{ "cells": [ { "cell_type": "markdown", "id": "a6ba3eb0-8f27-4ebd-b407-3f25f449c6bf", "metadata": {}, "source": [ "# Imports" ] }, { "cell_type": "code", "execution_count": 103, "id": "bd9299aa-a531-468c-b04b-798b06315f41", "metadata": {}, "outputs": [], "source": [ "# pyright: reportUnknownArgumentType=false, reportCallIssue=false, reportAttributeAccessIssue=false, reportOptionalSubscript=false, reportArgumentType=false\n", "from rich.console import Console\n", "from rich.table import Table\n", "from rich.theme import Theme\n", "from rich.logging import RichHandler\n", "\n", "from finesse.model import Model\n", "from finesse.solutions import SeriesSolution\n", "from finesse.detectors import PowerDetector\n", "from finesse.analysis.actions import (\n", " TemporaryParameters,\n", " Change,\n", " Maximize,\n", " Minimize,\n", " Series,\n", " # FrequencyResponse,\n", " Noxaxis,\n", ")\n", "from finesse.components import Mirror\n", "from finesse.exceptions import ModelMissingAttributeError\n", "\n", "from pathlib import Path\n", "\n", "from matplotlib.pyplot import figure, show\n", "from matplotlib.colors import LogNorm\n", "\n", "from numpy import (\n", " geomspace,\n", " pi,\n", " angle,\n", " diff,\n", " loadtxt,\n", " load,\n", " sqrt,\n", " mean,\n", " where,\n", " zeros,\n", ")" ] }, { "cell_type": "code", "execution_count": 13, "id": "4c038d40-1d01-49cb-9182-a9a0e94d0d40", "metadata": {}, "outputs": [], "source": [ "from gettext import install\n", "from logging import getLogger, basicConfig, INFO, WARNING" ] }, { "cell_type": "code", "execution_count": 14, "id": "12fc3934-0929-479f-9431-95bd8788d7ee", "metadata": {}, "outputs": [], "source": [ "from utils import (\n", " DisplayData,\n", " display_displaydata,\n", " fix_dark_fringe,\n", " get_QNLS,\n", " TF,\n", ")\n", "from MaskedReadoutRF import MaskedReadoutRF" ] }, { "cell_type": "code", "execution_count": 15, "id": "5d4f2612-c5ea-4b21-a326-7074022966bc", "metadata": {}, "outputs": [], "source": [ "install(__name__)\n", "theme = Theme(\n", " {\n", " \"strong\": \"cyan underline\",\n", " \"result\": \"red bold\",\n", " }\n", ")\n", "console = Console(theme=theme)\n", "basicConfig(\n", " level=WARNING,\n", " format=\"%(message)s\",\n", " datefmt=\"[%X]\",\n", " handlers=[RichHandler(console=console, rich_tracebacks=True)],\n", ")\n", "logger = getLogger(__name__)" ] }, { "cell_type": "markdown", "id": "eb7d2340-c817-4309-9599-6d58070ff4ab", "metadata": {}, "source": [ "## Paramètres généraux" ] }, { "cell_type": "code", "execution_count": 19, "id": "8fc23eea-145e-4641-93e9-6f8989edca96", "metadata": {}, "outputs": [], "source": [ "C_POWER = 25 # en Whatt\n", "C_DARK_FRINGE = 8e-3 # en Whatt\n", "C_PRECISION = 500 # number of points in simulation\n", "C_DEBUG = False # if some figure should be displayed\n", "C_B1_DETECTOR = \"TF\"" ] }, { "cell_type": "markdown", "id": "3052aa2b-350e-4eb3-b31c-a4204ab84dac", "metadata": {}, "source": [ "## Modèle simplifié de Virgo" ] }, { "cell_type": "code", "execution_count": 20, "id": "d32480d0-8525-478a-9af5-b1a1c8b30f1d", "metadata": {}, "outputs": [], "source": [ "model: Model = Model()\n", "model.phase_config(zero_k00=False, zero_tem00_gouy=True)\n", "\n", "model.parse(Path(\"model.kat\").read_text())\n", "model.lambda0 = model.get(\"wavelength\")\n", "model.SR.xbeta = 2e-6 # yaw rotation of SR\n", "model.laser.P = C_POWER\n", "model.fsig.f = 1.0\n", "\n", "if C_DEBUG:\n", " # Show model elements\n", " graph = model.plot_graph()\n", " show()" ] }, { "cell_type": "code", "execution_count": 21, "id": "370c1750-922a-4235-954f-dd8116a7a8bd", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
[12:04:17] INFO Adding B1 to the model 2195900111.py:16\n", "\n" ], "text/plain": [ "\u001b[2;36m[12:04:17]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO \u001b[0m Adding B1 to the model \u001b]8;id=394704;file:///tmp/ipykernel_13278/2195900111.py\u001b\\\u001b[2m2195900111.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=111733;file:///tmp/ipykernel_13278/2195900111.py#16\u001b\\\u001b[2m16\u001b[0m\u001b]8;;\u001b\\\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "try:\n", " model.get(\"B1\")\n", " logger.info(\"B1 already exists\")\n", "except ModelMissingAttributeError:\n", " model.add(\n", " MaskedReadoutRF(\n", " \"B1\",\n", " output_detectors=True,\n", " optical_node=model.SDB1.p2.o,\n", " f=0.0,\n", " phase=0.0,\n", " pdtype=None,\n", " )\n", " )\n", " model.B1.f = model.fsig.f\n", " logger.info(\"Adding B1 to the model\")" ] }, { "cell_type": "code", "execution_count": 22, "id": "b742cd14-2149-437b-9194-249cf40849b1", "metadata": {}, "outputs": [], "source": [ "result = model.run(\n", " TemporaryParameters(\n", " Series(\n", " Change(\n", " {\n", " \"SR.misaligned\": True,\n", " \"PR.misaligned\": True,\n", " }\n", " ),\n", " Maximize(\n", " model.get(\"NE_p1\"),\n", " model.get(\"NORTH_ARM.DC\"),\n", " bounds=[-180, 180],\n", " tol=1e-14,\n", " ),\n", " Maximize(\n", " model.get(\"WE_p1\"),\n", " model.get(\"WEST_ARM.DC\"),\n", " bounds=[-180, 180],\n", " tol=1e-14,\n", " ),\n", " Minimize(\n", " model.get(\"SR_p2\"),\n", " model.get(\"MICH.DC\"),\n", " bounds=[-180, 180],\n", " tol=1e-14,\n", " ),\n", " Change(\n", " {\n", " \"PR.misaligned\": False,\n", " }\n", " ),\n", " Maximize(\n", " model.get(\"PR_p2\"),\n", " model.get(\"PRCL.DC\"),\n", " bounds=[-180, 180],\n", " tol=1e-14,\n", " ),\n", " Change(\n", " {\n", " \"SR.misaligned\": False,\n", " }\n", " ),\n", " Maximize(\n", " model.get(\"B1_DC\"),\n", " model.get(\"SRCL.DC\"),\n", " bounds=[-180, 180],\n", " tol=1e-14,\n", " ),\n", " Change(\n", " {\n", " \"SRCL.DC\": -90,\n", " },\n", " relative=True,\n", " ),\n", " ),\n", " exclude=[\n", " \"NE.phi\",\n", " \"NI.phi\",\n", " \"WE.phi\",\n", " \"WI.phi\",\n", " \"SR.phi\",\n", " \"PR.phi\",\n", " \"NORTH_ARM.DC\",\n", " \"WEST_ARM.DC\",\n", " \"DARM.DC\",\n", " \"MICH.DC\",\n", " \"PRCL.DC\",\n", " \"SRCL.DC\",\n", " \"SR.misaligned\",\n", " ],\n", " ),\n", ")\n", "model.modes(maxtem=9)\n", "model.B1.select_mask(exclude=(0, 0))" ] }, { "cell_type": "code", "execution_count": 23, "id": "14c711bb-820e-4ee1-91e9-b1d29350513d", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
0.00140380859375 with 14 steps give 0.007915 mW on the dark fringe\n", "\n" ], "text/plain": [ "\u001b[1;31m0.00140380859375\u001b[0m with \u001b[1;31m14\u001b[0m\u001b[1;31m steps\u001b[0m give \u001b[1;31m0.007915\u001b[0m\u001b[1;31m mW\u001b[0m on the \u001b[4;36mdark fringe\u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "logger.setLevel(WARNING)\n", "for handler in logger.handlers:\n", " handler.setLevel(WARNING)\n", "display_displaydata(\n", " model,\n", " [\n", " DisplayData(\"NORTH_ARM\", 10),\n", " DisplayData(\"WEST_ARM\", 10),\n", " DisplayData(\"PRCL\", 10),\n", " DisplayData(\"MICH\", 10),\n", " DisplayData(\"DARM\", 10),\n", " DisplayData(\"CARM\", 10),\n", " ],\n", ")\n", "number, power = fix_dark_fringe(model, C_DARK_FRINGE)\n", "console.print(\n", " \"[result]{dof}[/result] with [result]{number} steps[/result] give [result]{power:.6f} mW[/result] on the [strong]dark fringe[/strong]\".format(\n", " number=number,\n", " dof=model.DARM.DC,\n", " power=power,\n", " )\n", ")\n", "logger.setLevel(INFO)\n", "for handler in logger.handlers:\n", " handler.setLevel(INFO)" ] }, { "cell_type": "code", "execution_count": 24, "id": "66c9be03-cedc-4d07-acbd-3269f3143cd4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
Puissances dans l'interferomètre \n", "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃ position ┃ puissance (W) ┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━┩\n", "│ Injection │ 25.0 │\n", "│ PR │ 3.5273402815356754 │\n", "│ cavité de recyclage de puissance │ 965.2420984750627 │\n", "│ cavité ouest │ 135240.60865752754 │\n", "│ cavité nord │ 133173.12205279942 │\n", "│ frange noire │ 0.013559860976367334 │\n", "│ SNEB │ 0.5977392789378387 │\n", "│ SWEB │ 0.5814642732011053 │\n", "│ SDB1 │ 0.013557949035969666 │\n", "└──────────────────────────────────┴──────────────────────┘\n", "\n" ], "text/plain": [ "\u001b[3m Puissances dans l'interferomètre \u001b[0m\n", "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mposition \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mpuissance (W) \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[37m \u001b[0m\u001b[37mInjection \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m25.0 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mPR \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m3.5273402815356754 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mcavité de recyclage de puissance\u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m965.2420984750627 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mcavité ouest \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m135240.60865752754 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mcavité nord \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m133173.12205279942 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mfrange noire \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.013559860976367334\u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSNEB \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.5977392789378387 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSWEB \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.5814642732011053 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSDB1 \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.013557949035969666\u001b[0m\u001b[36m \u001b[0m│\n", "└──────────────────────────────────┴──────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
DOF dans l'interferomètre \n", "┏━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃ nom ┃ valeur ┃\n", "┡━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│ Bras nord │ 6.592588499188424e-06 │\n", "│ Bras ouest │ -5.8479547500610346e-05 │\n", "│ PR │ -44.946681098699614 │\n", "│ SR │ -135.0960161170923 │\n", "│ MICH │ -89.79029219055182 │\n", "└────────────┴─────────────────────────┘\n", "\n" ], "text/plain": [ "\u001b[3m DOF dans l'interferomètre \u001b[0m\n", "┏━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mnom \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mvaleur \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[37m \u001b[0m\u001b[37mBras nord \u001b[0m\u001b[37m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m6.592588499188424e-06 \u001b[0m\u001b[35m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mBras ouest\u001b[0m\u001b[37m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-5.8479547500610346e-05\u001b[0m\u001b[35m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mPR \u001b[0m\u001b[37m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-44.946681098699614 \u001b[0m\u001b[35m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSR \u001b[0m\u001b[37m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-135.0960161170923 \u001b[0m\u001b[35m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mMICH \u001b[0m\u001b[37m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-89.79029219055182 \u001b[0m\u001b[35m \u001b[0m│\n", "└────────────┴─────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
┏━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃ nom ┃ valeur ┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│ FSR │ 49968.74091606107 │\n", "│ Loss │ 0.013848722846499961 │\n", "│ Finesse │ 450.5516190359727 │\n", "│ FWHM │ 110.90569605093683 │\n", "│ Storage time │ 0.0028700950223295757 │\n", "│ Pole │ 55.45284802546841 │\n", "│ Round trip length │ 5999.6 │\n", "│ Waist size │ [0.00968668 0.00968668] │\n", "│ Waist position │ [-1363.71492094 -1363.71492094] │\n", "│ Stability (m-factor) │ [0.7409226 0.7409226] │\n", "│ Stability (g-factor) │ [0.8704613 0.8704613] │\n", "│ Round trip gouy phase │ [317.81006617 317.81006617] │\n", "│ Mode separation │ [5856.04964666 5856.04964666] │\n", "│ Resolution │ [52.80206387 52.80206387] │\n", "│ Stable │ True │\n", "│ Critically stable │ False │\n", "└───────────────────────┴─────────────────────────────────┘\n", "\n" ], "text/plain": [ "┏━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mnom \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mvaleur \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[37m \u001b[0m\u001b[37mFSR \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m49968.74091606107 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mLoss \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.013848722846499961 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mFinesse \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m450.5516190359727 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mFWHM \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m110.90569605093683 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mStorage time \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m0.0028700950223295757 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mPole \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m55.45284802546841 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mRound trip length \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m5999.6 \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWaist size \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[0.00968668 0.00968668] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWaist position \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[-1363.71492094 -1363.71492094]\u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mStability (m-factor) \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[0.7409226 0.7409226] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mStability (g-factor) \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[0.8704613 0.8704613] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mRound trip gouy phase\u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[317.81006617 317.81006617] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mMode separation \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[5856.04964666 5856.04964666] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mResolution \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36m[52.80206387 52.80206387] \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mStable \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36mTrue \u001b[0m\u001b[36m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mCritically stable \u001b[0m\u001b[37m \u001b[0m│\u001b[36m \u001b[0m\u001b[36mFalse \u001b[0m\u001b[36m \u001b[0m│\n", "└───────────────────────┴─────────────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "solution = model.run(Noxaxis())\n", "console = Console()\n", "table = Table(title=\"Puissances dans l'interferomètre\")\n", "table.add_column(\"position\", justify=\"left\", style=\"white\")\n", "table.add_column(\"puissance (W)\", justify=\"left\", style=\"cyan\")\n", "\n", "table.add_row(\"Injection\", str(model.get(\"laser\").P.eval()))\n", "table.add_row(\"PR\", str(solution[\"PR_p1\"]))\n", "table.add_row(\n", " \"cavité de recyclage de puissance\", str(solution[\"PR_p2\"])\n", ")\n", "table.add_row(\"cavité ouest\", str(solution[\"WE_p1\"]))\n", "table.add_row(\"cavité nord\", str(solution[\"NE_p1\"]))\n", "table.add_row(\"frange noire\", str(solution[\"SR_p2\"]))\n", "table.add_row(\"SNEB\", str(solution[\"SNEB_DC\"]))\n", "table.add_row(\"SWEB\", str(solution[\"SWEB_DC\"]))\n", "table.add_row(\"SDB1\", str(solution[\"SDB1_DC\"]))\n", "\n", "console.print(table)\n", "\n", "table = Table(title=\"DOF dans l'interferomètre\")\n", "table.add_column(\"nom\", justify=\"left\", style=\"white\")\n", "table.add_column(\"valeur\", justify=\"left\", style=\"magenta\")\n", "\n", "table.add_row(\"Bras nord\", str(model.get(\"NORTH_ARM.DC\")))\n", "table.add_row(\"Bras ouest\", str(model.get(\"WEST_ARM.DC\")))\n", "table.add_row(\"PR\", str(model.get(\"PRCL.DC\")))\n", "table.add_row(\"SR\", str(model.get(\"SRCL.DC\")))\n", "table.add_row(\"MICH\", str(model.get(\"MICH.DC\")))\n", "\n", "console.print(table)\n", "\n", "console = Console(theme=theme)\n", "table = Table(title=\"\")\n", "table.add_column(\"nom\", justify=\"left\", style=\"white\")\n", "table.add_column(\"valeur\", justify=\"left\", style=\"cyan\")\n", "for i in range(1, model.west_arm.info_parameter_table().table.shape[0]):\n", " table.add_row(\n", " str(model.west_arm.info_parameter_table().table[i, 0]),\n", " str(model.west_arm.info_parameter_table().table[i, 1]),\n", " )\n", "console.print(table)" ] }, { "cell_type": "code", "execution_count": 25, "id": "7fde067a-52b7-4798-8bd6-0890e27f33e2", "metadata": {}, "outputs": [ { "data": { "image/png": 