{ "cells": [ { "cell_type": "markdown", "id": "b51631dc", "metadata": { "lines_to_next_cell": 0 }, "source": [] }, { "cell_type": "markdown", "id": "e05b4e12", "metadata": { "tags": [ "header_banner" ] }, "source": [ "\n", " \"image0\"\n", "" ] }, { "cell_type": "code", "execution_count": 1, "id": "37539a73", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:08.554160Z", "iopub.status.busy": "2025-03-12T18:00:08.553986Z", "iopub.status.idle": "2025-03-12T18:00:12.945093Z", "shell.execute_reply": "2025-03-12T18:00:12.943666Z" }, "tags": [ "imports", "header_0" ] }, "outputs": [], "source": [ "from __future__ import annotations\n", "\n", "from pathlib import Path\n", "\n", "import numpy as np\n", "import rich # noqa:F401\n", "from qcodes.parameters import ManualParameter\n", "\n", "import quantify_core.data.handling as dh\n", "from quantify_core.analysis.single_qubit_timedomain import RamseyAnalysis\n", "from quantify_core.data.handling import load_dataset\n", "from quantify_scheduler import QuantumDevice, Schedule, ScheduleGettable\n", "from quantify_scheduler.operations import X90, Measure, Reset, Rxy\n", "\n", "from utils import display_dict, initialize_hardware, run_schedule, show_connectivity # noqa:F401" ] }, { "cell_type": "code", "execution_count": 2, "id": "1d8cbc89", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:12.949600Z", "iopub.status.busy": "2025-03-12T18:00:12.948599Z", "iopub.status.idle": "2025-03-12T18:00:12.953260Z", "shell.execute_reply": "2025-03-12T18:00:12.952547Z" }, "tags": [ "config", "header_1" ] }, "outputs": [], "source": [ "hw_config_path = \"configs/tuning_transmon_coupled_pair_hardware_config.json\"\n", "device_path = \"devices/transmon_device_2q.json\"" ] }, { "cell_type": "code", "execution_count": 3, "id": "38304ae3", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:12.955487Z", "iopub.status.busy": "2025-03-12T18:00:12.955265Z", "iopub.status.idle": "2025-03-12T18:00:12.959292Z", "shell.execute_reply": "2025-03-12T18:00:12.958670Z" }, "tags": [ "header_2" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Data will be saved in:\n", "/root/quantify-data\n" ] } ], "source": [ "# Enter your own dataset directory here!\n", "dh.set_datadir(dh.default_datadir())" ] }, { "cell_type": "code", "execution_count": 4, "id": "8caca7dd", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:12.961065Z", "iopub.status.busy": "2025-03-12T18:00:12.960882Z", "iopub.status.idle": "2025-03-12T18:00:13.456879Z", "shell.execute_reply": "2025-03-12T18:00:13.456175Z" }, "tags": [ "header_3" ] }, "outputs": [], "source": [ "quantum_device = QuantumDevice.from_json_file(device_path)\n", "qubit = quantum_device.get_element(\"q0\")\n", "quantum_device.hardware_config.load_from_json_file(hw_config_path)\n", "cluster_ip = None\n", "meas_ctrl, inst_coord, cluster = initialize_hardware(quantum_device, ip=cluster_ip)" ] }, { "cell_type": "markdown", "id": "3d3abf45", "metadata": {}, "source": [ "# Ramsey Spectroscopy\n", "Here we demonstrate Ramsey Spectroscopy, which is used to tune the $|0\\rangle \\rightarrow |1\\rangle$ drive frequency more precisely.\n", "Ramsey spectroscopy is also used to find $T_2^*$." ] }, { "cell_type": "markdown", "id": "bb286980", "metadata": { "tags": [ "no_demo" ] }, "source": [ "## Setup\n", "In this section we configure the hardware configuration which specifies the connectivity of our system.\n", "\n", "The experiments of this tutorial are meant to be executed with a Qblox Cluster controlling a transmon system.\n", "The experiments can also be executed using a dummy Qblox device that is created via an instance of the `Cluster` class, and is initialized with a dummy configuration.\n", "When using a dummy device, the analysis will not work because the experiments will return `np.nan` values.\n", "\n", "### Configuration file\n", "\n", "This is a template hardware configuration file for a 2-qubit system with a flux-control line which can be used to tune the qubit frequency. We will only work with qubit 0.\n", "\n", "The hardware connectivity is as follows, by cluster slot:\n", "\n", "- **QCM** (Slot 2)\n", " - $\\text{O}^{1}$: Flux line for `q0`.\n", " - $\\text{O}^{2}$: Flux line for `q1`.\n", "\n", "- **QCM-RF** (Slot 6)\n", " - $\\text{O}^{1}$: Drive line for `q0` using fixed 80 MHz IF.\n", " - $\\text{O}^{2}$: Drive line for `q1` using fixed 80 MHz IF.\n", "\n", "- **QRM-RF** (Slot 8)\n", " - $\\text{O}^{1}$ and $\\text{I}^{1}$: Shared readout line for `q0`/`q1` using a fixed LO set at 7.5 GHz.\n", "\n", "Note that in the hardware configuration below the mixers are uncorrected, but for high fidelity experiments this should also be done for all the modules." ] }, { "cell_type": "markdown", "id": "a6a39ac9", "metadata": { "tags": [ "no_demo" ] }, "source": [ "### Quantum device settings\n", "Here we initialize our `QuantumDevice` and our qubit parameters, checkout this [tutorial](https://quantify-os.org/docs/quantify-scheduler/tutorials/Operations%20and%20Qubits.html) for further details.\n", "\n", "In short, a `QuantumDevice` contains device elements where we save our found parameters. Here we are loading a template for 2 qubits, but we will only use qubit 0." ] }, { "cell_type": "markdown", "id": "3bd28531", "metadata": {}, "source": [ "## Ramsey oscillations" ] }, { "cell_type": "code", "execution_count": 5, "id": "bf0b28a6", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:13.459924Z", "iopub.status.busy": "2025-03-12T18:00:13.459683Z", "iopub.status.idle": "2025-03-12T18:00:13.466003Z", "shell.execute_reply": "2025-03-12T18:00:13.465460Z" } }, "outputs": [], "source": [ "# This schedule can also be imported from from quantify_scheduler.schedules\n", "\n", "\n", "def ramsey_sched(\n", " times: np.ndarray | float,\n", " qubit: str,\n", " artificial_detuning: float = 0,\n", " repetitions: int = 1,\n", ") -> Schedule:\n", " r\"\"\"\n", " Generate a schedule for performing a Ramsey experiment.\n", "\n", " This measures the dephasing time :math:`T_2^{\\star}`.\n", "\n", " Schedule sequence\n", " .. centered:: Reset -- pi/2 -- Idle(tau) -- pi/2 -- Measure\n", "\n", " See section III.B.2. of :cite:t:`krantz_quantum_2019` for an explanation of the Bloch-Redfield\n", " model of decoherence and the Ramsey experiment.\n", "\n", " Parameters\n", " ----------\n", " times\n", " an array of wait times tau between the start of the first pi/2 pulse and\n", " the start of the second pi/2 pulse.\n", " artificial_detuning\n", " frequency in Hz of the software emulated, or ``artificial`` qubit detuning, which is\n", " implemented by changing the phase of the second pi/2 (recovery) pulse. The\n", " artificial detuning changes the observed frequency of the Ramsey oscillation,\n", " which can be useful to distinguish a slow oscillation due to a small physical\n", " detuning from the decay of the dephasing noise.\n", " qubit\n", " the name of the device element e.g., :code:`\"q0\"` to perform the Ramsey experiment on.\n", " repetitions\n", " The amount of times the Schedule will be repeated.\n", "\n", " Returns\n", " -------\n", " :\n", " An experiment schedule.\n", "\n", " \"\"\"\n", " device_element = qubit\n", " # ensure times is an iterable when passing floats.\n", " times = np.asarray(times)\n", " times = times.reshape(times.shape or (1,))\n", "\n", " schedule = Schedule(\"Ramsey\", repetitions)\n", "\n", " if isinstance(times, float):\n", " times = [times]\n", "\n", " for i, tau in enumerate(times):\n", " schedule.add(Reset(device_element), label=f\"Reset {i}\")\n", " schedule.add(X90(device_element))\n", "\n", " # the phase of the second pi/2 phase progresses to propagate\n", " recovery_phase = np.rad2deg(2 * np.pi * artificial_detuning * tau)\n", " schedule.add(\n", " Rxy(theta=90, phi=recovery_phase, qubit=device_element), ref_pt=\"start\", rel_time=tau\n", " )\n", " schedule.add(Measure(device_element, acq_index=i), label=f\"Measurement {i}\")\n", " return schedule" ] }, { "cell_type": "code", "execution_count": 6, "id": "978c0709", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:13.467881Z", "iopub.status.busy": "2025-03-12T18:00:13.467693Z", "iopub.status.idle": "2025-03-12T18:00:13.471784Z", "shell.execute_reply": "2025-03-12T18:00:13.471272Z" } }, "outputs": [], "source": [ "tau = ManualParameter(name=\"tau\", unit=\"s\", label=\"Time\")\n", "tau.batched = True\n", "\n", "ramsey_sched_kwargs = {\n", " \"qubit\": qubit.name,\n", " \"times\": tau,\n", " \"artificial_detuning\": 0.0,\n", "}\n", "\n", "gettable = ScheduleGettable(\n", " quantum_device,\n", " schedule_function=ramsey_sched,\n", " schedule_kwargs=ramsey_sched_kwargs,\n", " real_imag=False,\n", " batched=True,\n", ")\n", "meas_ctrl.gettables(gettable)" ] }, { "cell_type": "code", "execution_count": 7, "id": "0ee258e3", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:13.473729Z", "iopub.status.busy": "2025-03-12T18:00:13.473553Z", "iopub.status.idle": "2025-03-12T18:00:14.345912Z", "shell.execute_reply": "2025-03-12T18:00:14.345149Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting batched measurement...\n", "Iterative settable(s) [outer loop(s)]:\n", "\t --- (None) --- \n", "Batched settable(s):\n", "\t tau \n", "Batch size limit: 125\n", "\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "7fa83ffe44834d07baa14b457e627c41", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Completed: 0%| [ elapsed time: 00:00 | time left: ? ] it" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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"2025-03-12T18:00:14.363770Z", "iopub.status.busy": "2025-03-12T18:00:14.362996Z", "iopub.status.idle": "2025-03-12T18:00:15.857442Z", "shell.execute_reply": "2025-03-12T18:00:15.856046Z" } }, "outputs": [ { "data": { "image/png": 