuK3YWfGcdzbMi0Z/yy+Pj+Gf//nr8PWD8Nw6Pzq1atXr179UetraJW/NgeOQXUDM45jym/El2iZecufQes/sxZfhwxvfmd489z6tTiL/zBsux5bXz9rM/S4ftdkOKP/mgw93z9KMvR+/1rKcHb/pQx7/fvxLsOe/369yrD3v5/PGfZuHnr5ryHD968ybPe//RgTe/+E221rppdEf6EmonPsfcEs/eXe481j7jkt3zy3rJOh+VKvXr169ep71b97Xkv/LWu1fv0tJjkQz0J7MvxrpxxIzFHefNWrV69evXr16lvV47hUNzDROxkZyPBnsDVD67GhSP8s9RnGliL912ToPTYU6V+S4ez+Sxn2HBuK9H+X4Ur+rzJEjQ1F+j9miPz3axzHS/tPGaKRYbu/EbJA/+gRsr3fPFpv89a+pug3T/Xq1atXr36v+tpRrxL/2nG2Wv8WayMHSyNku9+FLAvRDUw0R3zzVa9evXr16tWr16Cg+nNgRp8iGu5fkuFrh0+oL83Qy7907Z7+a78WZ/RfyrCH/1yGvfzfZbiS/6sMe/s/Z4jwf8xwVf8pQ6R/lvqa7xlq/L8ePiNla4Yl/9LHe/mv+TM6wvduV8jwzn+J3UfIEMPXp/uiAwCA82OH5vgsjZBpYAAAAACkofttlDOcJYnOEO0vgwyZ/GXIkyHaX4Y8GaL9ZZAhk78MeTIc5i5kAAAAAPAOH2QJAAAA4DRoYAAAAAAcBmdgTuAvgwyZ/GXIkyHaX4Y8GaL9ZZAhk78MeTI4AwMAAADg8DgDAwAAAOA0FDUwz9s7j78u+f/Wz8u2drY8PdeWJ27tbHl6ri1P3NrZ8vRcO1uenmvLE7d2tjw915Ynbu1seVqsPYcRMgAAAABpMEIGAAAA4DRUNzClWz09ic4Q7S+DDJn8ZciTIdpfhjwZov1lkCGTvwx5Mmz1N0IGAAAAIA1GyAAAAACcht+WnrDUAQEAAADAXtiBAQAAAHAYNDAAAAAADoMGBgAAAMBh0MAAAAAAOAwaGAAAAACHQQMDAAAA4DBoYAAAAAAchv8HPJXig4XHGQsAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "wpd = ihp.cells.wilkinson_power_divider(\n", + " frequency=f,\n", + " connection_length=connection_length_wpd,\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0,\n", + " e_r=e_r,\n", + " shape=\"U\",\n", + ")\n", + "\n", + "wpd.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "0e6228e9", + "metadata": {}, + "source": [ + "The input port of the WPD is rotated to face left (orientation = 0), then is added as a reference to the main component. This ensures the input transmission line connects properly from the left side." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "25a6759e", + "metadata": {}, + "outputs": [], + "source": [ + "wpd.ports[\"e1\"].orientation = 0\n", + "wpd_ref = c.add_ref(wpd)" + ] + }, + { + "cell_type": "markdown", + "id": "51ae649e", + "metadata": {}, + "source": [ + "## WPD-to-BLC Connections\n", + "\n", + "The transmission line segments that connect the WPD outputs to the BLC ports are calculated as follows:\n", + "- Measure the vertical distance between BLC_1 and BLC_2\n", + "- Subtract the WPD height\n", + "- Divide by 2 to get the connection length for each side (top and bottom)\n", + "\n", + "A single connection line segment is created, which is used for both the top and bottom connections to balance the layout." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "a770f076", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_length_wpd_blc_one_leg = blc_1_ref.ports[\"e1\"].center[1] - blc_2_ref.ports[\"e4\"].center[1] - (wpd_ref.ports[\"e2\"].center[1] - wpd_ref.ports[\"e3\"].center[1])\n", + "\n", + "connection_wpd_blc = ihp.cells.tline(\n", + " length=connection_length_wpd_blc_one_leg/2,\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0,\n", + ")\n", + "\n", + "connection_wpd_blc.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "f98ef370", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_wpd_blc_top_ref = c.add_ref(connection_wpd_blc)\n", + "connection_wpd_blc_top_ref.connect(\"e1\", blc_1_ref.ports[\"e1\"])\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "406d855f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "wpd_ref.connect(\"e3\", connection_wpd_blc_top_ref.ports[\"e2\"])\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "1094516c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_wpd_blc_bot_ref = c.add_ref(connection_wpd_blc)\n", + "connection_wpd_blc_bot_ref.connect(\"e1\", blc_2_ref.ports[\"e4\"])\n", + "\n", + "wpd_ref.connect(\"e2\", connection_wpd_blc_bot_ref.ports[\"e2\"])\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "d63ad26b", + "metadata": {}, + "source": [ + "## Hairpin Coupled-Line Bandpass Filter Design\n", + "\n", + "The third and last RF device to be created is a Hairpin Coupled-Line Bandpass Filter (BPF) with the above-defined filter parameters. The BPF:\n", + "- is a custom add-on to the IHP-Open-PDK GDSFactory version integrated by us.\n", + "- is automatically generated from the frequency `f` and relative permittivity `e_r`.\n", + "- provides the LO input to the six-port network.\n", + "- provides frequency selectivity to the LO input.\n", + "- uses inter-digital coupling (hairpin structure) for compact size.\n", + "- connects to the WPD input through a connection line segment.\n", + "- scales all dimensions automatically with the operating frequency defined above." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "608caae0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 7.13 um for Z0: 50.25 ohm\n", + "Calculated Z0: 50.26863690347976 ohm for width: 7.13 um\n", + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "Calculated width: 7.2 um for Z0: 50.0 ohm\n", + "Calculated Z0: 50.03094234385018 ohm for width: 7.2 um\n", + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "\u001b[32m2026-04-14 19:49:45.624\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Unnamed_27\u001b[0m\n" + ] + }, + { + "data": { + "image/png": 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aX2NbsmantZ9mzcWqNU274ndl/Ejs9WJIa99iV3r+UV9Lw9obCCReZkAdmGBk5kaUm19mbkS566wQ6fh52OfWWanrnNx2d9gf6Zd1ajT6VrT8Uvpnxi2qTsitb61Ts5J/5jorXvoW3Pqt8+dcE5Hn71GnZhXe+CzzQmZuRLn5ZebGAmZgIJAzJGrBs3Tmh7tgeTYTIp1lkI68z+p9zOxL+ZV+1MyElDM3mhmYeuZHYl8zat/ylUTfUueE0/6r4nc2Q6aNK+75z9pDOwNTz/xY6+RoYkiqr2l/D1sQCMQu0/4JOjAQyBlieahadSX6nCKNrX1nL6yz8xi9II3sS154Zy9UPTu1nvQlsH55lPqml3akTbuTxpwm/jhpa9wvhu2MX2vccNtW0gku9a2dUU0nuO48S+3uHrxBBwYCiZctKWQAAOSFR9rEqrSPHcUaZ/ZXw3r+K9NuuPYt8NA/2X8rccL5Z0iby5g2BgCADVgDE4zM3Ihy88vMjSgHv9HDm5uzvsr+jdZLkJfvVr28cPlpz1+iP+IWYX+mL2nb3fxrblb73mj5bnf79ey3uGUaPMlwP+4hMzei3PwycyPKzS8zNxaQQgaBnCG70yC06Ruarw2VeiP+khQy7zUP9d802++/c1KfemlDXN+M9KX+i04hk+yvjT+Oj7V6q1LIpPFz78c5N0naHse+Zs1OZNqsVhcCgfgIUsgA4IWITrvw0NfgHomOsl/qS+2XI+kR/ve2b4FGP9p/0Yg+/2j7nvoAAOQHOjAA8DBkePhH2b9fok59eYrmH23fqn+vaYqM30hEt1+0fS99AADyg92BKXPl6rw5/Nb/zsTltN+ZuOz4XaO1/yjnm+PLW1/L9X74z9a0jPQ5dVZG+pw1Nd72S9R1TiTH+vzxhf5N15/4S+Lis1FnRdKWGvu1vtV++fIpjcP65VOrf5+/1X6NWSxI9etruIx/zTWsvX9w7HPOxcO+l75UF7/bvzNxOe13Ji4Rv6fAGhgI5AyZ5WWv+tQo97j3fl51Iu4c+Fq4+tJPBLfWkIzsS/mVepxP9Y7WyWhtSz41Lf1c7mgNjmbNhaXOiUTPO361cXPvw21bS50c7jobSQzN7EvrNEk4Sfed6WMNDAQSL9P+CTowEMgZMnqoruq8cI9d7rOzTsRMn3NMbWE/rf9bXHv63JdA75fPen/ry6em822pc2Jpv6j4lepY6uSMOpuaGOLY19Rpkg6eePkfHRgIJF5m+IUAADgaGXLGZ3UiRvVWbv067auXTlPb6ulz7beOybFfb79/S32p8V+Lm7YdOfa1+l72OfETbb9cwN5CL25axxvp9+y3cJL/VtjfoQ8AQBA8ZmCu6wrvqZ3KLzO37Pwyc1vBz5pi0eKnSe2ZbZPMhPRGvnvcRiOlkk8El/qazyhz+c1sSmdOOJ/qHcXdjk9Nt7aV/y/5jfQ5o/fc+ONwvLlZ41czG8XdXvpOMnNY+7JMV+P6qnWsXru2dCQzN17b67bl6u+egXnbs+wt3LLzy8yNCClkEMhjxDvNwZqeIUlbaf19ljMvfdGbvbj2jr+qDszIn5q0tfIlUGubk3bEbVPJy6WGr6XOCeecVsXvyg6M5jzr/e/Y094/rHVyuO0/22fl/Q8pZBBIvMzwNwIA4DhEp01o9KPrRGSqc0IkTzWbpcFJgPiJtW+FJv7qdMDT2j+TPgAA8UAHBgAOQ/TD26IfXSci2r4HrJ2n6PM/uf087Fth5e+BU+PHQx8AgBxw6cCIv928GZn5ZeZGlJtfZm5Ea/h5Prw1/DzscxaGj7jtsD8Cp07MyL4Vs/OfcbOcv0f713VipPor+c9852HfguiZw1u/df6cayKy83EN6rxE443PMi9k5kaUm19mbixgDQwEcobsWvPS0/Ne8K1Z48Bd9C2xv2sNTOlHySeCS33LGphSn+Ov2lfS+Kl95b1mgrtWhesfqX4vfnttM7qOOHElXfPVs6H9bHi9Zky7BscSQ1J9Tft72IJAIHbBGhgAAMLTLlr61pmQN9nP4H/ryHUk/6f675TzzzDzlHHmBQAAPVAHBgAeDo+Hd1SdCI+UK479ke7s2B72NXUyuL7xsE/fYtOWstYZkdTp8dw+s18fK0Odl8i0RXReAOB5wBqYYGTmRpSbX2ZuRDn4jR7e3Jz1VfZvtDoRXr5b9fLC5ac9f4n+iFuE/Zm+pG1386+5We17o+W73e3Xs9/ilmnwJMP9uIfM3Ihy88vMjSg3v8zcWMAaGAjkDLGsQbDY065d8F7zMDvmjiKNkjUwPfv1WhQJf8kamJG+1H8R6xcsdU60Ni360XVgJHVyOOc20pfGj6Y9NeumOPxX60IgEB/BGhgAeCGi0y489DXIUudFY/9JdU48/CdFtP+iEX3+0fY99QEAyA90YADgYcjw8D+5Tkek/6L5R9u36t9rMSLjNxLR7Rdt30sfAID8wBqYYGTmRpSbX2ZuRDH8JA/vFTnr98PfumDXUmdlR52TrHVqPpPXWSEa+y765dMjfj3s97CjTo21zkp0nSHrmr+IziueZXpk5kaUm19mbixgDQwEcobM8rK91rxoj3vv51UnwroGhmu/t3bBa61Ca58WN86aAUsdmJlPRvY5vhz5T7PmwlLnRKLX09fGrzZuRmvOOGtguP7rrYHxXjMmvR4tnKT7zvSxBgYCiResgQGAFyBD2kV0nYgaO+uEWGH1X7T9VfH3ljonRO+uk5Px/gUAQG6gAwMAhyP64T3S57zERNsnil3z4ME/0n50+51u34po/pnt79AHACAGWAMTjMzciHLzy8yNaA8/j5z1XXUiJPq37z5/fPmTrLA/Qs8+l98MFv4zbp72Lfo1Mtep8aqzwolbzXbvOjWe/uvFXXSdmhur6tR4AM8yPTJzI8rNLzM3FrAGBgI5QzhrNCzHk+7X+/vOOhES/Z5965oJjR63FkfNv+Sqsa/V56zZGW3XrG+w1DmxtF9U/FraUrL/HXta+yvrPEl8tPL+hzUwEEi8zPALAQBwHKLTJjT690jsx8XT781o/P0f31PY7+3D5WWts9Gyzz2mR/uP7Le2lzY1/KXtN+O/Kn5GcVNvL//f2t7S/+8+3/TxUx+vxadn+97vtPuPpz4AAPFABwYADkP0w9ui/9+XQOVL/p1Sk8F+i4cmjUyK24bWtuT8LfZ72y38pe3Xwo740fqGs/3mr1kbxVmTwmmXU+8/HvoAAOQA1sAEIzM3otz8MnMjWsNvR876avucl6isdVZu+5Y6NVZY6qwQ2T4M4NH+mevU7KizYoHXzJlVv3X+O+qsWPQ91vytwhufZV7IzI0oN7/M3FjAGhgI5AzZtealp8fV96oTIV03Ia0zMav3MbMv5Vf6sV7Pwm0HSx2YUp/jr9pXknP38J2lzgm3PS36vfjtndvoOuL4xmvNzWj91Yhbqa+xr1lrNvOL9lie+0IgkDWCOjAAAISnXbT0T6pzEm0/g/+zfSr4bf57c52c6PsXAAD5gA4MADwcHg/v6DotFszsr4b1/Fe+vHHtR+J0/63Erjo1Wf2/Qx8AgJzAGphgZOZGlJtfZm5EOfiNHt7cnPVV9m+0XoK8fLfq5YXLT3v+Ev0Rtwj7M6yoU+PF37vOije86tR44ra/qs5K5Jq/XcjMjSg3v8zciHLzy8yNBayBgUDOEGletlfOuPQ4K+tESNbAeK95qP+m2X7/vWWTw1+yBmakL/WftG1WrIHhtqM2/jg+1up5+6blH0mdHM0amFm7rKiTY7mHRelCIBAfQR0YAHghotMuPPTLf7nwrBPCsd/brrHvVacmg33r9k9jnZMs8btqewtedXK0s64r6vRouSBtDABeAI8ZmOu6wntqp/LLzC07v8zcVvDjjgpy9+vx44zkj0Rb2b4cwdb4zuvrSJzzHfGb6fdmYDj+45ybZJaKu4/Ep62Zu/L/s7a997XGkUau63KJX639mX7pO+lX2MrtIxsz/r3j39y0vFr2Nb7s6XDvKdaZH4287Vn2Fm7Z+WXmRjSfgfn42Unp4uPjY7QZAIBN4I6Ke488S0dBf/05cv7bV7meVKenLzmW1a4GM5u97Z4+kuyX0UfeeqU+0f74lWJkT7vNane0j9au5H7mOfODGRwAiMWkezLv4lCCXhgEAuGN7K88Pld/5UyIZHaBa783cu61VoHDtaU7mgnR2h75ZGT/hDUw1pkbr/jVnvtozRlnDYxkrcqMg+a4s/2kdZq07eehjzUwEEi8zIDPKAPAA5Ah5z+6TkSNnXVCrLD673T7PbylzgmR/6fKT6qTk/H+BQBAbuAzysHIzI0oN7/M3Ij28dM+fG9+Kx/+2joRXp/a5b5EWT5VbIUH/xJSbt72Z5Dw211npOa2q84KF9JPFe/0n/QTz972Z+jFXYbOC55lemTmRpSbX2ZuLCCFDAI5QywpS5JjWvUli8BLfU0K2Uifa3/VZ5RHIl3wzflEsCaFTJvytjuFTNJGmg8OzPQl8bvDN7c9TfuVetK0yfpYEvuctEmprNJHChkEEi9IIQOAhyI6bUKi3xqJPd2+FVb+O+1HA/HTxknXn0Xfan+FPgAAsUAHBgAORPTDW6MfXafD274VGv5eOPHl7UnxY4Um/upOzGn3j0z6AADEg92BKXPl6rw5/Nb/zsTltN+ZuOz4faOXc8793dKXHOvzxxf6z7d/qmzfL1FS/RIZ7UuOVb98Sttx9vI60//9+vPL62r7NUb6M9v/putP/DXXwGjNi7f9Gh7be/w551J2gi3cNfefGyvuXyv0NcfG77/+zsTltN+ZuET8ngF1YADgENwvftlHLu9q3CP91j7133ovuj37I7sj+z29mX0pv559CcpK51Lbpb7Ufl1hXeubex8O/xZHjv848TeCNX5H5zbzy21jpH/vp4mhzx9f/luPpeUHTrvedXKktn+/qGuXi10zL5ihAYB4oA4MBPIQybrgtZaoOhFSfWm9D0//9RY1z/QtVeZrfcmxJAvGvfxnqXNisX9KnRNLnRwNl1JfY98Suyv8t9IWBAKxywy/EAAAj0d0znhLfzYT0BoN1vIY2R/pjI4jmQXRnH9Lv1yDwbXd0pfar49tmYHh6Lf29/CfFhL71pk7iW+8z58zQ3RD6n/6luv+AwDA4fCYgbmuK7yndiq/zNyy88vMbQU/7ahgT4/Lz3vkvLd/qXddl/hTwdqRd81nlCX8Wn+TzITUMzccbjN9zvmX+p6fUeb6jvup6dlMiCR+r+syx6/FN5K25c6EtPzaOydJu9S/e/eTeuZGKl4zL5L78e4ZmLc9y97CLTu/zNyI5jMwSCGDQA4RS9rHTptedSI8OjAc+yvrwPTsc9OPJC/1mpdPrv2oOjCatC9N/PWOpYnfHb4ZnTNHz7MDw7Wv6cBEpc0ihQwCiZcZ/kYAADwS0WkXEn3PTwRr7K+A9Pyj63Sgzolef0X8ShDdftH+X6EPAEBuoAMDAA9E9MPfQ1+DLHVeNPZR5+R/0Pg/2n/RiG6/TP4/sf0AAJDBpQMj/XbzbmTml5kbUW5+mbkRxfHjPrx7/Dwe/taXj1GdlRHul6jVLz+jtrX4bxf/1fZHmF0XVv5Eev43t6wvvzPfebSfFtfPOjOR8TvS596PrYMXGuBZpkdmbkS5+WXmxgLWwEAgZwgnLzsqZ7zU13wimOivufmaNTCaBcO9NQ9eaxVmNlv6s7UqPdvSBe9c+9w1MPfftb7zWDPh8alpS/xa4oajP/IPJ/5XrIHh2Of4NMP9y+M4EAjELlgDAwAvQXTaRak/+0RxD14zPxr70Wkn0f6Ltm/VPz1+o/l7pk1GXH/R+gAA7AXqwADAAxD98G7pe9SJ4L5UtfQ96oTM7Hulm2j855nqssK+h+8y1nnp6Zfxpzl3Tp2d0fE86uR8/viiiisv+1pE6wMAEACPFLLs35LOzC8zt+z8MnNbwU+S9iHh5522oa1QXteBkdqXfiKYu33Wthr/ST7VO/tcbq0/8p3mU9OzlCrp+Y/q1LS4auqcSPiU+q06MNq0O419ie8sdXJmKW2S4936vbibteOutLFZnRpPTlJ527PsLdyy88vMjWieQvbxs5PSxcfHx2gzAACb0BoljB55bOm3Rl17I7Glfr1PbyS4Hqnu6XPt//rte3fbyD6HXw83H67/7/1LPY3tlo8l9ku9kX0P35U2OfHT4zrCivjd4Zvb3m9f5e1X6tXnL20XSfwQ/dWHGe9fHscFAMCOSfdk3sWhBL0wCATCL5KoPZ6XPncmZDZyLl0MLZ1pmY2cWxZjz0RSpLHUkRayHPlAYj+qkKWUAycOtPrc+N3hG8l51vtzPzagOU9rDElkpf7uGRgIBPJXwSJ+AHggso5cjhBdJ8LbvhUa/l44cYT5SfFjhSb+6oX1p90/MukDABAP1IEJRmZuRLn5ZeZGtI6f18Nby89in1snInudFW2dmlvfgpn+rF1X13lZqb+6zkjmOitEf/Czxr8HrHVWIjofN7+MnZe3Pss8kJkbUW5+mbmxgBQyCOQM6aV9SI+xWt+rToQ0TUpSZ2K2MJ5jX5PGZV3w7ZVCpk0/um1ofcPV73Hk+M/6wQFr/I7OjZO6NdPn8Bzxt9SBufUtdXKketL289BHChkEEi9IIQOAB+HktItSX1tnw4JM9onk9j1nPqLq5ETXOXmK/Wj90+vkAABwPtCBAYAXIPrh39Lf2Yk43X4G/0ev+Xi7/1r6p5y/R+cbnRcAAEpgDUwwMnMjys0vMzeiPPx6D+8MOeu9lyBP383sayDhpzl/rj6Hm4d9T0jbdqf/Wtys9j1R81sRPy1wzr/XrtGdD+uavx3IzI0oN7/M3Ihy88vMjQPUgQGAQ6B5kEe8PHjViei9OPeO16rVwbE/qvExss/h17Nf2+TWOZHWgenpz/jU+lF1YLR1TqTx1zuWJn53+KbmKa2T0/Mrt1086jxxENX5wYwNAMQDdWAgkIeIdGFp1ILZqDoRWv2ICuHajxhIFk9L9Uf2tQvGLf6z1Dmx2D+lzomlTg6H20hfc/7S9oxc8I9F/BBIvMzwCwEA8DhkSduw6Jf/lhgdt5yhWG1/NFqtsX+n43D4c0bxo+239hPNQnw7q85Qqdv6v2YGpqXfg6T9eqi53b85x/KwX9rFmhcAAIbwmIG5riu8p3Yqv8zcsvPLzG0FP+6oIHe/Hr/dI+e13uePL79f16X+jLJ25L62MbI/4sfxn/YzwNxP9VraxvqJ654POL4r/7XGkUau61r+iWvL9vKa5c6EtLb3YoRzzfWOf3PT8hpxkEhPn3s/5l7DnvK2Z9lbuGXnl5kb0XwGBilkEMghYkn78LQx0/eqE6HpwGhefst9vV40JTZb+rOXQG3naeaXnn1uB4bT+ePyt9Q5kerV+pb4tcQNR3/kH078r+rAzOxzfJrh/uVxHAgEYpcZ8BllAHgIotMuSv2IOhGlflSdEwui/Rdt36p/evxG8++ltu20n8V/AADkBzowAPAARD+8W/q760TU2FknxAqr/06338Nb6pwQ+Xd+TqqTk/H+BQBAbqAOTDAycyPKzS8zN6J9/LQP35vfyoe/tk7FzjorRPKXx511aqSdiN11VqSQ8NtR56TUj6qzwsWKOjVe/mtx291+I6yqU+MBPMv0yMyNKDe/zNxYwBoYCOQMsay5kBzTqi/Jfx+teeCcL3fNxMi+5DPK3mtgpPtzF4pz/aBds7NyoXrLpqSNVnxqWhK/O3xz29O0X6k3up447SKxP1qzo5VV+lgDA4HEC9bAAMBDEZ02IdFvjcSebt8KK/+d9qOB+GnjpOvPom+1v0IfAIBYoA4MAByI6Ie3Rl9TJ6K3tiCD/dF2DrT8aw4aeLy8zexbt9eIrjPiUSfHdbuhTg5RP/447XLi/cdTHwCABPBIIcv+LenM/DJzy84vM7cV/HppH9rjaPnN7HPqUMz+PuLWs89NHZp9Iphz/pa2HaWtcbjP/D/iZvlEMLf9rfEjiRPN9pF9Th2YyDonZQ2dlTGkOf/ZNSFNm/T2382Po787hextz7K3cMvOLzM3onkK2cfPTkoXHx8fo80AAGzCPTKafeTyHqUe6bf2qf/WGwnu2R/ZHdnv6c3sS/n17EtQzgBIbZf6Uvv1zIPWN/c+HP4tjhz/ceJvBGv8js5t5pfbxkj/3k8TQ58/vtCv377Tb1/bfuC066/f/vepZAl+v6hrl4tdMy+YoQGAeEy6J/MuDiXohUEgkLwLXmvhLrjWFkuU2p3Z37WIv17wrZn5sSzir2d+pMU+PReiSxeLc7ZL408aR9z47Z3baAaV4xvu+c/iT1vIsp75kdrXzhhJ289Df/cMDAQC+atgET8AAOE54y39N9U5sdrP4P9sHzx4m/9a+qecv2W9Vs/+Tn0AAPIBdWCCkZkbUW5+mbkR5eHXe3hz+a18eei9BO2ss6LBzjo1Uv/X3Dzse2J3nRqJ/1bUWfFEVJ0azvmvqrPipZ/lftxCZm5Eufll5kaUm19mbiwghQwCOUM0aQ0RaWdedSI8Usg49lemkHE/OCBNW+L6xivtKqoOjCbty/rBAWv87vDN6Jw5epoUspEtSZ0ciUSlzSKFDAKJF6SQAcBLkWXkkwPtTIiX/RWQnn90nQ7UOdHrr4hfCaLbL9r/K/QBAMgNdGAA4IGIfvh76Gtwv0RF2S/1LXVeIvzvad8Kjf+j/ReN6PbL5P8T2w8AABnYHZgyV67Om8Nv/e9MXE77nYnLjt81evv3cr65vvz88YX+8+2fJq4W/Zb9Gj39+yVqt/0S9cuTxPbNX6Kf0f4II/3ruv7EXxp3/6Y/fmv1799W/R68t9fXcNl+u+43XPvc42nuX976XK74Pf+dictpvzNxifg9A+rAAMAh4IwqRo9cfjrWiei9CI/qwNz6khoZ5b7l+c/sS/n1bJa47fe2z2qNzOzP/NKzz63Rc9vX+q7cx1LnRJvS5RG/PXDrvMz0S3vaOjnaOjA9uxz7kjpNWnjpYwYHAOKBOjAQyENktrA0asFrrR9VJ4K7ML6nt9N/nA8OSBZLc+1L9KU1Y7z9Z6lzYrF/Sp0TS50c6QcyOMed2ZfWaVrtv5E+FvFDIPEywy8EAMDxyDJyWUJS8f3zxxeib9//+rcGuiPH32z26+NqZhG0fpT6z7pGZ7V9ywxMCUv7SeAZv9aZO83Mngd/zszZavtaROsDABAAjxmY67rCe2qn8svMLTu/zNxW8JN8+lTCb/XIOXfktdzvui7xp4KlnwiebR/ZkvCb2ZzptGZCZtwk58qx7/kZZa7vuDMhXjM3Nzdr/Fp8I2lb7sxh63x69iTtwo27WTvumnnp8bNcx17ytmfZW7hl55eZG9F8BgYpZBDIIbLiQbtC36tOBOd8R/pc+yvrwMz4SPeX1oGZ+UGbNrTyJb1lU1rnhHNOEn1J/O7wzW1P036l3uh64rSLxL6m86xpPw99pJBBIPEyw98IAIAjEZ02IdGPrhMRXSejBSv/nfajgfhp46Trz6Jvtb9CHwCAWKADAwAHIvrhrdGPrhPhbd8KDX8vnPjy9qT4sUITf3Un5rT7RyZ9AADi4dKBkX67eTcy88vMjSg3v8zciNbx83p4a/lZ7LfqjLQw4rbD/gifjDoxM30LZvqzdvU4fwss+l7t19Of+c7DvgVXVSdHCq9OcMs+934S1fm4+WXsvLz1WeaBzNyIcvPLzI0FrIGBQM6Qzx9f0uaMl8L5VC9nnYF0nYfkU7/a9RXWNTCj8+eI1xoY7SeCe2snuL7h6vc4cvy341PTo/gdnVvvGubGFXfN14j/aO0Mh1tvPQvHryfcvzzsQCAQu2ANDAA8CCenXZT6K9Z0nGSfSG7fc+ZDc/4eI9eR8RMdv5muP6u+9vrJwh8AgPOBOjAA8AJEP/xb+pw6ER5rTWb2Z3qW7Rz7kjoZJV+Jb1r6EvtEf335tPpGw79EdJ0RaZ2cUl/jmxb/Feffsu3h/7pOkwTR9y8AABLCI4Us+7ekM/PLzC07v8zcVvDTpjX09Lj8pHaln+ptpTWV3Lj2tXUmNBXCJW3b0pdUuZemDdXcZvoc+5Yq8/X5c31nqXMiaf+am0f8au3P9Ft1YDR1ciScZql99+9ZnRVtDHn5z3rNrpS3Pcvewi07v8zciOYpZB8/OyldfHx8jDYDALAJmlHEiJHLclSWq3/PDJSjub1R6t7xWqPBHPuSUfTSPodfz35tc8ShTjv7uPi+6enP+NT69Xarbzj8f7+IfvvKj5+bnyb+esfSxO8O39Q8ufFz79vzK7ddalsc+5LZvpa+Blp9zNgAQDwm3ZN5F4cS9MIgEIh8VDBqway0SGOtN7I/OqZXkUaufc32kU0Of8ki/tnMj8R+dCFLSTtq44/jY62et29a/uHGv2UR/6hdZval7Rl1//KwDYFA7IJF/ADwQkTnjHvoa5ClzovGPuqc/A8a/0f7LxrR7ZfJ/ye2HwAAMqAOTDAycyPKzS8zN6I4ftyHd4+fx8M/qs7K6johN7LXqYm2P8LsurDyJ9Lzv7llffnNXKfmuq7w+B3pS+rU7AaeZXpk5kaUm19mbiwghQwCOUM4aQ2RaRe3vledCE0KmWbBcLnvilSfmc2W/ixNp2dbuuCda5+bQnb/Xeu7UdqaJP6kerW+JX4tccPRH/mHE/+rUshm9jk+zXD/8jgOBAKxC1LIAOAliE67KPUj6kSU+lF1TiyI9l+0fav+6fEbzd8zbfKNdXIAANgLdGAA4AGIfni39CUvMR4vTzWk9rN0Xm7sLLYZbb+HXe0XHb9E/p2fnfGf0f5OfQAA9gNrYIKRmRtRbn6ZuRHt46d9+N78Vj78ucUia32J76z2ieQvj55t68G/hJSbt/0ZJPy08SNBqV9z22FfgpbvVlx/Etz6LW6722+ElWv+rMCzTI/M3Ihy88vMjQPUgQGAQ9B60EaPPLb0vepE9Ea1e3VWRnUmRvZ//fZ9WR2YHsp6LpL9pXVgese5IbVf6o3se/jOUueEW29kRfzu8M1tT1sn59arz1/aLpL4IdLVaRphlX6GTg0AvB2zOjBIIQOAQ5H14d9CayT2dPtWWPnvtB8NxE8bJ11/Fn2r/RX6AAAEA18hg0DOkNmXjLTH8tbnFEvkfFVp9rUmid2RfU0hS8nXoqQ+kvKX2N5VZNS6vecjDn/r166s8bvDN5/Kr63dX1jrnT+3XTT3j97X/jSyWt96fAgEYpctXyHLnkeXmV9mbkS5+WXmRrSO38qc9dX2uXUistdZ0dapufUtmOnP2nV1nZeV+qvrjGSus0L0Bz9r/HvAWmclYubEa83fCrz1WeaBzNyIcvPLzI0FzMBAIGdIb9RfeozV+l51IqSzDJKR93JfzQyMht/s/DniNQMjtV/b1fqGq9/jyPEfJ/445yptP07bcGbuuDOPljo52hmYW9+jzpNGduljBgYCiRfUgQGAB+HknPFSP+ITvZnsE8nte858RNXJia5z8hT70fqn18kBAOB8oAMDAC9A9MO/pf+mOidW+xn8n+2DB2/zX0v/lPP36Hyj8wIAQAmsgQlGZm5Eufll5kaUh1/v4Z0hZ733ErSzzooGO+vUSP1fc/Ow74nddWok/ltRZ8UTUXVqOOe/qs5K9Jq/HcjMjSg3v8zciHLzy8yNBayBgUDOEE1edkTOueZrQ628eo81MJY1D15fi+LY5HKQroHhrCvh2I/6Cpkkfizx1zuWJn53+GZ0zhw97RqYni2Ofe2aHamOhz7WwEAg8TLDLwQAwCORZeSTg95IsmX032PkeWZ/tF1z/pIikxxu0fYt24nkdU40RTp7sMTvDt+07Hucv+aai/b/Cn0AAJIDMzAQyBkiGRWM/NpPVJ2I2Sg4x+4u/81mQrgzN1L7M/2efenouYf/VtQ54R4jIn6l/rPUyZkdXzrTybEvac/I+5eHPgQCscuWGZjrulLn0mXml5kbUW5+mbkRxfHjjjz2+K3Mmefg82edlc8f8mP/dyTYYeS2NxJ959P/6+v/dY9hrVMz4z/iZmk/L/u9fWa+K/lr1pZY67T8cT1cLnVy6vO/jzny3Ux/dk+xxn9ps/w/937ycV1u15+3Pvd+7L3miwM8y/TIzI0oN7/M3FjADAwEcoZwRgWjRx7vkXOPOhGaNTC9NRszu63je61VmNls6WtmaD4ZdYJmfunZ566Buf+u9Z3HmgltjZ1S3xK/lrjh6I/8w4n/FWtgOPYldZos7eehjxkYCCReZsBnlAHgIYjOGS/1I+pElPpRdU4siPZftH2r/unxG83fOvPgYT+L/wAAyA98RjkYmbkR5eaXmRvRXn6ah2/Jb8XD31InQvOp3Ror64R4t63VfyU03DztzyDht7vOScltZ50TIn6aVs9+dJ2c/3z7Z6j9mf4o7qI7L3iW6ZGZG1Fufpm5sYAUMgjkDJGkfXgcV6vP/URwra/9jDI37aonKz+jzLEpSfuSfkaZc64c+1GfUZbED7e9pfrS+N3hm5m92fn07GlSyLj2JdeZpf089JFCBoHEC1LIAODBiE6b4OiPRmIz2I+Elf8u+5HIHj9Z0g57eLL/ovUBAIgDOjAAcCiiH94S/dZLzOn2rbDy32k/GoifNk66/iz6Vvsr9AEAiAW7A1PmytV5c/it/52Jy2m/PY71+ePLMfLrtz8+LXtL/XskreMRtf/OlZ5+7++/ff3yJy71fvfvVlvVqF8+OG1dvsRJ9Vv2e+DG4W2fu//9Ejjjxo17qf3e75l9yfaRrVb7ablr9DX2a3htb10nMy7/putPnZh6zQrHdn2dWu4XUn3p/Wt2TxzdP63cdgqn7U9/Tr/1dyYuEb9n+Pi5zqW/w8eH6IAAcBLqF9lVOh76v1/titdcPat9rv6MX2/77xfRb1//d+xRJ6Fln+uXer+e3sx+b/vMt58//uiMalKzbh+NeM30ieRpYaWPOO0y8g23XUdxoomvGyvj9+Pi13mxbL/r5FhiqOUDjm1L7N7+2XH/tMRPzz8S+z146luPBQCZMemezFfJUIKFPBDIKvkULtaU7u+p713nZBV/S52I2fFH2yV1JloL43e2v7ZWiaXGSakvPQ53wbin/yx1Tiz2T6lzoomFz591brQ8bn2NbYvd3fHTsxN5/2/pW48HgWSWGX4hAABYiB55I/prnRPJSGg0/1Kfw380Up/BvnQGpvafpv3oG2+UfqZvjZ/Vswwz+9HxP7JvnbmTzjxyUc7cjPbp2S23afx/H0eL3feflfYj9AHgcfCYgbmuK7yndiq/zNyy8/Pgxh3B0ox0lfw8Rt60o769EUWJ/7xGPkf7ljyv6xJ/3lQz8j4aTR7Zl/Kr/y6dCalHjmfcZvqS+GntNzt3D99xZg651wQ3fq/rMsWv1TeStpXMhNQzN5IZhs8fX/5Uob43ezm6n/TuX1zR3D/r+Gnx484Er555md2LV80IceXp7wFv5ZeZG9F8BgYpZJBXC+cBkCVtoPcCMHsxsKYdSflzXnZb+9cvDl4dGK59jp6GX+tvkhS2VtqQtvOk6QS3Xj5XvqRzznXEXxp/s+NJ4neXb1p2OfFz7y/twIxigWtfex/S3j8t8TNrjx38OfpIIYM8WWb4GwEA0EX0tD9Hf2Wdk2j+VkSnXXi0X3T8wH9x8ctBdPtF+9+qfzp/AHgr0IEBgA6iHz4S/eg6D1b9FcUSox/+J7Uf6pz8FdHxK0F0+0X7v4dT4meFPgA8HS4dGOm3m3cjM7/M3Ihy81vJzePhU9dZWG1/VOekhZH/oh++2pkjyflb7M9ib0f7jbhF2p+Bc91q2t+D/80t68vjyHe72q+Hss5MxvvHLO7qTsxO/jW3bPH31vcAD2Tml5kbC1gDA3mzSNdZaI/poa9dcC3NPbfyt3wiuF4wLOFm/URwbUO7VoHjP+1ngDnrLDTrhGb7SNbA9HzAXedhXTPh9alprd7uNTBS/t5rYLx4jThIxCN+LBx2Pj+wBgbyZMEaGAAQIMPIoVXfkpPvNfJpWRNw8vkTnc0/g/2Imbta33L+HvYt+pFrchA/SBsDgF1AHRgA+Inoh4+nfmSdg9uupk5E65gSeJ//zL71hadnX1unJrpOT2lf47vVdU64+pY6J58/vqjO/bbP0e8d0xr/PW677Ge4f57a+QKA18EjhSz7t6Qz88vMLTs/zzowK6b9veuseNc58a5T0+IpSRspUzekbdtLbeGmTEnPv+Yn1ed+qpebDljqj3wn/dS09lO9Et/19C11TiRtUerXdWCk8Su1K/VfXQdGGj/33+r9ufZ75/nJqLOiuX9Z/FfHz6xOzcg/Xu3nrb8rhezp7wFv5ZeZG9E8hezjZyeli4+Pj9FmADga92hjhpG/GXojmjN9zki6J//aHtf+7xfRb1/51d5b+i07M/sjv47sc/nNbEra7/6/1nbrXDn2if6sZ/UNhz93JmQWfzN4xi+nbbziqrQnuf5b15mE26/fvv8lFjj2tfevGXr6lvgp/aO1z4VFH7M2wJMx6Z7MuziUoBcGgaySqJEzjX5v5FOjt5K/ZCZkNPLZOvZo5FizMH40cj6zz+E34yPdn7tQnOsHqX0v33D4c0bvufHXE+/43eWb256m/Uo9zkxMzY0z89Oyr71/SdvPI34kM1Kr+O/Qh0AyCxbxA8AiROc8n6QfXWchuk5GC1b+O+1HA/HTxknXn0Xfw37k+a/SB4A3A3VggpGZG1FufpHcOA+fFXVW7oewx8Mvc52azHVWbn0rNPw54NZZiXr51l633u3X0s9cZ4Xoz3VqpFhd50TSrhEv/9nq1JT60mtid/zhPUCPzPwyc2MBKWSQN4tmCj5q2p+7oLqnt4u/pU4EJ5WmZ5/rF83C+JZ9bRrXKG2Nw73nA24KmcZ2nTZkSYPi8h/FiSX+VsYvJy68tltjiOubUQqZJoZ23T8t8TOyEZ32NYsVCOQpghQyAHBEhpG70+ssWNOhTrcfWWeGyJaOdnr8ZLBvQYaZQyLEj8V+9P0DAJ4CdGAAgIkMD5+6zsJO+576EcX2Mtkn0rWf1f6NiPgh8q9To9U/3X6U/g3t9RPN/83tBwBPA9bABCMzN6Lc/HZy0zw8Sn4rRk4lD+GMOesj/t5tK7U/g0fOurX9JNw8zt/r5UnTtrv81+OWwX9//8f3v/BbET9c/fr8Z2v+LFix5m/V9afRX7HmzxN4D9AjM7/M3DhAHRjg1eA8GKJHzm597zonUvtc1PZm+mW9Bk0dmJ5dqf2W3sg+l1/Lfqu2Sw+lvqYOTEu/x6Vnv1X7Y2Tfw3eWOieS+JsdTxK/EXVgPOuccLjVsSCtkyOF9v65ok6OBiv1ozs2ALASqAMDgQxktggy04JN7zonq/hb6kTU+0vsa+tMjPyzqv21HxKQtiVXf2ZfG0MW/1nqnFjso85JX793P+HY18RQVPzcepnu/yuOD4Fklhl+IQAAmsg88lajNRJbjnyutm/V79VpKP+9wT2mV9pezz5ntNqj/Ubceraj7Zfby/9LZxlW8edAG7/1ud2/tTMwtf7IvvX8W9w4x4n2fw+nxM8KfQB4PDxmYK7rCu+pncovM7fs/Dy49UawPEbOLPx6I6czvdanSnt6I367Rj57ep+KTwWXo+AeMzcj+9d1TT8VLLXZaz/u9hk3Tgz1jl/rzdrG4rv7/9rPPWvj7+ZmiV+rbzi+G7UlJ/5XfUb59l3vOJL29Lj/1vY492Nr/Gj519y0M2Sr5OnvAW/ll5kb0XwGBilkkFeL9CVZe0wPfe4LADc9aRV/bbrR/eIw6gRwUmqk9nsv59oXTWvaGmebtvMk6QRzfNSzb3lJv/+1xJFGz6q/owPD4cnppK7owFh5jThIxCN+LBx2Pj+QQgZ5ssyAzygDQIHoaX8P/eg6B0R6+0SxdV52pq307Ee3X7T9yDon1vj1sm/Rj/hEuJf9J8QP0sYAYA/QgQGAn4h++HjqR9c5iHqJijx/Kzz8F91+0Z2/k88/mr/ny3v0/eeN+gDwNqAOTDAycyPKzc+T24qHT+Y6K0T+dWqsdTp63DT6GvuS889cpyaizooEEn6r2q+nX3KzxK8GkXVqPPyXsc5KaX9Wpwadlz7e8h6wApn5ZebGAtbAQN4s3DULs2Ps0Jd8KpWjt4q/dA1OmbOuWQswy3nX5ux7rVWY2ZS0H3edheRcOfY9F/Fz+XPXNM3ibyae8bvLNzN7s/Pp2dOsgeHa196/pO3nET8716FErreBQDIL1sAAwAQnj7ydoD8aic1gPxJW/rvsRyJ7/GRJO+zhyf47wf5KfQB4M1AHBgCUiH54naSvrbMw6mB42R91DmYdHEsHSMPfy7bUfk9/5fYS0XU6vOrkeG2/sYI/17ZH/GZtP2/7q/QB4NXwSCHL/i3pzPwyc8vOb2UdGA897zor3nVOvOvUjOzV23opMfffZ9xGKTUcX5T6ms+tWlM3Vnyq95aR7zTx0+JrOf9RnZqZj7h1TrTtV9YykfpvR52Tu21bqVzcdrR8Jvi229KfXbOStEkP/7XqwHDjZ3Z8b/7Se/GtvyuF7OnvAW/ll5kb0TyF7ONnJ6WLj4+P0WYAOBqaUTDPkbfeKFpvQWprJHGG0cjjzL6EX88ed/vvF9FvX+fceva5fqn36+nN7Gt8cx/312/fValZt49GvGb6RPK0sNJHnHYZ+YbbrqM40cTXjdn1a4nfj8t+TXG23zOHlhiSzL6Uti2xe/tHOnNluV9y/15u1/qHA+/nB1LQgKdi0j2Zd3EoQS8MAlkl0hEs75G32aLZUsqRQcno62jkc2Zfwq9lr6fbG1232JaMvLcWxnNsWX2jab/WOWpsl/pS+7VdrW+4+j2OHP9x4o9zrtL247RN6QNNXHnMHI5mGDjcWh914MaQZmZDe81Z4kfrH47/pX4b6e+agYFAIgSL+AHACdE5z0Soc/IU+0S69rPavxEVP9F1Tp5iP0r/RlSdHAs82s/LfoQ+ADwNqAMTjMzciHLz28lN8/DwrrNSw1pnIdp/I/6Z66wQ6erU7KrT0eLmcf5eL08RdWq4/ltVZ4XIp8hnzW9F/HD16/Of1VmxwIN/xjo1N2bXRHTnBe8BemTml5kbC0ghg7xZOFPw3tP+s229NIFe2sMsnUOaUuOdQsbdf1UKmTblzcs3rb9xUtha+poUslnaEcc+p00lvpGkkEnbz/rBAUv87vJNyy4nfu79rSlk0vjh7OfpG2v89Gxq7oe7nx8QyFMEKWQAYED0tD9HH3VObPZXwqP9ouMH/ouLXw6i2y/a/ggnxM9KfQB4MtCBAYAOoh8+Ev1VdRYskPL3RvTDP0P7Rdr3wEn+i0R0+0Xb7+GU