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WERERfP31106fk13DhBBWq5Unlj8BQPva7e3Hc0py7D+XvSOo0Fho/1lfUuauoeJLaYQQQgghhChPkVPDbrvtNmrVqsWdd95Z4bn33nuPdu3a0bZtW55++ukKAwhCCCFEKDptOW3/ec+FPfafc4pz7D+XHeTJN+YDpQNIZY+XXV9ICCGEEEKI8hQ5EPTMM8/wxRdfVDh+7tw5pk+fzubNm9m5cyebN29m/fr1QYhQCCGE8K29xr32n01Wk/3nXEMuFmvpXYNlB3lsU8P0Br1D+ovFF/0dqhBCCCGECGGKnBrWs2fPSqf1mEwmiotLd00xGo3UrVs3gJEJpZg5c2awQxBCCJ/ab9zv9LjFaiHPkEdiZKLDnT+2gaDyU8EulFwgkUSEEEIIIYRwxu07glatWsWgQYNo0KABKpWKefPmVUiTmZlJ06ZNiYqKolu3blWux+KOOnXq8Pzzz9O4cWMaNGhA3759ad68uU/KFkIIIYLpnOVcpc/ZFox2NjWs/ECQTA0TQgghhBBVcXsgqKCggI4dO5KZmen0+Tlz5jB69GheffVVtmzZQseOHenfvz9nz561p+nUqRPt27ev8O/kyZNV1n3x4kV++uknDh8+zIkTJ1i7di2rVq1ytwlCCCGEohSbiim0FlY4nhSZBMDFktLpXs7uCCq7qxg4LiIthBBCCCFEeW5PDRswYAADBgyo9Pl3332XRx55hBEjRgDw8ccfs2DBAj777DPGjh0LwLZt2zwKdunSpbRo0YLk5GQAbr75ZtavX8+NN95YIW1JSQklJSX2x7Ydn4xGI0aj0X7c9rPVasVisbi0e5NtgWpbHl+ldyWdu3WHMiW11d+x+Lp8b8rzJK/0icBwta0WiwWr1YrRaESj0fglFtvvzrK/T5VchzdleZrXnXyn8k5VOJYSlUKdmDrklORwvuA8xiSjw/o/+YZ8jEYjecV5DvmKjEUexRuqAnEuKiUOpfQJT/O7k8fXaZVyngSCktrq71jCqU+4k176hCMltTWcPisCcf0kfcKRO7GrrF5su6VSqZg7dy6DBw8GwGAwEBMTw/fff28/BjB8+HBycnKYP3++y2VnZWUxffp0vv/+e/ux9evX88QTT7Bu3Tp0Oh233HILjz76KLfeemuF/OPHj3e6rfjs2bOJiYlxOKbVaklNTSUtLY2IiAiXYxRCCCUyGAwcO3aM06dPYzKZqs8ggu6Q6RCf5n9KFFEUU7oOXiNNI6JV0ew37ef2mNu5KuIq3s59m1xr6R1AddV1eTrhaTaWbOR/Rf+zl9VJ14k7YyvuuimEEEIIIWquwsJChg4dSm5uLgkJCVWm9eli0dnZ2ZjNZurVq+dwvF69euzZs6eSXBX17duX7du3U1BQQKNGjfjuu+/o3r0711xzDRkZGVx55ZWo1Wr69OnDLbfc4rSMF198kdGjR9sf6/V60tLS6Nevn8OLYjQaWbFiBVFRUcTFxREVFVVtfFarlby8POLj41GpVD5L70o6d+sOZUpqq79j8XX53pTnSV7pE4HhaluLi4uJjo7mxhtvdOl3mieMRiNLliwhPT0dnU6n+Dq8KcvTvO7k++ngT7AB2qS0YWv2VgDqp9SnXkw99h/aT6NWjchom8Gb370Jf/2xRx2lJiMjg/O7z8PWS2XVrlcb8vHre6MkgTgXlRKHUvqEp/ndyePrtEo5TwJBSW31dyzh1CfcSS99wpGS2hpOnxWBuH6SPuHINgvKFYrcNWzp0qWVPjd58mQmT55cbRmRkZFERkb6MiwhhBDCL84Wla6jVy/m0h9SojRR1I6qDUB2UTZWq9W+LhBcWiOoyFQ6FUyj0mC2mjGYDYEKWwghhBBChCDFTg3zlczMTDIzMzGbzezbt0+mhnngySefJDc3l1mzZgU7lAoGDhzIFVdcwRtvvOH0+SlTprBgwQJ+/fVXn9Tn6/KE8AeZGhZ6FhQuYJ1hHTdE3sCvJaW/XwZEla7H93Pxz1yhu4LbYm5jYu5Eex4VKiYmTuSX4l9YXbKaOFUc+dZ8mmubMyJuRFDaIYQQQgghgiNoU8MiIiLo3Lkzy5Ytsw8EWSwWli1bxqhRo3xZlctGjhzJyJEj0ev1JCYmytQwD+h0OrRabbUnk6+50latVktERESlsUVGRqLRaLyO3RZLRESET8qrrHyZGuZ+OpkaVpFMDfNtWYG4tXnZymVwArq06cITqU+w9tRa7mtzH8uOLuPntT+jq6WjQ5cOsOBSHitWevfvzY6tO2A/1EuoR35uPnFJcWCSqWE1MQ6l9AlP88vUsMBQUltlaphv88g0GM8oqa3h9FkhU8MCz69Tw/Lz8zlw4ID98aFDh9i2bRvJyck0btyY0aNHM3z4cK6++mq6du3KtGnTKCgosO8iJoSontFoDNlfQEII950rOgdAneg6tE5uTevk1gCkRKcAsOXsFu5cULoAdCSRGDFiwUKBscC+Xbxtq3mZGiaEEEIIIari9tSwrKwsevXqVeH48OHDmTlzJgDTp0/n7bff5vTp03Tq1IkPPviAbt26+SRgd9X0qWEDBw6kTZs2AMyZMwedTseDDz7I//3f/9nvGPjmm2/417/+xYEDB4iJieGGG27gjTfeoE6dOvZydu/ezfjx41m3bh1Wq5X27dvz4Ycf0qxZswpTw7Zs2cJdd93FqFGjePbZZ1m6dCnvvPMOu3fvRqPR0KVLF6ZMmUKzZs3s5W/YsIHnn3+e/fv306ZNG55//nnuvfdeVq1axRVXXAHArl27eOWVV1i/fj0xMTH06tWL119/ndq1S9fIKCgo4LnnnuOnn34iLi6OUaNGsWjRIremhlksFt555x0+//xzsrOzadWqFa+++ip9+/a15zlx4gSvvPIKy5cvx2Aw0KpVK95++22uvvrqCuUdOnSI2267jfT0dN566y2nd2nUqlWLd955h59//pk1a9ZQr149JkyYYN/t7ujRo3Ts2JFPP/2UTz/9lM2bN/Puu+9y9913exUrwMKFC3nzzTfZu3cvqamp3HPPPTz33HNotVqsVitvvvkmX331FefOnSM5OZlbbrmFN998E4BPPvmEjz76iBMnTpCQkED37t35/PPPXTsxRVDJ1LDQY9sN7LG4x0jTptmPnzOf4/289x3SJqgSMGCg2FrMM/HPsKR4CbuMu2ina8cfxj+op67HUwlPBboJQgghhBAiiPw6Naxnz55UN3Y0atSooE0FK8/jqWFWK/z1V9byrFYrefn5xMfFuT4NxoX09nS16qJSqytPU2ZqiFar5ZtvvuHBBx9kw4YNbNq0iccff5wWLVrwyCOPAKUDXZMmTeLyyy/n7NmzPP/88zz99NMsWFA6x+DEiRMMHDiQHj16sHTpUhISElizZg1RUVEkJCQ4TA1bvnw5d955J1OmTOHRRx+1x/T888/ToUMH8vPzefXVVxk+fDhbtmxBrVaj1+sZOnQoAwYM4Ouvv+bIkSP2Hd1iY2NJSEggJyeHwYMH89BDD/HBBx9QVFTE2LFjGTFiBCtWrEClUvHiiy+ybt065s6dS926dXnppZfYsWMHnTt3dnlq2LRp08jMzOSjjz7iyiuvZMaMGQwdOpSdO3fSsmVL8vPzueWWW2jYsCHz588nNTWVLVu22M+LslPDduzYQUZGBg8++CCvvfZalefAG2+8weuvv8706dP56quveOihh7j66qtp06YNcXFxAEyYMIGpU6dy5ZVXEhUVxcyZMz2KNTo6mvj4eH755ReeeOIJpk2bxg033MDBgwd5/PHHiYyM5JVXXuH777/no48+Yvbs2bRr147Tp0+zfft24uPjWbVqFWPHjuXzzz/n2muv5cKFC6xevbrS11mmhgWGTA0LTlmBuLX5tW9eAyvcdONNNElqYj+eZ8jj/e8dB4KiVFEkRCdwvOA4KyJXsCtvFwCtm7TmjwN/oIsprSuUb212h1Ju5Q6nPuFpfpkaFhhKaqtMDfNtHpkG4xkltTWcPitkaljghfyuYf6k0+mcvrEqlQq1Wo3aNgBjKIApjSotJ8nNel1NnwRYxh5HHRXv9HmLxQJcihcgLS2NadOmoVKpaNOmDX/88Qfvv/8+jz32GAAPP/ywPX+LFi344IMP6NKlC4WFhcTFxfHRRx+RmJhov6MIoHXr1vY8KpUKlUrF/Pnzuf/++/nkk0/429/+Zn9+yJAhDjHOmDGDOnXqsGfPHtq3b88333yDSqXik08+ISoqivbt23Pq1CkeeeQR+2v+4YcfcuWVVzrc2fPpp5/SpEkT9u/fT6NGjfjss8/46quvSE9PB+CLL76gUaNGDq9FebYvy7bnp06dygsvvMDQoUMBeOutt8jKyuKDDz4gMzOTb775hnPnzvHbb7+RnJwMQKtWrbBYLOj1ent569evZ+DAgbz00ks899xzTusua8iQIfaBs0mTJrF06VIyMzP58MMP7bE98cQT3H777V7HCqXnyVtvvcULL7xgn5bZokULXnvtNcaMGcP48eM5fvw4qamp9OvXD51OR9OmTbnmmmuwWCwcP36c2NhYbrnlFuLj42nWrBmdO3eutH3OzsuquJrelXTu1h3KXG2rWq1GpVJV+vvOl0KtDm/K8jRvdfmKTcWUWEoAqB1b2yFtLW2tCukjVZEkRSVxvOA4O7J32I8nR5f+HjBajF7FG6qU0t5w6hOe5ncnj6/TKuU8CQQltdXfsYRTn3AnvfQJR0pqazh9Vvjr+smTtDW9T7gTd9gNBBmNRoxGo8NjKP1Lu8VisX/RwmIhWF8pbbFU9lz5NN26dcNqtdqf69atG1OnTsVoNKLRaNi8eTMTJkxgx44dXLx40Z7v8OHDtG3blq1bt3L99dej0Wic1mu1WtmwYQM//fQT3377LYMHD3ZIt3//fl599VU2btxIdnZ2hfL37NlDhw4diIiIsD9nm7pke823bdvGihUr7HfHlHXgwAGKioowGAx06dLFXkZSUhKXX365S6+XbSDn5MmTdO/e3SH9tddey44dO7BYLGzdupUrr7ySpKQkhzRlX/ejR4+Snp7OpEmTeOaZZyqtu6xu3bo5pLvmmmvYvn27wznXqVMne1u8idUW5++//86GDRt4/fXX7cfNZjPFxcXk5+dzxx13MG3aNC677DL69+/PgAEDGDRoEBqNhp49e9KkSRP7c/379+e2226rMK3S2evjyuvhanpX0rlbdyhzta0WiwWr1Wr/HeAPtt+dZX+fKrkOb8ryNK+r+c4XngdAjZoIa0S16SNVkSRGJFY4Hq8r/QNCiakEIvz73ihJIM5FpcShlD7haX538vg6rVLOk0BQUlv9HUs49Ql30kufcKSktobTZ4W/r5/cSRsufcKd2Gv8QFDZNYIAFi9e7HSNINuXY4Phr0U2rVYYuTvQ4ZYqNkNJ1bd15eXlAWAymTAajQ63gRUVFQGlt4YVFxdz00030bt3bz7++GNSUlI4fvw4d9xxBxcvXkSv16PT6SqUUZbRaKRJkyYkJSXxn//8hxtuuMFhtHHQoEGkpaXx3nvvkZqaisVi4dprryU3Nxe9Xo/BYMBkMjmUn5+fD5Su+6PX68nJyeGmm25i/PjxFeqvV68ef/75p73dZcsxm80YDIZKYy8pKcFsNqPX6+1pCgsLHdKXjU+j0VSItSyDwUDt2rVJTU1l1qxZ3HHHHS7tIFZcXFxpnbbXIjY21v6++iLWgoICxo4dy6BBg5y2IzExkQ0bNpCVlUVWVhYjR47kzTffZMGCBcTHx7N8+XJWr17N8uXLeeWVVxg/fjzLly8nMbHiF1AbW/yucjW9K+ncrTuUVddWg8FAUVERq1at8vsaQUuWLPFr+b6uw5uyPM1bXb7T5tMARKuiWbp0abXlRaoiKThfUOH4kT1HACg0FEJMYN4bJVFKe8OpT3ia3508vk6rlPMkEJTUVn/HEk59wp300iccKamt4fRZ4a/rJ0/S1vQ+UVjofGkbZ2r8QJB328c7/8KrpPVQtFotW7dudWjTjh07aNmyJbVq1WLz5s1cuHCBd955h7S00gVI9+zZA1xan+eqq67iiy++IDo62untZDqdjnr16jFv3jx69+7NI488Yp9Gdv78efbv328fIAJYvXo1ANHR0SQkJNC+fXu+++47IiMjiYyMBEoXpy4bQ9euXfnvf/9L+/bt0Wq1FdoaHx+PTqdj165dtGvXDoCLFy9y8OBBevXq5dIaQQkJCTRo0IBt27YxYMAAe5pNmzbRpUsXEhIS6Ny5M19++SUmk8k+3apsLBEREcTGxrJw4UIGDhzI3/72NxYtWkR8vPOpfDbbt2+3Tw0D2Lp1K506dSIhIcHhLijb++pNrLZ4O3TowJEjR+jUqVOlcSUkJPC3v/2Nv/3tbzz77LO0bduWw4cP28+fW265hVtuuYXJkyeTnJzMb7/9xu23316hHCX1iZpM1ggKTln+nuO++cxmWFY6EOQs7cnfT/Lhjg/tjyNVkbRp2oat+7Y6pOvZtSc/ZP2AWVX6h49QnuPuDqXM6Q+nPuFpflkjKDCU1FZZI8i3eWQ9FM8oqa3h9FkhawQFnqwRVAWX1wiqgtLWQzl69CjPP/88jz32GFu2bGH69OlMnToVtVpN06ZNiYiIIDMzk8cff5zff/+dyZMnA9jb+9RTTzF9+nSGDh3Kiy++SGJiIuvXr6dr165cfvnl9jWCUlNTWb58Ob169WLYsGF888031K5dm9q1a/PJJ5/QsGFDjh49ytixYx3Kv/fee3n55Zd5/PHHGTt2LEePHuXdd98FQKPRoFarGTVqFJ988gnDhg1jzJgxJCcns2/fPr766itmzpxJQkICDz30EC+88AJ16tSxLxZtWwvF1TWC/vGPf/Dqq6/SokULOnXqxIwZM9i2bRuzZs1CrVYzbNgwpkyZwu23384bb7xB/fr12bp1K6mpqbRr185eXnx8PAsWLGDAgAHcfPPNLFq0yOm0Npvvv/+eLl26cP311zNr1iw2btzIp59+WuGcK9sWT2Nt0KAB3bp1Y8yYMdx99900adKEO++8E7Vazfbt2/n999+ZNGkSM2fOxGw2061bN2JiYpg9ezbR0dE0bdqURYsWcebMGXr06EGtWrVYuHAhFouFNm3aOH2tldYnaipZIyi4ZflrjnuBufTunmhVtNO0T1z5BDem3cjdC+4GSrePrx1Tu0I5tmNmqxmz1RzSc9w9oZT2hlOf8DS/rBEUGEpqq6wR5Ns8sh6KZ5TU1nD6rJA1ggJH1giqgstrBFVBaeuh3HfffRQWFtK1a1c0Gg1PP/00Dz/8MBaLhdq1a/PZZ58xbtw4PvjgA6666ireeust+zo/FouFWrVqsXTpUsaMGUOPHj3QaDR06tTJvj6Nbf0hi8VC3bp1Wbp0Kb1792bo0KHMmjWL2bNn8+yzz9K+fXsuv/xypk2bRu/eve3lx8XFMX/+fEaOHEmnTp244oorGDduHPfee6993aDU1FR+/fVXxo4dS79+/SgpKaFJkyb06tULlUqFxWLhzTffJC8vj0GDBhEfH8/o0aPJzc11eY0gKN3RLicnh+eee46zZ8/Stm1b5s2bR/PmzbFYLGi1WhYtWsTzzz9PRkYGJpOJtm3b8sEHH1QoLyYmxmEw6KeffiI2NtZpHOPHj+frr7/mySefpH79+syaNYvWrVtXOOfKtsXTWP/5z39itVrp06cP8+fPZ/Lkybz55pvodDpat27Ngw8+iMViISEhgbfeeovRo0djNpu54oormD9/PsnJySQmJvLRRx8xYcIEiouLadmyJbNmzaJNmzaVriNV3bnrSXpZI8iRrBEUnLL8Pcf9QtEFAGJUMZWmTdBeuusxUhVJvLbiXYhx2kuD0WbMIT3H3R1KmdMfTn3C0/yyRlBgKKmtskaQb/PIeiieUVJbw+mzQtYICjx3YldZq9sLPsSVXSNo3759zJ492+kaQampqaSlpRERERGkSD0zcOBArrjiCofdtkLBt99+y6hRozhy5AjR0dHBDsevatWqxVdffcXNN98c7FBEmDAYDBw7dozTp0/7fY0g4b1fi3/ll+Jf6KTrxJ2xdzpNY7QamZA7AYAekT1opG3ErIJZDmnGJY5jUu4kAP4v4f+IUTtf3F0IIYQQQtQ8hYWFDB06lNzc3GrXsa3xdwR5t0aQc0paD0Wr1RIREeHSgsXB9MUXX3DZZZfRsGFDtm/fzsSJExkyZAj16tWrNI+S1n7xNhbbekn+Kt+X5XmSV0l9oiaTNYKCU5a/57gf3HYQdlW+RpDNhNmlA0EmTPTo2oNZKxwHggZnDGbKN1MwWU2YMIX0HHd3KGVOfzj1CU/zyxpBgaGktsoaQb7NI+uheEZJbQ2nzwpZIyjwZI2gKtTENYJCYW2Us2fPMn78eE6fPk39+vUZMmQIkydP9vr1CBRvY6nu3PJ1W70pz5O8SusTNZWsERTcsvw1xz3PVLoLXLTa+RpB5ZmsJlJiUyocj4yIJEITUbqbpNUY0nPcPaGU9oZTn/A0v6wRFBhKaqusEeTbPLIeimeU1NZw+qyQNYICR9YICiNZWVnBDsElY8aMYcyYMcEOIyhq+OxLIYSXcktygdI1gqqSHJXMheILtNK1IjHC+a6WkZpICk2FmJApgUIIIYQQwrmwGwiqiYtF11RKaqu/Y/F1+d6U50le6ROBIYtFB6csfy92mFOcA5RODasq7bcZ37Lv/D7ObztPjDqGWG0sBaYCutfvTpd6XTAajURoSte5M1lNIb3YoTuUsrhjOPUJT/PLYtGBoaS2ymLRvs0jC+N6RkltDafPClksOvBksegyavpi0UIIUZ4sFh1aMvMyOWU+xfDY4bTUtXQ5X7G1GKvVSrT60oL77+nf47zlPI/EPUITbRN/hCuEEEIIIRTIncWia/xAkI1tsejs7Gyni0U3bdqUZs2ahdxi0TWZktrq71hksWjP0ynpPPE3dxaLPnz4MGlpabJYtA/K8vdihxnzMjhdeJrH4x5nxIARXi12eNeCuziQe4ARsSN4POPxkJ3j7g6lLO4YTn3C0/yyWHRgKKmtsli0b/PIwrieUVJbw+mzQhaLDjy9Xk9KSorsGuZMTVwsuqZSUlv9HYssFu15OiWdJ/4mi0UHtyx/LXaoN5Tu8BCtcm2x6KrKjNRGAqU7i4XyYoeeUEp7w6lPeJpfFosODCW1VRaL9m0eWRjXM0pqazh9Vshi0YHjTtw1+1uTEEIIoWBmi5lCUyEAUSrv796K1Pw1EGSVKYFCCCGEEMI5GQgSQgghgqTEXGL/OULl/Rp1tsWijYTuQodCCCGEEMK/wm5qmOwaFjqC1dYJEyYwf/58tmzZ4rNYsrKy6NOnD+fPnycpKanC88HeNaxsmyvLe/jwYZo3b87mzZvp1KmTS/VpNBp++OEHBg8e7FF87vSJyupy14gRI8jJyWHu3LleleMPsmtYcMry564XecV59p+1aL3e9SJCLbuG1eQ4lNInPM0vu4YFhpLaKruG+TaP7JDkGSW1NZw+K2TXsMCTXcPKkF3DlOXo0aN07NiRVatWccUVVwQ7HKfy8/MxGAwkJyf7rMzVq1czaNAgDh8+TGJios/K9ZXybX7yySfJzc1l1qxZ9jRms5ns7Gxq166NVuvaGPKZM2dISkoiMjLS7+99rVq1+Oqrr7j55pu9Kic3NxcgIO/T8ePHmTJlCsuWLeP8+fPUq1ePm2++mTFjxlR6/v39739n5syZvP766zzxxBNO08iuYaHjovkiU/OmokPHq0mvel3eNwXf8LvxdwZGD+SayGt8EKEQQgghhAgF7uwaVuPvCBo5ciQjR4607xrWr18/p7uGRUVFERcXF/a7hpnNZqcL0RoMBp8MksXFxQEQGxtb7ckZrN2gnMXlbSy2wcf4+Hi/lO9teWVjso0Na7XaCrHWqlXLrfrK5i/73sfHx/u8TwBER0dXe15Vxnbue5rfXX/++Sd9+vShVatWzJ49m2bNmvHHH3/wwgsvsHz5ctauXVthMGju3Lls2rSJBg0aEBUVVWmsxcXFREdHc+ONN8quYT4oy5+7XvyZ+ycsgNiIWACvd71Yt3Ydvx/+HZPVFNK7XrhDKbt8hFOf8DS/7BoWGEpqq+wa5ts8skOSZ5TU1nD6rJBdwwJPr9e7nDbs1giyrQJe9h847hpW3T/bF1JX87ia3pV05dMAvPPOO7Rq1Yro6GiaNm3KG2+8gVqtZtWqVWg0GvR6vT3/jh070Gg0HD16FLVazRdffEFycjI//fQT7du3Jzo6muPHj3PZZZcxefJkHnjgAZKSknj88cdRq9WsXbuWHj16EBsbS5MmTXj22WcpKiqyl3/ZZZcxZcoUHn74YRITE2natCmffPKJ/fnmzZsD0LlzZzQaDb1793bazlWrVqHValm5ciXdunUjLi6O66+/nv379zuk+9e//kXLli2JioqiTZs2zJo1y+F5jUbDf/7zH2655Rbi4uJo164dGzZs4M8//6R3797Ex8dz/fXXc+jQIXueiRMnctVVV9kfP/jgg9x+++3885//pFGjRtSpU4ennnoKs9lsTzNr1iy6du1KYmIiDRo04N577yU7O9shFqDS9xVgypQpNGvWjOjoaBo1asSzzz5rf95oNDJmzBjS0tKIj4+ne/furFq1yv687X1csmQJ7dq1IzExkTvvvJPTp087vKbXXHMN8fHxJCcnc8MNN3Ds2LEKbZ44cSJff/01//vf/9BoNGg0GlatWsXRo0fRaDTs2LEDgMaNG/Ovf/3L4bzctm0bWq3WXq5Go+F///tfhfdeq9UycOBAfv31VyIjIzl79qzD6zF69Gh69OhRaZ84ePAgPXv2JCYmhiuuuIIVK1Y4vL7enPu299uWr3fv3jz77LOMHTuWlJQUGjRowMSJEx3i2bdvHzfeeCMxMTG0b9+e5cuXO7Td2b+nnnqKiIgIFi9eTK9evWjatCk333wzS5cu5cSJE7z88ssO6U+dOsUzzzzDv//9b3Q6nUu/T5z9vvPlv8p+pyq1Dm/K8jRvdflMlN6xFaWNcrmOqtJF6UrLMWL0+3ujpH+BOBeVEodS+oSn+d3J4+u0SjlPAvFPSW31dyzh1CfcSS99QrltDafPCn9dP3mSNlz6hKvCbiDIVVarlUJjYaX/ikxFVT7vafoiUxHuzNZ78cUXmTJlCi+//DK7du1i9uzZ1KtXz622FhYW8uabb/LJJ5/wxx9/ULduXaB0gKljx45s3bqVl19+mYMHD3LTTTdxxx13sGPHDubMmcPq1asZNWqUQ3lTp07l6quvZuvWrTz55JM88cQT7N27F4CNGzcCsHTpUk6dOsV///vfKmObNGkSb7/9Nps2bUKr1fLggw/an5s7dy7PPPMMzz33HL///juPPfYYI0aMsA8K2Lz22mvcf//9bNu2jdatWzN06FAee+wxXnzxRTZt2oTVaq3QhvKysrI4dOgQy5Yt4/PPP2fmzJnMnDnT/rzRaOS1115j+/btzJs3j8OHD/PAAw9UWWZZP/zwAx9++CEfffQR+/fvZ968eQ7Tp0aNGsW6dev45ptv2LFjB0OGDOGmm25i//799jSFhYW88847fPnll2RlZXH8+HH+8Y9/AGAymRg8eDA9evRgx44drFu3jkcffdTpXTbPPfcct912G/379+fUqVOcOnWKa6+91iGNWq3mnnvuYfbs2Q7HZ8+ezXXXXUeTJk0qlFv2vT9x4gRffvklN954I5dddhlffvmlw2s5a9Ysh/e6LIvFwu23305ERAQbNmzgww8/ZPz48dW8ws5Vdu6X9/nnnxMbG8uGDRt46623mDhxIkuWLAFK7yQaPHgwMTExbNiwgX//+9+89NJLVdZ74cIFfvnlF5588kmio6MdnktNTWXYsGHMmTPH/rvAYrFw33338fzzz9OmTRuP2iqUqchUBFwaCPKW7BomhBBCCCGqU+OnhnmqyFREt9ndglL3urvXEaeJqzZdXl4e77//PtOnT2f48OEANG/enOuvv96t+oxGIx9++CEdO3Z0ON67d2+ee+45++OHH36YYcOG8eyzzwLQsmVLPvjgA3r06MFHH31kn4KSkZHBk08+CcALL7zAe++9x4oVK7j88supU6cOALVr1yY1NbXa2MaNG0ePHj1Qq9WMHTuWm2++meLiYqKionjnnXd44IEH7HWNHj2a9evX884779CrVy97GSNGjOCuu+6yx9O9e3defvll+vfvD8AzzzzDiBEjqoyjVq1avP3229SqVYu2bdty8803s2zZMh555BEAh0GLyy67jA8++IAuXbqQn59vnxJVlWPHjlGvXj369u1LZGQkjRs3pmvXrkDpukozZszg6NGjNGjQAIDnn3+eRYsWMWPGDF5//XWg9H38+OOPad68ORaLhYcffph33nkHKL1NMDc3l4EDB9rvzKlsQME2RdJsNlf5Hg0bNoypU6dy9OhRGjVqhMViYc6cOYwbN85p+vLvve3WxYceeogZM2bYB61+/PFHiouL7e9ZeUuXLmXPnj388ssvNGjQAIvFwssvv8yQIUMqf4ErUdm5X16HDh149dXS9VtatmzJ9OnTWbZsGenp6SxZsoSDBw+SlZVlf70mT55Menp6peXt378fq9Va6XvQpk0bLl68yLlz56hbty5vvvkmWq2Wp556yj4NTtQMxeZiAKI0UeCDFfvsA0HIQJAQQgghhHBO7ggKYbt376akpIQ+ffp4VU5ERAQdOnSocPzqq692eLx9+3ZmzpxJXFyc/V///v2xWCwcOnTInq5sWSqVitTUVM6ePetRbO3atbP/XL9+fQB7Wbt37+a6665zSH/dddexe/duh2Nl47HdLVX2bpt69epRXFxc5ZzKtm3bOuy+VL9+fYc2bd68mUGDBtG4cWPi4+Pp0aMHUDqI44o777yToqIiWrRowSOPPMLcuXPti/zu3LkTs9lMq1atHF77lStXcvDgQXsZMTEx9kEewOF1T05O5oEHHqB///4MGjSI999/n1OnTrkUW2U6depEmzZt7HcFrVmzhrNnz7o9IPPAAw9w4MAB1q9fD8DMmTO56667iI2NdZp+9+7dpKWl2QfFALp06eJRGyo798srn6bs+793717S0tIcBs1sg3jVceXuv82bN/P+++8zc+bMgK6VJQKj2PTXQJCP7giybR8vdwQJIYQQQojKyB1BlYjWRrNh6Aanz1ksFvsCtuUXVfYmvS1dtDa60jQOMUZXnc5WV9kvm862lIuOjnb6BbP8F/H8/Hwee+wxnn766QppGzdubP+5/NxElUrl8ZboZcuyxehuWc7KcLfcqtpUUFBA//796d+/P7NmzaJOnTocPXqU/v37YzAYXIoxLS2N3377jY0bN7Js2TKefPJJ3n77bVauXEl+fj4ajYbNmzdX2Aq87N1GzmIs+97PmDGDp59+mkWLFtnv3FmyZAnXXOP5zkLDhg1j9uzZjBkzhu+//57+/ftTu3Ztt8qoW7cugwYNYsaMGTRr1oyff/6ZrKwsj2MC78/98nx5TgO0aNEClUrF7t27ue222yo8v3v3bmrVqkWdOnWYPXs2Z8+edehjZrOZ5557jmnTpnH48GGP4xDBZ58apokCH+xWKncECSGEEEKI6oTdQJDRaHT4Qmj72Wq1YrFYHL7cRWmc/4XWqrZi0pqI1rr2JdLV9LZ0UPmghO2LrdVqpXnz5kRHR7NkyRIefvjhCmltX8hPnDhh3wp7y5Yt9vLLttdZfbbXxObKK69k165dXHbZZU5js6Utn6/sMdu240ajscov0mWfK//e2H5u06YNq1ev5r777rOnXb16NW3atHHI76ydVR0ruy6Lrf7ysZRNs2vXLs6fP8/rr79OWloacGk9HGevc2WvdXR0NAMHDmTQoEE88cQTtG3blu3bt9OxY0fMZjOnT5/mhhtucPpalW9L2ZjL1texY0c6duzICy+8wHXXXWdf5Lpse6xWKxEREej1+gqvY/n67r77bsaNG8emTZuYP38+H330UYX22dKXfe/LnscWi4UHH3yQYcOG0bBhQ5o3b0737t0dXuey59Tll1/OsWPHOHHiBPXr18dqtbJp0yaHurw5961Wa4Vz2Nlj27GWLVty7NgxTp06Zb/jbMOGDRVeq7Jq1apF3759+fDDD3nmmWccBnVPnz7NrFmzuO+++7BarQwbNozevXvb6y0oKGDIkCHce++9PPDAA07Lt712RqOxwuChr9h+dzobYFNiHd6U5WleV/IVGAoAiFRHulRHdWVq//pYN1lNfn1vlCQQ56JS4lBKn/A0vzt5fJ1WKedJICiprf6OJZz6hDvppU84UlJbw+mzwp/XT+6mDZc+4U7sNX4gKDMzk8zMTMxmMwCLFy+2b+Vto9VqKS4uJj8/3+U7OAC31+pwNb0r6WxpnnnmGV544QUsFgvdunUjOzubPXv2cN9991G3bl0aNmzIyy+/zLhx4zhw4ABTp04FSu/u0ev1FBcXY7VaK0yLslgsFaZLPfnkk/Tr14/HHnuM+++/n5iYGPbu3cuKFSt4++23K81nNpspKSlBr9cTFRVFdHQ08+fPJzExkcjISPsX9bIKCwsrtLWgoMAh9ieffJIRI0bQunVrevbsyaJFi5g7dy7z5s1zqL+oqMj+OD8/316W7Zitrry8PNRqNSUlJZjNZvvzRqPRPk3LFovBYMBkMqHX66lVqxYRERFMnTqVBx98kF27dvHaa6851FO+jvJmz56N2Wymc+fOxMTEMGvWLKKjo0lOTiY5OZkhQ4Zw//33M2nSJDp06EB2djYrV66kXbt29O/fv9L3EUrXBzpy5AgzZ85kwIABpKamcuDAAfbt28edd96JXq+v0Oa0tDSWLVvG5s2bSU5OJiEhwelrl5ycTNeuXXnooYewWCz07NmzQgy219/Ze2/TvXt34uLimDx5Mi+++GKFMsr2ia5du9KiRQvuu+8+JkyYQF5eHpMmTXKoy5tz3/Z+246bTCYMBoNDOpOp9Eu2Xq+nW7duNGvWjPvuu4/x48eTn5/PK6+8AlDllMM33niD/v37k56ezksvvUSTJk3Ys2cPr7zyCvXr1+eFF15Ar9ej0+kc7gYC0Gg0JCUlUb9+faflGwwGioqKWLVqlf3c9RfbotmhUoc3ZXmat6p8W4u3AnDx3EWIdb2OytLtLyldQN6EKSDvjZIopb3h1Cc8ze9OHl+nVcp5EghKaqu/YwmnPuFOeukTjpTU1nD6rPDH9ZOnaWt6nyj7Hbo6NX4gaOTIkYwcORK9Xk9iYiL9+vUjISHB/rzRaGTFihVERUXZF8mtjtVqtU/1cumOIBfTu5KufJrXXnuN2NhYpkyZwsmTJ6lfvz6PPfaYvY1ff/01I0eO5Prrr6dLly5MmjSJv/3tb8TFxZGQkEBUVBQqlcrhNYHSqTVRUVEOx6+99lpWrFjBuHHjyMjIsN+VdNddd9nTOcun0WiIjIy0H5s2bRqTJk3ijTfe4IYbbmD58uUV2ll2sM7WVttUNVvs99xzDzk5Obz77ru8+OKLNGvWjE8//ZSMjAyHsqKjo+1126ZSxcbG2o/Z6oqPjychIYHIyEg0Go39eZ1OZ7+bxRZLREQEWq2WhIQEEhIS+Oyzzxg3bhz//ve/ueqqq3jnnXcYPHiwvZ7ydZSXmprKG2+8wbhx4zCbzVxxxRXMnz+fpk2bAvDll18yefJkXnnlFU6cOEFKSgrdunXjjjvucPo+lr0jKCEhgbp163Lo0CEeeOABzp8/T/369Rk5ciTPPPMMarXaoc1Wq5Xhw4ezfv16evfuTX5+PsuWLbPHUva1A7jvvvsYNWoUd999N3Xr1q1w7pZ9/cu+9927d2flypX29CNGjOCNN97gkUcecWiHsz4xd+5cHnnkEfr27UvTpk15/fXXufPOOx3q8vTct73ftuNarZaIiAiHdFqtFp1OZz82b948Hn30Ufr06cNll13Gm2++ya233kqtWrWcvt9Qeofdb7/9xvjx43nooYe4cOECqamp3HrrrbzyyitOp9jZXg9n/ays4uJioqOjufHGG136neYJo9HIkiVLSE9Pd2urymDV4U1ZnuZ1Jd/J30/CDmjWqBlcpNo6qivTcNDAjxt+xGQ1VVtWkamI97e+T++03nRNdW1dKyUKxLmolDiU0ic8ze9OHl+nVcp5EghKaqu/YwmnPuFOeukTjpTU1nD6rPDn9ZO7acOlT1S15m15NX4gqDydTuf0jVWpVKjVapfX/Cmbx1fpXUlXPo1arWbcuHGV7tR0ww03sGPHDodjZXdjevDBB51u013ZuiPdunWrcpTUWb5t27Y5PH700Ud59NFHKy0DSncss92hYmvrVVddVWFxXdtAX2XKp7/ssssqHOvdu7fDsQkTJjBhwgT7488//xyLxeIQy/vvv+9QxrBhwxg2bFildZevo7zBgwfTu3dvEhISnL73kZGRTJw4kYkTJzrNX/59tFgs3HzzzZjNZtRqNfXr12fevHmV1l+2zRaLhZSUFH755ZcKsThrw8iRI3niiSccXp/K0tve+/KvJ8DJkyfJyMigYcOGDu2Ain2idevW/Prrr/Y0er3e3lYbT8/9zz//3OGxs/WK5s+f7/C4bdu2rF692v54zZo1ALRq1arKPt+sWbMK9VXF9nr8+eefVZarVqtRqVSV/r7zpVCrw5uyPM1bVT6jtfQW3hhdjFt1VJYuJqK0HCPGasv6aOdHfLv/W77d/y07h++stk6lC8S5qJQ4lNInPM3vTh5fp1XKeRIISmqrv2MJpz7hTnrpE46U1NZw+qzwx/WTp2lrep9wJ+6wGwgSQihLbm4uO3fuZPbs2fzvf/8LdjgemTt3LnFxcbRs2ZIDBw7wzDPPcN111zns4iaEM/bFon20a5h9sWgXdg3bn7PfJ3UKIYQQQojQIgNBQoiguvXWW9m4cSOPP/446enpwQ7HI3l5ebzwwgscPXqUlJQU+vbta1+TSIiqFJv/2j6+ks0J3GXfPt6FXcMMZtfXxBNCCCGEEDWHDAQJIYLK263ileD+++/n/vvvD3YYIgQVm/4aCArCHUEl5hKf1CmEEEIIIUJL9QvcCCGEEMIv/DYQJHcECSGEEKIGKjQWMnHdRNafWh/sUEKaDAQJIYQQQVJk/muNIF9PDZM7goQQQghRA/17x7/5bt93PLL4kWCHEtJkIKiMqnZ1EkKIUCG/y0JHMO8IkoEgIYQQQoSa4/nHgx1CjSADQYDZbAagsLAwyJEIIYT3bL/LQnXry3