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JMIOpzFon+rX1jHcBeNnJexbjhnW0SvK7bL7nzkxp3w+gSlHxCiHioIx8fQ3KNFJ3yQYwDUBR01HN12n9fnK3Z6BMBx4GwNHSA1UApDjR3hUon03W/Ez/5tqpV9buCxEREVGxMNlGVA4JIToLIQoBnDcd2mi1mHkni7INTItNhxbRZoipXEMb5+YLIf7PTj2NEGKqUDYHuGm1yLUUQkgo67WVmJTyFynl/5woWt307yWLY+Yva1dQNPP6TreSRlLKc1LKCUUlB4QQwQAqwM6IDoty3kJZRL+qECJKOF4sPxyArzOxm0YfXbeKPU1KOVpKmWO/5m1JPevYqznTt0ky7ky2+eLv9b+K8jCAL5wsa1MJ3yeQUr4rpbzsqKLpXgXhzuuqBuCm6TkUJRnKaMlIewVMibgFUJ7pVHvlpJRGKeXYouI2qQ6rZyyl/F1K+bUTdYMAZDuRJHOohM/I1/SvM++pVVDWmLMbrxDCD8o6dbugTNV1GyllnpTydSllUbEGmf61WU4I0UQI8b1QdvUssPh8vSmE2CuEeMaJhGJdADOhJDl/LyKeRCjrExYlCMr0est+zgA4bfpxi0WsecK0G6m77gsRERGRp9jdKY2I7mkHoUw/i4CyFtjn+HvEVSGUHeDMwk2vUACpDtoMMZWLhLLAuqXqsPF5Yvpytx7K+lPLAfyE2zcNMGsNZSSFdX01gCDTdC+3MLU5EcA5KaVlgsg80iLvjkpWpJQ5pu+t/i6EMAnK9EJbo9AChBCzAPSHMs3Kkl4IkQBljaLVVskBp2M3yYFrsQ+Hkii0nu5pXq/O2b4r2zh+63qEEL5Q1nsyuyZNC6hLFzbgcIWD94mzmkK5xzutjhf3XgGOn9U/AHQC0EpKaW+UkNOEsrtnPIBPXGziQdx5zaXCiWckTeUEgEpQpi0CymiqVKkowN9/lLDnP1Desz2klEYPbX75IOx8bgghukJZR/AklDXlrkBZv1EFJbnbGMp0Wz8ANhOYps01lkL5b8c0J+I5BOBfQoiqUspLtgqY7nt73P7fGwB4Gcr06regjAY2J97y4NxoREt27wsRERGRJzHZRlQOmdaC+lIIUR1Ksm2NdMOueS7oC2Wh865Syt/sFRJCZMFGsg3KLnePCyEaSymtE3zFJoSIgDJd8iEA3UraXjH71kD5cvk6gPeklIlWRQqgJDSfgvLF+DSU9dH0UNYpi4Iyqus7KInUz+9G3MCt0VMvQdlpdaGUckcp9TMKyrXF4fb/PhmFEBcBfAngU9NU3FJT3PeJECIIf4/y8Yayc+t0KFNND5RSmBBCNAfwAZT130o0tdGUGBkCJRmzHcpaZkWVr4y/14MMg7JTbxcoCZBS5eQzqiyEmAagI5Rkm6VMIcReAFOllAcd9NMbwAsABkgndywtKaHsihxg+tEXSuL2EwDTpZRXbVT5GMoOwo/YW0dQCPE1lHUd7Y0W/ABALSij/JzZEXojlB2P1wgh3oLyeWVO9goon1cjATSEsgHKLVLKtUKI41A+D7+XUm51oj9X7gsRERGRxzDZRkSlqROUhe/tJtqKkA5ltIMzU+4cEkIMgjL9MADAU84mH4UQ66Esal9dSuloDSNHbcRDmerXGMo0tPdsFJsLIAPKAvb2Fs7/UggxE8A7QohvnJj2+SWU5F28lPK0o7IO2qgBZZpvRyijE8c5WW+Yqd5IKeUiJ6p0ANAVyjP6CIDO3BSURElLKBtTNILtxKxbuPg+OYU7p3pegrKTaJHTKU3JuvMA/pRSPuxknIFQRiJtQwmnNgohKkG55gEAtgAYXNT6ewCeh5L8tPaalPLPksRTlGI8o0VQRmq9BSVxbU4i+UHZQOEZAH8IIZpIKf+y0U9lKO/heVLK1e69CtuEEAFQpgRbTxs/BGVUq3X5ClB+J94sIkn2f1A2d7DVZ3coIySfklIWNcoPACCl1AshXoTy/lvnoOgYKeU+Z9p0pLj3hYiIiMjTmGwjotJUHcAFVytLKcdA2QHQZUKIKChTlQZCGWU0spijgCpAWReo2J+XpumQr0EZzXYDwCAp5Xe2ykoprwGY5USzc6GM/qqDO6dnWasAZQqij5Mh32KaojcOypQyg+l/f1mMtbi0UEZ5BRVV0CQCQH0p5Tk7578WQuwGsFAI8W8p5RGLWH3hYF0zADeKWvuphO+TR/H3tF9/KO/70VASOc2llI6mZwNKAiEIyshGZ80EUBHAQ9LFXYAtRrN9BuV5vQ3gfSdHNi2DklAUUKYrhkPZQfQDIUS+lPK2aageekYbpJTPO2hvJoCjUBJR/a3OqaAk69KgTFV1SkmvU0qZLZQ1NUNMh4KgjDh7EcBWIcSDVuv9mdc/dDj90vR7dcfni2mE4AIoz/NbR21Y1WsH4DcoydnvoWwQU2A6bR6J2w3K+2G/lLJEIzxduC9EREREHsVkGxGVpmBYLS5/t5gSCSOhTOczT4P8wokRO9Y6AvCRyk6axem/PYCvoCTF/gfgjeK2YYd54foaKDrZNgzAOCnlzeJ0IJRNMOYBaAVlNNskF9Yt+xLAagDXnCz/u4NEm9lSKDtqxgM4YnH8awBDHdTbA6CtrRPueJ/YSiQIIT4HcAZKonVyEfXThRDhcHIEpxBiCIARKMHURiFEDIDZAHpASZqMLc7oR9N72XpE01dCiKMA/i2EWGCVZPTEM1rm6KSUskAIsQzA0zZOT4Hyu9/OiUX6Lbl8nRZx3bHmnWka6BkAz+H2pJnW9G+xNwgwJRTnQ5mqPq6Ym1p8DuX5D3BQ70shxKcAFgshGrhh04zi3BciIiIij2KyjYjKHSGEN5Qvg88BWAtlOp9LST/T+mDFWiNMCDESSiLjJIC2Ukp3Lt5tnspa5E6AphFKxU209YSy1lgqgF5Syp+LHaHStwSQUowqzuykWiiEuIq/d6A0ex2O1xizmcRz5/vEmmkkzhIAvVFEss1U3qlErGkdxtkowdRGIUQrAD9C+f8AwwEsKmkixMJcADMAdIeSHDXzxDNydmfhakIIlXmEoOn+vAfgbSd25bTm0nUWRUqZLIT4Gcr7yV1JpQlQntNDDqau30EIURVAEyh/QCjqfTPP1E8TFP3HgWIrpftCREREVGJMthFRuWIaBfMdgF5Qpn/918lEgnn9Mz+HpZQ+zLtD3rFmmhDiH1CSDYsAjHZ2h0ghhHAyTltbITodu4k/bMf+OJQEySYAQ52Y/mjZf4n6xt9T0IpSgL93lQQAmDabSHSyPgDX3yemeionR75dhLI2mKXi3itzHfPU3iWmn6ebkh72hJqmXV61vC4hxINQdq48AaCfdHJ3VyGE2plrllJmCiEyYHXdd/MZWXDmPWXetVMFZSMO81p4J6GMyLJ1j81ThisJIcJNU8ABFP86TaPLpJPXdRHKJiklJoRoAuBDKGvSnbVznaGmf6sKIdIsEsJVTP86k/Q0j8SNRTGSbZ66L0RERETuwmQbUfmWbfrX30EZ80L0gUW05crnRYYT7QK2E0iuegJAHwBPSCmXFlXYgjnpEAllHSdHzF82b1tMXAhRE8qufnOgLAxenMTAPiHEf6WUC4soZx7RZjli7TqU0XeO1ooyx6iBsuGAdewVoIwg+hXAo8WcbpvkTN8mVQBY7yybAefXlfNFMUca2uHq++RdKDss9nOirBp/79BolgQlEebjxBpTVaBMLTXvtNgcQBvT/z5RRN1/m15DYZpOaRolNhvKzpHti5EIDgKQLITo5OTmB7au2xWuPiNzUsiZ95QvlI0TzOve9YSSGAKsfkdsWAIAQog2JRi9ugDKeo6TnChr6746+/ltbTSUpPWzppcj5wHkCCG0ps8F8++f9WYFtpjLFHddwZLeFyIiIiKPYrKNqHy7AWUUjPXoGkuJpn9j4HjkQXsX+k+Esu5RURq70PYdTKMhPgKwophfzgFlbbFcKOspbSyirDnhYf1l/D0oU9cmuTAtLxvK6Iyikm3mBdETzQeklFIIkQgl9rlF1G9t+tc69legJCeecWFdu/MAugohvBwtri+E0AKIgzKF0dIFAC2K6kQI4QNlIX6ndkx00E5J3ieZADo4ORKxBu4c5WSOvTWUnRwdaQMg0WIDhINQpv1p7FcBoNzfWQB+AbDd4vgzAOoBaORsos0kB8rIr3YAHCbbhBBhUBI/icVo31Y7JXlG5k1ZqgA4XkTZaNx+j9dBSbg5SiRFQFmP8Z8A/kAR96QImVB24nWGo/dTNTj4/DbtKtxDSvmF6dD7AIqaIt4VyhTQvgCuWXwumO9vNRR97ebPq+L+zpb0vhARERF5lpSSL774KscvKCOVDkFZ5N/WeQFlJNdGAF52yjSAMlVHAuhq4/xWAIttHO9vqtPZQXzdoHyxktb9Q/mDQMViXGtVUzt9XbxXM6DsPli/iD7OAFhl49wZAJ+62Pf/QRmRE+OgjArKKKWL1s8TyqLxhVBGLNmrHwplgfb9UKZCWp7bBGCNi7HHQxm5MhWAsFPGG0oCKBtAlNW5Aab6zYroZ6KpXF1X4nTH+wRKAkwCGFZEuUgA6QCm23iG+03PIdRB/QdNz/MlF2KUAEbZOP4VgEMu3rMNps8JXwdlBJSpidkAIjz4jMyfaaut3+dW5YJMv0vfFrP96vY+C12IdajpPd2hiHINTe+HF22cOwxlkwubn9+mMl8DOFrM2EbAxuey6dyfUD73vR3UV0HZ4fQqAD+rc7VMbXcqrfvCF1988cUXX3zx5ckXR7YRlX9TAfwO4IQQYjWUEQDfStOC2FJKaVpnbD2Aw0KIn6B8ORJQRhE1A9AZyk6AU4vZ9/dQvpBtMO36dxLKtCd/KKNDHoQyNe5HKNPFrC0GMFgI0UhKaT310Ja6pn8bF7GeFaB8QVsub18Y/H0oC20fEUJ8B2W63XXTuVAoIygGma7hVcvGTKOuagCoKIR40YlYN0opEyx+/g+Ap6A8g2+hjB4xjz5SQ0nedINyv4bJO6cgzobyBXWHEOIHKCN6UgAYoEw9rQYl+ekNoKf8eySPWV3TdTsT++9Syn3mH6SUh4QQM6AkWvoLIXZBWXg+H8r6ZFVNsdeF7Z1NVwPYCWCXaVOBM/h7IwgBoKLpuh8F8LnVfXOFy+8TKeUeIcRiAIuEEP2hjDbLgJI4AJT3dgyUnWDzAUyzbExKaRRCTIAyqihBCPE9lGedAeU5R0AZ/dcHSkJudkku1EpdAHlOPuO/pJSbLX5+GUqSMEEIsQLKCE696ZwKytTkdgAeAvCmlLI4m2PYixVw7RlJIcTLUEb27RNCbIAyctU86tIHyntyCJTdPN8oYawlsQLAGAAbhRDLoUwPzrQ4HwglMTUMQAKUKerWJkH5o8oRIcSPUD6/zWvRRUPZnKAblIS8u7wM5Q805j4v4+/7a34fdwXQEsAIWbyRlIB77gsRERGR53g628cXX3yV/gvKF9cVAE5BGXXykI0y8QDWQEl0FJhel0312gEIgZK8aWij7nwA/2enbw2UxNQ+KDtcSihr/lyEMkqrFZTpk+dw52irL6FMYavt5HV2hfKFTzrxKoSNEXdQ1nB6E0ry57JF+esA9kKZ2hZso54WfyddnHn900Yb4QD+C+Av03WbyxqhJEnXA2jn4PrVAF4AsAXK2mBGU/00KImSLwFE2ql7vhixz7PTRjco0/ASoCSaJJSE4XEAq+Bg5BqUBMibAA6Y4rXsLwVK4mmE9XvExd+HEr1PoCQsx5nu6U2r8tlQRlX9D0CYgxiioCTS9ltcr9H03LYAGAtA7eL1nQPwiI3jW4rxjH+zUb8+lN/Zs1ASbZblk6Ek1h9z02eWO36Xm0JJ5J+zaisPSuJ/AYBqLsQWAiV518hN1xpgeu8fxp2fITooCd1pAAIctNEYyh83zJ/f5vqpUKa6Pgs7o04dtPkwlM8dm79zABrh7/9mWN5fI5QE8q+wMzINSgL9GhyPIi7xfeGLL7744osvvvjy1EtIKUFEREREREREREQlp/J0AEREREREREREROUFk21ERERERERERERuwmQbERERERERERGRmzDZRkRERERERERE5CZMthEREREREREREbkJk21ERERERERERERuwmQbERERERERERGRmzDZRkRERERERERE5CZMthEREREREREREbkJk21ERERERERERERuwmQbERERERERERGRmzDZRkRERERERERE5CZeng7gfiWEEAAqA8j0dCxERERERORxQQAuSymlpwMhIqKSYbLNcyoDuOTpIIiIiIiIqMyoCiDZ00EQEVHJMNnmOZkAcPHiRWi1Wk/HQkREREREHqLT6RAdHQ1w1gsRUbnAZJuHabVaJtuIiIiIiIiIiMoJbpBARERERERERETkJky2ERERERERERERuQmTbURERERERERERG7CZBsREREREREREZGbMNlGRERERERERETkJky2ERERERERERERuQmTbURERERERERERG7CZBsREREREREREZGbMNlGRERERERERETkJky2ERERERERERERuQmTbURERERERERERG7i5ekAiIiIiIiIqGwRQngB0ALwBb83EhFZKgCQCyBTSmmwVYAfmkRERERERAQhhDeAWiqVKi4mJqZVcHBwqEaj8VKr1ZwRRURkYjAYjHq9viA1NfWaEOJ3AMcBJFom3phsIyIiIiIius8JIapGRESMiY2NrREXF+f7wAMP6OrVq6fTarUFfn5+Rk/HR0RUFhiNRuTm5qozMjK8jx49Gv3HH3/US0hIyD5z5swJIcRsKWUqwGQbERERERHRfU0IUTU6OvrFfv361XrppZfO1qpVK9fTMRERlXUdO3ZMNRqNOHLkSNBnn33Wat26dWohxP+klKlMthEREREREd2nhBBhVatWfbFfv3613n///ROBgYE21x8iIqI7qVQqxMfHZ37wwQcnADRft27dOCHEx5x7T0REREREdP9q2rJly9pMtBERuS4qKkr/7rvvnoyLi2sEoD6TbXSLNHIpBiIiIiKi+4UQQoSFhTVv3bp1PhNtREQlEx0dnd+0aVOVr69vYybbCKnffInzjz6E9OWLPR0KERERERHdPVFVq1at07Zt2+ueDoSIqDx44IEH0qpWrdqMyTaCLCxEYcoVXDiwH5d02Z4Oh4iIiIiI7o6YiIiIoNatW6d7OhAiovKgTZs2qeHh4RWZbCNs9w4BAFz68yCqzfwO8w6e8mxARERERER0N/hptVp4eXlJTwdCRFQehIeH6729vb2YbLvPXdJlY9yZdABArcwb0BToMfrnPRzhRkRERERU/mn8/Pw8HQMRUbnh6+tr1Gg0Kibb7nOnU3W46hOAGz7+UEOiju46DFLiTKrO06EREREREVEpE0J4OgQionJFpVJJL08HQZ5VO1QLlUqFv4Ij0eHaOTTMuIrjFaugVqjW06EREREREVEZk5qa6jVq1KgO27dvj8vPz/exPKdSqYyVKlVKmzx58pYxY8YkeihEIiKPY7LtPldVG4A5Pdvgr7+2mZJtKejcsw2qagM8HRoREREREZUxI0aM6HTz5s3AP//8c25MTEye5Tmj0YglS5ZUHT9+/MCGDRsuaN++fZqn4iQi8iROIyWMbFoH45/oBwAY5J2HkU3reDgiIiIiIiIqi3bu3Bn37bffrrdOtAGASqXCk08+eemhhx46vHDhQn6pIKL7FpNtBACo3LQpAEAmnoNRr/dwNEREREREVBbl5ub6Vq9e/Y5Em6U2bdpcEkJwh1Mium8x2UYAAK+oKlBpg4HCAujPnfZ0OEREREREVAb5+/vnJSQk+DsqM3ny5NOzZ8/+w/xzfHz84M2bN1e0V37WrFmxDz/88COWx9577736AwcOfGj48OHtKleuPFar1b4cHBz8j/r16z81Z86c6omJib6dOnXqHRUVNTYoKGhyUFDQ5NjY2GeXL19e2br9mJiY537++edKDRo0eLJChQoTg4KCJkdGRo575JFHuqenp3u999579evVq/d0SEjIpMDAwMmhoaETH3vssS45OTm3fV82Go146aWXmkdHRz+v1WpfDgwMnBwUFDQ5NDR0QuvWrfvv3bs32Lrv+Pj4wXv37g1es2ZNRKtWrQaEhIRMqlev3tPm85GRkeMc3cs6deoMP3bsWKCjMkRU9jDZRgCUXYh86jYAAOSf/MvD0RARERERUVnUqVOnI0888USvAwcOaI1Go1N1srOz/TIyMrztndfpdJrs7OzbNlvIyMjwWb9+fXM/P7+CkydPztHpdDPS0tI+njp16tbJkycP6Nmz58DOnTufPX/+/OzMzMzpaWlpM0aOHLl73Lhxg6yTZFlZWQFTp07t9t///veXmzdvfpqZmTn9yJEjc2/evBnYoUOHQStXroz/9ttv16Snp3+SlZU1ff/+/bNPnDhR9Y033mhi2c5bb73V8Lvvvmv1v//9b016evqMrKys6ZmZmdPPnTv3eaNGjZIfe+yxJ637zs7O9lu2bFnNKVOm9BgxYsSfp06dmnXy5MmFFtfpcGe67Oxsv8zMTK61TnSPYbKNbvGtZ062HfdwJEREREREVBZ988032xs0aHClT58+T4SEhLxsHlUWFBQ0OSwsbHzTpk0Hr1u3LtwdfUVFRd348ssv/9BqtQZAWRNuxIgRF+vVq5dYoUKFrLfeeusvX19fIwB4eXnJN95442RQUFDWr7/+Wsm6rZdeeml3165db6pUylfg8PDwgg8++GDr0aNH68yePfuX5s2b68xlY2Njc1944YWdW7ZsuW3duX379lUdN27c1t69e18ztwMAISEhhXPnzv09ODg4a/78+dWs+167dm3TnTt3Lhk3btz58PDwAnfcGyIq25ghp1t8TMm2PI5sIyIiIiIiG7RarWHRokU7Aey0Pnfjxg3vr776Kvapp556Yvv27V81bNgwqyR9RUdH37B1PCoqKl2r1ebbOhceHp5+7ty5IAAplsfbtm17R1utWrVK9/LyKnzggQfSrc/FxcWlp6WlBVkeW7Vq1UZ/f3+DvXhjY2NTEhISKgA4b3m8S5cux5lkI7q/MNlGt5inkepPn4QsLIDwsjvSm4iIiIiI6DZhYWEFr776asKhQ4ciPvjgg6ZLlizZUZL2NBpNoa3jPj4+Bh8fH5vnvL29DXl5eXd8z9VqtXeU12q1Bi8vL4PlKDWzgIAAQ2Fh4W3t5OTkqB5//PGu+/fvr52bm+trXUev12uqVq262fp4w4YNbSYNiaj8YrKNbvGOrgZVQACM2dnQJ56DT626ng6JiIiIiIjKiKSkJN8NGzZEPPfccxcclWvSpEnKunXr6t2tuO6WZ599tlNeXp7XwYMH51apUuWOkXVDhw7tYKuev7+/zcQgEZVfXLONbhEqFXzq1AfATRKIiIiIiOh2+/fvD5k+fXrHosoJISClFOaffXx8CrKysuwO9NDr9ffE99LDhw/XeP/993fZSrQBgNFoFLaOF0E62mgiLy9P40KbRORh98SHGt09mjrKH6DyT5/0cCRERERERFSWNGvWLD0lJaViXl6ew++Rx48frxQdHZ1q/jkyMjLt8OHDYfbKb9q0qbY74ywtRqNRpVarpZ1zOHTo0B2bIxQlKCgo+8iRI0G2zu3ZsyckNTW1QnHbJCLPY7KNbuNT25xsO+XhSIiIiIiIqCypXr16Xr169S7079+/25UrV+4YcVVYWCjmzJlTfd26dc1feeWVQ+bjY8aMOTh//vwHly5dWsU8istoNGLv3r3Bjz76aLekpCS37F5a2ho0aJD0zjvvPJCTk3Pre7TRaMSmTZsqPvTQQ72zsrL8ittm9+7dDz377LOPHD9+PMB8LD093WvGjBm1Bw0aNNjX19fmKDoiKtu4ZhvdxrxOm/70SUgpIYQrI6GJiIiIiKg8+v7773967rnnOjZu3Hh0Xl6ej+U5tVptiIyMvPH5559/17x5c535+MCBA68kJyf//MYbb3QfM2ZMiNFoVPn5+eVFRkbe7Nq168nu3buf/fHHH29bMFqr1eoDAgJsJpoCAgLyg4KC7J7TarV6q2M5vr6+NncR1Wq1mbaOBwUFFQYEBORaHps3b97mYcOGda9cufIEg8GgFkLIwMDAnKioqBvDhg07eOLEiWuBgYHWfecFBwfrYcfs2bN3jxs3rnXnzp1HmDdd8Pf3z42Ojr42Y8aMH//xj3/0sVeXiMouIaXNUbBUyoQQWgAZGRkZ0Gq1ng7nFmNeHs52bAYYjajxy3Z4hd0Tf2QiIiIiIrpn6XQ6BAcHA0CwlFJXVHl3EUJ0Hz58+Kj58+cfv1t9UvFUqVJlzHfffbesTZs26Z6OhYic06NHjzhOI6XbqHx94R1THQCQfyrBs8EQERERERGVY9WrVx/l6LzBYFAFBARwN1OiewyTbXQH81RSbpJARERERERUevR6vfenn35ay9amE5s2baqYl5fn06BBg2xPxEZEruOabXQHnzp1kbXpF+hPc2QbERERERFRafnoo49+fPXVV3u9/vrrA9Rq9a115YQQ0t/fP/edd975wcvLi2s/Ed1jmGyjO/y9IymTbURERERERKXlySefvPTkk0/O9nQcRORenEZKd9CYdyS9cA5Gvd2Nc4iIiIiIiIiIyAqTbXQHr4hIqLTBgMEA/fkzng6HiIiIiIiIiOiewWQb3UEIAZ/aptFtp7hJAhERERERERGRs5hsI5tu7Uh6huu2ERERERERERE5i8k2sklTx7RJwikm24iIiIiIiIiInMVkG9lknkaaf/okpORO00RERERE5F6PP/54p8mTJ8d7Og4iIndjso1s0sTWBlQqGDPSYbhxzdPhEBERERFROfDjjz+Gv/LKK02MRuOtY3l5eaqRI0e2PnbsWKAHQyMichsm28gmlY8PNNVqAADyz5zycDRERERERFQe1KlTJ+vQoUOV69WrN/z8+fNhBw4cqFqvXr1nMjMzfcLDw/M9HR8RkTsw2UZ2aWJrAQD05854OBIiIiIiIioP6tatm7Nx48ZfJk2atP3QoUP1fv/997jPP//8xxUrVmwLDw8v8HR8RETu4OXpAKjs0tSsDfy2Afqzpz0dChEREREReVh0dPTzly5diipOHX9//5zs7Oz/mH8+c+aM30svvdTh7NmzkfHx8ScDAwPzXnjhhd4LFy48M3PmzN1MuBFRecBkG9llHtmWz5FtRERERET3NaPRiNjY2CsxMTG3LeickpIScvbs2WoajUbfokWLE9b1YmNjb1j+/Ndff2nj4uJS1q1bt2HIkCGdYmJi0n/55ZefX3jhhVbXrl3zYbKNiMoDJtvILp+adQAo00il0Qih4qxjIiIiIqL7kUqlwrZt2360Pj506NAOZ8+erVajRo3kXbt2rSmqnT59+qT06dMnxfKYr6+vcd68eXtLGuOsWbNiP/744043btyoYDQahRACQgjp6+ub371790OzZ8/e7e/vf2tnhqSkJN8XXnjhwf3799fKzs72l1IKAPD398+Ni4tLnDlz5ta4uLhsR31+8cUXNSZMmPCEj4+P3fXm1Gq1YevWrV/Fx8dnlvQabUlJSdF06dJlYJcuXU5+9tlnfxZV/rXXXmu8cOHCtpmZmQHmaxZCSD8/v7xevXr9+b///e93X19fY1HtEJF9TLaRXd5VYyC8vSFzc1B45TK8q1T1dEhERERERFSGJCQkRAJA7dq1rxS37ooVK7a6K449e/aEvPnmm499/vnnK4YOHZqsshgokJCQ4D906NBHx4wZ02bhwoW7AECv14t27do93aZNm4QdO3bMj42NzTXXuXjxos+7774b37Fjx5EnT578IiwszO5ou7S0NJ+WLVsedybR6Ix27dr13b17d5PZs2cveP755xOLKp+cnOzToUOHJ9LS0oKzs7PPFVV+zpw51b/55pv2S5YsWd65c+eblueOHz8eMHTo0D4TJkwwzJ49+48SXAbRfY9Dlcgu4eUF7+qxAID8c1y3jYiIiIiIbpeYmBgFAE2aNCl2ss2d1q5dG9OyZcuEYcOG3ZZoA5RNGT799NONW7ZsiTMf+/DDD+tXqlQpfcWKFdtq1aqVa1knOjo6f+7cub83a9bs9NSpU5vfvasontTUVK927do91aJFi3Ndu3Y95Eydn376qdagQYN+t060AUBcXFz2xx9//Ov69esbuz1YovsMk23kkE9sbQDgJglERERERHSbxMRE37S0tBAA6NSpk0eTbQ8//HDyxIkT99s737hx40ydThdo/vno0aPhrVq1SnTUZufOnc+dOnUqwo1hupXRaBTDhw/fs3z58m3O1mnduvWlwYMH2x0BFx8fr0tLSwt2T4RE9y9OIyWHNDWVTRKYbCMiIiIiIku//PJLFABoNBp9p06dUj0Zi62RWpYOHz6srVat2q2EYEpKirZx48YpjurUqFEj8/r162U28RQWFlbwzjvvHC9Onddff/2ko/MbN24MDw8PL/JZRkREvJCSkvK5vfPx8fGDP/74403m51JYWCgeffTR7rt27WoopYQQAgBg/t9dunQ5uHr16t+sRyUS3auYbCOHNLF/b5JARERERERk9scff0QCQJUqVVK8vLykp+OxxWg04tixY4ETJ07sNnDgwMPm4waDQaVWqx3GrNFojAaDocjsT0pKSoWOHTv2TkhIiM7JyfEzbzoQFBSUHR8ff3bWrFk7YmNjcy3rmNdms9fm6NGjh48ePfqO486u5eaKgwcPBk2ePPnR0aNH7yiqrE6nC3J0Pjs72y8jI8Pb/POHH35Y79KlS6F79+79wnrTiXPnzvk9+OCDT3/55Zfnxo0bd971KyAqO5hsI4d8apqmkSaehTQYINRqD0dERERERERlwYkTJ6IAoGbNmqU2hdS0c2ab5OTk2c7W2b9/v7Zr164jDQaDurCw0CsvL8/nwQcfPPj666+fcHd89evXT8/JyfFp3rz5pc8//3xLvXr1sr28vKTRaMTZs2f9p06d2vrRRx8dcOzYscWWo7ZatmyZZKu9hISEmJs3b1aoX7/+2QoVKmRZn69Ro8Ydx0rKaDRiypQp8V988UW3J554Yvtbb731l7v7OHXqVGjTpk2TbO3uGhsbmztz5sy1ISEhdjeiILrXMNlGDnlVrgLh6weZl4uCS0nQVKvh6ZCIiIiIiKgMOH/+fBQANG7cuNSSbdOmTTsybdq0I8Wp06JFC116evongJJI+uuvvwJffvnl9r169eq+YcOG9bbqbNq0qeLgwYOfXLly5eKipqRa6tev39V+/fp9aX1cpVKhdu3aOd99993mKlWqjN25c2eFDh06pJnPf/rpp38C+NO6nmnEW4WJEyfuLK0RbJY2b95ccdy4cT3z8vI0CxYsWDxw4MBSeZb16tW7uXDhwpa7du061qZNm3Tr6aL9+/e/Whr9EnkKk23kkFCpoKlRE/knjkF/9jSTbUREREREhBs3bnhfv369IgC0b9/ebqLk3XffbbB69epGiYmJlXNycvxDQ0PTHnnkkYOff/757/7+/sbSjlOlUqFhw4ZZP/7444aqVau+cOzYscCGDRveMTqsa9euN2/evPlZafRfpUqVG4cOHQq1TLZ5ml6vF0899VSHDRs2NBs1atSWDz/88HBpTgV+9dVXT/7xxx9V+vTpMzw/P9/bvGYbAPj4+OS3a9fuxPLlyzf7+vqW+nuC6G5gso2KpImthfwTx5B/9jQCOz/s6XCIiIiIiMjDfvnllwgppVCr1Ybu3btfs1fu66+/blupUqX0l156aWOVKlWytm/fHr148eLOp06diti1a9eauxWvRqORlStXvrFjx45KDRs2zFKr1cbCwkKH67Hp9XqVWq0ucfLHx8enICsry7vokndHSkqKplu3bgPUarXxyJEjX8TExOSVdp8qlQpr1qz5DcBv1ueSk5N9evXq1fe1115r8sknnxws7ViI7gYm26hIPjVrIxPcJIGIiIiIiBS7d++OAoCoqKhrjkaobdiwYUndunVzzD+PGTMmUUopli1b9tDx48c32lrDyxW1a9cesX379iVRUVF6e2WEENK8KUJkZKTu8uXLgY7aPH/+fFClSpUyHJWZNGlS086dOyf37t3bbsJRr9d7BQQElJn1yIYOHfpwpUqVdBs3blzn6u6fBQUFXkajEfbqFxQUOL3Yd5UqVfKHDBlyaN26dfUAMNlG5QL31aUiaWqadiQ9e9rDkRARERERUVlw/PjxKACIjY11uMaXZaLNrGXLlpcBICEhweGOlsWhUqmM27ZtC7N33mg04vLly2Hx8fFpANCoUaOUvXv3OlwjZ8uWLTXq1KmT4qhMUlJSyE8//VS9iH4rNm7c2KkppLt27VojpXyntNZr27JlS+ihQ4dqrVy5coOriTYAMBgM6j179oTYOnfu3Dm/S5cuRVkee/jhhx/55ptvYuy1p1KppNFoFPbOE91rOLKNiqSJrQUA0CclQhboIbw1Ho6IiIiIiIg86dy5c1EAEBcXV+yF7bdt21ZNrVYbHnjgAbetYdazZ8+jb731VrfY2Ng1rVq1um002rVr17zHjh3bPioq6qb53NSpU0/OnTu3/aBBgzpNmzbt99jY2Fxz8ik5Odnn3XffbXLgwIE6ixYt+sJRv4MGDUp48cUXB/To0SPpscceu2qZwEpNTfWaMGFC64CAgLyOHTumWtabOHFis3379tlNPtnz9ttv7+zWrduN4tYz27p1a1SDBg3Oh4aGFrrahtlzzz336Pz5838031O9Xi9Wr14d9f7773cKDg7WWZatVavWjS+++KJl27Ztb1gnYHU6nXrlypWNH3jggcSSxkRUVjDZRkXyioiEKiAQxuws6C8kwqdWHU+HREREREREHpKTk6O6evVqJQBo27ZtsXavXL9+faVffvml9UMPPXSgSpUq+UWVf+211xovXLiwTXJy8mxH5WbMmHEwLy/P67HHHnsiOzvbX0p5a5SUj49PfvPmzU//8MMPa8zHNBqN3LVr18Jx48Z1aN++/TM5OTl+5jp+fn55cXFxiVu3bv06PDz8tumf1vEMGTLk8vnz53+dNGnSo8OHDw+27Fej0RQ0adLk7Nq1a7+zHkW2b9++mN27dzcp6vqtnT9//hCAO5JtgYGB+UFBQbfdT1v37saNG3779u2LCwoKqm2vD7Vabdi6detX8fHxmfbK+Pv75zz44IOn+vTpMywnJ8fPaDQKIQRq1qx58YMPPtj0z3/+s3NwcPCtezd9+vQDjz76aHizZs1eEEJIyw0S1Gq1oWXLlgkffvghp5BSuSGkLLUNR8gBIYQWQEZGRga0Wq2nwynSxZFDkXfkICLfn4Ggh3t5OhwiIiIionJDp9MhODgYAIKllLqiyruLEKL78OHDR82fP//43ejv9OnT/m3bth3p7e1deOjQoa+sE1l07wgKCpqcmZk53dNxEJVFPXr0iOOabeSUW1NJz3KTBCIiIiIiKp4rV65ounTpMsxgMKh//vnnxUy0EVF5xmmk5BSfmsoo4/xz3CSBiIiIiIicp9Pp1B07dhx68+bNkLVr137taHoiEVF5wGQbOUVTwzSy7RxHthERERERkXP0er3o0KHDwAsXLlResGDBgq5du970dExUclqtNsvTMRCVZUy2kVM0NWoCAAqSL3JHUiILl3TZOJ2qQ+1QLapqAzwdDhEREVGZ0qNHj16HDx+uN2TIkC2FhYWqxYsXVzWfe+ihh647s0kClT3JyclfejoGorKMyTZyirpSOFQBATBmZ0OfdOHWtFKi+9m8g6fw/M97YJQSKiEwp2cbjGzK3XqJiIiIzA4dOlQLAJYtW/bQsmXLHrI8N3v27AXPP/98okcCIyIqReUm2SaE6ARgmYMiQQDGSSkXCCH8AEwE8DiACADmjSJ0APYBeEtKedaqfS8AzwJ4DkBlAGrTqRwARwH8S0p5yA2XUiYJIeBdvSbyjx+BPvEsk21037uky76VaAMAo5QY/fMedK9ZhSPciIiIiExSU1M/9XQMRER3W7lJtkkptwKItHdeCDEDgMH041IAVwA8CuCylMq3ZSFEAIABALYIIVpLKS9bNDEdQDSAoQDOSSmNpjq+ALoB+F4I0a88J9w01WOVZNv5c54OhcjjTqfqbiXazAxS4kyqjsk2IiIiIiKi+1i5SbY5IQbAj0KIFgCqAuhvTpiZSSmzASwUQoQBmApgAgAIIaIA9AVQX0qZa1Unz9SuN4B3ADxW2hfiKeZ12/SJZ4soSVT+1Q7VQiXEbQk3tRCoFar1YFRERERERETkaaqii9z7TCPWHgCwG0AjAFutE21WNpnKmdUDsN860WblN6s65Y6mummTBI5sI0JVbQDm9GwDtRAAlETb7J5tOKqNiIiIiIjoPlfuR7YJIVQAZgH4UkqpF0JUhTKF1JHLUEbCmRVZR0qZIYQILVGwZZwm1jSy7cI5SIMBQq0uogZR+TayaR10r1kFZ1J1qMXdSImIiIiIiAjlPNkmhPAHsAhAHoCPTIfV+HvtNnsKcfu9caZOUbH4APCxOBRUkvY8wbtyVQiNBjI/H4VXLsO7arSnQyLyuKraACbZiIiIiIiI6JZyO41UCFEJytTOIwCelFIWejik1wBkWLwueTac4hNqNbxjqgPgum1Uvl3SZWNL4hVc0mV7OhQiIiIiIiK6x5TLZJsQQkAZ0TZfSvmOebdRO2WDhRBnhBCditnHQSHEsGJUmQYg2OJVtTj9lRXmddv055lso/Jp3sFTqDbzO3RevAHVZn6HeQdPeTokIiIiIiIiuoeU12mkD0OZ+jmnqIJSygwAtYrbgZSyaTHL5wPIN/8sTIuq32s0NWIBAPpEbpJA5c8lXTae/3nPrR1GjVJi9M970L1mFU4VJSIiIiIiIqeUy5FtAPoC+MbOiDbr9dhs8TKVK06d+wJHtlF5djpVdyvRZmaQEmdSdR6KiIiIiIiIiO415TXZ1hrAHjvnLgGILKJ+ZQBJxakjhNACSHU2wHuVpoaSbMs5dwYXM7I8HA2Re9UO1UJlNepULQRqhWo9FBERERERERHda8prsq0KgGQ7544CeEgI4ejau5jKmZ0E0MK0u6mzdcqlb9MKYICAKjsLLaYv4HpWVK5U1QZgTs82UJsSbmohMLtnG04hJSIiIiIiIqeV16mRGiml3tYJKeUBIcQFAF8IId4FcNk83dSUTOsPYBKU0XHmOleFEKsBfCuEeAXAOSml0VTHB0A3AB+b6pZbl3TZeG7jAawPCEH17DTE6q5zPSsqd0Y2rYPuNavgTKoOtUK1fG8TERERERFRsZTXZNvFIs4/ASWhtg5AhPh7t4JMAPsAPCSlvGxV5xUAIwEsBVDFYmRcDoBjAPpLKQ+6I/iyyrye1dmgiqienYaamText1J1nEnVMSFB5UpVbQDf00REREREROSScplsk1I2KuJ8HoBpppezbRqg7G5a5A6n5ZV5PauzgRXRBWdQM+sm17MiIiIiIiIiIrJQXtdso1JgXs/qfFAYAKBm5k2uZ0XlmjQaUXjjOgqvpUAW2JyZTkRERERERHSbcjmyjUrPyKZ10G3kIOS/uA5tZDZqN63j6ZCI3MqYl4vMX35E5q8/I+/4EcjcHOWEWg1NbG0EduoCbZ+B8I6M8mygREREREREVCYx2UbFViUuDucA4OYNGLIyoQ4M8nRIRCUmpYTux9W4+b9PYbh5/faTKhVgMEB/+iRST59E2vw50PYfjIpjJkIdGOiZgImIiIiIiKhMYrKNik0dGAR1pXAYrl+D/vxZ+DWK93RIRCVi0GUg5e1Xkb1jCwDAK6oyggcMRUD7TtBUqwGo1Si8loLcA79Dt/Y75P65DxnLFyN722ZEvj8Dfo2bevgKiIiIiIiIqKzgmm3kEk21WABAQeI5D0dCVDIFV5JxadQTyN6xBcLbGxVfmozqq9YjdPhz8KlZG8LLC0IIeEdEQtvzMVSdvQhVZn0Nr8pVUXj1MpLHPA3dzz94+jKIiIiIiIiojGCyjVyiqVYDAKC/cN7DkRC5ruDqFVwa/RT058/CKzwCVb9ZjtCnR0F4axzW83+gLaotXYuATt0gCwqQ8q8pyFi9/C5FTURERERERGUZk23kEu9bybZEzwZC5CJDehqSX3gGhVcuwzumGqp+vRy+dRs4XV/lH4Cof3+GkMFPAQCuTfsXMjf8VFrhEhERERER0T2CyTZyiXlkWwFHttE9SBYW4Mprk1CQlAivyMqo8vl8eEdEFrsdoVIh7OXXbyXcUt59HbmH/3R3uERERERERHQPYbKNXKKpbkq2XboAaTB4OBqi4rn5xWfI3b8Xws8flT/5At6RUS63JYRA2KRXEdChM6RejyuvvIiCK8lujJaIiIiIiIjuJUy2kUu8IitD+PhAFhQwsUD3lJwDfyBt0TwAQMTb0+BTq26J2xRqNSLf+w986tSHIS0VV9+awiQ0ERERERHRfYrJNnKJUKngHV0NAKeS0r3DkJWJlLdfBaSEts8ABHXu7ra2lTXc/gvh74+8QweQtmCu29omIiIiIiKieweTbeQy7khK95obn32EwquX4VW5Kir94zW3t+9dNRrhU94CANycMxN5x4+4vQ8iIiIiIiIq25hsI5d5M9lG94hLumzs3LQFurXfAQAi/zUNqoDAUukrqOdjCOzWEzAYkPL+W5CFhaXSDxEREREREZVNTLaRy7gjKd0L5h08her/XYmr/34XkBIpD3SCX7OWpdafEAKVXnkTquBg6E+fRPqKxaXWFxEREREREZU9TLaRyziNlMq6S7psPP/zHjx24QiapF9BllqDQRUa4ZIuu1T79aoQirAXJwMAbs7+LwpSrpZqf0RERET3k+nTp9euUaPGSK1W+/JLL73U3NPxWDt27FhgnTp1hrurvUmTJjV95pln2rirPSIqfUy2kcvM00gNN67DkJXl4WiI7nQ6VQfvQj0mndwOAJhVrx2u+gTgTKqu1PvW9hkA30bxkDk5uPHfj0q9PyIiIqLy5Oeff67k7e395sSJE5tZHl+2bFnlf//73z0++uijn9PT02fMnDnzAAB89tlnNb28vN787LPParraZ2Jioq+Pj89rAwYMeKgksWdmZnplZ2f7laQNq/Z8srOzfdzVnifZe65lTVJSkm/v3r27RUVFjdVqtS8HBQVNDgoKmhwREfFC586dex0/fjzAmXbi4+MHb9myJbSoci+//HL8s88+y4RqOcJkG7lMHRgEdWgYAE4lpbKpdqgWTyQeQkReFpL9tFhUoznUQqBWqLbU+xYqFcKn/gsQAlm//oy8v46Wep9ERERE9xJHI8AqVKhQEB4efiMiIuK2KQlz5sxpOmLEiO2DBg26olL9/XU2LCwsLzw8/EZYWFieq/H4+/sbIiIibkRGRma62kZZ9t5779UfOHBgiRKJJWXvuZYler1etGvX7mk/Pz/9jh075qenp8/IzMycnpmZOX3//v1f1axZ80bHjh1H3rhxw7uotrKzs/3S09M1RZXLyMjwzcrKKhcJVVJ4eToAurdpqlVHbuoN6C+ch29cI0+HQ3Sbyt4CL1/YDwD4X912MHp5Y3bPNqiqdeoPUSXmU7c+gnr0RuYvP+DGzBmo8r9vIIS4K30TERERlXWORoC1adMmPTk5+Uvr4ykpKSGNGzc+bH182LBhycOGDbujfHGEh4cXJCUlzS1JG2VZRkaGj6cTOvaea1ny4Ycf1q9UqVL6ihUrtlmfi46Ozp87d+7vFy5cCJ06dWrzefPm7fVEjFT2cWQblYh39VgAHNlGZVP6im+hycyAqFwV46b+A4kvDcTIpnXuagwVx4yH8PZG7v69yNmz8672TURERFTe6PV678DAQG73TqXm6NGj4a1atUp0VKZz587nTp06FXGXQqJ7EEe2UYnc2iQhick2KluMeblIX/w1ACB89EuoVSvaI3F4V66K4MefRPq33+Dm/z6Bf5v2HN1GRERE96TVq1dHvvvuux0TExMrGwwGNQCoVCpjaGhoxujRo3e++uqrCZbl33vvvfonTpwI+/TTT/e++OKL7bZt2xaXk5Pjt2TJkoUvvPDCYzdv3gzJy8vzCwoKmgwA3t7ehYcPH/4iOjo6HwDq1KkzfPXq1asaNmyYdezYscD27ds/l5WVFThs2LCn1Wq1EQCGDx++ddasWfsBIDIyctzVq1f/ZxlDYmKi79ixYzvu37+/Tl5eng8AGI1GoVarjY0aNTq7aNGiDbGxsbnm8u3atev70ksv/TFkyJDL5mMJCQn+48aNe+jgwYO1CgoKvAFACCH9/f1ze/bseXDWrFm/+/v7G129r+np6V5jx45tu3nz5ka5ubm+Usrb/s+iXq/3fuyxx/ZYHRMTJ05ssWbNmhbZ2dl+RqNRBQBqtdoQERFxc/Lkyduee+65CwCwa9eukJ49ez6bn5+vMRqN6qCgoIYAUL169ctHjx5dYn5Whw8fjvzuu++22IvT1v2NjIwct3Pnzm8mTZrU/sSJE1VSU1NDCgoKvDQaTUGDBg0SZ86cuTk+Pv62abmWz9V8LCYm5rmNGzd++69//avFoUOHql2/fj1Ur9d7e3t7F9aoUePyf/7zn986d+580949yMrK8jffNx8fH321atWu9OrV66+9e/fG/Prrr784/zSAlJQUbePGjVMclalRo0bm9evXg4vTbnEUFhaK3r17P7xjx45GAG77/mAwGNR6vd778uXL/w4PDy8orRioZJhsoxLhjqRUVul+WgNDehq8KldF0MO9PBpL6IjnkfH9cuQn/IXsnVsR+KBHl8ogIiIiKrZr1655P/3000++8MILG994443vtFqtAVCSAsuXL688fvz4AREREbnPPPNMkrlORkaGT1pamn+nTp0Gt2nT5szmzZvn169fP1ulUqF3795z9+zZEzJw4MAh9qYVZmdn+2VmZnoBQMOGDbPS09M/qV279oiPPvpofb9+/e7Y7j0jI+OOhXn79u37WLVq1W4eOXJkdlRUlN58/MSJEwH/+te/WgwdOrTn77//vsqiT1+dTnfbGlv9+vXrX7169ev79++fY07MGY1G7N+/P3jEiBG9R40a5bVkyZIdxb+rimHDhnVOTU0N2L59+zd169bNsT4/atSo1jqdztfy2Pjx41vu27ev+vr16xc1btz4VtKqsLBQLFiwIPqVV17pV7NmzcWdO3e+2a5du/SMjIyPJ0+eHH/s2LHI9evXr7fuw5kpprbub2pqaoVevXoNevzxx/+cN2/eVnPyJz093Wvy5Mkt+vTpM+TcuXNfeXl5SXMdy+dqlpWVFdC7d+9BPXr0OLZ+/fqV1atXzwOAnJwc1QcffNBg0KBBwxISEr4ICwu7lVwaP358y+3bt9dZvXr1klatWmWY1/ArLCwUX3/9dbUpU6b0i4uLK/YXVYPBoFKr1dJRGY1GYzQYDKU2U/DDDz+sd+LEiegjR458bpkM1uv1omXLloPj4uKSmWgr2ziNlErEvCNpQdIFSKPLf8whcitpMCB9yXwAQIVhIyC8PPt3BXVIBYQMfAIAkDrvC0jp8L/dRERERGXOzp07K8bGxib/+9//PmxOtAGAl5eXHDZsWPKoUaO2zZkzp7l1vW3btjUZN27c7nnz5u2Ni4vLttzUoLQlJCT4JyUlRa5ateo3y0QbANSvXz97zpw5u8LDw4vcpj4lJaXiihUrNlkmPVQqFVq1apUxf/78H3/++ecWrsZoNBqxbdu2JmvXrv3JVqLNnjVr1rRYsmTJT5aJNkB5HiNHjkx69NFH98+bN6+Bq3E5q6CgwGvKlClb33vvvWOWyZ+QkJDCr776aq+Xl5fh+++/j3Smrf79+x/873//e8CcaAMAf39/4//93/8dq1279qUvvviilmX5NWvWtJgzZ8661q1bZ1i+r7y8vOTzzz+f2KdPnz8sy1+8eNEnLCxs/Jw5c6q7er13S1BQkP7111+/7T0HAAMHDuzi4+NTsHjxYpeTu3R3cGQblYh3VBXAyxsyPw+FKVeUn4k8LHvbbyi4eAGq4GBoe/f3dDgAgJBhzyB9+WLkHz+CnN93IaB1e0+HREREROS0vn37Xn344YdX2DvfunXrlJUrV96RbKtQoYLuxRdfPFe60dn2559/VoiMjLxpOarKUkhISOGPP/64sah2Lly4MCswMNBg61yrVq0y9Hq9RqfTqS2TkM5KSEgI8Pf3zy3uKKWsrCx/R8m52NjYtC1bttQsbjzFpdFoCixHM1qLiYm5fvz48QqDBg26UlRbzzzzzBl752rWrHn97NmzFSyP6XS6oLZt26bZq1O7du3Us2fPVjL/HB0dnX/jxo3/FhWHtU2bNlUcPHjwkytXrlxsPZXVGZbTnu2xnio8YcKEs9Zlpk6d2uTw4cM1Dh48+M3dTFqTa5hsoxIRXl7QRMdAf/4s9BfOM9lGZUKaaa22kAFPQOXn7+FoFF6hFRE8YDDSlyxA6rwvmGwjIiKie4pKpcLHH39cd968eW3T0tKCrdcVMxqNIiQkJNO6XuXKlW/cvShvl5mZ6a3RaEq8mcKvv/5a6Z///GeX5OTkcPNadZby8vJ80tPTvV1JtqWnp3t7e3sXO8bs7OwA81p3thiNRlWnTp0OFbfd4lKpVEZHiR9fX9+CrKwsjd0CFvz8/OwmpPz8/Aqsp9JKKYWjvouaCuqsrl273rx58+Znrtb/9ttvF9qa9mzJ1lRhSwsWLIj+6quvOv32229fh4aGcoOQewCTbVRi3tVqQH/+rLIjKRMI5GF5J44h7+ghCG9vBD8+zNPh3KbCUyORvmIJ8g4dQN7xo/CNa+TpkIiIiIic8sMPP0TMmjWr86JFi5Z169bthnWS48CBA9o+ffo8YV3PHckuT0pPT/d67rnnHn/rrbfWjR49+ryvr+8dCaGwsLDxdzsuHx+f/MzMzOl3u9/7gVqtNhYWFjocOqbX61VFjVZzl7179wZPmjRpwBdffLHCerMJKrs49pBKTBPDTRKo7MhYtRwAENi5O7wqhnk4mtt5hYUjqHtPAEDa0vmeDYaIiIioGNatW1etU6dOx7p3735Hog0ADAZDsbdbDwoKKiwsLLxjpJi7BAUFFej1+hINMNmxY0doaGiobsKECWdtJdoAZYSVq+2HhIQUFBQUOIzR1r2VUgq9Xm+33zNnzvitX7++kuUxPz+/Qr1eb/N+BwQEFOTn59uNw2g0wrzjaVkhhJBGB+uGu/KeBIDIyEjd5cuXAx2VOX/+fFClSpUyXGm/OK5cuaLp37//0BdffHHj4MGDLxddg8qKMvXLQvcm72rVAQD6C4kejYPIkJWJzA0/AQCCBw71cDS2VRg6AgCQtWkDClIcjiYnIiIiKjMMBoNKCGF3Wt6qVauqF7fNevXqZWdnZ/vrdLpSSbjFx8enX716tWJhYaHNpEt6errXY4891sVRG4WFhQ6ve8+ePSFpaWkhlsfCwsL0RSXQzOrWrZudk5Pjd+3aNW97ZY4cOVLV+lhISIhu48aNlWyVB4D/+7//a7pw4cJ6Vn2lX7lyJdRW+fr166