+FmhDwBPB7sDU+bK1Xlz+K3/nYnLab9XHruVM71av0RLv0at/2+6/vsQ9rAvydmuf9f60raYdZ56+uX577Rfbyvtc23fL1FS/Yz2tdvvbbf/Je1WvoTe/LX3AKt+D97by9/W699im2NferzZ/qPtretXwp+IhveP2bE97j8W/Uy/M3E57XcmLhG/Z0AdGODVaL2o7xw5670o76hzwrEv4cexN0JZ40RTZ+W2K7Vf73+3n9Y3I449m9JtI26j+OP4prVPy0cj+z1w68RY65xYZkSsdq3XFDfuI+qcfP6Y14HR8uLaH22/94mqk1Pa10L6/MAsDfBUoA4MBDKQehHkygWXVn3vOier+K+sE8HVl9gv993V/rMPB2g/2CBdsMy1z/Wnp/8sdU4s9qPiV+q/XXVOJP4d2dcu4o+IHy2P3c8PLOKHPFlm+IUAACCimJzl1oielkepx52JmNmXzILUI5/WkXDN7I/0/Gt79UjqyIb3BxIk7afxzU77K2b2Zijjz6qvjV+PmTutbzTXf63f48dplx32tTOPXPuz+NlhHwAAJjxmYK7rCu+pncovM7fs/Dy43SNYK0bOOPxaej0u0s8h3zo9veu6lnwqWDP7U498cri19CU+K/eRnqeU34wXt805n+odxZ30U9O9T/Va4obrO8lMiMfI+83NEr9W30jaljNz2LsmejPPHG69mZ9W3HF9KbHf2t76ex0/o+uijh/JDFXPvib+dulJ5envAW/ll5kb0XwGBilkkFdL5MOnpyvtwFjShjw6MK0XT679Un9Uf4HzN23alcSvGn4zm5L2474kS86VY9+zA8Pl3+s8cfW44hm/u3wzszc7n549TQeGa59znXlec5b4kXZgJPHmqb+rAwOBRMgMfyMAeDlOnvY/wX50nQXUybHbj0T2+MH1l9t/0fZHiLYPACcDHRgAUMLj4f8W+9F1FjLWqbDy32k/GoifNk66/iz6VmRsv+j7NwCcDpcOjPTbzbuRmV9mbkS5+UVy4zx8Rvy0D6/7Iezx8JvVaZjpS+236nT0MGvb1fZn8Hh50PDngHNdRL68aa9b7/Zr6Y+4edrX4uanib/6Jd7bf5J2jfBfXacmU+dFek3s5o/3AD0y88vMjQWsgYG8WTQ5xJ45zytyunt6GvuanG/tmhPuGhjpGqHZftI1MPfftfnwrXUEkrbs+YC7Bkb7ieBZG3Djhsvfe00T10+W+OXEhdd2awxxfTNbAyONoZH/V6yB0bTvyjUwq58fEMhTBGtgAMARO9MuevqWdKIMI4/WdKhI/3nYt/rfqh8ZP6fHv4d9CzLMHBK9+/5jtR99/wCApwB1YACAiVUPH8lLhWedE659r5ee0r6lTk0m+xJ+tf9VdTK+zevUcPRX1skZbZfoj+x7xv8K+61zu/U/f3xR+c6L/+zlvcet/LulTs4MM/vae4JH/HjZj9AHgMfBI4Us+7ekM/PLzC07P886MF779fh5pA141zmR+E/CX/Kp3voTwfd+NTduepSUPzelqtaXxl4vPUpa54Szf4tbT1+bdieV8vy5vrPUOeG2f8t3lvjltr/Wf3UdGGn83HratKf6PiSps2KJIY3/6viZ1akZ+ccz7asls2tCktK2Qp7+HvBWfpm5Ec1TyD5+dlK6+Pj4GG0GgKPBGdVaOXLWG82rR6rLCuE1ZiOJ0pHi0j6H38zezH/3/r9fRL99/aK23TtPrv2W3sg+l1/Lfmlz1n6l/r2vxDct/R6Xnv1fv33/S5uO7Hv4rjxXSftJ4292PEn8ctrGK65quz20Zv7K66zed8atjgWufcuMp+aeYImf+j5kuR+ufn5gVgZ4Kibdk3kXhxL0wiCQVTIbwVo98tbaXv6tHjntHWe0EF06Mtyzzz0nzsh5S4e7iF/iA8vMjYdvuDMHXA7cheIzfakPRh+C0PiGy1USP5b46x1LGr+7fDM6Z46eZES/5iaZCebev7x9Y42fcsZJwk+yjSOrn08QSGbBIn4AUGLlyJm3/qo6DxZI+XsjenQyQ/uhzklcnZOdiG6/aPs9nBI/K/QB4OlAHZhgZOZGlJvfSm4eD5/MdVaI1tSp8dTXQHL+FvuZ69Rc1xVqfwZunRopPPiXdVYyvjxmrlOTrc5KjVncra6TM0LNLdp/Nd76HuCBzPwyc2MBKWSQN4smRUpzTA/72gXXkSlkErlTN3rpGzPb0oXxPb5c+73tlrQ17rYRN2maHWcfSQpZzwfcuOqlrWnbc5d+ZAqZhP+KFDIPXl6+8YgfrX96+0jE+vyAQJ4iSCEDAAGiZx6s+ExQ54DIZj+6TkdknZZo/hnsR6c9EtnO38O+RT/6+o+2Hx0/Jz8/AOAkoAMDAD9x+sOntB/xEhFtn+ivdXIkeEL7edc52Wnfqu95/Ub736qvjX8LMtl/oz4AvA1YAxOMzNyIcvPz5Lbi4bPTdy37s5eI1f6TvMTULy9Sbq2XH6l9S866FVb/ldBw87Q/g4Tfqvbr6ZfcLPGrAYd/z3ce15/3mr/d9nufUr6Rfc1f5s7LW94DViAzv8zcOEAdGODVuF88oh4+vRefUV0Dqf3VdWBq+7O6HC0Od50ITR2YUt+zTo6Hbzg2Je2nqQPTO9YNjn2iv9ZGGdn38J2lzom0wrpX/EbUgZFe/5Y6J58/2jWBOPY59y/Pay6iTo4G1udH5o4PAFgwqwODFDLg9Th55OwE+6OR2B0jlzP7kbDy32U/EtnjB9dfbv9F2x8h2j4AHA18hQzyZrF8xcXjazOcr9rcwvkSFEdPYn+0ncuTy7/++o+Um/TrSJ+TrxVZfMNpE2n8SIolcnwgsS/5CpmX72Zf05PGH9dflvjd5RvJedb711/7k7br6Dw9Y8jiG2v89LZZrnkvvVLfegwIJLNs+QpZ9jy6zPwycyPKzS+SG2fkbEXOtWedk8x1ajLXWbn1rdDw54BbZyVq5Fd73Xq3X0s/c50Voj/XqZFidZ0TSbtG+C9bnZrSvmbN307+eA/QIzO/zNxYwAwM5M2iGcHyGDkbHWs2ouhV54RjXzPiaKkTwbFtHXnn1smZ2deOxpaj2FKRjp639DW265kb68ydZgbGGl9cP1nrnKyegZnNHHJjiOub3gyMNoZG/l85AyNp35UzMKufHxDIUwR1YADAEatGfiX60XVOLLDyJ4qts+JhP/JTw0S2NTVvj38P+xZkmDkkevf9x2o/+v4BAE8BOjAAwESGh8/b65w8xT6Rrv2s9m9ExU90nZOn2I/SvxFVJ8cCj/bzsh+hDwBPA9bABCMzN6Lc/KLrrMxQ8lsxcmqtsxDtvxH/zHVWiHxy1lfVyWhx8zh/r5eniDo1XP+tqrNC5FPks+YXWWelPv/Zmj8LVqz5y1Cn5saKNX+ewHuAHpn5ZebGAtbAQN4s3DULq2xwcqpnOe+WNQE71sBw95d+hYx7nto1D16+af2ttClZs6H5CllLXxI/rXUPq9d5zM51xF/7tT6tfr02bYdvWnY58XPv77kGhmufs3ZmxRoYTfz0bGruh7ufHxDIU2SGXwgAgC52TPuPRic5+rMicfRNb5+zfaYbWadl9ZoBznZr+/X0Ob7xst9qHw/fzLDSfxxo43eHb2r7XucvveZ225fwWxE/3vZX6gPAo4EZGMibZeXolre+d52TVfwtdSJmo52a85fq7Wh/zkzIbOZGY3+kP7KviSGr/yx1Tiz2V9Y58fTfijonM/3WDAzXvrQ9I+Pnc/C1w138d2QHQCCZZcsMzHVdqXPpMvPLzI0oN7+V3DxGzv7IudbPfmjrnHxc/Do1//r6f0P7PX6cWSWPmY+W/dFxJedvsT/y3e23le03apebW5T9cnu9H8d3/9WbzBz2+N/6mvb/435ymeKnPOfy/7VvarS21/qje570+p9xL39zjvVHnZVrqX3u/agVP7PnBadOjsS+5PxrbtlmXt76HuCBzPwyc2MBMzCQN4smp1lzTA/73nVOOPY1/vGqcSK1zV0TMOPLtd/bzml/yUxIa9uIm3Tmh7OPZA1MzwfcuLLOHGr1rPpRa2Ck/FfXgdHy8vKNR/xo/dPbRyLW5wcE8hSZAZ9RBoACp+csfyaoc0Bksx9dpyP6U8Gn1znJ8qlfi35knRerfvT1H20/On5Ofn4AwEnAZ5SDkZkbUW5+Oz61a9Hf7bvSPuclYqX/rC8xWm676nSsaFsP/7U+tbvb/gwjftGdn/tTu1F1Tjhpnxz96Don0fZbWP2pYov+ddnSFlfjTe8B3sjMLzM3FpBCBnmzcNJuJMfx0NOkkI10dqSQlX+TfCK41Ld8RrmX2sJNmdKcpyX9ULLguvVba1v6wYJeWt6ONKlZ7HLijyte8bvLNzU3yT2jFe+StMnWMTn2Ofchz7RNS/xIU8gyPT8gkKcIUsgAYILTp/1H9lufBt1tfzYSu9L/3JHgzO23Oh0n2v4IJ8RP9uv/Df7Lap+D6PgBgFOBDgzwepz88DnB/qzOS0SdjlI/Elb+u+xHInv84PrL7b9o+yNE2weAk8HuwJS5cnXeHH7rf2fictrvaC6zNS8c/RGkOdue9me265ztma0/PrGq189on7ut9/u2z9m/fAmTcvOwP/o9sy/Z3rN1n3+5vVyzMtNv/Zboa+3X8N5e2h+da6/YpmTNnuX+xykSudJ31vP3uubK35L7T0/fYn/X70xcTvudiUvE7xk+fq5z6e/w8SE6IACcBO0ImNfIZa8T0Tr2/QCW1lm4a0No7I86OT37LXv1thb/3y+i375+mdru1VkZ2R3Z7+nN7PfAaRcO15GeJG56+pL4rflq40ZSz6PlIw5/jm+1+rP45bSNh28+f3yhX799F8fQfQ8pr7MSHG6/fvve1Z/Zvvn2/O/hm5a9+m+z9tf6hwvP5wdmcICnYtI9ma+SoQQLeSCQVaJZBBm1YNO7zskq/pY6ERxukgXLnP2k/vTw34oaFVx9jW3OgnFv/1nqnFjsr6xz4um/iBiyxu4p8TOyEXX/b+ljET/kyTLDLwQAABveOePSEb3PH1/o4x/f1SP4Uvvea0Qk/L1GO1fZ1/C7/W+tk2PxTVmxXQqvmTstf+/41+jP7HNm7lr7aGceJfj88dcK9X/Z3rFdYpX/uXFV78f1iUf8WO2fvOYSAFLBYwbmuq7wntqp/DJzy87Pg5tkBEs62lXza+lz/0aknznojXxe17XkU8HcT/W2zufeh8ONa3dmX/JpYQu/cptmJqQc/Z5xm+lL4qduG05cePhuNnMoHWHnXL/XdZnid3Tu99+1vvv88eVPbaudOdR8Jrjk0LtuZvdjDl+OfW67WuJn1obSuJrtx3mWWWxb5envAW/ll5kb0XwGBilkkFeLx8PHoi/p1PRqOsxsa19YJPxmnDgvGdKXZIkvRvY1HRgpP2nnqafP6cBw9CXx09rP6htpB4b7kiqNP+4xufG7yze3PU3amuZ+UHYiNJ3g3v1LY1/TNtL4qffX2NfGn0R/VwcGAomQGf5GAAAMET3tP9JHnRO7/dWwnn90/Hwm/tT0Cf5bieg6J9H2OcgcPzv0AeCpQAcGAAaIfvhw9FHnxGZ/JTzaLzp+4L+4+OUguv2i7Y9wQvys1AeAJ8OlAyP9dvNuZOaXmRtRbn6ruUU/fCT6nDoHNWb+s3Z+pPxLeLTtyoc/h9/q9ptxi7I/g6Rtd/MvuVnidxV6vtvZfhnt98Ct87KCv0S/xS2D/268+T3Aisz8MnNjAWtgIG+WVbnFlrU1vcWi3PUu9XGla0O0OeelPY3/Sr2eD2ZrYDSfau2tebCsVdCsE+q1H3f7jBsnhnrH370GhrtmohcDluvXEr87fDNqS078W9fEjdplZN+6iF/im1XxI7GvjT+JPtbAQJ4sWAMDAEJEz7wQ6XO+75HEyJxzq77Ffx7nH9n+0fy97Ftg5U8UH/9R8Lr+T7VP5BM/UfY99AHgLUAdGAAoEPHw8Vyn8qmoczCzL+H3+bPOhLbOAtFfK45LoDn/Wl9iv7U9sk6NR/x62P/88UXlOw/+ozonXH3vOiG9/bT6o+Na4t9ie5f90fYd8bPaPjovAMCERwpZ9m9JZ+aXmVt2ft51YLyn/aX8tGlHPf3Zp3o5dWo0/KWfCC753sfQtK31E8GS82/x80hbm+3DSQcc+U6STij9XC73/Ed1ajTtV+trUodu/bIOjCZ+NXYl/hvVgeH6b1TnhMOR+9lx6fXoff+V1qkp40fDxcK/VxtppU0pvx12nsYtO7/M3IjmKWQfPzspXXx8fIw2A8DRKEeMI0bOeqN5rWONRjV79u+FqZqq4RJ+pf2SJ3ck9vPHF/r123f67esXse1Sv7bFsf/7RX+yWx5zZF/Cr2Wz5DVqv3K/+7fWds8fM/stviP7Hr6bxW6JXvxx4RW/nLbxiquSGzd+7r/V8V7eB2fcWtcZxz7n/qX1TblPaZtIFz+t+4HUvgSW5wdmbICnYtI9mXdxKEEvDAJZJZ+dxdrSY3jq9o7HHfnk6nHsc/h5jbzWI59c38xG3rkL11f4hmNT0n7cheKSc+XY372Iv+SqnXnkimf87vLNzN7sfHr2ONw4sSBpxxW+scZP75iWa55rf5cuBJJdsIgfACY4OWf5BPvRdRZQJ8duPxLZ4wfXX27/RdsfIdo+AJwM1IEJRmZuRLn5RXObPXwy1VmJti+ts5C5zgrR/jo1kk4Ml1vUy5PGd7vqdGSts3Kj5hdZ56fWn9VZmemvRJb269nXXBM7B1+in7UjZOZGlJtfZm4sIIUM8mbRTsF7pQ1IUyI0C85HaUPalI2RfUudCG66yCilhuOLUl+TQtbzgSaFTCJeKWTS+I1MIZPyt35wwBK/u3zTSuXitqMlReq2q7n/cdImV6SQaeJndQrZyucHBPIUQQoZADhjR9pFD9F1Qm6cyj/a/q1vgVXf4/wtsOhHtx/qnPyB6PuPFqe3n4c+ADwF6MAAgADRD5/PH19MayKiH35W/kQOdVaC7UcXWYyMn9Pj38O+BdGd5xtvvv9Y7UffPwDgKcAamGBk5kaUm99ubtKHR83P8+VV8xCW5KyvQGl/xn8FN4n9GbQ5663PBEv0OehxK/U94keDv//ju7ptre3H4T/itsP+TP8/3/5p0vfq/LTOn9Ou0TN/1vbzsl/De82fN/AeoEdmfpm5cYA6MMCrwX0orBo56z0UWzVJvOuccOxz+c049c6/rhOhrQPTs8uxT9RfZDyyL+HX6ry06qv0cOtr68DU+jWPGaLqwGjrnHDjrwVL/O6uA0O0t85JfR/S1MmZ7Tez39tWI6JOTg8rnx+YkQGeCtSBgUAGwlkE6bXg0qrvXedkFX9LnQjLItkVdXJWtX+rtgtHX9OWM32OfUsMaf1nqXNisb+yzomn/1bUOZnpt2JBWifnhPiZfThgB3+OPhbxQ54sM/xCAAB0sTpnmTMay62z0J1F+Gaz39qP6xMJ/xG38v+S9rC038w+ZzTWo/2sM3ce9lufoB3Zr7ffv6WzDKv8x4UmflvnVh5HMwMz4uF5/po0qZ32tTOPI0j4r7A/AmZYAGAAjxmY67rCe2qn8svMLTs/D24rR7e0szv331ojp6Nj9UaOe3rXdS35VLDlU723zoyb5Pw5dqVtw+En4crlz/lU731dzGZ+JPY9P6PMbVvpiH09I6G5fq/rMn9q2uIbbtu2/MONf4/PKEvjh9ueVt+N7M2eF/VMMNeWxJejuNPo75qBefp7wFv5ZeZGNJ+BQQoZ5NXi8fCx6PceiNKXz3ofbtrRzL62A6PxX6mn6TzdNS6k7dfyD8e+pPPJbcsZf8tLMieGesf37MBwt2tSju4YsFy/lvjd4ZtRW3Lif1UHZmZ/ZwdmVfxYOzVcsTw/IJCnyAz4jDIAVMgw7R9dpyJS3+K/6DohVv1o/l72LbDyJ4qP/yhE1zmJtk8UXycnw/MDAN4AdGAAoMDpD5/PBHUOiGz2o+t0RHfeTq9zEt15tMAav172LfrR13+0/ej4Ofn5AQAnAXVggpGZG1Fuft7cvB8+meusEK31X0SdFSLfOjkjZK1TE1ln5bY/w4hfdOfnrrOy8vxH9qPr1FiQyX4Ls+sisvNxXVfqzsub3gO8kZlfZm4sYA0M5M3CXbPAPY6Hnmb9wkhHswZGyq+35oabh37nrGtsl/oSn5X7aM7TkvsuWXDd+q21Lf3Ub+9TvTvWecxilxN/XPGK312+qblJ7hmteB/dBzlrYDj2OfchrW96/tHGj3QNTKbnBwTyFMEaGACY4PRp/5F9j5xuq/3ZSOxK/3NHgjO33+p0nGj7I5wQP9mv/zf4L6t9DqLjBwBOBerAAK9H9MPHkjqxw/5oO8e+pU4Eh1tEnRzu9hks/K22pfZburNjW7bX9qPrvHjU6fHaPrNfQspfEleW+NHal8a9d/x4XHcW+wAA/IRHCln2b0ln5peZW3Z+q+vAWHVn/KS2d9Q58Th/S52I+2+ctm3pa/ynSTnq1TKRtKWm/TlpQyPfcfS5bao9/1GdmpFNbdodN35ubivrnFj9N6oDw23DUZ0TDudeqhy3zoo1frj6lvjhcPPkr3mWeaSuceXp7wFv5ZeZG9E8hezjZyeli4+Pj9FmADga2hEwr5Hf3mhe69j3KObHJbPfG73n2B+NNvbs90Y7y20t/r9fRL995VUs7+nPUuZa9oezMwP7PXDahcN1pCeJm56+JH5rvtq44W5v2Sz/NuLP8a1Wfxa/nLbx8M3njy/067fv4hi67yHldVaCw+3Xb9+7+jPbN1/pzJXENy179d9m7a/1Dxeezw/M4ABPxaR7ghQyAJDCO21FkkLx33SIjfZb2611Rrj8W7az2Nem38zS1lj6HW4ceMQPx35vu4X/iviXgGtf6xvO9pu/Zm0SZ00Ip11Wpu1ZfTeCR/xY7N/7R6ctA8ATgEX8ACBA9MPn80d8nRMLrPyJYuuseNiPXDBMZFuY//b497BvgQd/D7z5/mO1H33/AICnAHVggpGZG1FufpF1Vjio+Xm+vHrUOclcpyZrnZUbGn61/1fVyehxK/VX18np4e//iKtTw+G/us6K9eX1rlOj1ffq/LTOn9OukZ0vj/bzsl+D47vIzgveA/TIzC8zNxZQBwbyZuEugly14LT1997fvOuccOxz+c04jRbM9nhKbUvr3dw6ko8caPnVf+/VV5nx19aBqfUl8dPaz+obDn9LnROJbyz6rTonO3xz29td56S+D0nsc/bl2Ne0jTR+6v019rXxJ9G3HhcCySyoAwMARkRP+4/0UefEbn81rOcfHT9eaUdanO6/lYiucxJtn4PM8bNDHwCeCnRgAGCA6IcPR39WZyESVv477K+ER/tFxw/8Fxe/HES3X7T9EU6In5X6APBksDswZa5cnTeH3/rfmbic9nu1rdmaEW/9GrOHV6nfeghb7F/XNez8cHxR2p/t/2/ic1thX9o2M98R/c//HFtl+0n1s9rXbK+31Ws+elxu/uX21poRSbtL9O+ZvJW+mdm3Xv+Wa45jX3I8zv6c7dzzn/HX+MZ6//G8f0X+zsTltN+ZuET8ngF1YIBXo/eQ3TVyNuok1PredU449nvbR+c2qqMwQqkn8UupT+RXJ2dmf+Sbmf1em8zqVEhqjYz0Z7xq/d11YD5/rKlzwj2Gpc7Jat/U9nocRteJtQ6MpU7OCF6+WRU/Evu7nh+YoQGeilkdGCzih7xatIsypcf00NcuuObqefGX2iv1ygW7WrtS+5wF6t7+G3HUbuPY5370wdKmXv6zxJHFvtXurvtHj+eM/2gR/8w+ZzG+llem+LFw2Pn8wCJ+yJNlBhSyBIACu3OWvdeofP74Qh//+M6u9D6zL52B+fzxR5FGrv3RsTWzP9Lzb+l7j5RL7XP4a2aodtrX+q7cR4M7/qz6lvgp/y3Bnbmb6c/sW+O/ZZ/bJqvta2ceRfYH8bPDPmZUAIAJjxmY67rCe2qn8svMLTs/D27lCJb3yBmHn2QGaDaiWOvNZiSu61ryqWDLTMh9DA63mX+kM1b1sUf2Nfxm3Hrtx+Fac5PY5dj3/Iwy13famUPtyPvnjy+/X9dlnsnT+ub+O7dtZ20ymgmZcRhx5352XHo9cu33ts/sz+7HZfzM7nEc+xLpXRMz2TUD8/T3gLfyy8yNaD4DgxQyyKvF4+Fj0ffqwIx0pHqaDkz5N0udCEvnSZv6NHqh8/ANpy25bc59Seba5dr37MBw+c9ilxN/XPGK312+qblJ7hmteOd0nurzlMTPzJcS+63tPf9o40fagcn0/IBAniIz/I0A4OU4fdp/ZB91Tub2iVAn5811TqLj14po/tH2iZ5bpwYAgD7QgQFej5MfPifYj66zgDo5dvuRyB4/uP5y+y/a/gjR9gHgZLh0YKTfbt6NzPwycyPKzS+a2+zhM+NnfXn2ePnYZV9aJ4LTtivtz+ARe1b+PXC5Rb08aXzn3X49/R63FfY1qPlFxX9Lf9SurU7wTv9lab+efc01sXPwJfpZO0JmbkS5+WXmxgLWwEDeLFG5x9yc71LKnG6J/VHOumfO+cheva2Xs85dCzBbEyCxL1kXUtr3XAMjbUvrGhhp/EatgdHwX/mp6Vn87vJNby0Kpx21i9RLu5r7H2fNjtf6IGv8aPlxZeXzAwJ5imANDAA4I3LNzD2SGJ32dir/aPu3vgVWfY/zt8CiH91+HvatsPL3QPT9R4vT289DHwCeAtSBAQABVjx8JC90n451Trj2PVMVpPxbtnfUOeHal/rm9r9lTctdL0TbLvdLnCV+OPZb2yX6vWN6x/8K+71zu/+uveZcOs+TOjmcdlnp/5X3I2v8eNhH5wUAnOCRQpb9W9KZ+WXmlp2fdx0Yz31b/KzT/d51TqT+s6ZHzVKE6jowUvucOhOt/TWfWtXEXp22pqlzwtHpcav1Jfa1aUOt8+f6zlLnhNP+Pd+trHNi9d+oDgzX/9q2vNMme9fNrF21aZNa/1nixytVjKvvXTPMW57+HvBWfpm5Ec1TyD5+dlK6+Pj4GG0GgKPBHdFaNXLWG81rzZL8+u37X0YNOSOJv19Ev33V2efym3HqnX+5b81Tanvki5F9ov4i45F9Cb/a/s1VMhP092LkWOqbWr/mMUO9n9U3HP6lTU78jP4muX4t8ctpG6+4GsVujZK/5n5w26/vQ5L4bd2/NPZ722pY4qf2TzlzyLVfYuXzAzMywFMx6Z7MuziUoBcGgawSzgjWypE3zqhaOXLaOsZsZJNTQK73N82oH2fBd2t/ySJ+yXlqZ268fNP6m2QmpJ65kfqmpS+Jn9bMj9U3HP7cDw7MZkK8R+57++9cxN+yy4mfe39OrPS4aWeetB9X0N4TLPHTs6m5H+5+fkAgTxEs4gcAA6Jzljn6qHNis78SHu0XHT/wX1z8chDdftH2RzghflbqA8CTgTowwcjMjSg3v9Xcoh8+En1NnYNMdWrqNI7ddVakyFyn5uYWZX8GSdvu5l9ys8TvKmStUxNtvwdJnRpv/hL9FrcM/rvx5vcAKzLzy8yNBaSQQd4sklQKj+Ny9vv80a4xwknBaKVNaFLI7r9rU8g0/iv1ej6YpZBx00ZmfuXYH23Xpq3N+FvSlDgx1Dv+7hSyVqoSty2tHxywxO8O34zakhP/3ilkXPs7U8hWxY/Evjb+JPpIIYM8WZBCBgBCRM+8EMXWWbHY99C3+C+6TohVP5q/l30LrPyJ4uM/CtF1TqLtE8XXycnw/ACANwAdGAAocPrD5/PHl9Cc/Pvl1WLfXKfj0tuP7Hze9iP5Z7Af3Xkisp2/h32LfvT1H20/On5Ofn4AwEnAGphgZOZGlJufNzfvh89u35X2OS8RK/1nfYnRcrPYt+asW+Hhv7//47uam5f9GUb8ojs///n2TyJae/4j+zP9ke+s7ef58h5tvwXOmr+o+LuuK3Xn5U3vAd7IzC8zNw5QBwZ4Ne6HRtTDq/fQ5tYsmNmf1YqY2efyK+23amPM8PmzToS2Dsyt71knx8s3PZt1XRVOm2vrwPSOx7UfVQeGSFfnRJoK5BW/u+vA7K5z0rvOOPY59y+tb8p9SttEe+vkaGF5fmTt9ACAFbM6MEghA16P06f9R/Z3fB1pZn82ErvS/9yR4MzttzodJ9r+CCfET/br/w3+y2qfg+j4AYBjga+QQd4su74WI9HvHbP3tayZjZWFLLlfG+IUi9QUsqz1pT4Yfa3I6htOm0j31xSyHPlBan9l3NR/K21K2kjy9Snv+N3lm9uepv3qr/1J27U8lsQ+5/7lec1Z4qd3TMs1zz3eTn0IJLNs+QpZ9jy6zPwycyPKzS+am0fO9Ur7HP1d9qV1FjLXWSHaX6dGMhPC5RY18qvx3a46HVnrrNyo+UXFf0t/Vmdlpr8SWdqvZ19zTVjv3xJEP2tHyMyNKDe/zNxYwAwM5M2iHcHyGjmTjih61jnh2O9tH9m31IngjrZqR94ldXJm9j1mYKTiNQMjjd/oGRgJf229EY4+p87JDt+MZg5n7ehRB0Zz/+PM3KyagZHGz+oZmJXPDwjkKYI6MADgjBUjv1xE1wm5cSr/aPu3vgVW/Qx1XrSIbj/UOfkD0fcfLU5vPw99AHgK0IEBAAGiHz6fCeqcWGDlTxRbZ8XDfuSCYSLbwvy3x7+HfQuiO8833nz/sdqPvn8AwFOANTDByMyNKDe/yDorHNT8PF9ePeqcZK5Tk7XOyg1tznrrM8ESfQ563Er91XVyeoisU8Phv7rOiledGq2+V+endf6cdo2e+ctap8Z7zZ838B6gR2Z+mbmxgDUwkDcLN4fYK2eZ8/fe3yRfR6r32ZFzPuLEyVPXfIWM6wvOuqKVvumt7+CuY7j1tWtgan1J/LT2270GRrPOgesbi37rS1c7fHPbk8bPrSe9H5RrLjhf92odQ7s2qbavaRtp/LTWHEnta+NPoo81MJAnywy/EAAAQ6ye9p+N7N36rRHDVpHBFqz2LRid/4y/R8oLx/5Id3ZsD/uj9uvpc33jYZ++ye17xdUq/3Ghsb/LNyvOv2Xbw//cGY+Zfek9wTt+PO3v0AeAxwIzMJA3y2wEa9XImUbfu87JKv6WOhG9kU+pXYm+ZubG6j/uTMhoVkJjv6c/s6+NIYv/LHVOLPZX1jnx9N+KOiczfelMMPf+lS1+RjMuu/hz9DEDA3mybJmBua4rdS5dZn6ZuRHl5rea246Rs95o3t//8V1VJ6QcSZyNfF7XRf/6+n9D+z2OHF4a/i1utX3uMT3ar2d/5jup/VH7jbi1bN/XRZT9env5f67ver97kPLv4Y/7ySXWL+O39s39u+WbEr3tpX7vnud1/i1unOPssj/z3ejvo+cFl7/EvuT8W9wyzby8+T3Aisz8MnNjATMwkDfLqtxi7Qjn/bfeyOnseJI6Jxz7mpxvS52I0q7UdjkK7jFzM7M/2s7xEbf9uNtn3Dgx1Dv+7jUw2pnDWZ0TaRxK9Xb4ZtSWq+uczNplZN+yBkbqm1XxI7GvjT+JPmZgIE+WGfAZZQCosGPmZYboOhWR+hb/RdcJsepH8/eyb4GVP1F8/Echus5JtH2i+Do5GZ4fAPAGoAMDAAVOf/h8JqhzQGSzH12nI7rzdnqdk+jOowXW+PWyb9GPvv6j7UfHz8nPDwA4CagDE4zM3Ihy8/Pm5v3wyVxnhWit/yLqrBD51skZIWudmsg6K7f9GUb8ojs/d52Vlec/sh9dp8aCTPZbmF0XkZ0P6Zq13XjTe4A3MvPLzI0FrIGBvFm4axa4x/HQ06xfGOlo1sBI+fXW3EjrRGhsl/oSn5X7aM7TkvvOWVPS2o+7zoJrl2t/9xqY26a2zglHh6OvqXMSsQZGcs+w1DnpXWcc+5z7kNY3Pf9o40e6BibT8wMCeYpgDQwATHD6tP/IvkdOt9X+bCR2pf+5I8GZ2291Ok60/RFOiJ/s1/8b/JfVPgfR8QMAp4LdgSmnmuppJ/zW/87E5bTfXse6Hx4a/fLhY+VTg7N9lX0ut9v+6NitlwiJ/mr7LXuWtpH4vUxb6u3/b7r+8olpCTcP+6PtM/uS7S2uZfvV22dpm7PfHH2L/Rre2znX/81fev+a2ebef3qdCKt97naP8/e85srf3Pvfyb8zcTntdyYuEb9n+PiZJtbf4eNDdEAAOAmW0a+VC0Zbx9XWWaj1JPZ7+4zq1PTszfj/fhH99pVf86GlP5pxGtXJkfhHW5Oi5lKeKwf3S+DHpbddnqskflu+G9n38F1tkxv/szjQ6nPil9M2XnHFPc96/zv2WsfkcPv12/f/nqc0fq11ViRxb4mf3rVpueZbx/J4fmD2BngqJt2TeZIZJciDg0BWSVTusUbfu87JKv6WOhFcXrM1ARL71jUTGtHYnPlvpT53zY6n/yx1Tiz2V9Y58fRfRJ2c2672/nVK/MyOH7XmpdbHGhjIk2WGXwgAABE8c8alI3r/rRi9yb7niCORjL90hmq3fa1vPn98IfpmH3lt2WfPyDmM/I7sz2buZvo9eMe/FBz73Guq3k8686hZmzRbE8KN6VVrPiT3o/L/XD7W+LHav/WwZgYAHOAxA3NdV3hP7VR+mbll5+fBTTqCJdm/xa/Wbx2vZ6McGZSMvvZGPq/rWvKlLc7XhmZfR+Jwk9gd2Zd8mcvCb3b+kraccZvpS+3XdrVx8/njC9t3o5lDziwJt01Lua7LFL8z39w+0Piu3qadOdR8ZavWb9me3Y+1Mxva+1HNsYy7Wfxo/cPxfy/uNPq7ZmCe/h7wVn6ZuRHNZ2CQQgZ5tXg8fCz6lgcy9wVG+undVR2Y2Qtq/eLg3YHp2dd0YDT86pdP6QtomTak7TxxP2vb8q3k3D18N0tb6/GXtKdFv3c9jjpvFt9wz38Wf9oX9JuDtRPM4Tiyz21XS/xw20ASV7ueHxDIU2SGvxEAAFNET/t/NlIrJJ+4jU47aNnf+Yne0+2viD/p+Z8cP0/wX2/BOQfR59+6f1ntW/Wj42enPgA8EejAAMAE0Q+fkT7qnNjtr4b1/KPjx/ryacXp/luJ6Don0fY5yBw/O/QB4Klw6cBIv928G5n5ZeZGlJvfDm6Wh8dV1RlYZX/0EB69fGbx36hOyw77GnD5ebSflH/JLcL+DJK23c2/5ma1742W73a3X89+i1v0y3dpvxd3K/3H1e9xi/bfjbe/B1iQmV9mbixgDQzkzcJds+B97NE+vVz5WQ55L+dbuqhZm3Ne85D6z3sNjPeah/pvmu0jmxz+kjUwI32p/zjcVq+B4bZj9Kemd/im5R9u/Hss4pfGD7c9vXxjjR/JvU/iS4lonx8QyFMEa2AAQIHoaX+NfjmSeCL/Wl8Dz/O34MT287Rvhcb/0f6LRnT7RdsvYY0fonVpazv0AeANQB0YAKiw++HTetjuqHPCta95GfDw3+ePL2LbnnVCOPZb2y3x41GnJoP90XaOvrXOSeSaCyL9uXO39+AV/1rssM/ZvqpOjsS+Fui8AAATHilk2b8lnZlfZm7Z+a2oA+M57a/hJ0076ulzPpfLqVOj4a/5RPDN87av8V2pL/1EsPT8e/y80taknwgu9Tl1YCTxI/En5/xH/EZpa1z7Gr1a3xq/Fvtc37U4cuJfmkLG9e+szoo2hUzrv9oe555yn5+Wh1bv5ibV35VC9vT3gLfyy8yNaJ5C9vGzk9LFx8fHaDMAHI1ytCti5Kw3mtf7ZOroq1m1/Xv/kd7MvoRfOfI5s9vC7xfRb1+/qGzf+qU9rv17v9p/nr6Zcb2P12q/HleN7Vks9OzXelbfcPhL46eOPyk84pfTNqMR/Hvmb6Rf27vBiZ/77+V1VuqPeN37/Prte/O4M/uc+xfHfm879/xH9u/2b/lHal8K7fMDszXAUzHpnsy7OJSgFwaBrJJ7BGvHgkuuXu9Y0sX4t452Eb+EX2/kUzJyb1nE3xsZ5tjvjbh6+YbTltw2lyzil8TQzH7UIn7NzI925qalL43fXb6puUnuGa14H90Ha26jmZ+Rfc59SOubnn+08SOZoerZ18bfDj0I5ATBIn4AmCBi5MwTI/uoczK3T4Q6OW+ucxIdv1ZE84+2T/TcOjUAAPSBOjDByMyNKDc/L26rHj5Z6qz04MGPY19TZ2FnnRUNdtapkXYiVtRZ8YTUdzvrdGSss1LCu06Np/8i6qxwcEKdmszPWaJ3vAesQmZ+mbmxgBQyyJvFMgXvkTZgSSHTpitJ7I+2S1PdOHUiLKk2s3SRnn1JWpVnCpk0fsqUGI8UMon9qBQyKQdOHGj1OfG7yzeS86z3v2NPmzY5Ok/PGLL4xho/0hQyiR+seqU+UsggTxakkAHAAkSlnd0jmdFpbxr96Dod3vat0PD3QvTIswZPih8rNPH39jon2drvNP8BQDagAwMAQkQ+fDzqXETmfEfzj7Z/61tg1fc4fwss+tHt51VnxgIrfw9E33+0OL39PPQB4CnAGphgZOZGlJtfBDfJw2NFzvXnjy+mhdWcnPWV4PIfcYv0321f67sdnccZN6/40er/59s/Tfor+c9852HfgujO843W+XOuiciX7+u6XK5/C3as+VsBvAfokZlfZm4coA4M8GpIHggrRs56LxScOjDWOicc+xJ+M161/db5eNaB4dof8R3Zl/Ir7d8vUNI6FXcNDk27lPo3B659adt4+M5S54QTfz1Y4nfUNkS8Oi8z/RnPHm7+ljonRPTfGNLWyZlxnNnvbZ/Zk8SPtk7OCKueH5iNAZ4K1IGBQAbCXQTpseDSqu9d52QVf0udCMniWYkvRvY5PvT2X6++ykxfU+NkpM89ntauxX+WOicW+yvrnHj6b0Wdk5l+fR/S1Mk5IX7q/TPc/1ccFwLJLDP8QgAADLEyZ5kzEl2OnNbgjoRq7Zfby/9L/DE6f8kMyP1b2hYc+z29kX3uLIj2/Ef6khkYD/v0zT5zV/LYzX/V9duyP0vTsszAcOy37ElmmUfcLPY5aVsrZoQ948fbPgeYZQGADjxmYK7rCu+pncovM7fs/Dy4zUawLCNc13Wpjl/+rR457R1n9Cng3rYev559rk80n+q9R5Pv/TncOD6wzNyM7HP5cUd+uRw4n+otr4uevtQHnp9R5vpOMlPQmxWQXr/XdZni1+obSdtyZkJ6MzeSEf2aW2/WonU/5t6/PHwzO8/R86I3E8y5nkcxwo2fHreVzyeJPP094K38MnMjms/AIIUM8mrxePhY9EcPRO7LZ287J+1oZt/SgZH6r37hsHZgNC+/XN9ot49scvhzX5Jn+lL/eXZguPylKUd1Wp72+rXE7y7ftPzDjf8VHRiO/YgOjDZ+JPc+iS8lon1+QCBPkRnwGWUAaCB62l+jH10nw1tfA8/zt+DE9stWJ0OKaP9FI7r9ou2XsMYPUfyn1k+LPwDYDXRgAKBChodPdJ2KSH2L/6LrhFj1o/l72bfAyp8oPv6jEF3nJNo+UXydnAzPDwB4A1AHJhiZuRHl5reCm+fDJ3OdFaJ1/iPi2e/BWmdlR52TrHVqPpPXWSEa+y7DzBmR7fw97Pewuk6NBZnrrBDx69Sssj/CzS1r5+Vt7wGeyMwvMzcWsAYG8mbhrlmQHsuio83p7uWca9fASPnVa240Oeiea2CknwjmrCGx8Jtx46wZkKyBkcbQyP4Ja2Dq+JOKR/xazv3+u3YNDNd/vTUwnHUfozUwM/uc+5clbjzjR7NGKMvzAwJ5imANDAAwcPq0f8v+zpFQq/0VI9dS+2i/OPs97Gq/6Pgl8k8b3Bn/Ge0TxdvfpQ8AbwTqwACvR/TDZ2XaAuclYmafs31VnQiOb0b6q+rkSPjNoPWfh22u/Z7e7LiW7aX9THVeevqln3b4prbfgsZ/0rjabb+1fWedIIl97vHQeQEABTxSyLJ/Szozv8zcsvPbUQfGos/hJ7HvXeeEU6dGw5/zieCWfl0HRmpf8ongUl+TcnTz0/pP+qneXlpTS59b70Jjn9P+XN/N9C11Trhcav26DozEviaOpP6r68Bo2m9U54TDtzxWqT+LO+39S+u/+pxndWo0fvXir32W7Uohe/p7wFv5ZeZGNE8h+/jZSeni4+NjtBkAjoZl9GvlzEsvHaKu+M2xrxnB51SeHqVttOzN+P9+Ef32lV/1uqU/Gmnt2Zf6x1KVu+RSnisH9wj/x6W3XZ6rJH5bvhvZ9/BdbZMb/5wZN40+J345beMVV9zzrPe/Y691TA63X799/+95SuN31n6e15wlfnrXpuWabx3L4/mB2RvgqZh0T+ZdHErQC4NAVol2BMtr5G20KLSWchTTa+ZmZr+3nTvy2dvGGfkccdOOvLfsS0b3S/uSttNwlfpPMhsnjd8si/g5/Dm+XRW/u3yjnTm87yG98+dwk8xQ9Pxqsc9tS0v8aPlxZeXzAwJ5imARPwA4w2PkLLpOx8l1ak7332jma4e+x/lbYNGPbj/UOfkD0fcfLU5vPw99AHgKUAcmGJm5EeXmF1VnhfvwaPHzeHh51enIXKcma52V276lTs3qzuOM2446OSP9zHVqVtdZ8ej8RXY+b7TOn1tnJerlO3OdGu79JMp/eA/QIzO/zNxYQAoZ5M0imYL3mvbX/I3Iv84J52+alAlLnQiLbU6didb+mhQyDb86bU2aAlSmDWnapU47ktiXts2KFDJOipm0PS36vetxlnbplbapiZ9WW858VKdNzq4bqV+l9rntaokfbhtI4mrX8wMCeYoghQwAHBA97d8aOUWdk/fYXxF/0vM/OX6e4L9sdU5213mK5h99/0faGAD8GejAAMAE0Q+fkT73IZzt5fPGjk7EzP5qWM8/On680o60ON1/K7Hj/InmdVai7HOQOX526APAU8HuwJS5cnXeHH7rf2fictrvHbZGa0a89WvU+q3tRP97CPfsc/lKuXF+3/xH+7deInba5/ye2e9ta635qHX/Tdefzl+qn9m+dHu9rY7/VjuV8aPRX2m/hvf20r73/Ytjm2h+/5ndv7T2Ods559/jX+prfWO9/3jdvyJ/Z+Jy2u9MXCJ+z4A6MMCrMXrA7hg5641ut+qseNc54djvYXReZT0MaZ0ISR2Ynt0bXPur6sCM7Ldscvhza43M9DmcSv0MdWBmKOucaOKvPo4mfiPrwOyoc/L54391YFrH5dTJGcHLN1x7rf1v/7SOK7G/6/mB2RngqUAdGAhkIJLFrB7Hteh71zlZxd9SJ2K00Jmjr6lz0vLP6vafLUDnLkyW2p/p9+xrF4xb/Leizgn3GNr42xU/vTax1jmZ2Z+1y8i+pD1Pjp9d7e9hBwLJLDP8QgAA/Ak7c5alswwz/HcE2sm+lp+H/zS2pedvsa+doRqBy18ycxdhv7cPJ67KmUMpvOp8eHxwoz5H6QxMT38Ea/yXNsv/c/2x2r5k5tESPxx+M/taYFYFAJjwmIG5riu8p3Yqv8zcsvPz4FaPYHmOnHH4texZRt9vXc7ncq/rWvKpYM0ngm+e97E53Eb60k8ES89dw4/TljP+nE/1juKO+6np3ieCZ74ZzaBxfOcxc6jRq/Ut8Wu5pmb6ZduOZg5nsySSmeeaO+d+Mpod4sSfxnf1/2t73Pux1T+auLu5SfV3zcA8/T3grfwycyOaz8AghQzyavF4+Fj0PTswvbSfkZ5nB6Z+eZG+BNYvDpoOjMRf9X6czqyF34xbr/04XLm2JbEw6gR7vmhKzn8kms7rSF8Tv5Zz53T+Rv7h+q/3gs7tfM063z37nPuXtfPnFT+aDkyW5wcE8hSZ4W8EAMDx0/4t+6fVObHar4E6OefY72FX+0XHL5H/p4Kj65xE2yeKt79LHwDeCHRggNfj9IfPyD7qnPBeYjK33+pORLT9EU6In+zX/xv8l9U+B9HxAwCnwqUDI/12825k5peZG1Fufl7cVj18dvjO8vDz4MexP3qJ6OlzuXnY18Crba38W5Bw49r3hPhb/5c8frio9VvcVtqXoua36vrjotTvtWu0/zh1XqJw28/8nCV6x3vAKmTml5kbC1gDA3mzWHKIPXKeLWtgLOstuPY1Od+zBei9Y0vXwEhz3nv2uTn9Et9w2kQaP7PPREvXwEjsZ1gDw43/VZ+a5q452eEbyXnW+3M/NtDjxvlUs0cMWXxjjR/NGhiprHp+QCBPEayBAYAFiEo7u0cyo9PeNPrlSOwT7Fuh4e+F6JFnDZ4UP1Zo4q+eCTnt/mFFtvY7zX8AkA2oAwMAQng/fCQvI551Trj2W9sj69RY/O9p//PHF9WL5OePL0Tf/OuMcOERPxz7ve0W/ivif4V9rW8422/+K+qczGzfWPnybfXdCF7xYwE6LwDgBI8Usuzfks7MLzO37PxW1IHx3L/FzzLl713nROM/aZpST7/3ieB7e4/byL6kzsToE8EcfW3sadpPeo6cOjCenwiWnj/Xd5Y6JzP/j3xniV9u+1v8J7HX0tekL9b6LduzdrXY1fivVQeGGz+SFDIP/txrotbflUL29PeAt/LLzI1onkL28bOT0sXHx8doMwAcDclo1oqRs95oXu+ToGUaUf27h3s/jX0Jvxmv2n7rfH77+kVte+aPnv0R35F9Kb/S/j0KLkkL+/zxhX799v2/bSmxXevfHLj2pW3j4bua3yx+Zn/nXr+W+B21DRH9d+aut+22M9Kf8eyhnLkp27Lep2f33nbHkNQ+Z3+O/d72mT1J/LT8I7VfY9XzA7MxwFMx6Z7MuziUoBcGgawS7gjWqpE37qLQe+Sz/jtnFNayKJXLb8app1PPhFhsa0bee6PJ3r6p/y6dCalHjqW+6Y08c+1HL+LnxI8m/rjH5MbvLt/c9jQfLNDcD+6/1/chiX3tDFVtX9M20vjpzXRo7ofS+JPo75qBgUAiBIv4AcCI6JzlkT7qnNjtr4b1/KPjZzTyvAOn+28louucRNvnIHP87NAHgKcCdWCCkZkbUW5+J9RZ2fHw0tY5yeK/Fv+ddVY02FmnRsq/5BZhf4YVdWq8+HvXWfFGxjo1J9RZIYqpU8PV73GL9t+Nt78HWJCZX2ZuLCCFDPJm4aTdrDj2aJ9eusIsBaOX5iNNrSrtW1LIpP7zTiHj2l+VQiZNd+Pwl6SQjfSl/otOIZO0o/WDA5b43eWbln+48W9NKe21y8y+JYVM6htr/EjufavSu3akpkEgmQUpZACgQPS0v0Y/uk6Gt74GnudvwYntl61OhhTR/otGdPtF2y9hjR+i99XJAYDTgA4MAFTI8PCx1qmIzDm36lv853H+ke0fzd/LvgVW/kTx8R8Fr+v/VPtEPvETZd9DHwDeAqyBCUZmbkS5+a3g5vnwifDd548v7Jz8Vf4j4tnv4e//+K7mJjn/nr4lZ53I/vJv5f+fb/8MtT87/5HvMsycEdnO38N+D7Prwtp+Ftxr/iI/bDCKH849JarzfXPL2nl523uAJzLzy8yNA9SBAV6N8oERMXLWe2By6hrM7M/qnHDsS/jd9jl2W/CuA2Otk+PpmxnX+3izOhWzWiMz27NY6Nlv1dQY2ffwnaXOiWYk3SN+OW0zeknm1Imp7d3gxM/9d22dk88ff64lVOuP7HPuXxz7ve3c8x/Zv9tfWycn4vmRscMDAB6Y1YFBChkA0PnT/i37O0dCrfZXjFxL7aP94uz3sKv9ouOXyD9tcGf8Z7RPFG9/lz4AvBL4ChnkzdL72oz0GJ660q/qzOxrv0LG5Vf/lhZLvPW1XyEr9aXnL/Wrht/MpqT9JF8h454rx37kV8i48cNtb6m+JH53+WZmb3Y+PXscbtKv/c3acYVvrPHTO6blmufa36ULgWSXLV8hy55Hl5lfZm5Eufl5cVs1cpalzkoPHvw49jV1FnbWWdFgZ50a6UzIijornpD6bmedjox1Vkp416nx9F9EnRUOTqhTk/k5S/SO94BVyMwvMzcWMAMDebNEjn71Zn+4MzCa0X6p/dF26UwRp06EZTTWu07O6hkYafyUMyEeMzAS+xnqwEjqnHDOaUX87vKN5Dzr/S11TsoZGE38SmxZfGONnx0zMKueHxDIUwR1YABgAbxHfrnIUudCox9dp8PbvhUa/l6IHnnW4EnxY4Um/t5e5yRb+53mPwDIBnRgAECIyIdPdJ2QG6fyj7Z/61tg1c9Q50WL6PZDnZM/EH3/0eL09vPQB4CnAGtggpGZG1FuflF1VrgPjxU515+OdToy16nJWmfltm+pU7O68zjjtqNOzkg/c52a1XVWPDp/0TOHRO3z59ZZiXr5zlynxnPN3wrgPUCPzPwyc2MBa2AgbxZJDrE03/jOUZ4JV0/6daR6v9U55zNenDUOFtvar1XtWgNTbmt92YsTT5Y1MHUMSexb1ydpfMddc6KNP2kccdfojK5pi2+45z+LP+0aj/o+pF2Dw+E4ss9tV0v8eNyvax3p80PiGwjkiTLDLwQAwBTaka9ZkczPH1+ao6KcInOSYnsj/rNRWY9R25Z9Dn+vEeOR/ZmeZTvHvqT9Sr4S37T0pcUaJYUPPbbX+3r4Twup/dk1rfFNr86J9/m3bN/65Tap/+mbj33NPUETP3V7jeyPfHvrIG0MAJyBGRjIm4UzgqUd5fIeefOuc+Lpo5E97oxNb2TYe+Rc6p8VI6eSmZB65sZiv6XPsW+JIa3/LHVOLPZX1jnx9N+KOicz/VYscO1rYygifmYzYjv4c/QxAwN5smyZgbmuK3UuXWZ+mbkR5ea3g9vqkbPeaOJs5qbEdCS4M/J5XRf96+v/Te23eEpGczV1KmpupX1Je1jar7RZ2+f4jmt/1n69mbue7fK68LJftw8nblv7S3znyZ+LP/z2vwNp4nc0g9DbTtT3Xanfuud5nr9mduO2/2/6Kzdv+zPftfYv1/yN6vxw/Kexz0GPW5aZl7e/B1iQmV9mbixgBgbyZlk5uqWd3enN3HjXOeHY18yIWOpEzEY+R8fUjryvWgMj4crlL1kDM5v5kdiX1vCwbp9xHfHXxh/Hx1o9b9+0/LOjzsloNk675sQzrrziR3Lvm/nSOoNv3QcCOVVmwGeUAaABj5mX3faj62R462uQpc7Lie2XrU6GFNH+i0Z0+0XbL2GNH6L4T62fFn8AsBvowABAhQwPn+g6FZH6Fv9F1wmx6kfz97JvgZU/UXz8RyG6zkm0faL4OjkZnh8A8AagDkwwMnMjys1vBbfTHz6fgjoHq/xHxLPfg7XOyo46J1nr1Hz+yF1nhWjsuwwzZ0S28/ew38PqOjUWZK6zQsSvU7PK/giSNWsReNt7gCcy88vMjQWsgYG8WbhrFqTH4h7PM6e7l3OuXQMj5VevudHkoHuugeHa761d8PQNpy05awYka2CkMTSyf8IamDr+pOIRv5ZzH62Z4KyB4fpv9LU/yxqYmX3O/csSN57xo1kjJNGx7GfVgUBOEayBAQAGnjDzoqlzksX+ipFrqX20X5z9Hna1X3T8EvmnDe6M/4z2ieLt79IHgDeC3YEpp5rqaSf81v/OxOW0317Huh8e3vo1Zseb7d/bPuJf5nRL7Eu4tdKW7u33S8zI9kh/h30iMtmfbZv9rl9eyu29T0xLuEXbl2yvt/2brj/Zb51LyV9zDY/0rfZreG8v7feu/5v/qvsX137veFr7JXr6Xuc/4za7f1jvfyf/zsTltN+ZuET8nuHjZ5pYf4ePD9EBAeAkrBw54xy7N3LLrbrNsdGrccCxz9le22/Z49RZ+P0i+u0rv15GS793niP7v377zq6mXtqXtF2PDzf+7v1LPY3t2g9S+6XeyL6H70qbkjonozjQ6nPjl9M2XnFVXy8j1L689erz53ArrxdJ/BDN71+e15wlfnp+1Vx31mfECJi5AZ6MSfdknmRGCfLgIJBVYskhnulat9eyo86Jx/lb6kRIOElz3jV1clbFjvRcb52Sq8a+Vp+zZsfbf5Y6Jxb7K+ucePpvRZ0TDmdrnZwT4ofDzbq2xeP8sQYG8mSZ4RcCAEAMr5Ez6YiedOTean+U26+tM8LlP+KmOX9v+719uLysdVpa9rnH9IifkX1uXEn4S9tvhJXxI7mmyv9LZx7pmz5+6uO1+PRs3/ut8L/0fnT/5nDxiB+L/Vpv5f0bAF4BjxmY67rCe2qn8svMLTs/D27aUUjLfuXfW/vMRoa1I6/18a/rWvKlLelMSPl3DjfryDv360gj+xzfjeJCO+szGj0vfTfS19iuZ24sccPRn8WJJf5GbXRdlyl+Z+du3V7GnTWGuL6pufXszu7HnJkbz/tRzfPmx2lfrX84Oq39Jc+ymT9WyNPfA97KLzM3ok1fIZMuvNmNzPwycyPKzS+CW8TIb63vVacjyn8c/iNukf677Wt9Z23/2/4IM2476uSs1F/Jf+Y7D/sW/Ovr/4XWybnROn/ONeER/1pcPz94kLFODfd+EuU/vAfokZlfZm4cuHRgAOANiH55I/rfy6vmIRz58lDbj3iJyGSfSNd+Vvs3ouLH6/qJ4J/JfpT+De31E9n58mg/L/sR+gDwNKADAwAMRD98Wg9P1Dl5j/0V8Sc9/5Pj5wn+631pi4Po88/48h8dPzv1AeCJQApZMDJzI8rNbxe36IfPSJ/7ELakLVih4e/JbWZfAwk/a/tJ46fm5mHfE9K23em/FjeP688LNb8V8dMC5/x77Zpl5q7FL9p/N0bXRIbOC94D9MjMLzM3FvAZZcibRboAU3pszfF7izRHi09HC9FHep6LZltcuP67F5dbbGs/9StdxC/hx11gzOXAXSg+05f6gPMJWq+F6iUnSfxY4q93LGn87vLN6Jw5etpF6r37Ccc+56MDnvcjS/zcepzreWSD8wyQ+kOyHQI5WbYs4geAJyLLyCEHrZHEFWlrUn0Jf29Ej1xmaL9I+x44yX+RiG6/aPs9nBI/K/QB4OlAHRgAaGDny39rX419bZ2Dkf3PH19UHRkv/0lte9YJ4djvbd/RfiNu0fat2z9/2OqcRL88rvRND151crQDF7vsc/hZ44eo3/nh2kfnBQAWA3VgwO1UfqvqwFin5XvpBxZORP51Tnr+s56/R40TTdt618kZyYifJW3Nso1jn6MvSRHSnP+sbXtpa9r2lAinDszMrtf9Y+Y7S52cWdrTaNvsfqLlxY0frn6vDgynHT3TvqT3E4ntXSlkT38PeCu/zNyI5ilkHz87KV18fHyMNgPA0ahHujxHziyj2L0vDs1SVW6b5b4jvZl9Cb97/1+//e9TpRL8fhH99vWL2napz/FVqXfvW7ffyL6UX89miVb7tfRGo8Aj+zO/9OzXv2f2tb4r95G0Ycnr12/f1SldHvHbAyduJO3a8s8sfkqerTjhtNvIvyP73PvXzP5su0f8WPxT60lnwyXPH8zUAE/GpHsy7+JQgl4YBLJKyhEs75FTzvEkM0CzEcxajzMjMbMv4VePfGpmQrS2W/akM1ac9rPwm3HrtR+HK9e2JBZGi8StvuHwl8aPdebGI34t5z6auW39bdYmo5mQGYcRd+kHJ7jtybXf2+4ZP7N7HMf+SMeyn1UHAjlFsIgfABg4PWe5Zf+0OidW+zVQJ+cc+z3sar/o+CXy/+BHdJ2TaPtE8fZ36QPAG4E6MMHIzI0oNz8vbqc/fEb2RykUO/ynrbOws84KkfzlcWedGmknYnedFSkk/HbU6Sj1o+qscLGiTo2X/zLWWTmlTs1/vv3TZH813vAesAqZ+WXmxgJSyCBvFu+0MemxrSlk3mlD9d802y11IqRpRrW+1AeSlBipbzhtIt3fO4VMm/K2O4VM0kbWDw5Y4neXb257mvYr9TRpk+WxJPY59y/Pa84SP5oUMkmMSf23Sh8CySxIIQOARfAYuXyL/eg6CxnrVFj577QfDcRPGyddfxZ9KzK2X/T9GwBOBzowAKBAVNrZ/RCOTnvT6EfX6fC2b4WGvxeiX940eFL8WKGJP26dE67909Jus7Xfaf4DgGzAGphgZOZGlJtfFLfIh8/9EF6Vs87Fav4jbhn8Z8lZ95j5GmHWrh7nb4FF3zP+W5j5zsO+Bdd1mePfAy373PtJ1Mv3dV3h7Ue0ds3fKuA9QI/M/DJz4+AXj4Nkd0Jmfpm5EeXmF8FtRedF8kL3+eMLfQjrnPTsX9dF//r6ZWrfM1WBy3/Ezep/if/69r+zfNc63l0nQ4u7XkjPNvcl3BI/I/vlvhb93jG94r+F67ro/w2Oy7XfO7f779pr7l9f/8/e+fymq01VonX+nPsx5/656n50d/4s8WOxf+ue2vnLiszciHLzy8yNBSzih7xZJIsgpQsmOQtUJeJd52SVryx1IiwLXlfUyfFsv3rBt6ZOhbbGSUtfcizJgnEv/1nqnFjsr6xz4um/FXVOZvplDGnr5JwQP5rF+jPeK64fLOKHPFlmcJmBAYCnY1XaWG80rzlLU42cSkbStfbr7fdvqS9a9mf8RyP4Uozsj3RGx+G23cy+pP3KHH6u7Za+1H59bGnctPjMbNT7e/hPC4l9rW80ceV9/qN2u2fObkj9P5v5kdqvt82O6xE/nvYlwJoXAGjAYwbmuq7wntqp/DJzy87PgxtnBGvlyBtnVK0cOW0dYzay2dt+XdeSTwVLP9Vbjuje+3K4cc9TO3Mzsi/h1/qbZCaknrnhcJvpS+KnNfNjiRuu77gzh7OZEMn1e12XKX6tvpG0LXcmpOXX3jlxuPX83bsfz+5fXnHVa5fedTGKn55Nzf2QE3+jZ5llVtpLnv4e8FZ+mbkRzWdgkEIGebV4PHxGuprj9x6Y3nVOpPa5PrHUibDY5tSZkPrO6pvZy5WUA/cleaYv9YFnB0bCVRI/lvjrHUsav7t8Mzpnjp5nB4ZrP6IDo42f3uCT9J7EeQZI/SHZDoGcLDPgM8oA0IHHtP3JdSp66RISfUudCCui0y4ytB/qnMTVOdmJ6PaLtt/DKfGzQh8Ang50YACggZNe/m9E18nw1tfA8/wtOLH9stXJkCLaf9GIbr9o+yWs8UP0vjo5AHAaUAcmGJm5EeXmt4pbhofPjjonI/9Fzzxp66ysrhNyI3udmmj7I8yuWyt/Ij3/m1vWl8fMdWoy11kh4j0vPGbSNPFbcsvYeXnje4AXMvPLzI0DdGCCkZkbUW5+K7hl6LxY8Pnjy/TrWjdW+Y+IZ78HS5FNyfn39CM7f7v4R9pf1fm79S3419f/IyLb+Vvg0fmztJ8F/62zEmSfaBw/3Do1q+yPcHOLfn708Lb3AE9k5peZGwdIIQOAn3hC5+W2H/ESEW2fiEz2n9B+XvEbYd+q73n9Rvvfqq+Nfwsy2X+jPgC8DagDAwAU+/CxPrh79rkvETP7HH4j+5Y6EVzftPRX1smR8tPY19TJyWTfw3cZ67z09Mv405w7p87O6HhedU40cbXTfmt7r/1XxI/EPhfovACAAqgDA26n8vOqA2P9FGVPn3tc7n7edU5u/3mfP/cTwbV+XQdGat+7Ts5ISn4a/0k+1Tv7XG6tP/Kd5lPT5SeCOe0v8d1I31LnRMKn1G/VgZHErzQOpP5r1YGRXv+cz5WPuPY+qT2rs6K9f2n9V9ud1anp+cfafpzt2meZ1Xdcefp7wFv5ZeZGNP+M8sfPTkoXHx8fo80AcDRWjpytSKFqVf2e8deMokuqhtf2W/Z6HEr93y+i377KKt3X+r3zHNn/9dv37raRfQ6/Hm4+3Pi79y/1NLZrP0jtl3oj+x6+K21y4qfHdQTv+OW0jVdc1dfLCLUvb736/DncyutFEj9E8/uX5zVniR9vjO6/mLkBgDYm3ZN5F4cS9MIgkFViGcHSjHxabGv1RyOfrWPMRmfvv81GPqX8OSPDo+3SmZbZyLnFN5w20bQ/t1gixwcS+5zYs7Qdpz258c+dCVkRv7t8IznPev879rh2am7cmR9rDFl8Y40fjr9Xz5zPxCN7AALJLChkCQALoBn58qiTkKXORdT5Z7JvhYa/F04cuX1S/Fihib+31zmxtl90/HnqA8ATgM8oByMzN6Lc/KK4WR4e1joJnnVCLP5bzT97nRVtnZpb34KZ/qxdV9d5Wam/uk5O5jorRP/7VLG1To4V2jorRHEv3x51albFn+ReHOE/vAfokZlfZm4sIIUM8maRTsFb0m5Kfc2C3zK1QaI/ShtakSbFWfDd2keaQiaxO7K/M4XM0v6lnjWFTJt+NEof5PiGq9/jyPGf9YMDlvidnZtn2qYmhu4UsJ4fuClk1vuXpH28Usgk8TPzj9f9V9N+nHOHQJ4gSCEDACd4Tvtb60y8tc7JU+wT6drPav9GVPxE1zl5iv0o/RtRdXIs8Gy/E9sfAJ4GdGAAgIEVDx/JQ7D18JbqZ+m83NjZiTjdfnT8EcWlTRHBfz39U87fs/PhpW+Nn+j4A4C3g92BKXPl6rw5/Nb/zsTltN+7bPXWjMx+3xjplw/Bmf0aXH0iYvHnbpvZqn+31ozc22/+Em7e9jnHm9kfbavbr9zeegmS6O+yP9o+sy/Z3mqHkn+9/d90/Ym/VJ/z22K/hvf20v6q+xdR//5hvX9Z7M+Od0N7/y31rfevnj7n98j+Cb8zcTntdyYuEb9nQB0Y4NWYjWxZRr60dRp69kf1LUb6vTon9/YWLLVOSi5c/90vEdI6MD27Nzj2R74b2efw69mvbXLrVNz7cX3T05/xqfXr7VbfcPhrrx9N/PWOJY3f3XVgtHVOen7lcGvdT6z3L4n90faak3edHI5+idn9d4aVzycAyA7UgYFABjJaBGldIKldKN2zPzteT1+7YFx7/pY6EbMFuxb/SdvJe8HtzCaHv6Qtpfoj+9oF4xb/aa8fbfzVx9kVf1r/1fa49jmL6Xv69yJ+zflL2zMyfj4VNVYi7r9YxA95sszwCwEA8Be4LHj9pqszIKnQbtUf5abfI5C9bbPjeizYbdnnzP7ssD/yzer244xUR9tv7SeahVBeP7d+1JqD8tzK/2tmYFr6PVjvHy1u92/OsXbYl8w8WuKndUyuvtf9BzMrADCBxwzMdV3hPbVT+WXmlp2fB7feKKPHMa2fyuX+fbZfT++6ru2fUZ7p3SOfHG49u14zXyP7I36c+NF+Bpj7qV5L22hnh0r7Wt+V/3pfPxy5rmv5J64t28t7nvY+wflM8Ijb6H5i4eXhu1H8cJ8X3BmqWRxIzrvkJrG9awbm6e8Bb+WXmRvRfAYGKWSQV0vv4edxPEvaDeclkqs/0vPuwNwvOJpz56SQzV7ONS+/5b5eL5oSm9z2L/+u7TzN/NKzz+3AcDp/XP7a68fSgfGIX0vccPRH/uHE/6oOzMz+jg6MV/xY076491/O+XvuD4GcJDP8jQAAIKL4af9SP6JOgRXR9olQJycy/qz2rfrR1x/R2fx76Vkn2rfq//b1y3F1YgDgbcAaGACgdZ0X0UPs2/e/7M/Vb9nPUueE8wWeT0XO+kxfaj9L5+WGhP/p9nvY1X7R8Uvk3/nRxL+2E5HRPpE+fn799r8vp7HhfP8GAGAMlxkY6bebdyMzv8zciHLz8+K2qvPy29cv9HHRVLj7afiP9Hb4j9OJaulLuFntE8lfHj2vCw/+JaTcvO3PIOGnjR8JSv2a2w77ErR8t+L6k+DWb3Hb5T/O+ffirmWfe0/m3L9/+zrulH3++Gudl2x4w3vAKmTml5kbC1gDA3mzeK550RxbYn+U8y7VG+lb14FI8t/rnHXpGhNuzvvIPoebxjecNpHuz10ozvWDds3Oirip/8ZZR8CNv554x+8u39z2NO1X6o2upx633pqxmX3O/cvzmrPED/e8rPf4lc8fCOR0mQEpZMDr4ZF7bTk22/63dorFVL+jZ+FUbv/Lvg17vxHR7/S9ORr5332/jT+V2rNX6vd0R/Y5NiX7so5VcOXsf/Of7a+JBSnfEay++dP2wiYrfoRcJfrc+LW0jXg783ohqvhXepp2HV7/Hfu/au9fjH2a2w3xw+XF3c/6jAAA4K/4+DnL0t/h42MXFwDYDm36AkdvtI/G7p0KIa0z0MoDv/V7D89Z3YVyH469eluL/+/Xnytnj7j19Gf57i37Pb2Z/R4slbu5erN24+hL4q/mq40byfZRxfcRf45vtfqz+OW0jXX7vY+mwvt9D+lVqOe2C7fCfW375tvzv4dvWvbqv83af3Z+kuunta/2uVPrW48DAJkx6Z7M52iIMc2T/VvSmfll5pad36o6MF46vf200/51GpFUr7av9d+M/4zf6BPBHG6clBGJfak/P6tP3Urbs07DkbblzN7Id5ZPBGvPVxo/Mx9p44tjn1MHRsurZb+XyjXid++7MoY07TK7n0jTJi3x0/LPrE4N1z+a632mL7kXW+49Wnn6e8Bb+WXmRjRPIcMMDPBqSEewvEfepCOK98igZAR/NPLpOeLZslfjtt8bHeXOwEjtjuzvnIEZnT8HXjMwUvv1yLV15k47A8PxHyf+RrDE76xtOHHDnXnUxNBsBoXbLkRy29yZjZn90fbanjZ+tP5poWwzr5mX3m8AeBK2zMBAIKeKZARrxcgb929E+pkD6cLv2Qifdgam1mudj8W2dOR9NqM1sl/PwnD4lds0MyHl6LemXerRc4l9adt4bJ99OEA6E6Iduefan7XNaLaF4xvu+c/ibzTDwIl5r5lgrX1uu1rih9sGnLiSzrJpfAOBPFFmQCFLAGDAe+RMo19D8onb6JG6lv0sdWpOsL8i/qTnf3L8PMF/ljpT0ec/mnnS2rfqR8fPTn0AeCJQByYYmbkR5ea3i1v0w2ekb6lzksF/Pf4766yshrX9pPFT+87Dvid216mR+G9FnRVPRNWp8a6z4mWfg9t+xjo1N0bXRIbOC94D9MjMLzM3FpBCBnmzcKf/tcfWHL+XTjJKwRilvYz0VqeQSdJ2VqSQceyvTCGzpgP20l606YjatKtZOo40brgpZJq0L+sHByzxu8M3s3Pm6GlSyMp2kcbPaB/PuOKe58yXvbQv6T2J8wyQ+kOyHQI5WZBCBgBKZBk55KA1krgibU2qL+HvjeiRywztF2nfAyf5LxLR7Rdtv4dT4meFPgA8HejAAEADJ7383ygfwtEPzyj/eZ6/BSe2n6f9CET7LxrR7Rdtv4Tm+q07MdH3v9PiDwB2A2tggpGZG1Fufqu4ZXj4aPXvhzBHf+S/6Jmn/3z7p0pXcv4j+1H60fy97I8wu24tncd7JkTL/+aW9eVx5juP9tPiuq5Q+zd68c95XnjMpGmuv5Jbxs7LG98DvJCZX2ZuHPzicZDsTsjMLzM3otz8VnCLeHn1XCT9+eMLfTDrjFzXRf/6+mVqX8Lv88cXom/6OidE98vPdxa3ln3u+ff06zoLs/1rWOOHy79l2yN+Pex//ui33SjuSn0N7vjT4l9f/4/oG5nip/x3tp9Un9P5s8T/yPYM13VtsT/aPop/zvOCEz9a+yPc3DJ2Xoje9x7gicz8MnNjAYv4IW+W2QJR7bE0x5vt713nRGqfq2+pE2HhsKJOjiRuJPqcDw5IFktz7Uv0pTVjPK+f3mJxjr5Ur6e/os5Jz6ZmsfeKOiccvtY6OTviR9MeZftruPR0uMfytAmBPEFmcJmBAYDTEZU2VI/m3b81sziaOgcz+73RxtrWyD5nJLY18sm13dOX2s+WdhbNf2RfO0o+i6saWc+/pW+Z+SHyTxvUxI/kmouwP4qbXp0cz/iR2uci68wLAKSGxwzMdV3hPbVT+WXmlp2fBzfNyGfrGJK/z/bp6WkrjPf0ruty+Wyp18hrOfLJ4dbSl5w/d/vM55r4kXyqdzYTUuuPrgvNp6bLTwRz42K0nRt33JkQr5H3m5slfjVxJLkHlW3LnTlsnU+vrSTt0mrXkX3O/cvjftSz2+PXih/JPX3mf8527bNs1wzM098D3sovMzei+QwMUsggr5ZVnRfusa0dGO+0ofpvmu2WOhGWztPoPEf2d6f+lHy4ur2XQO+0I4ue54to3S7SOifSdpzpe9U5GcWRJoY07Wepc1K3i8Q+5/61ogOjiZ9dHZiVzx8I5HSZAZ9RBgAlPNJW3mI/us5CtH2rfkb+OxF9/hnrLBGdU+ekl4b45jo1GeIHAE4GOjAAoEDUy2OWOhca/eg6Hd51Knbrly+B0e0fgSfFT8TL69vrnGSrU3Oa/wAgG1AHJhiZuRHl5hfFLfLh41knxOK/1fxH3DL4z4LVM1+zdj35/FfXydlRZ8USv/enii3x7wFtnRWiuJfvzHVqJPfiCP/hPUCPzPwyc2MBa2AgbxZpDrFkf+kajpmNMjdbkm8/yln3zDlv2evp9tYZWGxLPvUr/URwrT/jqTl/aVta9LWfCB6t2eC0nUR/tGZCs96J21aW+OW2/yieuPraNTeWNR63vsY2Z83OqjUw0vhZtQbGe80L1sBAnixYAwMATsgw7X/rcz6RvMK+BaV9Df9o+97tr7FvQakfFT9e/otuv2j7Ufo3tNdv9Myftf287EfoA8DTgDowAMDAyocP58H4ubDOycy+x2LRln0Of6+FqiP7Wn0v+5L203b6WvoS+0Tt2j8zm5bt9b4n1cnZYZ9ojf1Wu9z6rU6Md52cmX3NPcGr/Tzt79QHgCcCa2CCkZkbUW5+u7hFP3xG+tyXcEvOuhUa/p7cZvYt+h72Z+0ntV/7zsO+J6Rtu9N/LW6722+kX/PbYZ+oP3NS2u+1a5aZuxa/aP/dWLXmzwt4D9AjM7/M3FjAGhjIm0WTky05tmfO94o6J5455y0uXP/defUW27vq5HB8NNvGLZZY60vXHnD1Z/aj6sBI4scSf71jSeOX2/71dsmai9k5z/Q91sBI42e0j2dccc9z5steu0jvSZxngNQfku0QyMmCNTAAoESWkUMOMtapkPL3RuaZsxoZ6nRkq5NB9O46Jye1X7T9Hk6JnxX6APB0oAMDAA2c9PJ/I1udigj/nXz+0e2XqU6GBtH+i9aPbr9o+yU094+318kBgNOANTDByMyNKDe/VdwyPHx21DkZ+S965uk/3/6p0o2u02HVj+a/o07O7Lq1dP7vmRBLnRWLPtHa+NlRp0aLzHVWiHjPC4+ZYE37l9wydl7e+B7ghcz8MnNjAWtgIG8WTo6z9nicY0lzurnH49Y58V4Dc+fIe9SJ0KyB6a3ZmNmVtn+PpybnftZ+khiQrE+S2OeugRmt6eC0balvqXMi1av1V9U56flkthaG25ac+F+xBoZjf8caGOmam177W/zD0ZGcv+f+EMhJgjUwAMBEhpkXC0r7J9ZZ8cBT6nRE84+o82HVP/38o/l7pr1G23+jPgC8DejAAACd//Bp2d/ZibDa93h5qRFd58WqH80/qhNa4pTzt8YvkX/n56T4WXX9RdvfpQ8AbwS7A1PmytV5c/it/52Jy2m/vY51Pzy89WuM9Evp7d873oh/mdMtsV/uy9ler1m5t98vMSNfjvQ5vrHaJ6Kufu93jfLlQxpH9ctLub31EijRX2l/1jaa7TW3f9P1J/utcyn5a67hkf5q+0TUjWsp/97136vT0rt/cO9H3PtPrxOhtd/azqnzIuXf2rdnX3r/4N6/nvA7E5fTfmfiEvF7CqyBgbxZrDnEI33Osb1y3qV6K8/fUifCkgO+ok7OzO6nss7DbZOre+/PWYsiiQWp/R3x02oXaZ0Ti/2VdU5GcaSJIU37jeqccPjurJOjjZ/WOUvan8vLeo9fef4QyOkywy8EAIAKHmkD5b8lOMfdYb+XGvP3f3wX2b9HQssZoZn+yDZHn2tfmyZ162vThzT8tfpW+y3d1v85ccPRr6GJnxlWxy/HvhXe/GftVu/rHb+SuJHw8Go/rf3esaLjBwCOhscMzHVd4T21U/ll5padnwc37QiW18hba5+eXjmK6TFzc12X+WtRXHv1ttnI54ybduS9Zd8ycq6NIe2XsjjtP7ouNPHT4quNG07b3v8fzYRo42/WZtd1meJXGj/SmZC7bbUzh/c9ZDTzxWmX1n6z+zFn5sYSV7P2KNt2Fj9aflod6bPMMnOnkae/B7yVX2ZuRPMZGKSQQV4tmgeANb3A+kCWvriMXj49Xxh69rjbuZ9R5r6wcO1L/VlzsKbhSNvS8tJi+UTwrA24ccPV135KevWnprW8Rn6StOm974oYsrQLN4Y4AzuauPJqp9UdGGunwzp4AoGcIjP8jQAAYCMybefWt3wdymrfCit/IvvXmiL95+F/q/7J55+h/aLtZ0g7evP9x2o/+v4BAE8BOjAAwESGh09knRArSvsn1qnxbv+IOhk3ouInus7JU+xH6d+IqpNjgUf7edmP0AeAp8GlAyP+9NlmZOaXmRtRbn47uUU/fFoPT2udhWj/cT6xGmWfo5/Vfst3VvtE9pmfG5q23eW/Hrcs8VPzyxS/o3bN8PJff6o4+vovMbsmojsveA/QIzO/zNxYwBoYyJuFk0OszTPm5LdzcqpnOe+WNQE71sBw9+eugZGep3XNg8ZHM33OJ15b+tYPDkg+EVzqey7i527nfnBgtqZJev1a4pfb/vU26T2CY7en770Ghmtf+3EF6xoYTfz0bHqsgZGKJjYgkCcI1sAAgAEZZl64nwjt6UfCyn+H/Wj9WfudbN+KaP5vt89BtP0Rov0XPfMEAE8G6sAAQAdeD4/ZQ6y1vfzbf///rc/FUuekx+/+u/YhLPFf7yXC8gJwQuflxol1TjRxLdlO5F/nRAJr/GZvv5FdKXbal/Cz+q9lb3a/9gI6LwAwgUcKWfZvSWfml5lbdn4r68B4TPtb+M3SjnoiqXMy4mc5f+2nfks9rb6mzknLP5K0EI80u1H7SWOgV2eFo9+zr/nU9IgfR39FnROO7yzxy23/er96/55+6btROuAs1VKb9jRql1mdFUl7etx/a3ucuLPGj5Z/zU0aP6vl6e8Bb+WXmRvRPIXs42cnpYuPj4/RZgA4GtEpVhL8OpiBeQp++6pvD4t/LHY1iOL6hhgiekccRfBE/OQDZmmAp2LSPZl3cShBLwwCWSXckU/t8TT7W0bfWwtmNSOf2mJ198indvQ884LZ3n4zzivjR6qvXXAtLdJoiZ9bX/vBAq3tiParZ2Ayxg9nNpcTP9r7V6b4mfknw/MDAnmKYBE/ADARvWbCitK+tU5FhL4V0e33JP3o+NEA+nkWnEfHT7mWRaOvQbQ+ALwNqAMTjMzciHLz8+S24uGTuc4K0Z/5afSt9mv9Hjet/bfqZ6mz0tPn1qkhstmX4NbXXrMeL5/edWok8ND3rrPiUadFUqcm2n+ZOy9veQ9Ygcz8MnNjASlkkDfL548voWkbHilkXmlDXvqWOhGaFLKI9jspbWzWFpz2l6bVWOKntmmNv0z+7+l630O0+poUMm787L5/rYifLPcfL9sQSGZBChkATHDyyBnXvqXOgbVOQnSdjJX6VkTz57afVR/xswbR/N8eP1ZE2weAk4EODAAokSnnfAZrnYpo/Rai9a2I5i/VR/z461uQgf8pdXZWxI8V0fEDAKcDa2CCkZkbUW5+kdw4D58VOdf3Q1ijXz7EWznrUn2r/ZH+rG2jX76sWMmfc12sbr+R/nVdIfZL9PS595So+Lv5Rce/ds3frvtHC/+myy1+rKjt717zJwXeA/TIzC8zNxawBgbyZrGuf7DavNfg1NLS4+Z09/R6v6XCLYYo3d5aAyPxz872s6yBieRv+cT1rviZ8bTGX4b4qf8vOeZK/rPrzRI/2vuXJn5G+1nix+N+tHrNEgTyFJn2T9CBgbxZTnv5vPUlLwGtCuEedRY49iT6lgrhu9tP+xIRzd/aCd4RP/f20YJxa/xFx88onp4aP9r7lyZ+evs8NX4gkCcKOjAQyECiXz41MzC93z2pXz6l+j3+0hHOmT53BmZHW8/0NR2YDC8/2pmUVudyVfzc2+rt3vEXGT/13zjH3sF/dM1Z48c6EyyNvxXxY7knrYwfCOSJsqUDc11X+Imeyi8zt+z8PLitfPiU/Hr63IdS/fJwC3cksnXM67rEFdY59iWfWq1fiO79rutyfWCvHPnM8vJZtmtP39oJ5v59xL/kNzpua+aQY1/zqd+R71a2H7cDU14XK+NnNMgyi58Rt96M2or7T2vb548vTX7S+NHek2b7zNpV8vxYIU9/D3grv8zciDADA4EMJfrlk/NAnKU9rFqTwj3/2UsxV781A+PRFqtHPrkvnyviR6qveYnsdZ5Xxc/9t97M4UxfGn8R8VNvk94jVvGfxbolfrT3L038lH/3jB/NPWn38wMCeYqgAwOBDCT65VPycqx5iZy9fHL0OefZSy2R6K/owKweOZ/ZyPbyrE270naCNfHTiweuvib+otpv1oHZzV/TgeHGj/b+pYmf+2/e8SO9J0U8PyCQp8gMvxAAAE18JvxU6e9Xf//mtm/fp3ozfY5urf/f/wv0vZGx/TLo99pj1v6zdvSMnxu/GvSz+v8U/R608TPS5epLeb05fgDg8fCYgcmeR5eZX2Zu2fmtXAPjMXLG4TfLOddy4swQjPhZzr/HX8Lb6oOdI59eqW5e+r31Qxb/ec58aa8LiW2t/s1tV/v1ZmA016yH/yzpkrM1f9ZUNmsMSHwnuX48rv+a2677nJZfJsnMLTu/zNyIkEIGgQwl+uVTYj/Dy+dq/fLlQds2O/iPXuoypy1p/Rf98pnFf976rViPvv5Gf7Ncf7sHHzw7cVz/RMUPBPJEmeFvBADAf3H6tH80/88fX9S6N6L5Q/9sfQsy8Mf9B/EDAMAcWAMDAD8R9fDxeOm32PfW155PS09yrCznD/1YfUv8ZeAfqV/+G2E/g/7s/Hvbo/kDwOuANTDgdio/zzUwK6b9JfysqVGabZw6NRr+mmPV7SBt291pN/X5Zkpb0qxtmtm3bi9lVKfGqz20/ltdZ6Wnx9XfXadGEj/aWiar+Nd/414XlvhZ7X9vu1x5+nvAW/ll5kY0TyH7+NlJ6eLj42O0GQCOxj2aFjVy1hvNu4+XeftopHK03YvbjYiRz1IneuS1pR/dNhFxJ42bG5HtV476W4+hRR3LLey4X6y2v2O7BpFtDwCZMemeIIUMAKKn/Wcvn5m3R3OL7jxYsZJ/dNtkjrvy74ifP+tnbvcTtksQHT8AcDKwiB8AlPB4ebDaj9SPBl4+8fJjQbT/Pa5fxM+5iI4fADgdLh2Y67o8DrMMmfll5kaUm18kN87DZ8Qv+uXj88cX+s+3f5r0LZjpz9o22n9WrOSf+ZolysGv5z8ut6j4u/lljP8M7TpCJn61/6Xcdt+/MvmuRmZuRLn5ZebGATowwcjMjSg3vyhu3IdHj9+KtDONvsV/q1+esnf+LFjNn9P5s8Cq/6+v/2fSt8La+YuMv+u6wuO/h8zPCqI8/Fr+l3CLGHzJ4rsWMnMjys0vMzcOkEIGAAJkfXk4CZGdt+j2i9YnOt9/FmTgf7I+YAPaDwD8gA4MADCBh8/ZiG6/aH0PZJg51CLa/0/Qj0T0zOHpnWcAeBrYHZhyqqmedsJv/e9MXE77vdNWa82It36NyO2ZubW2z37Pcs6l+lJupb4mDi36M36Ztq88dittkvv79r+3fg2Lfe/7VwnOmrmZ/gyr7Vv1JWmbq+8/2jiM+J2Jy2m/M3GJ+D0D6sAArwbnxXTlyFnvwX7vn3n76KVktN2LGxcr2q/82+z4ESOv0W0TEXfecXNj9fV/n9NsnxX2W/u2sON+sdr+ju0t7IgfAHgiZnVgpqUuKUE1TghklXw6Vhhfra851qexSrzWpla/3j+T/zXnmI2/tj20PKx6u+Nvd/vNzjMbf8v1bG1Lje5b4gcCeaJM+yfowEDeLHj59Of/hpdPDs+M/CXHPPHls7Sb0f8Srhn5a+NHwyfq/E+MHwjkibKlA3NdV/iJnsovM7fs/Dy4rXz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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bandpass_filter = ihp.cells.hairpin_coupled_line_bandpass_filter(\n", + " frequency=f,\n", + " bandwidth=bandwidth,\n", + " order=order,\n", + " filter_type=filter_type,\n", + " ripple_dB=ripple_dB,\n", + " connection_length=connection_length_bpf,\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0,\n", + " e_r=e_r,\n", + ")\n", + "\n", + "bandpass_filter_ref = c.add_ref(bandpass_filter)\n", + "bandpass_filter.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "91efa35d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_bpf_wpd = c.add_ref(ihp.cells.tline(\n", + " length=connection_length_bpf_wpd,\n", + " signal_cross_section=signal_cross_section,\n", + " ground_cross_section=ground_cross_section,\n", + " Z0=Z0,\n", + "))\n", + "\n", + "connection_bpf_wpd.connect(\"e1\", wpd_ref.ports[\"e1\"])\n", + "bandpass_filter_ref.connect(\"e1\", connection_bpf_wpd.ports[\"e2\"])\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "0fb0b474", + "metadata": {}, + "source": [ + "With the RF devices complete, the next step is to add a termination resistor to the bottom right port of BLC_3, which is required for proper six-port operation. To utilize this, a 50 Ω silicided poly resistor is created, which is connected to TopMetal2 via a proper VIA stack. In the end, Metal5 no-fill regions are added to reduce parasitic capacitance." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "a57eede3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "via_stack PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_blc_R_termination = ihp.cells.straight(\n", + " length=30, # manual meassurement to fit the design\n", + " cross_section=signal_cross_section,\n", + " width=ihp.cells.waveguides._calculate_width_from_Z0(Z0=Z0, e_r=e_r, signal_cross_section=signal_cross_section, ground_cross_section=ground_cross_section),\n", + ")\n", + "connection_blc_R_termination_ref = c.add_ref(connection_blc_R_termination)\n", + "connection_blc_R_termination_ref.connect(\"e1\", blc_3_ref.ports[\"e3\"])\n", + "\n", + "via_M1_TM2 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal2\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=2,\n", + " vn_rows=2,\n", + " vt1_columns=2,\n", + " vt1_rows=2,\n", + " vt2_columns=1,\n", + " vt2_rows=4,\n", + ")\n", + "\n", + "via_M1_TM2.plot()\n", + "via_M1_TM2.ports[\"top\"].orientation = 180\n", + "via_M1_TM2.ports[\"bottom\"].orientation = 180\n", + "via_M1_TM2_ref = c.add_ref(via_M1_TM2)\n", + "via_M1_TM2_ref.connect(\"top\", connection_blc_R_termination_ref.ports[\"e2\"], allow_width_mismatch=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "77b722a5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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DFWGHpb4Z9t+WPtyqnz6MYdhpRggZAAxh925Ju/3hbHb3n9D/ca2vHwDgmWACAwBVLA3+dvjD+Zzc/+i/AAC/Qw7MQNAkA00yLGnyg6cWTbMHbzNzFlqx1HYeNMnYsVV4zb93q/AZnNB2FkCTDDTJQFMAOTAYhpWsJ35e6xvnBWi3qh2p3fuTP3C+rcwdCftmyV/Sh0fl7NCHMQw7zciBAYAtWLhzTdgOtLK7/+z2BwCwDBMYABjO7sHXbn84m939Z7c/AIB1yIEZCJpkoEnGqZp6B0/a52RYy1lIabIAmmSMaP/R/U9znlZNXiy2HZpkoEkGmmSQA4NhmEnTxM/3xtr7vIBafkDu/RnP+SB/4HyTtuGI/iN9xkuqzKzn1NCHMQw7zciBAYAljFj58Pgnlq+un7Cb+zL6OS/0XwCAeRBCNhA0yUCTjJM0zRh8SQeB13WZG/yd1HY7saIpbP9RW4VrJjFsFT4GNMlAkww0ySCEDMMwk1YLPxkZ9pIKq6m9NivsZtTnY/ut1Iaj+0/cX3PhZP712f13RB0YhmGrjRAyAJjGipWP0p1saysvcBb0XwCAM2ECAwBNrBx8pQaBDP6gh93917nxu5UBANwFcmAGgiYZaJJhWdOOyUM8CBydszASy21niV2aSu0/a6vwsP+GG1ZIGL1V+AjoTzLQJANNMtAUQA4MhmEli+PnZ8bsS7eflZRrqX9EecyehW04O+dEugV4ax9u0U8fxjDsNCMHBgCGsTts6/3txT2uZncTd65hH1b6r3aL5VH1AwA8C0xgAECEhcEfOQPQyu7+Ez8nZnX9AADPBDkwA0GTDDTJsKTJD55aNc0cPM7KWejBUtt57q5J2v4pTZYmP1a4e3+SgiYZaJKBpgByYDAMK9mK51R4S+UFpPw1+QMr9WM2racNtb5x38z5S/vwiP5LH8Yw7DQjBwYAtrH7zvMIf7gvFvrfs63cAACMgBCygaBJBppknK5p1eArp2nn4O/0tluFZU27Jw+hP1uFy0CTDDTJQJMMQsgwDDNpK7dt9WE1vVvVjgwbI/zmfFu5dfbHJfMv9eHRYY/0YQzDTrMafzkAgIH03vn9uJx7GLnzDfdjRPtbWbkBAHhWyIEBgGGMGDztfE4Gg797Mypniv4LADCXphyY0v81ZXt876TpdP1oOleTpuz724v7+vq5uZ4wYf6/7vptECjRlNvqWXo8vfqlZXt876RppP6YVNmR/cdPwjWaSjkvEk0S/TnfnWUtajpdP5rO1XS6/pH1VCEHBsOwkkni50fF7Md5Abk8AelWtSOOkfyB863WhiP7T9g3S3ku4Xuzt/qmD2MYdpqxjTIATGVm2IsknIywG+iB/gsAcB5MYACgmRWDr9IgkMEf9ED/BQA4E9EERh2XtgA0yUCTDDTJCDWtHHylBoG5mP8Z9Wux3nZW2Kkp1/5STb391zn5bmUpTbsnL/QnGWiSgSYZaAogBwbDsJKl4udnxezXnu/i36+Va62/tyxm00Y/F6XkL8l7eX976erDK59rg2EYtsPIgQGAoewMe+nZYnlE/XA+FvovYWMAAH0wgQEAMbtj9t/fXtzjanZn8HdzrPTfXc+JAQB4FsiBGQiaZKBJhjVN8XNSWvxnDB5n5Cz0Yq3tnEOTtP1zmkb2X+0k/Louc5OXu/cnKWiSgSYZaAogBwbDsJK9v71Mf06Ft1xeQOyvzR/o0U/+wPm2qv86l+6bKX9NH16pH8MwzIKRAwMA3ewOuyFnAHaxu/+N8AcAeDYIIRsImmSgScYzaFoxeCtp2jX4e4a2W4F1TRYmH2wVLgdNMtAkA00yCCHDMMyktYaftPiFYTWtW9X26o79Cb8531rasLXdw62SJeVG15/ypw9jGHaaEUIGAMuxcud6lz+cze7+s9sfAMA6f+0WAADPRe/g6eNy7sHgDzYxov2ZvAAAzIUcmIGgSQaaZJyoacTgSfucDEs5CylNVkBTnRFbhTun67+xP1uFt4MmGWiSgSYZ5MBgGGbSpPHzI2L2w7yAUo6AdKvaEcdJ/sD5JmnDUf3H981ajkv8/sytkunDGIadZuTAAMB0Zqx8aFZirKy8wJnQfwEAzoIJDAB0MXPwJRkEMviDHui/AADnQQ7MQNAkA00yTtC0YvBVGgSOyFmYMfg7oe0ssFtTqv01mkb0X0n/y2naOXnZ3XYp0CQDTTLQJIMcGAzDTNqs3JCUvzTv5eOamzMw8jix/ZZqw1n9J9eH49clzzJqqb+3LIZhmAUjBwYAhrMj7CW+k03YDbSyu//63cpW1g8A8EwQQjYQNMlAkwyrmnbG7KfCcbTnacXgz2rbWWOHplr7z9wq3Pdfrf/IrcJHQX+SgSYZaJKBpgBCyDAMK1kYfjI7bKsWVhNvVTu6/lE+mC3zbbgi7LDUN8P+29KHW/XThzEMO80IIQOAIezeLWm3P5zN7v4T+j+u9fUDADwTTGAAoIqlwd8Ofzifk/sf/RcA4HfIgRkImmSgSYYlTX7w1KJp9uBtZs5CK5bazoMmGTu2Cq/5924VPoMT2s4CaJKBJhloCiAHBsOwkvXEz2t947wA7Va1I7V7f/IHzreVuSNh3yz5S/rwqJwd+jCGYacZOTAAsAULd64J24FWdvef3f4AAJZhAgMAw9k9+NrtD2ezu//s9gcAsA45MANBkww0yThVU+/gSfucDGs5CylNFkCTjBHtP7r/ac7TqsmLxbZDkww0yUCTDHJgMAwzaZr4+d5Ye58XUMsPyL0/4zkf5A+cb9I2HNF/pM94SZWZ9Zwa+jCGYacZOTAAsIQRKx8e/8Ty1fUTdnNfRj/nhf4LADAPQsgGgiYZaJJxkqYZgy/pIPC6LnODv5PabidWNIXtP2qrcM0khq3Cx4AmGWiSgSYZhJBhGGbSauEnI8NeUmE1tddmhd2M+nxsv5XacHT/iftrLpzMvz67/46oA8MwbLURQgYA01ix8lG6k21t5QXOgv4LAHAmTGAAoImVg6/UIJDBH/Swu/86N363MgCAu9CUA1P6v6Zsj++dNJ2uH03nasq95wdPrfW8v724r6+fVZr8INC/l8tZkGjq1d9TdlU9p2saqT+mlPMyqv/E//+vu35NYsINKyT64/+36tfWY6HtrJdFE5p2lX12TVXIgcEwrGRx/PzMmH3p9rOSci31jyiP2bOwDWfnnEi3AG/twy366cMYhp1m5MAAwDB2h229v724x9XsTtjNzbHSf7VbLI+qHwDgWWACAwAiLAz+yBmAVnb3n/g5MavrBwB4JkQTGHVc2gLQJANNMtBUJhfzr/XvrT+FRNPqwZ+ltvPcXZO0/VOaLE1+rHD3/iQFTTLQJANNAeTAYBhWshXPqfCWygtI+WvyB1bqx2xaTxtqfeO+mfOX9uER/Zc+jGHYaUYODABsY/ed5xH+cF8s9L9nW7kBABgBIWQDQZMMNMk4XdOqwVdO087B3+lttwrLmnZPHkpbJa+ov4bltrMEmmSgSQaaAgghwzCsZCu3bfVhNb1b1Y4MGyP85nxbuXX2xyXzL/Xh0WGP9GEMw06zGn85AICB9N75/bicexi58w33Y0T7W1m5AQB4VsiBAYBhjBg87XxOBoO/ezMqZ4r+CwAwF3JgBoImGWiScZqmkQnzmkmMlZyFlCZLoKnMyK3CWybhbBXeD5pkoEkGmmSQA4NhmEmTxM+PitmP8wJyeQLSrWpHHCP5A+dbrQ1H9p+wb5byXML3Zm/1TR/GMOw0YxtlAJjKzJUPyZ1sSysvcB70XwCA82ACAwDNrBh8lQaBDP6gB/ovAMCZkAMzEDTJQJMM65pWDr5Sg8CROQujsd52VtipKdf+Uk29/dc5+W5lKU27Jy/0JxlokoEmGWgKIAcGw7CSpeLnZ8Xs157v4t+vlWutv7csZtNGPxel5C/Je3l/e+nqwyufa4NhGLbDyIEBgKHsDHvp2WJ5RP1wPhb6L2FjAAB9MIEBADG7Y/bf317c42p2Z/B3c6z0313PiQEAeBbIgRkImmSgSYY1Te9vL+7r6+cu/xmDxxk5C71Yazvn0CRt/5ymkf1XOwm/rsvc5OXu/UkKmmSgSQaaAsiBwTCsZO9vL9OfU+EtlxcQ+2vzB3r0kz9wvq3qv86l+2bKX9OHV+rHMAyzYOTAAEA3u8NuyBmAXezufyP8AQCeDULIBoImGWiS8QyaVgzeSpp2Df6eoe1WYF2ThckHW4XLQZMMNMlAkwxCyDAMM2mt4SctfmFYTetWtb26Y3/Cb863ljZsbfdwq2RJudH1p/zpwxiGnWaEkAHAcqzcud7lD2ezu//s9gcAsM5fuwUAwHPRO3j6uJx7MPiDTYxofyYvAABzIQdmIGiSgSYZJ2oaMXjSPifDUs5CSpMV0FRnxFbhzun6b+zPVuHtoEkGmmSgScYuTY+feS75Ao/HKi0AYBDpoGjE5OHT67dfz8j4uPLPy0i9N2vywh3t85G0Yan9NXx6/ea+f3n59W+tHMBd4boKJSrTk3qWjDOQyINh2D6TJACPSjiOE5tzic7x6zOfk0EC9PlWa8Pe9g/LhH2z9Fwj6YYVEk09x9dSP/5n+e9+f8YxY89v1fkJExgMw0q2cvCTGvDVXtv944/Zt54JivZ9ySQ8nMD0Dv56bzBYH3zj3+8/coI+Sj/XVaxmQ3YhI+ZOBppkoEnGCZpW5JyUcmJG5CzMCGM4oe0ssFtTqv01mkb0X0n/y2namfN1Xdf2nLPY/47PqWrx95p2t19KkyXQJIPnwGAYZtJyd8pm3DksPRsjDs1ZdeeTO4XnW6oNe9s/97ok7DEOIWs5Hk2/7Dl+7XnB355/b/tb7D/Y89uQFRgAgJAdd+7iO9lW7hzCeVjov71YWvnAH3+tP0AvhJANBE0y0CTDqqadP36pQeDqsBEJVtvOGjs01dp/5lbhrZOYeKvwHkZ9f1vbbub1Q6Jp9fVrR9htzX9n2G3On+uTDDQFEEKGYVjJtAnD0s9KWS2sxvu3ht+wW849zbfhioT5Ut8M+29LH249jp7jz50L/M/x723/Gf2H6ypWs+r8hAkMhmElWzn4kQz+auV66h/ph9kxbc5Iqv2l/qWtk8O/tX24Z/DXc/ytdeJvx7+3/Wf0H66rWM3IgQGAbiyEPZDzAj2c3P9G9N+T9eO/t/17/bn+wgyacmBK/9eU7fG9k6bT9aPpXE3+b//j0+Kbi5mXaopjtrXnNPzxtHBOV9VzuqaR+mM09TjX1v/9/6U5IzlNtZwFSf+X1JP7v+T7W/rclH5N28WDX/TLfX39MVr90rIl/an3WzWtum5YL/vsmqoQQoZhWMl6Qw805eOwmpy/NPxmRNgDoQ7nW0/4WE8fzvlKQ8hK/prj3hU+ib8N/925MzOODXt+q/H4OUnJ8ng8Sm8DwJPTu+uRhk+v39z3L/X6pOUAVmO1D2tDeHaHPeE/zr/ls0b6t7wPUJme1Kc4zsAsDMOwfbZy5y5/V7rmL92tbMQxrzx+/Oe0X0vSe6sWyUNWayswEn/N+z3Hv7v98O/3723/Gf2HFRisZtX5iWQCc13X9gOJDU1oQtMaC39oJJp6fpik28uGZWJNFn78e9pu1uBHqmnl4CulaUb7aT6zt/2loWGS3cpy50kbmtNz/Jq2W91/UpqsTR6014IZ+jWaVvWf3vO0wtC0V9OQCQyGYfe1GT9eOfODutogUDP46z3WlceP/5z2ax1UtbS/ZBKem8D06Gx5/YT2w7/ff1a/6tHPCgxWMyYwGIZ12crBTzioKw0CewZ/Wv0M/s72l05gRrW/ZBKemsD0Dv60qzKntB/+/f697T+j/zCBwWo2ZAJzpyUrNKHJilnRJAkhG/XjGw/qcoPAOITM2o+/hbCR2LRhIyv0e02z26/2+aU+rm1/ySQ8nsDU6qhp0hzfqPYLNVkZvLdeM2fqnx1229K+2j4+o/8QQoammrECg2FYl8348cr5pwZ8tddW//jPPH7857RfzwRV+75kEh5OYHoHfyvurp/c/vjvX52ZcdzY8xsTGAzDumzl4Eey4hL+/4Qf/9768e9vv57wMG37SybhfgLTO/jrDW88of3w7/cfFR45Uj8TGKxmTGAwDOuylYMfad5Lz+BPq5/B39n+uQnMrPaXTMLjELKWY9ecv57j391++Pf797a/xf6DPb8NmcDcKeYOTWiyYlY0pfIDZv14SXcfK22j3FO/tGzNv6Zpx4//XXMWUoP9kr8kP6DkL5mEaycwvVuFa45f+nlsFd7WdqvrH9H+M/pP/BlWfu/QZEcTKzAYhnXZjB+v3HvSZ8D03r22evz4z2m/0Gd2+0sm4T0rMNrVl1jzae2Hf79/b/vP6D+swGA1YwKDYViXrRz8SJ6fISnXWv/u48d/Tvv1DJq07V/bPtmXaenDrccxatCI/5n+ve0/o/8wgcFqxgQGw7AuWzn4kQz+auV66t99/PjPab+WVYvW9pc8ZLVlBaZ3FenU9sO/37+3/Wf0HyYwWM2GTGDuFHOHJjRZMSuawh+v2TkLksFfXG72cxZafrx7cxZG6vf+d81Z0LZfqu00/pKHrGonML2Dvxntp+lPq/r/7OdUtdjs51S1+Ft4TlWvphWGpr2aWIHBMKzLVv74SgZ/uXIW9ONv0793AlT63Nh8jkvNwnLa+jXHM+v48T/Hf/fqzYzjwp7fmMBgGNZlKwc/qedlSMrN0O79Gfyd7d8bPqYdgEkeshquwJS09Q7+tOFvFtsP/37/3vaf0X+YwGA1q/H4OUnJ8ng8Sm8DwJPz/vayrK5Pr9+W1QUAADIel678+9uL+/uf/PW89j5AZXpSn+I4d6+YOzShyYpZ0RTeKVuRsyB5SGUuB0ZyV1vyuaF/SwjcyPpH+UvabrX+WJOF9otzFjSrIH53sVKd8Q5kYdnc8UtzqnL+0nOgOf+p/mS5/+/y11zHZ+mX5pvk/LW75kn0kwODppoRQoZhWJdpf0xHhD1IH2ipfU9i0jC2VfXjv7f9ekLIcu+Vwswkx1+bIGnKW28//Pv9e9s/1W9zpg1vxLCcMYHBMKzLtAnDo+pqmaR4/97nxEjyGFbVj//e9tNMYPzkuzQILH2+9PhrmloncRbbD/9+/972z/XdnL+mLgzL2ZAJzJ2WrNCEJitmRZM0HGJGwmruxzIVQtZyJ7tUvzacIz5Po+of5V/rT7PrT1moyUr7eU01/1yYTny3OjWhSU1gSscvCSEr+beE9NTOf03Tjv6fCiddWX/KvzXsdqR+SbhWyT/Vf3tXOgkhQ1PNapDEDwBFJMmWuTK9GwCQ1A/PQpgE/XH9+3//HUl9f8JyIfH3Lff98/6tCdW5+vE/y7+3/VM64j6sTchv8YF7UZme1Kc4zsDsDsOwfVa7s1Z6v+XOb2iScJyWlR9Jkvao93vPL/59/rPez62cxDlcvf23ltMg8e/5jraGs+Fvx7+3/Ut9uPX7SwgZVrMhIWQYht3Xen78et/PJY+O+vHsnWBZH7zjP2+C/f6WfkZMagJT6r8SDblwHen5q+WM4Y+/1r82MaoZExisZkMmMHeKuUMTmqyYFU25HJgVg8fcnezwx7PlPEkHjiWdJX+JptWDf+lWvLPqT/n39PFZ7Sc9T6XX/aQlnLzk+q/kOOKcKk3/DTX1tN8J/qX+tEt/nFO14/zF7R9vFS6pu5TH1WLkwKCpZjXIgQGAIqlYZWn8cq6c1D+OvS7FZGvQxF/3HP+I+vHv8+9tv3fyuACSfP/S990gBwZKVKYn9SmOMzC7wzBsn6Vi/Ft9tf650IWeu38td69b9UvPCf7z/HvbL+cvXZmp7eDUoqfnGE5rP/z7/XvbP7US3rvVMyFkWM2GhJBhGHZf6/nx6x085sImVv54Mvg727+3/XL+LROYVP9t6Yut38MT2w//fv/e9o9zDltvIo28lmLPb0MmMHeKuUMTmqyYFU3hj59W08g7f6F/6RkZo7W0/PhLnrPQ2g7P5K/pT6sGb7kcGOlkPDeByfVfaQ5M742E0e3Xcy0Y1X80/WlX/889p2pV/an217ZdKmG/9zk1vf1phaFpryZWYDAM67Kewc/oO3/x61oduf/POv6W+vAf69/bfjl/zQRGsiqjOf7eldCT2g///f61rcBb6mcFBqtZjf84AIAKpyRsz/B37t7Hf7q/c/3Jwqf3nx52tx/++9u/159kfZiBaAJzXddkGXrQJANNMtAko0XT7MFfSdOuH3+vycLgxfu3tN1s/TVNO9ov1FTzf397+cPi11Plwtdqn//3P9+arwUz20+iaXX/jzVZ+P59ff28tf6Uv7Q/rTx/z/J7Nxs0BRBChmFYyXrCx3pDd3JhCpLwhVLdmrCd3vC51ecd/7Ht1xqu5f9tDb8Z1X9bz4GV9sO/37+3/Vv6cK1OQsiwmpEDg2FYl/X8+PUOHlsnML0/ngz+nse/t/1aJjC7B3/kzOA/sv21fVg7wcawlDGBwTCsy3p+/Gbc+Su9Lq1Tc3ebwd/Z/r3td9rgL/We5histR/+/f697a/pw9K6mMBgNavRlANT+r+mbI/vnTSdrh9N52rS6n8v5FxI6snF/Es1pWLONcezQn9J0y79/v/oL+csSPRL6sn9X6o/917t/Nc0xTkLs/Tn/o/+MfpT7+/W36pJ8jmtZVfVcyf9I+upwgoMhmEl67mjNuPOX+713rpy/qvuKOI/x7+3/bT+rSsws/qv9LOtth/+/f697S/pw6tXqrHntxqPn5OULI/Ho/Q2ADw58V3llXx6/ea+f/mz/tzrANZI9dUd/be0G1R851wL/rb9e9//uJx7XPnXWvT3HjM8P5XpSX2K4wzMwjAMO9NG3Pmr3f3rzbPBsJJpE+Zjm91/Ld/5x9+Gf+/qTKkPt+rnGozVbEoOjAXQJANNMtAkY7QmyV24x+XcR6baWs7CLu7QdiM4XZP0LnKp/0r8c5p23vmPcy5W15/y1/anFfpLmnadvzDnZfdDZmNNlkCTjG2aWIHBMGyWjbzzF//dcwePu3+Y1HpzY3y/Hd1/T7jzj78N/978xNRKuORZRjOPH3t+G7ICAwAwkpY7d/FKDPHTsAsL/dfSygf+z+8f9t/evMideZXwPBBCNhA0yUCTjGfV1PPjmwonawkbmc2ztt1oTtQ0uv9KCDWNGDyOGPy2tt3MwbdE0+rBf6zJwuSlNezW998Z+k+8FuwATQGEkGEYNsviMAFt2EBuq87W8IXcVrcYlrPehPlUwv6u/ntS2BP+4/x7+02csJ/bXEWjn2swVrMafzkAgAX03DkM7zq/v7049/qt+U609yOMYQ+nhv5ZuHOOP/4W/FtWEtk2GUbDBAYApiP58UpOKAQTFcmPYly/9sfU0uDhFP9cu41oz9WceP7xxz/k5JwrgCSSELLrurYvJcWGJjShyb4mzW5JqXJ+t6b4vTCkoaapdweellCHUJOVsJPW/jQybCX+rFiThbCS0ZokTzGvncceTbP6n7Q/rez/KU1Wvn87/Wvfu5p/Tx/O6e/RtMrQtFdTdX5CDgyGYbOsd6CVe1ia9CFq0h/PEfrx/9NXmwNlYQIz+hysGPxZbH/87fj33oRo7cOlei1+1zFbVoNtlAHAJL05KrvDNu7u75zNcLBV7D7/+ON/sj9ADSYwAGCO3T+e+Pf73xkL5x9//E/1B5Dw+Bkmli/weLjrusztPY0mGWiSgSYZWk29A9lPr/wIPiuP68/+ZGHg06spLv9x/TjWkNRrpfo0mlYNPnPXgp2D3+u63P99+Z+pwXvLNXO0fo2mlL+mD0v1956nFaBJxixNlelJPcjMGYiDwzDs+a2UrJ+Lt87lWPQ+ZwP/fv9STpO0PS3YqDyu2muaunpzY0YcK/7n+Pf2K2kf7v2uYFhoNUQrMAAAs8nd+YPn5PuX9Orc7hWYmNY7yh7p3WvNnXfJXXYt+D+vv+SzS2Ukfbh3pRIgprYCwwQGAEzQ8gPsX7c8eLirfykUJTf4sTioGREGGU/WUq8BWGVWH7b2XQdbDAkhu9O+02hCkxW7m6aWLTdTYWcj62311z5nYYX+nKaVYStxCNl1XcXnxOww7TNXau/Xwm8kx3zC83IsGJrSFvcX7XOqSn24tS+WNFkxNO3VVJ2fkAODYZgFa53AzKoT//FtFk9gcjlMlqylX8bHHA8ARw/+MKxkvdfP3ASmpx/Sh7Ga1WAbZQA4kt7QHothV/ifg0a/D5tr9QcYjbb/pfIR6b+wk78khe60bVsPaJKBJhlo+p3chKVnIjNiEoS/4v1gW+y///l2bB9vmXzEuT8a/1PP02rQJKO3/76/vfz2XW6pP8bieUKTjF2aSOIHABO0Dqa5C2iTVHuGz/U5dReyljvX4YYF/k527jkwEj3O2TtPYJewz7ZMXsI+nNuIQ6uFFUioUUviF63AAADMhh+z56O0C1luVznLjAibe/zzrXl78HDwB6DFSv8FGAE5MAAAMJ3TB927c34Y/EEPI/tfz8oLwChEExhr8XbOoUkKmmSgSQaaZKDpd3KDl1PO0+7Jh8XB3ylttxsrmsL+06Jpdv+1cp5C0CRjmya2UcYwDMNGm98mNdwuNd5GOedjyXo11Z4D01K/xfOE2bXe7Y57+vCsLfCx5ze2UQYAgC1YXDlYye6tvgF6eMaVQ3gemMAAAMAU7jx4YfAHJ0P/BeuQAzMQNMlAkww0yUCTDDTJGKFp9ODvWc/TaNAkY8Zzjnr9TzxPO0BTADkwGIZh2GhLxbjfIQcmLq/NH5DUZ/E8YXZN019K39vaa5q66MNYzciBAQAAWABhN3Ay9F84CdGDLK/rMrdshSYZozSd/gyHFDwQ7jxyW/E+6/duJNY1Wfkutp6nmYM/621nBTTJSGnaPXk55TztBk0BhJBhEqst95bel2yj2PL5Gv+cb2qr157P0XxWzqdFS+zfG/ai3bp1tH9rGcyOaULIer+Hq49DU0YSftP7fcWwkvX8fjtX78O9v1kYljJCyGA6u+/c4H9vfzib09uf/g8nQ/+FU2ECA13svviNuHju9N99/Kf7w9mc3v5S/R9Xnz/ADLh+w8k0baNc+r+mbI/vnTRZ1R9evFrr+fufb12avr5+btKvrSdV1sfsl2I/Nfq1mkrnv6Qj1N9z/t/fXlT6Y0b0n5m+aJpTjyfVfzSfs0p/7r1a/w///7j+nMSUtkpu1aT9v4WyFjWdrj/1//i93PU39zm+/4bvS/u/VFPu/3dqu9P1j6ynCjkwmMQkOQ5SX/9az2e05HmkPm9k7ovm3JT098bcS87N7Jyj0TlLPW2F7bFn3kZZozM81trx92jCsJz1/H4792e/fX976erDvb/f2D2MHBgYzu5l5xH+PVjQf2d/OJtcONUp9PTf1EpMS/0ArYzov1z/wQJMYEDF7sEr/vf2h/N5XLsVtDOi//ccP98f6GFU/22dhNN/YSSiCYw6Lm0BaJIxUtOowWurppmDZ4mm1YP3WJOFyUMpZ0HCjB+vZ//ejWK3ptTKwW5NKXKadn7/4pwFC5zUdjuxokmTM1nzb5mE1/qvlfMUgiYZ2zSRA4NJrDffpDeOfLS/NgdGk6/S89qoY+2Nee7NOZqRs0TM9FmWynk6NQemR9fH9edxafMHer/P2L2tt79InmWkrZ8+jNWMHBgwATkr+O/yh708Q/udvNU6QA+7f38BchBCNhA0/Ulv2Miqwe+zho2M9tf2pxX6d/fxFGj6wd3DRkYN/p79PI0CTTKkmlb+/px8nlaCpn95/AwTyxd4PFZpAcNoLkS7dsmJ9ZU0+/ckZVKvr6LlxyPUd1qbhcTnnzt5Z5Fqr4/r352MUnH0Ftu4VZP3Sx1r7vil9Vo8T2CXlv4S+rT04Vqd9GGoUZmesAsZzCG8MK382zP7ztGOY9Ki/YzdbRbCjxuczO6VU4Ae6L9wAkxgYArhHf2Vf/v/z774rj6mFexss1gHP35wKgz+4GTov3AMkl3IruvavhtBbGhaq0mzW1doKV+vacTOXLW6asfj/y1p0pwXzY5FpWNqbbv4fLT65bTVNNX8axpLunPvPfP37mRNqfaKdyGLNWn77YrzpNFUOubaa6W6TjhPFgxNacv9BtfKeZP24Z7vioXzZLHt7qypBjkwIEK6KhHmlYT/fnodf0fm+5cfd/F9Hf5vCakcmJY7R7OeKt6zz772XMS+Pm5/Bo8rn39EzPRzoc2Baem3K5D2u1w5af6Apn/zXQANmt/vFJI+rO2T9GGoUcuB+WuRDnhyUoPRmNIFsPTjn/IPXx8x8Om5mIaDcq/Nay0lOvpjSPlrGfFjELdZPNAsHUtcf2qgmmqznD/ci3jyfRqE3cDJ0H/hRJjAQDfxxatnt5MYPwjOUdtJrLf+Xv/Sjksr6u/179Wf8tfsFgfPz+ntv/v7C9AD/RdOhefADOSOmlIXr/e3l19W0zTi4hn+28Lf//Q9Z6GmXzIJSyHRNOrHp9Rmof5Yk6T++PjDukb8+N3xe9eCRU0WBz8znlOV+/5L/S22HZpkWNZkafJi+TxZAk0BkiR+DGtJuA///bj+TPrLJbLG5n3D8h+XqyadS46nJxnWH1dKb+44Uscl9decf8lxhWXi8yHRVaqj5N/bZtgZVkvi127iYOk4NFrjjQtKx9+rCcNS1vtd6/n91mjCsNBI4odueuPSZyTwe3wiv6S+VFmpr7auXkYfl9Z/5XFpsHa3HvJok/hzPrvJrTJLdabyyCQPstRqAsih3TAlJu63fmOe1j5sdcMOsAVJ/DCM0m5dtUnO9y9/JrlrfsRzgwDNrj+hfufS+TM5TbF/KmG/9hmecKevWl2pz43PRa4tJINH7TmMNxzIkfPv5dQk77vyR3u9/rvD3alt2bvhR+/34NTzBjYY0X8fHTtVnr5hBxiC58CgqWaSUK04HCn0CcMl3n8+SyRckg7Lx77e4vAj758qrwlf8v/681QL/8rpil/LHVNotbritgvPYyosJdVeUv9Um5X8a20mPS+p/iPph619vDdsQeqvfc7CCv3XdS2tvxZCljpPFsJKSppa9IXfhdL3S6JpROjrrPNkwdCUttzvndRyv7+tOuK/rZwni213Z03V+Qk5MFjNcpOKuEz8dzyBqU1KShOlVMx4PKCOP7fkX6ondXy5mHXpQD/1tzRXJvd67kekNIHJ+afarORfazNtDox0AtPbj/Ff5x+XD/t8ro9bGJjnNLVqS938GD34w7CS1X6/a5b7/dVqKP0fw2KrIdqFDMA5/YMRNf5h+ZRvyT9XXlP/DP/cMYV/S5fhU8eoiT+W+JfOY+o9SZvl3pe2WWv5lL/Vrarxt8/u4z/9/MF+Vv/+hdB/YQqEkKGpZpK7N6X347s3tXCt1Gf37PaV8s8tqedWNEp11XZnyZ2b3N3oOLxGuiqSay+tf/x66C/tT9qwGcnqXq5MTdOOlYtQk5WVk9ZrQWv9pZW5U0PIWkzzvcudxxPOkwVDU9p6wrW0v7+1ukdoulPb3VkTIWRYt2knMGHImb/4lUKa4vKpsCRJTkX8uSV/aQhZbfCdmoS05MDk/paGZeXaSxPWFfrVwl5KbVbzT5WX/Mi1DNqsTB7u6J+6bpwcQtbqu2Lwh2El670J0dqHJTemMCxnhJDBFvxysXTZOCxX2u2s5huyMmwjtbtQ6pjiv0v+q8NOtFvF1o6p5C/RtTvsBv/+sI87h41YOP8ArdB/wTpMYGAK7x05Dv5v6cUvVdeOi2/qifO1v3P+OwaPsa6af+2YpDlPufdPHrzjf+8tUneff4Ae6L9wAqIJzHVdk2XoQZOMu2rSXjxDTR9X+53jnofThf5///NtW9uVBp8STb2DV+2PX6xp94/v+9uL+/r6eWv9KX9pf1p5/p7x+jTj/D3jeZoBmmSUNO26fp52nnaBpgByYLCaaXJgcvkrtRyYnG9cNn4tLu9jzqWJ9dIYfe2GAbljinWmzqNme+VU/bn20mxt3LqNssQ/de5z7ZFqM0k/7Onr+I/xL/XBZ82B0X7vWuuyeJ4wu9bbrzT5l6M1Yfc1cmBgGeGdlxEhZFrfsP6WJ16H9bb6h3eetCFkFlYOQmrHXwv7K/lbCfvD35b/yew+fwA90H/hNP7aLQCeB23ifujXevErJfz7SYgkrMv7h4PuFv9YV4k4X2b3j4fm/EkS/nP+PYn9OXafP/zH+J86idl9/gB6oP/CiZADM5C7aooHHe9vL79MoilcQan5puoulY0T48PyuX9z/iUNqQF9zUr+zv04T5LzkVv5kp7L+PyHxMfv2y51LNLzJ/HTsPvHN+Wv+d6t0p/TtPP8+T5uafCjvWauOH93/W3RgiYZoabd18+UJiugSQY5MJhZey/kwLwL8hlSOSn+9fdMDkVcnzQHRlo297cm/2REXanzmss1kebA5M5lTw5M3Ia1Niv5S9q71Ndqr2n7Nv5z/Et9O/WcoBF6Zpj2GFPHnMupaz1ei+cJs2u13++a1X7nRmrCMG/kwMA0Snde4rvq37+8JFcycisHKXIrIZo7+Ll6WlYBpCsbpb+lz0Npfb22ciP5POfSYWSa8xf7+/LWVk7wP8d/Nxr9M57zBNCDtv+Vfr8BdkAI2UCeXVMubKgUghT+309ipOFDcV0p/1T5nNaY0uSrdKzxZ0rqkhxj7Vw655LHL6nbv5fzT5XV6Iq1lPyl5UvnNfzxbenjswffNU07Bv/WwkZ2bhVeQrpVeO9zonq2CrcAmmRY1NTbf1tu+MX1x1g8T2iSsUvT42eYWL7A47FKCxglvtilLn61PJHvX/718Ynd/l/JBCNMBg/9v3/5czUjlTgel83x6fVbcrUh/Mzw+FfUFZdPnQtP6VzG5z30j1eFcsdVai/vm9LlXwPw5L4j1u7qSq5/JeLvgv8etD4zasTqJdyLsM+2TF5yv78tfdjXzwok1KhMT+pBZs5AHBy2194rz3ZwLp8j4t97T+RYtDwHJvZPlZ+ZA5PTNaOu+NyEn5t7nkbpXJb8U2Ul7Zhrs5q/9Dk78bGV9Gn6Mv7z/VPXitOfA9OiL/V97j3/Fs8TZtd6+03u97dVR48W7D5GDgwMY2TYSS4nIv5b4q9Zzs7VI/kM7fH31JX7HMlzbkp1lfwluiTPuZH4tzxnp9c/7j/4r/c/md1hd9yxhh5m/n6vqB8gpikHpvR/Tdke3ztpsqD//e3FfX39nC0bk3q/JWchLFuLma8dqwaN/p564kFgqT1i/uvkZcPBoy/rf4QkfcL7a9o97j8x/3VXdhAc15PT/3HJ+rj/8QzfSw3CS/rD/h/rr2mIf7yv6zKlv+Q7Un9Mz/d51fXVOZc8/5p6Uudfo6k0+LNynlrLWtR0uv7U/+Pvr7ae1O+fpv/3/H7fqe1O1z+yniqEkGE1kyz1SkPIUj61cKRcuJU0hCwOv9KGddXCvVLhUJq6SuFUNW0rtlEuvSYJIauFzdTCEWrhD7VQhlr/xX+Of6lfnBpC1mKS7622fovnCbNrPf1F+tujrZs+jNWMEDLYijRspBRuVVt2LtUR+2vDuiT158JppHXVwnF6Qs5aw+vC1yRbZfeev5Km1vOP/xn+z0xv2Nzdzx/shbBHsMxfuwXA85AcxLzWL16lAXLt4ld6P/aXXEjDY9BcfONdWSS7rIR1pXZ1if0lOQetuyWlypX8pc+v0exWl+s/v14P/27xr4D/YP/Xb8nX/f9Pz4mp4ft/S65X6A+wAyYvYB5JCNl1XduXkmJD0zpNkqXeOOQrDC2KQ8i8pjB8KWXh55dCyOLyqZC1uGzO4pCqUv2p1304lKaunP91XaLycTvkzmUthExS1rddrc00daXOtyZsJtXHe8MTntFfcy0YUX/qM+IQsliThbCSEZqk3wXp+T/hPFkwNKWt1p9q5bV9WDtmsHKeLLbdnTVV5yfkwGA1a5nAhP/25sCEZePXUuUlZXN/5/IxpBMYbV21z6yVn5EDI6mrVE/NP9VmpcmMph9qyuE/118ygRld9wzTatox+MOwkmn6S+l7W3tNUxd9GKsZOTCwlPe39BPXpX6jfEsx+bW/W7f4lX5+6fhS7606l76sdNk/Vc+7MGwgp0vqX/pc/M/1Px3OH5wM/ReOghAyNNVMekcwV64WQiapR7P6kLrLWwvZ8OFaOR/Naol0d5aa/rjtpKsirecwXsVKhceV+pPEv6X/1I4vDGuTnHft57f4t3zvZuvXho301q8NIZP0gRXWGq5Vuv5JXivVQwgZmnpMEq416vd3pKbdhqa9mgghw7qtJYQsHIxIQshSliobv5Yqn5p4tOal1EJeUjkzLXXl9Je0peovncuWHJjcJK7WZiX/VHltH2vpo719HH+dv2QCE5e1MDBvOTe7B38YVrLWm0Peem+etdSJYYSQwXRS4UDaZWTtbmHSuuJwsFw9uc+QhJPlls2lddWW3SXbSGuPK/bPlS0df8/5y21t3cLusAf87x12cvfjh7Oh/8KpMIGBLnIXr3hQ+imznbIvF5bXDmhr5eOtiWt/l/xTaJ+TEv/d85ybVP3ac+n9c2W1z7mR+IftfvLgGf97D36k+ks5eScfP5zN3b+/cDaiCcx1XZNl6EGTjJmaNBev719efv2Ih5o0F7/WxPpZ9K4cOFc+/lrbjVi5kOInca39KTcJHPHj2app5o+3RNPqwUOsaffg5f3txX19/dzsPwtpf9Icf24SL/W/229LK2iScV2X+vtbW0kfockaaJKxTRM5MFjNJPHtqXyGMJ8izq0Iczri/I3U58ex894/VX721sbxsc2sKy4fnzPtNso5/1RZqS5NG6TqyvWxUp+zmPOBf73Ms2yjrNGZy8nb2X7Yvaz0ey2x3O9vjx76MFYzcmBgOD1hT/5OZGvYU8pfs5LQEkKW+gztVsGjQuRy509Sb81fqmtF2F/Nd/fKAf7t/tZWUrX0HH/PFu1h/QCtjOi/hJ2BBf7aLQDOQnLxqQ2uH/98yybWS+oP/TW+f//zraq/NWE/VVfNXzKQCT/n4/r9+FNhWZKJZcpf8+yXkwfP+O+PeR8xiN/FiPMXX/9a6mcSAy1Y6b8AIyAHZiDPrkmz8uAt5X9d1x+J9Skr1e/9S+VT/qX6ap+hufiWPl+q18cph+XD488l1peOK+cvPQc+Z6Hl/Pn6NeVT/jEzchZ6/VOadk8eLPjHnHTN3Hn+WnIWZnNS2+3Eiqaw/7RoSv3+tvqnsHKeQtAkgxwYzKxJ4lXfE/kJ70E+Rcq/JQcmfi1VfkUOzKi6NLkmmudJpOrV5KWkPrcnByb0T5WX9K9aGWn/xH+Nf6p9T82B6dGVuv5p8wdif4vnCbNrvf1F+jBWTf30Yaxm5MDAELR3/rR318PyqZWbnrpyn12qU/P5pS1Sa39LnzOjIVWXNmcnfr2WM1M7f6WcJ4mu3SsH+N875r1X/93PH5xLy0p57E//hSlIVmCu69o+E4sNTes0Se6U5Mr4O+/h+16T5A5ObkWg5J9aKajVldNU85c8sT5XZ87H/31dl3hnL0m7tJzD2F/an3L+Lf2nVqakadfKhddkaeWk5VrQu+qVW3kI+/jI4x1hIzVJV05r5/+E82TB0JS2uL9INbX8/pbqHaHpbm13Z001Hj8nKVkej0fpbbgBkjsopbs0n16/ue9f/vwMn0he8g0T3uO424/rx/NlcmVD3XHZktYwv6ZUf/y6/7ulrtg/dV7i8ilduXP5dybxP1WXLxu3WehfqseXTflLzgs8L/5a4P9NYe1ubesdZO9X+t611stdbdDQ0l9qv3+1Plyrkz4MNSrTE3YhgzHE2xqHO35Jd9sKw500F7fUrjw5/1Q9qc9oubjG4WDSulL+8TnULONL6qr5+f/31FM6/7U2zoWd8YN3Dqn28luw9m7lbR3C7uBk6L9wAuTAwBRG5sC01FUaGNf+7tnnPrcaIj0+7x9PCDW0nktfVurTcnySMvz4wckw+IOTof/CKbCN8kDQJBu8ztTk6+95zkTPcypGJDx6dvWnnq0ud/z48b2TgSYZPZpm9f9nO0+zQJMMq1uFWwNNMthGGTNr0oRRXy7+d9U2ynHCYZwYn6sn/LuWWJ87htzxSuuK/VPnVLLlculcardRjstrt1HO+efauNbPpP0Qs2Gl73yqL4Z9yZJpr3+5Y669pjl2i+cJs2uS/lIqo9nCf6Qm7N7GNsqwhPjOy44QsvjOT2olRRP2pFmJyeVsSOuq5YNo6u8NIfPUjr/n/MXlCTu4N6e3P2E3cDL0XzgRkvihm/ji1XIha7341ZLBw0G0JGE8HnBLn9MSf7bkeOKE/RTxLl61+nt2S0oR7oqW06X1JzkfQk5vfwZ/cDL0XzgVcmAGckdNuZUHb55Pr/+WCTWFieOxSesP/00Rbv2bq6dUZ22709xuSjXz5XIX/+u6ROcjnkxoz6WfBObKhpM433ba8xdOvmJtvT9+d/zetWBRk8XBj+Y8SfVLbj6M0rQKNMmwrMnS5MXyebIEmgLIgcFqlotVrb0e5lOkcji0OTAp/1z+RaypNS+l9Jm58iPrKpXPvZY7lyX/WtmSLk0bpOrq7YeYTUu1V5gDk3rfYhtrr3+lYw5f6zlWi+cJs2u937VaTuQoTRgWGjkwMIXanZfanfz4/fD/kjv5kvI1Xa2f4ctrHu7ZW5dHEnZWqqvk36OrxxfuibWVFw0td55Tz4kC2EFv/+29fnP9hxGQAwNqahe/0nu/ciKCB1xqLqSxv8Y3THLP+UmS9iUXf8kTiKUP+Ay1hcevrde5vL/mPI4IG2Dwdl96tji3QE//79miPawfoJUR/fch/P0q1U8/hl7IgRnIHTRJVx5yORHvby/uv+4q5kSU8ine317+uBMkyfMIy2rrjD9DcvHPfX5Yf41UDkx8/NJ6w/dzu7NJzkH449N6/sL6RnCH790IrGgKc8qsaAopaeqdvPvvX6umETcPRnFa2+3Ckibff1o11X5/pPWnsHSePGiSQQ4MZta0OQupfIowV8KbNgem9Jok/yJXT/h3KS+lFNM/uq7UuUzFIPfkwIT+tbIlXZo2aOlPcZ3YGRa3V9iHc33fYhu39ldvcb8vHb/0fFo8T5hdS/3+aiz3+6vVUPo/hsVGDgwMQXvnL3V3XZozk7sz3/OclFo9ks/Q3vmU1CUNWUuRu5Obqiv1GbF/6Ryk3tOcv/h97erLqNUa2IOllYMWRqy8WNntCe7JzrBf+i9MQbICc13X9plYbGhap6n3Tkl898Zrkt7Bya1WSHcMK612SDTVVktqu7Pkzl/ubrT/v9ckXRWptV/rOQz9pf0p59/T/3Ln8Vm/d6drKq3MxX089rF0nkZc/ySvlc7jCefJgqEpbXF/0WjS/v7W6h6h6U5td2dNNR4/JylZHo9H6W24Ab2rL59ev7nvX/78DJ+UXlpx8XWnHqb4cTn3/cvLb+XDzw21x2VzfHr99ls9pfrDusL3W+qK/UP9OW1x2bh8SOkcxm0Qlg3bPqcrrif+3NRrcfkcoT938c7Ct3N2I4or7WOtjXs0vb+9iL632rotniewS2t/qf3+1vpwqV76MNSoTE9kSfwAWrRPhg/LaQesmgtkqp7cZ2gusKnERk1ducT6XPkStbokfr5+6W5z2vMn3QiBH7izuXP7ETYGJ0P/BeswgYEp9OQ4aAfuufyM3KC69nfJv0TqifOSulL+8cqDBm1uT65s63NuJP6SnBl+/OBUGPzBydB/4QSatlEu/V9Ttsf3TppO1F+ip2zJN3yvZ6vIj8u5r6+fmzRpt0iNP+u/7sf/JfpL7aEpG/8/nFxo2/n6ufWzpGzuc9/fXv44/6d/H9CURvOehWuZ5HPDwVuLplr/b9GU+7+FshY1na4/9X9p2XjyodWU6/89mu7UdqfrH1lPFbZRxmqmSRgNt2sMk7dTn6HdRjnlH5f3CYepxPhcPbFvqj7thgGaulL+8bmXJlKWzqVma+PWbZRb6pL2NQuJy5jcSt/5E7dR7j3m2muauiyeJ8yu9fYraR/u/a5gWGhsowzL2BH2FJYP6889bEsa1tXysK74zpU2hEwS9larX1pXyd9TO/5a2F/JXxP2B/dA+723BmE3cDL0XziNv3YLgOcgvHi1JJ23XvxKCf/xbke1nAy/20rOv0Rcv+RY4nyZlI9mQjB6n//S8UsS/nP+7KoEMb79T53EMPiDk6H/womIVmDUcWkLQJOMFZpSKw/eJJrClYOab6ruUtk4MT5noY6cf0lDakBfs5K/c//GE9eOMV75KtWV8w99Q+Lj923Xc/5Sfj0/fnf93mmxqsna4Ed7nlYM/qy2nTXQJKOU86Jl1PfX+nmyApoCyIHBaqbNS0jlU5RyWHL5FHHZnH9cXlI297c012VUXanzZzEHJm7DWpuV/FO+vf0Qs2elvh33BcttrL3+pY45l1PXerwWzxNm13L9RdqPar9zIzVhmDdyYGAapTsv8d34719ekisZqZyZ3IpBbiVEE3aSq6cldEW6slH6W/o8lNbXays3ks9zLv/QQYlvyt+Xt3TnHdZibeVFi0Z/biXy5OOHs9H2v9LvN8AWJCsw13Vtn4nFhqZ1mkqrLBIL79R8XD80lVY7cp8R/qtdLcmtVMTnSbPbmLSu3Dmt1RW3XWoVQ3sOpf654/Kaau0v3cWstx+mzpMFQ5NsBSbWZOGurEST9vqXO/6RmnafJwuGprT1rnRqfn+lenK/wZYMTXs11Xj8nKRkeTwepbfhBsR3amp3buIVho/rxwqM9/GJ3f7f3N37OIHd38UP/b9/+XM1I5U4HpfN8en1W3K1IfzM8PhX1BWXT50LT+lcxuc99E+1Weq4Su3lfVO6SnVJ4Y71WaTaK94kQ+KzG+31Lyb+LvhzoH1mVFi/c9z9Bjlhn235juV+f1v6sK/f4ncdbFGZnsiS+AE80otOKbQsFU4h3cEr5a+5CObqkX6G5qLbW1eqfO78Seqt+UvD2VK7zWnOn6Y8PB+tA3cL9A66/PdvV/1wb0b1X+0jBkbVDxDCBAbEaC4+qbv0oX8uJyLnW/JflQOjvfiOyrdJrViUfkRKdZX8Jbokz7mR+LfkHMHZnN7mIwZ/FnZ7gnsysv/1rLwAjIJtlAfyzJpGXHy8f6um3Re/GfWX7mTVzpPmRyQ1eGzxb2273sFryf+Zv3cj2akpd/045TztnnxYHPyd0na7saIp7D8tmtgq3AZoCmAbZaxm2oQ/Xz5MFC8l9IblY1//d882yt4/V0/4d6qeWsJ9aotUTV25LVbjc7NrG+XSa7k2K/mnymv6E3aGlfpF7vtksY17NbVu9FGq3+J5wuxaT3+R/vZo66YPYzVjG2XYgr9jLr3zXgq3qt25KdWRSsCt/V3yT5EL55LWVYsp7gk5aw2vC1+TbJWtPX+afmHtzjPIuXv7jVh5vPP5g70848ohPA9/7RYAz0e820kt4a80QK5d/GoJ/9pE81Cr5uIb78oi2WUl3pEptaNYvBNbjdbdknKTjJy/NuFf4luaBNXKgF1+a7PXH9+LX/8+MdLrX80fYAdMXsA8PAcGTTVrCSELQ4viELL4mSth+djXWymELC6fClmLy+Ys94Rs6fNSfEiZpq6cv39eTq187tyn2iHnLy0bPgem1GaaulL9LPVeLpQm1cd7wxOe0V9zLRhRf+oznuU5MJrz1xJ+E9d5wnmyYGhKW60/1cpr+7Ckf2o13bXt7qypOj8hBwarWcsEJvy3NwcmLBu/liovKZv7O5XTkvvMEXXVPrNWfkYOjKSuUj01/1wb516P66n1TYuThzv6SyYwo+ueYa3Xv/iYa69p6rN4njC7pukvpe9t7TVNXfRhrGbkwMBS3pW5L7HfKF/tFsPh37373Gv+LvlLyms0SP1atsoO210aXpZ7/eTdnvC/d9gI5w9Ohv4LR0EIGZpq1ntHpRZCJqlHs/qQustbC9nw4Vo5H81qiXR3lpr+uO2kqyKt5zBexUqFx5X6k8S/tZ9JQsisrDyk2m51/SnTho301q8NIcu18WprDdcqXf8kr5XqIYQMTT0mCdca9fs7UtNuQ9NeTTUePycpWR6PR+ltuAGSuyphmfDuuk9i/f7lz8/wSeu5u/FxAnv83BL/uXH5sKz/Oy6b49Prt9/qCf1Tz00JjyGsX1tX7B++ntOWqr90LnPnMG6DsGzqXMa64nrCsin/uK7w82oJ/vH74XGfvPLwjP6p13Lfp1HtOAPtCmjMp9dvf1wPUq8BWGVWH7b2XQdbVKYn7EIG/aQGHaXBdIqwfI9vTBwOlqsn9xmScLLcoEtaV23QVjsfsb/2XJbKliZvmvMX+4flS5OvX+f+9dvv/3f/vv5xBf+2gv94/8xn+tfi9u6dKMxEs9thzMf1p3/4WsukLb5hZG3yir8t/1IZiX+pD7fqt/x9hzNgAgNd5C5e8cXp02v5znpr3oakfDgJydVT+ozaJEb7nBTN5KWmLVW/9lz6HyHpJFBbT8o/nryUCFfQJHf5U+QmYfjP80+tKob/pgY/pw1qVp3/3vrxx9+iP0APognMdV3uuq7JUnSgScZMTZqL1/cvL+7D/QiBCjVpVltyg4BdvL+9/FoZaKV0/n6co/9Nq1/j7wed2v7k2/a7+zGJTbV1cSIU3MX/pLjLnyJZDv95/tF7/u/wZsLX18/OOVsDIGkf11z/JM950mraPfi06K+5Pq3Sn9O08/xd1+X+78v/VP65lfRR3G381AqaAthGGavZu3KrWv/ee5CU/h4lqL+//fnMlXfBNsqxf6p8LuEwV0/4tyRZPz62mXXF5eNzltOVOpcl/1RZqa5SG5Rei9s41adCn/CcpT6/t0/jP9a/dN3I+ffqmmHa619s4fcm7r+W2w//5/GXXGtLlvv97dFv8buO2TK2UYbh9IQ9heEjufKScKTWsJNcPdrPkNx5GlFXXD53/iT11vyluny5UcekoWeL6966Q39rd57v5L+bHv30X/xP9pf8/sysH+A3WIHBahbeKWm5a5JaKQlXA6SfIfUvrR7U9Nc+M7cyJPmM2F+jPz6PLXdyNf61lSVte0n8JSswuZUjqdVWAKT+rXYn/5aVC4t3ZUdc/2L/1rvX9F/8e/xa/TW/v1L9Fr/rmC0bsgJjLd7OOTRJGalJs/LgLeV/XdcfseApK9UfbuebK5/yL9VX+wzNnaPS50v1Xtf1h294/LnE+tJx5fyl5+BHzoK8zWLCDQNa7iSnzr+1mPecppPvvI7yjznpmrnz/Plrwe72C/21bbdCf0nTrvPnNVlqv5bvXer3t9U/xUnXgp2g6V94DgxUiQfPkvLhDkO5HaR8UmBY3tcTX+xSCYTh54blJWXDesK/U89ayX3miLqcyz+bxbnfz03pOTCe3Ll0Tv4cGd9m8eemnluTa7PU53r/uK6wjpjcswZ4jsbzYi28RHv9i0ld/7QbkqS+Kxo9lgbP+J/nn/udk/bhVP29muD54TkwMATthUZ7dz0sn1q5Ke2WJVk58f65ekqfUau/tEVq7e/Sc1Yk2mrlw8FXLfY+V084qanVI/VPlU/1Me+TmiBpJ9S11wBy9PaVkwev+J/v30Pt90/iz7UWpkAODFaz945Y1fdot7DQJDG074WYcc0uXtJ4Xc1uY+HrqZ2Gaucu55Pz1+bb9PiXdhHTnMdW/5ZzUTt+yesYFtuI61/8+qr+29vP8X8O/9bPafn9lernGozVjByYhaDpB+9BjoMkZyEsH5tktzNvqffisIualfxL5HJKSvWW/L1f/Fk1UnVIfFO6UscfxnNLzp+0rlw5CbNyFnrgWiDjmTWNvPPem7PQW3+KmqYdKw+hJgsrHz7nc2f9KUY/52iE/zNfC0aCpgBWYLCaae+UxHd9aiswYfncHSPJ81ZSr+fK5v7W7DaWet3vzqKpq+ZfK58796l2kLRBraykzVqeA5M6jtYVmFqf5e4fJrWWvlLrq7P7r5U7//jb8G/9DffWs9vmrGPEnt+GrMAAaJHePU+V7/H15O785OoJ/+7Z5z5OfK/9nfOvJbeXaD2XmhWbUj3SFZ/SezxnAE5ld//FH/+T/QHESFZgruvaPhOLDU3rNGnulORWWsLXvabUHZxcXdI7QH6lIrUyIjlPueejSFdgcisl0mMK/eO206zAtJ7D2gpMrT/F/ppVk5R+yQpMqEnaV2ff/XvWa8EdNY24/kleK9Ul1bTyzn+q7aytPFjw1/TxWfrj13OaRvz+tmo94Vpgwe6kqQbbKEMV6R0VXy68uy7dRjmFdBvl2MeXDX1SZVOEWwXH/rVtlP3xt9QV+4efmSufqj9Hamvk0D/VZs79/p5m62K/RXRYvmXrYyvbKHNH8Vy0K5ijSfXVHduAS/IJT75zj3/eX/LZpTKSbZS1+lmpgRqV6QnbKMMY4otRPJGpkXt2icY3vhimtiiuPZul5p8jVb+mrtLFXHI+wslj67mMy/rj/+7+ndR4jbl64ufAfLjfJ4SxxvjzYlJ1+tdXsnsQDGcR33xJ3bwZ+VyXmr/0+tEK/vgzGYHVMIGBblIXr1V5G7Xyqd3BNHXmnngf15+6eEvrGj340J5LXyZV1k9Carpy9Xz/8vLbJCbnWzr+3CSyNvkpIZk8SfXt/vHHf277ad9vuX5ZPn/44z/TH6CVpm2US//XlO3xvZMmy/r9xau2jZ4PKYo/p/ZjX9MkKat54nXqs2L/uJ6vr5/1FfwkvviX2iPGvy85/6XPjfXHZb9/efk1iWuppzQJzPWf+PyH/nH/KenPaYrrl5RN/V+iv/R/K/pbfO+iv/ReSX/4/49rrP6wfs35j/8v1Z97b8T5j78/6O/Xn/r/bv1STan/az5Xq2FFPXfSP7KeKmyjjNXsXZkw6l9/DxK63xPJ7dptlFP+qfKSLZdzf0uT9UvlR9ZVKp97LXcuS/6lsqXXcm3Wu41y6lzEf0v8S31a6q/t/xoN+M/3722/1uuft9TGICv7b07rKe2Hf79/b/u3bIwz+/ix5ze2UYYpSMIqYsI76fH74f9zqzI5f03IRs5vRtjHyLo84fGXEjZzdZX8e3T1+EoJV4Kc60+sPznsAv/z/OOVRPov/if5l36/W+oH6IYVGKxm8Z0S7Z2T+G5jbqvi2mdI/aUPYZT6lvx7HlKn0Z877pZzKPEvrcBoVk5qqzKadg919Nz96717fdKdV/zHP9Sv5p9bgQn/v7L/xppOaz/8+/1721/z+yvVwgoMVrMhKzDquLQFoEnGaE3SlQdvqff+664/EutTlvvs+E5QqXxKl7bO+DMkd65ynx/WX8PHOMd+tZyS0nHl/KXnwB9/z/kL69Pi9Ydo+viqO5c5TTvvvMYx86vrT/lrr08r9Jc0hf6173fu/377ZM33Js5ZaGWkf8tvy2z9NU07zl8pZ2RF/Sn/1nFB7fdHWn+KO4yfRoCmAFZgsJpp75jE5f0KTO7OZFg+V1cqZnx1Dkzq+HfmwKTu5JbOZcm/VLb0Wq7NZuTA1NpY2i81fbml/0vqx3+df2/75fxzn1e7zoWvaXS19l9f/tT2w7/fv7f9c7+/Pfp7zwf2/EYODAxBe+cndVdRmjOTuyMpyfnQ6JLUKam/py7Jnaycttzuaqm6Up9R2tpYokFz/uL3NW3WUj7lb+HOJ/747/B3jpyZO/s7d3bOFUASyQrMdV3bZ2KxoWmdpt47JfHdG69Jegcnt1ohzSEprXZINNVWS2q7s+TOXy6W2P/fa8qtoEjPYYt/bgVG2p/Cu86l+jV9J3cHu6Ypdf5bVmA0Fmqycue29VowU79E0+rzF2uSrrTkXu/JyfPvSzXl/Hvv3re23er2S2my8v3b6R9/huZaoP39lerv0bTK0LRXU3V+QggZVrPWcAVvtfCruHx4wa0NvuPycdnQP1dPrDV17NrEem1dub9L2lK6Suey5J8rm/Mv1RP71+oqWW8ImXbwmevLq747+I/3722/ngmM5Htb0jei//acRwvth3+/f2/79948m3Fs2PMbIWSwBb9cLF02DstJn5Ce8g1J+afqyX2GtH7n0g9r1NSVS6zPlS9Rq0vi5+sv+UvOn7SuFCV/CZr2wx9//PHH344/QI2/dguA50Q7+AzLawfuqbpyF89UPanPaLn4xpMQaV0pf1//e8NuXZK6an7O1c9/rR6vX1JX6v2///k2Zbcb/PHX+mv7sX/9/e3Fudd0P/71Wub97Ou191JlJOVb6sD/DP8B7V/swwJ/7fu5HE8Aj2gCc12Xua3b0CTjrpp6Bi8fl3OPRv+eLSZD/3+3uvxf+4c14gddKSRtV/KX1q9pv1iThcHv19fPzrm2z5ilX/q9W3n+UpostF9p5bZWz/vbi/sU9f94MPZx/fta/Dnhex5NH0/5a85Jyj9Frj9J/Xvrz2n6f+7aVn/KX/t7N+P8xe1f0pTyl75Wej0mpen/OYHjQu46ftKyTRM5MFjNNLGqYcx4GD+b+gztNsop/7i8jzlPJcbn6ol9U/VpNwzQ1JXyj899rnwuZyfXDpI2iMuWXssdX+s2yqV2T31Wa1/NlZNoavlc/Pf597aftq/E31VNDkzpu6rRJN1IROqvPX/42/LvbX9pDoxGf25MkPr9xu5p5MDAMsI7KqvCnsLyYf25lZBcPXGdLSsppbATyfGV7uhK65fWVfL31I4/