BiHwiSO4KEEEIIIUSAhN1i0UajEaPR6PDYarUSFxfHmTNnsFgsxMTEoFKpKi3DarViMBgoKiqqMp276V1J527doUxJbfV3LL4u35vyPMkrfSIwqmur1WqlsLCQc+fOkZCQgMViwWKx+CUW2+/Rsr9PlVyHN2V5mteVfLbt47V/fRxXV0d1ZWqsGqD0jqDqyiq7RlCJoQS1KjT/NhSIc1EpcSilT3ia3508vk6rlPMkEJTUVn/HEk59wp300iccKamt4fRZ4a/rp7LXttInHLkTu8paw+cQZGZmkpmZidlsZt++fcyePZuYmBinaePj44mPj0etDs2LYSGEsFgs5OXlkZeXF+xQhAve0b9DjiWHx+IeI02b5nV5RZYiJusnAzAhcQIalabStK/lvEYJpXcFvZr4KjqV3EEmhBBCCGX7puAbfjf+DsCkpElBjkZZCgsLGTp0KLm5uSQkJFSZtsYPBNno9XoSExPJzs52eFGMRiNLliwhPT0dnU6H2WzGZDJVucaGyWRi7dq1XHvttWi11d9U5Wp6V9K5W3coU1Jb/R2Lr8v3pjxP8kqfCIzq2qpSqdBqtWg0lX/595XyvzuVXoc3ZXma15V8ff/blwvFF5jVbxaHNh6qto7qyiw2FXPtt9cCsHzwcpJikiotq+s3XTFZSqeQrbxzJfER8S63TUkCcS4qJQ6l9AlP87uTx9dplXKeBIKS2urvWMKpT7iTXvqEIyW1NZw+K/x1/fTC6hdYcnQJABuGbJA+UYZeryclJcWlgaCa/a3JCZ1O5/SNtR139ZewyWQiLi7Op+ldSedu3aFMSW31dyy+Lt+b8jzJK30iMJTYVld/byqlDm/K8jRvVflsawTFRca5VUdl6TTaS4OAVrW18n5jMdoHgQAsaotizilPBeJcVEocSukTnuZ3J4+v0yrlPAkEJbXV37GEU59wJ730CUdKams4fVb4+vqp7Owd2/PSJ0q5E7fMgRJCCCGCwGq1Umz27a5hapUanbr0IqCqxaALDAUOj2XhaCGEEEKI8CEDQUIIIUQQGC1GLNbSBQ99tWsYXNpC3mA2YDQbWXpkKbkluQ5pDBaD42Oz42MhhBBCCCXadX5XsEOoEWQgSAghhAgC245h4Ls7guDSFvIllhI+2v4Rf8/6O/9Y+Q+HNGWnhYEMBAkhhBAiNJwpOBPsEGoEGQgSQgghgqDQWAiAVq21T+fyhQh16UCQwWzgi11fALDu1DqHNGaL2eGxTA0TQgghhAgfMhAkhBBCBEGeMQ+AhIiqd3Vwl21qWIm5pNIBHqPV6PBY7ggSQgghhAgfMhAkhBBCBEGeoXQgKE4X59Ny7VPDqrjLp/wdQTIQJIQQQggRPmQgSAghhAiCfEM+APER8T4t13aHUXZRtv1Y+aln5dcIkqlhQgghhBDhQwaChBBCiCDQG/QAxEX49o6g+rH1Adh0dpP9WPldySosFm2RO4KEEEIIIcKFDAQJIYQQQZBvLL0jyNdrBNkGgsouEF1gKsBqtdofm60yNUwIIYQQIlzJQJAQQggRBP5aI8g2EFR2apjFaqHQVGh/bLQ4LhYtU8OEEEIIIcKHIgeCbrvtNmrVqsWdd95Z4bl33nmHdu3a0b59e7766qsgRCeEEEJ4z19rBNkGgsqzDTxBxTuCZCBICCGEECJ8KHIg6JlnnuGLL76ocHznzp3Mnj2bzZs389tvvzF9+nRycnICH6AQQgjhJX+vEVRe2YGg8msEGc3G8smFEEIIIRRHpVIFO4QaQZEDQT179iQ+vuJfSHfv3k337t2JiooiOjqajh07smjRoiBEKIQQQnjHX2sEpcakOjzWqrQO9UHF7ePljiAhhBBCiPDh9kDQqlWrGDRoEA0aNEClUjFv3rwKaTIzM2natClRUVF069aNjRs3+iJW2rdvT1ZWFjk5OVy8eJGsrCxOnDjhk7KFEEKIQPLXGkERmghaalsC0DShKS1qtXCoD2T7eCGEEEKIcKZ1N0NBQQEdO3bkwQcf5Pbbb6/w/Jw5cxg9ejQff/wx3bp1Y9q0afTv35+9e/dSt25dADp16oTJZKqQd/HixTRo0KDSutu2bcvTTz9N7969SUxM5JprrkGj0bjbBCGEECLo/LVGEMB9sffR4cYO1Iurx9MrnnaoD8BkdfwMLj8wJIQQQgghai63B4IGDBjAgAEDKn3+3Xff5ZFHHmHEiBEAfPzxxyxYsIDPPvuMsWPHArBt2zbPogUee+wxHnvsMQAefvhhWrZs6TRdSUkJJSWX/sKp15euxWA0GjEaL62FYPu57LHquJvH1fSupPMk3lClpLb6OxZfl+9NedInlEtJbQ1ELL6sI9B9wpV8tjWCotXRPu8TapWa+lH10al0xGpjAcgtzrXnKzE63gFUbCpWxHnlCaX0i3DqE57mdyePr9Mq5TwJBCW1NZSun5TeJ9xJL33CkZLaGk6fFf66fvIkbbj0CXdiV1mtVqunFalUKubOncvgwYMBMBgMxMTE8P3339uPAQwfPpycnBzmz5/vctlZWVlMnz6d77//3uH42bNnqVu3Lnv37mXIkCFs2bIFrbbieNb48eOZMGFCheOzZ88mJibG5TiEEEIIf5iSO4V8az4j40ZSX+t8gWdf+KHgB7Yat5IelU6PqB4AbDVs5YfCH+xpukZ05ZaYW/wWgxBCCCGEL4zPGY+J0juZJyVNCnI0ylJYWMjQoUPJzc0lIaHqNSjdviOoKtnZ2ZjNZurVq+dwvF69euzZs8flcvr27cv27dspKCigUaNGfPfdd3Tv3h2AW2+9ldzcXGJjY5kxY4bTQSCAF198kdGjR9sf6/V60tLS6NWrl8OLYjKZWLFiBb169aq0rPLczeNqelfSeRJvqFJSW/0di6/L96Y86RPKpaS2BiIWX9YR6D7hSr7XfngNrND3xr7Ujazrtz6xd8detu7dSnJaMumd0gEoOlQEmy7lqdegHuld0l1um5IopV+EU5/wNL87eXydVinnSSAoqa2hdP2k9D7hTnrpE46U1NZw+qzw2/XTf1/DZC4dCOrVq5f0iTJss6Bc4dM7gk6ePEnDhg1Zu3atfeAGYMyYMaxcuZINGzZ4WpXHMjMzyczMxGw2s2/fPrkjSAghRNCZrCbG544H4KWEl4hWR/utrrUla1lYtJD2uvbcHXs3ABtLNvK/ov/Z03TUdWRI7BC/xSCEEEII4QsTciZgpHQKlNwR5ChodwSlpKSg0Wg4c+aMw/EzZ86QmppaSS7/GjlyJCNHjkSv15OYmEi/fv0cXhSj0ciSJUtIT09Hp9O5VKa7eVxN70o6T+INVUpqq79j8XX53pQnfUK5lNTWQMTiyzoC3Seqy3eh+AL8t/TnwRmDsZgtfusT2iNaFq5ZiDZJS0Z6BgD6vXr+t/nSQFDd+nXJuD7D5bYpiVL6RTj1CU/zu5PH12mVcp4EgpLaGkrXT0rvE+6klz7hSEltDafPCn9cPwFMmjMJo7l0ICg9PV36RBnu3BHk04GgiIgIOnfuzLJly+x3CVksFpYtW8aoUaN8WZXHdDqd0ze2suOelOVtelfSeRJvqFJSW/0di6/L96Y86RPKpaS2BiIWX9YR6D5RWb7iomIAYnWxREVG2Rf380efSI0v/UPM+eLzl/KoHdOarCbFnFOeUkq/CKc+4Wl+d/L4Oq1SzpNAUFJbQ+n6Sel9wp300iccKamt4fRZ4cvrJyidlVQ2jTt11PQ+4U7cbg8E5efnc+DAAfvjQ4cOsW3bNpKTk2ncuDGjR49m+PDhXH311XTt2pVp06ZRUFBg30Us2IxG2TUsVCipraG064W35UmfUC4ltVV2vfAu36GLhwCoFVnL4XPJH32ilq4WAOcKz2EwGFCpVBV2DSsxlSjivPKEUvpFOPUJT/P7YycYV9Mq5TwJBCW1NZSun5TeJ9xJL33CkZLaGk6fFf64fgIou7KN9AlH7sTu9hpBWVlZ9OrVq8Lx4cOHM3PmTACmT5/O22+/zenTp+nUqRMffPAB3bp1c6can5E1goQQQijNj4U/ssGwgasjrmZwzGC/1mWwGpiYOxGAcYnjiFJFsbJ4JUuKl6BDhxEjl2kv48G4B/0ahxBCCCGEt2SNoMq5s0aQV4tFhxLbGkHZ2dmyRlCIUFJbQ2mOu7flSZ9QLiW1Vea4e57ParUy8H8DOVVwivdufI8ejXr4vU/c+N2N5Bvz+f7m77ks8TL+vfPffLzzY5Iik8gpyaFTnU58lv6Zy21TEqX0i3DqE57mdyePr9Mq5TwJBCW1NZSun5TeJ9xJL33CkZLaGk6fFb6+frK5ds61FJtLp9hvGLJB+kQZer2elJQUlwaC1FU+K4QQQgifOph7kFMFp4jURNI1tWtA6kyJTgHgXNE5AMxWMwDR2tLdymyLLgohhBBCiJqvxt8RJFPDhBBCKMkOww6+LfyWJpomPBL/SEDq/CL/C/aZ9nFL9C10jezK4qLFrCpZRV11Xc5azpKqTmVUgjI2dRBCCCGEqIxMDatc0LaPVyLZPj50KamtoXRrs7flSZ9QLiW1VW5t9jyffq8eNkOLBi3IuCHDrTo87RN7t+xl3559xKbFknF1Bnu37IU9kJKUwtkLZ4mOiyYjQ7aPV3ocSukTnuaXqWGBoaS2htL1k9L7hDvppU84UlJbw+mzwl9Tw2T7+MoFbfv4UFDZdnCebBPnbh7Z1s4zSmqrv2PxdfnelCd9QrmU1NZAxOLLOgLdJ5zlyzflA5AcnVyhPH/1iRbJLQA4kn8EnU6HVVV6M3CMrvQOWaPFqJhzylNK6Rfh1Cc8ze9OHl+nVcp5EghKamsoXT8pvU+4k176hCMltTWcPit8df1kI9vHV86duMNuIMholO3jQ4WS2urvWHxdvjflSZ9QLiW1NRCx+LKOQPeJqvKdLzoPQLwuvkIaf/WJtNg0AP7M+ROj0UiJqXT7+ChNVGlai1ER55UnlNIvwqlPeJrfnTy+TquU8yQQlNTWULp+UnqfcCe99AlHSmprOH1W+Pr6yUa2j6+cO7HLGkFCCCFEAH1b8C07jDsYEDWA66KuC0idhZZCXte/DkAUURgxYsZMe117fjf+TqwqlhcTXwxILEIIIYQQnpI1gion28c7IdvHhx4ltTWU5rh7W570CeVSUltljrvn+Z5c/iTrT69n4jUTGXjZQLfq8KZPDFkwhIO5Bx3SDrpsED/++SNxujhWDVnlctuURCn9Ipz6hKf53cnj67RKOU8CQUltDaXrJ6X3CXfSS59wpKS2htNnha+vn2yu+/Y6ikxFgGwfX54728eH3dSwyub8yXxe5VJSW0Npjru35UmfUC4ltVXmuLufL9eQC0Dt2NoVyvNnnxjYfCDvb3nfIU2sLhYAk8WkmHPKU0rpF+HUJzzN704eX6dVynkSCEpqayhdPym9T7iTXvqEIyW1NZw+K3x1/VRZGnfqqOl9wp241X6MQwghhBDl5JaUDgQlRSYFtN47Wt5R4Vi0LhoAg8UQ0FiEEEIIIUTwhN0dQUajLBYdKpTU1lBa7NDb8qRPKJeS2iqLHXqe72LJRQDiNHEV0vizT8Rp4vh6wNfc8/M99mORqkgALFYLxSXFaNSaqhulQErpF+HUJzzN704eX6dVynkSCEpqayhdPym9T7iTXvqEIyW1NZw+K3x9/eRN2nDpE+7EXuPXCJLFooUQQiiF0WpkQu4EAF5KeIlodXRA679ouchU/VT745uibmJR8SIAXk18FZ0qNG+FFkIIIUR4mJgzEQOldzLLYtGOZLFoJ2Sx6NCjpLaG0mKH3pYnfUK5lNRWWezQs3xnC89y07yb0Kg0bLx7IyqVyq06vO0T+cZ8bvzuRvvj/+vyf7z+W+luYivvXEl8RLzL7VMKpfSLcOoTnuZ3J4+v0yrlPAkEJbU1lK6flN4n3EkvfcKRktoaTp8Vvrx+KksWi66cLBZdhcoWf5KF3ZRLSW0NpcUOvS1P+oRyKamtstihe/nyzfkAJEYmEhER4XEdnvaJJG0SGpUGs9UMQEzEpTtkrWqrYs4rTyilX4RTn/A0vzt5fJ1WKedJICipraF0/aT0PuFOeukTjpTU1nD6rPDF9VNVadypo7J0q0+sRod7ZSmRO3HLYtFCCCFEgOSU5ACBXyjaRqVSOdz1o1Pr0KpL/yZktITunHghhBBCCE9kF2XzxNIneHjpw8EOJaBkIEgIIYQIkGAPBAEkRFy6VVij1hChLr0zyWiWgSAhhBBChJcLxReCHUJQhN3UMKNRdg0LFUpqayjteuFtedInlEtJbZVdLzzLd6Gw9GIjMSLRo88iX/SJeN2lO4JUFhU6deltxIWGQkWcW+5SSr8Ipz7haX5/7ATjalqlnCeBoKS2htL1k9L7hDvppU84UlJbw+mzwpfXT2WpULldR1XpTCaT07ShyJ3Ya/xi0bJrmBBCCKVYWLSQtSVr6R7RnZtjbg5KDJ/nf85+034A7o29l3mF88i35jMybiT1tfWDEpMQQgghhCt8vWvYafNppudN91l5weTOrmE1/o6gkSNHMnLkSPuuYf369ZNdw0KEktoaSrteeFue9AnlUlJbZdcLz/J9t/g7KIGMzhlkNMtwuw5f9InVa1az/0jpQNA1Xa5h2W/LyC/Ip9u13Wif0t7l9imFUvpFOPUJT/O7k8fXaZVyngSCktoaStdPSu8T7qSXPuFISW0Np88KX14/lfXGt29gMJUOBKWnp3vdJ/bn7Gf6wun2x0o4Tzyl1+tdTlvjB4LKq2wVcFnhX7mU1NZQ2vXC2/KkTyiXktoqu164ns9oMbL34l4AOtXr5NVnkTd9on2d9iw6sgiAyIhIIjSlawTJrmGhE4dS+oSn+d3J4+u0SjlPAkFJbQ2l6yel9wl30kufcKSktobTZ4W3108VqBzTuFOHs3RarbbaNKHCnbhlsWghhBAiAA7mHKTYXEy8Lp7GCY2DFkevtF72n4tNxfaBoGJTcbBCEkIIIYQQASQDQUIIIUQA7MzeCUC7lHaoVcH7+G2c0Ni+a1nzpObUja4LwJnCM0GLSQghhBBCBE7YTQ0TQgghgmHT6U0AiliH56fbfuJC8QXS4tNoENcAgBP5J4IclRBCCCGECAQZCBJCCCH8rNBYyIpjKwDHqVnBkhiZSGJkIoB9IOhUwalghiSEEEIIIQIk7AaCjEYjRqPR4XHZ/7tahjt5XE3vSjpP4g1VSmqrv2PxdfnelCd9QrmU1NZAxOLLOgLdJ8rnW3x8MUWmItLi0mid2LpCWcHsE3WjSqeGncg7oYhzy11K6Rfh1Cc8ze9OHl+nVcp5EghKamsoXT8pvU+4k176hCMltTWcPit8cf3klNX9OqpKZzaZnaYNRe7ErrJardbqk4WuzMxMMjMzMZvN7Nu3j9mzZxMTExPssIQQQoSRr/K/Yo9pD72jetM7qneww3Fw1HSUf+f/myRVEs8nPh/scIQQQgghKvVazmuUUALApKRJXpd3xnyGf+b902flBVNhYSFDhw4lNzeXhISEKtPW+IEgG71eT2JiItnZ2Q4vitFoZMmSJaSnp7u83Zq7eVxN70o6T+INVUpqq79j8XX53pQnfUK5lNTWQMTiyzoC3SfK57v7l7s5pD/ER70/oltqN4/r8EefOFt4lpvm3YRGpWHd39ahVYfWzcJK6Rfh1Cc8ze9OHl+nVcp5EghKamsoXT8pvU+4k176hCMltTWcPit8cf3kLN+N391IvjEfgA1DNnjdJw7kHOCuhXcBpQNBSjhPPKXX60lJSXFpICi0rvZ8QKfTOX1jKzvuSVnepnclnSfxhioltdXfsfi6fG/Kkz6hXEpqayBi8WUdge4TtnzZxdkA1I+vX2UZwegT9RPqo1VrMVlM5BhzqB9Xv9o8SqSUfhFOfcLT/O7k8XVapZwngaCktobS9ZPS+4Q76aVPOFJSW8Pps8Kb6ydXzl936nCWTqvVVpsmVLgTt2wfL4QQQvhRibmEPEMeACnRKUGOpiK1Sk392NLBH9k5TAghhBCi5pOBICGEEMKPzhedByBCHUFCRNW36QZLg1jZOUwIIYQQIlzIQJAQQgjhR7ZpYSnRKahUqiBH45xtC3m5I0gIIYQQouaTgSAhhBDCj7KL/hoIilHetDAb27pAckeQEEIIIcJVmOyjBchAkBBCCOFXtoGgOtF1ghxJ5WxTw07mnwxyJEIIIYQQgaNCmXdr+5sMBAkhhBB+dL64dI0gJS4UbWObGiYDQUIIIYQQNZ8MBAkhhBB+ZJ8aFgIDQacKTmGxWoIcjRBCCCGEc+F6B4+vaYMdQKAZjUaMRqPD47L/d7UMd/K4mt6VdJ7EG6qU1FZ/x+Lr8r0pT/qEcimprYGIxZd1BLpPlE1/rvAcALUialVaRrD7RC1dLdQqNUaLkdN5pxU9ja08pfSLcOoTnuZ3J4+v0yrlPAkEJbU1lK6flN4n3EkvfcKRktoaTp8V3l4/VZbPitXltK6kM5lMTtOGIndiV1lr+IpImZmZZGZmYjab2bdvH7NnzyYmJibYYQkhhAgTH+Z9yEnzSe6NvZfWutbBDqdSb+e+Ta41l0fjHqWxtnGwwxFCCCGEqGBSziSKKS79OWmS1+WdMZ/hn3n/BOC1xNcUu8OrKwoLCxk6dCi5ubkkJCRUmbbG3xE0cuRIRo4ciV6vJzExkX79+jm8KEajkSVLlpCeno5Op3OpTHfzuJrelXSexBuqlNRWf8fi6/K9KU/6hHIpqa2BiMWXdQS6T5TNZ4wwQhHcdMNNtE1u61Ud/uwTPyz5ga3nttKsQzP6N+3vcr5gU0q/CKc+4Wl+d/L4Oq1SzpNAUFJbQ+n6Sel9wp300iccKamt4fRZ4e31U2X5pnw3Bf668SU9Pd3rPnEw5yD/XPhP+2MlnCee0uv1Lqet8QNB5el0OqdvbGXHPSnL2/SupPMk3lClpLb6OxZfl+9NedInlEtJbQ1ELL6sI9B9wmA12NcISktM89l57I8+0Si+EVvPbeVk0UnFnF/uUEq/CKc+4Wl+d/L4Oq1SzpNAUFJbQ+n6Sel9wp300iccKamt4fRZ4WneyvKVXSPI9rw3fUKr1VabJlS4E7csFi2EEEL4yVnzWaxYSY5KJjkqOdjhVKlVrVYA7MzeyeoTqykwFgQ5IiGEEEKIwCm7/lBNJwNBQgghhJ+cMZ8BoGWtlkGOpHptarcBIOtYFk8sfYKPt38c3ICEEEIIIfwslNcE8oYMBAkhhBB+csby10BQUugMBNlsPbs1SJEIIYQQQlQiPMdtfE4GgoQQQgg/OW0+DVyadqVkCREJtK/d3v5Yo9JUSJNdlI3ZYg5kWEIIIYQQwsdkIEgIIYTwk1CaGgbwr37/YuK1EwHILcl1eG77ue30+rYXz698PhihCSGEEEI4LBYtPCcDQUIIIYQfXCy+SIG1ABUqLku8LNjhuCQhIoG2tUu3uM8pyXF4bsbvMwBYenRpoMMSQgghhBA+JANBQgghhB8czTsKQL2YesToYoIcjesSIxOB0juCrNZLu2fkG/ODFZIQQgghhPAhGQgSQggh/OBY/jEAGsU3CnIk7kmKTALAZDU5bCGfb5CBICGEEEKImkAGgoQQQgg/OJF/AoC0uLQgR+KeKG0UUZoowHF62JnCM0GKSAghhBBC+JIMBAkhhBB+YBsIahjXMMiRuK/89LCJ6yaSXZQd5KiEEEIIIYQvKG4g6NixY/Ts2ZO2bdvSoUMHvvvuO4fnf/rpJy6//HJatmzJJ598EqQohRBCiKodzz8OhOZAkG16WE5JDlvPbuW7fd9VnUEIIYQQIgSVXQ8xnGiDHUB5Wq2WadOm0alTJ06fPk3nzp3JyMggNjYWk8nE6NGjWbFiBYmJiXTu3JnbbruN2rVrBztsIYQQwoHtjqBGcaG1RhBArahaAFwovoDJYgpyNEIIIYQQvpd1LIunlj8V7DCCQnF3BNWvX59OnToBkJqaSkpKChcuXABg48aNtGvXjoYNGxIXF8eAAQNYvHhxEKMVQgghKio2FXOu6BwQmncE1Y4u/QPL+aLzXCi+UOF5GRwSQgghRKgL10Eg8GAgaNWqVQwaNIgGDRqgUqmYN29ehTSZmZk0bdqUqKgounXrxsaNGz0KbvPmzZjNZtLSShfaPHnyJA0bXrqgbtiwISdOnPCobCGEEMJfbHcDRRFFYkRikKNxX+2ovwaCis/bF4y+ruF19ucLjAUc0R8JRmhCCCGEEMJLbg8EFRQU0LFjRzIzM50+P2fOHEaPHs2rr77Kli1b6NixI/379+fs2bP2NJ06daJ9+/YV/p08edKe5sKFC9x///38+9//9qBZQgghRPAcyyvdOr6WphYqlSrI0bgvJToFgOyibPsdQZ3rdrY//+iSRxk4dyCrjq8KSnxCCCGECE+heF2lRG6vETRgwAAGDBhQ6fPvvvsujzzyCCNGjADg448/ZsGCBXz22WeMHTsWgG3btlVZR0lJCYMHD2bs2LFce+219uMNGjRwuAPoxIkTdO3atdIySkpK7I/1ej0ARqMRo9FoP277ueyx6ribx9X0rqTzJN5QpaS2+jsWX5fvTXnSJ5RLSW0NRCy+rCPQfWLVsdIBklRNqkv5lNYnknRJAJwrPIfFaik9FpGEVq3FZDGx6/wuAObsmUP3et09rscXlNIvwqlPeJrfnTy+TquU8yQQlNTWULp+UnqfcCe99AlHSmprOH1WeJq32nxWN9J6EIsSzhNPuRO7yurFMtkqlYq5c+cyePBgAAwGAzExMXz//ff2YwDDhw8nJyeH+fPnV1um1Wpl6NChXH755YwfP97hOZPJRJs2bcjKyrIvFr127Vqni0WPHz+eCRMmVDg+e/ZsYmJi3GqnEEII4SqT1cSb+jcpshbxQOwDtNC1CHZIbttv3M/nBZ87HBsWO4zvC76nhEt/ZOmg68BdsXcFOjwhhBDCKYvVglqluGVwhQ9Nzp1MkbUIgElJk7wqa1zOOIfHExMnhvT5U1hYyNChQ8nNzSUhIaHKtD7dNSw7Oxuz2Uy9evUcjterV489e/a4VMaaNWuYM2cOHTp0sK8/9OWXX3LFFVeg1WqZOnUqvXr1wmKxMGbMmEp3DHvxxRcZPXq0/bFeryctLY1+/fo5vChGo5ElS5aQnp6OTqdzKUZ387ia3pV0nsQbqpTUVn/H4uvyvSlP+oRyKamtgYjFl3UEsk+sPL6SolVF1I6qzWXay1zKp7Q+se/iPj7/2XEgqO+1fVm4aqHD3bbNGzcno1uGR3X4ilL6RTj1CU/zu5PH12mVcp4EgpLaGkrXT0rvE+6kD9c+sfXsVp5Y/gSjrxrNXa0u/ZFCSW0Np88KT/NWl+/t79+myFA6EJSenu5Vnxg323EgyIpVEeeJp2yzoFyhuO3jr7/+eiwWS6XP33LLLdxyyy3VlhMZGUlkZKQvQxNCCCGqtfbUWgD6NOqDOjs0/6pkWyy6rMTIRCI1jp+rMVq5w1YIIYQyvLT2JQwWA1M2TXEYCBJCVKS4qWG+lpmZSWZmJmazmX379snUMCGEEH41u2A2u4y7GBQ9iG6R3YIdjse+LviaP4x/ABCniuO5hOfIzMsk25JtT9Mjsgfp0enBClEIIYSwezv3bXKtuYD3U4aEcvlzatiExAloVBqvygymoE0Ni4iIoHPnzixbtsw+EGSxWFi2bBmjRo3yZVUuGzlyJCNHjkSv15OYmChTw0KIktoaSrc2e1ue9AnlUlJb5dbmyv136X/hLHTv2B3LHktITg0D6G/pz/rT60mLTyMxIpHEyERmL5xNds6lgaBmzZuR0cm7qWFbz25l94Xd3HP5PR7tBKKUfhFOfcLT/DI1LDCU1NZQun5Sep9wJ3249onp86aTW1g6EJSRcemzSUltDafPilCcGmYrM9jniaf8OjUsPz+fAwcO2B8fOnSIbdu2kZycTOPGjRk9ejTDhw/n6quvpmvXrkybNo2CggL7LmJCCCFETZZTkgOUTqW6yMXgBuMFjVrDdQ2uczhWfmqYwWzwup6Hlj4EQFp8Gjc0vMHr8oQQQgghRNXcnhqWlZVFr169KhwfPnw4M2fOBGD69Om8/fbbnD59mk6dOvHBBx/QrVtwbo+XqWFCCCEC6Y3cNyiwFjAqfhSpmtRgh+NTn+R9wmHzYfvjRppGXBlxJV0junp0Nw9cui17YPRArom8xhdhCiGECEMyNSw8yNSwyrkzNcyrNYJCiW1qWHZ2tkwNCxFKamso3drsbXnSJ5RLSW2VW5uds1gtdP2mKxarhQUDF7B19daQnRrmzJPLn2T96fUVjr99/dv0adzHozKvmn0VAK90e4XBzQe7nV8p/SKc+oSn+WVqWGAoqa2hdP2k9D7hTvpw7RMZ8zI4XXgagC1Dt9iPK6mt4fRZ4a+pYb1/6G2/+3rDkA1e9QnbNYjNhMQJ3NTvpqCfJ57S6/WkpKQEfo2gUKDT6Zy+sZUd96Qsb9O7ks6TeEOVktrq71h8Xb435UmfUC4ltTUQsfiyDn/3idySXCzW0p0vU+JS3K5T6X0iWhft9PjRgqMe1VV2allsRKxX8SqlX4RTn/A0vz/6hKtplXKeBIKS2hpK109K7xPupA+3PlH2zlRffd/zl3D6rPA0r6vnrzt11PQ+4U7cYTcQZDQaMRqNDo/L/t/VMtzJ42p6V9J5Em+oUlJb/R2Lr8v3pjzpE8qlpLYGIhZf1hGoPnEu/xwAcbo4MDvm90Udwe4TOpXzC4wIVYRH9eUU59h/1qIN2O8sfwinPuFpfnfy+DqtUs6TQFBSW0Pp+knpfcKd9NInHNulpLaG02eFp3n98VnhSZmhyJ3Ya/zUMFkjSAghRKAcMR3hP/n/IVmdzOiE0cEOx+fmFs5ls2FzheO3Rt9Kl8gubpd33nye9/LeA+CemHtoF9HO6xiFEEKEp3dy3yHHmgPIGkE12eu5r1NoLQRkjaDygrZ9vBLJ9vGhS0ltDaU57t6WJ31CuZTUVpnj7lzW8SxYBQ1qNSC9t2tbmrpTR7D7xB+b/mDzvooDQVd1vIqMy9zfRn7PhT2wqPTnDld2oH+T/m6XoZR+EU59wtP87uTxdVqlnCeBoKS2htL1k9L7hDvpw7VPZM7PJKcgB5Dt45XQLzzNW12+d354h8KS0oEg2T7ekV+3jw91lc35k/m8yqWktobSHHdvy5M+oVxKaqvMcXeUZ8oDIDk62e156+6kDVafiIuMc3rcorJ4VFextdj+s1Vl9SpepfSLcOoTnub3R59wNa1SzpNAUFJbQ+n6Sel9wp304dYnVMgaQf6qI9DfKVzN5+61Vk3vE+7EHXYDQUajrBEUKpTU1lCa4+5tedInlEtJbZU57s6dLzwPQGJEYtDmuPvzvYlQRzg9Xmws9qi+3KJc+88lxpKArkHga+HUJzzN748+4WpapZwngaCktobS9ZPS+4Q76cO1T1i5tOKJt9/3/CWcPis8zRus66fyaUORO7HLGkFCCCGEj/xc9DNrStZwfeT13BR9U7DD8bl1JetYULSgwvEBUQO4Luo6t8vbZtjG94XfA56vMySEENXJseQQq4qtdMF7UTPIGkHhYXLuZIqsRYCsEVSerBFUhqwRFLqU1NZQmuPubXnSJ5RLSW2VOe7ObVi3AQ7BVW2uIr1lzVsjyHDQwIINFQeCml/enIx27q8RZDhogA2lP7dp14aMVu6XoZR+EU59wtP87uTxdVqlnCeBoKS2KuH6ad/Ffdz98900imvE/275n99ileun4JM1gnxfR6C/U7iS7+3v36bIUDoQJGsEOZI1gqrwr9//RVRclP2xxWzhz6I/2f/7ftQatUtluJvH1fSupNNYNcSZ40J67qK7lNTWUJrj7m15MsdduZTUVpnj7ijXWDrVqXZMbbfnrbuTNlh9Ij4y3ulxC6VrBJ0tPEusLpZYXaxrBZb5qJM1goJTh7dl+fuzwtdplXKeBIKS2hrM66flJ5YDcDz/uM9+v/o6v1w/+YZadelDxVmblNTWcPqs8DRvZflUqoprQUmfKOVO3GE3EPTV7q/QRFe83evX3b+6XZa7eVxNX126KFUUnc93plNqJ7fqF0II4V85xTkA1IqsFdxA/CRaG+30uMFiILsomz7f9SEhIoE196xxqTyzxWz/2WQx+SRGIYQQQghRtbAbCLq71d1ExV66I8hsMXPkyBGaNGmCRu3afEB387ia3pV0v535jT0X9/D4sseZ3ms6Het0dCnmUBROC7v5uvxAL+wmix0GhpLaKosdOneh+AIA8dr4oC126M/3JkJV+WLR60+sB0Bv0Ltct8FksP9cYpLFogNZh9IXxvV1WqWcJ4GgpLYq4frJZL40yOzPc0Sun4Kv7NK3ZdulpLaG02eFp3mry+fsfXa1T2w/s51fjv3C4x0eJyGi4ho6FiyKOE885U7sslh0iCmxlvBl/pccNh8mggjuj7ufptqmwQ5LCCEE8FrOa5RQwrPxz5KiSQl2OD533HScj/M/rnC8W0Q36mvqM69oHuD64o1ritfwc/HPAPSO6k3vqN4+i1UIIQA+zvuY4+bjgCwgXNO9o3+HHEsOIO91TebNYtG2xaGvjLiSO2LuqLBY9L2x99Ja19o3gQaBLBZdRk1cLFq1WMXCyIVsOruJr4q+4oOeH3B1vatdij2UhNPCbr4uP9ALuwW7TyjlPPE3JbVVFjt0ks5sZNyc0guKW/vdSow6psYtFv1n7p98vKDiQFCDtAa0SGoBm0sf3zTgJoe1Gipzbtc5ft5WOhB0WfPLyOgoi0UHqg5vy/L3Z4Wv0yrlPAkEJbVVCddPn/70Kfy1fmrZBYTL2pm9k5SIFLau3qrYPuFO+nDtEx/O/1AWi/ZxHYH+TuFKvre+f8vjxaLtj+ONZPTPqLBYtMVqUcR54ilZLLoKlS3+FEoLu0WoIvig5wc8v/p51p5cy9NZT/N+7/e5tsG1LscSSpS0YFcwFzsMdHmh1Cc8qTuUKamtstjhJTnGHAA0Kg3JscmYTWa361R6n0iIuvSHlKeufIpNpzex7tQ6zJgxWC9N80IDOo0Ldcti0UGvw9uy/P1Z4eu0SjlPAkFJbQ3m9ZOzhWXL+iP7D4YvHg6U3l2g9D7hTvpw6xPVvddKams4fVZ4mtfV89eTOtQqdaXplXSeuMut18CPcQg/itJG8UHvD7ix0Y0Um4t5atlT/Hrc/QWvhRBC+IZtfaDEyESX7oYJRTG6S1Or+zftT4+0HgBsPrOZxYcX258zmA0V8jpTdoFoWSxaCBEMm85sCnYIQgg3WKnRK9sETM28Ug0TkZpIpvWcRu+03hgsBp5Z8QxZx7KCHZYQQoSlnJIcoObuGAaOu4ZpVBp06tK/PJ3IP8HuC7vtz7k6EGSxWuw/m6wyECSEEEIIEQhhNzXMaDR6vYq80lb4f+O6Nxi3dhxLji7h7yv+zhvXv0GftD4uxaZk4bTCv6/LD/QK/0rrEzWVktoqu15UlF2QDZTeEVT2s8aVOkOlT6hQMfTyoeQb86kbWRe11fnfk4oMRRi11ddfdtcwg8kQ0F1JfC2c+oSn+f3RJ1xNq5TzJBCU1FYlXD9VtpOUjdlsdlqmP2LxNk+ofFYETZkbRbz9vucv4fRZ4WneavM5eZ9d7RM2O7J3VJpHCeeJp9yJXXYNqyHMVjM/FP7ADuMO1KgZEjOEKyKuCHZYQggRNjaUbODHoh9pq2vL0NihwQ4nILYbtvNd4XcVjv89/u/U1tSuNv8vRb/wa0nptObOEZ25LeY2n8cohAhvH+g/4KzlLOB8h6HVxatZVLyo0udF6Jiqn8pFy0VA3suabFLuJIqtxaU/e7hrmC1v+V3DhsYMpW1EW++DDBLZNayMmrhrWGVpMiwZTNgwgZ8O/cR3Rd/RvmN7bm52s0ttUqJwWuHf1+UHeoV/pfaJmkZJbZVdLyo6tvMY7IQ2TdqQ0TXDrTpDtU9EHo3ku9UVB4Kuu/E6Lku8rNr8e7fs5dc9pQNBDRo2IKO77BoWqDq8LcvfnxW+TquU8yQQlNRWJVw/jf96vP1nZ7uGnd99nkVbF9kfK7VPuJM+XPvER/M/4mJB6UCQ7BoW/M8KT/NWl2/Kd1PgrxtfXN01zGAwsHTpUvvjDikdyOhXcdcwW5nBPk88JbuGVaGyVcBrwgr/OnRMvmEyEdoI/rv/v7yy7hVQw+AWg12OUYmUtHJ7MHe9CHR5NaFP1FRKaqvsenGJ3lj64ZscneyQzp06Q61PREVEOT1uUVnYeWEnM36fwZiuY0iLT3OazqqyOuTxJl6l9Itw6hOe5vdHn3A1rVLOk0BQUluDdf10vui8w/pjztJoNBqXyvI2Fl/mCbXPioC5tGmYz77v+YtSPisKjAW8suYV+jftT7+m/bwqy9d5K8unouLucFXV8eraV9l4aiMPah68VIZKVWl6JZ0n7nIn7rAbCKrp1Co1r3Z/Fa1Ky7f7vuXlNS9jtBgZ0mpIsEMTQogaLac4B4BaUTV3sejyItQRTo8bLUaGLyrdjjnPmMfMm2Y6TWe2XlqbQ3YNE0L42p+5fwY7BCEU7dOdn7L4yGIWH1nMzqY7gx2OX/x3/38B2BldM9vnKdk1rAZSq9SMu2Ycw9oMA2Diuol8vefrIEclhBA128WS0tvRkyKTghtIAOk0zv/yVHbXsNMFpyvNb7bIQJAQQgjfKHuniHDNheILwQ5BBIkMBNVQKpWKF7q8wPC2pX+RfX3D63zxxxdBjkoIIWqui8WlA0HJUclBjiRwbNvHl2ewXBoIitI4nz4GckeQEEIIIdxjpUbvdRUwMhBUg6lUKp67+jkevuJhAN7e9Daf/f5ZkKMSQoiayX5HUFRScAMJoLT4NKfTw4zmS9uXRmicTx8Dx8EfGQgSQgghRHV8MRAkd4+F4RpBRqMRo9Ho8Ljs/10tw508rqZ3JZ0n8T7R/gnUVjX//v3fvLf5PUqMJTzc/mGX8weLJ231F3/H4uvyvSkvHPpEqFJSWwMRiy/r8HefsFqt9jWC4jRxDp81rtQZqn0iQZvAwsELGb9+PKtPrrYfLzIW2X+O1ERWGovJfGnwx2A2BOx3lj+EU5/wNL8/+oSraZVyngSCktoa7Osns8ns8NhZOrO5+jS+iMUXeUL1syIYvP2+5y9K+6ywWCwV8nla1qw9s1h+bDkf9PyAWF2sR221Wq18uetL9EZ95fnKjAO5U8cJ8wmHeirLo4TzxFPuxK6yWq01+t6qzMxMMjMzMZvN7Nu3j9mzZxMTExPssIIiqziLpcWl2+b1jOxJn6g+qFQyGiqEEN4qsZbwWu5rALyS+AoRqsrvgqmJZhXMYrdxt/3xkJghfFdYuq18c21zRsSNcJrv24Jv2WHcAUBTTVMejlf+HymEEKHjkOkQn+Z/an88KWlShTSri1ezqHhRpc+L0DFVP5WLltK7c+W9dM3cwrlsNmwGvH/NxuWUbsXeN6ovPaN6elTGPuM+vij4osp4Xst5jRJKqkzjLK54VTx51jwAGmsa82j8o/bnbIbGDKVtRFuPYleCwsJChg4dSm5uLgkJCVWmrfF3BI0cOZKRI0ei1+tJTEykX79+Di+K0WhkyZIlpKenu7zdmrt5XE3vSjpP4rXJIIPPd33O+9veJ6ski2bNmzGq4yjFDgZ509ZQi8XX5XtTXjj1iVCjpLYGIhZf1uHvPnFEfwR+Kl0PZ/DNg92uM9T7xOKVi9l94tJAUPO2zWFT6c8N6zUko0eG03wrV6+Eo6U/JyUnkZHuPF1VlNIvwqlPeJrfH33C1bRKOU8CQUltDfb106Yzm/h02aWBoJ7pPYnROf5B+Pzu8yzausj+WKl9wp304donPv7fx1zMLx0Iysi49HmipLYq7bNi84bNbD5YOhBU9jXzpKxxs0sHVdIuSyOjU4ZHbdXv1UNpOJXmm/LdFEqMJfY01dVhi6vslLJatWqR0S/D/lxZSjhPPKXX611OW+MHgsrT6XRO39jKjntSlrfpXUnnSbwAD3d8mChdFG/+9iYzds3AgoXnrn5OsYNB4Hlb/cHfsfi6fG/KC5c+EYqU1NZAxOLLOvzVJ44XHgegSUKTCmncqTNU+0T5+fo5xpxLcWhK49h7YS+psakkRiban7Nw6ZZ0i9XiVbxK6Rfh1Cc8ze+PPuFqWqWcJ4GgpLYG6/pJo9E4PJ61bxZPdnqyyjRK7xPupA+3PlH2+4yvvu/5i1I+K9TqS0sGV5XWnXg1Go1DWlfzvv3b23yx69LmRq6ev66mLXutolKpKk2vpPPEXe7ELYtFh6F7297LS91eAuDzXZ8zZeMUavgMQSGE8KvDuYcBaJbYLLiBBEnZAR2A7KJs+88Gs4Hfs3/nzh/vZNDcQQ7pHHYNs8pi0UII31p5fKXDY9kqWwj/8/R7ZdlBIH+Q3cYcyUBQmLq79d2M7z4eFSpm75nNpPWTsFgt1WcUQghRwWH9YQCaJjYNahzB8vSVTzs8zi3Jtf9sMBtYfnQ5cGlnNRuzxez0ZyGE8IUd53Y4PJ6zd06QIhEifPh7wMXT8mUgyJEMBIWxO1rdwWvXvYYKFd/u+5bxa8fLhbgQQnjgUO4hAJomNA1uIEHStnZbNg7byB0t7wAgz5Bnf67EXILRUsmOPmXuCCr7sxBC+ML54vPBDkEI4WOe3nFUNl9ly6KE02CRDASFuVtb3MobN7yBWqVm7oG5vLzmZRkMEkIIN4X7HUEA0dpodOrSuen5hnz7cYPFgMFscJrH4Y4gGQgSQvjYsbxjwQ5BiLBjmy6vNGbkOqMsGQgS3HzZzbx141toVBp+/PNHXvz1RUwWWatBCCFckVuSa193IlzvCLKJ0EQAkGe8dEeQwWzAYHE+EFR2XSD5I4QQwpfKrlUmwoOseeo+f2wYtOr4Kp+X6QtGLt2dXGQqCmIkyiADQQKA/k37M7XHVLRqLT8f/pkxq8ZUeiu/EEKIS2x3A9WNrkusLja4wQRZtDYacFwjqMRcUukdQWXXppM7goQQvrT3wt5ghyBEWAqF6VV7LuwJdghBJwNBwq5Pkz681/M9dGodS44s4bms5yq9eBdCCFHqiP4IEN7TwmxidDEA5JTk2I+VXyOosgWi5U5UIYQQ3vDH3S1CeUJhoCkUaIMdQKAZjUaMRqPD47L/d7UMd/K4mt6VdJ7E647rUq/j3Rvf5blVz7Hi2AqeWf4Mb9/wNpGaSL/UVxV/t9Ud/o7F1+V7U570CeVSUlsDEYsv6/BnnziddxqAetH1PP58qSl9IkIVUeGYwWygxFRif1xQUmC/c6j8AFGgfmf5Qzj1CU/z+6NPuJpWKedJICiprcG8fjKZnA8ul09rNpurfN4XsfgqTyA/KwqNhby28TX6Nu5Ln7Q+LsUXbGWnhnn7fc9flPZZYbFcujPXWXpP4y37ndvbPuVKGm+uHzypV6nciV1lreGTKTMzM8nMzMRsNrNv3z5mz55NTExMsMNSvAPGA8wqmIURI821zRkWO8zpBb4QQoS7hUULWVuylhsib6B/dP9ghxNUWwxb+G/hfx2ORRBBM20z9ppKp2n8X8L/EaMu/Ryerp/OaUvpQFqMKob/S/y/wAYsRIAVWgrJt+ZTV1M32KHUePuN+/m84PMKxyclTXJ4vLp4NYuKFzl9LpwtLVpKVkkWEDqvy7v6d7lgKV2zL1RiDrZ5hfPYZNgEeP+ajcsZB4AaNROTJnqc36ayeCbmTMSAoco0VZULkKxOZnTC6ArP3RNzD+0i2rkasuIUFhYydOhQcnNzSUhIqDJtjb8jaOTIkYwcORK9Xk9iYiL9+vVzeFGMRiNLliwhPT0dnU7nUpnu5nE1vSvpPInXU9eduY6nVz7NQdNBFkYt5P0e79v/ihsIgWxrsGPxdfnelCd9QrmU1NZAxOLLOvzZJ9asWQNH4Oq2V5PRJsOjOmtKn4g4GsF/VzsOBFlUFuKT4+Fs6eMevXtQJ6YOADMXzIS/lhPSaDVkZGTgLqX0i3DqE57m90efcDWtUs6TLl93wWw1813GdzRPau6XOpTS1kDEUlX5a0+u5fOsigNB5X/PXNh9gUVbF9kfK7VPuJPeF31i84bNcLD0Z09+NwfDx//7mAv5pQNBZWMOpz7hbh1bN25l04HSgSBn77M7ZY2b/ddAkFpNRkaG22215bepLN/kbyeD6VKa6uooXy5Aw1oNyeif4fQ5JZwnntLr9S6nrfEDQeXpdDqnb2xlxz0py9v0rqTzJF53XdPoGv6V/i+eWPoEm85s4qmsp/iw74cBXww1EG11lb9j8XX53pQnfUK5lNTWQMTiyzr80ScuGEovOuvE1vH68yXU+0R8VHyFYyaryWEXMYvaYo+r7FauZqvZq3iV0i/CqU94mt8ffcLVtME+T2yLom/O3kzrOq39Wlew21pWMK6ftFrnX3PKp1Nr1BWeV3KfcCe9N31CrVY7pAkFZdcI8tX3PX9RymeFq++zJ+eop3ndyWd73t06VGpVpemVdJ64y524ZbFoUaUr617Jv9L/Rbwuni1nt/DYksfIM+RVn1EIIcKEbev42lG1gxxJ8FV216jtNQIcNiEou1h02R3EhKjp5Hz3P1lQVoggka4XEmQgSFSrY52O/Kfff0iISGD7ue08tuQxh62BhRAinJ0vOg9A7WgZCIrROl+D71zROfvPBkvpQJDVauVo3lH7cZNVdg0T4UMGgoTwPRWya5gQrpKBIOGSdint+LT/pyRFJrEzeyePLH6EnOKcYIclwpjeoGfnuZ38fPhn/jT+SQ1f914EWbG1mEeXPcqUjVMcjpstZvtW6clRyUGITFlcWUeuxFy6g9jXe752OF727iAhajrbFDEhhKhxZDwuJITdGkHCc62TW/NZ/894ePHD7L6wm4cWP8R/+v1HvvwIvzGYDZw2n2bZ0WUcLzzO4dzDHM07yhH9EYepJgDLFyznntb3cGuLWwO+jpWo+RYWLWRL7hY2ndnE3zv/nUhNJAA5JTn2v+zXiqoVzBAVIUZX/a6ctqlhn+78FCgdQLtQfAErVixWC2qV/I1K1HxyR5AQoqYyWfx7h68v/vhbYirxQSShTQaChFta1mrJjP4zeGjxQ+y7uI8HFz3IJ/0/ISU6JdihiRpm46mNjFk1hvPF52G18zR1o+vSIK4Bu8/t5rD+MG9sfIMPtn7ALc1v4Z7W99AssVlggxY1zuHcwyw5vISthq32Y4dyD1ErshZ1YurYBySTIpPQquUj1ZU7ggxmAyXmEs4WlW4j9lXGV2T8t3SnErPFXGHhViGE8IRMExKieqHYT3yx/tfei3t9EElok6tW4bbLki6zDwYdzD3IiEUj+LT/p9SNqRvs0EQNYLVa+WLXF7y3+T3MVjNRRNGidguaJTajSUIT+7/GCY2J1cViNBqZu2AuhpYGvt3/LYdyD/H1nq/5es/XdK/fnaFthnJDwxvQqDXBbpoIMWaLmft+vs8+9ctm1u5ZzDswjxsb3cjQ1kMBWSjaxtWpYbZ1lXRqncNrZ7Ka0BGaO3UIIYQQIrSF0yLzMhAkPNI0sSkz+8/kocUPcVh/2D4YlBqbGuzQRAgrMhXx6tpX+fnQzwAMbDaQzhc6c2v/W6vcDjFSFcltrW5jWNthrD+1ntl7ZrPy2ErWnVrHulPruLzW5cy4aQbxERW3thaiMtlF2eSU5KBRaegV2YvI1EgWHF7AvAPzAFh1fBU7zu0AIDlapsgCLt0VZbAYyC7KBiAlOsUhj6wTJIQQQoiqhOJdTEok918Lj6UlpDHjphk0jGvI0byjPLDoAU7knwh2WCJEHc87zn0L7+PnQz+jUWkY23UsE66ZgE7l+t0BKpWK7g2688/e/2Th7QsZ0W4E8bp49l7cy+d/fO7H6EVNdKbwDAB1ouvQM6onV6RcUSGN7W4huSPokle6v1Ll8wazwb6LWEp0isOaQLKArhDCV8LpL/tChBPp274hA0HCKw3jGjLzppmkxadxIv8EIxaN4Jj+WLDDEiFm7cm13L3gbvZe3EtyVDL/6fcfhrUZhkrl+Yh/o/hGjL56NBOvmwjAF7u+sN+FIIQrThecBrBPe22e1Nz+nFqlpktqF/tjWTT/kiGthlT5fIGxwD41LCU6BY3q0rRNfy8wKYQQouby5rpRiHAjA0HCa6mxqczoP4OmCU05VXCKB355gMO5h4MdlggBVquVz37/jCeWPkFuSS7ta7dnzsA5Dl+wvdWncR/a125PkamI/+z4j8/KFTWf7Y6gejH1AGiR2ML+XJvkNjzc/mH7Y1d2ywon/7j6H7RJbsO9be6t8FxOSY59ke3kqGRUKpV9MEh2UhJCCCGE8D/FDQQdO3aMnj170rZtWzp06MB3333n8Pxtt91GrVq1uPPOO4MUoXCmXmw9Ztw0g+aJzTlbeJYRv4zgz5w/gx2WULASawlj14zlvc3vYbFaGNxiMDMHzPT5OlMqlYpnOz8LwLf7vuV43nGfli9qrjMFjgNBiZGJ1I0uvTuoa2pXrmlwjT1tYkRi4ANUsPvb3c+3g761L6ZdVk5xDnqDHoCEyAQA+0CQTA0TQgghAkfuogpfihsI0mq1TJs2jV27drF48WKeffZZCgoK7M8/88wzfPHFF0GMUFQmJTqFz276jFa1WpFdlM2IX0aw7+K+YIclFOho3lH+nfdvlhxdglatZVy3cUy8diKRmki/1Netfje61++OyWLio+0f+aUOUfOcLiydGmYbCAK4tuG1aFQa+jbpi1ql5ssBX3JXq7u46/K7ghWmoqUlpFU4drHkIvqSvwaCIv4aCPprVz+ZGibChdUqa1wIIYQn5PenbyhuIKh+/fp06tQJgNTUVFJSUrhw4YL9+Z49exIfLzv/KFVyVDKf9vuUNsltuFB8gYd+eYg9F/YEOyyhAEaLkV+P/8qLv77I3Qvv5ozlDClRKXzW/zP+1vpvfv+LxDNXPQPAjwd/ZP/F/X6tS9QM5e8IAnip20ssumMRHep0AKBT3U683P1lmRpWhTrRdRwen8o/demOoL8GgrSq0p3D5I4gIYQQQrjLbDGTW5Ib7DBCitsDQatWrWLQoEE0aNAAlUrFvHnzKqTJzMykadOmREVF0a1bNzZu3OhRcJs3b8ZsNpOWVvEvikK5kqKS+E+//9C+dntySnJ46JeH+OP8H8EOSwSB1Wpl29ltTF4/mb7f9eXJZU/y058/UWwuprGmMbNumsWVda8MSCztUtqR3iQdK1Y+2PpBQOoUoc3ZHUFR2iifT1+s6Xqm9XR4vO3cNlYcWwFUvCNIto8XQghlkClDNddR/VHOFZ4Ldhg+9cDiB7j+m+s5liebFrlK626GgoICOnbsyIMPPsjtt99e4fk5c+YwevRoPv74Y7p168a0adPo378/e/fupW7d0rUVOnXqhMlU8fbvxYsX06BBAwAuXLjA/fffz3/+49niriUlJZSUlNgf6/Wlf300Go0YjUb7cdvPZY9Vx908rqZ3JZ0n8QZDjDqGzF6ZPJX1FDuyd/DwLw+T2SvT6fbLlVFSW/0di6/L96Y8X/SJAzkH+Pnwz/xy5BdOFpy0p6sVWYt+TfqR3iidU5tPkaRL8vp8dyfeJ654guVHl5N1LItNJzfRsU7HavMoSTj1CV/X4W5ZZovZfpGUHJHMMY65HYc7ddbkz4lnOj6DBg0NYhvw7tZ3HZ6L0cRgNBrtawQVG4v9+jr7U03vE77I748+4WpapZwnNmaLOWSuKbwRzOsnZ981nKW1mC1VPu+LWHyVJ5CfFRaLpUJaxSszY8jb73v+EuzPiovFF7l57s0AbBm6pdr32dN4y37n9rZPlWewGCqk+eNC6U0HPx/8mRHtRnhVvhLOE0+5E7vK6sUkO5VKxdy5cxk8eLD9WLdu3ejSpQvTp08HSn+JpKWl8dRTTzF27FiXyi0pKSE9PZ1HHnmE++67r8LzWVlZTJ8+ne+//77SMsaPH8+ECRMqHJ89ezYxMXILf6CUWEv4Iv8LjpiPEEkk98fdTxNtk2CHJfzgouUiOw072WHYwWnLafvxCCJoq2tLh4gONNc2d9gqOhjmFs5ls2EzTTVNeSjuIfmLl3BKb9Hzlv4t1KgZnzgetUpxM6lDTqGlkNf1rzscezzucRppG/FW7lvorXqejHuSBtoGQYpQCP8blzMOgL5RfekZ1TO4wdRw+4z7+KKg4rqik5ImOTxeU7yGn4t/dvpcOJtXOI9Nhk1A6Lwu0/TTyLZkA6ETc6AdNh3mk/xPgNLX6MfCH9lg2GB/7A3b7zdPyyqbv6oynNVjO5YelU6PqB5Vlls2b/nn7o65m/YR7d0LXEEKCwsZOnQoubm5JCQkVJnW7TuCqmIwGNi8eTMvvvii/ZharaZv376sW7fOpTKsVisPPPAAvXv3djoI5KoXX3yR0aNH2x/r9XrS0tLo16+fw4tiNBpZsmQJ6enp6HQ6l8p2N4+r6V1J50m8wXaT6SaeWfkMm85s4qvir/igxwd0rte52nxKaqu/Y/F1+d6U505ei9XCulPrmLV7FuvPrLcf16q1XN/gem5qchM3NLyBaG20R3X4o090LuzMrf+7lcPmwyRdmcR1Da6rNo9ShFOf8HUd7pa1M3snLIa6MXXp36+/R3G4U2e4fE5cmXMlQxYOsT++qedNNE5ozPR509EX6ul+XXfa1W7nVplKaW9N7xO+yO+PPuFqWqWcJ+Nml37paNWqFRntM/xSh1LaGohYqio/8WQiX2RVHAjKyHB83S/svsDPW3+2P1Zqn3AnvS/6xJaNW9h0oHQgqPxrplT/+fE/ZOeVDgSVjTmc+kR1dWw5u4VPlpYOBGVkZLD9t+1s2L/B/tibeG2/32xludvWsvmh8r5YNl16ejpLliyxP15SvIRJt05Cp9E5TV9WRkaG0+eUcJ54yjYLyhU+/RNndnY2ZrOZevXqORyvV68ep0+friSXozVr1jBnzhzmzZtHp06d6NSpEzt37rQ/37dvX4YMGcLChQtp1KhRpQNMkZGRJCQkOPwTwRGtjeb9Hu9zTeo1FJmKeCrrKTac3hDssIQXikxFfLf/O+5ccCdPZT3F+jPrUaGic53OvNz1ZZbctoR3b3yXfk36VRgECrZ6MfX42+V/A2D69ulYrJZqcohwdLbwLFA6ECR8p3lSc7TqS3+DSo5OBrAfk13DhBBCiOC4a+FdLDy0MNhheO2HAz94nNdK+OxI5tOpYSdPnqRhw4asXbuW7t2729ONGTOGlStXsmFD4L/8Z2ZmkpmZidlsZt++fTI1LIiMViNfF3zNPtM+tGgZGjuUVrpWwQ5LuCHHksOGkg38ZviNYmsxAJFE0jmyM9dEXEOyJjnIEbqm0FLIVP1USijhrpi76BDRIdghCYVZW7yWhcULaa9rz92xdwc7nBrln/p/csZSuiOb7ZZu2+38t0TfQtfIrsEMTwi/kqlhgePq1LDVxatZVLzI6XOhZpthG2tL1jI0dihJ6iSvypKpYTXPQeNB/jT9ycqSlUDFqWE2nr52SpgaBtAjsgfp0emVlls2b/nnWmtbc2/cve4FriBBmxqWkpKCRqPhzJkzDsfPnDlDampwdlkZOXIkI0eORK/Xk5iYKFPDgmyAeQAvrH6BlSdW8nXR17x99dvc2PBGp2mV1NZwnhpmtVrZkb2D2Xtns/zYcvv2zo3iGnHP5fcw6LJBRBIZcn0i5/ccPtzxIWvVa3nupufQqZXfn8KpT/i6DnfL2rxhMxyErq26kt42XaaG+VCzC81447c3eO6q5+wLtq9Zu4afD//MweiDjL9pvFvlKaW9Nb1P+CK/TA2TqWGBLN/VqWHnd59n0dZF9sdK7RNVpd93cR9/nP+D7zeWrp/6jv4dboq6iQmDJsjUMMKrT1itVj7a/hElR0oYlTHKXofRbGTcHMdBj/JTw8oe9yReJUwNA2jeojkZHTOcprdJikxyOjVsj2mPIs4TTwVtalhERASdO3dm2bJl9mMWi4Vly5Y53CEkwleEJoK3rn+LPml9MFqMPP/r8yw/tjzYYQknjBYjCw8t5P5f7mfEkhEsOboEs9VMl3pdeO/G95g7cC73XH4Pcbq4YIfqkaGXDyU5Kpnj+cf557Z/YrSE7g4Bwvf2XdwHwOW1Lg9yJDVPm+Q2fNH/C4dd+57s8CQAuy/uJs+QF6zQhBBhSEXobxpx989389rG1xyO2e5yEuEl63gWn+z6hC8LvnQ4XlOucwuNhdWmcaVPd6nXxRfhhDS3p4bl5+dz4MABAK688kreffddevXqRXJyMo0bN2bOnDkMHz6cf/3rX3Tt2pVp06bx7bffsmfPngprBwWCTA1TJrPVzPeF37PTuBM1aobEDOGKCNe3lhf+k2fJY7NhMxtKNpBnLf1CpkVLx4iOdI/sTqomOHf3+cNvJb8xv2g+AA00Dbg95vYa1T7hGbPVzGu5r2HCxLPxz5KiSQl2SGFhqn4qFy0XGRE7gua65sEORwi/sE1D6BPVh15RvYIcTc0WTruGVTX1xVMyNSw0rStZx4KiBYDja1BiLeG1XMfBQiVNDbtouchU/dRq41hevJzlxcsrpHF3apht6r+z50L53PHr1LBNmzbRq9elDy7bzlzDhw9n5syZ/O1vf+PcuXO88sornD59mk6dOrFo0aKgDAKBTA1TsgGWAUxYP4EFhxfwXdF3XNHxCjKahedtnMGcGma1WjmkP8TK4yvJOp7F7zm/2xdKS4lO4a6Wd3FHizuoFVXLZ/ErpU8MsA6g65GuvLnpTU4aTvJxwcc82v5RHmj7gMOCtkoRTn3C13W4U9afuX9iWmAiWhvNvQPvxWwyy9SwAPhp+U+sP72exu0bk9Hc9WkISmlvTe4TvsovU8MuTVG4vNXlQZ8alm/M5+1Nb9O/SX+ubXBtUGPxR/nhtGtYZbsiBXvXMKvVikoVuDuuPvnpE7L14Tk1zGK1MPfgXCIvRELpPRsOdRQaC3ntO8eBoL2pe9m+f3uFsoIxNaz7nIqzh5zl+2PTH7DPMU35qWEtWrSodmpY/fr1ybg+vHcNc/ubTs+ePanuJqJRo0YxatQod4sOCJ1O5/SNrey4J2V5m96VdJ7EqzQ6dEy+YTIR2gjmHpjLy+teBjXc2uJWx3QKaqu/Y/F1+ZWVZ7aY2XZuGyuOrmDFsRUczTvq8HyaJo3Huj5GRvMMh+0XPa3P2/T+7BO3tLyF7g27M3H9RLKOZfHhjg9ZeWIlk66bRItaLdwuLxDCqU/4ug5XyjqoPwhAq1qtiIyIxKgyehWHO/mU0CeCpUF8AzgN2SXZfn+d/akm9glf5/dHn3A1rVLOE5VaFfTz5JNtn/DjoR/58dCP7By+s9J0gYjFH+Vrtc6/5pRPp9aoKzyv5D7hTnpv+oRGrXFI464/sv/gsaWP8cxVzzCk1RC383vLV9/3/MXXsczdP5fJGydXWoeOinV9uefLCsds+Zwdc/ccdSdvibnEpTo3ntlYbaxqtbra+s4Unak0jZLOE3e5E7fy/uTtZ0ajEaPR6PC47P9dLcOdPK6mdyWdJ/Eq3UtdXkKNmh8O/MDLa16m2FjM7S1uV1Rb/R2Lr8t3Vl6RqYj1p9aTdSKLX0/8Sk5Jjv05nVpH13pd6dGoB9fWu5Ztq7eR3igdLK7NKQ71PpGkS2Lq9VNZeHghb216iz/O/8FdP93FY1c8xvA2wx0uhoIpnPqEr+twp6zd53cD0DKxpcNnhrtxuJNPaX0iGOpE1QHgZN5Jv34m+0tN7hO+yu+PPuFqWqWcJzYWsyXo1xQn805WyBOsWPxRvslkqjKPjcVsqfJ5X8TiqzyepvekLIvFUiGtO8b+OpbcklwmrpvI4GaD3c7vLW+/7/mLv2LZea7iYG7ZOirrD8744rXz5vrJWRw2B3MPVpvGYqn+96vVYq00jRLOE0+5E7tX28eHAlkjKDRYrVYWFC1gvWE9AIOiB9EtsluQowp9+ZZ89hj3sMe4hwOmA5i49CEQrYqmlbYVbXRtaKlrSaQqMoiRKofeomd+4Xz2mvYCcIXuCu6MuRONShmDQcL/Ps//nP2m/bKVeYBtKtnEvKJ5tNS2ZHjc8GCHI4RfKGmNoK8LvuYP4x9AaK+JURlZI8i79swvnM9vht88LicY6/XUlDWCrFYrFixuXXtWt9aPwWpgYu5El8oKxhpBrq7VUz7dK4mvYLKaeF3/uv1Yz8ie9I3uW2XZ8ap4Xkh8IazXCKrxA0E2tjWCsrOzZY0ghbJarby39T2+2vMVAH/v9HdqH66tiLYGc467q8wWM6cLT3NYf5hd2bv4afdPHDcft6/3A9AgtgE9GvWgZ6OedKrTyemW6dInSs/F//35Pyb/NhmTxUS/xv2YdO2koK8bpKT+H4hYfFmH0Wjkh19+oLBJIQObD6RuTF2n6SxWC/3m9uNC8QVm9ptJh5QOHsfhTj6l94lAWHdqHSNXjKR5YnO+u/k7l/Mppb2h2CdkjaDAu2r2VQA8ccUTPHLFI36pw9W2jvl1DEuPLQVgy9AtQY3FH+WvObmGp7KeqpCnfFu/2v0V7259Fyj9AqjUPlFVett5Vd6GIRs87hOTN07mhwM/AJ6dH7f9eBtH8o54nN8Tt/90O4f1hyvUqZT+72os/7fm/1h1YhU/3vJjlWt0ljXltyl8u/9bh2Nl3/9iUzHXfuvaWmCevnZlz8MtQ7d4nNdZ/FWlK+/hdg/zZMcnq8zTulZrZg+Y7XK9oUKv15OSkuKfxaJDXWVz/mrKfN5QN6brGCK1kXz6+6e8t+09ro64mqO7j6LWqLFYLaUj5FYLFsr8bLVgxWp/bMXxuP3nv0bXrVar/efKyixbngULZouZgoICtm7dSp3YOqREpVA7uja1o2vbf47ReX+nmSvva54hj8O5hzmsP8yh3EP2/x/VH8VgMVRI37Z2W3ql9aJXWi9a1Wrl8qJ94d4n7mx9J8kxyTy38jkWH12MWq3mjRveCPpgECir/wciFm/qmLNnDutOrePypMuZmTeTwp2FnDOcY9w1zv96uuHUBi4UXyBeF0/7uu0d1sjyNA5/rIdSEz8nGiU0AuBs4VmHuF1dbFQp7VV6n/B1Wf7+rPB1WqWcJypN8NcIUqlVDmmDGYs/ypc1guBMyRmaxTTzqCy1Wu2Qxl1lf28Ho8/56vuev1QVy6Iji0r/f3QR97e736Xyyr5fzuowq8xuxVZVWe6WEYjrp7LUmktrBP13/3+dpmmS2KTSspV0nrjLnbiD/40mwMrOV7Q9Lvt/V8twJ4+s/eCeJ694EjVq/vP7f9hk2MSm3zcFOyS73Qd2V/pclCaKlOgUkqOSqR1V2/7/2tGlP6dEXXqu/KBR+ffVbDFzsuAkR/RHOJxXOuhzRH+EI/ojZBdnVxqDTq0jLT6NxnGNib8QzyO9H6FRYiP7867MD5Y+cckN9W/grevfYszqMSw6vAiLxRLUO4OU1P9DYT0Ui9XCO5veodhczLKjy+zH91/cX2mZP+wr/etn/yb9UVvUGC2yRlCgJEckA5BnzCOnMIdYXSw/HPiBD7d/yNOdnubW5rc6zaeU9oZCn/BlWf7+rPB1WqWcJzZKWCPIarl0x3CwY/FH+bJGEJzLP0ejuEZOn6uuLHfXCFp3ah2f/vEpL3d9mSYJTRw2FwpGv/P2+56/uBOL2WJ2Oeay71f5ugCMJvfPy7I/e3IN5KvPGZuLxRddylf29+ura191mkan0lUalxLOE0+5E3uNnxomawSFru2G7Rw2HUZV/j9VhSPuPV9NGqDC8wDF1mLyLfkUWAvIs+aRb8kn35pPviUfI+79woggglh1LHGqOOLV8cSp4ohQRXDBcoFsczbnLecxU/nIfZwqjhR1CimaFOqo65CiSSFFnUItdS3Uqop/ERDe2W3czTcF32DGHNA1gwzW0ju8IlQRfq+rJrpouchU/VTUqGmqbUqkKpLdxt3EqeIYmzi2QvoiSxFv6t/EhInH4x6nkdb5xbPwn0k5kyimmKfjn6a2ujav5l66gPt7/N+prakdxOiE8J5tPYreUb3pHdU7qLHIGkGlavIaQY/FPUaaNs2jMt1dI8gWQwNNA56Mf5I3ct+gwFrgcn5feF//Pucs5wJapz/YXssBUQO4Luo6l/L8VPiTfa1Vm7KvgdFqZELuBJfKUuoaQd8XfM8247Zqyyq7RlBlfaNzRGdui7ktrNcIqvF3BI0cOZKRI0fa1wjq16+frBEUItKN6Yppa3Wve6GxkPPF5+3/LhRf+H/2zjs8qqJr4L9t6Y2QQu+9d6T3FlQQURELNlTE8tobdnzlE19UFF8rdkBFivTeewsdAqEGCOm9bLvfH/tms5vdTbZnk8zveXjIzpw5c+beO3vvPTtzDmmFaWQUZZj9nV6UTpGuCDVq1Ho1mWRiy9/jJ/ejUVgjmoQ2oXFYYxqHNTb+HeoX6pK97m5b3edEHHF0T+rOKztf4bjmOHXD63p8ZdD1vOs8uP5B8tR59KvXj+GNhtMnpg+7t+6uEnPCF/rYc2MPbIHGYY1ZOGohK9ev5IPsD8iT8hgwfIDFPFqWuAztPi0twlswNW6qcVm7s3Z4Ih6Kr8wJT/Hbmt84k3kGmsOya8vM6j7N/ZT9k/ZbzDtfGW9VmBPu1OXpe4W7ZX3lOpmxwPDS0aplK+I6xnmkD3vHum3nNk5eMTiC4uIq1xZP6A+/Hs4vWy0dQWXHmnE6gzVH1hg/++qcKE++5LoqS69evehap6tTfR/Zf4QD5w2OIHuujxIbdP464uLizGzy1PVVlu9Xfk9qTqpFn74y/+21peTYtW3blri29h274wePszfB3BFk2odap+a9P+xzBDl77Mqec2fbWrMfYNP2TZBUsf0tW7YkrlOcTb0A9RvUJ+6WOLv6rUrk5OTYLVvtHUFlsbXnz5f281alPe7ewJfGasuWcFU44UHhNKNZue0lSaJAW0B64f+cRoXppBWmkZKfwomEE/Tr0I/mkc1pEtaEusF1XU5b7sqxE3PCnBFNR/AfxX+MMYNUShX/7v9vj6zA0ug1vLnnTTKKMgDYkrSFLUlb8JP70ULRgtrptenXoJ/d8Z48iTfmp7N9XM2/CkDT8KaoVCr8Zf5EB0aTWphKUkESnYI7mclfyLkAwIAGA/Dzs1yF5Y097lVpTniC25rfxpmDZ5gbP9dqfWJuIh2iOlit85Xx+vKc8IQuT98r3C3rK9eJaQwLT1HRWL0Zw8XTx92afoXC+jNUWbnqHCNIqVQ6PSdciRFUVr4y5py73vc8hT22OPI9Ye2dwawPBx5X3XHsTGXd9fxk73uRXF7xcfvnwj98OOBDu/qtSjhit9hDIhB4EZlMRrAqmEZhjega05XhjYczqc0kpnWaxtigsUxuM5n+9fvTILSBy04ggfsZ2mgocwbNQSlTsurCKr448oVH+vkq/iuOph4lVBXK18O/5vFOj9MkrAlqvZpTmlNM2zyNu1fezYrEFWh0VXcfs6e5lH0JgCbhTYxljcMaG+r+l1XElGt51wCoF1LP06YJbHB367tpEdHCrOzZrs8a/959fbe3TRIIBAKBA5hmqxUI3Im3fgDV6e0PrF2VqXErgkwDV5V8Nv3fXh2OtBFBQJ3Dl8ZamcEOva1PzIny6V+3PzN6z+Ddve/y/fHvqRNYhwktJrhN/77kffxw/AcAZvSeQa+YXvSK6cUT7Z/gVNopvtz2JUd1RzmTcYY3dr7Bp4c+Ze7gubSu1dptNthDVQiMezH7IgANgxsadTQKbsRBDpKYmWih93redQBiA2LdFijR3nZVeU64EwUK7ml1Dx/uN/xK92j7R3mo7UNE+EXw/r73WZG4gofaPGT2MOgr460Kc8Kdujx9r3C3rK9cJyXodPYHgXUUe8fqjWC+lfn8pNNZf5krK1udg0VrtdoKA+Laqnc6mLhkKV8Z884d93FP4IgtjnxPVBgs2oEfDt31DGRv2yMpRyq0A6yP0Rp6vX3B+G3JpOanUkdex66+fA1HzpMIFi0QCAROsKlwE1uKtyBHzv3B99NK1cplnXn6PL7M/ZI8KY8efj0YHzTeqlyBvoD96v3sLd5LnpRHW1Vb7gu+z+X+qxuzs2eTLWUzNWQqjZWGlUC7i3azumg17VXtaaNqQ215bRopGwEwM3smRVIRz4Q+Q6witjJNr9EU6Av4d86/Abg/+H7aqNpQJBXxf9n/hwaNCOQtqNL4UrDoRfmLOKE5AVTt4Ki2EMGicen78p+Cf9iv3g84Fiw6VBbKq+GvuhQ42FmqW7Do0QGj6R/Q3642FQWL1kk6swQM5eHtYNG2rt+yOn7J+4UEbUKF+uwJFg0wPGA4G4s2WpS/GvYqofLy47H6KiJYtAkiWHTVxZfGWpnBDr2tT8wJ+xgjjeHtPW+z6tIqFhcvZv7A+bSqZe4MKtQWsuriKo6kHkGtU6PWqdHoNaj1amTIaBbejDa12tAmsg3Nwpvx4vYXycvJo3l4cz4f9TmBykCrYx03ahwTVRM5k3GGyWsnc0m6xPBRw/FTeC+7mDeOuyt9FGoLmfGn4eY/aeQkQhQhBl09RrB652rO6s5yUnOSIGUQi8cuJlgVTNHiIgDuGX0PQarSHwyctcORdtVhTriT4jPFnEg/wTO3PINKYRjDru272JK0Bf8W/sS1sx3IcuOVjTQJa2KxxczT+PqccLcuT98r3C3rK/OiJDBpy5YtfSJY9IkrBkdQjQ4WfSaDNYerabDo3r3oEtvFqb7j98ez/7zBEeRIsOhcKZfGvRvDutI6ESy6FHtscSZY9ImDJ8oNFq3Va3lnkX2OIGeO3dHUo7DBXIe9bW1dv2XbfbfiO8it2H57gkUDVp1AAIMGDaJOaNVcESSCRZeDreBPvhTYrSoFO/QGvjTWygh2WFn6xJyomA/6f0BqUSr7k/fz7LZn+T3ud+oE1yGtMI0FpxfwZ8KfZBdn22x/KOWQ8W+FTIFO0uGv8OeTQZ8QFmjbi18y1g4xHYgJjCGlMIWj6UfpW7+vW8dnD9447s70kZibCEC4fzgxoTHGpbLNI5sDhgcigAJtAR8f/pinuzwNQC3/WoQHhbvNDkfbVfU54S4e6viQRVm7qHZsSdpCQlYCqy+vZnDDwYT7l54rlUrF3pt7eWXnKwAcn3LcW+aa4atzwlO6PH2vcLesr8wLhVxR6deJK8GA7SE5P5nPDn5GI22jSnl+sjtYtLz6BotWKCq+zmzpcuX6eHfvuxZ9eIOKAqD7yvwHO4NF2xH0uARr17tpHzK9/fF1nDl2Ky6tsKnDbc9Pdg7Bnuu+3PZKz38/ewpH7K5xjiCBQCBwFyqFik+HfMqDqx8kMTuR6Zum0zayLasvrkajNzgeGoQ0YFyLcUT4R+Cn8EMlV+Gn8EOj15CQmcCp9FOcTj9NjtrgwX+t12u0qGXfSgaZTMaABgP4+9zfbEvaVimOIE9wM/8mkYGRLukwBooOa2JWXjeoLn5yP9R6NVGBUWQVZ7H16lZqB9Q21IfUdalfgedoWaslAGsurWHNpTV0i+nGz2N+NpPZcHmDtaYCgc9REwLqvrbjNQ7dNPzgMZWplWyNQFCzkdnrRbETvaTnVPopWke2RiX3jNPkev51tGipH1IflVzF5ZzLHumnLCXP8NUd4QgSCAQCFwjzC2Pe8Hnct+o+EjITSMg07F3uEt2FKe2nMKThkAozwEmSxPX86+Sp82gd6VjQ50ENBhkdQa/1es0nUsq7wvpL63lx24tEB0YztulYjhUc47/L/8uwxsN4uefLduu5mGMIFF3WEaSQK2gT2YZjacd4qcdLnEw/ya+nfmXZ+WUA1A+p766hCNxMqwjzrZeHUw5byFzJveItcwQCQQWUBOwXVE2sfccKfBd3O3rKklKQQr2wesbnzP8e/S9fH/2aMU3H8PHAjz3S563LbzX+7UhSlOzibK7mXKVhWEOn+tXqtE61q2rUOEeQaQTzks+m/9urw5E2IhuMc/jSWCsz64W39Yk54Tgx/jF8Pvhz3t3zLk3Dm3Jfm/voFNUJMGQjKZuRxJaOGP8Yh8faPbo7fnI/ruVdIyE9gWbhzVwcjW2Opx3nWNoxBjcYTIx/jIUt7mDjJcN+7dTCVH469ZOhUA2LzizimU7PVOhUK+F8xnkAGoU0sshcMbPvTC7nXKZfvX7UCazDr6d+RScZssvEBsZajMmVjBn2tqtuc8ITxATEEKAIoEhXZCy7e8Xd3NbkNsIIQ6PRkFtcGjzA2+P3xnF3Zx+u6vL0vcLdsr42L3wia5izWaFcsMlTeq3pF1nDyr/OKtJ1Puu8hay9lF3x5q15ZysTni/Nf0ds0ent/56wlvLctK1esi/jVtl2Go2Gg8UHmbFsBpNaTeKVHobt1yUZbtdcXMOHfT40+z4paWdrrFnFWaQVpjkUy+9s5lm7ZReeWcjCMwv5ffTvdrcxRaPV+MS14gyO2C2yhgkEAkEVpySLwqiAUQwIGOCRPnSSjtk5s8mT8gBoqmxKG2UbAmWB+Mv8aaRs5JYMC5/mfEq6Pp0B/gPI1GcSKgvloPogGjT8K/RfRCmiKtShlbTMyp5FEUU8GvIoTZVNbcrqJT2zcmZRIBUAMDZwLH38+7g8DoFnmJc7jxu6GxblJZlF5uTMIUOfAcC74e+ilNW437sEPk5JBpsh/kMYFjisUm35I/8PjmsMsbQ8kWHpo+yPyJfyPaa/IkTWMNeyhjmaAcpUPkYeQ4o+xaH27qC6ZQ1z5LluVcEq9qj3mJWZHgO9pOft7Lft0lX22JVkVTWteyfrHXTojGVLC5ZySH3Ipg5TSsb3aMijpOhSWFG4wqasK3Tz68ZhteMr214MfZFailoesMjziKxhJoisYVUXXxprZWa98LY+MSd8F1tjzUvIY9bBWaSEphA3wjOZOfYn7ydvcx5KuRKdXsdF7UUuakuX/TcKbcTSMUtd2pqWXZzNjL8NDwcf3PYBgbJANmzYQGZwJmcyz1C/S32GNaz4xWlr0laKthcRHRjNk7c+iUKuKPc62b9nPysvrgRgeM/hDGowyKze2WvMkXZiTtjH4g2LuZFq6QjK1+czftR4PlvxGfxvwdCQEUMI9fNe+ldvHHd39uGqLk/fK9wt6yvzoiSDTYuWLYxZbdyNvWPdvnM7x68YHEGeyOo0Z8kc8osMjiCfzhp2OoM1R0TWsLKY6nQkaxhASGgIKdmljiBvZQ37YeUP1SprWJs2bcyyZJbHyUMn2XPW3BFk2ode0vP2QvscQXFxcaQXppOvyaduYF1mLp5pVgfw3qL3jKuQ4uLiOLTvEIcSD5nJVXS9/pD3g132OEujho04nOi4I2jAgAE0imjkAYs8j8gaVg62opb7UoT/qpT1whv40lgrI+tFZekTc8J3KTvWIY2HMOvgLI6mHaVAX2CWScldbEraBMC45uN4otMTLDu3jO2ntxMeFc7e5L1cyb1CujrdpWDLZ1LOAIa4PrWDaxuXt7aMaMmZzDNczL1o1zlef2U9AKObjibAP8Csztp1MrjRYKMjqGF4Q5t9uC3rhRtka+qcuKXeLcSnxluUJ+uSUSqVZKtLs/Rp0FTK+L1x3N3Zh69nSHK3rK/MC1ez2thDRWO1JyvUXwl/EeoXyugmoz1qi6tY02931jBF9c0aplQo3TInHB3PhewLZp/VqAlWBTukwxmqW9YwR74nrG2dN+3Dka1hKpWKEQtGALDujnUWddbkrWXfs2aHN1EqnHN1KFUVzxtfxRG75RWLCAQCgcCXqRdSj5a1WqKX9Oy8ttPt+rV6LRsvG2L3jGwykrohdXmsw2NMCp7EF0O+oFUtQxDf42mupesuad8hqoNZefMIQ8r3xKzECnUUaArYenUrAHFN7fsVrW+9vgQpgwhSBtEg1Lkl9ALv8HjHx5nWeRrzR82nd93exvJkXTK7b+w2y/RhGktIIBBYUlFw2Rt5N3h/z/u8vM3+QP1VEU8H2RVgTKQhcAxfyC74yo5XjNvCqhqLExY71a6aR84xIhxBAoFAUA0YWH8gANuStrld94HkA2QWZxLhH0GvOr0s6jtGdQRcdwSdSDsBWHEEhRscQeczz1u0Kcv6y+sp0hXRMLQh7Wu3N5bnFtkOnhfqF8rPY35m/qj5XvnFUuA8KoWKp7o8Rc86Pfl+5Pc81fkpAM5qz/L6rtfNZAu1hZVhokBQbchR27/FoCrjCy/b1Z2v4r+qbBNqPM46PI+mHbVPfxXPWmtKTflOEI4ggUAgqAYMamiIa7Pz2k60evemvVx/2bDVanjj4SjllstsO0a77giSJMnoCCrJuFZCSVaJyzmXUevUNnWkFaYx5+AcAMa3GG98KMkr1nLrl3tYmCgnp9C6Q6hNZBvaR7W3WifwXVrUMlwbF7QXyNPkmdUVaavmL5iCmkFV+MXZ9MWuKtgrsMRXXs733thb2SZUe7x9rk1X4NpCp9eRp8+rUE5QOQhHkEAgEFQDOkV1Itw/nFx1LkdSjrhNr9m2sMYjrcqUrAg6lX7KaSfUtbxrZBRloJQraR3Z2qwuJjCGUFUoWknLpZxLVttLksRbu94isziT1rVa81D7h4x1286mcj27iL0pcsZ8sZt1J5OdslHgezQOa2yzrkBT4EVLBILqTU35hby6IRx4VZuqdP6srTh6astTzMqZRbcF3Vh0ZlElWGUfgcpAs89V6bi7Qo0LFq3RaIwBSEs+m/5vrw5H2tgrb4+cM/ZWVXxprJ62xd36XdEn5oTvUtFY+9Xtx+pLq3lu83NMaj2Jya0nuxw4eu+NvWQVZxHhH0GX2l0sbNBoNDQIakCwMph8bT5n084aYwY5QvzNeABaR7RGppeh0Zd+V2u1WppHNCc+NZ6zaWdpGmKZDn7PjT3svLYTP7kfM/vMNOoAGNk2il8f6sqLiw6TklvME78eYnT7WN4e24boUP8KbXP2GnOknZgTzlEvsJ5FWYfaHTiRfoKsoiyvHgNvHHd39uGqLk/fK9wt62vzQq/XV/ozhenLjjVZvbY0uGyxutjqilBHbXI35Y1Vp9PZZYtepy+33h22uKuNo/JandamrDNzzBW8Pfdcfd/zFI7Y4sj3hKS3dF6YtnXEuWHPd2nZMr3ech4duHnA+PnDfR9yZ/M77bbBU3w24DP+teNfxs9Nwprw26jf6P9Xf2OZVmt73vg6jtgtk6q5y2vevHnMmzcPnU5HQkICCxYsICgoqLLNEggEAreTrkvnt/zfSNUbUqf6488t/rcwJGAISpnjD/B6Sc9fBX9xXHOcnn49GRc0zqbs/Lz5XNBeYHzgeHr493C4r9WFq9ldvJtb/G7h1qBbLeqXFyzngPoAg/wHMTRgKBKS2Zi2FG1hU9EmOqs6c1fwXVb70OhhXZKcTddk6JERpJAY30RPr2gJH1k9L3CCfcX72Fi0kUKpkM6qzhRLxZzRnmFc4Dh6+vesbPMEFZCoSSRXyqWLX5fKNsUrzMgypE0e7D+Y4YHDK9WWP/P/5JjmGAAzI2Za1KfoUpibOxeA98LfQyGznoXLFh9lf0S+lG9Tv6dJ0CTwS75l+viytuwq2sWaojVW66oKJddVWZ4MeZIGSueSIJjqtOe42LLBER2uMjdnLin6FK/15ylKjuXIgJEMDBhoV5s1hWvYVbzLrMz0GEiSxFvZb9mla2bETJvns0Rn2evjn4J/2K/eX64Oa229zcyImeTqc1FLak5pTtHDrweB8kAzm54PfZ7aitqVZqMrFBQUMHnyZLKzswkLCytXttqvCJo+fTrTp08nJyeH8PBwRo4caXZQNBoNGzZsYMSIEXanW3O0jb3y9sg5Y29VxZfG6mlb3K3fFX1iTvgu9oz1Puk+Nl/dzPcnvichK4FtxduQR8v5v/7/Z/evuTq9jg1XNvD9ie+5pLkEwNQBU+kRW+rgKWtLYnwiF05dQFZPRlxv+7J1lXAl9wofrfkIgHE9xzGq8SiLPnIu5HDg0AESlAkczD9I3ZC6/DjiR2Nw5207t8EVGNx+MHHtyvQvSchWPseB/Hp8/uiLnEsr5I1lJzl5PZcFiQouU5uZ49rRoJb50mBbY7UXR9qJOeE8IzQj6L2hN70H9SYsIIwP9n/AmYtnaNy6MXHt4ohPjadOUB3qBNfxqB3eOO7u7MNVXe66V3Rb0A2AyUMn0ySsiVP6q9K8mLHA8LLRsmVL4jo59l1pL/aOdeeunRy7bHAExcVZ2nIh+wJzVxkcQaNGj8JP4eeQHXOWzCG/yOAIqoznp7BrYfyyzdIRVHasGaczWHNkjfFzZc8JZ+RLrquy9Ordiy6xXZzq21SnteujPHlr2KPDVeavmk9KdopFf74y/+21peRYtmnTxvKZxgZnDp9h1xlzR1DZPt5aYJ8jKC4uzub5jIuL43DKYdhoXvbDyh/AJIxjl4Fd4B/Ltmqdmhl/VJ4jyJ7rvV//fjSr1cybZrmNnBz7g/xXe0dQWVQqldWTb6vcGV2uytsj54y9VRVfGqunbXG3flf0iTnhu1Q01jHNxzC62WjWXV7HGzveYEvSFmYdmsW7fd4tN5hgkbaIFRdW8MvJX4yxeML9w5nWeRp9GvQp15bOsZ3hFJzMOOnQeVDr1Lyx+w3ytfl0j+3O6GajLRxWKpWKNlFtALiRfwOA81nn+TT+U97r+x4AidmG1PJtotpY9n/ibzi2gD6AfvUlOo/5mOXT+/P9zot8uiGBXYnpjP1yNy+NbM2Uvk1QyK0fI2evMUfaiTnhPLWDa6NSqYgIiABgaeJSivXFfHPsG2KCYth01yav2OGN4+7OPlzV5a57RYY6g5aqli7pr0rzQi6XV/p1IpfLzWTLolQqzepVCu9eJ67qVyitr2CykFMoLOp9YU64Q16pULplTrjj3Hlj3pnGqXHkfW/3td3M2DWD9/u9T//6/S3qPYE9x10ml9l93EznsyN92LKtvLrHNj5mUXYx56JZ2a3/WK7uVqlUvLnnTYftcRczI2baPCazB83m5W0vA4bvPl+4TziDI3aLYNECgUBQDZHJZIxuMprZA2cjl8lZcm4Jnx/+3KqsJEn8eOJHRv09ivf3vM+lnEuE+oXyTNdnWDthLfe1va/C/koCRp/POm93kF5JkphzaA6n0k8R7h/OrAGzbK5aahvZlgj/CCIDIpnacSoyZCw5t4RNlzeh1qm5nHMZKM0wZkar0eh6T0NChvzEYpjXE+XJv3lyYDPWPDeAXk0jKVDreH/lKSZ+vZtzN3Ptsl/gm4T6hQJwNfcq3xz7BoCUghQRPNrHqWnBiKvaeKuavQIDvpI1zNd5YuMTpBamMm3jNI/39f2J71mYvxCd3noMq+rM9qTtrLm4pmLBSqBrdNfKNsHrCEeQQCAQVGOGNR7GO33eAeCHEz/w88mfLWTWX17PnENzyCjKoF5wPV7p+QobJm7g8U6PE+IXYlc/MUExxAbFopf0nEo/VaG8JEl8cvATfj/9OwAz+80sd+tOiF8Ia+9cy4aJG3i227M80uERwBB88HzWeXSSjlC/UGKDYi0b+wWjH/4B21u9jRTTDgrSYcljsOBumqkyWTT1Fj68owMh/kqOXMkibu4OPt94DrVWb6lL4POE+VnfE38+67yXLRE4QjUPWWlBVRiv6eqKqmCvQGCLfE0+Gws32nUfsCctuit8dewrTmpOsjd5r1v1Wsva5WtM3zS90vo23XpcITXk6044ggQCgaCaM6HlBP7V7V8AzDk0h3OZ54x1kiTx/fHvAbi/7f2smrCKB9o9YIy94wglq4IWnlnIP4n/cDr9tFU5vaTn7d1v88spQ+yGV3q+wuCGgyvUH6wKNsaomN5lOhH+EaQWpvLH2T8AaBnRstxfP7OCm6N9ZCMMnQEKPzi3Hr66BfmB77ivZ0M2vDCQYW1i0OgkPt2YwG1f7CT+apYDR0DgCzQJb2K1PKUgxbuGCBxCrDgRuBt7X4yr87W38/rOyjbBJ5gbP5etxVu5e/XdFcp6K815sa7YK/04w21Lb7NZ52lHmSdoENKAH0f8WK6M6fNjdf5OMEU4ggQCgaAG8EiHRxjeaDh6Sc/HBz42/rq76/ouzmScIVAZyBOdnnApPXCXmC6AYYXRmzvf5O6Vd7PwzEILuU1XNrHs/DLkMjkf9PuAB9o94HBfKoWKoY2GArD8/HIAWtayjC9igcIPBr4MT+6CRn1AnQdrXob5o6hbfJnvp/Rg7r1diQz24+zNXCZ8tYuP1pyluOat4K6ylDgkAbNVZqmFqZVhjsBeasZzt0/hyLahmvJiVN1YdNY7To3K4ueTP3PPynvILs4GbF/TJ9JP2NRRdrVbQmaC+wwsB3ev4HHnNsCSOJHW6PZrN7f142l61unJnnv3sObONYT7h5cra7YCsoZ83wlHkEAgENQAZDIZL/R4AZVcxd4be9l6dSuAcTXQxFYTjUF2neXOlncyteNU4prG0TXGsNd61v5ZbE/abia365ohq8W9be5lfIvxTvc3ovEIAHSSwUvTMsIOR1AJ0a3godUw9j/gFwpJ++GbAci2fczt7aPY+MIgxneph16C+bsv839HFey5kO60rQLvEe4fzvt93+e1Xq+xYeIG7ml9DwBphWmVbJmgPGrKg7fA91Dr1BULVVGy1dnkqO3PIlTV+OTgJ5xKP2V127s9SJLEtE2ejwtU3Xlrl33ZyLzJ/vv2M3/UfLtDHJitCKohW2GFI0ggEAhqCA1DG/JguwcBw8PTgeQDHLp5CKVcaSx3hRC/EJ7t9iz/N/D/+Hn0z9zR4g70kp6Xt73MmYwzRrl9N/YB0LdeX5f66123t1k8mBa1rASKLg+5HHo+BtP3QqvRoFPD1n/DNwOJzDjKZ5O68uNDPakbHkB6sYwHfzzEq4uPkV1Y9ZZF1zTuaHmHMch5dGA0ANfyrlWmSQJBlaYqvhjZ61yce2Suhy2pXJ5Y/0Rlm+B2ErMSzYIOf3f8O6f0aPQa449TJXjrWq9OgbyXnV9W2SaYcXzKcQKVgZVths8jHEECgUBQg5jaaSpRgVFcyb3Cc1ueA+D25reXG6jZGWQyGW/1eYvedXtToC3g9R2vI0kS1/KukZSXhEKmoHtsd5f6UMlVDGk4xPjZasYwewhvAPcugonzISgKUk/DDyNgzWsMaRrE6mf6MiDWEDj6j4NXGTFnG+tOJrtku8B7NAxtCMCqC6vo+HNHFpxeUMkWCawhVgT5INXnPbVGU962qKrK+OXjeWX7Kx7R7cnvout5141/u31rmJiwjGw8kt/ifqtsM6oMzgeDqKJoNBo0Go3ZZ9P/7dXhSBt75e2Rc8beqoovjdXTtrhbvyv6xJzwXdwxVj/8mN5pOu/te49cdS4yZDzQ+gGHddpry6y+s4hbHsf5rPPsv76fK7lXAGhfuz1++Ll8boc3HM7yxOXUC65HkDzIpqxd9ra+HRr2R7HxLeTH/4B9/0U6s5LAkf/HxGZ6po7uzjsrz3IxvYAnfj3E6PaxvD22DdGh/s736aCsmBOWVDTeRiGNzD5/tP8jBtYbaD3DnAft8LU+XNXl7nuFVqt1+vmsqswL05UGkl6q9GcKvb40M6LVc6LRmtVrcN7eyhirTms9uJu937PutMVdbZy9jq3JOzPHXMHTc0+j0ZjNMdP+bF3rGp2lTXq93mO2Tl0/1fi3VqetsB+dTme3LdbS0Vf354AXur3AqbRT1Eqrxb/G/guVSgU4d72bfd9pNVX22Dlit0yqims9HWDevHnMmzcPnU5HQkICCxYsICgoqLLNEggEgkpDL+n5Ou9rruuu00HVgUnBkzza37KCZRxUH6SzqjMARzVHGeQ/iBGBI1zWLUkSB9QHiFHE0ETZxGV9JUTnHKfz1R8JVhviylyt1Y8TDSaTLw9lbZKczddk6JERpJAY10RP72iJarTKu1qhlbR8mvMp2VK2sayeoh73Bd9Hgb6Ausq6lWidYEbWDAAeCH6A1qrWlWyNZ9FLet7OfhuAwf6DGR44vFLt+Sv/L45qjgIwM2KmRX2qLpXPcz8H4K3wt/CXWXd62+Kj7I/Il/Jt6vc0ZzVn+TX/V4vysraUXIMAH4R/UCW37JiOwRrOHH9Tnfa094QNjvQ1M2Imc3PmkqJPsejvq9yvuK67blGulbS8m/2umZ4uqi5MDJ7oNltNMbX7/uD7aaNqU67ciIARDAoYZJfutYVr2VlsniWuvGu9KtNM2YxJQZMIkrvvnT5Pn8esnFkAPBv6LDGKGLfp9iYFBQVMnjyZ7OxswsLCypWt9o6gEnJycggPDyctLc3soGg0GjZs2MCIESOMXsSKcLSNvfL2yDljb1XFl8bqaVvcrd8VfWJO+C7uHOuV3Cv8cfYPHmr3ENFB0R615VT6Ke5fdz9+cj+CVEFkFWfxzbBv6Bnb0219uNNeI+o85Ns+Qr7/W2RISEG10Y38N1K7CZxKzuWNZSc5eT0XgD7NIvlgXDsaR5Y+lDjSp5gTzmPXMdFrOJtxlsOph/nsyGdmdQvHLKR1LdcdEN447pU+J1xsb61NtwWGDDSfD/qcAfUHOKW/qswLnV5Hz0WG772pHaYyrZNngtTaO9YZu2ew+tJqAA5PPmxRfzH7IneuuhOAHXftIFgV7JAdw5cMJ6MoA4B9d+3z+vPTzms7eXbbsxZtyo615BoEwwvgfaPvq9Q54Yy86RisYe38VtS3qU5r7cuTt9cGZ7HW1+HJh7l71d2czz5v0d+9q+/lbNZZi3KNTkPvP3qb6RnbZCwf9P3AbbaaYmr3J/0+YWjjoeXKTe88nUfbP2qX7s+OfMYvp38xK/u/vv9HoCqQ/vX7W/RflTE7h256fsooymD4EoNzftGoRbSq3cr9hnuBnJwcoqKi7HIE1bitYSqVyurJt1XujC5X5e2Rc8beqoovjdXTtrhbvyv6xJzwXdwx1uaRzXmjzxtesaVTbCfaRrbldMZp1MVq/OR+dK/bHZXCvjG489w6pEtVC+I+RttuAgWLHiWsIAnlsifg5BI63zqH5dP788POi8zZkMCeCxmM/WI3z49oxWP9m6JUlIbgc6RPMSecp7zxqlDRtW5XutbtytrLa82Cl9+75l4237XZKYeoo3a4i0qbE25qX9LG9LdIhULh8vOZz8+L0t0pKBVKj9mx+/puUnWpFY5VLjf/niqLUlX6mqBUumZvZTw/KZQKm7K2kJAqdU54Ut6UvTf28u6udxnJSOJUcXbNG1fxxveiaZgc0/5MV3mZ2WElWq5MLivX1oyiDDZe3siYpmMI9Qt12l5b33mmxKfF233cFArL6/3V3a8CcOSBIyjlVfu1f8X4FfyV8Be3Nb/NpXuFLTml1n3fd5WJI3aLYNECgUAg8CgymYyJrUqXWXeN6Yq/wrEtBpWJVL87W1u/j27ga6Dwg3PrYF5vlId+4IkBTVn//ED6tahNsVbPrDVnGDdvFyeuZVesWFAp/DzaMs3wvPh5lWCJwJSaECza1PHlqcCuJ9NO8vTWp41bulzB1EZvnp8CTYFbMjeJ4Lm2mbp+Ktfyr/Fj/o+VbYrbyFXnukVPRdf6tI3T+GDvB7yz+x2X+rFnC2JyXvmJKQq1hey5vsdqrCNT9JIejb7qxLyJDYrlpbCX+H749xyfcpzjU47TJLwJL/d8mTaR1rfTuUpV3BLqKsIRJBAIBAKPE9c0zpjKs3fd3hVI+x6SXIl+wEvwxA5o2BvUebD6JfhxNI31Sfz2aG9mT+xEeKCKk9dzuP3Lncxaexa19VilgkokSBVEo1DzANJ/n/ubE2nVL7OOr2P6wlUTIhWYvWB66J3jdMZpu2V90VFyLe8avRf05unNT7usqyY4F6sL1gIdO8rnh51wfjoxBU6lnwJg4+WNZuWn009zMu2kA11X3HlFzolXt7/K4xse55F1j3Ax66JNuUM3D9HtV9/fFvbP+H/YN3kfq8atIkIeQbcY37e5KiMcQQKBQCDwOCF+ITzV+SmahTfj1ma3VrY5zhPTBh5eC3GfgF8IXN0HX/dHtn02d3WJZeMLg7itcz30Evyw6zKzjirYlZhe2VYLyjC101SLsl9O/kJ8Srz3janBmGXRqgEv7XqpdG+YLzphysOZ8+PMGJecWwLA9qTtDrcVVE02X9lMj997sPrCapf0XM65bLPOkevXXqe0qZNGrVNz98q7mbRqEgWaArv7qojzWef5/vj3Nuu3XN0CQHxqPFuTttqUe3zD426zyZ20q90OgDFNxvD5kM9pGt6UIFUQcpn3XRSmMdCiA92zVdzXqdqbBQUCgUBQZXiow0M81OGhyjbDdeRy6DUVWo2GVS/AufWw5UM4uZTo27/gi3t7cEfXery59AQ3sot46KdD3NmtATPGtqVWsF9lWy8AxrcYz23NbiNbnc1dK+4ipSCFNZfWsObSGlbdsYpGYY0qVuJG1Do1SrmyUh5+KxOzFUE1wBHkja1hjuCLWyFqwsowgTnPbXkOgFd3vEpcs7hKtgZuFty0WWd6feolPUdSjtA1piuF2kJjea46lyBVxdms7P0O+Pzw53SN6Ur32O52yfsa74a/S2z3WKZtnsbsQbPpEt2F5PxkusR0AaBYV+wT4QL85H5smrCJjRs3OhwYv6pSs544BAKBQCBwFxENYfKfcOcPEFQbUk7B98Nh7esMbRbC6mf6MrCOHpkM/j6cxPA521gef0286PgICrmCyIBIPur/kVn5jms7vGpHUm4Sg/4YxBs7XQ/eXtWoCc4fU0zH6yknjKccTOJ7S1Dd+GjfR3x55EuL8kM3D9lss/T8UrPPD6550On+P4+3fyvbd8e+Y+WFlWj1Wqf7qwwOTz6MUqakd53eHJ9ynNFNRlMnuI7RCQT4hBMIDN/JtQJqESwPrjE/ytSMUQoEAoFA4AlkMug4EaYfgE73ABLs/Qq+uoXQazu4s6mePx7rRavYENLz1Ty3KJ5HfjrAtazCClULvEPZX1nnn5jPn2f/9NqL75xDc8jT5LHqwiqv9OdT1DDfQlXbGlYVbBQITLHXwXot7xoLzixg/on5Dun/4fgPzphllcTsRK7kXLFLdtf1Xby+43X+OPuH2/p3hv337efYg8dYecdKVPLys1MtuX2Jl6wSOItwBAkEAoFA4CrBtWHCt3Df3xDeELKuoFx4F10vf0PXKD0rnxnACyNa4aeQs+VsKiPmbOOnXRfR6WvYm7APopArOD7lOA+0ewCAlIIUPtj7AQ+secAr/Rdo3RdPoqpR01YEmTmCfHBblkBQXSnr2Ffr1E7psTZvndUFmG0ps4dZ+2c53Zc7CFQGIpPJaBzWmBe6v2BV5pa6t3B8ynFa1mrpZesEjiIcQQKBQCAQuIuWw+GpvdD7SSRkNMrYhfKbPvidWsyzQ1uw+rn+9GxSiwK1jndXnOLO/+7mbLJ7Ut4KXKNsEPOjqUc9uiroZPpJZu6dSb4636LuVPopfjrxU4Upgas6Nc0R5Gv8k/iP3bI1ZWuYRqrec646443vE2ur5H4//btdbXPUORZlN/JvcDPfdkwia4z5ewzz4ufR8eeODrVzlW0Tt5l9ntx2Mm/0foO5Q+by1i1vMbPfTNpEtuHtW972ql0C5xHBogUCgUAgcCf+ITDm/9C1HU/BokcJK7gGS6bCsT9oMXYOfzzehwX7rzBrzRnir2Yxdu4OnhjYlKb6ilULPEeTsCYWZWsurqFhaEPaRLZBpSh/GbyjTFo5yWbdGzveIDE7kaS8JGbcMsOt/foSNcW5UEJV2xomEFQ13PWdsuvaLvrV72dRbm1FUHnZykx5ZtMzlmWbDWUr71hJ47DGdulJykvi66Nf2yXrDg5PPszq1asJ9Qs1K5fL5Nzb5l6zsnEtxnnNLoHriBVBAoFAIBB4AKl+D7a2/gDdoNdB4QfnN8JXtyDfO4/7e9Zn4wuDGNEuFq1eYt7WC3x8VMGBS5mVbXaNJUgVxNhmY2kb2ZaYwBjAkMVm8urJDPhjgNlLvKdJzE4EYN+NfV7rszKoaSuCvHkNuRun0seL7W8CH6UiR2zZoNDltTt48yD9F/WvsM/DKYdt1m1P2l5he2+z+a7NHJ9yvLLNEHgQn3MEXb16lcGDB9OuXTs6derEX3/9ZVedQCAQCAS+hiRXou//IkzbDY37gaYA1r8J3w+jTsFZvn2gO/+9rxvRIX6kFMmY/MMB3lh6nJwisT2hMpg1YBZ/3vYnXWO7mpXna/L59dSvHu//gz0fcCn7ksf78RVq2oqgqub4MnXkVDXbBQJXkNt4RbbmCLJ3RVB5/HTyJ/LUefyd8DeHb9p2GHmT6KDoyjZB4GF8bmuYUqnks88+o0uXLiQnJ9O9e3fi4uIIDg4ut04gEAgEAp8lqiVMWQlHfoUNb8GNePh2CLI+0xkz+HV6PtuPZ77fxJ4UOQv2XWHT6Zu8P64Do9rXqWzLayTjW4xn4+WN6CSdsWzZ+WVMaT/Fo/3+mfAnyxOXe7QPQeVh6vgSjhWBwP3Yci6XnW8VOfZtrWazZ5WbVu/4yr+UghT6LOzjcDt38fmQz+lVpxc7r+1kV9JBIpQNKs0WgffwuRVBdevWpUuXLgDUqVOHqKgoMjIyKqwTCAQCgcCnkcuh+xRDqvl240HSwe658N8+RNzYxaTmen57pAdNo4K5mVPME78e4slfD3Ezp6iyLa9x9K/fn9UTVrNmwhpWT1gNwPms8yTlJnm872Jdscf78BVMX85qQsycKr01rIas3hIOuqqNrfNXtvzPhD/L1SOX2VgRZIcj6KstiRZlvhr4v4P2U45POc7QRkMJ8QthdNPRLNnQgy+WR3Pqeg7ZhRru/nYfO5NlaHVV9/tLYB2HHUHbt2/ntttuo169eshkMpYtW2YhM2/ePJo0aUJAQAC9e/dm//79Thl36NAhdDodDRs2dKhOIBAIBAKfJTQW7v4Z7l0EYfUh8xLKhRPpdukbesdKrHluANOHNEcpl7H2ZDLD52xj4f4r6EWqea9SL6QeDUIb0CCkAR2jDNlZ1lxcU8lWVS9qinOhBOFkEAg8i7vmmE1HkB0O6wX7r5TaI0msvLCSxecWu8UuV+ge252lty9Fpm5A0Y3x5CW8ydU083Gm5BSRrzashD1wKYPl8dc4cjWbnclyFPLq76yvaTi8NSw/P5/OnTvzyCOPMGHCBIv6P/74gxdeeIGvv/6a3r1789lnnzFq1CjOnj1LTIwh+GKXLl3QarUWbdevX0+9evUAyMjI4MEHH+S7776zkCuvTiAQCASCKkHrMdCkP2z6AGn/tzTM3IX0TV9Uoz7i5ZF3M7ZjPV5fcoyjSdm8vuQ4S49c44Pb2la21TUOmUzGmKZjOJ52nIVnFjK88XCahjd1SWdNc4DYoqY5Rsy2hlWxa6CmnCsFiso2QVAOGUUZrL6w2nql5L555YojSO5/k+T8ZPbe2Mvu67t94geEe1o+SEDeKE5dCSIn8Wlj+bWsQoo0OgJUhut+78XSnTYZ+WrWnUwGoG+sXgR/r4Y47AgaM2YMY8aMsVk/Z84cpk6dysMPPwzA119/zapVq5g/fz6vvfYaAPHx8eX2UVxczPjx43nttdfo27ev3XVl5YqLS5dX5+TkAKDRaNBoSpfnlfxtWlYRjraxV94eOWfsrar40lg9bYu79buiT8wJ38WXxuoNW9zZh7fnhN3t5AEw4kN0rW5DvfhJwgqSYOnj6I8uouWY2fwxtRe/7L3CpxvPsf9iBrfN28OIejIGFxUT5GZ7qyreGG/7Wu0BSC1M5fZlt3Pw3oMWLwqO2KHT6yqUAcNLjavPLKYUagv56uhXDGk4hI61Orqkyx33CtO2Op3O6bFWlXuFWqM2/q3VaT1ii05Xem05c25slWk0GjRKB+01eSe31xbTueHqubf2o3NFegPlgZU6JzzRR0XyjhxnV3BHP89uepajaUet1uklvZkjyEyXo9ei5PyYgxrNZ8Ti+U61dQfjm4/nyfZPMvqf0QC82PVVFm1qyJmbV4GrAIxuH8vuxHRyirTcMW8X/72vC/UjAtlzPtWo55/4a1xML8BfKadHtHPfVx59fnJQtqrcJ1zFEdtlkguuU5lMxtKlSxk/fjwAarWaoKAgFi9ebCwDmDJlCllZWSxfXnEAREmSmDx5Mq1bt+bdd9+1u64s7777Lu+9955F+YIFCwgKsvX4LBAIBAJB5SDTa2mRsprWyctRSBq0Mj/O1J3AhZhRpBUr+POCnDPZBudD3SCJe5vpaBxayUbXELSSlnez3zV+bqBowJOhT7pNny2i5FH8K+xfTvdjSoYug5WFK0nQJgAwM2KmW/S6QqG+kA9zPgTgvuD7aKuq3iveMnQZzMmdA8DwgOEMDhjs9j4OFh9kWeEyoOJzPCNrhvFva7JpujQ+y/0MgFfDXiVU7tgXzqzsWeRJeXbZUsL6wvVsL97uUBtbnNWc5dd8y6DAZfWaHocXw16klryWS/1WBqZjsEZ5Y7Z1nO2RccUGZ/opr49mymZk67NJ16db6Poi5wtu6m8ayyuytYdfD8YHjXeof1/h3bCZrLoip05YJuGhNziR1JYdyaUr3cJUEq921jH/rILEXMMqnw619ChkcDTDciVU9yg9D7YU8YGqCgUFBUyePJns7GzCwsLKlXWrI+j69evUr1+f3bt306dPaeTzV155hW3btrFv374Kde7cuZOBAwfSqVMnY9mvv/5Kx44dy60ri7UVQQ0bNiQtLc3soGg0GjZs2MCIESNQqVR2jdvRNvbK2yPnjL1VFV8aq6dtcbd+V/SJOeG7+NJYvWGLO/vw9pxwtJ2ZbM5lFGteRH55FwBSnU5o4z5FqtOJJYeT+GDlKfK1MuQyePCWRvxrWAuC/ZXWdVXzOQHeG+8rO15h49WNxs/Pd32e+9rcZ1wZpNFo+Hvd3yTXTeaeNvdQN7iuTV3FumL6/FFxhpgmYU1YcusS42dXxtptQTezz/vu2ufScXPHvSK7OJshfw8BYM7AOQxuMNgp/VXlXnE19yrjVowD4KlOT/FYh8fc3sfS80v5YP8HgOEclzdW02vi8GTLlNWXci4xYaUhDMS6O9YRHehYOumRS0aSVpRmly0lfBH/BT+e+tGmTWUp77zuuLaD57Y9Z9GmrF7T4/Bi6IvcPfruSpsTzsqXnd9lKW/Mts5NRddHefL22OBMP+X10Su2F8kFyVzJvWKh666Vd5GYk2gsr8jWiS0m8kavN8zKCrWF9PuzX7ntvM2+Sfv46eRPFOmKCFIF0aZWG46crcPnmw1jPfX2EEZ+sZekzEL+M7EjBWodvZvWomlUMOdS8vh043k2nE4pt4//u6MtAcnHq8bzk3inICcnh6ioKLscQT6XPr5///7obaTdK6+uLP7+/vj7+7vTNIFAIBAIPE/tFujuW4b+6O8oNr2DLPkYyh9Hou/9JLff8gK6JB17i+uz4vhNftpzhQ2nU3j/9nYMbBlV2ZZXa97q/RatarXiq2NfAfDpkU+RIUMukzOwwUBi/WP5Pf93rp29xrGMY8wfYXtrQFXOHuVOakrcmRKqcowgQc1jdOPRrL28trLNcAh3zauy8XBSC1OZtnmaW3S7wqIxi5i0ZhIAC8csRCVXMbXjVDOZGYt2GP++klFIUmYhchkMaR1NaEDpq3/LmBC+mtyF4Z/u5HJGAWDYMja+S12e/D3eKNejUQQnkj04KEGl4XNbw9zNvHnzmDdvHjqdjoSEBLE1TCAQCARVBn9NFh2SfqdBlmFFbb5fNEcbPkRqWEdOZ8n484KcjGLDA2v3KD0TmugJqZo/YlUZLmguMD/f3MlTsoWrvC0OufpcdhTvoLdfb4LlwczMrnirRZQ8inuC7iFGEYNC5loQ27JbGnxha1i+Pp+Pcj4CasbWsFRdKp/nfg7A0IChDA0Y6vY+3Lk1zNTeV8JeIUxe/q/LZamKW8NeCH2BSEWkS/1WBp7YGvZX/l8c1RwtV6YEnaTjnex3HLLBEVusyZalmbIZWfosMvQZFroc3RrWy68XtwfdzgXNBTYXbeaS7lK58p5kfOB4evj3MH4ulooploqN87FIC1oJQlRwLR8+Plbq7BlVX8+6a3LqB0m80tl6bLqDqTJ+Pa+gU6SeR1sbfqR4bk+pjs/7WI+1JfBNHNka5tYVQX5+fnTv3p1NmzYZHUF6vZ5Nmzbx9NNPl9/YQ0yfPp3p06eTk5NDeHg4I0eOFFvDqgi+NFaxNcy9bcSccA5fGqvYGubeduXLTkZ7bj2KtS8TnHONvomz0ba7k7hxH/KkMoLPNyfy857LHEqTc6HAn1dHtiAg+TgjR1b+deINKmNeBJ8M5oujXxg/p+nT6DWwF/xj+KyUKYmLizNrc/equzlffJ7CsEI+HfQpMxdX/JKbpk9jXt48JrSYwIxeM5weqyRJzFho/uIzYsSISt8allmUyUdLDI6g7t27V/utYRezL/L5KoNjpVXLVsR1jKugheOoE9Us27cMoMKxzlhQek2UvV7B3N6hQ4cSExTjkC2fLfmMvKI8u2wpITE+ke2nttu0qSzlndewa2H8us3SEVRWr+lxcMRWR2xxVxtb8mXHUJbyxmyr7z2793D00lGr7cvy+MbHK7Tdlo6KrkNbsmWpXbs26nw1GXkZFrrmr5wPhrxB+Hf0hx3WNJSyX72f/er95Qt5mGW3LaNRaCOzsoUHrrL40DU+u6cTDWsFodXpGT13NxkFapZOu4Ulq84AaUb5o7mBQDFDOzYiLs66oz0OuPN6Di1iQvBXGrY6P7dnPQDB/gpGjBhShZ+fHJPzhfuEq5QkyLIH67nxyiEvL4/4+Hhj5q+LFy8SHx/PlSuG/ZgvvPAC3333HT///DOnT59m2rRp5OfnG7OICQQCgUAgcAyp5Ui0j+9E0/1RJGQoT/2N8pu+hCQs4Y3Rrfjr8d60iQ0hs0DDa8tO8/VpOVczCyvb7GrL/W3vtyh7ZPMjxr+tpR4+n30egBPpJ+zOGlbCkvNLKhYqB63km7/omm4NqwlbpUzHK7YHCqoa5c3RgykHvWiJbez5Hnl5x8tesMRxDkw6wKcDPwWgY+2OZk6g/GItK47d4O1/TnPsWg5fbE7kPxvOMW/rBS5nFJBbpGX4pzvZlpCGSiGjYz1DYPfkHEO83O6Nyw+A3r5emNEJBPDEgKYAzJ5gGYdXUH1weGvY1q1bGTJkiEX5lClT+OmnnwD48ssvmT17NsnJyXTp0oW5c+fSu3dvtxjsKGJrmEAgEAiqE7XyE+l8ZT7hRYY0sCmhHTja8CFyVTFsviFj7VU5WkmGSi4xpoGewfUkFLIKlAocZknBEuLV8XRUdTRunzDlvfD3zLZzlWxFCJQF8lzoc8zKmeVQf65sk1FLat7Pft/CvpIYR5VFnj7PeBwmB02mnV+7SrPFG9zU3eSLXMNKssH+gxkeONztfbhza1iKLoW5uXMBeDnsZcLl4Q7Z4o6tYem6dPYW76VfQD8i5BEO9S+2hpXizNawxfmLidfEA/BYyGN8n/c9wbJgXg9/3eH+y+vHnVvDMvQZZOmzLHTNzZlLir78oMiVxathrxIsCzZ+F0uSZBajKLMYPj2uIFtj3418RH09SpnEmiTD/UeGxAc9dIQ6sMBFq4dsNdQOsL+NwDfwWtawqkTJ1jCRNazq4EtjFVvD3NtGzAnn8KWxiq1h7m3n8JwYOhj/Q98i3zEbma4YSRmIfuAr6HtP41xKPs/9uodzOYaHyrZ1QvlwfDs61nfsJa6qUFnzQqPTkKfJQyaTMfRvy1gvi8YsolWtVsbPJVlqIvwj+GPMH4xaNsqh/g5PPuz0WHPVuQxaPMisrGlYUwryClg+YTl+fn4O2QLuuVekFaYxculIAGYPmM2whsOc0l9V7hXnss5xz+p7AHi0/aNM7zzd7X0sS1zG+/sMTj9Xs4ZdyL7AxFUTAVgzfg2xQbEO2TJy6UjSCl3LGjZ66WhSClNoGdGSP+L+sJB3d9awAAL4fczvNK3VtOIBOmCLu9p4M2vY23veZuXFlRXqsqd/W+3KtnUla1jP2J4k5SVxI/8GAIfuPUSRrohAZaBd9nmDfffs44cTP5B3MY/nxj5n9bivO3mTvRczeGlESwJVCh786SD7LmYSGaxiUKtolh65btHmkb6NSc0rZmDLKG7vVJcVR6/x0pJTAPRrXpufHurutM3V7vnJx+8TrlKls4Z5GpVKZfXE2ip3Rper8vbIOWNvVcWXxuppW9yt3xV9Yk74Lr40Vm/Y4s4+vD0nHG1n95wICEIx+GXoOAFWPIfs0g4Um99DcWopLePmML2dnsK6HZm1NoHTyblM/GYfD/drygsjWpmlmq9OeHteqFQqggIMK4ybhDXhUs4ls/qE7ATax7S3aKeQKZArba/CCfMLI0dtucffdGyOjlXSWv7mdzHnIgAFUgHBqmC7dVmzy9l7hVJTei0qFAqXn898/V6hUJSuEJPJZR6xw7QPR4+dRZmytEypVDpsr4zSFQz22mJ2jBQyUgoNqzjOZZ0rt701/Uql9e86pVJpkRWqhCKK+OjQR/w45scKbXXElqs5V6kVUIsQvxC72zjaR0XyjuqSy61/T5WVtXerq73Pe84il8nNrrkRS0eQUZThtD53sPqO1Sw8u5DIgEgebv8wCrmCJzs/yeprqy2Oe1aBGo1O4tUlJ8hX65DL5XRpGMG+i5kE+Sn4e1o/mkYFEx0awLfbL9CtUQSnb+TSJCqYt25rb3ZNt4gtdQCM61rfLd811eb5ycfvE67iiN3V82mwHDQaDRqNxuyz6f/26nCkjb3y9sg5Y29VxZfG6mlb3K3fFX1iTvguvjRWb9jizj68PSccbef0nAhrBJOXIDu2EMXGt42p5jtEjaTe4H4MadWXD9ecZcWxZH7YeZG1J27w7m1tGdwq2qGx+DK+MC9CVJYvd2/vfpu84jwmtZ5kVi6TySjWFNvUpZRbfzQzfX5xdKyFatvxotLz04nwj3BIn6kNrtwrTNtqtVqnn8+qyr1CrVEb/9ZoNR6xRacrfSl35tyYlWlLy9QatcP2msZEsretqf1zDs6p2MZyzqtWaz02lkajsekIAsjT5Ln1XnEp5xITVk4gQBHA7nt229XG0T7sbedIna1NI2XltyVtc9kGR2RsoZf0ZrG3KtMJNL7uK7w9xPDd/3yX5wHQ6/TodXqzc3jkahZfbb3AhK71mLH8FDlFpdfsL3su88ueywBMG9iUBuF+aDQanhnclNYxwYxoG0O+WkuASmFxrTcI90Mhk9BJMoa1qu3Sca22z08u9uurOGJ7td8aJmIECQQCgaAm4K/J/l+q+b0A5PtF/S/VfCdOZ8r482JpqvlutfXc0URPmOM7ggRWMI39UpaSOBUlsS3CZGE8FvIYc3LnWJUPlgWTL+Xb1OMMGboMm/09FfIU9ZT1nNbtCjn6HD7O+RiASUGT6ODXoVLs8BbXtdf5Ku8rAJoqm/JoyKNu78PeGEGSJPFW9lvGzxXFCHop7CWbMXoOFh9kc9FmHgx5kDqKOsby/8v+P3Kl3AptMcU0RlBZHJ0DtmIEvR/+vllsrLJxZ+or6jMtdJpDfZXH3uK9rCw0bLFyZR6XhydiBP1d8DdH1Ecq1HVMfYw/C/6s0EZPxwiqbIrThqBOHQVIjGusZ2i98l+x04vgP8cV5GstnZL1giSuFxjKg5QS73TTEaCwECuX5AKQySA20LF2gqqNiBFkBREjqOrhS2P1tC3u1u/t/bxiTngHXxqrN2xxZx81aY+77sxa9P88R5AmHQB9h4nohs+kQBXB3M2J/Lj7MnoJwgKUvDa6FRO71S/313Ffx1fmRWpeKj9t/IkOnTrw5t43jeU/jviRAGUA9665F4A6QXX4eujXjF853qqecL9wstXZFuWuxAi6mH2RO1fdabXup+E/0Smmk926SnDHvSKlIIXRy0YDMKvfLEY2HumU/qpyrziRdoIH1z9o/Hxg0gEUcgff7irA3hhBeklPj4U9yrUlMSuRu1bfBcDKcSupF2zdYVgSf6VdZDt+G/2bsdzVGEFlsRY/przzaitGUNmxlo0f065WO34b81vZZhViy5ZFZxfx8aGPrY7BXc9P9sYIkiSJWQdn8de5v4x1ts7NO3vfYcWFFTZ1lbDu8jpe32UZQLqidtZstyWTUpBCdGA03Rc6H+vGXbzR8w3ubHEnR1KPEKIKoUhXxOJT21m4sSlIhuM4bVBTXhje0mp7jUbDnys3MP9SKFcyzFdrdqofRucG4bw2ujW/7bvCwgNJPDu0Obd1quuQjeL5yTk5X7hPuIqIEVQOtvb8iXgovosvjdXTtrhbv7f384o54R18aazesMWdfdSIPe5tRrPx3EeMCTiE4sB3yE8sRp64ifBR/+atW+/ljm4NeW3JMU5cy+GNZadYfjSZjyZ0pFm09dgVVYXKnhfRIdG092tPvVDzl+WHNzxMm8g2xs9ymRyZ0rbjzVZacdOxOTpWSW77Nz+5XO7ScXPlXqFQlr6M14QYQR8d/Mjss6SQzOLwuAOlovTRvryxavXmW0m23djGqCbmAcxNY+yolBUfNz16MxlnYgTZiktToqO8urL1tmIEqVSqch1w7p4TZeM22dPG0T7skQc4dPOQmROoPF22jpG9x7midisSV1A7sHa5MgC/n/6dWfsdy7LoCdbduY56IaXf773rl2bETk6tx0Kp1ImVW6wzG4tWp2fHuTT+PHgVrU7PzgQFhbpCGtQKZEK3BszddI5BraL5+ZFexjZPDG7JE4OtO5PsRTw/OSdX2c8TruCI3TXOEWS6x77ks+n/9upwpI3Yu+gcvjRWT9vibv3e3s8r5oR38KWxesMWd/ZR0/a46xQBFA9+F7/2d6JY9TyylJOwbBr6o4toPeYT/prai1/2XuGzTefZdzGD0Z/v4KlBzZjavwl+5QQy9kV8ZV6U9B+utMzOdibjjPFvGTLUarWFTAk6yXrgVdPnF0fHWqQuslmn1joe+8XUBlfuFaZta0KMoNMZp80+FxQXoJTc+yiu1ZU6eMo9HjrzupS8FAt50xhBZZ+fS7iSe8X4tyRJZjLOxAjS6607Qm3pKO+82ooRpNaobcbiAstx2IstW8qL2+Sp5ydb7bILLVcb2tIl6e2LEaTT2hcs2rTd5ZzLvLHzDZsyekmPDJnHVwDtunsXCZkJbE3aSr96/egc1ZnkgmTGrRiHQqYwfh83CWtCtH+0zWOVU2ge9+23vVfo2zSSW5rV4rsdl1h0MInMAtO2MlrHBvPdA92pGx5Av2a1aBkT4hPvAe7UVRWfn+zt11dxxPZqvzVMxAgSCAQCQU1GJmlpcXMNrZOXoZA06GQqztYZz/mYMaSplfx1Uc7pLIPzp06gxKTmOpqGVrLRVRzTOC1liZBFcH/I/XyZ+6XVehUqNFg+yLkSW+SK9grf5n1rte7xkMdppGzktG5XyNJn8UnOJwDcFXQXnf06V4od3qJsfJM3wt4gSO7eZ9JDxYdYWrgUKP+a0Uga3st+z/h5bOBY+vj3MZMxjX31QugLRCoiLfTMz5vPBe0FAOoq6jI9dLqxzpkYQRsKN7Ct2HrwYXfFCHov/D0UstLVLmXPS0NFQ54IfcKhvspjT/EeVhWuAio/RpC1Y1JSl6fPQylTEiALAGBJwRIOqy23apUdw7rCdewo3lGhjabtLmguMD9/voXM9JDpHFAfYL96f4X63EFF56NYKiZFl0I9RT2za6Ys22/I+PuSgiCFRIGudCVcgEKiSFca66dXtEQtf4lIf+hQS0JedXdlC3wUESPICiJGUNXDl8bqaVvcrd/b+3nFnPAOvjRWb9gi9rg7J2dTJuMCijUvIb9kCMQqRbdFF/cf9PV7svJ4MjNXnyEjX4NMBvf2bMBLI1oSGuD7c8pX5kVZO85knGH6lulkFmeaybWp1YanOj3Fs9uetarHT+6HWm+5YsiVGEEHbx7k8U2PW637Zsg39Kzb025dJbjjXnE9/zq3Lr8VgA/7fsiYJmOc0l9V7hVl47hsmrCJWgG13NqHaYygvRP34udnPSJ8obaQfn/2M35+pfsrFhnuzmed5+7VdwOw4vYV1A+pb6FnyropHE8/Dhiu7QVjFhjrnIkR9OXRL5l/0tJBAI7HCNp5bafVebZv0j5UctvxdTrW7sjPo36u0FZ7bVl4diGzD822OgZ3PT/ZGyPI2jHZd9c+iqQiBi0eZCb7/r73WZa4zKauEh5Y+wAnM05WaLtpu0Mph5i6cWqFbTzFhBYTeKnbSwQoA1zWdS4lj/9bm8C2c2lM7Faf+3o1ZEn8dX7da1gt1zw6mOeHtWBYm2iUCrl4fnJzO/FOYY6IEVQOtvb8ubLH3d3y1X3voqP40lg9bYu79Xt7P6+YE97Bl8bqDVvEHnfn5CxkYlvDlH/g2B+w7g1kqadR/hwHPR5hwrB3GNp2MP9efZo/DyaxYH8Sm86k8t7tHRjdoY7tTnwIX5kXJXZ0jO3Iqgmr6Luwr1m9VtLadAKBZ2IEbbtuO72zXFF5MYJMY4vYssPd88dXrhMAudK1Y28N0xhBSpXS9gtPmVVn1o6/WQwnpfUYTqaB5mUymZmMMzGCyovdU157a/pN7TeTVapQKWzrksuqb4wga8dEpVJxLuuchayteE1l+40JjrHLERSfHs+OpB3UCa7DR/s/qlDe3cTIY3hr4Ft0r9udUD/Xlr1KkkResZbDV7J46Mf9lCyrCAlQ0bVJbbo2qc2QNjHkFeuI61AHpcLyWIrnJ/e2E+8UBhyxu8Y5ggQCgUAgqLHIZNB5ErQcCevfgvjf4OB8OLOKiNGz+PjOOxjftT5vLDnOpfQCnvztECPbxfL+uA7UCXf9l9OaRqhfKA+3f5gfT5ZmQTqfdb7cNlrJelwTV0jKTbJZV5kLw037riEL1M2w5fRzF+Ud07J9mzptKhN3ZjC0NSbT2EWetsHXyFHnWC0vOxdlMpnd18SQhkPYcnVLhXKPrHvEPiM9xBOhT9CvXj+XXvA1Oj0/7brEZxsTyFdbxkYK9i91tA1tE+t0Pz6Hh7+rBJVDjXMElQ12545gh+6SrylBrOzFl8bqaVvcrd/bgd3EnPAOvjRWb9gigh06J2eXLlUojP0MWYeJKFa/iCwjERY/jP7I7/Qc/X+smN6Hr7Zd4Lsdl1h/6ia7EtN4eURL7u3ZELmPBTXwlXlhy46nOz3NtdxrFGgL2Hl9p0v6nR1r21pt2ZZkfVWQRms9CLA99jhqS9k2psGIdTqd089nVfVeodY4F6i7PEyDRas1apsrbNQa8+2HZY8/YHE+rNlq6lByS7BonfuCRZsGaS7bRqa3/T1WHYNFZ+RncCrjFLMPzLaqMzk32fi5UF2ISq7iYvbFcm0owVZQaV/g0L2HyNPkUVBcwKEdhxw+bhdS80nKKqR2sB/ztl5gw+kUs3qVQoZGVzr+QKXcLfdxV3FLH2nnkCesRn5mJZ3VEWg0oypu4yY7fPr5ycdxxPZqHyNIBIsWCAQCgcA2cr2GljdX0vLmChSSFq3Mj7N17yAxZhTXCpX8kajgUp7hpalJiMQ9zXXUE7dRh5Ekibey33K6vStBZjcWbmRr8VardQ8FP0QLVQundbtCui6dT3M/BeDOoDvp6te1UuzwFmUD+r4U9hIR8gi39mEaLLpsUGRTCvWFfJjzofGztWDRybpkY1Dz50Ofp7bCPNU3wNe5X5OkM6w4c0ew6PKuVUfnQIImgV/yf7Eofyf8HVSy0lUhZc9LY0Vjpoa6L37N7uLdrC5cDVResOhYeSw39Tet1s2MmMll7WW+y/sOKL1ubOksO4bD6sMsKVjihNXup7myOS2ULVhXtI5b/G7h1qBbHWqvkyBHDfla2HxdzqE0yy1d/nKJ2xrr6R0t4aeAs1kyvjptmGd3NtExsG4VfbWW9NQquEDdrEPUyT5MaPENY1WRMpx1HeYaVhULfBoRLNoKIlh01cOXxuppW9yt39uB3cSc8A6+NFYR7NC97XxiTqSdQ7HmReRXdgMgxXRAFzcHbd2uLDxwlU82nCO/WIdSLmPqgCZMH9QMf5XteB7ewlfmhT12TN04lUMph5zS70qw6PIC8H4+4HMGNBzgsD3uuFdcyb3C+BXjAXj/lve5tdmtNmVdtcUXrpOyAX1X3r6SeiH13NrH8sTlvLfPkA1s5507CfK37rXNKs5i6N9DjZ+tBYtOyExg0hpD2bLbltEo1DK7nLuDRf/32H/57sR3VuscDRa96/ountn6jEWb3XfvNgYJ1kt6eizsYVbfNaorP4z8oUJb7bVlwZkFfHL4E6tjcNfzU0XBostj3137+OL4F/x25jfD53v2oVKobOrcP2k/SrmSdZfW8Z/D/yGtKM3pvl3l4L0HSS5IJlQVik7SEeYXhgwZV3Ov0iC0AXKZwZFT0XHW6yX2XcrgjaUnScoqMpYr5DJaRAdzIS2fWkF+fDmpMx3rh5nF/ClQa+n8wWYAnh7cjOeGle9Y96nnJ20xsss7kZ1djTxhDbL80hVPksIPqclANM1HsuV6AAPj7hLPT1UAESy6HGwFf3Il2KG75at7ECtH8aWxetoWd+v3dmA3MSe8gy+NVQQ7dG+7Sp0TddvBw6sh/ndYPwNZygmUP41C2WsqDw99i9Ed6/H28pNsOHWT/267yNqTKXx4Rwf6No+yvw8P4ivzojw7TDNEPdDuAcY2G8uklZOsylrTa08fVinnR1wRLLrycPXYW8M0MLFSaTtYtEJn7sS1Zovp+bGlq7xg0XJKX5btPe6m9pelvPbW9JvabyGrNMgeTT1qUS+Ty9w6J+QK8+NgTxtH+3AFlUqFRirdTiJXyo3Hxxqv7HwFf6U/6y6tc0v/ruDv509jv8YW5c1rN7cqb3rcJEniaFI2iw9dZdWxG2QWGI6BQi4j2E9B10a1eG54S7o1qkWRxrC9L8DKjx/hJuehdd1wt9/vXcFqH0U5cG49nFkF5zaAOre0zi8UWo2ENmORtRiBLCAMuUZD8erV4vmpiuCI3TXOESQQCAQCgcAGMhl0vR9ajYZ1b8KxRbD/Wzi9grpjPua7B25j7cmbvL38BBfT8pn83T7u6t6AN+LaUivYeppqQSkv9ngRmUzGg+0epEtMF4p1xca6pbcv5Y5/7vBIvzq99Vgp4PmAxeVhFqC2ggC+1RE9Hg4WjWQM/GvRt48Gf/VG0GrTa02rd39w9qqI6XHPKs6ijtJ2tsitSVu9YFEpPev05EDyAQA+G/IZp9JP8e2xb7m3zb0O6yrS6Nh9MYsDFzNYezKZ8yl5xrpgPwW3dqrHjFvbEhpg/jJtzQFkytaXBnPgUgZjfDXLZm4ynF1tcP5c2AZ6kzgyIXWgTRy0GQtNBoDSv/LsFHgV4QgSCAQCgUBgTnAUTPjGkGFs5fOQeRH+fABajWF03Gz6vjiIj9ee4be9V/jrUBKbz6Tw9m3tuL1zvWqdccdVGoQ2YM7gOcbP/gp/pnacyo38GzSPsP4LtjvQST7qCKL6ZQ0r1hUz/8R8BjUYRLva7cqV9fSx10t6pqydQrh/OF8M/cKsruzxtuaAqYzz4xVHUDW51txFZlEmTcKbGD9/dvgzwvzK31LiDY5POW78OzErkVPppxjacChDGg5hdJPRdn9nXkkvYOOpGyw+LefVg1so0pTOO3+lnDEd6nBn9wb0aVbbapp3e2gSFUyTqGCn2nqKkKIbyHfPhXNrIOmAeWVUK4Pjp82tUK8byJ0bt6BqU+McQWWzHrgj64W75GtKNHN78aWxetoWd+t3RZ+YE76LL421ymS9cIOuGp31olF/mLod+a5Pke+ZiyxhDdLF7QQPfp13xjzGrR1imbH8FOdT83luUTx/H7rKe7e1o0GtQNf7thNfmRfO2jGt4zQAtNryVyaYPr842odpJikLvXZmDTucchiVXEXHqI5mNrhyrzBtq9VpOX7zOK/ufJVnujzDoLqD7NbvS/eK745/xzfHv+Gr+K+sxrQxxdNZwxIzEjmScgSAYnWxMV5KSd+mWMsaZnpN2rpO3J41TO9Y1rCzaWdZnL+YNpltaFarmU37y5Zr0NiUkfTVL2tYeQxbMszs86oLq9ym21F61+nNM52fIToo2myMjYIb0Si4kfF8NQlpgk6rQ4elk1uj07Pi2A0OX8li/8VMLqYX/K9GDuiJDfOnb/Pa9GpSi1HtYoyrfyS9Dk05qyfdhce+iyQ9sutHkCWsRnFmFcMyzsPp0mp9ve5IrceibzUGolqWVuh0hn8esLdGPz9VEo7YXu2DRYusYQKBQCAQuE5oYRKdr/5I7fxzAGQFNiG+0cOkBzRl03UZ65Lk6CQZfnKJMQ31DKoroRCLgxyivMw/ZTP1SJLEooJFSEhMCppk9pJfln8K/mG/er/VuslBk2nnV/7KFdMMU+VlonKUFF0Kc3PnAjA+cDzbireRqc8EPJddydP8nv87pzWGt6+yYyh7fp8JfYZYRaxb+zfNGjYtZBr/zfsvAO+Hv292jWTps/gk5xPjZ2tZw65rr/NV3lcAPBf6HNGKaIv+TLOG1VPU46nQp4x1zmQN21y0mc1Fm63WWdPxQdYHFGPYYvlC6AtEKiKNdec05/g5/2eLNm+Fv4W/zLD95ZL2Et/nfW9W30TRhMdCH7PLXnvYVbSLNUVrbI7BHVSUNczXeTH0RYopJloe7dT3iyTBjQI4kSnjQKqclKLSm49cJtEsFNpF6GkbIVE3qPokv5LptUTlnaZu9iHqZB8hUJNprNPLFKSGtCM5ojvJ4V0pUtUqR5OguuBI1rBqvyJo+vTpTJ8+3Zg1bOTIkSJrWBXBl8bqaVvcrd8VfWJO+C6+NFafynrhYV0i64UJ0mNo439Dsfk9IgovMSjhPfQ9p3L7Q69zIVvGjH9OceBSJssvKzivCeXDce1pX8+zWwx8ZV64ww7/q/68vONlq3VjxoxBq9Ua+1Cj5q2/DOnom/dpTtvItjb1Ht5/mP3nrTuCVI1UxHWLK9eua3nX4B/D38NHDSdQGeiWe8WF7AvMXWVwBHXs2JHtx7bD/xL2jBgxokpmDdu0fROnkwyOoLg48+M6Y4H5y3q//v1oVauVW/tXJ6pZus/gCOp9S2/+u9HgCBo9ZjRKeelj//X863yyvNQR1K5dO+Jam9t7JuMMX601OIIGDhxI0/CmFv0tWreIpHSDIygsLIy4MaU6Pl/6ObmFBkeQvcf92vFrbD5u3RFU9niC+TGdkzvHbBXW7uu7+XmrpSNo5MiRBKsM23gOpxzm+43mjqBatWoRN7L8OWENW9dYxpkM1hxeY3UM7np+Kntt+TK3Nr2VqR2mciH7AhuvbOT1nq8TpHL8R/pCtY61J29y8HImuy9kkJRZaKyrFaTi7u4N6Fg/jL7NIwlQ4BP3CXDDd1FxLrLETcgTViM7vwFZcWmwZ8kvBKnFcDTNR7Hxsowho8cRqVJRvqvfc/aK5yfvk5OTY7dstXcElcVWFHBXsl64W766RzN3FF8aq6dtcbd+b0f4F3PCO/jSWCst60Ul6BJZL/5Hr0eh7a2w7nVkJ/5Gsf8bFGdW0TpuNn88Poa/Dl3lw1WnOXk9lwlf7+XR/k15fkQrgvw8+8jhK/PCFTuGNRlGncN1SM5PtqhTqpTG+Esqlcos0PRD6x/i8APlbEMq59fvn8/8zEu9XyrXLn9VafDQstmlXLlXmGaIkpeJzVGi093zx9PXiVxecYaoEhRKhdttUSqU1v9WKVHJS/sqm51LLq8ga5jKetYw01VGZbOGmcb7sfe4O5s1zJpMuVnD/idnTcbdWcMUcoVZnT1tHO3Dl/nz1j+5kX8DCYlhjUq3oTWLbMbwpsMd0pVdqGHr2RQ2nk5h65kUcotLt/b5K+X0bxHF8HaxxHWsS3hg6fEp2S7jS8fNIVtyb5YGe764DXQmWztDYqF1HLS5FVnTAciU/sg1GrRJrmX6csleN7Wtds9PXsARu2ucI0ggEAgEAoGLhMbCxPnQeTKsegGyLsOie5G3vY17xnzMkDaDeH/FKVYeu8F3Oy6y+ngyH97RgcGtYyrbcp9GJVfx9+1/czX3qkVa+YyiDMKV4cbPpo4gjb78mACuZkYyfdkvL/C0o5gFI64mWcMcCXbszmNZIVLZjxUfb1OZxKxEvjn6DdM6TzMLLFwuPrr9pipExTibcZaMogz61OtToawvjad1rda81us1usd252LORRqGNESlUNG2tu0VixVxNaOADadusvH0TfZfzECrLx1vg1qB3N65Hl0b1aJfi9oe/8HBq6QnwukVBudP0gHMJnHtFoZAz21uhfrdRbBngVNUo9kiEAgEAoHAq7QcDk/thW2zYPeXhofWxK3EDHubLyc9yoRu9Xlr2UmuZRXy0I8HGNelHm/d2o6oEJGe1hZhfmE0D7fMhnP/6vv557Z/jJ8zijLs1rk/2fq2MHsxzQRXkdPJEcpmpfJkxqgctf3L5b2FN1/gy6aqL9t3RRnMXtj6AgBHUo6wfuJ69xpngjeyDno7G5ozTs6JKyYCsPqO1TQMa2hbtySx98Zep21zF8vGLbPI4tUsvJkN6fKRJInj17JZdzKZjadSOHsz16y+ZUwIw9vFMrxtDF0a1kIh91GPo6Po9XD9sMHxc3Y1pJ4xr6/fvTTTV3TryrFRUK0QjiCBQCAQCATO4xcEI96HjnfDiufg2kFY8zIcW8TQWz+j9/MDmbMhgR93XWR5/HW2nk3lzbFtuat7A5Fq3gYBygCLsmt510gpTAFAp9dxz8p7zOolSbJ5PK1tNXME05dlV1cX2dLrSb479h1zj8zljsA7iKM0RktyfjKv73id+9rex/DGjm1RcQeeTh9fnsOjbN/WnBXWym7k33CTddbxRvr4ivClFTZXcq+YOYKKdcVc017jWNox5Ao5v576lQ2XN3jFlpd6vMSC0wu4pd4tNA9vzp2t7mTb1W0MbDCQEL8Ql3Tr9BKHLmey9kQy604mcy2rNN6PQi6jZ5NaDG8by/C2sT6Xpt0lNEVwcTucXQVn10KeyXe1XAlNBxqcP63jIKxe5dkpqJYIR5BAIBAIBALXqdMBHl0PB+fDpvfh2iH4dhDBvZ/krRFvMK5LPV77+zinbuTwyuJjLD18jQ/v6ECzaNdeIKorDUMbcjX3qllZZpEhI4y11UCF2sIKA64+2uFRfjjxg8O2mDoEHHEEpRWm8di6x7ij5R1MaT+l/D48+PI994ghIPWywmW8xVvG8g/3fcjBmwc5ePMgx6ccd0tfjjg3Pe0IMqWsU6fsCiGrttg4JVlFWby0/SXGNR9nVu4Ox643nBqmx8KXnNFLzy1l2fllfD7kc2OZhMSl7Es0CmvElZwr3LbsNgD+u/6/XrFJhsx4vKa0n2Ixj+OaOR5Uu4QCtZY9ielsOpPC+pM3Scsr3e4a5KdgcOtoRrarw+DW0UQE+Tndj89RkEHD9J0o/v4LEjeDJr+0zi8UWo4wOH5ajoDAiEozU1D9qXGOII1GYwwYVvLZ9H97dTjSxl55e+Scsbeq4ktj9bQt7tbvij4xJ3wXXxqrN2xxZx/enhOOtqtWc6LrQ9BiFIr1byI/8w/s/QrpxBLajfw3ix8fy097rzB3cyJ7LqQz6rPtTBvYjMcHNsVf6VyMg0ofr4fs+H3072QUZjB+5XhjWVJOEisLVlKYVGghn1WYhQrrQSKjAqNIK0xjeMPhLDm3hMziTLP6vKI8/BW2t+sVa0pf0IrURWbPUuWN96sjX5GYncgnBz9hcqvJFm002tK2Wp25g8kT86esTEZhhtVyV9DrSx0qFelUa9Ruv251utK4Q6bHV61Wo5RKH/vL9qvRaqyWWeOLw1+w78Y+9t3YR4faHYzler3eXIeJI8necZ7OOG2zztHza3osyspoZAY5rdbSsSlJklvvFQkZCVbtK9vm7d1vA/DmzjeN9dM2TnPYDld4qN1DHEk5QrAqmE8Hfsq2a9t4ZecrZra6Qnq+mrUnktl0JpV9lzJRa0vnS1iAkmFtohnZLpb+LWoToCoNsu1q35V+n8i8hDxhDbKENSiv7qObSXwwKbQu+lZjkFqNQWrcDxQmTi8n7RXPT87JVfp14gYcsV0m+dL6Rw8wb9485s2bh06nIyEhgQULFhAU5HiKQoFAIBAIBI4Rk3OMTld/IVht2NJ0M7QTxxo+wBUplr8uyDmTbXD+xARI3N1MT8vwav1I4hQzsuxLC/2v0H8RpYiyWvdh9ocUSoU8F/ocn+d+blH/atirhMpDberO0GUwJ3cOAM+EPkOsItYum5YULOGw2pDNbGbETIv669rrfJVnSE9+a+CtbC3aSp6UZ1PeWUqOoQwZH0R8YCz/JvcbruquurW/hfkLOak5aVVn2XP5aMijNFVapmR3hU2Fm9hSvAWAJ0Oe5Ou8rwF4K/wt/GWlzr6bupt8kfuF8fPIgJEMDBhopitJm2Rsb0onVSeOaY4BUFdRlxu6G8a/p4dON8p9nP0xOZIhNpM9x1cjaXgv+z2b9dZ0lD2mpjLnNOf4Od8yffybYW8SKA8E4JL2Et/nmaePb6xozNTQqRXaW5bVhatRomRk4EibNpYdQ64+lwx9Brn6XBYVLHK4T2d5Jczg3AmSBfFnwZ+c0pwC4P3w982Cw0uSRLwmnvqK+sQonAv2n1IIh9NkHE6Xc7PQfAVWpL9E2wiJTpESLcIknPw9wPeQ9EQUXKJO9mHqZh8mrCjJrDo7oCHJEd24Ed6N7MAm4EMr0wRVm4KCAiZPnkx2djZhYWHlylZ7R1AJOTk5hIeHk5aWZnZQNBoNGzZsYMSIEXanW3O0jb3y9sg5Y29VxZfG6mlb3K3fFX1iTvguvjRWb9jizj68PSccbVet54SmEPnuz5Dv+QKZTo2kDEDf91/obnmaVacz+XDNWdLyDKlw7+haj9dGtSIy2P5tAL4yXk/ZcSH7AvevvZ8iXVG5ct8O+5YesT2s1vX9oy9FuiJW3r6SW/+51aJ+8djF5QZ2vZp7lXErDNuAFo1ZRKtarewa73t732P5heUAHJ582KLN6YzT3Lf2PgBe6f4K80/OJ60oDYB9d+1z2/zptqAbAHLk7Llrj1HmofUPcSztmNE+d/DqzlfZcGWDVZ1jl481i7FT3jlzhuWJy3lvX6kjZf6w+Tyy6REAdty1g2BVaWyVhMwEJq0pzUz3dOeneaT9I2b6jqcdZ8p6yy19Y5qMYc2lNRblbWq1YcGYBcbPo5eONsa12nfXvgrP45WcK2Yr4Mpi7RyVnFtrMntu7GH6lullm7Dlzi2E+xsy8B1KOcTUjeZOny5RXZg/cn65tpYltSCVUctGAbBtwjZCA0odq6Y2Hp58GEmSSCtKI7Mo0+wceIsDkw6gkCs89p0lSRLnUvJYdzKFtSdvkpCSZ1bfvl4ocR3qMKR1NC2ig72yPc8r9wltMbLLO5ElrEGesBaZSbwfSaZAatQHqdUY1E2Hs/7AWfH85KZ21fr5yQlycnKIioqyyxFU47aGqVQqqyfWVrkzulyVt0fOGXurKr40Vk/b4m79rugTc8J38aWxesMWd/bh7TnhaLtqOSdUKhj+Nv7QlUYAAEXlSURBVHS5F1a9iOziNhTbZ6E4uZg7xv6HoS8O5uO1Z1iw/wpLjxiCSb8e53gwaV8Zr7vtaB3Vmt/ifjNmEbLF45se55/x/9A0vHSFiSRJZBZnGlPNBwcE0ym6E8dSj5m1PZ5xnNZRtrPQKJQKs79Nx1feeOUmKY3LtsnWZvPohkeNZR8f+tisbYm8u+ePmYzMvNwd2BozWMZXkilkbr1W/nvcPG6MQlF63pRKpVlfpucU4MujX/JElyfMyuQK68sz5LZSVcvKjLnM8a1orGVtKou9340lKBXWX3NMj4U1GZnM8fOik5Vu9VEpyxmrAob+OZTs4myH9DuDHDkta7XkXNY5wv3CubftvYxsPJIAf/Ng9O74ztLpJY5cyWTdyWTWn7rJ5fQCY51SLqNviyju6FqPwa1iqOWAo9/duP0+UZgJ5zYYMn2d3wRqkwxnfiHQYhi0Hous5QhkQZEAKDUa4Kx4fnJzu2r5/OQEjthd4xxBAoFAIBAIKoGolvDgcjjxN6x7A9LPwy/jCO94Fx+O/JA7uzfgjSXHOZOcyyuLj/H3oSQ+vKMjLWJEMOkGoQ0IUARYrApqGt6UnOIc0ovSAXh287MMaTiEizkXmTNoDp8e/pRfT/1qlPdT+PFM12eYut58BcR7e95jYivbjibTQMI6yXrcFWuU58j7z8H/VLjKqbqh0ZvHbijWFtuQdI6yGbfMsoaVDRZtR6DqmwU33WNYNSGtMI0/zv7BhBYTqBtS16yu7LzQ6DQo5JaOrW6/drMo8wRPdXqKelfqETcmzmMvtEUaHTvPpbHh1E02nblpXNkJ4KeUM6BFFGM61mVE21jCg6rmS7VVMi8b0rufXQ2XdoHpuQ+pA63HGDJ9NR0IStux1wSCykY4ggQCgUAgEHgHmQw6TjRkQ9k8E/Z/B8f/goT1dBv2FiumP8T83Vf4bOM59l3MYMzn25k2qDlPDWlhFji0phGsCmbx7YvRaXVs3LrRGNslNiiW+9vezwd7DXFvLuVc4seTPwKw89pOMycQgJ/cz2ZQ6NPpp2lbu63VOtMoAqbBkF0hqzjLLXqqEjq9ubPg51M/M6jhILfpL8/xVtYRZC01fFle2vaSQ/27Gm3CHpvcgWk/BdoCi/qUghSr7V7a9hKHbh5izcU1rLxjpU2dJzNOWmw38xb/GfQfRjQegVarZfWV1W7Xn5ZXzOYzKWw4dZMd51Ip0pQJ9tw2lpHtYhnYKppg/2rymilJcCMezvzP+XPzhHl9dFtoEwetx0K9rmBrxZxA4GNUkxkqEAgEAoGgyhAQDnGzofO9sPJ5w0P26pdQHfmNJ279lLiOA3nnn5NsPpPC3M3n+efodWaO70j/ltaDIdcEGoc1RqPRmAVqDlAGEOZnPQbAnENzLMr8FH40DG1o/Nxc2ZxEbSIA/973b36N+9WiDZivHimbdtxZvJk63ZuUXZVjilYy3xpWsmXPU5TnmPFEiFBvOXJcxdTO2QdmW9SXXblVwqGbhwC4nHOZ46nH6RjdkcSsRN7Z/Q4tIloY5bztBFLKlGglLRNaTmBkk5EVN3CQxNQ8Np66yYZTNzl0JRPTS6d+RCAj2sUyvG0svZtForKxnbDKoVXDpR3/W/mzBnKuldbJ5NCo7/+cP2Mg0nZ8NYHAlxGOIIFAIBAIBJVD/W4wdTMcnA+b3jc4hL4bSsOej/HDPW+y9nwD3l1xkkvpBdz/wz7Gd6nHjFvbERVSs5fbv9L9Fb4/+T3/6vYvkvOTrcpcyrlkUSaXyYkKjOKXMb/ghx8bd2wkMc/gCCobv8YUU+ePIw6c8pwi1dURVB4lx7jkxf1Y6jG0ei1KuWcex822hkmObw1zpb+yqHVqVl5aSZ96fagTXMfh9p7C2jwxvd53XdtFdFA0ZzPOmslMXj2ZXffuYvzy8QAcTT3qSTPNGOA/gL2avdQPqc+yccvQSTqOpByha0xXt+jX6vQcupzJpjMpbDx9kwup+Wb1HeqHMaJtHYa3i6Fd3TCvBHv2CoWZcG6jwflzfiMU55TWqYKhxVDDqp9Wo+B/8X4EgqqMcAQJBAKBQCCoPOQK6DUV2t4O6980bBU78B2yU8sZM+rf9H9+HP/ZcI6f91xiWfx1tpxN5fUxbbi7R0Pk8mryAuIgk1pP4oEODwCYpXq2l64xXdFoNGxnu7FMj55NVzbx4d4PmTVgFr3q9jLWmToRym5vchbT7Fk1hRJHUIeoDsSnxgOGTFnNIry/osAVR1B5Dj5b/HDyB7478R2RAZFsu2ebsfypjU+x49oO9ty7x2l7bGLDzIpWQ6UVpqHVazmdfponNz5pU67fwn6uWOcQzcObk5idyN9j/+b0rtN8fufnKJVKZDIZChT0rtvbJf05RRq2nU1l0+mbbDmbSnZh6aoolULGLc1qM7JdLMPaxlIvItDV4fgO6YmGFT9n18CVPebxfoJjTOL9DAJVgG09AkEVRDiCBAKBQCAQVD6hsXDn99D1flj1oiGY9JLHCG36K+/GfcL4rv14Y8lxTt3I4bUlx1l8KIl/T+hI08ia/XDeNLwp84bNY/omyzTZFeEnK83eI0kS/9ryLwCmbpjK0QdLVziYbQ1z00qSHNNf22sAOr3OuOIlQFl6zWolLXpJ75RDryJMHR5lnR9lV99E+EfYrdeWI6i8VUffnfgOgIyiDGPZ2Yyz7Li2A4A+C/uwfNxyu21wBXtWHnX91T2raxzltV6vMWv/LACmdpzKsMbDaBLWhGBVMGBIb32a00D5MaHs4XJ6AVtvyFj040EOXMpEqy89LrWCVAxpHcOwtrEMbBVFaEA1Cfas18Kl/ZCwBs6uhfRz5vXRbaH1aMPKn/rdRbwfQbVGOIIEAoFAIBD4Ds0Gw7TdsGsu7PgELm6D//alS5+n+Gfqi/x0KJ05GxI4eDmTuM938Fj/JjR3zyKVKsvABgONf8/oPYOZ+2ba1c7MEWTyclzW2WO2NcwNMYJ0el312U5SBltOEtOsUgGKUkfQ0dSjTFo5iZd6vMTktpM90jdUnDVseOPhLvVtjbTCtHLr119e7/Y+qzIfD/yYMU3H0L9+f3Yk7eCu1nfZDO7uDHq9REpuMXsvpPPr3sscupwJKACDc655dDDD28YyvF0s3RrVQlFdVlwWZSM7u45ul35E+emzUJRVWidXQZN+0GqMYctXZNNKM1Mg8DY1zhGk0WjQaDRmn03/t1eHI23slbdHzhl7qyq+NFZP2+Ju/a7oE3PCd/GlsXrDFnf24e054Wg7MSfKIoe+/4K241CsfwP5+Q2w63MUR//goeHvMeLpMXyw+iwbz6Ty9faL1PZXENYimaFtrcce8QaVPSd+GP4D8anxjG823qoj6IWuL1g8/6go/ZX/TMYZq32V/TshPYHuUd3tGq9phrGS56+bupsMWjzIarYma/27c/6UlSlrnzswdbCY6izUFBr/VslLj/v7e94H4KP9H3FXi7tc6rvsihyNtrT/Pdf2MKLRCKu2AWh1WruPga3McZIkOXQOvj32rU17y2tnr4xeZ93O1LxUvjryldnqJG/TLLwZr/d4nambptJe1Z53h71L88jmaDQa6gXW456W94DeMnC1M/eKE9dyWHTwKiuPJZOvLnVIKmQymoXqmHBLK0a0q0Pj2kHGOr1Oi5t2gVYOmReRn1uH7Nw6ZFf2oNRrKQmTLwXWQmo+HH2r0UhNh0CAScB9L9w3K/te4U1d4vnJ+zhiu0zyRNoAH2LevHnMmzcPnU5HQkICCxYsICgoqOKGAoFAIBAIfILY7CN0TPqdYLUhrXNaSBuONXiAXYWN+PuinCy14ZfrrrX13NFET7hfedqqPzOyZhj/vj3wdlqqWhIhi7BYhaOX9Lyd/bZVHR+Ef2CUv6q9yjd53xjrZkbYt+JoWcEyDqoPmrX5Me9HY6ay8rC3D3soOR5y5Lwf8b6x/Ovcr0nSJbm1vz/y/+C45riFzkJ9IR/mfAhAV1VXjmiOWLR11YbZ2bPJlrKNnx8NeZQf8n6wqj9Rk8iP+T+W27/pdWRKF1UX4jXxFuUx8hieDXu2wvYl/ZStfyLkCbPrzFa78mw0lTG9/nwNd17fZblZCNfzZZzMlJGQLSNbUzrvZUjUCYJOtST619ETVl2+KyU9kfnnqJMdT52cI4QWXTerzvWvS3J4V5LDu5IZ3AJJpqgkQwUCz1JQUMDkyZPJzs4mLMx6VtESqr0jqIScnBzCw8NJS0szOygajYYNGzYwYsQIVCr79r862sZeeXvknLG3quJLY/W0Le7W74o+MSd8F18aqzdscWcf3p4TjrYTc8IOtEXI985DvuszZNpCJJkCfY/HyOz+DC/9Ec/2ZDl6CUL8lTw/vAWTezZA6cVUxr40J7ot6AbAY+0f46nOT5WrK7NJJv+J/49F/Ws9XqNP3T40DG3I0dSjPLzhYWPd4cmH7bJl5v6ZLDm/BIADkw6QWZDJk6uf5IL2QoVj3XfXPrfNn5LjIUfOnrv2GGUeXPcgJ9JPGMfkDt7Y9QZrL6+10JlZlMmwJcMAuLPFnfx9/m+Ltq7aELcsjuSC0ixyXw36iqe2lZ5/U/17buxh+hbzuFJl+y85bmUZ22Qsqy6tsihvGtaUv28tHZet9ocnH7bav1wmLzcGVYl9Gp2Gw6mH6RzVmb5/9jWT+TPuT7Zd20bnqM48vulxm7q8xZeDv6RQW0jtwNoUagtR69RE+EfQOboz4L7np5PXc1h36ib7LmZy+EqWWRuVQsbo9rFM6tmAbg0jjN+LVf5eUZyL7MJmw8qf8xuRFZau8JJkCqRGfZBajkLfchSa0IY+M1Zfuld4Wpd4fvI+OTk5REVF2eUIqnFbw1QqldUTa6vcGV2uytsj54y9VRVfGqunbXG3flf0iTnhu/jSWL1hizv78PaccLSdmBPloFLBkNeg62RY9yay0/+gOPANtU8t4dna4/nXuFd5Z+VZjiZl88GqM/x9+Doz7+hAt0a1vGxm5c+J3+N+Z8PlDUztPLVCWwY0HGDVETTr4CxCVaGsnbiWlZdWmtXJFXLjtrLybJGbBFp9dtuz7Lmxh2BZcLn2lFCi053zR4bMTMZ0hZS7zplMbl3nnsulWbH8ldbjviQXJdMwtKHVOvs6N/+oUJqvekhXpxtTt8usxH+x9xjIbQTQlclkRh0pBSk226tUKgsnEFQciFylUnEt7xqj/x5tU+bu1XeXq8Mb3NPqHmb0sb4ayhaOfm/IFUqOXc9j0+mbbDqdwtmbucY6pVxG+3phhGkzeSKuF92a1CbIz/YrX5W6V2RehoS1hixfl3aC6da5gHBoMQJaj0HWYjiywAjAEAWpZMuXL43VF+4V3tIlnp+8hyN21zhHkEAgEAgEgipMRCO451dI3AyrX0GWfo5u+d+h3xDPkjtms/BqQ2avO8upGzlM+Go39/RoyKtj2hAZXF32QFRMp+hOdIruZJdso9BGNutyNblWU2SnFqZS26+2QzbtuWFwhORL+Q61qy7M2FXqGFDKrT9+37XiLvZO3ut0H+Vl7QK4kX/D6AhS69VO92Mr0LdpQOqZe21vfer4c0en+j2eepzH1j/mVFt72HvPXm754xa7ZAMUARTpioyf+9Xrx7u932X9pvVM6j7JI/blFWvZcvomv5+X897HW8nIN0/xPrJ9HW5pGsnI9nWIDFSwevVqejeNRKWqwq97Og1c3QcJ6+DcBkg9bV4f2dyQ4r3VaGh0Cyiq5su7QFAZVOFvBoFAIBAIBDWW5kNh2m50u79E2joL5bUD8N0Q7u/xMHFPvcJHW1P461ASfxy8yrpTybw6ug339GiIvLpkwnEjL/V4iU8OfmK3/IjFI/h80OcAFGoLbf4CWV4Wq4q4kH2BL3K+4PKxyzzb/dmKG1QhFHLr8UnyNfmkFaYR5heGn8J1x2VZx5BWrzX+/dup31zWXx43C266Xefk1a5lVasIe475nS3v5N2+71qt02g0hMvD3ZoRLymzgE2nU9h4+ib7LmSg1ukBOaAhNEDJoFbRDG8by+DW0UQEldpflYPdkpcC5zcanD+JW6C4NO4VMjk06mNw/LQeA1EtK89OgaCKIxxBAoFAIBAIqiZKP/R9nmHzzVqMYAfyk3/DwflEnlzK7CFvck/3ccz45wxnknN5fclx/jhwlZnjO9ChfnhlW+5TTGk/hbaRbXl0/aN2t3lu23M0UzZjxp8z+D3udzpFd+JE2glOpp3kcu5lnu/+vEs2TVw1EYDvTnzHtC7TUFWRX/rtcX4l5SbZrBvy5xAiAyLZds82h/sumyK+7GfTDFQHb1oGUZYkySUnRonjSZIkCjTlZ4XzNvNHzeeRdY/YrN9y9xYAngp5iq/yvjKWH3ngCLuv76ZzdGfC/T3/vaHTS8RfzWLzGcOWrzPJuWb1jSODaOqfx6Oje3FLi2hUXoyD5jH0erhxxLDiJ2EdXC8TKyswElqOgJYjDT8ABEVWjp0CQTVDOIIEAoFAIBBUaYr8ItHFfYO85yOw+hVIOQmrX6JH9A+sipvJTynt+HRDAvFXs7j9y508cEtjXhjZmvDAquFc8Aa96vZi691buZF/g9d3vM6lnEsVtikJ+nzf6vsstso0Dm3sNtuG/DWEnZN2uk1fZbPpyqZy651Oa14m/UvZrWEln4u0RfSs05MDyQfKNJfscmTZyjOTq87lsXWPsS95nwNGe4d2tdvZrPtk0CdEBUYZUrcr6/H98O95bONjTO04FaVcycAGAz1qW7EO1p28ydZz6Ww5k0J6fum2PbkMejSOZFjbGIa1jaVRhB9r1qzhlmaRVdsJVJgFF7ZAwno4vwHyU83r63Y2OH5ajoL63cDGKjqBQOA8whEkEAgEAoGgetCkPzyxHQ79CFs+hNTTKBbcyaMtRzHu4bd5b4+GFUev8/Oey6w6nsybY9swvkt9t27lqMrUDqxN7cDarLhjBb+e+pWPD3xsd1tTJxDAqouraBHRwi12ZRdno9VrbcbWqWpUFBTZWVIKbQdoBvj66Nd0jelKnwV9LFYLldgll1XsXCh7rktIL0onPTndPmP/x38G/YcWtVowbtk4h9o5SrDKMkj5233eZlijYUQGmK8w6RbTjQP3HSBAGeAxe5IyC9h8JoUNJ5PZnahAt/+osc50y9egVtHUCq4GW74kCVLPlMb6ubIHJF1pvV8oNB9scPy0GA5hdSvNVIGgplA97qgCgUAgEAgEAAol9JoKHSfCto9h/7dwbh1RiZv4oudU7n/gMV5fm8SF1Hye/+Moi/Zf5YPxHWgVG1rZlvsU97e9nwj/CN7Y+YZT7Y+kHOFIyhG32bMtaRvDGg0rVyatMI1/b/837/R9h6jAqAp1mq5smb5pOl8M/cIuR0h52ONU7F23N/tulL9q5s+zf3J3a9cyYJnGBAK4kHWB+JR4q04ggClrpvBb3G8VjmHD5Q0u2WVK5+jO1A50LPC4o/ww8gcAApWBFGoLAdg7ea9V51AJ7nYC6fUS8UlZxixf5lu+ZDSKDGR42zoMbxtDz6ZVfLVPCeoCuLSj1PmTfcW8Pqq1YctXq1HQ8BZQ1pyA/gKBLyAcQQKBQCAQCKofgbVg9EfQ4xFYP8OQcnjff+l9bBHrB73OtwWDmLvlIvsuZhD3+Q4e6d+UZ4a2IDRAbBcDg0Pjtua30SyiGZNWGrIgxQTFUCe4DsdSj3ndnn9t+Rcrxq+gfkh9FHKFmcNGL+lZXbiaGUsNmbm2/rmVBXELDKnGm9pONW7K9qTtHEs9RpeYLlbrUgpSmNhqYoV6rG2tSitMM/v8cPuHK3QEfbD3A5cdQQVa8zg9uZpcNl7ZaFP+WNoxCrWFBKmCyCrKQilTopW0NuXdQWxwrM2tZu7gn/H/0DS8KQCTWk/ix5M/AtZXCLmb/GItO86lsen0TbacTSEtz3LL1+DWtVEkn+bhO/vj51fFHSElq37Ob4Tzm+DybtAVl9YrA6DJAIPjp8VwiGxaebYKBALhCBIIBAKBQFCNiWoJk/8wvJisexNST6Nc+wpPRbfhrjvf5s1jsaw/dZNvt19gyeFrvDamDRO61hfZxf5H+9rtOfLAEdZcXEPPOj2RJImRf4+sFFtuW3ab8e9PB3/K/uT9pBWmWV2hUpJhKjoo2m79eknPLyd/4eDNg/y7/79JLUzliQ1PcCP/BgAdozrSOrK13fre3vU2o5qM4smNT5qVR/hH2K3DFh/u/ZBFZxfxft/32Za0jXta32Mhs+v6LouyxQmLy9W7+uJqvjv2Hdfzr7tsY1nub3s/v50uzVa2b7LBGVZ2BdIbvd9gW9I2dl2ztL+ESa0nsejsIgDqKupyQ3eDJmFN+PO2P3lx64vsuLaDF7q/YHQCATzY/kH+SfyHsc3GunNYZmQUw2/7rrAlIZ29ien/y/JlINRfycDW0QxvG8PgVjHUCvZDo9GwevXpqrs9tTATLmz9n/NnM+SWuW7CG0GrkYZ4P00GgF9QpZgpEAgsEY4ggUAgEAgE1Z8Ww6DpIDj8E2z+EFLPEL1sMt82H8qBcc/xyi64mJbPS38d5de9l3nv9vZ0aRhR2Vb7BEq5ktualzphfh3zK8GKYOZvms/KwpVO6905aSfJ+ck0DW9K99+6O9T2+a32ZSV7aO1Dxr916Pjh5A/UC63H1qtbydPkmcmuu7SOBWcWANBnYR/qh9Q3OoEAHt/wOIMbDua9vu/Z7C9HnWP8e+n5pay6sMqs/suhX5YbuNgUrV6LWqfmtR2v8WTnJ2lXux0avYa0gjSjE+Tt3W8D1gNQr7602q5+THlvj+2xucLPI3+mW91uTGk/hcs5l+ldt7dZ/cPtH+ZG/g0+HvgxMpmMSa0nsT95P34KP7KKssjX5vPpwU/Ro+exjo9xX9v7ePOWNykqLmLp6qXQGuKaxxGoDOSr4V9ZtSEqMIrNd292efufKSVZvracSWHjqWTO3FTC4TPG+sa1gxjWJpZhbWPo2SQSP2UV3/Kl18H1I6Wrfq4dBNOYV8oAQ6y2FsOh+TCDI76qOrkEgmqOzzmCrl69ygMPPEBKSgpKpZK33nqLu+66C4CsrCyGDx+OVqtFq9Xy3HPPMXXq1Eq2WCAQCAQCQZVAoYSej0GHibB9Nuz7BhI30zNxCxs73MWiDg/y7935HL2axfh5u5jYvQGvjG5NTKjngsZWRbrEdEGj0XCL/y28M+4d5sTP4VreNV7t+Spjl1a82uLVHq9SN6Qu4f7hFabkfqf3O7y3z33OiXlH59msK3EClXAt75rZ54yiDJacW8KSc0t4vdfrDGo4iLTCNDKLMllwegFtItuwPWm7WRu1Xm32uVFYI7tXf3T9tavx7y1Xt9AgpAFJebZTz/sqb4W/RceojgDUCa5DneA6FjIv9HjB7LNMJrNwFt3a7FaLdgq5giB5EHEt41CpKt7W6Q4nUGpuMdsTUtmakMqOc6lkFZQGcJYh0b1xLYa3M8T7aR4dUnVX+5SQcwMSNxmcPxe2GlYBmRLd5n+On6HQuC+oAivFTIFA4Bg+5whSKpV89tlndOnSheTkZLp3705cXBzBwcGEhoayfft2goKCyM/Pp0OHDkyYMIHatT0bZE4gEAgEAkE1IjACRn0IPR+FzTPhxN8oTvzJfYpl3NHjYT7Ku5Vfj+Wy+FASa08k8+ywFjzUt2nV/zXfAyjkCt7oXRpQeu/kvczcO5OVF1bSrnY7UgtSkSEj2C+Y1IJUusq7ck+reyxe2n8e/TNT1k6x0H97s9vd6ghyFx/t/4iP9n9kVrbnxp4K2wUonHcqVkUnkL/CH3+Zf2Wb4RJanZ74q1lsPZvK1oQUTlzLMasPC1AyoFU0g1vWRnM5nrvG9bLLKeWzaArhyt7/OX82Q8pJ83r/cEOGr+bDDCstwxtUipkCgcA1fM4RVLduXerWNaQMrFOnDlFRUWRkZBAcHIxCoSAoyLC3tLi4GEmSPBpgTiAQCAQCQTUmshlMnA99noaN78DF7QQd/oYP/Bcxrd8TPHepNweuFfPv1WdYtP8qb93WjiGtYyrbap8mWBXMRwM+4v2+76NSmL8MFxYXsn7teqvtusV2Y8+9e+izsI+x7PnQ55HJZOy5dw9v7HyDLVe3eNR2bxCkMjzHfjP8G57Y+IRH+nix24v85/B/PKK7IjbftZmfTv7EL6d+YWKribzR4w1Wr3Z8i1plk5JbxLazhlU/O8+lkV1onra9Q/0wBreKYXDraLo0jECpkBvi/VyPrxyDXUGvg2vH4MI2w4qfK3vNgzwjg/rd/uf4GQ71uxtWVwoEgiqNw7N4+/btzJ49m0OHDnHjxg2WLl3K+PHjzWTmzZvH7NmzSU5OpnPnznzxxRf06tXLYeMOHTqETqejYcOGxrKsrCwGDRrEuXPnmD17NlFRFacHFQgEAoFAILBJ/W7w4D+GX8A3vAs3j1Pv0Mf8GVqPg72e4OmTbbmQls/DPx5gaJsYZoxtS7PokMq22qcp6wQCQ6yh8jBN2b3y9pXEb48HIMQvhLlD5zJi8QiS85Pdaqe3CVIaHEF96/elR2wPDt48yKAGg9iWtM1tfdze7PZKcQStmbCG6KBoXu75Mi/3fBkAjUZTQSvfQK3Vs/9iBisuy/nmqz2cupFrVh8eqGJAyygGt45hYKuoqr1dVJIg4wLycxvpeeFPlJ8+A0XZ5jKhdaHZEMOKn2ZDIFjsvhAIqhsOO4Ly8/Pp3LkzjzzyCBMmTLCo/+OPP3jhhRf4+uuv6d27N5999hmjRo3i7NmzxMQYfkXr0qULWq1lOsr169dTr149ADIyMnjwwQf57rvvzGQiIiI4evQoN2/eZMKECUycOJHY2FhHhyEQCAQCgUBQikxm+LW72VA4/hdsnoks+wo9j73DnlrNWNH4QV4+05LNZ1LYnpDK/bc05tlhLYkMruIpn30IpVzJxwM/pkhbRL2QesQTb1a/5PYlpBSkkF6YTlZxFkMaDWHyqslcyr7E6yGvc9vY23h227PsvLbTQveBSQf4ddWvLGc5l3Mve2lElpg6yH4Y9QNqnZpiXTH9F/UHYGKriRVm9iqPbjHdUMgUZmUdanfgRPoJq/JPdX6Kr45aD65cEW0i21CgKSBIFcSisYtQyBUVN/IhrqQXsO1cKtvOprInMY18tQ6QAwYnUMf64QxuHc3g1tF0bmBY9VNlyUuBi9vhwhbDyp/sqyiAeiX1/mGGrF7NBhv+iSDPAkG1x2FH0JgxYxgzZozN+jlz5jB16lQefvhhAL7++mtWrVrF/Pnzee211wCIj48vt4/i4mLGjx/Pa6+9Rt++fa3KxMbG0rlzZ3bs2MHEiROt6iguLl3WmJNj2M+r0WjMfp0o+duRXywcbWOvvD1yzthbVfGlsXraFnfrd0WfmBO+iy+N1Ru2uLMPb88JR9uJOeE8HhlvuwnQaizywz8i3zkHeeYFxmW+y+iY5sxX3M3H19rz0+5L/H04iWmDmvJg70bI0bvfjjL4ypxwtr09bYY3GG5TNkAWQKPgRjQKbmQo0MGC0QvQaDRs2LABjUbDZwM/o8fCHsY23wz7htigWPQ6PTGKGBYNX8T7B99nzaU1Zv32jO3JgZsHaBTaiCu5V8zqRjcezdrLa+0epy0i/CMsxq7AEOz48OTDACRmJbrkCJrdfzYqVIwIGMFB6SAD6g/gnd7v0H1haVa2V7q/wseHPgbgzuZ3ck/Le/j59M/MPznfQt8/t//Db6d/IyowilC/UDZf3cyMXjNYlriMSa0nER0YDYBep0dvkiq9BF96fipQa9l3MZMd59LYcT6dS+kFZvWRQSqaBhVzV//2DGodQ1RIaWwjSa9Do9e5zRZn29h9r8hLJzb7CKzbiXRlJ7KUU2b1ksIPfb0eJGjr0XTYwygadgfTFXtWfrCvyvjSfVE8P7m3nXh+MscR22WSC0F2ZDKZ2dYwtVpNUFAQixcvNtsuNmXKFLKysli+fHmFOiVJYvLkybRu3Zp3333XrO7mzZsEBQURGhpKdnY2/fr1Y+HChXTs2NFCz7vvvst771kGF1ywYIExzpBAIBAIBAJBeSh1hTRN3UiLlNX46fIBSFXV5zPtnSwo7IWEnEh/idsa6elaWxI/ovsAx9XH+aPgD1orW/NAyANWZX7J+4UEbQIAjRSNeDTkUXL0OYTLw/k271uSdIbAzAP9BzIwYCBzc+aSI+VY1QVwe+DtxKvjuaIzdyLFymMZHTiaSHkkEfIIi9U61ngn6x10lO90sEZLZUumhFgG3Ab4p+AfknRJPBbyGBpJw0c5hkDXb4W/ZQzmXCwVs6JgBfGaeACaKZvxcPDDVTbrlSTBjQI4nSXjTLaMxBwZOql0LHKZRNMQaBOhp22ERP1gkFfNoaLU5lM7P4GovDNE5Z4mvPAyMsxf8bICG5Ma2p7U0PZkhLRCJ6/aQbwFAoElBQUFTJ48mezsbMLCwsqVdasj6Pr169SvX5/du3fTp09psL9XXnmFbdu2sW/fvgp17ty5k4EDB9KpUydj2a+//krHjh3Zv38/jz/+uDFI9PTp03niCeuB9qytCGrYsCFpaWlmB6XkV6QRI0bYHeHf0Tb2ytsj54y9VRVfGqunbXG3flf0iTnhu/jSWL1hizv78PaccLSdmBPO47XxFuciP/At8n1fIftfPI3M0FbMKhjHn/mdkZDTOETiw4nd6N082iMm+MqccLa9J+aELVlJkswcGGVlinXFLD2/lNa1WtM1pquZvvkn5/Pl0S+J8I9g852bDe11GjZe3Ujz8ObkafK4kH2BbHU2847Oo0t0F+aPmM/TW55m943dAOybtA+FTIEMmdOOlHWX13E28yx/JfxFvjbfov7hdg/z46kfaRHeggH1B3B/m/upFVDLrmP3RfwXKGQKnur8lFm5Tq/jWNox2ka2xV/h77ITyNvPTym5xexJTGf3hQx2nU/nZm6xmXyDiAD6t4xiYIsobmkWSWiA0qYuV23xRBuj/ICe+N04iOzKbuSXd0HycQvHT55/LAGth0PzIUiN+0NwlHVdNeBe4UtjFc9P7m0nnp/MycnJISoqyi5HkM+FfO/fvz96veXSUoBevXpVuK2sBH9/f/z9hadbIBAIBAKBG/APRd//RfQ9HkO+77/I939NrdwE/o/ZvFKrKbPzx7A47xbu/+kII9vF8PywFrSIEQGlK4uKHBj+Cn8mtZ5kte6Btg8QHRhNz9iexjKVQsWYJqWhEbrFdAPg0faPGsu6RHcxOoJUctdfIkY1HsWoxqOY1mkauepc8tR5XMq9xMD6A40yj7R/hGBVsMO6n+nyjNVyhVxh4RjzZXKLtBzPkLF/bQL7LmZxPtXcYRagktO7SSQDWtZmQIsomkYFVc0VToVZyK7uQXVxB4POrCPwyBULx48U2Rx9435IjfuhqduLTXuPV+kXWoFA4Fl8bmuYu5k3bx7z5s1Dp9ORkJAgtoYJBAKBQCBwGZU2j+Ypa2mWugGVvhCAVFlt5qnHskg3hGL86BktMaahnkjxu1SNQCtp2Vu8l5aqlsQqRCITT6DVw8VcGQnZhn9X8kBPqWNHhkSDYGgVLtEqXKJ5mISqqsV4liSC1GlE5icQmX+O2nkJhBZds3D85PrXJS2kDemhbUkLaUOxKqJy7BUIBD5DpW0NA+jduze9evXiiy++AECv19OoUSOefvppY7DoyiAnJ4fw8HCxNawK4UtjFVvD3NtGzAnn8KWxiqXN7m0n5oTzVPp4i3IMQaX3/RdZQRoAOfIIvikeya+64RQqQrm3Z0OeGtSU2iGueYR8ZU44296bW8PcYW9VxZfG6qotOr3E6Ru57L6Qzp4LGRy8nEmRxnznQHSAxND29enfMppbmkYSEeTcmCtrTmxcv4aRHeuiSj6M7Oo+ZEn7kOXdtJCVardE27AP8VkhtI97AlWt+i7Z4kvXiafxpbGK5yf3thPPT+Z4dGtYXl4e58+fN36+ePEi8fHxREZG0qhRI1544QWmTJlCjx496NWrF5999hn5+fnGLGICgUAgEAgE1YaAMPR9n6O4y8Oc++s9OuZuJiz7Ki+r/uQZv+Us1vTnp32jWHz4Gg/1acxj/RsTGlA1HzAFAk8jSRIX0wrYezGD3Ynp7LuYSVaheRacqBA/+jarTZ/mkfRsFMbJ/TsYMaJ11XlxK8pBdu0gsqv78L+6l7ikAyjj1WYiklyFVLczUoNeSA16IzXoCSExaDQarm/YQPuQmEoyXiAQVBccXhG0detWhgwZYlE+ZcoUfvrpJwC+/PJLZs+eTXJyMl26dGHu3Ln07t3bLQY7itgaJhAIBAKBwFvIJB31M/fR4uYqwouuGsu36zryo240+2SdGFQXBtaVCPK5SI0CgXeRJLhZCOdzZMZ/uRrzGD7+ComWYRItwyVah0vUCaTKZOeT6bWEF10hIv8CtQoSqZV/gdDiGxZyakUQGcEtyQhuRUZISzKDmqGX+1WCxQKBoCrjta1hVQmxNazq4UtjFVvD3NtGzAnn8KWxiqXN7m0n5oTz+Mp4LeyQJGRXdiHf/y2yc2uRSYbtLBf1sfyiG8k65RDG39KOh/o2olaQfS98vjInnG0vtoZ5B18aa1lbJEnifEo++y5lsP9iJvsvZZKeb74axk8pp0uDcPo0i6Rf89p0qB+GSmE90I9PzQm1ml2rfmdgsyCUN48hu34IWfJxZLpiC1kpoglSw15o63Zn5xUdt9w2hf9v785j2zrPPY9/DxdR1EKttmQtlpM4TmwnthM7ctKmzX6d5CKZ5KYzgynQJhmgnSmCokCQZjJToJkCM5P7R4opUBgz0xYzt80kuLkubpNBb1q0yXWb1nbgxqmdzY6XepFlW6slUhJFHpJn/pAsm5YXkjo8fCn+PgBBinrfl88j8fF59ZrnPcGqq586qmNFYUzKVfMnd/upJrKV9VXDii0YDF7yF3u55wsZa6Htc2lXSLzlyqRcix2L2+MvZDzVhLlMytWLWNx8Da9rIt9+qonCmZJvVhwr75m5nT0Gu3+M88HPuCYxwIu+V3jB+Xve2tnL87vu48bbH+ZrX7w25z2ETKmJQvsXoyZybWvK+8QLJuRqpzMcj8H//dMpPjgxzu5jo4xetPATCvjY2NPE5mtauP3aZtZ3N1Id9Of1Op7XhOPA2Ak48yGc3gen9hLo38MD8VH49KK21Y3QuRG6Ns3cd27Eqm3FAizbJjb0FsGqkOZPHjApV82f3O2nmpiRT9wVtxBk2za2bWd9feF9rmPk0yfX9rm0KyTecmVSrsWOxe3xFzKeasJcJuXqRSxuvobXNZFvP9VE4UzJ94px1HXCvf8Z7nwO30f/gPXBTwkNfsLj/h08zg6Ovve/+Lv37oX1/4Z/edetLGuozv813Iy3SP2LURO5tjXlfeKFUuYam7b5c9847x8/ywcnxtjXN850KgAffzbXpjro49buRnqvaaZ3RRPruhoIBS78xE8G+6INoS/Hk5rIpGH0L1hn9mENfIR15sOZT/pMj2U1s4C0FYD2ddC5EafzVpyOW6Hp2vnnsl30Wpo/FZdJuWr+5G4/1US2fGJf9KeGaY8gERERMYrj0Dh1lOUjv6djdBchZxqAtGOx01nLvvDnCHXdytKI5itiLseB0cTM5dz/Mns7MwUO2YseNX6HFfUO10Ycrqt3WF4HAUMv6R5Ix6mfPkV9vI+G+Aka4sdpiJ8gkJl/elcGP9FwJ+PhHsZrVnC25jqi4W4yvvL8JIGIlD/tEXQJ2iOo/JiUa7FjcXt8r8/nVU14w6RcdY67u/1UE4UzJd+C40hOYH36BhO7/g+No/vmnk44QfaGewnf8q+48Qt/gxUMG1MThfYvRk3k2taU94kXipVrwk6z/0yMfSfH+eDEGHtOjDEQnb9Asrw5zMbljWzsaWJdRx1H/ryTLX9l2PwpnYThQ1hD+7GGDmAN7YfBT/GN912yuRMI47StxWlfh9N2M077OlhyIwTOn86p+ZO5TMpV8yd3+6kmsmmPoCu43Dl/xT7HPZ/2i/3cxXyZlGuxY3F7fK/P51VNeMOkXHWOu7v9VBOFMyXfvOMINsFtT9N429MwcoSBna/ifLSN9uQJNk/vgF07iO/6DwwsvZPWWx8hmAoYUxOF9i9GTeTa1pT3iRcWkms643BoMMaHfePsOznGvpNjHDgdI5XJ/v/jgM9ibWcDm3qauG1FE7f2NLG0/vypjbZtc3RvCedPySkYPQLDh2DkMAx+CoP7Zx5nUpccy6lditW2BtpugmXroX0dVuv1WL7c9i3S/MlcJuWq+ZO7/VQTM/KJu+IWgmxbewSVC5NyLXYsbo/v9fm8qglvmJSrznF3t59qonCm5OtKHJHlND/4H2HLC5w6vIejv3+Fa8/8mmXWCCsG34Zfv82DWEwO/B2+dY+QWfkANK8s6FraC4232McKt9ua8j7xQr65Oo5D39k4H/VH+ah/nH0nx/n0dIypZHpe25baKm7ujHBLdyMbexpZ19lAuCp7gWSh8+x82LYNTobUyFGs8eNYI4dh9DDWyOwtevKyfZ1QBGfJapwlN8KS1djN17P9kzPc9dDfzP9jKp2ZuV0tFopXE/m0V01kMylXzZ/c7aeayJZP7Iv+1DDtESQiIiLlKm47nDl9jPqRvXwus4fVvhNZ358KNjNcv5ah+jUM1a8lEWwsTaBSFhwHojb0TVqciFmcmIQTExaTqfmLiSG/Q3etQ08dLK9zWF7n0FRV0LrjgvkyNuHkMLXJIWoSg9Qkh6hNDFGbHKR2+gwBJ3nZvkl/LROhdiaqlxGr7iRa3UU03MV0sLk0yYiIFIn2CLoE7RFUfkzKtdixuD2+1+fzqia8YVKuOsfd3X6qicKZkm+x43Ach/eODPPq//s1nbG93Gu9z22+zwhZ2ae3OK03kOn5PE7nJpyu26BxxSX/2F1ovMU+Vrjd1pT3iRfO5XrXvfdx4mySA2dic7f9Z2KcnZr/P8ZBv8Xq9nrWdTVwc2eEmzsbuLa1Fr9vYQslOf/c00mIncaKnoLxPqyxE1hjx2HsGNbZ4zPf4/J/sji+ADRdg9OycubWvBJaVuI0Xwc1LTkt+JheE/m0V01kMylXzZ/c7aeayKY9gq7gcuf86Xxec5mUa8nOcS/BeKoJc5mUq85xd7efaqJwpuRbzDjuWLmEsze2sPmL/403Phzgb98/QuPIB9zp+5jP+T7mJt8xfMOf4R/+DPb875lONa3Q3Qtdt0HHLdB+M9S2uhZvsY8Vbrc15X3itpGJBPtPx9h/Oson/WPsPuTnud3vYqfnL574LLhuSR3ruxtZ39XAuq5GblxWTyiQ2x44+bKcFMGpAYJTAzB+EqL9ED2V/XhiEK6w0ANAsBaaVszeeqBpBan6Ln730UnueuyrBENh3Ph8j+k1kU/7Sq6JSzEpV82f3O2nmpiRT9wVtxAkIiIiUs5a6kL8+7uu49998Vo+7t/MP/75JP923ylSEyPc7tvPJt9nbA4eYTVHCUwNw2dvzdzOqWvHv3QtayaqsT6JQ/taaL4WqmpLl5RcleM4DE8kOTQY4/DgBIcGJuYeD09cfGqUBTjUVwdYvSzCmmURVi+rZ/WyCKva6qkOLnDRJ5OB+ChMDMzeBmdvA1n3gYkBHo2Pwt4cxvSHINIBDV0XLPZcM/O4sWdmAfOiT/Y4ts3kobfApz9pRETyUXH/atq2NosuFybl6slmhy6O7/XGbqoJb5iUqzY7dLefaqJwpuRbqpq4sa2G//TgKp5/YCV/PDLCm3uv578fHGIynqYKm7XWMe4IHeGBuuNc7xyjdvIE1sQZfBNnuB7gjX+aG8up78BpuW7mdJrm63CarsFp6IJIJ1Q3Zv0RXuxjhdttTXmf5CKVznA6Os2xkSmODE1yeHCSI0MTHB6cZCx++fh7mmu4sb2OVUtriZ8+zL/ecic9rXVY806LymDbF2x8nElD/CzEz2LFR2Fq5PzjuedGIT6KNduOqREsZ/5m0hc798qOLwiRDpxIB0Q6cepn7yMdc4+vegpXav5Vvkw5ThTaX/Mnb5iUq+ZP7vZTTWTLJ/ZFv0eQNosWERGRSpLKwMFxiw9HLT46azFhn//juoZpvlBzgs9XH+dm/3G60yeIJE5TlZ688pi+EPFgM/Gqltn7ZhKBCIlAhGQgQiJYTzIQIemvBctX7BTLXjoDowkYnrYYms6+H0lA2rn0goiFQ0s1tIcdllVnWB6epjM0TVtVglriBNLTBDNTBNJxgukpguk4gXScwOzj8987/1wgM33F/XeuJBGoJxFoYDrYcMF9I4ng+ecSwQa9L0REPKDNoi9Bm0WXH5NyLXYsbo/v9cZuqglvmJSrNjt0t59qonCm5GtqTaQzDnv7xvjt/kF2HB7hwMBE1vf9lsWajno+32Hx+cazrKkaojF+HGv0L1hnj0LsFNbUSM4xOpZv5pMd4SacUARC9TB7nw7UcvjkENet2YCvpnHmVLRANQTCEAjhBKohGIZANTYBtv9hF/c88BDB6iv/B17J6sJxwEnPfKImk4K0DekEpJM4yQSjsRgj4xOMjMcYjU4wHpvkbGyCsdgkE1OTBBybEDZV2FSRosqyCZOkhmnqfEmaq1I0B20aAinqfAnCJKjKTGOl4pCcwkon3MnjXDrVDRBuxgk3QbgZai54HG7COfd7DTdDuGXmVC2/e5t+F8KU40Sh/TV/8oZJuZp6rCjGWJo/eU+bRV/B5TZ/0sZu5jIp12LH4vb4Xm/spprwhkm5arNDd/upJgpnSr6m1UQQuH3lUm5fuRSAwdg0Ow+P8PuDg/zzJ/2MJ+Gj/igf9cP/xAe00VLbzZqOh1nTE2FNR4S1S4KsCI4TmOiH8X6I9pMe62PgL5/QHgnimxqGyWGYHsNyMjA5BJND8zbu9QGrAc78Y05x/zXAh+c6By64+bO+Dlh+7ptOED4RwfIH4RJbBgdwuDsaI9z/t1iX21LYycws6GRS2Qs8F947aZzZx1c7Nap99nZJuczAU7O3q7JmFtWqaiEUIROqZziWpLXzWnzhCIQaoDoysyCXdV8/+70GCDdh+QPnRnNdOc2fFjqW5k/mMilX044VxRxL8yfv5BN3xS0EiYiIiFSqpfXVPHZLJ39901Leqj7Bhs/dw97+GHuOn+X9Y2c5cCbKyGSSPxwa5g+Hhuf6Vfl9dDeHWdGyihWtt9DdEmJg7BOeePAuuprrZjYfTtsz+8tMDs3sI5OIwXQUElGYjpKOj9F36BOWtzXgS05AcgpS0zM3O37BfQJS8ezAzy3QXIIF1AEkBi6btwU0AEwv8AfI1RdKpp0gSYIkCZCyqnD8VeCvwgqG8AerqQqFqa4OUxWqxgqEIBACf9XMfbBm5lZ17r72Ms+FZ66iVVUz86mqC/bWSds2u956i4cffhhfmf4xIyIixaWFIBEREZEK1dEYpmdJhH+xoROAaTvNwYEYn56K8unpKJ+eirL/dJTJZJojQ5McGbpwLyE//2P/HwFoCAdpi4Roi1TTFqmmtW4pDeFOGmuCNNQEaWwJUhO0eH/sj2y5717qwyGqg35CAd8lNjMGO5nk1//0Jg/edzdBn3N+IeiCT+g4aZtUOkUiHmfnzp2sW7+OVDrNdDLNdCpD3E6TsNPE7QzxZJIjx07SuKSNqWSaiUSaiWmbWCLF5HSKKTuNg0XK8ZPGRxo/qdn7ma99pM49dvykLR8NNdU01tXQEgnT3lBLW1M9Hc31dDTV0NkYZml9iIBf++KIiIh5Km4hyLZ11bByYVKuxY7F7fG93