ddunTJ7l+q582bV02v19uN0RO0Wm3m77//HmLv/O+//37HfXNGo0aNUvbu3VvDUZktW7bUqFOnToor7TursLBQ9OjRo3/btm0T3n333ePW5/r169e5NPunkmGyjUpMY96RlCPbyMMyf14LmZcLTWxt+DZp5ulwbPKpWx9+zVsBhkJkrPjW0+EQEREROaVr165J27Ztiztw4IDW8vjFixd9Jk2a1HT16tVNi9uml5eXfOCBB/7q27dvj4sXL/q4L1pF/fr1s2NiYlIGDBjQJSUl5bZ1wxISEvxHjx7d7urVqyGO2njwwQdvXr9+vcKCBQuiLY9nZWWpP/vss5rPPvtsbz8/v9s2KqhZs2aOlFJY17FFpVKhQ4cOh/v169fr9OnTtxYbLiwsFJs3b67YvXv3HsnJyXck1Xr37n1gwoQJvbZv317BcnSX0WjEsmXLKv/000/Nhw0blmBZZ+DAgZczMjICJk2a1DQnJ+e2XED//v2v5OXlaUaPHt3KMvl57do173/+858N//Of/3RyZW250tS7d+8Do0aN6rV///5b70mj0Yj9+/drBw8e3PHAgQO1HNW3Z+rUqSdTU1O1gwYN6nTmzBk/y/ubnJzsM3r06FYHDhyoM23atANuuAy7BgwY0EWtVhuXLVu21fJ4Xl6eavLkyU0PHz5cvTT7p5Ip9pBaIYQPgBUAgtwcSwGAsVJKj+xUQ64zJ9sKU67AmJtTZhakp/uLlBIZ3y0DAAQPGAIhXB7NX+pCho5A7oE/kLFmBUJHjeXvDBEREZV5Q4YMufzHH3/s6dmz51O5ubm+Ukrh4+OTHxYWltGsWbPz33777fdPPvlkX8s6wcHB+YGBgXmO2l26dOmvo0ePfrBZs2bPGwwG9fbt279q2LBhFgAEBATkBgUF3ZbgCQgIyAsODra5c2dwcLDO+tjq1avXjhkzplNcXNyY/Px8DaBs5qBSqWSjRo3OLl269Gfr9rVard78c1hYWMEnn3yy6u233374pZdeCpFSCi8vr8KQkJDMWrVqXV68ePHaAQMGPO7r63trcwSVSoVPP/109RtvvPHIhAkTgr799ttve/Xqdc3ePVi8ePHmsWPHtmvXrt2zeXl5PgDg5+eXFxERkdqzZ8/jDRo0SElPT79t8fxZs2b9MX78ePn4448Pzc7OvvV/JlUqlTEiIuLm22+/vc66T19fX+Pq1auXTpw4sUvVqlU7hoWFpZ06dWoBAGg0GvnDDz8sffHFF7tUr169TUFBgbe3t3dhhQoVMurVq5f8448/ruzYseMIZ+651f3MDw4Ozrc6dsdzDQwMzLa8h9aCgoLyraeFfv7553+89NJL8tFHH30yJyfHT0opfH1988PDw1PbtWt3ZuzYsds2bNhQx1z+4sWLPk2bNh39wQcf/PD8888n2utLo9HIXbt2LRw3blyH9u3bP2NuG1CeS1xcXOLWrVu/dmYHWdO1FlkuMDBQbzQab13f8ePHA3788ce2vr6++RUqVHjZsqzBYFBFRETc/Pzzz38oql3yHCFl8TboEEJUAXARwBIAp90URwiA8QB6Syl/LqJsuSCE0ALIyMjIgFarLbJ8WXeuWxsY0tMQvXg1fOs28HQ4dB/KPXIQl0YOhfD1Q41ftkMd6O6/B7iPNBhwYeAjKLiUhEpT3kLIoDvWEiYiIqL7iE6nQ3BwMAAESykdJi/cSQjRffjw4aPmz59/vOjSRPeWDz74oN66devq7dq1a42nY6H7S48ePeJKsljkEnclxoQQ1QFMcEdb5Bne1WrAkJ6GggvnmWwjj9D99D0AILDLw2U60QYAQq1GyJCncH36+8hYuQTBA4eW6ZF4RERERERlzdSpU5tMmzbtsK0NOwBlx1Bvb2+7o+WISpMra7ZdB7AIwFE3xnEFwGI3t0l3kXkqKXckJU8w5uUha+MvAADto/08HI1jl3TZ2JJ4BZkPdoPw9YP+/BnkHTno6bCIiIiIiO4pixcvbv1///d/DWxtgJGXl6faunVrzbp165bqJgZE9hR7ZJuUUg9guDuDkFLmA3janW3S3eUdUx0AUJB0wbOB0H0pe/tmGLMy4RVVGX7NWnk6HLvmHTyF53/eA6OUUAmBrc3bIXLXJmR8vxx+ZXRDByIiIiKisuijjz76aerUqY9++OGHj6rVaqPlOZVKZWzYsOG5f//73396Kj66v7k0jVQI0Q/AMABzpJS/ujckuhdpoqsBAPQXmWyju888hVT7yGMQdoaRe9olXfatRBsAGKXEBHVlLAeQtWk9DP94HWptsGeDJCIiIiK6RwwbNix52LBhsz0dB5Etrn4rvQAgCsB6IcRJIcQ4IUSgG+Oie8zfI9sSUdxNN4hKovDGNeT8vgsAENTrMQ9HY9/pVN2tRJvZwZAoFFSLhczPR+bPaz0UGREREREREbmTS8k2KeWfUsp2AFoC+B3AxwAuCSFmCCFqujNAujd4V40BABgzdTBmpHs2GLqvZG5cDxiN8G3UBBpT0rcsqh2qhcpqEwS1SgX/PoMAABnfr7SZqDav8XZJl31X4iQiIiIiIqKSKdF8KynlASnlcAAxAGYAGALglBBirRCiizsCpHuDytcXXpGVAXCTBLo7zEmo1A3rAACB3Xp5OCLHqmoDMKdnG6hNCTe1EJjdsw2i+w2A8PGF/tzpOzZKmHfwFKrN/A6dF29AtZnfYd7BU54InYiIiIiIiIrBLYsbSSmvSSnfA1ANylpuYQA2CiGOCyFGCyH83dEPlW3epnXbCrhuG5UycxLqibkrYTx+GFIIBHXp7umwijSyaR0kvjQQW57sjsSXBmJk0zpQB2kR2O0RAIDuh1W3ytpa4230z3s4wo2IiIiIiKiMc+tK4lLKQinlMtMU0wcAHADwXwDJQoj/CCFquLM/KlvMU/j0SYkejYPKN8sk1CPJJwEAB0Kr4qrvvbFsZFVtADpVj0JVbcCtY8G9+wMAsn5bD2NeHgDba7wZpMSZVN3dC5aIiIjIitFoxCuvvNKkatWqo7Va7cszZsyo7emYnDVgwICH3nvvvfplrS2i+1FERMQLno6hNJXatn1Syn1SyqcBRAP4BMqIt9NCiO+FEJ1Kq1/yHO8Yjmyj0meZhOqZfAIAsK5yvXs6CeUb3xxelavAmJ2N7O2/AbCzxpsQqBWq9USIRERERACA999/v/6KFStaLly48Lv09PQZL7/88unPPvusppeX15ufffZZmV6/Ozs72ycjI8OnrLXlaffC8/viiy9qaDSaN4KCgibbe4WEhEw6dOhQkHXdlJQUTcOGDZ+YMGFCM1f61uv1omnTpoPffvvtBpbHX3vttcZVqlQZo9VqXzbHoNVqX46IiHjh2WefbZOXl1dq+RYASEpK8u3du3e3qKiosZYxREREvNC5c+dex48fDyiqDVeuwR39AoBOp7vjWdkSFRU11ply7du3f2z58uWVnSl7N5TqwwduTTF9F8oU06egrO/2mxBiR2n3TXeXeRqp/kKiZwOhcs2chKqanY4m6VdggMCmKvXu6SSUUKmgfUTZSVW3TtmV1N4ab5Yj4oiIiIjutmXLljV78803N3bu3PmmSqV8nQwLC8sLDw+/ERYWlmdZNj4+fvDmzZsr2murqPP3g7JwD+w9v7IkLS3Np2XLlsczMzOn23ulp6d/Eh8fn2lZLzk52adt27bDLl++HJ6dna1xpe/Bgwc/dPTo0dpZWVm36s+ZM6f6N998037RokUrdTrdDHMMOp1uxubNm+fv37+/+oQJE1o420e7du36CiH+NWfOnOrOlNfr9aJdu3ZP+/n56Xfs2DE/PT39Vgz79+//qmbNmjc6duw48saNG9722nDlGtzRb3Glp6cHO1MuKyvLLyMjw6VnXBpKPdlmIRrK7qW1ABgAHL+LfdNdYJ5GWnDxgs1dFYncwZyE6nklAQCwLywG7/fvds8noYJ69gEA5OzdicIb1wHYXuONiIiIyJNu3LgR8sADD9y0PDZs2LDky5cvfzls2LBky+PZ2dl+GRkZdr90F3X+flAW7oG953evS01N9WrXrt1TLVq0ONe1a9dDrrQxbdq0un/88UftBx988Lb6P/30U61Bgwb93rlz55vWdeLi4rI//vjjX9evX9/YtciL9uGHH9avVKlS+ooVK7bVqlUr15z4BoDo6Oj8uXPn/t6sWbPTU6dObW6vDVeuwR393i9KPdkmhOgihFgL4BSUqaSfAagupRxT2n3T3eVdpSqgVkPm5cJw/Zqnw6FybGTTOnhFfwUA8OCTw8pFEkoTUx2+jeIBoxGZG366ddzWGm9EREREnlJQUOAdEhJS6Ok4iIpiNBrF8OHD9yxfvnybK/W3bNkS+p///OeRpUuXrvDx8bntPd+6detLgwcPPmevbnx8vC4tLc2pEVmuOHr0aHirVq0SHZXp3LnzuVOnTkXYO+/KNbij36LodDq1TqdTu1q/rCiVZJsQwk8I8bwQ4hiAXwFUBTASQIyU8i0p5eXS6Jc8S3h5w7tyVQCA/mKiZ4Ohcq3g8iXI0ycBlQpVez7q6XDcJqjn7VNJiYiIiMqK77//PlKr1b6cnp6ubdCgwUvmdZqmT59eGwAiIyPHmcuOGDGibVBQ0OTz589HDxs27Glz2VdffbWxM+cBZV2onj17dg8PD3/Rcl2o0NDQCa1bt+6/c+fOCtYxmutUqlTpJVtrem3evNnp0TautFWcmJ25B8uWLavcrl27vo7irFOnzvBjx47dtlNYZGTkuDNnzvj17t27W61atUaEhoZODAoKmlyxYsUJDz744GO21jWzfH4lacfWfdNqtS9HRkaO6927d7d+/fp1vlsbS4SFhRW88847Ls2ou3btmvewYcMGT5ky5ZcOHTqkWZ9//fXXT7Zv3/6O42YbN24MDw8PT3Wlb2ekpKRoq1SpkumoTI0aNTKvX79uN+HnyjW4o19H9u7dG1y/fv3nvvzyS7esH7h06dIq0dHRz/v7+0+x/h328vL6Z//+/Tu7ox9bvNzZmBAiBsALAEYB0AL4HsAYKeVOd/ZDZZd3dDUUXLyAgguJQPMHPB0OlVNZ2zYDAPzim8OrQqiHo3GfoG6P4PqMD6A/fRL5pxPgU7uup0MiIiIiAgD069fvar9+/WaEhoZOPHTo0JcxMTG3re+VkZFxawHd+fPn754/f/7u2rVrj/joo4/W9+vX76pl2aLOm/rrU7du3St//fXX7LCwsALz8aysLPVbb73VeODAgUNPnTo1W6vVGizrVK5cOe3IkSOzo6Ki9NZt9ujRo0cxrrfYbRUnZmfugU6n02RnZ/s6ijM7O9svMzPztu/1qampFXr16jXo8ccf/3PevHlbw8PDCwAgPT3da/LkyS369Okz5Ny5c195eXndWvvH8vmVpB17902n06nfeOON+C+//LJHzZo11zm6JntSUlIqdOzYsXdCQkJ0Tk6On5RSAEBQUFB2fHz82VmzZu2IjY3NdaVtS0ajEX369OndsmXLU6+++mpCcesfPHgwaPLkyY+OHj36jnXq27Vr13f37t1N7NUdPXr08NGjR99xfPbs2Quef/75RPPPBoNBpVarHa7dpNFojAaDwaUBVvauoTT7XbBgQfSkSZP6v/TSS5umTJlyqrj1bXn55Zf7jBo1avubb775l0ajuRX3/PnzoydPntzv7bff/sMd/djilmSbEKIDgPEAHgOQAWAOgP9JKS+6o326d2hiqiNn93bouSMplaLs7UqyLaBjFw9H4l7q4BAEtO+E7K0bkbnhJybbiIiI6L50+vRp/+Tk5LB9+/atsFwTCgACAwMNH3/88cENGzY0+P777ysPHz78ornO+fPno/bs2bPS8ku1q/0Xty1XYi4tBQUFXlOmTNk6cuTIJMvjISEhhV999dXe2NjYBt9//33koEGDrrizHdN9q2zrvmm1WsPMmTMPbN68uZ7l8ddee63xwoUL2yQnJ892FEv9+vXTc3JyfJo3b37p888/31KvXr1sLy8vaTQacfbsWf+pU6e2fvTRRwccO3ZssfX9L66xY8e2Sk1NDdq6deua4tQzGo2YMmVK/BdffNHtiSee2P7WW2/9ZV2mZcuWSbbqJiQkxNy8ebNC/fr1z1aoUCHL+nyNGjXuOFYanLmG0vDKK680+eabbzrOnj17RVHvy+Jo1arVqbfffvu45Xti7969wf/4xz/6z5kzZ0Xjxo1L7b66nGwTQvgAeAJKkq0xlA0PxgBYIqUscTaZ7k3mHUkLkhI9GwiVWwZdBnIP7gMABHQotVG/HhP0cE8l2bbxF1R84R8Qpt1IiYiIiO4X+/fvr1CpUqV0R0mTqKiotISEhBAAF811IiMjb5Y00eZqW67EXFo0Gk3BM888YzOpAwAxMTHXjx8/XqGopEZx29m/f3+FiIgIh/etcuXKt01LnDZt2pFp06YdcRQHcGtk5ZfWx1UqFWrXrp3z3Xffba5SpcrYnTt3VrA17dNZ8+fPj165cmXbHTt2zPX19TU6W2/z5s0Vx40b1zMvL0+zYMGCxQMHDrR5bz/99NM/Afxpfdw04q3CxIkTd1qOYHPWpk2bKg4ePPjJlStXLra14YEznL0Gd/ar1+vFwIEDuxw5cqTa5s2bv7aV/MrLy/MJCgqaXFRbubm5vgD2Wh5bs2bNb5Y/X7lyRTNgwICh48eP3+jM9ZWES8k2IURPAAsAhAJYC2CSlHKrG+Oie5R3teoAlB1JiUpD9q7tgMEATWxtaKrGeDoctwto3xHC1w+Fly8h/8Qx+DZo5OmQiIiIiO6qzMxM7xMnTsQ6+oJdWFio7ty58znLOhqNxi0bN7jSlisxlxaVSmV0lPTz9fUtyMrK0ri7nczMTG8fH58CuxUAFDUF0VUqlQpVqlS5cejQoVBXk23Hjh0LnDRp0oBPPvlkVVxcXLYzdfR6vXjqqac6bNiwodmoUaO2fPjhh4ctp9XeLV27dr158+bNz1ypW5JrKEm/BoNB1aJFiyEXLlyIatWq1cmGDRvaHGXm6+ubn5mZOb2o9uLj44c4Ol9YWCh69OjRv3379ifefvvtUh+x5+rItlQA/wPwjZQy0X3h0L1OYx7ZdikJ0mCAUN/zm4hQGXNrCmmHhzwcSelQ+fkjoH0nZG36BZkbf2GyjYiIiO5LcXFxZw4fPrzM03EUx70Yc3ni4+NTkJWV5e1K3by8PFXfvn0HDhgwYO+IESOcGnmYkpKi6dat2wC1Wm08cuTIF9brGJYmtVptLCwsdDhfVq/Xq9RqtcPRecW9Bnf1Cyg7G8fFxSVv3rz5u9atWz85bNiwDkuXLt1eVD1XDRgwoIu3t7dh6dKlLu1OW1wuTWaWUu6VUv6LiTay5hURBaHRQBYUoPBqqY7KpPuQUa9Hzh7l8zewnK3XZimo2yMAgKxN6yHlXf/DGBEREZFbeHt7F+bk5Nj967u98wEBAQW5ubk+jtpev359pTNnzviZfw4KCirQ6/UOB5MYDAan1udwpS1XYgYc3yMn4yjZAmVuFBAQ4LZnYG3SpElNf/zxx3BHZfR6vVdAQIDDkXX2LFq0KPrixYuVly1b1t7W7rO//fZb81mzZvVo1KjRE+Y6Q4cOfbhSpUq6AwcOLL+biTYAiIyM1F2+fDnQUZnz588HVapUKcNRmeJeg7v6BZQRa0uXLt0eFhZWsHnz5qXbt29vMGHChGZF1XPF1KlTm/z555+x69evX1PSNf2cVWZ+Mal8EGo1vKsoU/v0Sec9HA2VN7kHfocxOxvqipXgU45HfPm37QDh74/Cq5eRd/SQp8MhIiIicklkZGT6X3/9ZXfreHvnmzVrln716tWwrKwsu4m6V155pdvOnTvDLOqkXb16tWJhYaHNZI7RaMSpU6eqOhO3K225EjPg+B4VFceuXbtCrl27VqnoK7o7WrRokZaSkuKWZ2AtKSkp5Keffqpu77zRaMTly5crNm7c2KUppM8999yF/Pz8D7KysqZnZmbe8WrVqtXxt956a83Ro0eXAMCWLVtCDx06VGvlypUb3JG82bVr1xop5TvOrtfWqFGjlL1799ZwVGbLli016tSpk+LgfLGvwR392hITE5O3YcOGxUuWLGn3/vvv1yu6hvMWLFgQPXfu3IfWrFmzzHKXYACYNWtW7P/+9z+H1+MqtyXbhBCbhRDnivH6rehW6V7EdduotGRv3wIACHiwE8Rd+ouEJ6h8fRH4oLL5Q9am9R6OhoiIiMg1zz777KGvvvqqww8//BBhNN45q8ze+fr162fHxsYm9+3bt3tSUpKvZZ28vDzVm2++2TAlJSW0f//+l83H69atm1O9evUr/fv373LlypVb64gVFhaKNWvWRLRt27Z/Xl5ekeuUudqWKzEXdY/q1q2bExMTc3XAgAFdUlJSbvWn0+nUM2bMqD18+PC+QUFBmc5c091Qt27dnOjo6KsDBgywe9+KGv1nz6BBgxJWrVr1wPfffx9pfZ9SU1O9hg8f3j4gICCvY8eOqXaacKutW7dGNWjQ4HxoaGix1vabOHFis3bt2vUt7mvjxo23JWmnTp16MjU1VTto0KBOZ86c8bO8J8nJyT6jR49udeDAgTrTpk074M5rcEe/9jRs2DBr1apVi2fMmNF97ty51Ypb35a9e/cGT5w4ccDMmTNXNm/eXGd57sSJEwHvv/9+d1dHWxbF5d1IbVgCwNENUQFoC6AjgMUASm0uLnmWJroasgHouSMpuZGUEtk7TMm2crgLqbXAbj2RueEnZP22HmETp5br5CIRERHdOwIDA7N9fX0N1seDg4N11seefPLJS5cvX944fvz43k899ZT2qaee2j5r1qz9zpxfvXr12jFjxnRq2rTp83q9XgMAQgipVqsNtWvXvrh8+fIlWq32tjjWrFnzw+jRozs2atRoTH5+vkYIIQMCAnIqV65884knnji4e/futODg4HxnrtOVtlyJuah7tGbNmrWjR4/uFBcXNyY/P1+jVqsNISEhmbGxsVcWLVq0Zvjw4Y8FBQXdliyx9SwsBQQE5FvHbquOK+2sWbNm7ZgxYzrZu28bN27MsSz/2muvNV64cGGb5OTk2Y76GjJkyOXz58//OmnSpEeHDx8eLKW8lSDRaDQFTZo0Obt27drv7I3QCgwMzA8KCroVq7P9WtTP02q1evPPN27c8Nu3b19cUFBQbXt11Gq1YevWrV/Fx8ffSoju27cvZvfu3U2c6dPS+fPnDwG4Yf5Zo9HIXbt2LRw3blyH9u3bP5OTk+Nnvid+fn55cXFxiVu3bv06PDz81kgu62t25Rpc6dceW++vDh06pH399dfLXnvttYefe+65RQCg1WqdSij7+/vnWz4jAPjnP//ZNjMzM2jMmDFDx4wZc+u4lBJCCDzyyCP7X3jhhVLZtETc7fWAhBCjAPwfgCZSymINLSxPhBBaABkZGRnQarWeDsetMtasxLX3/wn/Ng+iyn/nejocKifyz55G0pDeED4+iN30O1S+vkVXuocZ9Xqc794OxqxMVJ2zGH5NW3g6JCIiIiolOp0OwcHBABAspXSY4HAnIUT34cOHj5o/f/7xu9Un3d969OjRo2HDhlenT59+yNOxEJWWHj16xN31oRJSyq8AXAPwxt3um+4Ob/OOpBzZRm6Us2cHAMCvactyn2gDAJVGgwDTJhCZG3/2cDRERERERI4lJSX5fvjhh3UdlSksLFT5+PjcMTKSqLzx1LykzQB6eqhvKmUa85ptV5IhC/SOCxM5KXu3kmzzb/OghyO5e27tSrp5I6SNdU6IiIiIiMoKvV4v3nnnnX47d+6sYOt8cnKyz4kTJ6IfeOCBa3c7NqK7zZ1rthVHCoDKHuqbSpm6YiUIf3/InBwUJF+Cpnqsp0Oie5wxJxt5h5SlKwLa3j/JNv9WbaAKCITh5nXkHTsMv8ZNPR0SEREREZFNtWrVyh03btz6Pn36DM/Pz9eoVKrb/lrs7e1d0KdPn319+vS5b5eTovuHp5JteQBc2oWEyj4hBDTR1ZGf8Bf0SYlMtlGJ5Rz4A7KgAF6Vq8C7WqnszFwmCW8N/Nt3RNaGdcjeuonJNiIiIiIq02bMmHFoxowZhzwdB5GneWoaaSUAVzzUN90FXLeN3CnHNIU0oE0HCFEqOzOXWYGdugEAsrZuwt3e0IaIiIiIiIiKz1PJtrYATnuob7oLNDHVAQD6ixc8Gwjd86SUyN69HcD9tV6bWUDbByE0GhRcvAD9WX5sEhERERERlXV3NdkmhNAKId4H8CCAj+9m33R3ecdwZBu5R8HFCyi8fAnw8oZ/i1aeDueuU/kHwL9VWwDK6DYiIiIiIiIq29y2ZpsQYguAmg6KBAIIBmCeA/axEGKGjXJnpZSPuCsu8gxv08i2giSObKOSyTGNavOLbw5VQKCHo/GMgIe6IXvnVmRv3YSKo8Z5OhwiIiIiIiJywJ0bJCwCEO2GdpLc0AZ5mMa0Zlvhtasw5uVC5evn4YjoXpW9dxcAwL9New9H4jkBDz4EqFTIT/gLBZcvwbtyVU+HRERERERERHa4LdkmpfzaXW3RvU8dUgGq4GAYMzJQcDEJPrXrejokugfJwgLkHtwHAAh4oJ2Ho/Ecrwqh8Itvjtw/9yFr62+o8MRwT4dEZNclXTZOp+pQO1SLqtoAT4dDRERERHTXeWqDBLoPaKKrAwD0Sec9Gwjds/KOH4XMyYEqOASa+zxhG2DalTR7G9dto7Jr3sFTqDbzO3RevAHVZn6HeQdPeTokIiIil0RERLzgrrYGDBjw0HvvvVffXe0R3W/c+ft4txQ72SaE8BNCbBVC1HFXEEKIACHENne2SZ7nbZpKeuP0aWxJvIJLumwPR0T3mpx9ewEA/i0egFDd338bCOzUBQCQe+gACtNSPRwN0Z0u6bLx/M97YJQSAGCUEqN/3sPPfiIiuifpdLogd7WVnZ3tk5GR4eOu9jzps88+q+nl5fXmZ5995mi9do/64osvamg0mjeCgoIm23uFhIRMOnTo0B3POCUlRdOwYcMnJkyY0MyVvvV6vWjatOngt99+u4H1uddee61xlSpVxmi12pfNcWi12pcjIiJeePbZZ9vk5eWV2heepKQk3969e3eLiooaa9l/RETEC507d