VU98J1lal38tdfwf1w/79DPkIPe5Fu/c438/f7/6EvZVybVEcv3CH/9n9QfQQg4MDCG8eLUknbcOHkoJ//4i6pezS5/v/cOLbuxfIq5fcixxvkzKRzMhGL3Pvz/+74Ky2fPvgjyY1z9zYmr/L4Wi/XE+NHHeqbItuQit9eO/zr+3/aSvd+iXXL/wx/9Z/QGakISQ3WnfaTT9abXl5/h9H0YRLieHZeJnroTlY19vpRCyuHxq+Tsum7NcPaUQspRWTV25Y72uS6QtDkHJnUvJOUyVDcPqwmfTlNos55/qH6X+FZ773OfX+mdrOE6Pf/i921F/rj/trD9lvo9bar/4PNXCFWvXqlRYjLb/lp4DI/EvlWk9f/Fzqiy0X6qPW/n+7fQv9XGJf6lPz7KSplX2rGO6UzRV5yfkwGA10/74xT/suQtSOHj25aWDgtA/Li8pm/u7NFGRvq6pK3X+UoOb0gQmd+5T7ZDzL5X1ded0SdogNRFJTVRzxxafq9zkT/JZ0r4dH3+rf2/9+O9tv5x/rv+WboLkJvPa45dM/q2cf/yfy18z+S5ZztfSBAbba+TAwDTeC2FL71Eo0PcvL8nwilTOTOzrSfmXytfKSuqUflZrXT3PQ5G8XtIYv1cqmwoD0Jy/1K44zuWP/+P63edxuT92dir1v1T9cf/BH/8ef+fk4bJhX/afs1J/6vq7+/zhf077O+d+5XTlds8bxeMi7AyEEEKGppqVVlkkFt499+EQpbuiuc8I/9WuluTuYMbnSfqZklWN2jmt1ZUKZYlXHrTnUOqfusvm207S/rXzIl15yZ2zsIymj2tXbuKyUv+cppb6R/lf17W1/pS/9vq0ov1K4VqSlZPSdzIVIiM5llTYrea8xd/3Ee3X8tsyu//VNO3o/6lw0tXfv972b+mzNT2532BLhqa9mmo8fk5Ssjwej9LbcAPiOy0td26+f/nXx9/Fie+y1z7Dlw39v3/5czUj9blx2RyfXr9V97YPj39FXXH51Lnw5FZC/AYFOf94VSj1+qfXb6LjypWV+MerLAAAsJ9RKy/ef9YKDjwPlelJfYrjDMzusL0W3ilpufMSrsCEd4JaVmBi/1QseO7uf1g293dtRSI+/pl1hfX58vGdtFJsfOqc5/xTZePPCf2l7ZU7Lxq/8Nji89DTl1f1/9768d/bfjn/lhWY1Mpny2pS6x34E9sP/37/3vaf0X96Pwt7fqvBNsogZtSdF+fG7jOfW3XIfUbtb0n9s+vKfY7k/JXqKvlLdI3eqrnFX9tvPCP7L/74+9f+ILFd+B8+lTLS+vHH/y7+ADGiJP7ruibL0IMmGaM0jbj4eP9WTbsvfjPqLw3Ga+dJk+iYGiy1+Le2nXawpvGXaFr94xtr2v3j//724r6+ft5af8pf2p9Wnr+UppT/3/98S1rqvfi11P9H6c8x+vxprgWr2i+naef377qu7d9/535v/5br+Gz9zzx+GgmaAgghw2rWu9SbC/mRhpDlwq2kIWRx2JE2rKsW7hW/p60r5R+f+9I5SLVVXFfufGtDyDRtHmuS+OfOf/w5LWE3rYY//prytQ1DUmW09Wv7f885OO384z++/Wf0H0LIsJrVYBtlmMqIO++1Oze1cI14A4La39r6c+Fc0rpq4XQ9IWca3962yn3m7pWHXv8eLOi/u38PtD/++BM2BkZhBQarWeudktod89pdyNKqSsk/lXAvveOZS66VJNznEuMldUn8Neeg19+3Wc8KjKR+6fmX9Kfa8WsttbrX4t9bP/572691BabkJ/kulPy1/b/lHFhpP/z7/Xvbf0b/YQUGq9mQFRhi7mSg6V9Kd15G5iy8v738spp/WDZn2vpDUhsLSOrK+X99/VwsnyIuL/VN1dOTs5Dzl6I5/9KchVn1n+JPzoIMCzkLsb/2Or5Cf0nTrvPnNVlqv5bf4Nn6a5p2nD/GTzLQFMAKDFYz7Z2S1J13zQqMtOysbZRbVnta66p9Zq38jByYsK6WFRip1tyx1/pFbQVm9J3P3v7fWz/+e9uvdQWmtYx2dUXynuYYrLUf/v3+ve0/o/+wAoPVjBwYWMqOOzfxyolzTr3FcPh3yxbPms8vrYik3pOuvmjryvntjnnuPf9W7rzif09/5+i/+OMPMB1WYLCa9d5Rka7AlOrRrD6kdveSxpznfDSrJS35NhL/2jmotZPG36+EaFZgUv61+qXnPz4/vXcJa/pbPtfinVf8+9tP65/bXTC00m57rVp7VyWtth/+/f4zVvV69bMCg9WshuhBltd1mYu7Q5OMUZqkd/KT5V6/uU+v6QcQxuWz9bwmHvwWvRbf+fF38v3zTrQrGbF/ifjOk6iu19/Lp3IW/u/L/5Llc/Xn6pXu5Bbq+P7lxX16/ea+f/mZG5Nqg8zneK0tD8v0Zb475z7cj/pL+PNk6c6j9nu34s5nSdOuO69e0+47v6F/yzUzVX/P9SOmpmnH+Qs1WWm/1t+7mfolmlafv1jT7vZLabIAmmRs08QKDLbCeu/u9OTAhKsJvmzu71w9td26SrpqdaX843NT0hb65+qqncNc2bBeTc6Splyp7XLtmTrmGX1zxPu99eO/t/2070tWHjUrp7U6V9xdP7n98d+/OjPjuLHnN3JgwDQj7tzU7uqHd0DDsrm/S/4pcvoldUmOv3Z8qd3WpL6hf67s9y8vxZyi2XfuSjkxu+8c4o8//Rd//AE2IFmBua5r+0wsNjSdpSm82+I1ae7AaHIqpDtgpTRpPrO0KiI9ptLrcdulckK0z2aR+ud2IQs1ae+gxeVT/pK8gXjVqLWPj1w5ik2iafWd21iThTvHPdenWe0nPU+51yXXEOmzjEqaNP6pshbaf7S/pj+t0p/TtPL8xWWv6zLXf6yMVdBkR1N1fkIIGbbCJIPXksVhTH7w7X/IJWFIYdmcSScw4aB+Zl1x+TjsLKUrZb5szj9VNnw9paunD2gHf+H72sGfpD9qy1ocvOE/p/20/tJJ+Mrz13v9Pbn98e9v/xn9p/czsOe3GqIkfoCR9Cw7/0qM/effTQFKyesxYdnc3zWk+kfUFZcPj19bb82/pOs9kcSvOYaUT9K/slHAd+fcp9dyyFuLlpayK+vHv8+/t/1U/oU+7Dem0NYv1ST1OznsCP/n8O/t/wBMYGApIy5+4eTFv6bxr/1d85fq760r5+uPP5ebU6qr5J/T5Y83nDC2EE6qcnxc5fcln1HT0PKcIeK8zyVsv972l/iX+vD728uvmwgtfSoc/Gn8/ffGyuAVf/wBehEl8cfbo5X+rynb43snTafr9/iLV2s9728v7uvrZ+dcevAu0SClR39PPaVz7Ny/g544Mbimwb/v9Yf+muPx5z9XVqq/Vjb1/9yPn7Q/hf1H4nu376g1TaP1h/1HU49H23/i/8f9t0d/i4bU9WuX/pZ2R79cf+r/FvTH3x+p787rhuWyz66pCjkw2ArrjXft2UY5VTb3tyaJf0Rd0i1Wc9pyuTmpekv+8XlMvd4Tt/8ujHmWbNXcoqOn//X2XWyvSfveKH/JQyq1fTj21x5Pbx/GH//R/lxXsZrV+I8DME4t5ErzfktYV+3zS1uk1v4ubbEqrV9Sr2TZPlfP7rCB3f5wPr3tf3L/1V4/ZtSP/9nt3+vP9RemwAoMtsJa77bEKwKhSXfxKpWtfWbNP7WrkHS3rpxPzr9ly+ZW/9RDNntXPlpWYFI+Gh0j7hxyp/BsW7n64pzs+y/twzl/qabUCvWqc4e/Hf/e9p/Rf7iuYjUbsgKjjktbAJpknKxJcufm/e3ll9X8w7I509bviVdSws+T1JVaiYn9JaTqkPimdKX8NP1p1Z3HnKaddz5P/t6txLImC3fOczkLq+tPUdO04/yVckZW1J/yb+3jM/VLNK0+f5avBZZAUwArMNgK095tictrc2BS/mHZ3N+plYdc/anX4+eUSOqq+dfKp85bXFfpHMZ+qddL50Da3poVGOnK1aj+VvLnTuHZ1tJ+Pe0veU6RZuV0xPu9198V5xz/ef697T+j/3BdxWpGDgwch/bOTWqloLSNae3v1i1Onft9dzRJXTn/eOVIg7SunJ+2vtTn9Ny56zn/I+rv9YezGdH+J/df/PHn+glHIFmBua5r+0wsNjSdpSm821LSlLsrI83f8CsVqZURyXnKPSlbugKTWymRHlPoH58nzQpM6zmsrcDU+lOpfs0KjORp5qn+NOPOZ8tnWvneoUnXfu9vL39o0vrndhcMTbLbXuk85cppX+85V6m2s7byYMFf08dn6Y9fz2la2X+kmnYamvZqqs5PCCHDVljvknIphCy0sGycGB+XTZkksT6nK6xfW1fsH76WK18qWzovKf9U2TgUZkXYi/aca/tYiz5CHc623sGX1r9lEq6pJ1e29+aBxcE//mP8e9t/Rv/huorVjBAyOIKeZWfvF/unEuPDMrm/S/45Uvo1dZWOX7oFcuo8aM5p6vx9epX5zwg76D3/vfXDfbh7/8Uff66fcBp/7RYAMOLimSO1O1jt75J/rv7cpERSV+34S8eX8pccV+rzU2W/f3lxH+7bb7k9tfq1lPz9+d9VPzw/kvbXfI/c67dff393zn24b+77l8g/KKOpo1Recp3oeV+rB39b/rvfBxgOOTBoWmHhcnFLzoIkhExTVhrWVfrMEXWljj/MgdGEkPnzOSqELGwfH1LWmx9Qe01ynuOwuZ4+Piu0xsr3Dk360JjenAXJ91Sy255Ek9R/RrjOXfsTmtCEpjWayIHBTJg2Zju2XGK+/wzpBMaXzf2tmaiUJhWj6iqVz72Wqit1DKF/rmzpvGoHRXF56eAvfk87+NP0yZ5ymE3Ltd+s/iOdhK/qvyOOFcMwbLWRAwMmaQnbCcO5tGFSqbKtn+HLa8JOeuvyhMev3Sq65q89j6vDtuL2J2wMWtndf53bu9UyAMDpkAMDy+n58f2VE/HPN/XzQnzZUv2SpFuJ/lpOy98/9dcIP8fngvjj19brXN5f+9ydXYMvr5/BH7Riof/2QP8FAHBOtAJzXddkGXrQJMOapve3F/f19XOXf3wn3pvE15cL/bSfId0VrFSHpK7rupJ+pUFQ7bhy/tJzsHvlI6VP08dXDf6sfe+cQ5NzsvYvaRrRf0sbUtQ0WZq80J9koEkGmmSgKYAcGGyFhTkZLZaKGV+dAyPN2ViVA5PKC9LkwIT+LTkwLX1A0s41/1Ydrf2P/IGzLXWNmNkPJM8paunDPfrpwxiGnWbkwIAZeu8cSnI+avTkpWj1S+qShqylyN3JTdWV+ozYv3QOtHk7M/wJG4NWdvef3f4AAE+HZAXmTtu2oWmOhXcAtZpyqxXSHcNKqx2xJs1uY758bovU1LGnyuX8vabSyoPkTm6Lf7y9sn+tpT9p7oBLnlAel6lpWnXnXaNph91Vk7b9erYKd072/deswLwP2Cp8xgrMXfsTmtCEpjWaqvMTQsiwFdYbvtP6HJjQPyybs9zgozbQT22Rqqmr9JyTnLaUrlxdpXMY+8Wv5+rStnvLBGbE4K+33xJ+c7atDr1KXX9KZWZpD/3pwxiGnWaEkMGxSMMmSqFl8Xvh/3N/a+t3Lr27kKauXGJ9rnyJWl0Sv7D+VnaHzez2h7PZ3X92+wMAWIYJDJhE8+ObGmjn/KU5MC0//vEkRJtvk3vOiXYioc3tyZU9efC12x/OZnf/2e0PAGAdtlEeCJpk1DSN+PHt8e95zkjLFqkp/7//+bat7UqTHomm3vbTnv9Yk4XB34nfux1Y1LT7+pOqn63CZaBJBppkoEkG2yhjT23SGGxNzHhqG2WfK5JKjA/L5P6uJdbXdPnP0NSV8o/PhyYHJlVX6RzGfqnXS+dA2s6aHJhSXZKtlkf2U/IHzjZN+43oP6nrT2ySrZZHHit9GMOw04wcGDiG1juHfsUg9M897FEa1tXyxOxYvzaETBL2VqtfWlfJ39N7/FrC+kec/5b6Cbu5LyP7D/0XAGAuf+0WAOCcIOfj9dufr79mBvs/y353zn24b+77l5dk2ZIW59wf/hJdvn5tXSn9kvKlsqLPTbzmy37/8uI+he9n6vr7n2/DBl/hoM8PAiVheQz+oIcZ/Yf+CwAwD3JgBoImGZKchb//+fab5V5L+YR/Py7nPikmFPFnhf5x/fFuXzldtXpS/n//8819ff2c1ZWrX1NPrnxY1k9i/GtfXz//4T9z8CW5k21x8HfC984CFjTF7a/VtKL/ljTtmrxYaLsYNMlAkww0ySAHBntq08Rmp16T5sBIy5byUqT1r6jLSg5MLq6/N78gfk1yniXP2ejtl63HiNmz3rws7WdLvqepHLPRxzbyODEMw1YbOTBgFu2dw9ydzNY8j9ZcEamPpC7J8YvDySp11fxLZVNhMC3nLPbvec6OxZUXOIeV/Yf+CwAwFnJgYAstP75hTLnP02h9UGOufmnibSpnI1eXLx++Lh38h5/zcf1+/Kn6a+cj569tC+/fOonpaf9W/9764XnY0X/inBj6LwBAO+TADARNMnp+fP0goHW3Mm/x/8PXJZ+zYvBxXdcf2mrHnzqm8Lhy/tJz4DXtGnylBn8jcxZGYfF7h6Yf1Np/5nOqWnYnc+53TVYmL/QnGWiSgSYZaAogBwZbYalclVrZ0KQ5GWHZ+LUReSmSnI1crkhYV65c/HpOW+55KbUcmJx/LQcm9i+1Valda+Vrz8/I5QJp++FsH8yOhe23IudE8pyi1j7cqp8+jGHYaUYODJhh5J371ife9+TAjLjz2fOcm9C/dCe3dFwlf8k5sPaE8pX+cDa7+89ufwCAZ4IQsoGgqYz/8W3VNGLwnDO/PfDM+lOUwkmu6ypud5yaxOWOLzU5Cf1rWyt7/9a2m5nwL9G0evBn6XvnubMmTfunNO2efFicvNy5P2lAkww0yUBTACFk2ArThhrF/5eGaqVeD8OvapYLkyrVldsiNfRPhU/lwsDiELJQm+RYU5Y7X2GoWKpszV8TEtgafiMJ2xvV92b4Y3ttdfvnwjpLZWbrpw9jGHaaEUIGRzP6zqXkb239tXCuHv+SNkn51l3aeuoP2X3neYQ/3BcL/e/ZVm4AAEbABAbMMuPHW5MDo6m/9zkPpZwU7SBam9uTKzsz7OsO/nA2u/vPbn8AAMs05cCU/q8p2+N7J02n64+RlPU/vq2a3t9e3NfXz1kNNTQ5F/7/qeeUaPTH/jX9pfbQlM39P3X80np69cfnX9ufQv+WY0/pf/bvqDVNO/WP6D/x91+jqdb/W/VLfFeXtajpdP1oOlfT6fpH1lOFHBhshfXkwDgn3664VDbMxcj9ndueWVtX6pikuRylbZRrdeWOq6Y19sttoyxpq1xbS3NgavkBkq2WR/ZV8gfONm379ba3JL9FstXyyOOlD2MYdpqRAwNHMSJsyTmn3mI4/Pv7l5emh83FnzPKf3UI2e6wldaH/Y2on7CbezMqZ4r+CwAwl792CwDw+B/f1kmA9/+4/h0Ex1sF1/w9KX9N/S2k/EPNtc/tGbz48x7X913xGUMGf6+/P6em5fz31M/g776M6j+568+q+gEA7sDjZ5hYvsDj4a7r0semTQZNMqxo6l2Z+PSa/mH+/uXPz82V7UVTV6qs1FdbVy+jj6tEbbe3eNCXGgTGr13X5f7vy/+mDf5aBoZWvnchd9Ukab84Z0SrKfQP+2duEhO/XtNY01TznzG5uWt/0oImGWiScSdNlelJPcjMGYiDw+5lvTHrqeeqaGLOe/1zZVpyQyQ5MLX6c8+bCf3jfBnpsZWOq6X9JHk+kudsjOxv5A+cbbPbV3L9iH1SeW6zjm9EHRiGYauNHBh4aiR3FkthHCv8S0jvDpcY9ZyZ1lWy2cff+5yd3vrheVnRf+i/AADjEU1grC1XOYcmKc+sSfvjXXpOS4um2YOP67rc3/98+2UpfympSVjoX6on1tRSfwrN+Ss9Z6e1P80c/D3z924kOzXl2l+qaVT/lZDStHvyQn+SgSYZaJKBpgBCyDBr1hsSUQrZSG0PrPHXaIzLhz5Sf+/nQ8hi/ZItW8NjyPmH9UiOMxdy1tvGki2UJWFzI/pYa1tjtmzGtsLa60f8nuZ7q61/RHkMw7DdVoNdyOA4JHceUyEb/rWPyzn3Wt4trPTe6rCPeGe2WL9217Pc8Ut3gNsZ9uLvZBN2A61Y6L890H8BANhGGQ5D8uP9/cufZcItmjU7EoWvuUvmr/1siY9z/+4AFvprPs9/TuzvLnkOzO6Y/XCr5R31w9lY6L+PAVutAwDcHXJgBoImGbNyFt7fXn4Nwv3f8Wup93Jlc/49aAYfufNU01o6rpy/hPe3F/f19bNYf8p/xuBxRs5CL8/0vZvJSk3S9i9973ZNfq7rMjd5uXt/koImGWiSgaYAcmAwa9Yasx7nZYQ5HSP/bj2mFt9Z+qXHVztu6TFJy+VyA0L/lvyBnhwA8gfOttbvXmsfSPXP2F/bh1fqxzAMs2BsowzH0xImFa84jP5bQ+/KzWj92uOzEHZDzgv0cHL/G+EPAPB0sAKDWbPwbmHPqkX4t+Zzev1Tn9W7ApPTUPvMkf4z3o9Nstub5u71iDvX3L0+21avvkkeUintw6NWXujDGIadZkNWYIi5k4EmGatyFjT+M56z8Az+MZr+tEq/1ZwFa6BJhtdk4fu38zlVNSy3nSXQJANNMtAUwAoMZs1673qn/LUrMD3+qfLaY5KulmhyU1r8W1dYWtuv9Tk9o+pP+XP3+mzrXfnUmuQ5RbU+PDrnhT6MYdhpVoNtlMEkvXcOd/pbunN7ov/H5dzjYP1wNiPa/+TvHwDACRBCNhA0yZipqTVhNQwb6a3/5LCRmn9N04jBk/Zhf6EmK4O/u33vWrGm6X3AVuHO6fpv7M9W4e2gSQaaZKBJBiFkGPbTRiTMt3zmKP/cezMS4jWhTi3+vZsEaNsvDK3JhdlItlru6T+jPxfba9L2G9V/fP8shYlJtloeeZz0YQzDTrMhSfwA1tl95x3/8f6alZjd+uFs6L8AAGfBBAaOZ/ePP/7z/CWDwN364WzovwAA50EOzEDQJGOkplE//q2aZg4+pJpWJhynNM0efJUGgSNyFmYM/p79ezeK3ZpS7T96q/Ba/925VXgPu9suBZpkoEkGmmSQA4NhP603Zn33FsS5z7S2NXNvXo62fslnS/IGJFst9/SfnnbG7Nms3KacvyR3S7LVcmv9M44VwzBstZEDA0/J7rAL/Nf7h3eyd+uHs9ndf53bu9UyAMDpPH6usuQLPB6rtAA45/q3Moa1aAdSpcHXx/VjoFdCUqa1/hHlwRZx+82evNT6p5/EtPbhFv30YQA4jcr0pL5G45z7uK5r+1JSbGhCE5rmW2/YW+3zYpM8oTwuozlPLfpbfCy0HZr+bD9JW5Y0SfxLfTjeall7nlq/fzNCyO7an9CEJjSt0VSdn5ADg2FYzkY/56VWZsbgr1c/+QNnm2+/VTknkucUtfTh0flmGIZhlo0cGADoZnfOyW5/OJvd/We3PwDAs8E2ygNBkww0ybCiKRw8tWiaPXiradox+LPSdiF31tSzVfjuyceIrcJncOf+pAFNMtAkA00BhJBhGJazlVu9OvdnaI12q+UZ+gm/OdtWh16F/VO71fJI7aE/fRjDsNOMEDIA2IKFO9eE7UAru/vPbn8AAMswgQGA4ewefO32h7PZ3X92+wMAWIccmIGgSQaaZJyqqXfw9HGdnbOQ0mQBNMkY0f6j+5/mPK2avFhsOzTJQJMMNMkgBwbDMHOmjZ3vjbX3uQGlHAHJVssjj5f8gbNN034j+s/HVc9xkWy1PPJY6cMYhp1m5MAAwBJGrHx4Hpf79cTylfUTdnNfRvYf+i8AwFyYwABANzMGX5pBIIM/6IH+CwBwFk05MKX/a8r2+N5J0+n60XS2plrZ3HNipPWknnPh3/ODwJKmePCmPfZe/dqyq+o5XdMq/bP6j3PO/dddvyYxpf7/9z/fluiXHM/qshY1na4fTedqOl3/yHqqkAODYVjOarHzo2P2c7kB4euS52yMOr4RdWB7rdR+M/pPqg/Hr/n/r3rOEn0Yw7DTjBwYAJjCyrCXVDgOYTfQA/0XAOBcmMAAgJodg69wEMjgD3rY3X+dG7/VMgDAnRBNYNRxaQtAkww0yUCTjCuK+W+hx/9x/fi3FPM/s34pVtvOGjs01dq/pqm3/2p3J3OunPOyC/qTDDTJQJMMNAWQA4NhWM7i2PnZMfu152f452zMqn+UD2bHwvZbkXMieU5Rax9u1U8fxjDsNCMHBgCGsDtsa7c/nM3u/rPbHwDgmSCEbCBokoEmGZY0pbZ6bfHvrT+FRNPqwZ+ltvPcWZOm/VOadk8+LE5e7tyfNKBJBppkoCmAEDIMw3L2/vaybKtX59KhNdKtlkfUP8Mf22ur2z/un9Ktlmfqpw9jGHaaEUIGAF2cfOd5hD/cFwv979lWbgAARsAEBgCmsHvwtdsfzmZ3/9ntDwBgGXJgBoImGWiScbKmlYMvizkLJ7fdSqxq2t1/Yn+2CpeBJhlokoEmGeTAYBhmzlZvO/xx1fMDJFstjzxm8gfONm379ba3JL9FstXyyOOlD2MYdpqRAwMAyxhx57f1YX8j6ifs5t6Mypmi/wIAzIUJDAAMYWTCfMskhsEf9DCy/9B/AQDmQg7MQNAkA00yTtI0Y/AlHQRayFlIabIGmvKE7d+iqaf/5vxDapp2TF6stF0ImmSgSQaaZJADg2GYOZPEzo+M2U/lBsSvSZ6zMfIYyR8422a3b+05RbU+veI5NfRhDMNOM3JgAGAaK1Y+Sneyra28wFnQfwEAzoQQsoGgSQaaZFjXtHLwlRoEev/W8zRz8Ge97aywU1Ou/WdsFV7qvxJmbBXeC/1JBppkoEkGmgIIIcMwLGe50JNZYS+SLZQ/rjVhN6OOFdtrM7YVLvmX+rB/T7LVcmv9I8pjGIbtNkLIAGAoO8NeHtePfwm7gVZ299/WLZZH1A8A8CwwgQEAMbtj9sOtlnfUD2djof/6SfiO+gEAngVyYAaCJhlokmFN0/vbi/v6+rnLf8bgcUbOQi/W2s45NEnbf+VW4VJGbBU+mrv3JylokoEmGWgKIAcGw7Cc+dj5VTknudyA2lbLo+of7Yvtt/e3l6U5U6n+WdtqeWT9M/wxDMNWGzkwANCFhbAbcl6gh5P73+6wSwAAizCBAYAiuwdfu/3hvljof0zeAQD+hByYgaBJBppknK5p1eDLas6CNdAkw2vaPXkI/VvO0+zJi+W2swSaZKBJBpoCyIHBMCxnrbHzrX4+N6D1ORu99af8yR8421rar6fNJc8pqvXh0Tkv9GEMw06zGn85AICB9N75/bicexi58w33Y0T7W1m5AQB4VgghGwiaZKBJxomaRgyetA/7CzVZGfyd2HY7sKZpxFbhzun6b+zPVuHtoEkGmmSgSQYhZBiGmTNN6MmIsJcwtCYXZiPZannksRJ+c7ZJ229U//H9sxQmJtlqeeRx0ocxDDvN2EYZAKYzY+VDsxJjZeUFzoT+CwBwFkxgAKCLmYMvySCQwR/0QP8FADgPcmAGgiYZaJJxgqYVg6/SIHBEzsKMwd8JbWeB3ZpS7T96q/Ba/925VXgPu9suBZpkoEkGmmSQA4NhmDmbGVef8pfkDUi2Wu49tpHHie21WblNOX9J7pZkq+XW+mccK4Zh2GojBwYAhrMj7CW8k03YDfSwu/86t3erZQCA02ECAwAqdk4eHtePfxn8QSu7+2/rFssj6gcAeBaacmBK/9eU7fG9k6bT9aPpbE0h8eBJW0/o36LJP2dDUjb1/179I8ququd0TTP0+/ZvrUfTf1Ka3t9efk3Cd+iX1rOyrEVNp+tH07maTtc/sp4q5MBgGJazMHZ+Rcx+KQcmfs7GjPpH+mE2zLffqpwTyXOKWvpwj376MIZhpxk5MADQze6ck93+cDa7+89ufwCAZ4MJDAAU2T342u0P53Ny/xvhDwDwbIgmMOq4tAWgSQaaZKApTynmv8aKwVtJ067Bn5W2C0GTjFCThclHnPOysv4S1tvOCmiSgSYZaAogBwbDsJytjrsPcwO0z9kYqT30J3/gbFud+yR5TpGkD4/M2aEPYxh2mpEDAwDLsXLnepc/nM3u/rPbHwDAOoSQDQRNMtAk41RNvYOnj0uXsxBrsjD4O7XtVmNR04j2H93/NOdp1eTFYtuhSQaaZKBJBiFkGIaZM23oSW+oig+tKYXYSLZaHnm8hN+cbZr2G9F/Pq56iJhkq+WRx0ofxjDsNCOEDACWMDJhvuWJ5RZWXuBcRvYf+i8AwFyYwABANzMGX5pBIIM/6IH+CwBwFuTADARNMtAk4xRNMwdfkkGgxcHfKW23Gwua4vYfuVX4qP47c6vwViy0XQyaZKBJBppkkAODYZg5q8XOj47Zz+UGhK9LtloedXwj6sD2Wqn9ZvSfVB+OX5Nstdx7bCOPE8MwbLWRAwMAU1i58pG6k21x5QXOgf4LAHAuTGAAQM2OwVc4CGTwBz3s7r/Ojd9qGQDgTpADMxA0yUCTDKuadk4eHtePf2flLIzCattZY4emWvvXNPX2X+3uZM79rsnK5IX+JANNMtAkA00B5MBgGJazOHZ+dsx+7fkZ/jkbs+of5YPZsbD9VuScSJ5T1NqHW/XThzEMO83IgQGAIewO29rtD2ezu//s9gcAeCYIIRsImmSgSYYlTX7w1Kpp5uBNomn14M9S23nurEnT/qu3Cl/hP4M79ycNaJKBJhloCiCEDMOwnL2/vSzb6tW5dGiNdKvlEfXP8Mf22ur2j/undKvlmfrpwxiGnWaEkAFAFyffeR7hD/fFQv97tpUbAIARMIEBgCnsHnzt9oez2d1/dvsDAFiGHJiBoEkGmmScrGnl4MtizsLJbbcSq5p295/Yn63CZaBJBppkoEkGOTAYhpmz1dsOf1z1/ADJVssjj5n8gbNN23697S3Jb5FstTzyeOnDGIadZuTAAMAyRtz5bX3Y34j6Cbu5N6Nypui/AABzYQIDAEMYmTDfMolh8Ac9jOw/9F8AgLk8foaJ5Qs8Hu66LnNxd2iSgSYZaEqzeheuT6/f3PcvL9n/516bjXZgaKHtYu6qaWcfzvXVE/pwjbv2Jy1okoEmGXfSVJmeyCYwAHBP/OCvNPgZeef44/px9zokfu3jcssHfwBSPr1++6O/lvr0ipUXVmcA4DRqExiS+DEMy1rtIXijE45zyc3h6x/Xv34rHlK48vjxP7/9Un04fs3/f9X5I4kfw7DTbEgSv7XlKufQJAVNMtAkI9S0MmY/lVPg/VvP00z9Ek2rcx5iTbtzLt7fXtzX189b60/5z9gqvNR/JczYKrwX69cnK6BJBppkoCmAFRgMw3KWW4GZdedYsoVyuAIzun5p2RNWHvDf036lPuzfk2y1PPL8sQKDYdhpxjbKADCUnXfu41yC1fXjj39v/23dYnlE/QAAzwITGAAQY2Hw2IMF/fjf279nEs7kBQDgB+TADARNMtAkw5qmO+Us9PrPyFl4Rn9NH1+lP6dp5/m7rsvc5MXa9ck5NElBkww0ySAHBsMwc+ZzYFblLORyA0L/lhyYHv0rjx//89sv1Yelu+1ZPH8YhmE7jBwYAOjG2p37lf7O3fv4T/d3jvYDAHg2mMAAwDQsDN7Iubm3fw8W9O+e/AEAWKQpB6b0f03ZHt87aTpdP5rO1qQpG/4/HjxpNYX+LZpSz4mxol+iaaX+lCb09+sPc8Ys6Jf6rixrUdPp+tF0rqbT9Y+spwo5MBiG5aw1f6A15l7yhHJJDszInIGVx4//+e0n6Z+1HJjR548cGAzDTrMafzkAgIH0hq18XM49Dg67wf/e/s6dnXMDAHAC/9ktAACehxGDp56H/e0e/OGPv3Pn9l8AgGOQhJBd17V9KSk2raZS+eu6ut5v1WTxPKHJjlnQFIeQlTSNCHsJQ2tyYTZxiI7XNCtsSfq50vM08/yV3q9p2hH2FWqy0n6t3zvv7/ttKUxMstWypu1q/jNCyCxcn9CEJjTtt1maajx+TlKyPB6P0tvmqSUIXdf16/Xwb+n7AM/M6i1YP73K7x5//7JOW+2u9u475/jn/a324ZX917m+sDYAgNVUpifu6ScwntrkJPWa1Ke1znhylXodYDe1weXowefH9SOMLPd//xqAVUr9N/7/iskfoWUAcBq1CcytQ8hqr0l9cu9pPr9W76rzZLHt0LTXSqFRs8J+4hCb3P/f315E5ykXziPRH4e2SfxjTT31j/JPnaeV9e/y17Zf6jxp/FNlc2Fl0uPP9fGW8MZRZuX6hCY0oek5NVXnJ5IJzDNYaTJRm0i0Ti4sTGAwrNd6cwu0n+utNImRbFVb+zzt4K/Vv7d+/M9qv1LuVk/9ueMaXRbDMMyC1WAXMlcP2SKkC+B3VoS9xLuRxf/X1h/6t+jHH/9W/x1hYwAAzwzPgQEAFasHX3G+S0/+ix+Etj5nBn/8Jf6lPsrkBQCgH9EExuLuWyM0+c/IJe3X3tdq2nEOn7XtRoMmGasHX3Hyvvf/uPomMirf129DJ1H4L/bf0H5xv/W0fn/8tcDS5MXi9QlNMtAkA00ytml69hyY6+czXELLlal9Rm/d/rXw/drfGLbbfPz8jueE5PxbPqu1fovHj7/d9tuVMzbz3GMYhq02kvg3GhMR7Bksfphl62eM9Nd+Xu/gz9rx42+3/VJlTz5/GIZhO4wJzEZjAoM9g+0ePPUOCC3qx/95/Xsn2zP0M4HBMOw0qyHahcxavJ1zaJKCJhlokqHVtCJnpqRpRP0teE27E7ZD/5b+NFt/TdOO9gs1WWm/1mvBzJyZZ7g+rQBNMtAkA00BrMBgGFay3tyDGfVKH2A4on6Lx4+/3fazmDPFCgyGYacZIWQYhnXZyoR5qX/v+5r6LR4//nbbz2LOFBMYDMNOsyETGIu5HGhCE5rWWDj4kWhaMXgrado9+Ht/e+lqu1nnT6pp5eA7pclC+606fqm/pj/N2ERA2na7DU1oQtPzaKrx+DlJyfJ4PEpvq7EYv2cVzhVYQBNHvypnIFduRv0Wjx9/uf/q9nPONX/GrPM3MxcGAGAGlemJ7EGWd8DaZMGaHoAaFgev+OO/2r9144fd+gEATkK0CxkAQIndgy/88cefyQsA3Idjt1G2iMXzhCYZaJKR0rR78GXRX9N2q/TnNO08f9d1mWu/u20V3sop16fdoEkGmmSg6V/IgfmJNV3XdZnTBPekNEDaNfgMw3Vm12/x+PGX+69uP4s5U6zQAMBp1HJgCCEDgCZOGLzijz/+AADPB0n8P2G1A0COhcHXyYNH/PHf/f0BADgZUQiZxXAmNMlAkww05WndVemZCAeL0pwFazknXtPuwXPo39LHtfXTf38wesJj5foUgiYZaJKBJhmzNNVCyJbnwAAA9MKgFCzD6ggAQB9MYAAAAAAA4BiGJPFbW65yDk1S0CQDTTLQJANNMtAkA00y0CQDTTLQJOM22ygDAAAAAADkYBtlAAAAAAB4GpjAAAAAAADAMZADMxA0yUCTDDTJQJMMNMlAkww0yUCTDDTJQNO/kAMDAAAAAABmIAcGAAAAAACeBiYwAAAAAABwDE05MKX/a8r2+N5J0+n60XSuptP1o+lcTafrR9O5mk7Xj6ZzNZ2uf2Q9NciBAQAAAAAAM5ADAwAAAAAATwMTGAAAAAAAOAbRBEYbl7YCNMlAkww0yUCTDDTJQJMMNMlAkww0yUCTjF2aqjkwAAAAAAAAViCEDAAAAAAAjoEJDAAAAAAAHAMTGAAAAAAAOAYmMAAAAAAAcAxMYAAAAAAA4BiYwAAAAAAAwDEwgQEAAAAAgGP4/75cRtlUersqAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "c3207752", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "rsil PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R_termination = ihp.cells.rsil(\n", + " resistance=Z0,\n", + " width=0.5,\n", + " length=2.5,\n", + ")\n", + "R_termination.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "f2ce5f93", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "via_stack PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "R_termination_ref = c.add_ref(R_termination)\n", + "R_termination_ref.connect(\"e1\", via_M1_TM2_ref.ports[\"bottom\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + "via_M1_M5 = ihp.cells.via_stack(\n", + " top_layer=\"Metal5\",\n", + " bottom_layer=\"Metal1\",\n", + " vn_columns=2,\n", + " vn_rows=2,\n", + ")\n", + "via_M1_M5.ports[\"top\"].orientation = 180\n", + "via_M1_M5.ports[\"bottom\"].orientation = 0\n", + "via_M1_M5_ref = c.add_ref(via_M1_M5)\n", + "via_M1_M5_ref.connect(\"bottom\", R_termination_ref.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + "connection_R_termination_vss = ihp.cells.straight(\n", + " length=10, # manual meassurement to fit the design\n", + " cross_section=ground_cross_section,\n", + " width=2, # manual meassurement to fit the design\n", + ")\n", + "connection_R_termination_vss_ref = c.add_ref(connection_R_termination_vss)\n", + "connection_R_termination_vss_ref.connect(\"e1\", via_M1_M5_ref.ports[\"top\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "e9ed8348", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# r termination metal5 nofill\n", + "c.add_ref(gf.components.rectangle(size=(connection_R_termination_vss_ref.xsize+20, connection_R_termination_vss_ref.ysize+20), layer=ihp.tech.LAYER.Metal5nofill)).center = connection_R_termination_vss_ref.center\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "ac25ba13", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_bpd_pad = c.add_ref(ihp.cells.straight(\n", + " length=32,\n", + " cross_section=signal_cross_section,\n", + " width=ihp.cells.waveguides._calculate_width_from_Z0(Z0=Z0, e_r=e_r, signal_cross_section=signal_cross_section, ground_cross_section=ground_cross_section),\n", + "))\n", + "connection_bpd_pad.connect(\"e1\", bandpass_filter_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "3d555cd1", + "metadata": {}, + "source": [ + "## Probepads for LO Input\n", + "\n", + "For the external LO input signal, a GSG (Ground-Signal-Ground) probepad array on the left side is added. This probepad:\n", + "- connects to the bandpass filter input path through a transmission line.\n", + "- provides controlled 50-ohm probing interface.\n", + "- includes a Metal5 no-fill region to minimize parasitic capacitance." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "6344ef30", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "bondpad PyCell placed successfully and GDS written.\n", + "guardring PyCell placed successfully and GDS written.\n", + "bondpad PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "probe_left = c.add_ref(ihp.cells.bondpad_array(config=\"GSG\", pitch= 125, width_ground=120, width_signal=65, length_signal=65, signal_cross_section=\"topmetal1_routing\", ground_cross_section=\"metal1_routing\", ground_connection='psub')).rotate(-90)\n", + "probe_left.center = bandpass_filter.ports[\"e2\"].center\n", + "probe_left.xmax = bandpass_filter.ports[\"e2\"].center[0]-15\n", + "probe_left.connect(\"e1\", connection_bpd_pad.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "c.add_ref(gf.components.rectangle(size=(105, 105), layer=ihp.tech.LAYER.Metal5nofill)).center = probe_left.center\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "02f15644", + "metadata": {}, + "source": [ + "## Probepads for RF Input\n", + "\n", + "For the external RF input signal, a GSG (Ground-Signal-Ground) probepad array on the right side is added. This probepad:\n", + "- connects to the BLC_3 through a transmission line.\n", + "- is placed at the RF input node of the six-port network.\n", + "- includes a Metal5 no-fill region to minimize parasitic capacitance." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "bf8e3040", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n", + "bondpad PyCell placed successfully and GDS written.\n", + "guardring PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "connection_blc_pad = c.add_ref(ihp.cells.straight(\n", + " length=42,\n", + " cross_section=signal_cross_section,\n", + " width=ihp.cells.waveguides._calculate_width_from_Z0(Z0=Z0, e_r=e_r, signal_cross_section=signal_cross_section, ground_cross_section=ground_cross_section),\n", + "))\n", + "connection_blc_pad.connect(\"e1\", blc_3_ref.ports[\"e2\"])\n", + "\n", + "# probe pads right\n", + "probe_right = c.add_ref(ihp.cells.bondpad_array(config=\"GSG\", pitch= 125, width_ground=125, width_signal=65, length_signal=65, signal_cross_section=\"topmetal1_routing\", ground_cross_section=\"metal1_routing\", ground_connection='psub')).rotate(-90)\n", + "probe_right.connect(\"e1\", connection_blc_pad.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "c.add_ref(gf.components.rectangle(size=(105, 105), layer=ihp.tech.LAYER.Metal5nofill)).center = probe_right.center\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "29dbb497", + "metadata": {}, + "source": [ + "## Measurement Bondpads for Power Detectors\n", + "\n", + "The RF network is now completed, but the six-port outputs feed into the above-designed power detectors, which demodulate the signal for direct waveform sampling and measurements. Since we are dealing with \"low\" frequency signals now, we can add bondpads instead of probepads, which are then bonded to a PCB for convenient measurement setup.\n", + "\n", + "The top and bottom bondpad arrays are arranged as an SSGSGSS configuration and have the following pinout: VREF, VOUT, VSS, VDD, VSS, VOUT, VREF\n", + "This means that per bondpad array, two power detectors are connected. Metal5 rectangles are placed around each signal bondpad to minimize parasitic capacitance." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "c6aa09e4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "bondpad PyCell placed successfully and GDS written.\n", + "bondpad PyCell placed successfully and GDS written.\n", + "guardring PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# probe pads top\n", + "_ = c.center\n", + "probe_top = c.add_ref(ihp.cells.bondpad_array(config=\"SSGSGSS\", signal_cross_section=\"topmetal1_routing\", ground_cross_section=\"metal1_routing\", ground_connection='psub'))\n", + "probe_top.center = _\n", + "probe_top.ymax = c.ymax + 225\n", + "\n", + "# no fill VDD\n", + "c.add_ref(gf.components.rectangle(size=(110, 110), layer=ihp.tech.LAYER.Metal5nofill)).center = probe_top.center\n", + "\n", + "# no fill top\n", + "no_fill_top_left = c.add_ref(gf.components.rectangle(size=(85+125+25, 110), layer=ihp.tech.LAYER.Metal5nofill))\n", + "no_fill_top_left.xmin = probe_top.xmin-(110-85)/2\n", + "no_fill_top_left.ymin = probe_top.ymin-(110-85)/2\n", + "\n", + "no_fill_top_right = c.add_ref(gf.components.rectangle(size=(85+125+25, 110), layer=ihp.tech.LAYER.Metal5nofill))\n", + "no_fill_top_right.xmax = probe_top.xmax+(110-85)/2\n", + "no_fill_top_right.ymin = probe_top.ymin-(110-85)/2\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f9702e5e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# probe pads bottom\n", + "probe_bottom = c.add_ref(ihp.cells.bondpad_array(config=\"SSGSGSS\", signal_cross_section=\"topmetal1_routing\", ground_cross_section=\"metal1_routing\", ground_connection='psub')).rotate(180)\n", + "probe_bottom.center = _\n", + "probe_bottom.ymin = c.ymin - 225\n", + "\n", + "# no fill VDD\n", + "c.add_ref(gf.components.rectangle(size=(110, 110), layer=ihp.tech.LAYER.Metal5nofill)).center = probe_bottom.center\n", + "\n", + "# no fill bottom\n", + "no_fill_bottom_left = c.add_ref(gf.components.rectangle(size=(85+125+25, 110), layer=ihp.tech.LAYER.Metal5nofill))\n", + "no_fill_bottom_left.xmin = probe_bottom.xmin-(110-85)/2\n", + "no_fill_bottom_left.ymin = probe_bottom.ymin-(110-85)/2\n", + "\n", + "no_fill_bottom_right = c.add_ref(gf.components.rectangle(size=(85+125+25, 110), layer=ihp.tech.LAYER.Metal5nofill))\n", + "no_fill_bottom_right.xmax = probe_bottom.xmax+(110-85)/2\n", + "no_fill_bottom_right.ymin = probe_bottom.ymin-(110-85)/2\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "212291cf", + "metadata": {}, + "source": [ + "## Instantiate Power Detector Module\n", + "\n", + "An instance of the above-defined power detector module (powdet_sbd) is created. This detector will be used as the base template for all four detector channels on the chip." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "9f67a6df", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "via_stack PyCell placed successfully and GDS written.\n", + "cmim PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "schottky PyCell placed successfully and GDS written.\n", + "rsil PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "nmos PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "pmos PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "rppd PyCell placed successfully and GDS written.\n", + "cmim PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "rhigh PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n", + "via_stack PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "text/html": [ + "
┏━━━━━━┳━━━━━━━┳━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┓\n",
+       "┃ name  width  orientation  layer                     center                     port_type  ┃\n",
+       "┡━━━━━━╇━━━━━━━╇━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━┩\n",
+       "│ vout │ 0.7   │ 90.0        │ Metal4drawing (50/0)     │ (7.37, 40.84)             │ electrical │\n",
+       "│ vref │ 2.0   │ 90.0        │ Metal3drawing (30/0)     │ (5.47, 48.68)             │ electrical │\n",
+       "│ rfin │ 7.78  │ 270.0       │ TopMetal2drawing (134/0) │ (0.0, 0.0)                │ electrical │\n",
+       "│ vss  │ 11.2  │ 90.0        │ Metal5drawing (67/0)     │ (70.32000000000001, 79.8) │ electrical │\n",
+       "│ vdd  │ 10.08 │ 90.0        │ TopMetal1drawing (126/0) │ (23.44, 79.8)             │ electrical │\n",
+       "└──────┴───────┴─────────────┴──────────────────────────┴───────────────────────────┴────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━┳━━━━━━━┳━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mname\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mwidth\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1morientation\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mlayer \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mcenter \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mport_type \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━╇━━━━━━━╇━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━┩\n", + "│ vout │ 0.7 │ 90.0 │ Metal4drawing (50/0) │ (7.37, 40.84) │ electrical │\n", + "│ vref │ 2.0 │ 90.0 │ Metal3drawing (30/0) │ (5.47, 48.68) │ electrical │\n", + "│ rfin │ 7.78 │ 270.0 │ TopMetal2drawing (134/0) │ (0.0, 0.0) │ electrical │\n", + "│ vss │ 11.2 │ 90.0 │ Metal5drawing (67/0) │ (70.32000000000001, 79.8) │ electrical │\n", + "│ vdd │ 10.08 │ 90.0 │ TopMetal1drawing (126/0) │ (23.44, 79.8) │ electrical │\n", + "└──────┴───────┴─────────────┴──────────────────────────┴───────────────────────────┴────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pd = powdet_sbd()\n", + "pd.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "5506cae0", + "metadata": {}, + "source": [ + "## Place and Connect First Power Detector (PD1)\n", + "\n", + "PD1 is instantiated using a mirrored detector variant and is placed by connectivity:\n", + "- Create a short RF interconnect line (`connection_rfin`)\n", + "- Connect that line to `blc_1_ref` port `e2`\n", + "- Attach PD1 `rfin` to the interconnect output\n", + "\n", + "This anchors the PD1 location from the RF topology and keeps placement robust to geometry changes." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "b69c3fd6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculated width: 7.2 um for Z0: 50 ohm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pd1_ref = c.add_ref(pd).mirror_x()\n", + "connection_rfin = ihp.cells.straight(\n", + " length=wavelength/22,\n", + " cross_section=signal_cross_section,\n", + " width=ihp.cells.waveguides._calculate_width_from_Z0(Z0=Z0, e_r=e_r, signal_cross_section=signal_cross_section, ground_cross_section=ground_cross_section),\n", + ")\n", + "connection_rfin_ref = c.add_ref(connection_rfin)\n", + "connection_rfin_ref.connect(\"e1\", blc_1_ref.ports[\"e2\"])\n", + "pd1_ref.connect(\"rfin\", connection_rfin_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "42134912", + "metadata": {}, + "source": [ + "PD1 is now topology-placed via RF port connections. Next, route its supply and output nets to the top bondpads.\n", + "\n", + "The first step connects PD1 `vdd` using the GDSFactory built-in electrical bundle router." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c8ef3d5d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "route_pd1_vdd = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd1_ref.ports[\"vdd\"]],\n", + " ports2=[probe_top.ports[\"e4\"]],\n", + " route_width=8, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " start_straight_length=10,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "40032432", + "metadata": {}, + "source": [ + "Next, PD1 `vss` is connected to the top bondpad using a Metal5 electrical route with a straight lead for clean routing." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "89631bc7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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X3P76cOoCV8HdKp/PZT6+Z0t/LOs2QLwWJfrSbD9be7bCrJ/ZTyL04yjsoY4AYGcTHpheAopSQe96jKizCHrXJlVvfQcx2+TU/Ey/5+3v/sJ6jy2P0nr3QE86p/TjNE0n9+h9u7Qf16Sn9k4Bvesxos4i6F2bXvQmiB+gAARnjkWov0IegxIehcs3583GytrjtZYHZu/fu73XfzToL4B4COIHqIz+Twra8/iP/1be/uEX3veO2xqLWCfaoc9TsY0R06Ax7zEnPKHPl+hSAjNfvhfrQvsCwJ7AgAGAXWPzFqR8vgY274z+XuhzAACALUMMTEPQux4j6gxlePuHX8jjP/7b47XNI6OYpinoYSnhgckxPnyfT9OE8VIJfktgq4w6ttG7Lr3oTQwMAGwe3YsSE5/hu9/1XioxHhWdtZaQrUHPu5ABAED/EAMDALAQ27KxEkvJ5qu/tf4dujfn89rUWGoHAAD7BAMGADbP4eGPjhPqkCfANfHWPTIx+ah7Xff5diRSHhk9fU4MzFLPR256lU5/BQAAKAVLyABgF/gMD3OXMV/gvu3zULm2e0NbqqrPVcxO7hKyFkaMuQRPpEzsEAAA7IPQErJgEL8ZrGML3ol5r+Y9Wy5/zbxbl79m3nsvf828ey3/8s35ibz9wy/k7R9+ce99/TP1uXmfiJx8LiLWfFx5z1ev770vcmN06IaHXpfvf/hKfvPyIzk8/NHJJgTqHpVW3edqE2Vw5fbbs+f/x4kBF5tOL992T6/jZgt57738NfPee/lr5t26/DXz3nv5S9K5wAMDAJvg7/71z06u//L3fyT/+7/5f4vk/df/7ZdF8tkzeGAAACAWgvgBAArwq+99Kn/933558lqbv/mTf65eJgAAQG/ggQGATfB3//pnm/WUKGMJAwYAAPYAHhgA2BW/+t6n8pe//6PjtYof0Q+vtL2n3re910N6AAAAuOF7rRUoQUrQT0+gdz1G1FkEvZfw+I//9mTyr65d76n3be/Z8nPlG0qfUn4sPbR3KiPqLILetUHveoyoswh616YXvVlCBgCbQC0hUzEqW+DtH34hj//4b1lCBgAAu2LxNsoAAKNiLscaLT0AAADcBw8MAGyCvQXx/92//pn8zZ/888n20XhoAABgC+zCA9PLerxU0LseI+osgt456Nsbj+4BCemvjJj/5z//5XDGC2O7LuhdlxH1HlFnEfSuTS9644EBgE2gPDAqbmRNVBlrl+WKgTEP7dQ/AwAAGJ1deGAAABR73XbYZtQAAABsEQwYANgUuUvIUu7VtzyOTa/rZXtPpbfdZ6J7W/7mT/75KAAAAHuAJWQAsAn2GMRvvgcAALAFdrGErJeAolTQux4j6iyC3hDHiO09os4i6F0b9K7HiDqLoHdtetEbDwwAbALbQZahIPulQfih9KFDNW3pbfrjgQEAgD2xCw8MAICNkHGSa7zExsuElrTZyo9dBqfvSEYAPwAA7In3WisAADASvZ0tgwcGAAD2xiY8ML2sx0sFvesxos4i6L2UtYyNx3/8tyJnH8vjP/0nkbOP799w9vGprIQyXnpp7xRG1FkEvWuD3vUYUWcR9K5NL3oTAwMAmyBnF7LP/uFanv7VmXz2D9fH957+1dnJ5/r76tp1z/Gzs49Frr90f67Q7vNhi4EBAADYKsTAAMCucJ0D4/LGmAaGeW17X/1tu9d2X0z+NnpbrgYAANADGDAAsFn0IPnj37FLulZc+gUAAAD5EMQPAJsle5vkiKVdPk/KZ5/9Y3qZAAAAEMUmPDC9BBSlgt71GFFnEfReitV4uf5yFe/K7/6Xj49Sm17aO4URdRZB79qgdz1G1FkEvWvTi94E8QPAJkgK4r/1sLi8KE+f/sdkL4puuPzp//al914VyO8N8NcgiB8AAPZEKIifJWQAsClsJ9kvwTQ2zF3LFCGjxeSzf7iWp0//48lSNbUrmjKw3v7hFzdbNf8+V/s85nk+PrzS/+6pfNc/Nx66AQBsn00sIQMAUPzl7//o+LfTeFlpGVkyRpzN0//vr0Se/8h5+zylZa9P8m0T/tDnPXM4HI7Giv63ych1BAAAO5swYHpZj5cKetdjRJ1F0DsH3WjJ3oZYNyxWOoxSeXJ0kZ+9vhEHh8n+/ojjZG2d53k+Giz630sZsa1F0Ls2I+o9os4i6F2bXvQmBgYANoGKgdGXkIVwxsBYDq0MLSFzpXd9bjOKPvvsH2+WlYl4vUSHw8E7IQ99HoO+hCt0rcqLXXamp8mpg553qNzWy+EAACAdDrIEgF0RHci/JiGPzdnHN5sEKE/PM21Srf62beX87HBiLOhLqI5pn50aE7alVq7lV66lWGsYALa89PJ9n7MUDABg32DAAMCuMXf+cu0EFpM25jP1/nEJ2Wf/KJ/9d/9w4335q7O7JWSa8fKr3/+5Vw8VG3OY3MvMcjDjR3RDR/fE5Hg59Ht8RpPrcwAA2C/sQgYAmyJnFzKbseEzbNTfb//wC3n6V+6zZp4+9Zf7H/7939/sMnb95W3w/mn8y9s//EIeR8TfHCaR+efB25Ig+B0AAHplEx6YXgKKUkHveoyoswh6L2XpFso23v7hF3GbA1x/eSdqWZi6LqzfGu1tW1pW0pDpZYykgt51Qe96jKizCHrXphe9CeIHgE2gB/H/5e//KMo4OJ67kojy7Dg9PHr8ytnHNwbMz+fT98y/Le+pc2B+9fs/l7/+N//lJgZmsgemx76n4/rc/FvEHgdjLiPT7/MRo6uZr08HgvgBALYFB1kCwC5RXhJlYOhGh3r/P/z7v5e3f7hLo3+uv6enD5X19g+/EFEHUCp+fvtDfLsc7O3v/uL0c7VMTFsuFvLy2JZ4Hd97dj9WxUxj86r4dv3SNw6oYQjYPD4uXXPOu8GQAQAYFzwwALAJlAemS57/yHu+i/cex8GWKlh/nu4H7tveWwO8GwAAsAYhDwwGDABsgr/71z87/p1tyNiWdsmpN8T00ti8NrkcA/q18n/1vU+Pn//Nn/xzkXJK4VoKFgv/XwAAwEbwf8kcQES6l2mamuuA3n3LiDqjd5r83b/+2VFy89B/8/S/L9+cH+UTuTqKiMzz1evjff/yL18f0/5XSz6uclTetvJj6lW7vfX/D7n/Kxjb6I3efcmIOqP3dvUOgQcGADaB7oHJ9VS4lkRdvjk/3vOfPvz749//1+sz+e0PvhQRkcPDH8m//MvX8u/+3Q9knmf5+nCQ/8HIx1XO29/9hYjceGDM8kvUCwAAYCRYQgYAu0BN9P/63/wX5z0xS5x899wLvk/8PAZzJy51iKWqV+pOYwAAAKMR+l+9iXNgAABEbib5v/r9n5+cX6JezZ20bJ+L2I2At7/7i6NxYkv/0ZciPz1cy3/68O/lp4froxzjWa6/PKazlanyN1Gfq3oBAADARgyYXg7VSQW96zGiziLoXYKQR8L8XL+2pf2vtyLa64sf3dz3+WycKePYQSyE/uRJN17M81aUsTVN03Del57GSAroXRf0rseIOougd2160ZslZACwCWKWkInYD0NU2JZjhWJU5nmWj74U+V+f/cBa3sevv77xwDy8M2Z8MTA2lAHzN3/yz0mHOAIAAIwIS8gAYFeoJWSu5Vpr8NuP/08REXnx5ZcnkoOp969+/+dBowwAAGBPvNdaAQCAUqjlVn/3r392svRK38nL/NuML3Hd6/v8V7//n+R/9Oj1q+99ei8vW97m+/M8y69+/+dHI+Zv5GBdRqb+BgAA2AMYMACwGUxvhfpbvYY+j8GV/kuxLyEz0+gGicK3dEwZWL/6/Z+zTAwAAEAilpCZwTq24J2Y92res+Xy18y7dflr5r338tfMu7fy1WTfJqHPdU+Mfr/i7e/+wpvu4uOPT8RWnk1PtQuZvhOZrXwVsK/+Vjx79mxxu5VMR/lt8957+Wvmvffy18y7dflr5r338pekc0EQPwBAAP0gy+9/+Mp77zyJHKb7f5fKX4TgfQAA2DahIH6WkAEAJKAbG1Zevrq7R/+7AMS+AAAAYMAAAAxD6IwaAACAPfC91gqUIGXNXE+gdz1G1FkEvWuD3vUYUWcR9K4NetdjRJ1F0Ls2vehNDAwAQEFyYmAAAADgDmJgAAAClIxTWSsGJia4f08U7bOVoM8AANYBAwYAQPyTzcs359GT0Xm6y2ueCiim6QDlienXlP7X0wAAwDpgwAAAeMiZvJosSa8mwrl5LNW/1/Sx+fruizEySvQ/AACUhSD+hqB3PUbUWQS9a2Pq3YPxEpPe1d69Gh8icWOkR/23MrZHAb3rMaLOIuhdm270ngOICIIgyKbl8s151HsxMk936dXfS3XK0SVX/1HSL/08dE/r+iMIguxZQmzCAwMAUJIen/yTfqz0AACwHhgwAAAaoywbI/020wMAQBgMGACAW0o9ec/dfaz15Jn0GC8AACOwCQOmm4CiRNC7HiPqLILeNbl8cy6/efnRovRq8nqY0o2YJZPfaZqaT75T05feMKFW+rU2TFibEb+TIuhdkxF1FkHv2nSjN0H8CILsXUoGbOuB+7FB/DUC1reWfukmB3q6NfQniB9BECRfQhxujRQnh8PB9zEAwPAseXpupi15eCXU5TClp1l6Tg0AANwnYJ6ETRzpwApDEARZU5Y+wdfF5oFxeWJiyyW9Pe3S8s2+St32es1tmBEEQfYsQftkCwbMNE3NdUDvvmVEndG7nqjJZoreIePFvDY/S5ng2s6U0dPH6L2k/K2mtxksISNGtfXay/pKy2jfSfRGZ/TuU2rpzRIyAIAAJc7tePzSvlzo7ZPzk3v06xS+/+ErmaebZU65y5O2lD4Hs/1dfSYi2f2kwxIyAIA8QkvIMGAAYPekTKhd96rJtfke9I2tz3yxMLFjhRgYAIB8iIFBEAQJSOxyH999McuRetwta9T0S3cui+2zXP17W0KGIAgykoTYxDkwAABrM8o5JaTvMz0AAJRjEwZMN4fqJILe9RhRZxH0rs1ahxSWmPz60ofau7X+tvQpY6Qn/bc2tnsHvesxos4i6F2bbvRmCRmCIHuXEtvhupYjlVg2tSSPnpZ9lUxfatmfb+e4JfqzhAxBECRfWEIGAJDJ2p6TtcsnfTj9YRLnZgssGwMA6BMMGAAACyUmz63LJ31cepsRg/ECANAvmzBgulmPlwh612NEnUXQuzZK7yXnlCxJr0hNb7b3CMaDb4y00F83YnzpY8Z2iXOFSjP6d3I0RtR7RJ1F0Ls23ehNDAyCIHuXpdvzitzFTugxFKFT3UO65OjUa8xK6fRLY2Nc/ZPTZ7byiYFBEATJlxDvCQAAnDw1z3qC/vKVXL45l7ciMsvtie+37y3RJTVd756Xkuld7RTdfrb+yeyzrPIBACCLw62XxX3D4VBLFwCAJqgJ55LJt3mCu1qO9PYJk9leefzy1bHPlPFk9mMspvFFDA0AQD4B8yTso5EO3EgIgiBrSollT0uWI4XKZzmSv02WLvvT07dY9ocgCIKcyi62Ue4moCgR9K7HiDqLoHdtcvRuvexKZMz2LqXz6Bsm1GLEMSKC3jUZUWcR9K5NN3rjgUEQZO9S4rDCHA9MicMY9ypLD/jM7bPYfqHPEARB8mUXHhgAgNr04HnZOyOf0wMAAPlgwAAAJILxMjb0HwDA2GzCgOlmPV4i6F2PEXUWQe/axB5S2Nvkd8T2bqVzj/1XgxHHiAh612REnUXQuzbd6E0MDIIge5cSsSgx8RQlYm2Q/DYx06TGwNQ8UBRBEGTPQgwMAEAB9vrkfivQfwAA2wEDBgAgAJPfsaH/AAC2BQYMAICH1pPfpbtl7Z1Q+8/TsvQAAFCfTRgw3QQUJYLe9RhRZxH0rs0ahxTWMH5GbO8aOse032FyGzG29CO2tQh612ZEvUfUWQS9a9ON3gTxIwiyd7EFXKcGYdsC9lMORfSVT0B4XJ+l9p/eP+pv9bq0zekzBEGQfCGIHwAgkVzPi3qS33rZ2d7JaT/dE8OyPwCAvnmvtQIAAD2xZPKqJsEHjJdmlOi/EsYnRsw4fCJXrVUI8mt52FoFgK7AAwMAcEuJJ+++mIq1y987rT0n9B8AQCVCa8ymaTpZk2Zex75X854tl0/dKL+3vLdQ/uWb8/nyzfmivPV4CnVtvufLx1e+Hk/RU7u1LN9sk5w20vtHtb8ZtxSrt0+f0dp29PJT030iV/MncjXPk8xXjx5083r16MFRt1HbdqTyt1y31uXnpAvG6BPEjyDI3qVEwHbqqe4p5RMQ7m+T3PaxBeznbLxQYhMIpJ0oI+Hq0YOT91tez1evrQYMguxFCOIHAFgRAvbb0rr96b/tcHbxTq4ePRARkatHD+Tht+2ur3/440q1BhgTDBgAgEyY/LZllHN6YByUEfHw23dNr8+++qJepQEGZBMGzNTLoTqJoHc9RtRZBL1rk6J3T8bLiO1dQucWAftK79GMlxHHiEh9vVt7XtR1Cw8MY6Qu6L0QYmAQBNm7pMYr2O5PiYEpUd7eZUmbqLS5cUsxZdNn4wgxMAjSnxADAwBQkJ48L5AO/QcuiIEBGAcMGACASJj8jg39ByGIgQEYAwwYAIAImPyODf0HMbT2vLSMgQEYiU0YMN0EFCWC3vUYUWcR9K6NS+/eJ78jtndNnUv234htLYLeMVy/KOdJeX7xdFH6Fh4Yxkhd0HshBPEjCLJ38QVcxwZjuwLCSxySSUB4fr/47pun+/1mXue2PX02jqhA+Xm6C6Tv4ZUgfmTPQhA/AEAmnDMyNjHtd5hE5ik/PWwLYmAAxgADBgDAQollRy3L3zsp7WczYmj/fUIMDMAYbMKA6WY9XiLoXY8RdRZB79osPaRQTYJrx8yM2N5r6pzT/roR40sfo/dS43UNRhwjIsTA1IQxUhf0XggxMAiC7F30eIXc2AUVO6HHUMQciujTZalOWxZXm6S0Ve5BljF60WfjCDEwCNKfEAMDABBJCc+JL6Zi7fL3Dsv+YCnEwACMAQYMAICUDdjPMWKY/C6j9VbX9N82IAYGYAwwYAAAZPluYSaHKS09k998Whsf9N82KBkDs/QaDwyAn00YMN0EFCWC3vUYUWcR9K5Njt49TH5HbO9SOrfeMGEU42XEMSJSV++zi/aeF3XdwgPDGKkLei+EIH4EQfYuJQ4rzAkIL3EY416lxAGfS4P4SxyAirQXPYhf5C6QXonrOpVQfvr1fPWaIH5k10IQPwDACvTgedk7BOxDKT6fz0Qk3lMyz7McDge5/uD96Nd5nomBASgEBgwAQCIYL2ND/4GNmBiYs2++OxovqTEu1x+8L2fffBd1PzEwAH4wYAAAEmDyOzb0H7iIiYERkRPjJXl3sUhPDB4YAD+bMGC6CShKBL3rMaLOIuhdm5DevU5+R2zvFjqX6L/fvPyooEb1GHGMiKTpPc/ziZif2e43UR4Wm6dE3W96TtT9rtccT0wLD8wexkhPoPdCCOJHEGTvEhNwHbonFBC+JKibgPDlbWK7PyWIv0R5yHpim6/o7/k+/0SujnMeFVB/9eiB9Vql0QP59Wvbq5lPbDqC+JE9C0H8AAAL6dXzAnHQf/vkcDgk3X/9wfsnnhDbq0IP5FfXrpiWw+FwzxMjct+TQwwMQDwYMAAAHlpPfpfulrV3Qu0/T8vSQx8cDgfvErIYzBgY26vC9rkvpkVEvNfEwACksQkDppv1eImgdz1G1FkEvWuzxiGFNYyfEdu7hs4x7XeY3EaMLf2IbS2yD70Ph8OJ5Bgxod3BRMIxMFePHsjzi6cn6c38Q+URAxMPetelG72JgUEQZO9ii1dIjWEwYycu35wnHYroK594irg+S+0/vX/U3+p1aZvTZ3UlNQZGn+OkxMDYrvX3XbEtObEzxMAgexZiYAAAEsn1vKgn+a2Xne2dnPbTPTEs+xsP2xIyPQbG/NwWH6N2B1OeFFtMjL57mHlt86y4zo0RIQYGYAkYMAAAGksmr2oSjPHSjqX9J0L/jYq5hMz3ubpW/PRwLWcXN1scHw6Ho/Fixrpcf/D+8VrdFzJOzHNj5nm25k8MDEA8GDAAALeUePLui6lYu/y909pzQv+NTygGJjVGxry2eXZ6iYEBGIlNGDDdBBQlgt71GFFnEfSuSYlDCtXkNceIWTL5HbG9S+tca9meS+/ejZcRx4hIfb19u4mpZWi5u43FeF7UdQsPDGOkLui9EIL4EQTZu5QI2E45FDG1fALC/W2S2z62gP2cjRdKbAKBtBMVKK8C6JW4rmPnTfrhl3qgfyh/EZnnq9cE8SO7FoL4AQBWhID9trRuf/pvO5jnwPg8MXqsjPmq3++LqSEGBiAfDBgAgEyY/LZllHN6YByWxsCUuiYGBsDPJgyYbtbjJYLe9RhRZxH0rk2K3j0ZLyO2dwmdWwTsK71HM15GHCMifcXA1LwmBiYe9K5LN3oTA4MgyN4lNV7Bdn9KDEyJ8vYuS9pEpc2NW4opmz4bR1JjYGpcEwOD7F2IgQEAKEhPnhdIh/4DF7ExMDWuiYEB8IMBAwAQCZPfsaH/IAQxMABjgAEDABABk9+xof8ghtael5YxMAAjsQkDppuAokTQux4j6iyC3rVZ65DCtSe/I7Z3TZ1L9t+IbS2C3jFcvyjnSXl+8XRR+hYeGMZIXdB7IQTxIwiyd/EFXMcGY7sCwksckklAeH6/+O6bp/v9Zl7ntj19No6oQPl5uguk7+GVIH5kz0IQPwBAJpwzMjYx7XeYROYpPz1sC2JgAMYAAwYAwEKJZUcty987Ke1nM2Jo/31CDAzAGAQNGHOtm23tW8x7Ne/Zcvlr5t26/DXz3nv5a+a9xfLV5DU1bzUJtk1+a5Rf+p41816z/Jz2140YX8xLbPmhe3Lzbt22I5Sfm84WA/P84qn3+uG372SapmAMTGpMjMsDM2rbjlD+mnnvvfwl6ZwQA4MgyN5Fj1fIjV1QsRN6DEXMoYg+XZbqtGVxtUlKW+UeZBmjF302jhADgyD9CTEwAACRlFg25oupWLv8vcOyP1gKMTAAY4ABAwAgZQP2c4wYJr/LaL3VNf23DYiBARgDDBgAAFm+W5jJYUpLz+Q3n9bGB/23DUqeA7P0Gg8MgJ9NGDBJQT8dgd71GFFnEfSuTY7ePUx+R2zvUjrXbn9T71GMlxHHiEhdvc8u2nte1HULDwxjpC7ovRCC+BEE2buUOKwwJyC8xGGMe5USB3wuDeIvcQAq0l70IH6Ru0B6JS2u56vXBPEjuxaC+AEAVqAHz8veIWAfStPa80IMDEAc77VWAKBXPpGr1ioE+bU8bK3CLsF4GRvV/uwWBzrXL252/5pvr69++OOm1xgxAG4wYAAAEsB4GRv6D3yYRkPrawCwswkDZpqmfoKKEkDveizR+fPp4c2TuYt3x/daXl+/eCCffvt1Vl1qMeIYEQnr3evkd8T2bqFzif77zcuPRGQ8A2bEMSJSV+/ef1fXhjFSF/RexuE2UN99w+FQSxeArlBLyH756AcnW1y2fD376gu5/uGPj/9oWUJWhpiJbeieebq/dbL+3pLJM0/975PaJrb7Q31WujzoE5YLA/RHwDzZhgcGYE3OLt6JTO3PBXj47Tu5YnlBE3r1vEAc9B/4wDgAGA8MGIAA1y8eiEhfHhioR+vJ79LdsvZOjucsJT2Mw9a+S4xL2DOb2Ea5h7V4OaB3PZborA43a+F5mabp3ucjMOIYEVnnkMIaxs+I7V1D55j2O0zi3I3Mln7EthZBbwgzalujd1160ZsYGAAHxMDsB9tENdV4MZ/kX745l8cvX3mf7sfqhBfgPqE2iWkzvc/U3+q1tecNyoMHBmAciIEBWAgxMPsjd/JpTn45Z6QNOe2ne2JY9rd9Rv1+MbYAbsCAAQhADMy+WDJ5PT7B58l9M8z28074Xr46+fytiDx+eef1KqELAACswBxARBBkl/KJXM2fyNU8TzJfPXpw8lmr6/nq9Xz16MFRt9ZttBW5fHN+8poj83SXfp7k5DVVj9j39yy2Nol9T+8z8169H1N10K9z+mxpP28lfYn2d92vZImeLWULdUCQGAlBEH9D0LseS3S+fnHnARGRE4/I2tfTNN37fARGHCN3hxTmo578+wLDfeXnel5GbO/SOteKWXHp3TpmJpQ+1N696h87TnrzXPKdrAd616UbvfHAIIhddA+Meq8HTwwemPJS4smxzdsS64GJeXLcuo16k1hvR4wHRr8nxwOT6vkp3b9bS1+i/V33j+692EIdECRGduGBAViTmxiYup4X1/XZV19UqjXE0vrJ9d5p3f6kHzs9AIwJBgxAgJbnwNiuoR+YfLWl9Tk9S9O3Hj+jpxcZdzcxAFjGJgyYbtbjJYLe9SAGpi4jjhGRNL17mLwpRmzvEjq32OpY6b10h7Ha46f0Ia09xBz1zF6/ky1A77r0ojcHWQI4UAdZfj49PB52Z3pCWlyLCAdZFiZ1Mma73zzI0vVeqfL2Tmyb+A4pdfXZ2ydxh2T6dMj9LIatp4/9POd7pAilU7//LfD9rqfUAWBkOMgSYCGcA7MPUp/o3rvfOFPE+V6p8iC6TWz3Xb45d/ZZTN7q85x+7Nl42Hp6ANgI7EKGIHbhHJj9SO65E7rE7EKWu3NQ6m5LS+s5QvqcPjPTuPrMlXfKbllLdybrvf3XTF+i/V3pY3fwMn//50mOssZ17O86u5Ahe5GgfYIBgyB2Uf9MlPHQwysGzDoSMxkI3RMyYJZMOEpMWLaWvsRWuykGTKpBsnSy3Xv7r5m+RPvb7s0xYGr+vmPAIMid7GIb5V4CilJB73os0fnsIm23sLNvvpN5nuXsm+9OPtfft73G5D/K8rERx4hIv4cUivjXu494SOFIGybo6XPGdg/6LzmktaX+0zQ1LT/1919dP794Otzuklv73e4d9F4IHhgEsUvOE7h5nu+We91+f1zX5mvoc+WBmecZD0xhSV0KZJPU5Ugpui313qzVNi3Tl1r2Z/ab2We5Y4Nlf/npS7S/Ky88MAgyhuzCAwOwJrHnwJx9850cDod7Wx67rs30h8MhyhMTyxzYwQPCrO05Wbt80ocD7A+TyDytVz7px00vUu8cMABIAwMGIEDMOTBn33wn1x+8f/K5wnXty893DXWoMXleu3zSx6W3GTEYr/tOr6h1DhgApLEJA6ab9XiJoHc91oyBMT0vMcaLGQOj8hORk2v9fjMG5vP5TOabjTiy67YWI44RkdNDCnMmP2oSXHvyNeIhhb4x0kJ/04hxpY8Z2z0aryPFHInctX+LmCMdYmD6B73r0o3exMAgiF1i10DbYlf0WBjzPoV+n/7qy0/FwKg4GKWr7bvK9zdeYtfc+0TFUugxFba4mBRdcnQaMeYhJ31sbIwrBuLyzfkx3sX13pK+ym2HUdp/zfRLxkAoZqZUDIw5T7K9b4MYGASJkxCH2y+fk8Ph4PsYYLOok5g/nx4elxEo9Cdn8zzL9QfvO6/V/cqzolAxL4fD4cTTIiL30qv75qvXImcfy08P1yJyd2Kz+lzH9h7YWfrEXETk8UsO1wOozWG6+zvkedG/5yEPje/3X/9t1X/vzd9zhe//hfpcROTTb78Wkbvf9aV1ABiZgHkSNnGkAysMQVpIrgfGvHbtVmZ7gmde6+/7diGzfVf5/sZLiSeatt2sUjwwZvmpZ8j40i8tv8f0Pk+Lnt7nXbO1sX7AYIrOo7Vfz+mVJyyURu+n2O9ICQ+M7kkxf79zPPbqFQ8MgtxJ0D7BgEEQu+gnMav31D8b/Vr/ntiuzfv1a3Wv/mpLb/6TxIApK6WWzdiMmCXlx07OQumXlt9j+phlf6Etkc321ZcBxkyifcvFYifho7b/muld3ydX/inlpBowtt9/8/f4qI/xtzmX8v1/wIBBkFPZhQEzTVNzHdC7b8nReS0PjPnPzBcDM03T8b3UGJjR2rulqMlAjt6+J88xT/JDE5HQWTKXb869epcof430Sufc9LGxJj5Plt62Zr+5JtF6W/smkrGT8Frt7xojrfrfl15/z5fe7KeSstQDE/O++dragBntdxu9t613CGJgABzkxsCo91Iw11Dr6fVYGT0G5vP57OQeE5UGwsTsWhQbJ0MszLioeIp5Enn75G5MzNNprIXCN270z3LS6+wtvfm+K73+vuse/bOaMTBqd0rf/QpiYADuE5xHhSwc6cDaQ5AWknISs/6ELffV92TuWM7V6+gndUi85MSYxCybWboEyvd5D7tFjZDe1c7qKbYt5sXm9TL7MvQUPCZ9Sn33lN72mS19yo5/5o5zIX336IFBkJ4EDwxAJvoTOPVkL2d3mdhzYUK716hrkbgndRBPrAdG3eO7P+apsJk+VH7q/SG2kF4k7gk0njPI4aeT+/c/1dPiul//fb969AAPDIAGHhgEyZQUD4x6zfHExHhejvnjgVlFUjwwKWv+bU+Fc7wpKd6aEnUdIX2uB8bVliEPTGpfxKQfuf3XTB/brqlnLq3lgdHBA4MgZSTE92QDdHMqaCLoXY8lOp9dxJ/AfDgc5Oyb72Se5+hX0/Oi5zdNU5cnNocYcYyIhPXuwfNgSx/b3j3p3+qE9aX6/+blR4vSt2r/aZq66v9Y9HFSov9Tsf3+66+Hw0GuP3hfDoeDHA6H4++1wrxfRKy/9z2w1d/tXkHvheCBQRC75Hhg1n7FA7OOLH0qrIvrqXDO03r98xGenNdMn+qBsbVhigcm1XOWq+8o7b9m+ti2TvHA6J6Lkh6YlN0mzffNVzwwCHInId4TAPBydvFOZPJ7Xqpd//DH1eoNd8TGUfjSt/YckP6VXL45v9eXx+uXr07+XqN80rdNn/M9tv7+3+4MOd/eY3vVPeuzyI3HXe7iikf0rAP0xCaWkAGsyfWLG/e++mej3P0trs+++qJSrUHRw+RrCT3o3zK9yJ3x9/0PX52I/p7t7xLlk37d9PO0bvmu33+1bMz1qt9vvm/LDwDSCBow5lo329q3mPdq3rPl8tfMu3X5a+adW77I/TXQzy+eeq9jPSvPL57e+9yMeYmJgRm1bUco3zb5Sc3bFfNRo3xfzEls+WbMx2jlh+5Zu3xfzE9IJ8oPl3+Y7EbMZMT85P4mhH7/Y3/fQ7/3Lmw6xdzT22/pCOWvmffey1+SzgkxMAhiF2Jg9iMxa+5TY2AujXMqlpSfs959pJiHnPSxn+fuaFVyt6we26/n9LExHr4YGNd3qkQMzFqvxMAgyJ2E4BwYAAep58DUuhbhHJjSLF2mpfP45St5++T83t/QN+ocmLdPzov1W+7Spd6XbfWS3nXmkiu9/j0P5V/79/+Kc2AATgiYJ2ETRzqwwhCkheCBQXRZugtZibyR9fttnpb128iej17SL/muhbxieGAQZAwJ8T0BAC8p58DUuIZ+UU9HQ4HF0CeXb86PT9tz04/guSB9PLV+/wEgjU0YMElBPx2B3vVYovP1i3a7j03TNORuNSOOEZFleuuTJ1dg8VqM2N496hwz+XXp3XryHUofau9e9U8ZJ2ssqar1+98DPX4nY0DvuvSiNzEwAA6IgQEd3wRNX5dODEwea63nj5lYX765iXuxxVPE5N3r5H/U9KkxMGb/+cpRxMbA/PLRD4J6lIIYGIA7QjEwHGQJEODmHIB3J0/OWr2effWFXHOYZVeoCYWaTCjPy/c/fCXzJMEJrpk+p/yeJp+he2yT1ZYofXI9ZiO0/x7Sr+XxVEYFAPTFJpaQAawJMTDgopfJ217TL6VE+SO33+jpRfBCAOyVTXhgpmnqZk1eCuhdjyU662uga78+v3gqP3vx2ZAxMKONEZE0vX2Tr8cv754Iz5OIvHQ8IVbvuz4PkZuudnr9vpdlTrhfSm75aows9RzVnvybY7u18RGb3vWdvHxzfhxLa7B0ee6Iv4Ej6iyC3rXpRW9iYAAcEAMDOrET1scrTqq2hB6vsKYxY8vb9p7rTBFfnrl6j2I8tEof+3lKn6l0ilE9N1uoA0AMoRgYDBgAB3oQZ+vYFzMGBgOmL/QJl/I0uCbovU8e10hvbnIgIvc2N1jTgImBzRfGY0mfjTr5x4CBvcBBlgiSKepQsXm6O2xMSatrDrLsU8xD5VzXPRwS2CK9Xn/bQZFrHsqn5+0rJ+YA0lA/I+X7zPd+6qGxWzgEcgt1QJAY4SBLgIW0PAfGdg1jMqLnpKf0Sxld/71Tov8AYDsQxN8Q9K7HEp3PLt6JTO13H3v47Tu5GmQL5RHHiMgyvc0Jkm3CVCLwe/j0WhB/LUoaL3sc2y2Zpkl+8uS3Rfqv5pgbsb1H1FkEvWvTi97EwAA40GNgVOxJL6/EwMBIpMQIrVm2D1dAeOgMH7wy5YmNGdPHkiuI38xrSzD2YMuEYmBYQgYQgTo8spdXAFgfDJS2xLS/Ml5y0wPAmGxiCRnAmnASM8D+YPLblpT2txkx9B/AtsGAAQAAkNNlSEx+27LGhgtLzu4BgM7YwjbK0zQ11wG9+5YRdUZv9N6K3vqWr2obZV3nWtso+0Rtw2vb5tnV1iNtZdv7GHH1mU9v2zbKoT6p1WcjtffIOqP3dvUO2idbMGAQBEGQfsVmwLg+X7Nsn8zT3b0xZ4qsrfeeJdXoNPuPPkOQ8SUES8hg92xtZxroB5aqjAX9NTa5/ad2nOwZdpwEOAUDBmBjhP6J27Yota0Lj93K1MwnVQdf/jn3xeqQoneoLVzvwRjo59PAeNB/APtjE9so93CgTg7oXY8Rda7FGieUp7R3icMRSx5SWLv8Eow4vpXOrQ291P4bsa1Ftqt3ye/f59ND+eWjH3Tz+stHPyhSr1i2OkZ6Bb0XQgwMsne5fHN+lNa61KiDfo/v/pj7zPdTdTBfY/L3XafoUKItYtPsXVwxMKH+L112SC/b37l5I+v0mS6l+uwTuZo/katjHlePHpx83uJ6vno9Xz16cNStdZ8gSG0JsQkPDACk05Pno1X6JfTgeRmZ1u3XevzAMtZq/6tHD+Tht+/k6tGDptccWgzgBwMGYIe0Nh5E1jnnYZT00DZgnv4fm7Xa//rFjfEgIkejotX12VdfFK8fwJbAgAHYIa0n/0voYfLJ5HVcehg/kM+a7X920d7zoq7xwAD42YQB001AUSLoXY8RdRYpp/flm/Oj6NfmZzH3xUweXHrrxourLN/7S9F3HSvRFr0sIxplfOvt1ULnEsbLb15+VFCjeowyRkx0vWs8PCnlSXl+8XRR+hYemC2MkZFA72VgwDQEvesxos4i29K79ZPr1uWvyQjjxGz/2jqX8ryM0NY2Rte7lueslCflZy8+W5S+hQdm9DEyGui9DM6BAdgR5pkvvn/q5n1L0POynTvj0kP3mLjOq0kt36R2W+yVkY3XLRu/I1Cr/3qLgWEZGYAbDBiABFqe2Jx7ErM54X788pXM0+2F/reJcd9hypu8uyYPJ+W69FDv376+TS7dP3nJbYu3T04PwIS+wXgZl1D7z5PIYcpPr3N28U6uXjw4MSZavWK8APhhCVlD0LseI+pcAtc/78N0909ff9VFROTtk/Pj3ymT9dhlH6YeNh30v1OJmbzoeT+T6aR8vf6mHj0ZLyOO7xF0to2fEfS2MaLeMTFHh0mcDx5yjE9iYMYDvevSjd4cZInsXS4TDoHUDzy7evRg9dfYg8xsdTD/Vteuw9/Mg+Bsn4XaSC/Hd+/lm/N7+Zvl2+6J6aOY/lSf++p/6TnkMLaOrcd2L2K2pa+t1yzbJ7ljrXXbblFif49jv7+h983fdZE+XmN//xFkixLicGukODkcDr6PAYZHf5IeelqnlpB9Pj2UwyQnT85E1rn+9NuvRcS/hCzFG/D4Zd5ymLdP7sow89A/i7mnlg419IA0VJubbbjWMq3Yp/DqKb56oh/j9WN52Tqk9JnqJ/3v2Hg2hfpd/+WjH6z+ex57PV+9lusf/jjq9x9giwTMk7CJIx1YYQiypizxwIj08QROr4PNC+PzwJj3+Dw1Ic9FTDmxOoQ8MDE65NTD1pYhD4yrzXPH49Lx3Fv6kTwwNv3WaiukTJ/pf8d4ic338MAgSH8SYhMxMAC1qblbTSq5u3SF0q8d81Ei/xK7pS25t/VuV6Onb83lm/PseCtoT4nx13r3sZYxMAAjsQkDppuAokTQux6lda55YvMo6BP6EQ8pFJFFhxS2nPxP09Tc+EhN3+PvyJJDWntnD3qXMJ7X/j2PveYcmHjQuy696I0B0xD0rscaOtd4EtcafXcf3+TAnLyq9nZuS2xh6eSjxAndSyZLLY2Hnzz57VDGi0hfvyM5O+yNxpb1LuUd7u0cmNpseYz0CHovYxMGDEALajyJa42+RalvkuCavPq2ODVx5R9KX2LZ2JJld63K31L6loy+7G3vlOy/mp710DXnwAD4wYAByMD3pO7sm+9knuf7a5pv3zdfS8fA5BA6q8V1T8zkM3TIXEiHEuc8+Iyg3MmPStd68r/n9EtpXT4sp3T/tfa8EAMDEMcmDJhe3FmpoHc9asXAzPMs1x+8f3xfvZ59851cf/C+HA6He6+6EWPmtya68RBjiJj36JO/yzfnWfnpkw9fGvMASXVvaFmbui/WE+QbJ2b6njwvOeO7tfHR2njILV8/pHUkRvzdFnHrvVb7t/a8EAOTDnrXpRe9MWAagt71qBEDo4wUm+flcDg4n7SZRkyNGBhz8hYzkUuJ+SidXw5mfjG7S/nGiWkE9TT5Tx3fPRgfIxovImU2TGjBiL/bIna912r/1BgYm0fd90oMzDqgd1160XsTBgxAC2yeEtuTNP1+9c9MSasYGPOff44HJvde12eln6iuUY7pCcqhtfHQOn1r9l7/0Vmz/VNiYOZ5tnrUfa/KiInJnxgYAD/vtVYAYERsT+oUD799J7PIPeNFvX84HI7GjO1+/Umcnq93CZR2ovzJfS9f3Vzffq4+m6fbk9AtJ9EfJ+YvX5387bvPhXmPdZmZJ33oPquuhfO4fHN+ry0em+2t2lnH9p7v/VhGTG9J02IJFsbL2Ky5YcTn85nIs3jPy+FwcH7uvL71tl9ZPPW2GBiMGAA3GDAAGZxdvJOrFw9O/vnMt5/ZPDC2J22u+10xMOYSqHm6e88VDG/e8/0PXx3fm8U+EVDp5+n0b5PHL18FY0vM9Pp1THqbPra66rraJil6ulAeZnrVZvrfSm/VtvrfCluMj6tvYhg5vd725ljQP18TjJexKdV/obFm+x0++Z2/NV5C97lej56YWyPGeT/GC4CX4BIyc62bbe1bzHs179ly+Wvm3br8NfMuWb5C/bN5fvH0+J7LaJmmyRrbEnpyZ0PppCbRMfW4fHN+75DGZ+KumysfnZQtkm08k6nIFssx63Ft9bfhy8sWU+PSP7b9zfSu8WcL2NfLD43b3PLVe0vLF7l/SGjN3wRb/VPKD22YsOXfux7KT21/8z3X999MZ/Osq993ZbwoTKPGF/siIvL84unx/sPhEIyJccXAtO7bNfNuXf6aee+9/CXpnMwBRARBNi2Xb86PErr3E7maP5GreZ5kvnr0YBa5e1Xfl6tHD+Z5nrPf11+vHj04lunSaZ7cdVCfme/ZPjfTq/su35yf/K1f28pXeZjpbXm7dNDLseWnX8/TaX66DjZdzXro+dh0cOWhX5vv6XqGxpUtrS2fkdObfW+mifnu5Ups3q4+9qVfU+89i96uvjY2v7+2+cvx98K41t/7RK5uEhh5iJz+Htvet91nS+f7f+F6jfn9R5CtSgiWkAFksCQGJnR/TgzMvZgM47OQp8MX8K6W/SQH8d/GjejLhnJ0cJ4/c1tnlyckVt+YZXDm57b7nTEwEe0fim8aPb3tnhYxMKmwbKwtMe1//P7+/C4uRTHP99/z8vPT5WGzsVxsvr3N9bmII6bldtmYaLtRKoiBAcgDAwYgg5gYmNmy3EB9XiIGRscW02GL+XAZE6614eZWy7GTTlVOyuQvJ/9SpC6He/vkbj29/qrTOuaip/T6361iYFLBeGlLSvsfJpH55/fTJxkvIiLPDvd+f2N3mwzGztymdV0TAwOQxvdaKwAwKuaTM5G7f0aHw+FkC011v/6q32/LzxUDE0Pq5MucQDp348rMr3SaHia8UbueLci7F+OjRfpW6EbsiPpvieT2f3Y42aL+8Z/+U3KZpmfd9qowdyUzY158/x9s17ExMABwwyYMmKSgn45A73qsofO9ffsD+/zryw0Url1tVPocciaPvt2ybPeEiAmYX5J/zkGZMaSME1f+LSb/ZsDyCMZLj78jMZ64HvWOYQ96Hw4Hefu7vzg+QNK94DGY58DYXhXm+/rDKvW+z3NjXt/7f9LAA7OHMdIT6L0MDJiGoHc9SuvsOrFZ7S5jPpFzLSeLWUOdSs7k07YEzXdPiJ88+e0iHXLv1d/P8YKk6O3yUrUwHtT4HsV4Eenzd+TyzXlwa+ge9Y5h83r/fE4af1bj5uez1ROuX5u/17rHRWF+rsfipMTA1GbzY6Qz0HsZmzBgAGrjO7HZdxKzfr96P2bNNYQpsWxplMn/FtP3wOj675pnB3n8p/90soxM94goj4y6xxofc7sMTTc6bJ50da3/vvs8LfrnV49uDjE2/x+Yv/8E8AP4wYAByCT0pK7EdWtyYwJ8B2CG0uTea763JAYoR4eRjYfW6VvTQ0wV5KP6Ty0dU2KiLzFT14qfHq7l+sWDk/S232PTk+LbjdJ2ffbNd3LQdiMjBgYgj00YML24s1JB73rUiIFZ47o1ekxAzhKvlN29XPmHtkiOWU4WKtd3SJ4vXUo5MeXnps+JOSpZ/tJlby1J1X/E3z+R7epd0nj2edaVx0UtPXP9fits1zGeF2Jg0kHvuvSiNwZMQ9C7HrViYNa4roFvAqBiApznsQTyS93+2Va+acTYtuf16RA650WRE8Tfg+cjd3y39LxMxgnrLVi6YcJIbFXv0uMnJgbGFuOoxzqav9/q8xjPCzEw6aB3XXrRexMGDEBtQk/qSl6vRWrAu22r5SUB/2Z6XxrTCNLPtfHlr6dfem5M6YMYWy/bGj39UkroD+1Yq/1jfp9dMY7q1RUTGZs/MTAAYTjIEiCTGjEwJYyYe4bKy7uDF/VDBUMTAvMe3+Qv5qBJWwxJyUmJmd9SI8aV3reULFSfEkbQKOmP975sf4BlKeMLI6YN5u9XKWp61mNiYDBiANxgwABkotz8Vz/88fGfTenrpehLrdT1PN03HnI8MMF7X3q8M5bPSk8Gl8bG2PAtZ7OVM3Jge0n0ttCNZv3zFrq0SA/LWLP9zy7eydWLByfGRKtXjBcAP5tYQtbLerxU0Lsea8TAiNwFWq71Who1USz95DKl/NbLdnzlxwQM98go30m9/Vro3HrDhJaMMkZMSh/SGqKUJ+X5xdNF6YmBiQe969KL3pvwwPTSmKmgdz1K6/zpt18Xza8WygNTKiYkdOifrfyl6XONCJ9XSDFNk/zkidtzs8aylRKM8J0026+2zuU8L2N6X0YYIzZKH9Ia+v0o5kl58ZlMS/JjF7Jo0Lsuvei9CQ8MAKSTajzY0q8RU2IjZYtlV/qWh1xC2/Zj2djY1Oq/3mJgAMDNJjwwALX4tTxsrUIyMR4L35NJ5bmw3eMyQvQn7T7Ph57epYPN8xHjSdLz801eQp4gl/4EcY8Dxsu4hNo/5vsb23/EwACMwyY8ML24s1JB73qMqLPIcr1j/3n7jBdzI4DYclPK9+UfOn/GNXmJ1Vc3gmztvWSr6FqMOL5H0Nk2fkfQ28aIesfEHPkeYuQYn8TAjAd616UXvTFgGoLe9RhRZ5Fleqf88445DDJlIpBzyONa98agjKCcgyx7YMTx3bvOru9P73q7GE3vlENabQ8xcj1npc7x+tmLzxalb+GBGW2MKNC7Lr3ovQkDBgBOSf3nbTukMnRPSn6l0/Tg/fDp0IN+kI65TBHa0WLZHzEwAOOAAQOwMXL+eZtnctjSr+0hKZ3/2hNQzn/ZHiV254O2LPn+nV0s97yUuiYGBsAPBgzAxsj55617DErEfLTywOjvt9AB42VsLt+cL96dD9pR4vvX2vPSMgYGYCQ2sQvZNE3drMlLAb3rEaszS3/GJfacBx+/efmR/OTJbxeV34ItfydrEtN/Peodwx70LvH9a737WOtzYLY+RnoCvZexCQ9MDw2ZA3rXY0SdeyA3JkDdm7IcZ+kSMvO9nBig3CD+1p6XEcd3TzqnGL096Z3ClvUu9eBp7zEwWx4jPYLey9iEAQMA66DHBOQsr1rrsMqYpWKx+uYaHzlbRcN9Wns96b+xKdl/xMAAjMMmlpABLGErk5cl/8h9S6+UEWK7x3fIozI8Quc0qPQuHWzpVf62Qy5tdfIddre0zbYyflpQYtlfifJhXEr3X2vPix4DgxED4GYTHphe3FmpoHc9RtRZZF29UwPebcbLkoB/M70vjWl8qHt9kxfzsMsYT5Cvvc30rT0HOiOO79bGQ275qq176v8YRhwjIm6912r/1p4XzoFJB73r0oveGDANQe96jKizyHp6m5O3nG2JfWlK55eDmV/M7lK+9jaNoJ6e3I84vkc0XkRu2rq18ZXDiGNExK73Wu1PDMxUvcwSoHddetF7EwYMAKRh/vPP8cDk3rs0ZmWpDkvK0Y2g0Z7Aww1LJ78jGi9bYs32JwYGYByIgQFw8IlctVYhyK/lYdL9KubEFxOyJr6Yldj0S1kSc+GK+YE4WrcfxsvYlOi/EGdffSFXP/yxnH31hcy377W6xogBcIMBA7AjlPFQ4sTxHCNIn3zkpm9lfCw1vvZO6/bDeBmbUv3n+/24fvFA5MWN0WAaD62vAeCUTRgwvRyqkwp612OJzp9Pd16O6xcP5OziXdNrEZFPv/06qy46S42YmuldxkesERQ7eb4ZI/aDLGM3DIh5f6/o/VizbUoaLyP+/omMrfdPnvy2ivFZ4nd1ZEYeI+hdj1703owBMyLoXY8lOqvAzuMa5YbXOcsKYiaKvieTatJpu8dlhOjGgs/zoad36WAzPmI8SXp+vsmLbgTdTJbit4rW9bXtqBarg4/WnoNSy3bMw01jd6ArQcn6j/j7JzKu3iHjJfQQA89ZPKOOEfSuSy96b8KAAViTs4s7I0Kk7e40s6QRe86Gz3jRz1xJKVdevrIaH6k62CYfulHhMmJi9Q15glz6p2wVvWTZW2vjY+1lO70Su834iHUbgaj2f/kqeM5UzPhNjSUEgPZgwAAEuOeBafiaQsrk0zXJNLdajp2sqUl/yuQ3J/9S5CyHc+k7T3LisVHXWfrmpustvSWf2kvIgrzU+jMhVsp3FlIPxuOI6VMflrwVkccv3R5cANgeGDAAAc4u3olM7c8FePjtO7mKXD6WOnmwHVJpTuJyPDAprJ3/UszJrbo2X9mlLI7elpDN080kWBmzMWlCnstc9p5eJL7P9KWJ6m9f+Rg0ANtgE+fA9LIeLxX0rsfSGBiRNucCPL94enIdc7hZD5OPUQmNE1u7qPe+/+Gr499vn5zL29tYmsN0c32YxCn656F7bfJMpkXpXbqUSm+rX4+/IzGeuJDerb9/rvSx7d2D/jqp46SX368ex3eIEXUWQe/a9KI3BkxD0LseS3RWh5u18LxM03Tvcx+1nnz2ytKnqz95Yt+BLLX8x5lemNz+U+O7h8lnbPoef0cu35wHd7Xz6d1z+8e0d4/6p4yTXowXkT7Hd4gRdRZB79r0ovcmDBiANdFjYETan9Dso5d/3i1obbzp5b99cp5sxPQ4eayZvgdGbr+9pxfZ9+8fwN4gBgYgwIgxMKXQtyjNCbJPOaxyaRC/OXlJyS8npsaWv56PMmLuxciE9FhAz+ljd/VqwdKYqtaTd9LXj4kDgLZswoDp5VCdVNC7Hkt0vomBabPr2POLp3L14rNF58AsQY8JyAmyTz6s0oLNCNInLK7JS4rxogwi30GWrvzNyZcKJlafhyZmsff52Nt3siQpW32L3Ne7h8l7THpXe/euf2icpPZfLXoZ3ymMqLMIetemG73nACKCILuUT+Rq/kSu5nmS+erRg5PPWl3PV6/nq0cPjrrp91y+OXfW5fLN+fHzebp7f57u0un32O7T79GvVR66+Mox87PpYJYzT6dpzDz1snQdVB56PrZ62D4z62L729bmZt18Y8yXD1JGQt8Ls9/Mv3PzJn1++th8W/QZgiB1JAQxMAABRoqBSSF1SY9tudSSrUrN9L40Vg+M+L0Wen4557yYmDEtJZZbsWa/HUWWLTUuf+/pAWC/bGIJGcCabDEGxlx2ERMvYt7jm3zELOlYErMSg5lf6MTuk4MMLZ+9fXIus0QsVTPyGTUuZEu42vbkfeMgy6T4KQcccrlu+t6WjQFAPTBgAAK0jIExX0vFwJiTh9IB5r6g2qUxK0k6JLwvYjei9ImSzQgy2zIUA2ObvIUmdPrnvUweW6ePzcfm6bO1petQRF9+OV7IXtpvr+kBYBsEl5CZgTq2wJ2Y92res+Xy18y7dflr5p1bvsj9c2DU4ZKu61jPyvOLp/c+n4xzX8xrG7H1ELmbVN0FrPspHainTz5y8rZNCmPzUfeFAoZTy7elc/VJqP6hfC7fnMtvXn5UrXzzPcovV35KOspPK9+Vt/n9rfm/pOY9o+bduvw18957+UvSOSGIH0HsogLlVQB9D68lg/hVcLstaF2/T/2t32MGxpt52ALkzbxD6W156HVxBfC68jD/Dn1mtpn5t9leNj1NvXz94xuLrrJSZGvpY/NT99nu9433GP1T+rS39us5fWxbx/4GpMqSeiIIUkYI4gdYyNlFw5gX47rkFsqx57P40i9Zg15qi+XY9C2XnZQof+RlO72kv3xzfiLqM9ffvelPegCAGzBgAALcxMC0331MxcCk4pr868Ts5mW7x2UE5ewulhLwrK59RpCexle/kBHk0j92QlVi8raE1pPH1ulF7o8FJfq1+Xep8km/bnoC+QH2ySYMmKQ1cx2B3vVYorMZAxPylJx9853M8yxn33x38rn+vu3Vlt8UEQPjI3by4Jok6+lTJtL6U+yUib4NW3r9XpcRFavvYbrbItk2TpZsFe1LH0Ns+7nGd8+Tz5jvZI/GX8pvSU/tn/Mb2IP+tpgXnZAnVzdYTUPVfL8ke/s/2RL0rksvem9iF7JeGjMV9K7HEp31c2CCu4R9851cf/C+PPz2ndyEkN15UmYRORwOzvTzPN//fJrueWLOvvlO5HAd1Dtl8uDawth8cp0yafft5JSigy//Urx9ci6PX76SaZrkJ0/idVg6QfaR0n+28d3D5HPphgmllo3loIza++Nskp+r9156xqEzfQK+/JPTa3o3KT8j3ctX8nN5FdS7xDlPpdnb/8mWoHddetF7EwYMwJrEngOjGy8K03PiS384HI5GjO1zdQ6M8uz4uHxzLo//9J9E5BBVR3OSd2nZ6jjZA/MybfK5dv6l8enLsq++0pvxLOa9InJvsv02wZBVzNPNZNq37NKHnj6n/ltKH8Njo8+Of798df89uftsnkS+/PLfJusHAP2AAQMQIOYcGN14iV1uZnsVEX85ETEwavJw6wBK5ph+yksPy7wzvU3+t5DedW7L5Zvzo6dF5P6T/JAeZh+r9IfM/tfT57CV9G8lzvhTBo/+9zydGp+umKbXH4u8+PJLERG5+PjjLH0BoB0YMAABzi7eydWLeM+Lboy4rtXyMmVjXKllZ7f5XRn5Kc+MbpN8Pp/J57fvKK9N692uWlPC8xH8POSZ0pa/iEQubdGfJNuW3aQsxWm17Kd2etd95vu+trX05WGB8a6nf7swfc4ugZtJL3m/QXp604NmeuH+7//5m6wyAKATtnAOzDRNzXVA774lR+fYc2DU9+TkvJZ5dt6n0O/TX/X8pmk6/fzq9fEe/RyYeZ7vnV+gf38vLefAqL8vHWcghM6B8eXhuicmb18eel1c+efkof6epsl5DoxLX72N9Xv1s25i5F7/Te7PbOPbl35p+WukN7+TqenN+13pbX3kGocxfafrHZt3D+0f+g3sSX/9u+nT29Z/sfL64397Irbv9BLZy//JHgS9t6l30D7ZggGDIGuIMmD0f5LKGNGv9e+J7Vr9bftumd8x83tnM5KU8VLDgNEndHo+MXmY6UMGjJ5/yPiw5WGra6oBY9MhpK9LJ7Nsn7gmTbZJeE76peX3mN5nPNj6ynafbUwpiek/s//Nz3puv57T275PvvzN+3zGiG0MuB5KIAjSTkKwhAwgQCgGZr69z3WtXvUYGbV1soic7D6mU+ocmCXoMQGXCcuzLm+XWpU6rNJcjnKpLeW6tCzrStE3pV62dJdGzJC+XEld+5bTXHqW/ekxAUvSLy1/6PSB5UjzJNblaO5dyDS05YL37stdQmjTb2/pX1q+Tw5C4yOESnv5JD8PAKgPBgxAgFAMjEjabmMPv313F/OiYluMGBfz/ll7zcEX1xKKeVGTSFtgust40Cf0PiNGT+8KfLelV/mbxoN5j8rPN8nR77OVr3Q8fuYyljy7okVNgj2Yuy2lpl9afpfpfcaDK31CfE7sLmQ+YjYB6G3Dgx7Sx+YbY7w4v9MAMDQYMAABQufAiKTtNmZ6XMxXM/2snSej+Hw+k58GzoJRgf0uQpNu6/3Gtct4iMnbTO+bVJhGjMrfN8nR84v1BLnym6cbI8I05mxb6Jrlq3Q2/VIO+eSE+Lz0+n3mGHv88n6wt3pfxG+AqLxyDzodpf16Tv9WRGQad9MRAMjne60VKEEvh+qkgt71WKLz2YXfSFGoa+VRUcvEzFcROV6L3Ow6djgc7p0Ho+7Xz4W5/uGPRUTkp4dr+Xw+k9s4NquxMnv2Uc6ZPLi2prUROj07Nb8czPxilpn4xom5nK715E1Pnzq+e9A/Zoz40udgnsauv2c7rd3GNE1dtF9qen2MjKT/Goe01mBv/ydbgt516UZvgvgRxC6xu5C5dh1LfdUD9Z3lXL2erx49uBfELxIO9FbiCn4P3ecLrjcD3133KD1j0tvuU+ldn+mfx+hqC+LPbTNXILHt/dSxGBOwnpPXyOlj83EFiKf0ZU5fuD7rpf16Th/brku/SwiC9CshNuGBAViTs4vwcrHrD94/elRSlpepa9PT4rt/CXpMSAtKPLldSsvyR3ryTXrSbzE9AGwDDBiAAHoMjIh9dzBlxMzz7PzcdW2LifHdn4v+zz9ldzAXvvSuSYYZMxKTxnZPyr0KjA/Sk570ALANNmHAdLMeLxH0rseaMTA2T4wvBsZ8jfW86DEwLi7fnDtFfS4i9wLiffe7Jv7B3cUCWAPzPfWyXfuMKD2Nb/Ji3udqC30nsFB72fRdOnnypQ+N79aTP1v6lO9kT/rn/Jb0oP/SmKNW+vcQc5TD3v5PtgS969KN3sTAIIhdUmJgar36YmBiJXYNuC0+JCauROVvpnfFHpjxMWaMii0//VodRKfXT88vFEejynDFPfhiKGztZd7ri6eI7a8l6/ZHiHnISR+br+8+c+zY+jI2HsP1Wa/t13N6PU1u+7vuWVofBEHqCDEwAAuJiYGpeV0T/cllyhIs3SORslWwDdc5EQrX7mKx+h6mu21zbXm0XHbS+snzFtKHCHkSW+tP+rE8LwBQB86BAQgQOgem5mtt9H/++oGPMenUeSkpZaXmX4q3T87l8Ut7+bHviSO98/5IzOV/uemXlt9j+ti8nffd9tlbEZlFOxPmpf9w01gdRp687z09APQNBgxAgLOLdyJTe8/Lw2/fyVUgBqYUl2/uH0SZ7IFxeDW8aVbMPwbd2+SLmbF9ph92qd+TasjZymAydp/YPvLdZ/bNLKeHlebqUMJoG3nyv3bMV43yAaBvNrGErJuAokTQux5LdL5+Ebc72BrXzy+enlyfffVFdj1i2fM//6UBwymTXxc55e/tO+mjRP/5GHHDBJH49u5Bf53ah7SWgu9kPdC7Lr3ojQHTEPSux9JdyFp5XqZpqhoD08s//1yWPvn+yZPfLp58LdmiOrf99/addFFi8uyKqVL49O5h8u9KH9PePepfc7e6kvCdrAd616UXvTdhwACsSew5MLWu16Knf/45tF62oqfPMWJGb//W9Dj5Jv046QFgLDBgAAKknAOz9nXoHJhcfHEditSAfDN9bJrce833ak5mbJ6fFCOGydcyWk9+ST92egAYj00YML24s1JB73oQA+PG989fn4TnbKOcOom3YUuv37t05y/9vtKHFIaWI4XSx7K376RO7cmvqXfryXdseld7967/2jFHa7Hn72Rt0Lsuveh9uD2s0n3D7SnhAHvjE7kSEZHPp4fHZWQKMyal1vV89Vquf/hj+fTbr0VE5NfyMLleKTs0qQm4+ltN9vXdth6/1LafvUVtc6ynf/vkdGcuM71tG2VVjjJi9B2+9Dz1slQeKj91xovKx1ePVIPD3G3Mlt71vpk+tky4Qe/n0H0xY9x83xzT0CdLd/gDgD4JmCdsowwQYqvnwKT+IzeNC92QsN4b2ObYTO/zmJieHJW/T389vyWB9b78WfbSltj2C50DY3t/qQ70bz453l4A2BcYMAABtngOTM7kyvSQ+NLHHDRpi1kpORkx8ytpxGC8jIPrnBY1Rl2xXyHjmP5bD9oWAEJsIgYGYE1axsCY16ViYHImCKWeii6NWVmqQ4lyMF7GBeMTAGB8NmHA9BJQlAp614NzYPqg9CF3OSwNGF7CWpPfvX0ncykx/n7z8qOCGtVjxDEigt41GVFnEfSuTTd6zwFEBEF2KZ/I1fyJXM1Xjx7MItLF63z1er569OCoW069Lt+cR903T6d/X745P8o83X1ufqbyt6XXr830SjezHFMfV/56/fT89HT6367PQu3maj9XelPvNftsT5LaJrb7Q31WujwEQRAkTkJswgMDsCZ7OAcmB19MSYynwhqY78C2gYCIu3wzTetlQyw7agv9BwCwLTBgAAJsMQYmBd92ta7tgfV7Q7uL2dKY5bsOqfQZUXoa3+QzFNhfYvLaetncngn1X43+BwCAsmzCgOlmPV4i6F0PYmDyMM88SUlnpo9NY+LaRUrhO2MlhsMkx7Ni1jikcAlLDynsmRo6x7RfyJNoph+xrUXQuzYj6j2iziLoXZtu9CYGBkHsosfAqNiTXl5bxMCotLbYlJwYGNtnJWNgQnmEYmBc7RQbA2PTM7efiKdIH8cxbeYaQ+Z4XUM/BEEQxC0hOAcGIAIVe9LL61qceAz0Q/4sB/7pn1nzMdKbaZyfuXTS0tjyj4qh8dXD+DvH86JOdifmoi057ac8Mcqjx7I/AIB+wYABCPDpt1+3VqE65iF/tiU2vs9seZlpUtLraWxGhp6fbfIYykOP81ky+TxOgjFemrGk/UocdqrKx4gBAFiPTcTAAEA5Rp48tz6n5fLN+aJJMMbLMkr1X6vyAQAgjk0YMN0EFCWC3vXI0fnX8rC5/PfTc+/nJQlN/r//4avVJmcqX/01tawSk8elhxTG7I7mYon+e/lO+qi1bM+ld+/Gy4hjRAS9azKiziLoXZtu9CaIH0H2JbbgYtshjeZhk/q9sUH8tsMqzfzMz3z36Z+nHmRp5uEL4vcFYLvazxasr7dBap+kfL5HKbHJgeuQ0dSNF3zfKQRBECRdOMgSALz4nhznLodS3py3T86j0qee0+EKvHfd42PNZWcxy5F6f3LfO603TKD/AADqgwEDsGNiz8nwpbeh55mT3izfNGL0gH2X/vr7PiOKye+4lGg/+g8AYDwwYAB2ypqT7xjDJKV80wjSdw3z5a+nX7q7lC1/Jr9tGeGQUQAAKE/QgDGDdWzBOzHv1bxny+WvmXfr8tfMe+/lm+9dvjmPClj3Bev5Jm8xedvuyQkOdKUx9Xsm4bxj2lbk/uQ1tU9c7d/7uNlK+bHt78p7af8vSdd72/ZQ/pp57738NfNuXf6aee+9/CXpnBDEjyD7ktgAdV+QfCiIX92jB9yHAutjdTAD8G36mXq4dC0VxG+rR0z9SvTZXiW3TVzjK6YvU8qlzxAEQfIlBAdZAuyQ2FPr9WVXZhr9s8cv7d6Yx1oej1+eHu7nyztHh+PfFl18y8fm6S5NzOYAS2DZUVtY9gcAsBHwwCAIoiTFO2PbYtkUn6clVQdzq+fYvG1eFn2rZVuZOdvihp7mL3kiz9P85W1iuz/FA1OiPARBECROdrGNctKauY5A73qMqLNIP3rbnjz7AuNNvUsHTKv8YgPzWx9SuPaT+17GSQo1dS7ZfyO2tQh612ZEvUfUWQS9a9OL3odbL4v7hsOhli4A0BjbRM/2Xu6OXjnnoriul+hg7mLmKzN28jtP9vq53o8lZse1PRLbL7771Bgy+0fvs1zjh+VmAAD5BMwTIQYGAJy4PB9vc/N7kjYRd00CL9+cL9Jhafkp6W0xOanlrxGPswdizzlyGZkYIQAAfbKJJWQAUB7X5C1mQldi0hd7SOVatF42xuR5GannDJkePdofAKBfMGAA4B4lDqlcq/wS+ceQM3lVk2CMl7bktJ9pxLQ8JBMAAAJsYReyaZqa64DefcuIOrfQ29ydy3ef7W91rfT23ReTd44Ovh3FQjucTdMU3QamuHZli919zadjSJ8Rx/dSnUN9mdJn5nu+Pgvpbe6W14uMOEbQG53Ruz+ppXfQPtmCAYMgSBlpYTyY9y/RITT5j92iOdeASd3iObb9e5sM9yA5hp6tz2zpU41OW/n0GYIgSL7sYhtlAGhP62VTrdOL3C078m0xvWb5e6Z1/9N/AAD1wIABgMX0MPlrmd4W85BixDD5XUbr8Uf/AQDUZRMGTC+H6qSC3vUYUWeRcfQ2J28pehfZqngBevqc9vbpn3PuTQ6jjBOdUjrXNj5sh7SOYLyMOEZE0LsmI+osgt616UZvYmAQBFGSGn8SilkJxQQsiWPQy87VwZU+Jw7HFTfhi6covbHBniR3s4WYvomNgYkddwiCIEiahOAgSwA4Idajod/nSxO6L/a9UP65OsSkd+XJsqO29HDIKAAA1AcDBgCO7HVCljoZxXgZG9X+qRstmOkBAKANm4iBAQCoBcbL2NB/AADjswkDppuAokTQux4j6iyC3rUJ6d3r5HfE9m6hc4n++83LjwpqVI8Rx4gIetdkRJ1F0Ls23ehNED+CIHuX2EM2fZ+HAsKXBHUTEL68TWz3pwTxlygPQRAEiRMOsgQAWEivnheIg/4DANgWGDAAAB5aH7K59JybvRPqv1AgP8YLAEB/bMKA6WY9XiLoXY8RdRZB79qUPqSwxCGbMeWP2N41dI5pv8PkNmJs6UdsaxH0rs2Ieo+oswh616YbvYmBQRBk77LkQE0lZtyESh97KKKvfOIp4vostf/0vjH/Xtrm9BmCIEi+EAMDAJBIrudFPckn5qItOe1nemJY9gcA0C8YMAAAGkuMBzUJxnhpR4n+a1U+AADEgQEDAHBLCc/Jkkkwk99llOq/VuUDAEAcmzBgugkoSgS96zGiziLoXZMShxSqyWuOEbNk8jtie5fWudayPZfevRsvI44REfSuyYg6i6B3bbrRmyB+BEH2LiUCtm3B+vMUF8RfIiB9b1JikwPXIaOpGy+U2AQCQRAEuROC+AEAVsT35D1mOVLvT+57p/WGCfQfAEB9MGAAADJh8tuWHg4Zpf8AAOqDAQMAkAHGS3tGOGQUAADKswkDppuAokTQux4j6iyC3rWJ1bs342XE9m6p89INE0Y0XkYcIyLoXZMRdRZB79p0ozdB/AiC7F1SAq5d97oCv833c4K7CQgv1yZ6utg+yymXPkMQBMkXgvgBAArRm+cF0qD/AAC2AQYMAEAETH7Hhv4DANgOmzBgulmPlwh612NEnUXQuzZrHVK49uR3xPauqXPJ/huxrUXQuzYj6j2iziLoXZtu9CYGBkGQvYsvXiE2liEnniJWN+Ip8vvFd5/roFH9vRKxNgiCIEiaEAMDAJBJiSf3LcvfOzHtd5hE5ik/PQAA1AcDBgDAQutlY0yel5HSfjYjhvYHAOgXDBgAAIPcyauaBGO8tCWn/UwjpqXnDQAA/GzCgOkmoCgR9K7HiDqLoHdtlh5SqCbBtY2XEdt7LZ1L9J+PkN69Gp8jjhER9K7JiDqLoHdtutGbIH4EQfYuKuB6SeD1PN2l14PAU4L4XeUTEB7XJqnt5DpkNHfjBb18+gxBECRfCOIHAIigxJNzlT7mSf4a5e+Z1sv26D8AgHpgwAAASPmYhxQjhsnvMlobH/QfAEBdggaMudbNtvYt5r2a92y5/DXzbl3+mnnvvfw18957+ZdvzuU3Lz+y3nOY7r9nXvsOSWxdtzXzLlW+r/1j8gkdUrlW+TF5r3nPlstfM++9l79m3q3LXzPvvZe/JJ0TYmAQBNm7lDisMOcgyxKHMe5VShzwufTw0RIHoCIIgiD3hRgYAIAVYNlRezhkFABgn2DAAAAkgvEyNvQfAMDYYMAAACTA5Hds6D8AgPHZhAGTFPTTEehdjxF1FkHv2oT07nXyO2J7t9C5RP+ZAfujMOIYEUHvmoyoswh616YbvQniRxBk7xITcB26JxQQviSom4Dw5W1iuz8liL9EeQiCIEicEMQPALCQXj0vEAf9BwCwLTBgAAA8lJi8ttwta++E+i902CjGCwBAf2DAAAA4KPHkvmX5eyem/Q6T24ih/QEA+mQTBkw3AUWJoHc9RtRZBL1ro+vdetlRSvoR23ttnVPaz2bEuNKP2NYi6F2bEfUeUWcR9K5NN3oTxI8gyN7FDLjOCcCeJ3vAfuyp7qX12br42iS2vcy+Udc5fWaWT58hCILkC0H8AAAJLPGcqCf5BIy3o0T/tSofAADiwIABALilxLKvJZNgJr/LKNV/rcoHAIA4NmHAdLMeLxH0rseIOougd01KHFKoJq85RsySye+I7V1a51oxRy69ezdeRhwjIuhdkxF1FkHv2nSjNzEwCILsXZbGK1y+ObfGTehxMUvKJ57C3ya57eM6ZDQ1BsZWPn2GIAiSLyHeEwAAyEY9ebd5XN4+OZfHL19FbaccuofzYO6jt0lW+9z2DTFLAABjgQEDACDLDITLN+fHyfBa2CbJrSffLdOXbOt7eSX2JcYlAEBlWEKGIMjeJWe5T8yyI9fSstQy11iiRHp337DsD0EQpK3sYhvlbgKKEkHveoyoswh61yZW7948F6nt3YP+SzZMWOrxWLphwojLxrb+neyNEfUeUWcR9K5NN3rjgUEQZO+y1BsiEu+BWert6cFz0UP63HxiDhn1eWBiy8UDgyAIki+78MAAANSgB88F6cdNDwAAZcCAAQCIoPXkl/RjpwcAgHJswoDpZj1eIuhdjxF1FkHv2qx1SGGJya8vfai9W+tvS58yRnrSf2tju3fQux4j6iyC3rXpRm9iYBAE2bv44hViYxlSdyFL0W1JPEUvMSul05eIRXEdNKq/VyLWBkEQBEkTYmAAADJpvWyoJ8/DVtMfJrEeQlqifAAAWIfDrZfFfcPhUEsXAIAm2CaqqZNX1yQYxuTtk/bLBgEA9krAPJH3KukBANA1trNFks4beemerL59EpfP45evnPfGTIbn6cajkDt5Him9rW987WfjsafPXGUAAEAHbCEGZpqm5jqgd98yos7oXU9UvMI0TYtiF8yYipz4F1csTWx7L425qZXeNUZi06ecxxOr6zyltbVPr95iYEb7TqI3OqN3n1JL76B9sgUDBkEQZImUmnSqoH01MU41BlT5uYdfutIvLb/H9LY2SS3fNDZLbjjQmwGDIAgykoQgBgYAdo9aKlQi5oFYmHE5TPlpzWVvxMAAAOQTioHBA4MgyO6l561+S3zeqv5rpi/h7SjpeSvdJgiCIHuWEJvYRrmbQ3USQe96jKizCHrXJkfvHrYK/s3Lj5qWn5NetXUP7ZeS3hwjo3ha9vSd7IER9R5RZxH0rk03euOBQRBk77LWYYWlPCdLPTyl691D+qUHfK6tPx4YBEGQfNmFBwYAoDajeQ62ll5keczSEkbxvAAAbBEMGACARFpP3knf1vjAeAEAaAsGDABAAq0nv6QfOz0AACxnEwZMNwFFiaB3PUbUWQS9axPSu/Xk15U+tr170n+PGya0ZKvfyV4ZUe8RdRZB79p0ozdB/AiC7F1iAq5bbfWr0vYcsN4ifWp+S7c6LlEegiAIEichOMgSAHZP6Ml87pP7pbEasD4x/ZrT/yw1AwDIJ2CeCAYMAOyeEQwNJsOn0GcAANsFAwYAAAAAAIYhZMAQxN8Q9K7HiDqLoHdt0LseI+osgt61Qe96jKizCHrXphe98cAAAAAAAEA37MIDAwAAAAAA+wADBgAAAAAAhiFowJhr3Wxr32Leq3nPlstfM+/W5a+Z997LXzPvvZe/Zt6ty18z772Xv2beey9/zbz3Xv6aebcuf828917+knQuiIEBAAAAAIBuIAYGAAAAAAA2AwYMAAAAAAAMAwYMAAAAAAAMwyYMmJSgn55A73qMqLMIetcGvesxos4i6F0b9K7HiDqLoHdtetGbIH4AAAAAAOgGgvgBAAAAAGAzYMAAAAAAAMAwbMKA6WU9XiroXY8RdRZB79qgdz1G1FkEvWuD3vUYUWcR9K5NL3oTAwMAAAAAAN1ADAwAAAAAAGwGDBgAAAAAABgGDBgAAAAAABiGTRgwvQQUpYLe9RhRZxH0rg1612NEnUXQuzboXY8RdRZB79r0ojdB/AAAAAAA0A0E8QMAAAAAwGbAgAEAAAAAgGHAgAEAAAAAgGHYhAHTS0BRKuhdjxF1FkHv2qB3PUbUWQS9a4Pe9RhRZxH0rk0vehPEDwAAAAAA3UAQPwAAAAAAbAYMGAAAAAAAGIZNGDC9rMdLBb3rMaLOIuhdG/Sux4g6i6B3bdC7HiPqLILetelFb2JgAAAAAACgG4iBAQAAAACAzYABAwAAAAAAw4ABAwAAAAAAw7AJA6aXgKJU0LseI+osgt61Qe96jKizCHrXBr3rMaLOIuhdm170JogfAAAAAAC6gSB+AAAAAADYDBgwAAAAAAAwDJswYHpZj5cKetdjRJ1F0Ls26F2PEXUWQe/aoHc9RtRZBL1r04vexMAAAAAAAEA3EAMDAAAAAACbAQMGAAAAAACGAQMGAAAAAACGYRMGTC8BRamgdz1G1FkEvWuD3vUYUWcR9K4NetdjRJ1F0Ls2vehNED8AAAAAAHQDQfwAAAAAALAZMGAAAAAAAGAYNmHA9LIeLxX0rseIOougd23Qux4j6iyC3rVB73qMqLMIetemF72JgQEAAAAAgG4gBgYAAAAAADYDBgwAAAAAAAwDBgwAAAAAAAxD0IAxg3VswTsx79W8Z8vlr5l36/LXzHvv5a+Z997LXzPv1uWvmffey18z772Xv2beey9/zbxbl79m3nsvf0k6FwTxAwAAAABANxDEDwAAAAAAmwEDBgAAAAAAhgEDBgAAAAAAhuG91gqUYJqmpMCfXkDveqyt8+Wb89XyhnX5/oevjn+POLZF0vXe4njV+3FNehojW+zHvVBrvKbQ09hOAb3r0oveBPEDFICJxLj0OJFYmy2OV/oRRmKP4xUgBYL4AQA6JPTjDGNAPwIA1GcTS8gAeoIna/0z0pPreZ5X9YSPPF7pxztG7se9MNJ4BeidTXhgeliLlwN612NEnUXQuzboXY8RdRZB79qgdz1G1FkEvWvTi97EwAAUQH+yxpPQ/inVX+bPp/57aXvirr+n/tbzsP3ervHkfivjlX7cRj/uBfoLIJ7Q8lyWkAEAZBCa2ObksfYyI7gP/QgAMB4YMAAr84lctVYhyK/l4aL0e6ijyP16mtc/PVyfvGdrF/098/6YNCGW1JN+vGH0fkwtqxXUEQBywYABAMjgp4dr+Xw+u/cejAX9CAAwIHMAEelepmlqrgN69y1r63z55vwo5mefyNX8iVzNV48ezPMkXb0q3ZbWX+XTuj7mq6uOrv4KjZNgPef5eD3P86LPvfdF1jN1vG6lHxeP18H7cUu/O77v5F7Gay0Z8X87em9X76B9sgUDBkFaS8xEQv1z0z9rdT1fvV7FgOmlfqE6lpj4qkmq/rn+m2l+bv6m2n5jzeuY+ub0ZYwB07r/Yuq3tB+VsWGWr96zfa73m+3aTF9ivKb2o60ve+nPNX53tj5eEWSPEmIT2ygDjMD1iwfy8Nt3cvXogYiIXD1qe70GZxf91O/6hz9erZ4iItcfvC9n33wntw+CjoHbx/KNz68/eP+op0LtXmVLr+oz3+7E4qrvWvVs3X9r10/kZrxef/D+sf1Vf6l+ePjt/c/1fnz47TsRuetHW3pVn3mem4zX6xd9fB+vHj2Qs6++WKWOvdRv7fEKABohC0c6sMIQpHfhSeg+noSO5mlKHa+j1a+EJ611/WLGa2o/mnXsoX65YzWmH3up31rjFUH2KLvwwPRyqE4q6F2PHnTOeRI6TdOQT0KfXzwd8klo7DjZuqdp6/XTaV2/JeM1htE9vzHfyT2N1zXp4f9kDuhdl270xgODIMuFJ6H7eBK69Sf3o9UPTxqe3z2MVwTZo+zCAwMwAqM/CY1hT09CW9dPXRMDk88exisxMNsZrwCggQcGQZYLT0L38SR060/uR6sfnjQ8v3sYrwiyR8EDA9AJqU9CZ213KnO3K9d1bP69PAlNrd88z108CU19ch9Tv9wnvz3EwKT0X2p9e/KklRyftcZrquc39fs4B3ZXM6/XYE/jFQBu2IQB001AUSLoXY8edFb/ZB9+e7P1qvqnZ7ueb7divf7gfTkcDkcJXavJRCj/tVCTpWmaguWrLWlT6qe2Jo6pX46RljJOQuWr67Nvvouqn5okxfbfMf+VjNHS9cut75rGthqvMfVV4/XZs2dFxmeJ8RrD2cVN/mpjDZ8+6ncntT91I8aX/5oba+xhvK5ND/8nc0DvunSjN0vIEGS5xJ6ILSLBV/W9i70/J/1aSzn05Sre8uc5u34p6V11LHWCe+l65rZLal/GBPHTj+P2o15HfnfGH68IskcJ2icYMAiyXErGwOj/JGPuz02/1kQiRl/ztyW1vjHpe4iBMSd1a/R/yxiYnPqlpu8hBiZnvOppou5vHAOTqm9O+tYxMKOOVwTZo4TYxBIygBGIjYERkZPrOXFNupneVl7rGBjzNXVNupm+9xiYUAzFyRr622VIsfn3EAOTG9PUqn46Jcernv76g/e7iNmKjYEx2yPl+6iWzcW05xrsabwCwA2bMGC6WY+XCHrXowedY2NgFPp16pptX/69xMCY16lr0keIgbG9LokhsF23jIGJrZ/t+tmzZ3L9wfvDxMCo6+cXT4/1DMWgma+lx2sMsTEwIveNmdQYtVD7tY6Bsb2mxvwQA9Mf6F2XbvQOuWikAzcSgvQua65FN69LvPa2Ft28LvXqqmOr2Amdku2R2pdrxcDQj330o15HfnfGH68IskcJ2ifBGzqoBIL0LmvGwJjXofSx12tNJGLKN39bzOsS9es5BiZU/5T26CkGxlXfJdc9x8CE6p/SHr3FwJjXJfqztxiYUcYrguxRQmxiCRnACOTGwIjI5s6Bsb3G1G/uIKZAZPkJ7qmvo8TAiEh0TEHL+unk9Fdqf48YAyMiUd/HeR7vHJiRxysA3IABA1CJ3BiYEc+BiSlfv+7lHJgUctbcx7ZHynVPMTCjnauRO15d9Q+9thivKgYm5vdAv+7lHJhY9jBeAeCOTRgw3QQUJYLe9ehB55wnoSrw1ne/fq0mEzH3r4Ey0qZpWu9JdeTuTmsGDMfqK2L3LBVtj5UmhWt7JmJ3W+vFk2Z7Mu9qB9driyf3uZ7flP40jRjX/WturLGH8bo2PfyfzAG969KN3qE1ZtLBOjgE6V1KxsCIhNd+mujpzWtXeVcNY2CujEDoGMz2CebfQQxMSn+n1u94b8MYmJyxqqc3r1PrVysGJvY6p34x4zW1H806puif851U3+dg/o1jYEYdrwiyRwmxCQ9MLaZpyrY8VdolecDYxD4JVU801fKF0KuIfwvmUk9CY4n2HETW7/qD94/pXK89P7nPeTIcU781n9yn1C+nH5OefHcQA1PjunUMTM7vjp4+tj3XYE/jFQBuiX3CsneZpsn6d2ra3DyQvqX0k9CU61GfhKZc9/IkNGf3Kt9v6pL6Hft7BQ9Mac+E3h6+69T61dxNzvdkfkn9YsZraj/a+rJ0f87zmJ7fEccrguxRQuCBicD0mqR6UZZ6XEzPjUsf1+fQBylPQlOuFaM9CV37uocn9yL3n/jOG4qBqeFp6sWTZuvH3j1pImme35RrkTE9vyOPVwDQCFk40oEVFpK1vRlreFCmaYrOw+X9UX+HPh+tvUfUufQ5MKmM9iQ0BzN9qH45T0JD46TkOTCu/out3/HexufA5PTj1aMH8zRNzvaJrV+Lc2CmaXLWP7b/U8draj+adVTt7S0/sy/19MHxklFH33ey5niN7c+RPTAj/m9H7+3qHWITHpha3oZS5YweCzOi3j3onLIbUMpa9OsP3h/uSahI2lr0w+FQ5Ulo7DiJfXLvelLv6795nu/VdysxMKpeD799Jz978Vmz+unEjFfdc/azF585Y0b09Ho/9hADE2pvkfTfHTN9THumEvOdrDFeW34fa9HD/8kc0Lsuvei9CQOmFqWXgsG+yD0HJnR/bvo1WHquRsnrHs6BsRkxvvvVpDcl/57OgUntr5j0vZwDk3LOkmm8xOTf2zkwqf0Zk763c2BGG68AcAcGTCUwXiA2Bib2nBPb9dk330XvnrMGSz0TMdexT7Z7eHKfUt9Uz8vaT+5jyl8S0xNb315iYGLrm+p5WXu8xnp+Y885sV3P83zPk2j9fWrs+R19vALAHZswYNY2CmKD+F16pN7fOyPq3YPOsU9ClRGjDs1LeT0cDnH5N34Sqk8mUusZ+2R7zUPzcjxNofqmel7WfHKf45lI7cdnz541q59Oans/e/asyPis9eReGWnPL54G9VEnzqf2pzJeYuqbSsx3ssZ4jf1+juyB6eH/ZA7oXZde9MaASShjiRfFTD+yN2ZEvXvQOXU3oNS12innFrR+EqpP6tdak95DDExKfXPyE2kfA5PbjyPFwOjXP3vxWdGYibWf3MfGwOiemCUxeKH8UykdA7Pkdyeq/Qb2wPTwfzIH9K5LN3rH7MCBIIhfWp4Dk3M92jkwOdc97F5V43qkc2BK16/WOTCtx2tqP9r6snX91PUavztbH68IskfZxS5kACOw1jkwuddrwDkw9a9HOgemp/qJ7GO8rnUOTM51L57fNa9H9sAADAUeGARZLjwJ3ceT0K0/uR+tfnjS8PzuYbwiyB5lsQfGXOsWG4yek67UPVsuf828W5e/Zt6tyxeJexI6TZP3OpReXT+/eJr1JLRE/WPKr1F/80lozLrdmPqL3H9yb9a3Zv1tT3xjx6SLVM/EWvW31S+nH33p1vi+xdZfL8/15D52TLru8Xl+1/q98dU/tW4x9+R60taof2w/lqz/VvJuXf6aee+9/CXpnOCBQZDlwpPQfTwJ3fqT+9HqhycNz+8exiuC7FGIgQHoBGJgthFToGhdP3VNDEw+exivxMBsZ7wCwB3v1S4wyT0ERaDN++Ds4p3MP3stIiJXP/yxnH31hcy3n9W+XnVS+NUXzeunrtecFPZQv7X6c+v109n6eD27eCdXnfTnWuxpvALADYfbZWLuG24PbyrFyJPp0rpP0/pnwaxRRg29S7O2zpdvzo9/f//DVyeffSJXIiLyy0c/WK38XD799msREfm1PFyUz2h1dPVXaJyMVk8XrvqPVj/f987HaPV0sYffHd93crQ65o7XWoz4v10EvWtTS++AeVLfAwN3jDhwRcbUuwed1T+0LTN6HWPHyej1DLH1+in2UM/R6xjznRy9jr3Qw//JHNC7Lr3oTQwMAAAAAAAMAx4YgJVZujxrBPZQR5Ht13Pr9VPsoZ7UEQC2DB4YAAAAAAAYBjwwCfSy7q81IwaejaizCHrXBr3rMaLOIuhdG/Sux4g6i6B3bXrRu/ouZABbRN9dBsaix92A1maL45V+hJHY43gFSCG0CxlLyAAAAAAAYBgwYAAAAAAAYBhYQgYAAAAAAN2wiyVkPQQT5YDe9RhRZxH0rg1612NEnUXQuzboXY8RdRZB79r0ojceGAAAAAAA6IZdeGAAAAAAAGAfYMAAAAAAAMAwbMKA6WU9XiroXY8RdRZB79qgdz1G1FkEvWuD3vUYUWcR9K5NL3oTAwMAAAAAAN1ADAwAAAAAAGwGDBgAAAAAABgGDBgAAAAAABiGTRgwvQQUpYLe9RhRZxH0rg1612NEnUXQuzboXY8RdRZB79r0ojdB/AAAAAAA0A0E8QMAAAAAwGZ4L3RDyAICAAAAAACoBR4YAAAAAAAYBgwYAAAAAAAYBgwYAAAAAAAYBgwYAAAAAAAYBgwYAAAAAAAYBgwYAAAAAAAYBgwYAAAAAAAYhv8f44kGWbpTSeMAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "route_pd1_vss = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd1_ref.ports[\"vss\"]],\n", + " ports2=[probe_top.ports[\"e3\"]],\n", + " route_width=2, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "824f622b", + "metadata": {}, + "source": [ + "Afterwards, PD1 `vout` is connected to the top bondpad through a Metal4 route using a TopMetal1-to-Metal4 VIA stack." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "db1e58b1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "via_stack PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "via_M4_TM1 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal1\",\n", + " bottom_layer=\"Metal4\",\n", + " vn_columns=10,\n", + " vn_rows=3,\n", + " vt1_columns=5,\n", + " vt1_rows=1,\n", + ")\n", + "via_M4_TM1.ports[\"top\"].orientation = 90\n", + "via_M4_TM1.ports[\"bottom\"].orientation = 270\n", + "via_M4_TM1_ref = c.add_ref(via_M4_TM1)\n", + "via_M4_TM1_ref.connect(\"top\", probe_top.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M4_TM1_ref.move((0, via_M4_TM1_ref.ysize/2))\n", + "route_pd1_vout = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd1_ref.ports[\"vout\"]],\n", + " ports2=[via_M4_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal4drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "0968826f", + "metadata": {}, + "source": [ + "Finally, PD1 `vref` is connected to the top bondpad through a Metal3 route using a TopMetal1-to-Metal3 VIA stack." + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "8651bd35", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "via_stack PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "via_M3_TM1 = ihp.cells.via_stack(\n", + " top_layer=\"TopMetal1\",\n", + " bottom_layer=\"Metal3\",\n", + " vn_columns=10,\n", + " vn_rows=3,\n", + " vt1_columns=5,\n", + " vt1_rows=1,\n", + ")\n", + "via_M3_TM1.ports[\"top\"].orientation = 90\n", + "via_M3_TM1.ports[\"bottom\"].orientation = 270\n", + "via_M3_TM1_ref = c.add_ref(via_M3_TM1)\n", + "via_M3_TM1_ref.connect(\"top\", probe_top.ports[\"e1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M3_TM1_ref.move((0, via_M3_TM1_ref.ysize/2))\n", + "route_pd1_vref = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd1_ref.ports[\"vref\"]],\n", + " ports2=[via_M3_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "d129e81b", + "metadata": {}, + "source": [ + "The RF and bias routing for PD1 is completed. Next, instantiate and route PD2 using the complementary orientation and adjacent BLC branch." + ] + }, + { + "cell_type": "markdown", + "id": "312e3317", + "metadata": {}, + "source": [ + "## Place and Connect Second Power Detector (PD2)\n", + "\n", + "PD2 is instantiated in its non-mirrored orientation and is placed by connectivity:\n", + "- Connect an RF interconnect from `blc_1_ref` port `e3` to PD2 `rfin`\n", + "- Route `vdd` and `vss` to top bondpads\n", + "- Route `vout` and `vref` through Metal4/Metal3 paths using via stacks to top bondpads\n", + "\n", + "This keeps PD2 aligned with the surrounding network as dimensions scale." + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "3ef02bc9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pd2_ref = c.add_ref(pd)\n", + "connection_rfin_ref = c.add_ref(connection_rfin)\n", + "connection_rfin_ref.connect(\"e1\", blc_1_ref.ports[\"e3\"])\n", + "pd2_ref.connect(\"rfin\", connection_rfin_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "# vdd connection of pd2 to probe top\n", + "route_pd2_vdd = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd2_ref.ports[\"vdd\"]],\n", + " ports2=[probe_top.ports[\"e4\"]],\n", + " route_width=8, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " start_straight_length=10,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vss connection of pd2 to probe top\n", + "route_pd2_vss = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd2_ref.ports[\"vss\"]],\n", + " ports2=[probe_top.ports[\"e5\"]],\n", + " route_width=2, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vout connection of pd2 to probe top\n", + "via_M4_TM1_ref = c.add_ref(via_M4_TM1)\n", + "via_M4_TM1_ref.connect(\"top\", probe_top.ports[\"e6\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M4_TM1_ref.move((0, via_M4_TM1_ref.ysize/2))\n", + "route_pd2_vout = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd2_ref.ports[\"vout\"]],\n", + " ports2=[via_M4_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal4drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vref connection of pd2 to probe top\n", + "via_M3_TM1_ref = c.add_ref(via_M3_TM1)\n", + "via_M3_TM1_ref.connect(\"top\", probe_top.ports[\"e7\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M3_TM1_ref.move((0, via_M3_TM1_ref.ysize/2))\n", + "route_pd2_vref = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd2_ref.ports[\"vref\"]],\n", + " ports2=[via_M3_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "e4b1affa", + "metadata": {}, + "source": [ + "## Place and Connect Third Power Detector (PD3)\n", + "\n", + "PD3 is instantiated with both mirror operations (`mirror_y().mirror_x()`), then placed through net connectivity:\n", + "- Drive `rfin` from `blc_2_ref` port `e3` through the RF interconnect\n", + "- Route `vdd`, `vss`, `vout`, and `vref` to the bottom bondpads\n", + "- Use VIA-assisted transitions for `vout` (Metal4) and `vref` (Metal3)\n", + "\n", + "PD3 placement is derived from mirror transforms plus port connections, so it adapts automatically with layout changes." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "19da04c2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pd3_ref = c.add_ref(pd).mirror_y().mirror_x()\n", + "connection_rfin_ref = c.add_ref(connection_rfin)\n", + "connection_rfin_ref.connect(\"e1\", blc_2_ref.ports[\"e3\"])\n", + "pd3_ref.connect(\"rfin\", connection_rfin_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "# vdd connection of pd3 to probe bottom\n", + "route_pd3_vdd = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd3_ref.ports[\"vdd\"]],\n", + " ports2=[probe_bottom.ports[\"e4\"]],\n", + " route_width=8, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " start_straight_length=10,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vss connection of pd3 to probe bottom\n", + "route_pd3_vss = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd3_ref.ports[\"vss\"]],\n", + " ports2=[probe_bottom.ports[\"e5\"]],\n", + " route_width=2, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vout connection of pd3 to probe bottom\n", + "via_M4_TM1_ref = c.add_ref(via_M4_TM1)\n", + "via_M4_TM1_ref.connect(\"top\", probe_bottom.ports[\"e6\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M4_TM1_ref.move((0, -via_M4_TM1_ref.ysize/2))\n", + "\n", + "route_pd3_vout = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd3_ref.ports[\"vout\"]],\n", + " ports2=[via_M4_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal4drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vref connection of pd3 to probe bottom\n", + "via_M3_TM1_ref = c.add_ref(via_M3_TM1)\n", + "via_M3_TM1_ref.connect(\"top\", probe_bottom.ports[\"e7\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M3_TM1_ref.move((0, -via_M3_TM1_ref.ysize/2))\n", + "route_pd3_vref = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd3_ref.ports[\"vref\"]],\n", + " ports2=[via_M3_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "b36d8645", + "metadata": {}, + "source": [ + "## Place and Connect Fourth Power Detector (PD4)\n", + "\n", + "PD4 is instantiated with a single Y-axis mirror (`mirror_y()`), then placed by connecting ports:\n", + "- Connect `rfin` from `blc_2_ref` port `e2` through the RF interconnect\n", + "- Route `vdd` and `vss` to the bottom bondpads\n", + "- Route `vout` and `vref` through via-assisted Metal4/Metal3 paths to bottom pads\n", + "\n", + "Like the other detectors, PD4 location is topology-driven and scales with the surrounding layout geometry." + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "665f845a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pd4_ref = c.add_ref(pd).mirror_y()\n", + "connection_rfin_ref = c.add_ref(connection_rfin)\n", + "connection_rfin_ref.connect(\"e1\", blc_2_ref.ports[\"e2\"])\n", + "pd4_ref.connect(\"rfin\", connection_rfin_ref.ports[\"e2\"], allow_width_mismatch=True)\n", + "\n", + "# vdd connection of pd4 to probe bottom\n", + "route_pd4_vdd = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd4_ref.ports[\"vdd\"]],\n", + " ports2=[probe_bottom.ports[\"e4\"]],\n", + " route_width=8, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.TopMetal1drawing,\n", + " start_straight_length=10,\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vss connection of pd4 to probe bottom\n", + "route_pd4_vss = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd4_ref.ports[\"vss\"]],\n", + " ports2=[probe_bottom.ports[\"e3\"]],\n", + " route_width=2, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal5drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vout connection of pd4 to probe bottom\n", + "via_M4_TM1_ref = c.add_ref(via_M4_TM1)\n", + "via_M4_TM1_ref.connect(\"top\", probe_bottom.ports[\"e2\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M4_TM1_ref.move((0, -via_M4_TM1_ref.ysize/2))\n", + "route_pd4_vout = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd4_ref.ports[\"vout\"]],\n", + " ports2=[via_M4_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal4drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "# vref connection of pd4 to probe bottom\n", + "via_M3_TM1_ref = c.add_ref(via_M3_TM1)\n", + "via_M3_TM1_ref.connect(\"top\", probe_bottom.ports[\"e1\"], allow_width_mismatch=True, allow_layer_mismatch=True)\n", + "via_M3_TM1_ref.move((0, -via_M3_TM1_ref.ysize/2))\n", + "route_pd4_vref = gf.routing.route_bundle_electrical(\n", + " component=c,\n", + " ports1=[pd4_ref.ports[\"vref\"]],\n", + " ports2=[via_M3_TM1_ref.ports[\"bottom\"]],\n", + " route_width=4, # adjust for thicker connections\n", + " layer=ihp.tech.LAYER.Metal3drawing,\n", + " start_straight_length=10, # 10 or longer, to avoid routing through itself\n", + " allow_layer_mismatch=True,\n", + " allow_width_mismatch=True,\n", + " auto_taper=False,\n", + " separation=0,\n", + ")\n", + "\n", + "# rfin connection of pd4 to blc\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "35c96cc6", + "metadata": {}, + "source": [ + "## Place Sealring\n", + "\n", + "After the six-port is assembled, it is important to place a sealring around it. The sealring is necessary at the chip edge to stop cracks from spreading during the dicing process. It also works as a metal barrier to block moisture and chemicals from entering the internal layers. This ensures the long-term reliability and prevents corrosion of the semiconductor die." + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "f5e24d90", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "Warning: Box.destroy: already destroyed!\n", + "sealring PyCell placed successfully and GDS written.\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c.add_ref(ihp.cells.sealring(width=c.xsize + 50, height=c.ysize + 50)).center = c.center\n", + "\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "2f78ec27", + "metadata": {}, + "source": [ + "## Define Metal Fill Patterns\n", + "\n", + "Define helper functions for creating metal fill cells:\n", + "- **`fill_cell()`**: Generic rectangular fill cell (9×9µm) on specified layer\n", + "- **`fill_gat_active()`**: Small fill polygon (1.1×0.5µm) for gate and active region filling\n", + "- **`fill_ground()`**: Metal5 ground plane fill cell\n", + "- **`slit_ground()`**: Metal5 slit pattern for ground plane\n", + "\n", + "These fill cells are used by gdsfactory's `fill()` function to uniformly distribute metal and maintain electrical properties." + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "f4303bd0", + "metadata": {}, + "outputs": [], + "source": [ + "@gf.cell\n", + "def fill_cell(layer = ihp.tech.LAYER.Metal5slit, size=(3,3)) -> gf.Component:\n", + " c = gf.Component()\n", + " c << gf.c.rectangle(layer=layer, size=size)\n", + " return c\n", + "\n", + "@gf.cell\n", + "def fill_gat_active(size=(3,3), active_extension=(0.18,0.18)) -> gf.Component:\n", + " c = gf.Component()\n", + " gat_ref = c.add_ref(gf.c.rectangle(layer=ihp.tech.LAYER.GatPolyfiller, size=size))\n", + " activ_ref = c.add_ref(gf.c.rectangle(layer=ihp.tech.LAYER.Activfiller, size=(size[0] + 2*active_extension[0], size[1] + 2*active_extension[1])))\n", + " activ_ref.center = gat_ref.center\n", + " return c\n", + "\n", + "@gf.cell\n", + "def fill_ground() -> gf.Component:\n", + " c = gf.Component()\n", + " c.add_polygon(layer=ihp.tech.LAYER.Metal5drawing, points=[\n", + " (0,0),\n", + " (1,0),\n", + " (1,1),\n", + " (0,1)\n", + " ])\n", + " return c\n", + "\n", + "@gf.cell\n", + "def slit_ground() -> gf.Component:\n", + " c = gf.Component()\n", + " c.add_polygon(layer=ihp.tech.LAYER.Metal5slit, points=[\n", + " (1.1,1.1),\n", + " (4,1.1),\n", + " (4,4.1),\n", + " (1.1,4.1)])\n", + " return c" + ] + }, + { + "cell_type": "markdown", + "id": "07db5176", + "metadata": {}, + "source": [ + "## Fill All Metal Layers\n", + "\n", + "Hierarchical metal fill patterns are applied across all metal layers (GatePoly, Active, Metal1-5, TopMetal1) to:\n", + "- maintain CMP (Chemical Mechanical Polishing) uniformity.\n", + "- ensure design rule compliance with minimum metal density requirements.\n", + "- avoid isolated structures that degrade process performance.\n", + "- fill ground planes with slit patterns for optimal RF performance.\n", + "\n", + "Each layer uses appropriate fill cells, spacing, and exclusion zones around signal lines and sensitive structures." + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "d6a6015f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[32m2026-04-14 19:49:54.874\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:54.939\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:55.008\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:55.062\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:55.115\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:55.151\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:56.526\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n", + "\u001b[32m2026-04-14 19:49:56.596\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "gatpoly_activ_fill_space = 1\n", + "c.fill(\n", + " fill_cell=fill_gat_active( size=(3, 3)),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[\n", + " (ihp.tech.LAYER.Activdrawing, 1.1), \n", + " (ihp.tech.LAYER.pSDdrawing, 1.1),\n", + " (ihp.tech.LAYER.nSDblock, 1.1),\n", + " (ihp.tech.LAYER.SalBlockdrawing, 1.1),\n", + " (ihp.tech.LAYER.NWelldrawing, 1.1),\n", + " (ihp.tech.LAYER.nBuLaydrawing, 1.1),\n", + " (ihp.tech.LAYER.PWellblock, 1.5), \n", + " (ihp.tech.LAYER.GatPolydrawing, 2),\n", + " (ihp.tech.LAYER.Contdrawing, 1.2),\n", + " (ihp.tech.LAYER.Passivdrawing, 12),\n", + " (ihp.tech.LAYER.GatPolynofill, 1),\n", + " (ihp.tech.LAYER.Activnofill, 1),\n", + " ],\n", + " x_space=gatpoly_activ_fill_space,\n", + " y_space=gatpoly_activ_fill_space,\n", + ")\n", + "# metal1 fill\n", + "metal_fill_space = 1\n", + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.Metal1filler),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[\n", + " (ihp.tech.LAYER.Metal1drawing, 10),\n", + " (ihp.tech.LAYER.Passivdrawing, 10),\n", + " (ihp.tech.LAYER.Metal1nofill, 1),\n", + " ],\n", + " x_space=metal_fill_space,\n", + " y_space=metal_fill_space,\n", + ")\n", + "# metal2 fill\n", + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.Metal2filler),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[\n", + " (ihp.tech.LAYER.Metal2drawing, 10),\n", + " (ihp.tech.LAYER.Passivdrawing, 10),\n", + " (ihp.tech.LAYER.Metal2nofill, 1),\n", + " ],\n", + " x_space=metal_fill_space,\n", + " y_space=metal_fill_space,\n", + ")\n", + "# metal3 fill\n", + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.Metal3filler),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[\n", + " (ihp.tech.LAYER.Metal3drawing, 10),\n", + " (ihp.tech.LAYER.Passivdrawing, 10),\n", + " (ihp.tech.LAYER.Metal3nofill, 1),\n", + " ],\n", + " x_space=metal_fill_space,\n", + " y_space=metal_fill_space,\n", + ")\n", + "# metal4 fill\n", + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.Metal4filler),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[\n", + " (ihp.tech.LAYER.Metal4drawing, 10),\n", + " (ihp.tech.LAYER.Passivdrawing, 10),\n", + " (ihp.tech.LAYER.Metal4nofill, 1),\n", + " ],\n", + " x_space=metal_fill_space,\n", + " y_space=metal_fill_space,\n", + ")\n", + "c.fill(fill_cell=fill_ground(),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[(ihp.tech.LAYER.Passivdrawing, 0), \n", + " (ihp.tech.LAYER.Metal5nofill, 0)],\n", + " x_space=0,\n", + " y_space=0,\n", + ")\n", + "c.fill(fill_cell=slit_ground(),\n", + " fill_layers=[(ihp.tech.LAYER.Metal5drawing, -2)],\n", + " exclude_layers=[(ihp.tech.LAYER.TopMetal2drawing, 5), (ihp.tech.LAYER.MIMdrawing, 1), (ihp.tech.LAYER.Metal5slit, 1)],\n", + " x_space=1.1,\n", + " y_space=1.2,\n", + ")\n", + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.TopMetal1filler, size=(9, 9)),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[(ihp.tech.LAYER.TopMetal1drawing, 10), (ihp.tech.LAYER.TopMetal2drawing, 20)],\n", + " x_space=3,\n", + " y_space=3,\n", + " )\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "0923d9fd", + "metadata": {}, + "source": [ + "## Add Logos and Decorative Elements\n", + "\n", + "Import and place decorative logos for the chip:\n", + "- **JKU Logo**: Johannes Kepler University branding on TopMetal2\n", + "- **D. Kellerer**: Designer name annotation (rotated -90°)\n", + "- **IWS Logo**: Institute branding \n", + "- **Supervisors**: Acknowledgment text" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "af6fc0ba", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if f == 160e9:\n", + "\n", + " logo_dir = Path(\"/tmp/assets\")\n", + "\n", + " # logo_gds_path = logo_dir / \"jku_logo_m5.gds\"\n", + " logo_gds_path = logo_dir / \"jku_logo_m5.gds\"\n", + " kellerer_gds_path = logo_dir / \"D_Kellerer.gds\"\n", + " iws_gds_path = logo_dir / \"IWS.gds\"\n", + " helper_gds_path = logo_dir / \"supervisors.gds\"\n", + "\n", + " tm1_layer = ihp.tech.LAYER.TopMetal2drawing\n", + " tm1_foreground = f\"{tm1_layer[0]}/{tm1_layer[1]}\"\n", + "\n", + " logo_jku = c.add_ref(gf.import_gds(str(logo_gds_path), cellname=\"JKU_LOGO\"))\n", + " logo_jku.move((-50,-420))\n", + " kellerer = c.add_ref(gf.import_gds(str(kellerer_gds_path), cellname=\"Name_D\"))\n", + " iws = c.add_ref(gf.import_gds(str(iws_gds_path), cellname=\"Logo_IWS\"))\n", + "\n", + " kellerer.rotate(-90)\n", + " kellerer.move((-690, 430))\n", + "\n", + " iws.move((-120,130))\n", + "\n", + " helper = c.add_ref(gf.import_gds(str(helper_gds_path), cellname=\"helper\")).rotate(-90)\n", + " helper.xmin = kellerer.xmin\n", + " helper.ymax = kellerer.ymin - 550\n", + "\n", + " c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "f5e42bb6", + "metadata": {}, + "source": [ + "## Final TopMetal2 Fill and Chip Visualization\n", + "\n", + "The TopMetal2 fill pattern is applied to complete the metal density requirements. Use 9×9µm fill cells with 3µm spacing, excluding the 20µm perimeter around TopMetal2 drawing layers. Plot the final complete chip design to visualize the finished layout with all components, routing, logos, and metal fill in place." + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "1a2f4e46", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[32m2026-04-14 19:49:57.809\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36mkfactory.utils.fill\u001b[0m:\u001b[36mfill_tiled\u001b[0m:\u001b[36m278\u001b[0m - \u001b[1mdone with calculating fill regions for Six-Port-CAC\u001b[0m\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "c.fill(\n", + " fill_cell=fill_cell(layer=ihp.tech.LAYER.TopMetal2filler, size=(9, 9)),\n", + " fill_layers=[(ihp.tech.LAYER.EdgeSealboundary, -50)],\n", + " exclude_layers=[(ihp.tech.LAYER.TopMetal2drawing, 20)],\n", + " x_space=3,\n", + " y_space=3,\n", + " )\n", + "c.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "f7ac4225", + "metadata": {}, + "source": [ + "# Export Final GDS" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "41925490", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "PosixPath('sparx_top.gds')" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "c.write_gds(str(\"sparx_top.gds\"))" + ] + }, + { + "cell_type": "markdown", + "id": "9f291753", + "metadata": {}, + "source": [ + "# Clean Up Folder" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "968c71cc", + "metadata": {}, + "outputs": [], + "source": [ + "! rm -rf $IHP_DIR && rm -rf $PDK_ROOT && rm -rf /tmp/assets/" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "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": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.pdf b/VLSI26/submitted_notebooks/SPARX_JKU_VLSI2026/SPARX_JKU_VLSI2026.pdf new file mode 100644 index 0000000000000000000000000000000000000000..db366753e320040213a76e113925c2dad4c0141b GIT binary patch literal 4132609 zcmdqI2T)X9vo?x?@PZ%)KtLH#6cCV{VF)51l5@^E=QKnyphy%0g2X{`P!JGFDj+#2 zIU_m8A&1+8-}{BS=RfuTRrgk%do4?uVeP%w>eZ|J>F4QvQ~9p+ZB8~GqMN@K=EjLQ 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