uFfNeENk3LVVS/c7aeaKJwp+S6WmvADq9tqWd1WyxO3LAMgk3HmrmJ1fPZ2dHiST/uGGLf9TKcyjMdtxuM2By/ag2i+AP9l77tZz4QCPqqDPoJ+HxbMLgw5JBJh/uv+fViWheM4pDIOdjqDnT5/f94a2H/uE0O+2dvF09xmGLxydJHqAI01QRprgrTVhVhSH2Lp7P2S+iqW1s88bqmtIniVRR4nk8bOXP3KWm4zpSYujKEc5k8LHUvzJ3OZlOtiOVYUs6/mT4XLJ/ZFv1m0rhomIiIiUhyOA/E0RJMwlrRm72EiZTGVgngKpmYfT6UgkQE7A5nLXBVrIQKWQ8jPzM03e+/Pfi4cgNqAQ20AagJQG3Rm7me/9hVjgxwREREP6Kphl6CrhpUfk3Itp6teLHQ81YS5TMpVV71wt59qonCm5FtJNVFo/wv7WL6ZTxIl7JnTuKbtDHY6M3MhLhxsO8V7771H7+bN+P0BLAuCft/szSLo91E1e4+T5vfb/5kH/0p1AWblWk7zp1LXhOZPxWNSrpV0rND8yXu6atgVXG4XcO3wby6Tci2nq14sdDzVhLlMylVXvXC3n2qicKbkW0k1UWj/c33CV2hj2zb9H8MtPS05/SHgt1QXFzMp13KaP5WyJtxur5rIZlKulXSs0PzJO/nErR3sREREREREREQqhBaCREREREREREQqhBaCREREREREREQqhBaCREREREREREQqRMVtFm3bNrZtZ3194X2uY+TTJ9f2ubQrJN5yZVKuxY7F7fEXMp5qwlwm5epFLG6+htc1kW8/1UThTMm3kmqi0P7FqIlc25ryPvGCSbmW0/zJ9JrIp71qIptJuVbSsULzJ+/lE/uiv3z81q1b2bp1K+l0moMHD/Laa69RU1NT6rBERERERERERFwxNTXFl7/85ZwuH7/oF4LOiUajNDQ0MDw8nPVDsW2b3/72tzzwwAM5X24t3z65ts+lXSHxliuTci12LG6Pv5DxVBPmMilXL2Jx8zW8rol8+6kmCmdKvpVUE4X2L0ZN5NrWlPeJF0zKtZzmT6bXRD7tVRPZTMq1ko4Vmj95LxqN0tramtNCUMWdGhYMBi/5i73c84WMtdD2ubQrJN5yZVKuxY7F7fEXMp5qwlwm5epFLG6+htc1kW8/1UThTMm3kmqi0P7FqIlc25ryPvGCSbmW0/zJ9JrIp71qIptJuVbSsULzJ+/kE7c2ixYRERERERERqRBaCBIRERERERERqRBaCBIRERERERERqRBaCBIRERERERERqRBaCBIRERERERERqRBaCBIRERERERERqRAVc/l4x3EAiEajWc/bts3U1BTRaDTny63l2yfX9rm0KyTecmVSrsWOxe3xFzKeasJcJuXqRSxuvobXNZFvP9VE4UzJt5JqotD+xaiJXNua8j7xgkm5ltP8yfSayKe9aiKbSblW0rFC8yfvnVvrOLf2cSUVsxAUi8UA6O7uLnEkIiIiIiIiIiLui8ViNDQ0XLGN5eSyXLQIZDIZTp06RX19PZZlZX3vtttu409/+lNe4+XbJ9f2V2sXjUbp7u6mr6+PSCSS8+uXq0J+N8VS7FjcHn8h46kmzFVJNeH2a3hdE/n2U00UzpS6qKSaKLR/MWoil7aVVhem1ASU1/zJ9JrIp71qIlsl1YTbr6H5U/lwHIdYLEZHRwc+35V3AaqYTwT5fD66urou+T2/35/3LzvfPrm2z7VdJBIp2zdoPgr53RRLsWNxe/yFjKeaMFcl1YTbr+F1TeTbTzVROFPqopJqotD+xaiJfNpWSl2YUhNQXvMn02sin/aqiWyVVBNuv4bmT+Xlap8EOkebRQPPPPNM0fvk2r6QWBYzk34exY7F7fEXMp5qwlwm/Ty8iMXN1/C6JvLtp5oonCk/k0qqiUL7F6MmCo1lMTPp51FO8yfTayKf9ia9B0xg0s+jko4Vmj+Zq2JODVssotEoDQ0NjI+Pl/VKpYhbVBMi2VQTIvOpLkSyqSZEslVaTegTQWUmFArx4osvEgqFSh2KiBFUEyLZVBMi86kuRLKpJkSyVVpN6BNBIiIiIiIiIiIVQp8IEhERERERERGpEFoIEhERERERERGpEFoIEhERERERERGpEFoIEhERERERERGpEFoIWsQef/xxmpqa+NKXvlTqUERK4pe//CU33HAD119/PT/5yU9KHY6IEXRsEDmvr6+Pu+++mzVr1rBu3Tq2bdtW6pBESmpsbIxNmzaxYcMGbrrpJn784x+XOiQRI0xNTdHT08Nzzz1X6lBcoauGLWK/+93viMVi/PSnP+XnP/95qcMR8VQqlWLNmjVs376dhoYGNm7cyM6dO2lpaSl1aCIlpWODyHmnT59mYGCADRs2cObMGTZu3MjBgwepra0tdWgiJZFOp0kkEtTU1DA5OclNN93E+++/r/mTVLzvfOc7HD58mO7ubl5++eVSh7Ng+kTQInb33XdTX19f6jBESmL37t2sXbuWzs5O6urqeOihh/jNb35T6rBESk7HBpHzli1bxoYNGwBob2+ntbWV0dHR0gYlUkJ+v5+amhoAEokEjuOgzw1IpTt06BAHDhzgoYceKnUortFCUIm8++67PPLII3R0dGBZFm+88ca8Nlu3bmXFihVUV1ezefNmdu/e7X2gIiWy0Bo5deoUnZ2dc193dnbS39/vRegiRaNjh0g2N2tiz549pNNpuru7ixy1SPG4URNjY2OsX7+erq4uvv3tb9Pa2upR9CLuc6MmnnvuOV566SWPIvaGFoJKZHJykvXr17N169ZLfv/111/n2Wef5cUXX+SDDz5g/fr1bNmyhcHBwbk2587dvfh26tQpr9IQKRo3akRksVFdiGRzqyZGR0f56le/yo9+9CMvwhYpGjdqorGxkX379nH06FFee+01BgYGvApfxHULrYk333yTVatWsWrVKi/DLj5HSg5wfvGLX2Q919vb6zzzzDNzX6fTaaejo8N56aWX8hp7+/btzhNPPOFGmCIlU0iN7Nixw3nsscfmvv+tb33LefXVVz2JV8QLCzl26Nggi1GhNTE9Pe184QtfcH72s595FaqIJ9z4G+Mb3/iGs23btmKGKeKZQmrihRdecLq6upyenh6npaXFiUQizve+9z0vwy4KfSLIQMlkkj179nD//ffPPefz+bj//vvZtWtXCSMTMUMuNdLb28vHH39Mf38/ExMT/OpXv2LLli2lClmk6HTsEMmWS004jsNTTz3Fvffey1e+8pVShSriiVxqYmBggFgsBsD4+DjvvvsuN9xwQ0niFSm2XGripZdeoq+vj2PHjvHyyy/zta99je9+97ulCtk1gVIHIPMNDw+TTqdpa2vLer6trY0DBw7kPM7999/Pvn37mJycpKuri23btnHHHXe4Ha6I53KpkUAgwPe//33uueceMpkMzz//vK54IYtarscOHRukUuRSEzt27OD1119n3bp1c/tGvPLKK9x8881ehytSdLnUxPHjx/n6178+t0n0N7/5TdWDLFpu/d1djrQQtIi9/fbbpQ5BpKQeffRRHn300VKHIWIUHRtEzrvzzjvJZDKlDkPEGL29vezdu7fUYYgY6amnnip1CK7RqWEGam1txe/3z9uYbWBggPb29hJFJWIO1YjIfKoLkWyqCZFsqgmRbJVcE1oIMlBVVRUbN27knXfemXsuk8nwzjvv6OP7IqhGRC5FdSGSTTUhkk01IZKtkmtCp4aVyMTEBIcPH577+ujRo+zdu5fm5maWL1/Os88+y5NPPsmmTZvo7e3lBz/4AZOTkzz99NMljFrEO6oRkflUFyLZVBMi2VQTItlUE5dR4quWVazt27c7wLzbk08+Odfmhz/8obN8+XKnqqrK6e3tdd57773SBSziMdWIyHyqC5FsqgmRbKoJkWyqiUuzHMdxvFhwEhERERERERGR0tIeQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFUILQSIiIiIiIiIiFeL/A7/DccERQnv8AAAAAElFTkSuQmCC", "text/plain": [ "
Position des différents miroirs \n", "┏━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃ miroir ┃ offset (°) ┃ offset (m) ┃\n", "┡━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│ NE │ 44.894450783567535 │ 2.6537608685397703e-07 │\n", "│ NE_AR │ 44.894450783567535 │ 2.6537608685397703e-07 │\n", "│ NI │ 44.89514609527591 │ 2.6538019691874205e-07 │\n", "│ NI_AR │ 44.89514609527591 │ 2.6538019691874205e-07 │\n", "│ WE │ -44.894502670526535 │ -2.6537639356355686e-07 │\n", "│ WE_AR │ -44.894502670526535 │ -2.6537639356355686e-07 │\n", "│ WI │ -44.89514609527591 │ -2.6538019691874205e-07 │\n", "│ WI_AR │ -44.89514609527591 │ -2.6538019691874205e-07 │\n", "│ PR │ -44.946681098699614 │ -2.656848260500911e-07 │\n", "│ PR_AR │ -44.946681098699614 │ -2.656848260500911e-07 │\n", "│ SR │ -135.0960161170923 │ -7.985675619365901e-07 │\n", "│ SR_AR │ -135.0960161170923 │ -7.985675619365901e-07 │\n", "└────────┴─────────────────────┴─────────────────────────┘\n", "\n" ], "text/plain": [ "\u001b[3m Position des différents miroirs \u001b[0m\n", "┏━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mmiroir\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1moffset (°) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1moffset (m) \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[37m \u001b[0m\u001b[37mNE \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m44.894450783567535 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m2.6537608685397703e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mNE_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m44.894450783567535 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m2.6537608685397703e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mNI \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m44.89514609527591 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m2.6538019691874205e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mNI_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m44.89514609527591 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m2.6538019691874205e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWE \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.894502670526535\u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.6537639356355686e-07\u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWE_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.894502670526535\u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.6537639356355686e-07\u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWI \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.89514609527591 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.6538019691874205e-07\u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mWI_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.89514609527591 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.6538019691874205e-07\u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mPR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.946681098699614\u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.656848260500911e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mPR_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-44.946681098699614\u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-2.656848260500911e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-135.0960161170923 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-7.985675619365901e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "│\u001b[37m \u001b[0m\u001b[37mSR_AR \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-135.0960161170923 \u001b[0m\u001b[37m \u001b[0m│\u001b[37m \u001b[0m\u001b[37m-7.985675619365901e-07 \u001b[0m\u001b[37m \u001b[0m│\n", "└────────┴─────────────────────┴─────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "solution = get_QNLS(model, 5, 5000, C_PRECISION)\n", "\n", "QNLS = load(\"sensitivities/finesse-virgo.npy\")\n", "current_O4_sensitivity_ASD = loadtxt(\n", " \"sensitivities/O4_nominal_reference.txt\"\n", ")\n", "\n", "Figure = figure(figsize=(14, 5))\n", "_ = Figure.gca().loglog(\n", " solution.x1, abs(solution[\"NSR_with_RP\"]), label=\"this lock process\"\n", ")\n", "_ = Figure.gca().loglog(\n", " QNLS[0],\n", " QNLS[1],\n", " label=\"packaged lock process\",\n", ")\n", "_ = Figure.gca().loglog(\n", " current_O4_sensitivity_ASD[0],\n", " abs(current_O4_sensitivity_ASD[1]),\n", " label=\"current nominal sensitivity during O4\",\n", ")\n", "_ = Figure.gca().legend()\n", "Figure.gca().grid(True, \"both\", \"both\")\n", "show()\n", "\n", "tf = TF(\n", " model, [\"DARM\"], [C_B1_DETECTOR], geomspace(5, 10000, C_PRECISION)\n", ")\n", "\n", "Figure = figure()\n", "Figure.gca().loglog(tf.f, abs(tf.get(C_B1_DETECTOR)))\n", "show()\n", "\n", "maximum_amplitude_step: float = max(\n", " abs(diff(angle(tf.get(C_B1_DETECTOR))))\n", ")\n", "\n", "\"\"\"\n", "pole_index = round(\n", " mean(\n", " where(\n", " abs(angle(tf.get(C_B1_DETECTOR)) + pi / 4)\n", " < maximum_amplitude_step * 2\n", " )\n", " )\n", ") # find the index where the curve is the closest to -45°\n", "console.print(\n", " \"Le [strong]pôle[/strong] de la fonction de transfert [strong]DARM[/strong] est à [result]{:.1f}[/result] Hz\".format(\n", " solution.f[pole_index]\n", " )\n", ")\n", "\"\"\"\n", "\n", "\n", "table = Table(title=\"Position des différents miroirs\")\n", "table.add_column(\"miroir\", justify=\"left\", style=\"white\")\n", "table.add_column(\"offset (°)\", justify=\"left\", style=\"white\")\n", "table.add_column(\"offset (m)\", justify=\"left\", style=\"white\")\n", "\n", "for name in [\n", " \"NE\",\n", " \"NE_AR\",\n", " \"NI\",\n", " \"NI_AR\",\n", " \"WE\",\n", " \"WE_AR\",\n", " \"WI\",\n", " \"WI_AR\",\n", " \"PR\",\n", " \"PR_AR\",\n", " \"SR\",\n", " \"SR_AR\",\n", "]:\n", " element: Mirror = model.get(name)\n", " table.add_row(\n", " str(element.name),\n", " str(element.phi.eval()),\n", " str(element.phi.eval() * model.lambda0 / 180),\n", " )\n", "\n", "console.print(table)" ] }, { "cell_type": "markdown", "id": "fd5ff122-8d97-43f2-982a-084ee984b827", "metadata": {}, "source": [ "## Comparaison avec Optickle" ] }, { "cell_type": "code", "execution_count": 26, "id": "fd3b1078-0fd6-4e1b-9e55-b231d9464bdf", "metadata": {}, "outputs": [], "source": [ "model.SNEB.phi = model.NE.phi - 45\n", "model.SWEB.phi = model.WE.phi - 45\n", "model.SDB1.phi = model.SR.phi + 45\n", "\n", "quad_tf: dict[str, SeriesSolution] = dict()\n", "in_tf: dict[str, SeriesSolution] = dict()\n", "\n", "for bench_name in [\"SNEB\", \"SWEB\", \"SDB1\"]:\n", " quad_tf[bench_name] = TF(\n", " model,\n", " [\"{}_z\".format(bench_name)],\n", " [C_B1_DETECTOR],\n", " geomspace(5, 10000, C_PRECISION),\n", " )\n", "\n", "quad_tf[\"DARM\"] = TF(\n", " model,\n", " [\"DARM\"],\n", " [C_B1_DETECTOR],\n", " geomspace(5, 10000, C_PRECISION),\n", ")\n", "\n", "model.SNEB.phi = model.NE.phi\n", "model.SWEB.phi = model.WE.phi\n", "model.SDB1.phi = model.SR.phi\n", "\n", "for bench_name in [\"SNEB\", \"SWEB\", \"SDB1\"]:\n", " in_tf[bench_name] = TF(\n", " model,\n", " [\"{}_z\".format(bench_name)],\n", " [C_B1_DETECTOR],\n", " geomspace(5, 10000, C_PRECISION),\n", " )\n", "\n", "in_tf[\"DARM\"] = TF(\n", " model,\n", " [\"DARM\"],\n", " [C_B1_DETECTOR],\n", " geomspace(5, 10000, C_PRECISION),\n", ")\n", "\n", "modelisation_file = Path(\"TF results/TEM00_2025-05-22.npy\")\n", "\n", "TEM00_TFs = load(modelisation_file, allow_pickle=True)\n", "TEM00_TF_in = TEM00_TFs[0]\n", "TEM00_TF_qu = TEM00_TFs[1]" ] }, { "cell_type": "markdown", "id": "be43f8b2-eddf-4dfc-a342-a54017b571f6", "metadata": {}, "source": [ "### En fonction de la phase" ] }, { "cell_type": "code", "execution_count": 36, "id": "61c3d4e0-b8bc-48e0-83cd-5675c62feba1", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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", 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┏━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┓\n", "┃ Mode ┃ ┃ ┃ ┃ ┃ ┃ ┃ ┃ ┃ ┃ ┃\n", "┃ n\\m ┃ 0 ┃ 1 ┃ 2 ┃ 3 ┃ 4 ┃ 5 ┃ 6 ┃ 7 ┃ 8 ┃ 9 ┃\n", "┡━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━┩\n", "│ 0 │ 7.895 │ 0.000 │ 0.029 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 1 │ 1.918 │ 0.000 │ 0.008 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 2 │ 1.043 │ 0.000 │ 0.004 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 3 │ 0.835 │ 0.000 │ 0.004 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 4 │ 0.474 │ 0.000 │ 0.002 │ 0.000 │ 0.000 │ 0.000 │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 5 │ 0.462 │ 0.000 │ 0.002 │ 0.000 │ 0.000 │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 6 │ 0.255 │ 0.000 │ 0.001 │ 0.000 │ │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 7 │ 0.302 │ 0.000 │ 0.001 │ │ │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 8 │ 0.156 │ 0.000 │ │ │ │ │ │ │ │ │\n", "│ │ mW │ mW │ │ │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 9 │ 0.147 │ │ │ │ │ │ │ │ │ │\n", "│ │ mW │ │ │ │ │ │ │ │ │ │\n", "└────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┘\n", "\n" ], "text/plain": [ "┏━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┳━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mMode \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m┃\n", "┃\u001b[1m \u001b[0m\u001b[1mn\\m \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m0 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m1 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m2 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m3 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m4 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m5 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m6 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m7 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m8 \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m9 \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━╇━━━━━━━━┩\n", "│ 0 │ 7.895 │ 0.000 │ 0.029 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 1 │ 1.918 │ 0.000 │ 0.008 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 2 │ 1.043 │ 0.000 │ 0.004 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 3 │ 0.835 │ 0.000 │ 0.004 │ 0.000 │ 0.000 │ 0.000 │ 0.000 │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ mW │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 4 │ 0.474 │ 0.000 │ 0.002 │ 0.000 │ 0.000 │ 0.000 │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ mW │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 5 │ 0.462 │ 0.000 │ 0.002 │ 0.000 │ 0.000 │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ mW │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 6 │ 0.255 │ 0.000 │ 0.001 │ 0.000 │ │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ mW │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 7 │ 0.302 │ 0.000 │ 0.001 │ │ │ │ │ │ │ │\n", "│ │ mW │ mW │ mW │ │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 8 │ 0.156 │ 0.000 │ │ │ │ │ │ │ │ │\n", "│ │ mW │ mW │ │ │ │ │ │ │ │ │\n", "├────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┼────────┤\n", "│ 9 │ 0.147 │ │ │ │ │ │ │ │ │ │\n", "│ │ mW │ │ │ │ │ │ │ │ │ │\n", "└────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┴────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
Total: 13.538 mW\n",
"
\n"
],
"text/plain": [
"Total: \u001b[1;36m13.538\u001b[0m mW\n"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"SDB1 DC see 13.538 mW\n",
"
\n"
],
"text/plain": [
"SDB1 DC see \u001b[1;36m13.538\u001b[0m mW\n"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"table = Table(width=100, show_lines=True)\n",
"table.add_column(\"Mode n\\\\m\")\n",
"for m in range(10):\n",
" table.add_column(\"{}\".format(m))\n",
"\n",
"for n in range(10):\n",
" row: list[str] = []\n",
" for m in range(10):\n",
" if n + m < 10:\n",
" name = \"B1_power_{}_{}\".format(n, m)\n",
" row.append(\"{:.3f} mW\".format(result[name] * 1e3))\n",
" table.add_row(\"{}\".format(n), *row)\n",
"console.print(table)\n",
"\n",
"somme = 0\n",
"for mode in modes:\n",
" name = \"B1_power_{}_{}\".format(*mode)\n",
" somme += result[name]\n",
"\n",
"console.print(\"Total: {:.3f} mW\".format(somme * 1e3))\n",
"console.print(\"SDB1 DC see {:.3f} mW\".format(result[\"SDB1_DC\"] * 1e3))"
]
},
{
"cell_type": "code",
"execution_count": 85,
"id": "5225d57b-db93-4141-a80f-745b524506ea",
"metadata": {},
"outputs": [],
"source": [
"HOM_data = zeros((10, 10))"
]
},
{
"cell_type": "code",
"execution_count": 86,
"id": "f0cfcf48-2981-48e2-84ab-f3337fcfa4c7",
"metadata": {},
"outputs": [],
"source": [
"for n in range(10):\n",
" for m in range(10):\n",
" if n + m < 10:\n",
" HOM_data[n, m] = result[\"B1_power_{}_{}\".format(n, m)]"
]
},
{
"cell_type": "code",
"execution_count": 115,
"id": "c738e4fb-1da8-4eec-93c9-57cac7ad1f3a",
"metadata": {},
"outputs": [
{
"data": {
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",
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