+51/PjxIqcjuBK/O/oFivf7GBUVNdaZcu3bt39s+fLllZ1tt7hceZihADrA8WYIxRUGZYfSWm5skzzMvEnCio3bOcqBXJK7bw8AwK9lGw9H4nneUVXgU68BYDQie8cWT4dDdIfTqbpbiTYzg5Q4k6rzUERERHQvio+PH7x58+aKno6jLCoL9yYsLCwvPDz8RlhYWJ4n43AkLS3Np2XLlsczMzOn23ulp6d/Eh8fn2lZLzk52adt27bDLl++HJ6dna1xpe/Bgwc/dPTo0dpZWVm31Z8zZ071b775pv2iRYtW6nS6GeY4dDrdjM2bN8/fv39/9QkTJrRwpo927dr1FUL8a86cOdWdKa/X60W7du2e9vPz0+/YsWN+enr6rf7379//Vc2aNW907Nhx5I0bN7ztteFK/O7o1xXp6enBzpTLysryy8jIcOk5O6Mka7b9QwgxyE1xBAKQRZaie0pmWCQAoFpWGoC/Rzl0r1mF6/hQkYx5ucg7eggA4N+ytWeDKSMCOnRB/sm/kL1zK4L7DPB0OES3qR2qhUqI2xJuaiFQK1TrwaiIiOhek52d7ZeRkeHWL9/lRVm4N8OGDUseNmzYl56MoTSkpqZ6tWvX7qkHHnjgtJRSuNLGtGnT6v7xxx+1H3zwwUPW53766adagwYN+r1z5843rc/FxcVlf/zxx7+OHDmyH4A/XOnbkQ8//LB+pUqV0lesWLHN+lx0dHT+3Llzf79w4ULo1KlTm8+bN2+vrTZcid8d/d7LXBnZdhXALACXAAg3vbIBzANw0PVLobLmklb5o0v1rL+nvHGUAzkr99AByIICeIVH3pqSfL8LeLATACDn910w6vWeDYbISlVtAOb0bAO1UP7/qVoIzO7Zhn9cISIiojLPaDSK4cOH71m+fPkdiSFnbNmyJfQ///nPI0uXLl3h4+NTaH2+devWlwYPHnzOXv34+HhdWlqaUyOyiuvo0aPhrVq1SnRUpnPnzudOnToVYe+8K/G7o9+i6HQ6tU6nU7tavzQVe2SblNIAYHwpxELlTLUG9ZEHoKI+B0EFecj09uUoB3Jarmm9Nr+WrSGES39cKnd86jaAulI4DNevIffPPxDQur2nQyK6zcimddC9ZhWcSdWhVinsRsqdTomIPG/16tWR7777bsfExMTKBoNBDQAqlcoYGhqaMXr06J2vvvpqgmX5xMRE37Fjx3bcv39/nby8PB9ASWyo1Wpjo0aNzi5atGhDbGxs7ogRI9quWrWqbW5urt+wYcOeVqvVRgB44YUXfv3www+PAMCyZcsqz5w5s9WuXbvW2IuvTp06w1evXr2qYcOGWa7GXFxJSUm+Y8aM6bhv375b12gpPz/fp2HDhuts1dm/f3/tvLw8H/NoKm9v74I6depcnD59+pb27dunAUBp3pvIyMhxO3fu/GbSpEntT5w4USU1NTWkoKDAS6PRFDRo0CBx5syZm62nW0ZGRo67evXq/6yPFbcdW/dNCCH9/f1zW7ZsedrLy8vQrFmzK//85z9POPUgSiAsLKzgnXfeOe5K3WvXrnkPGzZs8JQpU37p0KFD2gcffHBHmddff/2kozY2btwYHh4eXioLM6ekpGgbN26c4qhMjRo1Mq9fv2432edK/O7o15G9e/cGDxgwYOiECRM2T5kypcTrVS1durTKlClTet28eTPE/Dtmlpub69enT59dq1ev3uxseyWZRkrkUHRkOI5rQ6DRpaN6Vhr+Cq3MUQ7ktFubI7Tiem1mQggEtOsI3ZqVyN65lck2KpOqagNK5XN+3sFTtzZgUAmBOT3bYGRT7qtERHQ3Xbt2zfvpp59+8oUXXtj4xhtvfKfVag0AUFhYKJYvX155/PjxAyIiInKfeeaZJHOdvn37PlatWrWbR44cmR0VFXVraP6JEycC/vWvf7UYOnRoz99//33V/Pnzd8+fP3937dq1R3z00Ufr+/Xrd9W6f51Op8nOzvZ1FGN2drZfZmbmre+5rsRcXP369etTuXLlNOtrNOvRo0cPW3Xq1q175a+//podFhZWYD6elZWlfuuttxoPHDhw6KlTp2ZrtVpDad0bAEhNTa3Qq1evQY8//vif8+bN2xoeHl4AAOnp6V6TJ09u0adPnyHnzp37ysvL69Y6ERkZGXeMnnClHXv3TafTqd944434L7/8skfNmjXXWffljJSUlAodO3bsnZCQEJ2Tk+NnTmYGBQVlx8fHn501a9aO2NjYXFfatmQ0GtGnT5/eLVu2POVq0vbgwYNBkydPfnT06NE7LI+3a9eu7+7du5vYqzd69Ojho0ePvuP47NmzFzz//POJ5p8NBoNKrVY7XLZLo9EYDQaDSxs02Iu/NPtdsGBB9KRJk/q/9NJLm9yRaAOAl19+uc+oUaO2v/nmm39pNJpbcc+fPz968uTJ/d5+++1iTfG9v7f3o1KnranseTE3vioSXxrIL0bkFIMuA/knlT8s+bfgem2WAto/BADI3rEVUnKpS7o/cKdTIqKyYefOnRVjY2OT//3vfx82J60AwMvLSw4bNix51KhR2+bMmdPcfDwhIcE/KSkpctWqVb9ZJ6Hq16+fPWfOnF3h4eGlusZMcWMurtOnT/ufP38+atWqVZtsJdrs1UlOTg5bvHjxDstEGwAEBgYaPv7444MVK1bM+P7770ttp0SzgoICrylTpmx97733jpkTZAAQEhJS+NVXX+318vIyfP/995Hubsd03yrbum9ardYwc+bMA3Xq1Em07se0I+adGSYL9evXT8/JyfFp3rz5pU2bNi1MTU39ODMzc3pGRsb0bdu2LfD19S189NFHBxiNRkfNOGXs2LGtUlNTg5YvX17sHcyMRiMmT54c3759+zE9e/Y89NZbb/1leb5ly5ZJbdu2PWz9qlixYprpOs/aOl+jRo0s2z26V1Hxl5ZXXnmlycsvv9xv9uzZK1wdjWhLq1atTr399tvHLRNte/fuDf7HP/7R/8svv1zZuHHjYt1XjmyjUqWJroa8g/tRKy8DFTmijZyUe+APQEp4V6sBr3CXp/CXS/6tWkNoNCi8fAn682fhE8tNnKn8klJC5ubg9PU0uzudcrQ0EdHd07dv36sPP/zwCnvnW7dunbJy5cpbias///yzQmRk5E3L0UyWQkJCCn/88ceNpRGrWXFjLq79+/dXiIyMvGn5Bd2ZOpUqVUpXqeyPfYmKikpLSEgIAXDR1dicodFoChyN6ouJibl+/PjxCoMGDbriznb2799fISIiwuF9q1y58h3TKqdNm3Zk2rRpRxzF0q9fv6v9+vW7YxMHlUqF2rVr53z33Xebq1SpMnbnzp0VOnTokOaoLUfmz58fvXLlyrY7duyY6+vrW6zM3ebNmyuOGzeuZ15enmbBggWLBw4ceMf9/fTTT/8E8Kf1cdOItwoTJ07caTmCzVmbNm2qOHjw4CdXrly52NaGB+6K39396vV6MXDgwC5Hjhyptnnz5q/tJb/y8vJ8goKCJhfVXm5uri+AWxszrFmz5jfL81euXNEMGDBg6Pjx4zc6c33WmGyjUmVe2L4g6YKHI6F7Sc6+PQAA/5acQmpN5ecPvxatkbN7O7J3bGGyjcoNKSXy/zqGnL07kXv4T+jPnkZh6k2gsABVARxWe+F8YCgStOHYG1YN2yNrcQ1QIqK7TKVS4eOPP647b968tmlpacHWuzYajUYREhJya12uzMxMb41Gc8di8XdTcWMuLleuMTMz0/vEiROxjhIChYWF6s6dO9tdkN5dVCqV0VHSz9fXtyArK0vj7nYyMzO9fXx8CuxWAFDUFERXqVQqVKlS5cahQ4dCXU22HTt2LHDSpEkDPvnkk1VxcXFOD7XX6/Xiqaee6rBhw4Zmo0aN2vLhhx8etpeMLi1du3a9efPmzc9cqVuS+EvSr8FgULVo0WLIhQsXolq1anXSct1Ba76+vvmZmZnTi2ozPj5+iL1zhYWFokePHv3bt29/4u2333ZpxB6TbVSqvGOUZJv+IpNt5Lzc/b8DAPxbcgqpLQEPPqQk23ZuRejw5zwdDlGJGHNzkLF6OTLWrERBov3vFH6GQjTIuIYGGdfQ7+IxSKGCyDyEnCHD4deqDTdSISK6C3744YeIWbNmdV60aNGybt263bBOrhw4cEDbp0+fJzwUnk1lNea4uLgzhw8fXna3+yWFj49PQVZWlrcrdfPy8lR9+/YdOGDAgL0jRoxweuRhSkqKplu3bgPUarXxyJEjX8TExOS50n9xqdVqY2FhocMlxPR6vcp6UwBrxY3fXf0CQEFBgXdcXFzy5s2bv2vduvWTw4YN67B06dLtRdVz1YABA7p4e3sbli5d6tLutACTbVTKNNHVAQAFTLaRkwpvXIP+/FlACPg1b+XpcMqkgPYdcf3fQN6RgzCkp0EdUsHTIREVmywsRPrKJUibPxuGVGUmgfDxRUD7jvBr2gI+DRrBKzwSaq0WMj8fBl0Grhw/jhuHDyH48B/AmQTk7NyGnJ3b4FM/DmETpsKfnxlERKVq3bp11Tp16nSse/fuN2ydNxgMt/3lIygoqECv1xfrO6e3t3dhTk6O2tY5Z9qzXmy9uDEXl5Mx3dZHQEBAQW5u7h27llpav359pVq1amXVqlXr1iL+7r43nhQQEFDs++asSZMmNe3cuXNy7969r9kro9frvQICAhyOrLNn0aJF0RcvXqy8bNmysOXLl9+xY1leXp7P1q1bDRs2bGhw9OjRJebjQ4cOfbhSpUq6jRs3rnM0CtDdIiMjdZcvXw50VOb8+fNBlSpVynBUprjxu6tfQBmtZk6ubd68eWmbNm1GTJgwIeuzzz67Y5ptSU2dOrXJn3/+GXvw4MFvSvKcmGyjUuUdHQMAMOoymBQgp+T+uQ8A4FOnPtTBIZ4NpozyjqwMTe260J9OQPaendA+0tvTIREVS37CCaT83xvIP6mMyveuEo0KT49C4MO9oA608f/J/PyhDqmAajHVUe2RXgAA/YXzSF/5LXQ/rEb+ieNIHvM0Arv2QKUpb8GrQujdvBwiovuGwWBQCSHsThlbtWpVdcuf4+Pj069evVqxsLBQ2Jpqlp6e7jV8+PCOa9euvbVWUmRkZPpff/0VCiDZunyzZs3SHLW3a9eukGvXrlUqScxmKpXKaDQaUdSX7aJiMhqNOHXqVNUmTZpcsaiTfvXq1bCsrCx1YGCgwboOALzyyivdXn755R21atW6NXLK3ffGk1q0aJGWkpJSrPvmrKSkpJCffvrJ216yzWg04vLlyxUbN27s0hTS55577sJzzz33gb3z7dq169urV6+Tr7/++knzsS1btoQeOnSo1pkzZ2aVNNG2a9euNQDWOFu+UaNGKatWrWoMwO5umlu2bKlRp06dFAfnix2/O/q1JSYmJm/Dhg2LH3rooWfCw8Nz3njjjZNF13LOggULoufOnfvQxo0bv7bevGTWrFmxKpVKjhs37rwzbZWZzDaVTypfv1sL3HMqKTkj98/9AAC/Zi09HEnZFtC+EwAge2exNz4i8hgpJdKXLUTS8EHIP/kXVEFaVHr1bVT77mcE9x9sO9Fmh6ZaDYRPfhPV12xE8IAhgEqFrE3rkTSkN7K2bS7FqyAiun917do1adu2bXEHDhy4bdHMixcv+kyaNKnp6tWrm1oer1+/fnZMTEzKgAEDuqSkpNy27ldCQoL/6NGj2129ejXE8vizzz576Kuvvurwww8/RFjvFlm3bt2cmJiYq9bt6XQ69YwZM2oPHz68b1BQ0G3rrxU3ZrMqVaqkvPPOO3FF3ZO6devmVK9e/Ur//v27XLly5VZMhYWFYs2aNRFt27btn5eXd9u1169fPzs2Nja5b9++3ZOSknwtz+Xl5anefPPNhikpKaH9+/e/XJr3xpPq1q2bEx0dfXXAgAF271tRo//sGTRoUMKqVase+P777yOt71NqaqrX8OHD2wcEBOR17Njxjg0YSsvWrVujGjRocD40NNTp9f0mTpzYrF27dn2L+9q4cWOYZTtTp049mZqaqh00aFCnM2fO+Fnek+TkZJ/Ro0e3OnDgQJ1p06YdcGf87ujXnoYNG2atWrVq8YwZM7rPnTu3WnHr27J3797giRMnDpg5c+bK5s2b37ZL8okTJwLef//97sUZbcmRbVTqvKOrofBaCgouXoBfo3hPh0NlXO5BU7KtaQsPR1K2BbTvhLRvZiNn9w7IwgIIL5eWnCC6a4x5ebj2f28ic8NPAICATt0QPvUteIWV7I/sXqEVEf7q29D2exwp/5oK/dnTuDJ5HCqMeB4Vx0yAUNucbUNERC4YMmTI5T/++GNPz549n8rNzfWVUgofH5/8sLCwjGbNmp3/9ttvv3/yySf7WtZZvXr12jFjxnSKi4sbk5+frwGUTQlUKpVs1KjR2aVLl/5sWf7JJ5+8dPny5Y3jx4/v/dRTT2mfeuqp7bNmzdpvPr9mzZq1o0ePvtWeWq02hISEZMbGxl5ZtGjRmuHDhz8WFBR0KyHgSswA8OWXX/40duzYXp9++mn39957b+348ePP2rsva9as+WH06NEdGzVqNCY/P18jhJABAQE5lStXvvnEE08c3L17d1pwcHC+rfvStGnT5/V6vQYAhBBSrVYbateufXH58uVLtFrtbaPe3H1vACA4OPi2pIK1gICAfOvYbdVxpZ01a9asHTNmTCd7923jxo051u289tprjRcuXNgmOTl5tr2+hgwZcvn8+fO/Tpo06dHhw4fftimGRqMpaNKkydm1a9d+Z2+EVmBgYH5QUNBtsTrTr0X9PK1Wq7c8duPGDb99+/bFBQUF1bZXT61WG7Zu3fpVfHx8JgDs27cvZvfu3U2K6s/a+fPnDwG4NW1ao9HIXbt2LRw3blyH9u3bP5OTk+Nnvid+fn55cXFxiVu3bv06PDz81kgu6+t1JX5X+rXH1vurQ4cOaV9//fWy11577eHnnntukfm4Vqt1Kqns7++fb/mc/vnPf7bNzMwMGjNmzNAxY8bcKielhBACjzzyyP4XXnjB6U1LhJR3deMLMhFCaAFkZGRkQKst37uppbz/T+jWrEToyHGoOGa8p8OhMsyQnoZz3ZQdSGv8uptTwRyQBgPO92gPQ3oaqny5AP7NH/B0SER2GTJ1uPyPscg7dABQeyFswhSEDHnK7ZsaGPV63Px8BtKXLAAA+Ld5EFHTPoEqwPkRc0REnqDT6RAcHAwAwVJKh0kLdxJCdB8+fPio+fPnH79bfRI5q0ePHj0aNmx4dfr06Yc8HQtRcfTo0SOuWCPbhBBfl1YwVqSUcuRd6otKmSamOgBAfzHRo3FQ2Zd7SBlBrKlRi4m2Igi1Gv7tOiJz3Rpkb9/CZBuVWYU3byD5pZHQn06AKjAIUdM/L7WNDFQaDSpNeg2+DRoh5b03kbNnBy6NHY7Kn83lZwoREVEZkpSU5LtkyZJqr776aoK9MoWFhSofHx+ba9oRlXXFnUY6AoAE4N4/Rf/N3LYEwGRbOeEdrUyh5o6kVJTcg8rmCH7NOIXUGQGmZFvOnp3AJE9HQ3QnQ3oakl94Bvqzp6GuWAlVZn4Fn9p1S73foO6Pwju6Gi5PeB75J47j0qgnUPWLBbfWECUiIiLP0uv14p133unXvn372e3bt79jo4Lk5GSfEydORI8fP77Y63kRlQXFTbYthJIII3LarWRb0oVb852JbOF6bcXj/0BbQKWC/vwZFFy9DO/Iyp4OiegWQ1YWksc/pyTawiqh6pzF0ETfvn7tJV02TqfqUDtUi6raALf279ugEarO/RbJL41CQVIiLo0bgapzFsMrtKJb+yEiIqLiq1WrVu64cePW9+nTZ3h+fr5GpVLdtpOBt7d3QZ8+ffb16dOnWDtVEpUVxUq2SSlHlFIcVI55V40BhIAxOwuGtFR+0SGbDFlZyE84AQDwjWeyzRlqbTB8GzZB3pGDyNm9A8H9B3s6JCIAgCwswJWp45F/4hjUIRVQ5fNv7ki0zTt4Cs//vAdGKaESAnN6tsHIpnXcGoemeiyqzlmES889iYIL55H84rOo+sUCqIND3NoPERERFd+MGTMOzZgx45Cn4yAqDba33yByI5WPD7wiogBwKinZl3f0IGA0wrtKNLwjIj0dzj0joG0HAED2np0ejoRIIaXE9envI/eP3RB+/qj837nwia11W5lLuuxbibb/Z+++w9uuzjaOf4+Wt+zYznYWGayEEKBA2IQRCLOM0jJa2pRRKKVAKdCWPcosLXmhEBpWmSVsSIGyIYsVVhIySJzE2YmHbNmWZem8f0g2TogT25H9s6T7c126Ekvnp3Mbo9h6fM55AKLWct60mZQFggnP4+3bn/73PYy7qCcNixaw8nfnEK1N/DwiIiIiIk1UbJMu8f1W0lJng0i31bSFNFNbSNsle+wBANR9MgMbbtjGaJH2KwsEebd0dZsLYVXPPkHVc0+DMfS58Q4ydx75gzGLygPNhbYmEWtZXN45Dfh8AwfT/96HcOUXEJr3NWuu+SM2Gt32hSIiIiIiHaBim3QJ38BYsa1BK9ukFTqvrWMydtoVd49CosEgdV994XQcSTFT5ixk0KSpjHv8DQZNmsqUOQu3Or5+7lesv/s2AIov+gO5Bx+2xXHDC/24Nju/020Mwwr9iQnOD4uEGUOH0++u+zA+H8H332bj/92VsLlERERERFrqFsU2Y0yhMWag0zmk82hlm2xNtL6e+rlfAVA1fFeH0yQX43KRvW9sdVvtzA8dTiOppL1bPSOBKlb/6RJoDJN72HgKzvxVq89d4s9h8oSxuOMFN7cxPDBhbMKaJLRWJMwavQe9rr4ZgIp/T6HqpambfL7tWcEnIiIiItKablFsA+4CljgdQjpPU7GtYblWtskPPf/iNAiHWZuRy5DnZm1z9YxsKnvsgQAEZ6jYJonTnq2e1lrW3vhnGletxNt/AL3+ctM2O09PHDOC0otO4d0zx1N60SkJa46wrSKh/6jjKDznQgDW3Xo99XO/avcKPhERERGRrekuxTaArf9ULknNN3AwAOGy5djN3rxJeisLBHnvtf8C8GnxAKLQaQelp6rsffcHY2hY9C2N69UdXRKjPVs9q6Y+RfC9tzBeL33+ejfu3Lw2zVHiz+GQwX0TtqIN2lYkLDznt+QcegQ0him74mIuf/GdLmnWICIiIiLpoVOKbcYYV3tubGehzRhzmDHmI2PMSmPMmha3FcaYl40xu2w2frgx5kljzKIWY1cZYz43xlxhjMnYwhx9jTEPGGPmG2NWx69ZbYz5yhhzqzEmcQfNpCBv/xJwubB1tUQ2rHM6jnQji8oD7LlxBQCfFpYAnXtQeiry9CgkI34I/WevvqYigSREW7d6hstWsOGeOwAouujyLTZE6EptKRIaY+h9zS14BwzCrl3NrZ+9gmlRoNO/QSIiIiKyPTprZVu4nbezOjqRMWY4MAW4DCix1vZpugGDgceBF5sKaMaYEuBt4FVgdIux/YETgKHAE5vNkQt8BHwN7G2t7Ru/ph9wWPxzeCteOJQtMF4f3r79AW0llU0Ny89h94pVAHxaNABI/EHp6WDhkNjvFGa9+LK2wUnCbGurp41GWXvTn7H1dWTtuTcFp53pUNLvtbVI6M7No+9f/w5eH4eu/Y5zFs36/jH9GyQiIiIi28HTic9dCXzVxrE7Ab06OM+pwGRr7ezNH7DWRoD/GGPOA3YFPgeuBO6w1j652VgLrDDGnA98bowZY62dE3/4fOBFa+3/beGa9cDVxpjRxIp1L3Tw80h53gGDCK9cQXjFMthzb6fjSDfRa8Nq6hsbqPH4WOQvTvhB6emgLBDkimofTwP7rS/FRCKcN20m44f2139H2W4l/pxW/z+qeu5p6j77GJOZRe+/3IxxdY/fOU0cM4LxQ/uzuDzAsEJ/q/kzdtyZXn+8mnU3X83F337IjJ6DmV/YT/8GiYiIiMh26axi20Igw1p7aFsGG2MeBn7ewbkGE1uptjUvAtH430cB97c20FobNca8Ex83p8U1z25jjrfi41Rsa4V34CCY9VGs2CYSV/dV7GXmHz2Gt886eqtvjGXLFpUH+KKgL5XeTArC9exWuYo5hSUsLg/ov6V0mvCqMjZMuhOA4osuw1sywOFEm9pakbAl/wmnUDt7OjVvvc4zi98h78GnGNCruAsSioiIiEiq6qxfQX8CDDLGFHbS87fkA0JbG2CtnWSt/SL+YQmwehvPuQoY2OLjjlwjm/GpI6lsQX282FYwZs+EH5SeLoYX+sHlZnqvIQAcuHaJtsFJp1t/1y3YulqyxuxF/imnOx2nw4wx9LryOtw9e+FdtYKMh+9zOpKIiIiIJLnOKrZ9SqzpwY/aOP5b4IPtmK/AGDPJGDNnswYJc40xk40x/VqMdQORbTxfI5uu+uvINZswxmQYY/xNN6BtrdpSiHfAYADCK0odzSHdS1OxLXO3MQ4nSV5NZ1R91GsHAA5et0Tb4KRTBT96j+AH74DbQ6+rru8220c7yp1fQO9r/wpA1dQnCU7fnh9JRERERCTddcpPx9bae6y1LmvtG20cf1tbt5y24krgTWD/Fg0P+gL7A3OB140xnXk+XVtcBVS1uJU5G6freQfGVraFy5Zjo9FtjJZ00LhxA+Gy5WAMmSNHOx0nqU0cM4K7r7oIgFGVa/jFoCKHE0mqioZCrL/zZgB6nP4LfEOGOpwoMXL22Z+C02L9mtbdcg2RmhqHE4mIiIhIskruX0V/7xlr7SvW2tqmO2xMpbX2H8QKWwdt6UJjzJnGmDlbeqw1xphDjDGL4yvU2uqvQH6LW0l75kwF3r79we3BhkI0rlvrdBzpBuq//gIA3w7DcOdpy+P2GjBkMBkjdgagdvYMh9NIqqp47F+EV67A06s3hRN/43SchCr67aV4SwbSuG4NG+/9m9NxRERERCRJpUqx7dttPP4NsMVfvVtrH7fWtmv/mrX2PWvtMGttoB3XhKy1gaYbUN2eOVOB8Xjw9u8PoCYJAmgLaWfIHnsAALUzP3Q4iaSi8OqVVDw6GYDi31+JKyfX4USJ5crMotefbwBi20nr5nza6tiyQJB3S1dTFgh2VTwRERERSRKpUmyr28bjtUDT4UVbPVstzhMf16Qj18gW6Nw2aampE2mWim0J01xsmz0Da63DaSTVbLzv79hQiKy99iH38KOcjtMpsvfaF/8JpwKw9qa/EA39sAfTlDkLGTRpKuMef4NBk6YyZc7Cro4pIiIiIt1YpxXbjDF9jTH/NMZ8bYz53BhzhzGmVytjrzXGdLRQFQQytzEmi1jBDWJbSvtsY3w/YHmLjztyjWyBOpJKExtuIDT/G0Ar2xIpc9QYTGYWkfINNCxWAUASp37+N1S//goAxRf/EWOMw4k6T/HFl+Mu7kl4eSnl/7p3k8fKAkHOnTaTaLyYHbWW86bN1Ao3EREREWnWKcW2eFFtNnAesCuwO3AZ8I0x5ujWLuvgdEuA4dsYs3N8HMDXwGGtDTTGuIBD4+OabPWauMM2u0a2wBsvtmkbqYQWzMc2NOAu6NH8/4VsP5fPR9aeewNQO+sjh9NIqrDWsuGeOwDIO/p4Mnfa1eFEncud56fXFdcCUPHvKYQWL2h+bFF5oLnQ1iRiLYvL23yyhIiIiIikuM5a2XY1sQYAdxPrCloM/B7wAi8ZY85K4FxPAr+MNy3Y5PMxxniNMb8kVoxrOsDoVuAyY8wZxpjsFmONMaY/cD+wxFrbsmnC/cDxxpiLjDF5m11TZIy5gdjKtpcS+HmlpOaOpCq2pb2mLaSZo3ZP6RUyTsjeZ38AamdPdziJpIra6e9T9+lsjM9H0W8udjpOl8g95HByDj0CIhHW3X5j87bs4YV+XJv9m+U2hmGFavIiIiIiIjGdVWw7Bphprb3MWrvWWlturb0H+BHwHfCwMeb8RExkrV0NnApcBSwzxqxpugGLgfHAMdbaUHz8SmAccCzwZYuxq4DXiK2AO2OzOYLA/sBI4BNjzOoW17wPZACHWWujificUpmv6cy2suXYSMTZMOIoNUfoPDn7xoptdV98RrS+3uE0kuxsJMKGSXcBUHDaWbHO0mmi56VXYTKzqJ/zKdX/jW2hLfHnMHnCWNzxgpvbGB6YMJYSf87WnkpERERE0si2Dv3vqH7As5vfaa1dbIzZH3gduNcYk2utvXN7J7PWfkasqNbW8YuBn7VzjjXEtsXKdvD06YvxerHhMI1rV+PtV+J0JHGAtVbNETqRd/AOeHr1pnHdWuq+/Iyc+Eo3kY6o/t80GpYswuXPp8cv0+vboLdPPwp/dT4b77ubDf+4nZyDDsWdm8fEMSMYP7Q/i8sDDCv0q9AmIiIiIpvorJVt5UD2lh6w1pYTW1k2HbjNGHNdJ2WQbsi43Xj6DwCgQVtJ01bjmlVE1q8Dt4eMXUY6HSflGGO+30o6S1tJpeNsYyPlD8YaBPQ445e489Jvq2TBGb/EO3AwkfINlD8wqfn+En8Ohwzuq0KbiIiIiPxAZxXbFgAHtfagtbYGOBL4H7Hz3c7ppBzSDTV1JA0vK3U2iDimaQtpxo4748rMcjhNasreV+e2yfarfvM1wstLceXnU3DamU7HcYTL56Pn5X8BoPLZJwgtWrCNK0REREQknVlrTWcV214DRhpj9t7K5PXAccALxLadSppQR1LRFtLOl733fmAMDYsW0LhhvdNxJAnZxkbK/3UfAD3OnIgrJ9fhRM7J2fcAcg8bD5EI6++8qblZgohICgjX63xXEZGEaWhoMA0NDbazim1PAbcT60TaKmttGPgJcBPwWCdlkW7GO3AwoG2k6UzNETqfu6AHGTvuDEDtxzMdTiPJqPq/LxNesQx3QQ8KfnLGti9IccW/vwKTkUHd558QfO8tp+OIiCRKfXV1tYlG1edNRCQRKioqvOFwuLFTim3W2pXW2qustS+1YWzUWnuNtfaXnZFFuh9fvNgWXlHqaA5xRrS+rnkbVuao3Z0Nk+Kaz23TVlJpJ9sYpnzKPwHo8fNf48rWuWTePv0oOCP2o8qGe+7AhhscTiQikhBr1q9fX/vVV1/lOR1ERCQVfPrppwXl5eWBzlrZJtKq5m2kK1diGxsdTiNdLTR/LkQiuIt74undx+k4Ke37c9tmaNubtEtg2suEV67AXVhE/intat6d0gp//mvcRT0Jly2n8j9POB1HRCQRSleuXLnsww8/7Ol0EBGRVDBr1qzilStXfuVpz0XGmD2At4FPgSuttZ91SjpJaZ5evTEZGdhQiPDqlc0NEyQ91M/9CoDMkaMxxjicJrVl7rYHJjOLyMb1NHy3kIxhOzodSZKAjUSoePRBAHqc+StcWVtsLp6WXDm5FP3mYtbd9BfK/3Uf/mNOxF3Qw+lYItvFWkvj2jXUf/0FoYXzCa9eSeOqlUTKN2LDDdhwGFxu3P58XPn5eHv3xTdkKL4hQ8kcORpPr95OfwqyHay1UWPMx7NmzdrlwgsvxOXSWgwRkY4KBALuTz75xAQCgS/aVWwDJgD5wO7AvNYGGWNcwK+Bo4ECYA3wFvCktbauI6EldRiXC2/JQBq+W0R4+TIV29JMc7Ft190cTpL6XD4fWXvuTe3096mdNV3FNmmTmvffinUgzfOTf9JpTsfpdvzH/pjKZx6nYdG3bHzw/+h1+dVOR5I0VRYIsqg8wPBCPyX+9m31tuEGaj+ZTc17/6N2+vs0rlu7zWsiG2PNdjY/St87cBBZe+5D7sGHk73PWIzH264s0i188cknn6y57bbbRlxxxRULVXATEWm/2tpa1w033LDTvHnzSoG57S227QtYYGprRbN4oe1VYPxmD/0EuMoYc5pWxIl3wOBYsW1FKXCQ03GkC9V/o2JbV8ree79YsW32dHqc+Sun40g3Z62l4tF/AVBw6hlp3YG0NcbtpuclV7LygrOpeu5pCk49A9/gHZyOJWlmypyFnDttJlFrcRnD5AljmThmxDava1i2lKrnnybw6otEA1XfP+B2kzFiJzJ3GYW3ZCCevv3wFPfC+HwYrw8baSQaCBCpqiS8cgUNSxfTsHgRoUXfEl6+jPDyZQRe+A+u/HxyDz2S/JN/SuZOu3bifwFJJGvtCmPMA4899tj5wIhLLrlkcWZmpjomiIi0USAQcN9www07TZ06ddmKFSvutdZWtrfY1rQs4r9bGXMOcBSxotzme8R2AP5njBlrrV3QzrklhfgGDiKIOpKmm8YN62lcswqMIWPnkU7HSQtN57bVzfmUaCiEKyPD4UTSndV9OpvQvK8xGRnkn3am03G6rewf7UvOQeMIfvAO6/9xG/3vfsDpSJJGygLB5kIbQNRazps2k/FD+7e6wq3uqzmUP3gvtbM+ar7PXdST3EMOI+fgw8gasxeuzKx2Z4nUVFM351NqZ35IzdtvECnfSODFZwm8+CyZu42h4LSzyD1sPMbt7tgnK13GWvuVMeb+KVOmnDNjxoxd9tlnn/C+++67YbfddgsUFhY2ejweHf4qIhLX0NBgKioqvB9//HHBxx9/XPzxxx+b+fPnl8YLbaUA7S229Y3/+eVWxvy+xd/vAyYDYeAE4C/EtpU+DOzXzrklhTQ3SViuYls6qZ/7NQC+IcNw52rFTFfwDRmKp1dvGtetpf6Lz8jeR//0SusqHoud1eY//mQ8hUUOp+nein93OcHpH1D70fvUfvYx2Xvu7XQkSROLygPNhbYmEWtZXB74QbGtfsE8Nt73d2pnfBC7wxhyDjiE/JN/RvbYAzDbuV3QnZtH7oGHknvgofS87M/UffYxgZefo/rtN6j/ag5rvpqD98EdKDrnQnIPO0pFt24uXnC74bvvvtt1xowZe/bv33+n/Pz8Yo/H4/F6vTpoV0QkLhwO23A43FheXh4oKyt7r7q6+gtgnrW2smlMe4ttvvifFVt60BizC7HVbxb4yFr72xYPzzfGfAy8CexjjBlnrX2nnfNLimgutmllW1qpnxur02fuOsrhJOnDGEP2PvsTeOV5amdPV7FNWlX/7VxqZ00Ht5seZ2jL8bb4Bg0h/8RTqXruKTb+311kPfS0mr5Ilxhe6MdlzCYFN7cxDCv0N38cCVSx8Z//oOq5p8BacLvxH3Mihb88H2/JgIRnaj4/bqfdKNl7LMW//yNVzz9D5TOPEy5dwpo/X4bv4QfoeemfyP7RvgmfXxLHWrseeA94zxjTEygGMmn/+0YRkVQWBuqAtS0LbC219x/NKqAQyAUCW3j8iBZ/f3jzB6217xhjngLOIHaGm4ptaco3MF5sW70SG27AeH3buEJSQdPKtsyROq+tK2Xvsx+BV54nOGs6xb+73Ok40k1VPDYFgLzDj8bbv8ThNMmh8NcXEHjtReq/+ZLge2+Re+gR275IZDuV+HOYPGEs502bScRa3MbwwISxlPhzsNZS/carbPjbX4lUlAOQe8QEin5zcac1pGrt/Liicy+i4PSzqXz631Q++QgNixey8oKzyTn0CHr+/gq8/fTvTHcXL7ytdzqHiEgyau/a8aXxP1s7bOngFn9/o5UxT8b/3Kedc0sKcRf3wmRlQzRKeGWZ03GkC9holFBzJ9LRDqdJL1l7x1azNSz6lsaNGxxOI91ReGUZNW+/DkCPn//a4TTJw1Pckx6nnw3AhvvuxjY2OhtI0sbEMSMovegU3j1zPKUXncLEMSOIVFWy5s+Xsfbqy4lUlOMbMpT+/3yEvrf8rdMKba2dH1cWCAKxbaZFv76AwS+8Sf5PzgC3m+C7/2PZacdR+cy/sVGdwS8iIqmpvcW26cSaHpy++QPGGB9wGLEtpAustatbeY6v438ObOfckkKMMXhLYv8LqElCeggvW0o0WIPJyMQ3dLjTcdKKp0chGTvtAkDtxzMdTiPdUeV/HodolKy99yNjxE5Ox0kqBWdNxJVfQLh0CYFXX3A6jqSREn8OhwzuS4k/h9rPPmb56SdQ879p4HZTeO5vGfjEC2Tv1blbNrd2flxL7vwCel1+NQMff4GsMXth6+tYf+fNlJ3/cxqWl3ZqRhERESe0t9j2UPzPM4wxR2722KlAXvzvW+tW2vTdN28rYyQNNG8lVbEtLdTHV7Vl7LwrxqNjP7pa9j6xrqS1sz/axkhJN9FgDYGXpgLQ4/RfOJwm+bhzcyn81fkAlD/4f0Tr6x1OJOnEWkvF4w+x8sJf0rhuLd6Bgxkw5WmKzvltlxzR0XR+XEubnx/XUsawEfS//zF6/vEaTFY29XM+ZfnpJ1L1wn+wVs0uRUQkdbSr2Gat/Rp4AnADrxhjJhljTjPGXAL8vcXQZ7byNAXxP0PtmVtSjzqSppf6b5q2kOq8Nic0F9tmzdAbGtlE4NUXiAZr8A4cTPbYA52Ok5TyTzkdT99+NK5bG1slKNIFonW1rPnTpWz4x+0QiZA34QQGPvFCQpoQlQWCvFu6unk7aGuazo9zxwtuLc+Pa41xuSg49XQGPf0yWXvvhw3Vs+6Wa1jz58uI1FRvd3YREZHuoCPLSy4EdgHGABfEb00sMMta+/FWrt85/qcO20xzTcU2bSNND82dSEfqvDYnZI7eA5ORSWTjehq+W0jGsB2/7x5X6N/qGyNJXTYapfLpfwNQ8NOfY1ztXfAuAC6fj6Lzfsfa666k4pHJ5J94Km5/vtOxJIU1btzAqkt/Q2je1+D20PPSq8g/9fSEdMRtreFBayaOGcH4of1ZXB5gWDu+n3j7ldB/0r+ofOJhNtx7NzX/m0Zo3tf0ueVvZO6iruUiIpLc2v1TtbU2AIwDHiVWXDMtbqXAr7bxFIfF/1zU3rkltfgGDgYgvKLU0RzS+aL19YQWLQRIyG/cpf1cPh9Ze+4NQO2s6UyZs5BBk6Yy7vE3GDRpKlPmLHQ4oTgh+NF7hMuW48rz4z/mBKfjJLW8o47DN2wE0eoAFY9MdjqOpLCGZUtZ8aufEpr3Na78Akruf5SCn5yRkELbthoetKbl+XHtYVwuepw1kZIHH8fTtx/hlSsoO+cMAq+92NFPQUREpFvo0K+wrbVV1tpfAgOAM4FLgB8Do6y1C1q7zhjjAc4iVqSb3ZG5JXU0rWxrXLOaaEi7ilNZaME8iDTiLizG06ef03HSVtNW0vIZH3bozZSknsqnHgMg/8RTcWVrdeP2MG43xRdeCsQaTjRuWOdwIklFdV/NYcXEn9G4qgxv/wEMmPIUWbvvmbDnb2vDg0TLGrU7Ax9/gZwDD8U2NLD2uitZf/et6vArIiJJa7v2i1hrV1trn7TW/sNa+5K1tnYbl5wD9I7//e3tmVuSn7uwCFdODlhLuGy503GkEzU1R8gcuVtCfvMuHZO9b6zYFvniMzyN4U0e64o3U9K9hBYtoO7TWeB2k/+TM5yOkxKy9z+YzN3GYEMhyh9+wOk4kmJqP5nFygt/RbSqkoxdRlHy0NP4Bg1J6BztbXiQSG5/Pn3vvJfCibETaiqffIRVvz+XSKCq0+cWERFJtK4+nGUVcB/wP+CDLp5buhljzPdNEnRuW0prLrapOYKjfEOG4u7ZCxNu4EflZZs81lVvpqT7qHwmdpB/7qFH4NWK04QwxlD0m4sBqHr+P4RXr3Q4kaSK4OzprLrkPGx9Hdn77k/J/Y/iKSxK+DwdaXiQSMblouj839Hn1r9jMrOonT2Dsl+fodeSiIgknS4ttsVXv/3WWnuUVTs8AbwDBgMqtqU6dSLtHowxzVtJb8gNOfZmSpwXqQ5Q/forABT85EyH06SW7L32JWuvfaExTPmU+52OIykgOONDVl/6G2woRPYBB9P3zvtwZWV32nwTx4yg9KJTePfM8ZRedMpWmyN0lrzDjmLAlKfw9OpNw9LFsTPqFszv8hwiIiIdpbZj4ihfU0fS5aXOBpFO01hRTuOq2CqqDDVHcFxOfCvpsNJvHX8zJc6pfu1FbKge39DhZCbwvCeJKTr/dwAEXn1eHbdluwRnfsjqP1yAbWgg5+DD6HvbJFwZGZ0+b0cbHiRSxoidKHnoGXxDhxPZsJ4V555BcOaHjuURERFpD097LzDGTAQGdUKWZdbaKZ3wvNKNeQcNBrSyLVWVBYKseO8DigHvoCG4c/OcjpT2svbeD4DQwvkMCddRMrivw4mkq1lrqZz6FAD5J/9M5yh2gqzRe5C9/8HUTn+f8gfvpc8NtzsdSZJEWSDIovIAwwv9FC1dwOrLL8KGw+QccgR9b7kL4/U5HbFLeXv3oeRfT7L68t9S9+lsVl1yPr2vvhn/MSc6HU1ERGSr2l1sA84AEnsaa8xSQMW2NKMz21LXlDkLOXfaTM7/9iN+D5T1GchghzMJeHoUkrHjLoQWzKP245n4jz7O6UjSxeo+nU142VJMdjZ5Rx/vdJyUVXTeRdROf5/q11+hx9nnkrHDMKcjSTfX9H0zai07B9bx3Kxn8ITqyR57YFoW2pq4c/Pof8+DrL3xL1T/92XWXncl0WCNtsCLiEi31u5im7V2XGcEkfTUtI20cd1aovV1uDKzHE4kiVAWCDa/YRhZuQaAh4MeBgeCOhesG8jeZ/9YsW32Ryq2paGq52Kr2vxHn4A7N9fhNKkrc+eR5Bx6BMF3/0f55En0vfUfTkeSbqzl981BNeX8a8YzeEJBXCNH0/f2e9K20NbEeH30vu5W3PkFVD79GOvvuIloMEjhL89zOpqIiMgW6cw2cZS7oAcufz4A4RXLHU4jibKoPEA03gNl13ix7av83iwuDzgZS+Ky4+e21c6egXrVpJfG9Wupee8tAPJP+anDaVJf0bkXgTHUvP0G9QvmOR1HurGm75tF9UEemvkMPUNB5vt7UfaHm/SLyDjjclF86VUU/voCADbedzcbJt2l72MiItItqdgmjmvaStqwotTZIJIwwwv9uIyhMBSkb301UWBBQR+GFfqdjiZA5ug9MBmZRDasp+G7RU7HkS5U9eJUiETI3H1PMobt6HSclJcxbAR5Rx4DQPn99zicRrqz4YV+sqKN/PPj5xhQW8WynALO2e+nDB3Qz+lo3YoxhqLzfkfx7y4HoOKxB1l/2w3YaNThZCIiIptSsU0c17SVNLxc57alihJ/DpMnjGW3qrUAlOYWcvcJh2gLaTfh8vnI2uNHANTOnu5wGukqtrGRwIv/ASD/ZK1q6yqF51wIbjfBj96j7usvnI4j3VT/3CzeWjmD3StWUenN5PyxP+GWkw7X981W9DhrIr2uuh6Moeq5p1h745+xkYjTsURERJqp2CaO8w5Uk4RUNHHMCB7aqQiA4fvszcQxIxxOJC01byWdpWJbugh++C6N69bi7lFI7rjxTsdJG75BQ5o7J27U6jZpxcZ776bn5zPA4yH8l1t576rz9H1zG/JPOo3eN9wObjfVr77Aupuv1go3ERHpNlRsE8d9v41UxbZUk7E0tkWxx6jRDieRzWXvEyu21c35hGgo5HAa6QrNjRFOOAWXL70PW+9qhRN/Ax4vdR/PoPaz2U7HkW6m6oX/UPHYgwD0vvpm9ptwVEqvaCsLBHm3dDVlgeB2P5f/qOPoc8Md4HIReOV51t30FxXcRESkW1CxTRznGzAY0DbSVBSaPxeAjJ12dTiJbM63wzDcPXthQyHqv/zc6TjSycIry6idPQOMIf/EnyT0za5sm7dfCfknngrAxn/+Qwe6S7Paz2az7rbrgdiWY/+EExxO1LmmzFnIoElTGff4GwyaNJUpcxZu93PmHTmBPjfeqYKbiIh0Kyq2ieOatpFGNq4nGqxxOI0kSmNFOY1rVwOQseMuDqeRzRljyN57P0DntqWDqpenApC991geW1eb8De7sm2FvzoPk5FB/ZefUzvrI6fjSDcQXrOKNVddApEIueOPofCc3zodqVOVBYKcO21mc7fyqLWcN21mQor+KriJiEh3o2KbOM6d58dd0AOAhrLlDqeRRGla1eYdOBh3bq7DaWRLdG5berCNjQReeR6AxvHHd9qbXdk6T8/e5J/8M0Cr2wSi9fWs/uNFRCrKyRixM73/chPGmE6d0+kVrYvKA83/9jSJWMvi8sBWr2trbhXcRESkO1GxTboFrzqSppzQt/EtpDtrC2l31bSyLbRwPo0bNzicRjpLcOaHRNavw13QgyU7jenQm11JjB6/OAeTlU1o/jcEP3jH6TjiEGst6269ltD8ubjyC+h7xyRcmVmdOmdnbN9sr+GFflybFRTdxjCs0N/qNe3N/YOCm5omiIiIQxJabDPGuI0x5xljnjPGfGaMWW6MWWCM2Tn++CvGmCnGmN0TOa8kP3UkTT318ZVtmTqvrdvyFBY1b/Gt/Ximw2mkswRefBaAvAknMLx3cbvf7ErieAqLKPjpWQBsvP8fKgKkqar/PE71ay+By0XfW+7G26+kU+frzO2b7VHiz2HyhLG44/8GuY3hgQljW20G0dHcmxTcXn6O9bffqJWkIiLS5RJWbDPGZAKfAfcCPuAj4DlgGDAkPmwasC/wgTFmt0TNLcmvqUlCw/JSR3NI4mhlW3Jo6kqqc9tSU+P6tQSnvw9A/omntvvNriRGy21wPc78Fa7cPBoWL6Tmrde3OV5SS92cT1l/960AFP/ucrL3Htvpc3Z0+2ZnmDhmBKUXncK7Z46n9KJTmDhmRKtjtyd33pET6H3dbWAMVc89xYa7b1XBTUREupQngc/1J2A4MNpaOxfAGNMfuLhpgLX2n8aYR4E5wKXA2QmcX5LY99tIS50NIgkRqaygcc0qQM0Rurvsffaj4rEHqZ09HWttp58ZJF0r8OqLEImQOXoPfEOGArE3u+OH9mdxeYBhhX4V2jrZlDkLm1fnuIxh8oSxnHjGLyl/4B42Tp5E7rgjMR7PVsdvrSAhyaOxopzVf74UIhHyxh9Lwelnd8m8Tds3WxaunFzRWuLPadO/O9ub23/0cdhwA+tu/DOVTz2Kycig6IJL9H1ORES6RCK3kR4NPNlUaGuNtbYWeAk4IIFzS5Jr2kZav7xUv81PAfXzvwFiX1d3bp7DaWRrMkfvgcnIJLJhPQ3fLXI6jiSQjUYJvPwcAPknnLLJYyX+HA4Z3FeFtk7W2ja42mNOxpVfQHjZUqpff2Wb4/U9MfnZaJS11/yRyPp1+IYMpdefb+iyok+yrmhNRO7840+m5x+vAaDikcmUT/lnp2QVERHZXCJXtg0HprZx7BqgbwLnliTni69so6qSEx5+iaAvS7/NT2LNW0h1Xlu358rIIGuPH1E780NqZ08nY5hec6mi7rOPCZctx5WTS+7hRzkdJy21tg3uu1CU0b84hw333MHGB+8lb/wxGK9vq9vmunthRLau4tHJ1M76CJORSZ9b7saVld2l8yfritZE5C449XRsuIENd99K+QP34MrIoMdZEzshrYiIyPcSubLND1S3cWwIyEzg3JLkVkUM6zNiP0ANrqnQb/OTnJojJJfsfePnts3SuW2ppOqleGOEo47t8jf2ErO17ov5p56Ou7CYxlVlBF55fpvjJXnVff4JG++/B4Cef7zasV9qJOuK1kTk7nH62RRdcAkAG+65g8pn/p2oeCIiIluU0G6kIh21qDzAspweAAwKlgPOHd4r20/NEZJL9t77AbGDu6OhkMNpJBEilRUE33kTAP9mW0il62xtG5wrM4vCX50HQPmUfxINhZJ2u5+0rrF8Y+yctmiUvGNOwH/cSU5HSluFvzyPwokXALD+zpupev4ZhxOJiEgqS+Q20mqgrYcz5dL2VXCSBoYX+pmVW8he5WUMrqkA9Nv8ZBWprKBxdbw5gla2JQXf0OG4i3sS2bCe+i8/75LueNK5Av99BRsOk7HjLmTuPNLpOGlta9vg/D8+jYp/P0Tj2tVUPf8MPX7286Td7ic/FDun7XIiG9bHzmm74lodzu+wwvMuwjaEqPj3FNbdeh0mIwP/MSc6HUtERFJQIle2LSZ2bltbDAKWJHBuSXIl/hz23HN3AAYFK/Tb/CRWH1/V5h2g5gjJwhhD9j7xraSztZU02VlrCbwSa4zgP/5kh9MItL4NzuXzUTjxNwBUPPIA0brarY6X5FLxyGRqZ8+IndP2179rO3c3YIyh6KI/kH/amWAta2/4E9VvTnM6loiIpKBEFtveBE43xmz1V+jGmEHAGcAbCZxbUsDYffcE4OjMCKUXnaLmCEkqNF/NEZKRzm1LHaGF82lYtADj85F31LFOx5Ft8B/3Y7z9BxAp30jlf55wOo4kSN2Xn7Pxgdg5bb2uuIaMoW39fbR0NmMMPS/7M/4TT4VolDXXXE7tZx87HUtERFJMIottNwHLgTnGmFeNMfcAl8cfO8sYc7sx5ilgLrFupDclcG5JAb4BgwHIXLdav81PYk3ntWXqvLak0nRuW2jhfBo3bnA4jWyP6ldeACDn4MNx+/MdTiPbYjxeCs+5EICKx/5FpEanbCS7SE0Na665PHZO29HH65y2bsgYQ6+rridvwglkjz2AzJGjnY4kIiIpJmHFNmttENgN+CPQCBwEnAAsA/YFjgKygWuB3eLjRZp5BwwEIBqoIlJZ4XAa6aimbaRa2ZZcPIVFZIzYGYDaT2Y6nEY6yoYbCLz+CgD+Y3/scBppq7yjjsM7eAeigSoqn3rU6TiyndbfeSONq1bi6def8G8u493S1equ3g0Zl4ve19xCv9sn4crIcDqOiIikmIR2I7XWNlhr77bWnmit3d1aO6TFbTdr7QnW2rustWp3Jz/gyszC06s3AA0rljmcRjoiUllB46qVAGTstIvDaaS9tJU0+QU/ep9oVSXunr3I3mc/p+NIGxm3m6JzLwKg8olH9AunJFb95jSqX3sJXC4+PfMiBj/0OuMef4NBk6YyZc5Cp+PJZozbjfH6nI4hIiIpKKHFNpHt5R0wCICwim1JqX7BPAC8JQNx56mTbLJp2STBWrvJY2WBoFZnJIHAq7EtpP6jj8e43Q6nkfbIPWw8vuE7Eg3WUPH4Q07HkQ4Ir1nFuluvA8Bz+q/46cIqovF/S6PWct60mfo3VEREJE2o2CbdSnOxbbmKbclIzRGSW+boPTAZGUQ2rKfhu0XN90+Zs5BBk6ZqdUY317hxA8Hp7wOQd8yJzoaRdjMuF0XnXQxA5TOP6+zEJGMjEdZeewXR6gCZI0dTesxpzYW2JhFrWVwecCihiIiIdCUV26Rb8Q0cDEDDilJHc0jHNDVHyFBzhKTkysgga8yPAKj9eAYQW9F27rSZWp2RBKrfeBUiETJ23Y2MHYY5HUc6IOegQ8nYZRS2vo6KRx90Oo60Q8XjD1H3+SeYrGx633A7w3sV4jJmkzFuYxhWqFXfIiIi6UDFNulWtI00udXHV7ZlamVb0tr83LZF5QGtzkgSgVdfBNQYIZkZYyj6TWx1W9VzTxFeu8bhRNIW9fO/YeM//wFAzz/8Gd+AQZT4c5g8YSzueMHNbQwPTBirbusiIiJpwtPeC4wxHwCDEzD3EmvtIQl4HkkhLbeRWmsxm/1WWLqvSFUljavKADVHSGZN57bVff4J0VCI4YV+XMZsUnDT6ozuZ/nnn9Ow6Fvwesk7coLTcWQ7ZO+zP5lj9qJ+zqdUPHw/va68zulIshXRulrWXH05RBrJHXck/uNOan5s4pgRjB/an8XlAYYV+lVoExERSSPtLrYBjwADNrvPANcA/wU+buU6A4wGjgH+BzzXgbklxXlLBoIxRIM1RCrK8RQWOR1J2ij0bbw5Qv8BuP35DqeRjvINHY67uCeRDeup//JzSvYey+QJYzlv2kwi1mp1Rjc0Zc5Clt72N34BTOs1jNzv1jJxjF6DycoYQ/H5F1N23llUvTiVgjN/ha9koNOxpIWyQJBF5QGGF/rx3ns74WVL8fTqTa8/3fCDXxKW+HP076WIiEgaanexzVq7xRZZxphrgNestfdt7XpjzJnAA8Al7Z1bUp8rIwNP7740rllFeMUyFduSSL3Oa0sJxhiy99mP6tdeonb2dLL3HqvVGd1YWSDIha9+xPtlsdff8wNGMn3aTMYP7a+vUxLL2uNHZO+7P7WzprPxn3+n781/czqSxE2Zs7D5HMvD1izmn7OnAtD72ltx5xc4G06ATYuh2/p3sD1jRURE2qPLz2yz1j4OLAcu7+q5JTk0bSVtWLbU4STSHs3NEXReW9LL3ucAAGpnz2i+r8SfwyGD++rNSDezqDzAgWsWU9hQx9qMXKb3HKIz9VJE0W8vA6DmzWnUz//G4TQCmzaMKa6v4eY5rwHg+clZZO891uF0Au3rnq1O2yIi0pmcapDwJjDOobmlm/MNVJOEZBRSc4SU0fSmMbRgHo0bNzicRrZmeKGfk5Z/DcBLA3Yl4nLpTL0UkbnjLuQddRwAGybdhd2sUYl0vaaGMcZabp3zGoUNdczL78WyE890OprQvu7Z6rQtIiKdzali22qgt0NzSzenjqTJJxKoIrxyBaDmCKnAU1RMxoidAaidPd3hNLI1fRrrGbduCQAvDBilM/VSTNFvLsZ4vdR9MlOvxW6gqWHMmUs+46B1S6l3ebh8rxMY1rvY6WhC+7pnq9O2iIh0NqeKbTVAlkNzSzfXvI10uYptyaKpOYKnX4nOrEkR2fsdCEBwxgcOJ5GtqX79VVzRCGbHXfnXBWdQetEpTBwzwulYkiDefiXkn3I6ABsn3YWNRh1OlN5K/Dk8Proff5z3LgC3jxzHFacdp+J2N9FUDG2ptZW+7RkrIiLSEYkstlUDeW0cmxMfL/IDvoGDAQiXLde2mSTR1BwhU80RUkbOfgcBUDvrI2wk4nAaaU3g1RcAKD7hZJ2pl6IKf3U+rpxcQgvnU/36q07HSWvRUIj9nphERjRC/R77csvfblFxuxsp8ecwecJY3PEi2tZW+rZnrIiISEe0uxvpViwGhrZx7A7AkgTOLSnE278EXC5sXS2RDevw9NSO4+6u6bw2NUdIHZmjdseVm0e0qor6eV+TNWp3pyPJZkIL5tOw6FuM10vekROcjiOdxF3Qgx6/OIeN993Nxvv/Tu7hR+Hy+ZyOlZY23vc3GhYvxF1YxM633IknP9fpSLKZ9nTPVqdtERHpTIlc2fYmcLoxZvjWBhljRgBnAG8kcG5JIcbrw9OnH6CtpMmiuROpVralDOPxkL3PfgDUaitptxR47UUAcg4+TNu3U1zBz36Ou2cvGlevomrqk07HSUvB2dOpfPJRAHpfcwueIp3T1l21p3u2Om2LiEhnSWSx7SagDPjaGPOcMeZvxpgbWtz+Zox5HvgqPu6mBM4tKaZ5K6maJHR7keoA4bLlQKx7nqSO7PhW0uCMDx1OIpuz4Qaq//syAP5jf+xwGulsrswsis69CIDyh/5JJFDlcKL0EqmsYO11VwKQf+rp5Ox/sMOJREREpLtLWLHNWhsEdgOuAtzAOOCsFrdx8fmuAkbHx4tskXegOpImi++bI/THXdDD4TSSSDljDwAgNP8bGivKHU4jLQVnfEiksgJ3UU+y99nf6TjSBfzH/hjfkGFEq6oon/JPp+OkDWsta2/6C5EN6/ENGUrx7y53OpKIiIgkgYR2I7XWNlhr77bWnmit3d1aO6TFbff4/Xdba0OJnFdSj08dSZNG0xbSTJ3XlnI8PXuTMWJnsJbamR85HUdaaGqM4J9wPMaTyONXpbsyHg/Fl1wBQOUzj9OwbKnDidJD4IX/EHz/bYzXS58b78SVmeV0JBEREUkCCS22iSSKd8BgAMIrSh3NIdtWr+YIKS17vwMBCM543+Ek0qSxopzgh+8BkHfMiU5GkS6WM/ZAsvc/GCKNbLjnDqfjpLyG0iWs/9tfASi68FIydtzZ4UQiIiKSLFRsk26peRtp2XJsNOpwGtkaNUdIbTnxc9tqZ32EjUQcTiMA1a+/CpFGMnYZRcbQrfYkkhTU8/dXgNtD8IN3qJ09w+k4KcuGG1hz9R+woXqy99mPgp/9wulIIiIikkRUbJNuydu3P7g92FCIxnVrnY4jrYjUVDefq6dtpKkpc9TuuHLziFZVUT/va6fjCFDdtIVUjRHSkm/wDhScejoA6+/+K7ax0eFEqWnj/fcQ+nYervwCel/7V4xLPzKLiIhI2yXsoBdjzGPA4HZcUmqt/Xmi5pfUYjwevP37E16+jPCKZXj79HU6kmxB06o2T99+ao6QoozHQ/Y++1Hz9hvUzviArFG7Ox0prYUWzCe0cD7G6yXvyAlOxxGHFP76AgL/fYmG7xax7JknWLr/kQwv9FPiz3E6Wkqo/WQWFf+eAkDvv9yEp2dvhxOJiIhIsknkr+mWAN9t5bYMKAEOAMoBnewrW6Vz27q/kM5rSwvZ8a2kwRkfOpxEAq+9CEDOQeNw5xc4mkWc484voOjciwBYe9/fOeHhlxg0aSpT5ix0OFnyi1RWsPa6K8Ba/D/+CbmHHO50JBEREUlCCVvZZq29ri3jjDG3A0cDP0vU3JKafAMGUYs6knZn9U2dSHVeW0rLGXsAAKH539BYUY6nR6HDidKTbQxT/forgLaQClQffiyL7/8nw6o3cvH8D7lptyM4b9pMxg/trxVuHWStZd1fr6Vx3Vq8g4bQ85IrnY4kIiIiScqJAyiuBHoAv3dgbkki3gHxJgkrVGzrrpqbI2hlW0rz9OyNb/hOYC21Mz9yOk7aCk7/kEhFOe7CYrL3PcDpOOKwxYE6bhx1BABnLP2cXSrXELGWxeUBh5Mlr8DLz1Hzzpvg8dLnpjtxZWU7HUlERESSVJcX26y1UeAV4JSunluSS3NHUhXbuqVITTXh+KrDzJ1HOpxGOlvO/vGupDM+cDhJ+grEGyPkHX0cxpOwhemSpIYX+pndawiv9N8FN5YbvnwDL5ZhhX6noyWl0JLFrL/zZgCKfnOxmv6IiIjIdnGqtVIZMNShuSVJ+JrObCtbjo1EnA0jPxBaMA8ATx81R0gHOU3nts36SK9HBzRWlBP88F1AW0glpsSfw+QJY7lj1GFUezLYrXI1L+ZWawtpB0Tr61hz1SXY+jqy9t6PHmf+yulIIiIikuScKrZVAXkOzS1JwtOnL8brxYbDNK5Z7XQc2YyaI6SXzFG748rNI1pVSf3cr5yOk3Zq3ngVIo1k7DySjGEjnI4j3cTEMSP45PKzifz8XAB2fOUJGss3Opwq+ay/8xYalizCXVhMnxtux7ic+vFYREREUoVTP034gQqH5pYkYdxuPP0HANCgjqTdjpojpBfj8ZA99kCA5hVW0nUCr74IaFWb/FCJP4e9zjmPjB13IRqoYsOkO52O1CnKAkHeLV1NWSCY0OcNvP4KgZeeBWPoc+MdeIqKE/r8IiIikp6cKrbtCHzn0NySRHxNTRLUkbRbaPlmRyvb0k/OgYcCKrZ1tdDCbwktmIfxesk7coLTcaQbMh4Pva68Foyh+tUXqPv8E6cjJdSUOQsZNGkq4x5/g0GTpjJlzsKEPG/DsqWs++u1ABRO/A3Ze49NyPOKiIiIdHmxzRhzEPAz4LmunluSjzqSdh8t3+zs8rcnCC8vBSBDK9vSRs5+B4LbTcN3iwivKnM6TtoIvBZrjJBz0Didjyityhw5Gv+PfwLA2puvJlpf73CixCgLBDl32kyi1gIQtZbzps3c7hVu0VCINX+6FFtbS9YeP6Lw1xcmIq6IiIgIAAlrZ2aMuQEYvJUhucBAYA/gfeBviZpbUpd34GAAGlRsc9Tmb3Z2qlwDgOnVG0+PQiejSRdy5xeQtdsY6uZ8SvDDdyk47SynI6U82xim+r+vANpCKttW/NvLCH74LuHlpZRPnkTx7y53OtJ2W1QeaP7e0yRiLYvLA9vVDGLD3bcSWjgfd0EP+tx4J8bt3t6oIiIiIs0SubJtIDBgKzc3MB04xVp7qLW2MYFzS4pq3kaqM9sctfmbnZHxYlvtoOFORRKHaCtp1wpO/5BIRTnuwmKy9z3A6TjSzbnz/PS66noAKp54mPpvvnQ40fYbXujHZcwm97mNYVihv8PPGXj1BaqeewqA3tffjqdX7+3KKCIiIrK5hBXbrLVnx4tord1OsNZebK19PlFzSurzDowX21auxDaGHU6TvjZ/s7NrVazYljdylFORxCFNxbbazz4hUlPjcJrUF3g1toU0b8LxGE/CFqNLCss98FDyjjoOolHW3vBnog0NTkfaLiX+HCZPGIs7/j3IbQwPTBjb4VVt9Qvmse7W6wAoPPe3se3xIiIiIgmm3ubSrXl69cFkZEKkkfBKnRHllM3f7DStbOs1eoyTscQBvsE7xLZ3N4apnf2R03FSWmNFefMKQv8xJzobRpJKz8v+hLuwmIaliymfcp/TcbbbxDEjKL3oFN49czylF53CxDEjOvQ8kcoKVv/xImwoRPYBB1M48YIEJxURERGJSVixzRhzkDGmTWv6jTH5xpiDEzW3pC7jcn1/btuypc6GSXNNb3beO/lAdghWAGqOkK60lbRr1LzxKkQaydh5JBnDOlZckPTkLuhBryuuAaDi0Qep+/oLZwMlQIk/h0MG9+3wijYbibDm6stpXLUSb8lA+lx/O8al3zmLiIhI50jkTxlvAT9t49gzgVcTOLekMN/gHQAIq9jmuBJ/DnvXlYO1eHr1wVNY5HQkcUDzVtLpH2AjEYfTpK7Aqy8CaowgHZM77khyxx8DkQhrr7487bd9b5w8idpZH2Eys+h7+yTc/nynI4mIiEgKS2SxzUPbu5sOBlYmcG5JYb7BQwCtbOsu6r+dC2hVWzrLGr0HLn8+kcqKlDiAvTsKLfyW0IJ5GK+XvCMnOB1HklSvK67F07cf4ZUrWH/HjU7HcUz1m69R8dD9APT+y41kDN/R4UQiIiKS6rp8/bwxxgecBHzR1XNLcvINihfbSpc4nEQAQvPjxbadVGxLV8bjIWds7FDx4AfaStoZAq/FGiME99yP1S6fw2kkWbnz/PS58U5wuaie9hKB119xOlKXq//mS9ZefxUABWf+irzxxzqcSERERNJBh4ttxpgcY8yhxphxxphx8bt3avp4C7djjTG/AWYB/YGrE/EJSOrzahtpt9K0si1TK9vSWs5BOrets9jGMOteeRGA39ueDJo0lSlzFjobSpJW1ug9KJz4GwDW33p9WjUbCq9ZxarLLsQ2NJBz0DiKf3vZFseVBYK8W7qaskCwixOKiIhIqmrrts8t+Tlwb4uPLfDb+K01tcB0YF9r7aLtmFvSiC/eICFSWUGksgJ3QQ9nA6WxaLCmueiplW3pLXvsgeD20LB0MeGyFXhLBmzyeFkgyKLyAMML/R0+0DxdLX/rf/iqq1ifkcOHvXYgai3nTZvJ+KH99d9SOqTwV7+hdvYM6r+aw+qrfk/Jg0/gyshwOlanitYGWXXpBUTKN+AbviN9brwD43b/YNyUOQs5d9pMotbiMobJE8Z2uNupiIiISJPt2UZ6P7Gz14YAOwAGuDb+8ZZuvay1udba8dbaL7ZjXkkzrqxsPL37Ajq3zWmhhd/GmyP0xlNU7HQccZA7z0/WmD0BqHn/rU0emzJnIYMmTWXc429oVVYHVL0S20L60oBdicS7JUasZXF5wMlYksSMx0Ofm+7ElZ9PaP43rL/zJqcjdSrbGGb1FRfTsOhb3IXF9PvbP3Fl/7BQXRYINhfagObCtla4iYiIyPbqcLHNxiy31i6z1pYCEWBt/OMt3TYkLLWkHe8gNUnoDup1Xpu0kHvI4QDUvPd9sU1vXrdPY0U5WZ/NAOCFAaOa73cbw7BCv1OxJAV4+/anz013gTEEXnyWqpemOh2pU9holLXX/6m582i/u+7F26ffFscuKg80/1vVRIVtERERSYRENkg4EvhPAp+vTeLnwdUaY9Zs5bbCGNOvxTV7GmNeNsYsaTFmpTHmY2PMr40xP9hnYIwZbox50hizqMU1q4wxnxtjrjDGpPZ+DIc1dSTVuW3OCn2rYpt8L+fgWLGt/svPadwY+32K3rxun+r/vgKRCNWDhrEkvxcQK7Q9MGGstpDKdsvZ9wCKzr8YgPW335By3YSttWz4x21Uv/4KuD30vfUfZI4c3er44YV+XMZscp8K2yIiIpIICSu2WWvftdZWJur52sEP/Mda22crtwHW2lUQK7QBzxLbBrtz0xhgAHAWcCxwW8sJjDElwNvAq8DoFtf0B04AhgJPdNHnm5Z8WtnWLYTUHEFa8PbpS8Yuo8Bagu+/DejN6/aw1hJ4ObbaaIefnkHpRafw7pnjKb3oFJ0hJQnT4+xzyTn4MGxDA6suu4DwqtRpmFDx7ylUPvkoAL2vuZmc/Q/a6vgSfw6TJ4zFHf83S4VtERERSZRErmxLFtcDF1trp1lrQ013Wmuj1toFwBnAqcaY3i2uuRK4w1r7pLW2tsU11lq7AjgfGGaMGdNFn0Pa8Q2KdSRtKF3icJL0Fa0NNv/318o2aZJ76BHA91tJ9ea140Jzv6Lhu0WYjAzyxh9DiT+HQwb31X87SSjjctHn+tvwDd+JSPlGVv3+fCLVyb/ytPLpx9g46U4APOf9ns922btN29cnjhmhwraIiIgkXIeKbcaY3YwxZxpjhiQ6UBcYBbzb2oPW2iDwGbBjO66JAu/Ex0knaDqzLVy2AtsYdjhNempqjuDu2QtPcU+n40g30XRuW+0ns5rfsOvNa8dUvRhb1ZZ72FG487QSUDpHWSDI++urcd34N9w9e9GwdDGrr7gYG25wOlqHVT79GOvvugWA5UefyrC1We1q0KLCtoiIiCRaR1e2fQQ8CjzTdIcx5n1jzPJ23N5LxCfQAfnW2pptjFkFDGzxcQmwup3XSAJ5evXGZGVDpJFw2Qqn46SlpuYImVrVJi34Bu+Ab8gwaAwT/Oj95vv15rV9orVBqv/3GgD5J5zicBpJVS07BQ9++kM+Pv9PmOxs6j6ZyZq//AHb2Oh0xHarfObfzYU2z+m/4kjfUDVoEREREcd1tNj22WZ/AjwMTGnH7dEOzr0lOxhjHjTGzDXGrG7RwOArY8xdxpjCdj5fI+Bp8bGbWLfV9lyzCWNMhjHG33QD8tqZKa0ZlwvfwMEANCwrdTRLumpujqDz2mQzTVtJg+/9z+Ekyav6rdextbV4Bw4ic8xeTseRFLSlTsFnfr0W77V3YLxeat55k7U3/AkbjTqctO0qHn+I9XfeDMTOois98Uw2T68GLSIiIuKEVotDW2OtPXQL9z2y3Wk6phTIB2YCVwPrrLVRY4wBioDfA08ZY46ydrMWeV3rKuBaB+dPet7BQwgtmEfDsiXAOKfjpJ3QfHUilS3LOfRwyh/6J8EZHxKtr8OVmeV0pKQTePFZAPzHn4LZrMGESCK01il46Q67sNet/2D1H39H9X9fxvgy6PWn6zGu7nusr41G2XDPHVQ+8TAAPX5xDkUXXMLw6lpcxmzyeapBi4iIiDih+/4k1UbW2i+staOttQ9Za9fEz09ral6wgVgBrh+ww5auN8ZcaYx5uT1zxs+rm9POqH8lVhRsupW08/q019QkIayOpF0uWlcbL3KqE6n8UMaOu+Dp2w9bX0ftrOlOx0k6oSWLqf/6C3C78R9zotNxJEVtrVNw7kHj6HPjHeByEXjpWdZc/QdsuIGyQJB3S1d3q22YNtzA2muvaC60Ff/ucoouvBRjjBq0iIiISLfRoZVtycRaa40x84GhwHdbePzWDjzn48Dj7bwmBDR3P9XKhfbzxZskqCNp1wst/BaiUdzFPfEU93I6jnQzxhhyDzmCyqcepea9/zU3TZC2CbwUa4yQc8Ahaj4inaapEHXetJlErP1BISrviKPBWtZcewU1b07j45WrOWzIOIJuLy5jmDxhrOPNTho3rGf1lRdT/+Xn4PbQ+5qb8U84YZMxE8eMYPzQ/iwuDzCs0K9Cm4iIiDiiU4ttxphWV841rUDrIrVAdjvGe4idwdZkq+extXKNJJhvcGxlW4NWtnW50PxvADVHkNblHhortgXffwcbbsB4fU5HSgo23ED1tJcA8KsxgnSybRWi8o6cgCsvj1V/vIjCuXN4bOVqLtz7JNZk+Tlv2kzGD+3vWPGqfu5XrP7jRTSuW4srN48+t/yNnLEHbnFsiT9HRTYRERFxVEK3kRpjio0x98QbE1QD4dZuxpjFCZpzojFm1DaGZQF18b9XGmNytzG+H7C8xcdlQJ92XiMJ5h04CIBoVSWRygqH06SXejVHkG3I3G0M7uKeRGuqCWoraZvVfPAOkcoK3D17tVo4EEmkbXUKzhl7IOuuvosKXxajKtfwwnuPsPeGZY41GrDRKBWPP0TZOWfQuG4tviFDGfDos3q9iIiISLeWsJVtxpiewNz4h48Cy4DqrVyyKkFTDya2au3rVnIZYATQtPfwa+Aw4KVWxucAewILWtzddM03rVzjAg4F/t3u9NJmrswsPH370bh6FQ3LlpJV0MPpSGkjNH8eoOYI0jrjdpN3+NFUPv0YNW9OI/fAH/TRkS0IvBjbQuo/9scYT8qf7CBJYtC++7LfwWcz6ePn2KVqHY/MeJp7dj6Iofk/7tIc4TWrWXv9ldR9OhuAnEOOoPe1f8Wdu63fmYqIiIg4K5E/2d8AGGAna+3GBD7vtrwMPGmM+RD4smXHUWNMFnAxUAk0raS7BnjeGNMIvBU/S62pYLYDcAcw1Vq7tsUctwIzjTEbgBestbXxawyxFW3XAkuste1tmiDt5Bs0JFZsK11C1ug9nI6TFqJ1tTSUxo47VHME2ZrcI+LFtg/eJlpfjysz0+lI3Vp4zSpqZ8dWAfqPP9nhNCLfK/HncO2pR3NGRg7XfvFfTiyby6Xz3odLz6XhmlvwDRm6xevKAkEWlQcYvp1npdlwA5VP/5uN/7oXW1uLycyi56VX4T/xVJ15KyIiIkkhkcW2/YGnurjQhrX2E2PMH4D7gYGbnRNXC7wJnNZUhLPWzjHGnARcD0wyxjSd5RYFVgIPAlM2m2OlMWYccCNwnTEmr+khYC3wNPC7TvkEZRO+QTtQO2u6OpJ2oebmCEU98fTs7XQc6cYyR+2Op08/GtesonbGB+SOO9LpSN1a4IVnwVqy9toXX8lAp+OIbKL5fLeNE/B+8j6R++6i/psvWfazEyg47UwKf30B7jx/8/gpcxZy7rSZRK3tcEMFay21099n/d9va/4+nzlqd3pfdyu+gYMT+emJiIiIdKpEFtuGEts+2uWstS/RyrbQVsbPAY5v5xyLgZ+1M5okmFcdSbtcqPm8tl0cTiLdnTGG3MOPovLxh6j+3zQV27bCNoapinchzT/5pw6nEdmy5kYDQ35G+KBDWH/b9QQ/eo/KJx8h8MrzFJx2JgWnncVql6+50AYQtbZdDRVsY5ia99+m4tEHCc2Pfc9xFxZRdOGlsS3WroQeMSwiIiLS6RJZbMsEGhL4fCI/oI6kXa8+/sZHnUilLfKOnEDl4w8R/PA9orVBXNnqCLglNe+9TWTjetxFPck95DCn44hsk7dPX/rdfT/BGR+y4e+30rD0O8r/dR8Vj/2L4F77c1CkiFnFg6j3eAGaGyq0Vmyz0Sj133xJ8L23CEx7mcjG9QCYzCwKTj2dHr88b5OVcyIiIiLJJJHFtg1AzwQ+n8gP+OIr28IrV2DDDRivz+FEqa95ZdtOIx1OIskgY6dd8ZYMJFy2nOBH75F35DFOR+qWqp57CgD/CSdj4sUJkWSQs9+BZO+zHzXvv0XFI5MJzZ9L9ox3mQyEXG4+L+zPt/m9+S6vJ0MW9KauajVEo0QbQkTWrSW8qoz6b+dS//WXRKsqm5/XXViM/8RTKPjpz/H0KHTs8xMRERFJhEQW274Chifw+UR+wN2zFyY7G1tbS3hlWfNKN+kc0fo6GpaqOYK0nTGG3COOpuLhB6j+339VbNuChtIlse6KLhf5P/6J03FE2s243eSNG0/uoUcSWjCPwCvPs/Z/b5BZsYGxG5YzdsNyABq+mEbZVp7HlZNL9n4HkXv4eHIPPFS/QBMREZGUkchi26PA/caYPGttdQKfV6SZMQbfoB0Izf+GhqXfqdjWyZqbIxQW4+7Zy+k4kiTyjphAxcMPUDv9fSI11bhz87Z9URqpeu5pAHL2Pxhvn34OpxHpOGMMmTvtSuZOu9LzD39hxTdzWfPxLIrXlpGxZiWRygqi1QFwuTBeL56evfD07kvGsBFkjhxNxo47q8AmIiIiKSlhxTZr7ePGmPHAi8aYX1prlyfquUVa8g0ZGiu2lX4HHOF0nJT2fXOEXTHGOJxGkoVv2Ah8Q4bSsPQ7gu+9hf/YHzsdqduI1tcReO1FAPJPVs8dSR3GGAaOGsnAUTpyQERERCRh7Z2MMe8D44BDgaXGmJXGmOVbub2XqLklvfiGDAWgYcl3DidJfWqOIB1hjCE3vn00MO1lh9N0L9VvTiNaHcDTr4TssQc4HUdERERERDpBIreRPgIMbMf4FQmcW9KIb8gwgOazxKTztFzZJtIe/qOPp/yBe6j7dBbhtWvw9u7jdKRuoWpqrDFC/kmnYVwJ+32XiIiIiIh0I4ncRvpwop5LZGt8O8RXtpV+h41EMG63w4lS06bNEbQtSNrH27+ErDF7UTfnU6pff4XCX5zjdCTH1c/7mtD8bzBeL/7jT3Y6joiIiIiIdBL9Wl2SjrdfCcbnw4ZCNK5e5XSclBVa+C1EIriLeqo5gnRI3jEnAlD92ktYa50N0w1UPvskALnjxuPpUehwGhERERER6SwqtknSMW433kFDAOJNEqQzhOZ/A0DGzruoOYJ0SO5h4zEZGTQsXUxowTyn4ziqceMGat54FYD80850OI2IiIiIiHQmFdskKTU3SdC5bZ2muTmCtpBKB7lz88g56DAgtrotnVU9/ww2HCZj193IGrW703FERERERKQTJbQb6Ta6j7Z2Wxq/9vfGGB2+JW3S1CQhtGSxw0lSVyhebMtQJ1LZDv5jTgCg+o1XsY1hh9M4I9rQ0NwYocfPfu5wGhERERER6WyJ7Eb6GHAz4AZeIdZtNNricQPsBhwLvAx8Hb/fBQwCbgPygBsTmElSVHOTBK1s6xTRutrmLbqZ6kQq2yF7n/1xFxYTKd9AcPoH5B58mNORulzNW/8lUr4Bd89e5B423uk4IiIiIiLSyRJZbPMDPmBXa+3q1gYZY34G3AdcbK1d2eL+GuDnqNgmbeAbHCu2hUu/w1qrM8USLLTwW4hGcffshadnb6fjSBIzHg/+Y06g4t9TqHrxP2lXbLPWUvnkowAUnHo6xuN1OJFI91AWCLKoPMDwQj8l/hyn44iIiIgkVCLPbDsReGZrhTYAa+1TwCrgj5s9tIjYCjeRbfINGAhuD9FgkMZ1a52Ok3Lq58WaI2RqC6kkgP/4kwGonfEh4bVrHE7Tteq/+IzQgnmYjAzyf3ya03FEuoUpcxYyaNJUxj3+BoMmTWXKnIVORxIRERFJqEQW20YCS9o49n/A5ntpGoltQRXZJuP14RsYq802LNW5bYkW+jZ+XpuaI0gC+AbvQNaYvSAaJfDK807H6VKVTz8GQN7Rx7Pa5ePd0tWUBYIOpxJxTlkgyLnTZhK1FoCotZw3baZeFyIiIpJSElls6wG09SelNUD/BM4taai5I+kSnduWaKH58ZVtOq9NEsR/4k8ACLw8FRuNbmN0agiXraDmvbcAeGf0QVrJIwIsKg80F9qaRKxlcXnAoUQiIiIiiZfIYlt71ADZDs0tKaLp3DatbEusaG2QhtLYIlV1IpVEyR13JK48P42rV1E7e7rTcbpExeMPQTSK60djOfPLVVrJIwIML/Tj2uycVbcxDCv0O5RIREREJPESWWyrJtZNtC1y4uNFOqy5I2lpW3cvS1uEFswHa/H06oOnuKfTcSRFuDIzyZtwPACBF591OE3na9y4gcCrsS2za4/5iVbyiMSV+HOYPGEs7njBzW0MD0wYqyYJIiIiklIS2Y10MbBDG8cO4Yfnu2UA6bG3SBLCN2QYAA1LFqsjaQLVx7eQZmgLqSRY/gmnUvXM49S8/w6N69emdKfbymf+jQ2FyBw5mgEHHIjri+c2KbhpJY+ks4ljRjB+aH8WlwcYpm6kIiIikoISubLtTeB0Y8zQrQ2KP34GsSYJLe1CrEupSJt4Bw4Gl4tooIpI+Uan46SM0PxYc4RMNUeQBMsYviOZo/eASCNVzz/jdJxOE6mpoerZJwHo8YtzGJCfq5U8Ipsp8edwyOC+eh2IiIhISkrkyrabgB8Dc40xrwHL2XSraA4wEDgWWAHcCGCMyQVuBc4C/pHAPJLiXJmZePuVEC5bTsPSxXiKip2OlBKaV7bpvDbpBAWnncWaLz+n6vln6PHL83H5fE5HSrjAC88QranGO3gHcg4aB2glj4iIiIhIOknYyjZrbRDYDbgKcAOHEiugNd2OAHzA1cAoa21N/NLewJ7ECm5/TlQeSQ/qSJpYkZoawstLAW0jlc6Re+jheHr1JlK+kZq3Xnc6TsJFGxqoePIRAAp//muM6/tvs1rJIyIiIiKSHhLajdRa22Ctvdtae6K1dndr7ZAWt92stSdYa++01oZaXPOdtXastfZaa204kXkk9TWf21aqYlsihBbMizVH6NMPT2GR03EkBRmPl/xTfgZA5dOPYTdrHJDsqqe9RGTDejy9+pB31LFOxxEREREREQcktNgm0tWaO5IuVbEtEULaQipdwH/iTzA+H6H531D/zZdOx0kY2xim/OH7ASg442yMN/W2yIqIiIiIyLap2CZJzTdY20gTqf7beHOEXVRsk87j6VFI3vjYqq/Kpx9zOE3iBF55gcZVK3EXFpN/0mlOxxEREREREYeo2CZJzTd4CACR8g1EqiqdDZMCtLJNukrBaWcBUPP2G4RXljmcZvtFGxoofyi2qq3H2efiysxyOJGIiIiIiDglkd1IATDG9AN+BAwG8rcydIW19uFEzy/pxZWTi6dPPxrXrKKhdAlZo/dwOlLSitRUE16+DIDMnUc6nEZSXcaOO5O97/7UzppOxeMP0euKa5yOtF0CLz9H45pVuHv2Iv/HP3E6joiIiIiIOCihxTZjzA3AH4BMoC7+Z0X87x5inUctsBr4DlCxTbabb8jQWLFtyWIV27ZDKL6F1NOvP+6CHg6nkXTQ4+xzqZ01ncDLUymc+Bs8xT2djtQh0VCIiocfAKDw7HNxZWY6nEhERERERJyUsG2kxphTgL8AfwOKgZ0AA/zcWjvAWtsXGAXMBt6y1h6cqLklfZUFgqwt6gNAw3eLHE6T3ELz4+e1aQupdJGsPfYmc9Tu2IYGKp9K3rPbqp5/hsZ1a/D06oP/hFOdjiMiIiIiIg5L5JltFwFvW2v/Yq0tB6KbD7DWzgWOA041xvw0gXNLGpoyZyGDJk3l5rIgAEu/TJ2uhk6ojxfbMrSFVLqIMYYeZ58LQNVzTxKpDjicqP0i1QHKp9wLQOHE3+DKyHA4kYiIiIiIOC2RxbahwIxtDbLWbgReAX6ZwLklzZQFgpw7bSZRa1noj209iy5ZTFkg6HCy5NXUHEHntUlXyjngEHxDhxMNBqn6zxNOx2m3ikcmE62qwjdkGP7jT3Y6joiIiIiIdAOJLLb1A9a3cexCYPcEzi1pZlF5gKi1ACzOKyYKFDXUsmTpMmeDJalIoIpw2XIAMnbaxeE0kk6My9W8uq3iiYeTanVbePVKKp+ObX8t/t0fMJ6E9xwSEREREZEklMhiG8SaH7TFBqAowXNLGhle6MdlDAD1Hi/Lc2IH+g+qWOtkrKQV+nYeAN7+A3DnFzgbRtJO3hET8O0wnGh1gIrHH3I6TpttvO/v2IYGsvbah+z9dQypiIiIiIjEJLLYVgXkbuF+s4X7Iq3cL9ImJf4cJk8YiztecFsU30rqX73CyVhJqz6+hTRjZzVHkK5n3G6Kzv8dAJVPPUbjxg0OJ9q2+rlfUf36KwAU/+5yjNG3NBERERERiUlksW0NMLjFx5XxP/1bGJtHrDgn0mETx4yg9KJTePfM8Rx92EEANHy30OFUySk072sAMncZ5XASSVc5hxxOxs4jsXW1VDz8gNNxtspGIqy79ToA8o45QeccioiIiIjIJhJZbHsdOMkY0wfAWhsEVgEHbGHsAcCiBM4taarEn8Mhg/tSvGvszW5osYptHVE/N1Zsy1CxTRxijKHowksAqJz6FA2lS1odWxYI8m7pascaolQ99xShb+fhyvNTfNHljmQQEREREZHuK5HFtr8DjcAiY8x18fvuBM43xjxmjPmdMeb3xpgXgAnAXQmcW9JcxrARADQsWYyNRh1Ok1waN6yjce1qcLnI1DZScVDOPvvHzj6LNLL+H7dtccyUOQsZNGkq4x5/g0GTpjJlTtcW2Bs3rGfjfX8HoOiCS/AUFXfp/CIiIiIi0v0lrNhmrV0G7A38FWhqJ3cPcD4wErgBuJpY19LTrLX/SdTcIt6SgRifD1tXS+OqlU7HSSr1c2PntfmGDMWVneNwGkl3PX9/Bbg91H70PsGZH27yWFkgyLnTZjZ3Io5ay3nTZnbpCrcNf7+NaLCGjJ1HUn3YMY6usBMRERERke4pod1IrbUrrbW3WGv/Fv84aq190Fq7h7W2wFpbZK3dx1r7bCLnFTEeD77BQwEIfacdyu1RP+8rADJ33c3hJCLgG7wDBaedCcD6u24h2tDQ/Nii8kBzoa1JxFoWlwfoCjUfvkv1G6+CMcw86VcMvu8Fx1bYiYiIiIhI95XQYpuIk3xNW0nVJKFdQnObim06r026h8JfX4C7sJjwsqVUPHx/8/3DC/24Nuv66TaGYYVb6sOTWJHKCtbdfA0AnpNP5/S56x1dYSciIiIiIt2Xim2SMnxDhwNqktAe1lrq58W2kWZoZZt0E+48Pz3/+BcAyh95sPk1XeLPYfKEsbjjBTe3MTwwYSwl/s7f/rzuzpuIbFyPb8hQSn/8c0dX2ImIiIiISPfm6chFxpjxQP/tnLvMWvvmdj6HSLOMoU0r27SNtK3CK5YRrQ5gMjLIiBcrRbqD3HHjyTnkcILvvcXam/7CgH89ifF4mDhmBOOH9mdxeYBhhf4uKbQFXnuRmjdeA7eb3tfeirtPMS5jNim4ddUKOxERERER6f46VGwDJgMlLT42rQ3cisXAiA7OL/IDTSvbGpYtxYYbMF6fw4m6v/q5XwOQMWJnjMfrcBqR7xlj6PXHq1n26WxCc79i44P/R/Fvfg/EVrh1RZENILRkMetuvR6AwokXkLnrKEqAyRPGct60mUSs7dIVdiIiIiIi0v11dBvp/sDLxIpsrwADrbWudt5UaJOE8vTugys3DyKNNCxb6nScpPD9eW3aQirdj6dnb3pdFSt0VTz8ALWfzOrS+aO1QdZc+XtsfR1Ze+9H4a/Ob35s4pgRlF50Cu+eOZ7Si05h4hh9SxMRERERkZgOFdustWXW2h8DJwJjgHnGmIuMMToDThxjjGlukqBz29qmqRNphpojSDeVd+QE/CecAtay5prLadywrkvmtZEIa/7yBxqWLsZd3JM+N96Bcbs3GVPiz+GQwX21ok1ERERERDaxXcUxa+3LwC7EtpX+DZhljNk9AblEOqTp3LEGFdu2yYYbCC2YD2hlm3RvPS/7E74hQ4lsWM+qyy4kWl/X6XNuuOd2gh++i/H56HvbPXgKizp9ThERERERSQ3bvRLNWhu01v4B2AuIAp8YY+4wxmRvdzqRdvKpSUKbhRYvxDY0QJ6f6Y1eygJBpyOJbJErK5u+d92HKz+f0LyvWXvdldhotNPmq/j3FCqffBSA3tfdRtZuYzptLhERERERST0J2/Zprf0SGAv8Dvg1sa2lExL1/CJtkdG0jfQ7rWzblqbmCB9mFTHuiTcZNGkqU+bov5t0vbJAkHdLV2+14OsbMIi+t00Cj5eat99g3S3XdkrBreKJh9lwzx0AFF14KXlHHJ3wOUREREREJLUl9Iw1G/NPYltLZwGvGGOeMcb0TOQ8Iq1p6kjauHoVkZpqh9N0b+VfzgHgy4K+AESt5bxpM7XCTbrUlDkLGTRpKuMef2ObBd/sPfem97W3gMtF4KVnE1pws9ay8V/3seHvtwFQeM6FFJ59bkKeW0RERERE0kunNDSw1q621v4UuBk4FbiuM+YR2Zzbn4+nTz8AGhYtcDhN91Yf70T6VY9+zfdFrGVxecCpSJJmygJBzp02k6i1QNsKvv6jjqP3dbc1F9xW/+FCIjU125Uj2tDA2muvoPyBewAonHgBhef8drueU0RERERE0lenFNuMMT2MMQ8CfwE+Au7sjHlEtiRjxE4AhBbOdzhJ9xUN1uAtWwbA1/GVbQBuYxhW6HcqlqSZReWB5kJbk7YUfP1HH0efG+/E+HwEP3yXFb/8CaGF33YoQ/2Ceaw4+1Sq//syuN30vPI6is7/HcaYDj2fiIiIiIhIwottxpgzgG+Bk4BzgIOttUsTPY9Ia74vtnXszXc6qP92LlhLfWFPKrNygVih7YEJYynx5zicTtLF8EI/rs2KWm0t+OYdOYGSyU/g6dWbcOkSlv/8ZNbffWubt49HqirZcM8drPjFT2hYtAB3QQ/6/+NBCk7+aYc+FxERERERkSaeRD2RMWYY8E/gMOBx4DJr7fpEPb9IW2WM2BnQyrataWqOUDxmD0ovOoXF5QGGFfpVaJMuVeLPYfKEsZw3bSYRa9td8M3cdRQDHnuO9XfeRM1br1P55CMEXnoW/7EnkXvE0WTuMhLj9TWPjzY0UP/V59S89TqB/76Mra0FIOfQI+h15XV4Cos65fMUEREREZH0st3FNmOMF7gC+DOwAjjCWvv29j6vSEc1FdsavluEbQxjPF6HE3U/ofh5bZm77kYPf46KbOKYiWNGMH5o/w4XfD1FxfT9698JHvsBG/5xOw1LF1P5zL+pfObfGK8XT59+uLKyidYGCa9eCZFI87W+4TtS9Jvfk3PAIdo2KiIiIiIiCbNdxTZjzIHAZGAH4DbgFmttfSKCiXSUp19/XDm5RIM1NJQuIWPYjk5H6nbqv/kSiBXbRJxWkoCCb87+B5E99gBqZ35I9euvEpzxAdFAFeEVyzYZ5y4sInvsAfiP+TFZe+2jIpuIiIiIiCRch4ptxphC4Hbgl8QaIPzYWqsDsqRbMMaQMWIn6uZ8Smjhtyq2bSa8ZjWN69aC203GLiOdjiOSMMblImf/g8nZ/2CstTSuLKNx/VqitbW4srPx9h+Au2cvFdhERERERKRTdXRl22xgaPzvQ4E3O/Dm5Ttr7aEdnF9kqzJG7Bwrti2YDxNOcDpOt1L/9RcAZAzfEVdmlrNhRDqJMQZvyQC8JQOcjiIiIiIiImmmo8W2m4FB2zn38u28XqRVPnUkbVX9N18AkDlqd0dziIiIiIiIiKSiDhXbrLWPJDiHSEJl7BjvSLpoPtZabRtroWllW+aoMc4GEekCZYEgi8oDDG9j84X2jhcREREREdncdncjFemOfEOGgdtDtKqKxrVr8Pbp63SkbiHa0EDo23kAZI4a7XAakc41Zc5Czp02k6i1uIxh8oSxTBwzImHjRUREREREtsTldACRzuDy+fDtEDtWMLRwvsNpuo/QgnnYcBh3j0K8/XWWlaSuskCwuXAGELWW86bNpCwQTMh4ERERERGR1qjYJikrQ+e2/UDzFtKRo7W1VlLaovJAc+GsScRaFpcHEjJeRERERESkNSq2ScrKGBE/t00r25p9f17b7o7mEOlswwv9uDYrKLuNYVihPyHjRUREREREWqNim6SsppVtDVrZ1qz+6y8ByNxtd2eDiHSyEn8OkyeMxR0voLmN4YEJY1ttetDe8SIiIiIiIq1RgwRJWRnDY8W28MoVRGqqcefmOZzIWY3r1tK4djW4XGTuPNLpOCKdbuKYEYwf2p/F5QGGtaG7aHvHi4iIiIiIbImKbZKy3PkFeHr3pXHtahoWLSBrzF5OR3JU3ddzAMgYtiOubBURJD2U+HPaVTRr73gREREREZHNaRuppLTvmyTo3LbmLaQ6r01ERERERESk06jYJimtqUlC/bfzHE7ivO+bI4x2NoiIiIiIiIhIClOxTVJaRvxsstC3cx1O4iwbbmj+b6CVbSIiIiIiIiKdR8U2SWmZu+wKQMOSxUTr6xxO45zQgvnYhgZc+QV4BwxyOo6IiIiIiIhIylKxTVKap2dv3MU9IRoltCA9zm0rCwR5t3Q1ZYFg8311X34OQNZuYzDGOBVNREREREREJOWp2CYpL7NpK+n8bxxO0vmmzFnIoElTGff4GwyaNJUpcxYCUPdFvNiW5h1ZRURERERERDqbim2S8prObaufn9rntpUFgpw7bSZRawGIWst502ayoqqG+i8/AyBz9B5ORhQRERERERFJeSq2ScrL3CU9VrYtKg80F9qaRKxl2TdziVSUYzIyyNhpV4fSiYiIiIiIiKQHFdsk5TUVmBpKlxAN1jicpvMML/Tj2uw8NrcxlKxYDEDmLqNw+XxORBMRERERERFJGyq2ScrzFBXj6d0XrE3pJgkl/hwmTxiLO15wcxvDAxPGkrkgtqIvc/c9nYwnIiIiIiIikhY8TgcQ6QoZO+9K49rVfDN9Bn2H7UKJP8fpSJ1i4pgRjB/an8XlAYYV+inx51B6Y7w5wu5qjiAiIiIiIiLS2bSyTdLCN/l9APjw7fc36dKZikr8ORwyuC8l/hwaN6wnvGIZGEPmbrs7HU1EREREREQk5anYJimvLBDk5nVhAEZWrm7u0lkWCDqcrPPVxbuQ+obtiDs3z+E0IiIiIiIiIqlPxTZJeYvKA3yd3xuAIcEKcsP1RKxlcXnA4WSdr/6Lpi2kezicRERERERERCQ9qNgmKW94oZ+qzBxWZOcDMLJyDW5jGFbodzhZ52ta2Zal5ggiIiIiIiIiXULFNkl5TV065xb0BWB05RoemDA2ZZskNIkGa5q7r2aOVrFNREREREREpCuo2CZpYeKYERx73FEAXF5gmThmhMOJOl/dN19CNIqnX3+8vfs4HUdEREREREQkLajYJmmjz4/2BsB8OxdrrcNpOl/9F/EtpFrVJiIiIiIiItJlVGyTtJGx4y7g8RIp30Dj6pVOx+l0dfFiW+ZoNUcQERERERER6SoqtknacGVmkjFiJwDqv/7C2TCdLNrQ0Pw5Zu+5t7NhRERERERERNKIim2SVjJHjQag/usvHU7SuULffIkNhXAXFuMdNMTpOCIiIiIiIiJpQ8U2SStZo3YH4s0DUljtZx8DkLXn3hhjHE4jIiIiIiIikj5UbJO0kjlydwBCC+YTDYWcDdOJ6j6bDUD2XtpCKiIiIiIiItKVUrrYZoxxG2OeN8acutn9hxlj3jLGlBpj1sRvK4wxHxpjTjJbWApkjNnTGPOyMWZJi2tWGmM+Nsb82hjj7rrPTDrK068/7sIiaAwT+nau03E6RTQUaj6vLWsPFdtEREREREREulJKF9uAG4BjgJymO4wxJwJ3A9cBw621fay1fYAhwMXAJcCFLZ/EGLMn8CxwP7Bzi2sGAGcBxwK3dfYnI9vPGEPmyPi5bSm6lbT+my+wDQ24i3vqvDYRERERERGRLpayxTZjzAnABOCRzR66CTjTWvuRtTbcdKe1ttFa+znwU+CqzVaqXQ9cbK2dZq0Ntbgmaq1dAJwBnGqM6d1Jn44kUGb83LZULbbV6bw2EREREREREcekZLHNGDMc+AdwClDX4n4vUGyt/aq1a621K4G1QP8Wd48C3t3KNUHgM2DH7UsuXSHVO5I2FduytYVUREREREREpMulXLHNGJMDPAf8zlr73WYP9wHWt+FpVgEDW3ycb62taec10k1l7jwSXC4a166mcd1ap+MkVLS+/vvz2vbax9kwIiIiIiIiImkopYpt8cYGk4HXrLUvb2GIG4i04akaAU87p9/qNcaYDGOMv+kG5LXz+SVBXNk5ZAzfCYC6Lz5zOE1i1X/zBTYcxt2zF94Bg5yOIyIiIiIiIpJ2UqrYBvwW6Atc7XSQLbgKqGpxK3M2TnrL2n1PAOrmfOpwksSq+zS+hXTPfXRem4iIiIiIiIgDUqbYZozZH7gM+Jm1trEd191rjLm3nXNdaYzZ0sq5rfkrkN/iVtLO6yWBMvfYC4C6L1Kr2Fb78QxAW0hFREREREREnNLerZLdkjGmD/AkcLq1tl2HcFlrL2zvfNbaWztwTQho7mSqVUfOyto9VmxrWLyQSFUl7vwCZwMlQKQ6QP3cWO+P7H32cziNiIiIiIiISHpK+pVtxhgP8Axwt7V2+jaGt/UsNk98bHt05BpxiKewCO/gHQCo++Jzh9MkRt2nsyEaxTtoCN4+/ZyOIyIiIiIiIpKWkr7YBuwP7AlcZYxZs/kNOA/4hzHmVWANUNyG5+wHLG/xcaUxJred10g3lzUmvpV0zicOJ0mM2tmxLaRa1SYiIiIiIiLinKQvtllr37fW5lpre1tr+2x+I7bq7RfW2mPjZ7mtN8bs3trzGWP6Ab2BlS3u/ho4bCvX5BAr+C1IxOckXSNrzI+A1GmS0HReW/Y++zucRERERERERCR9JX2xrQP+DPzbGHOAMcbbdKcxxh0vwj0D3GqtjbS45hrg78aYY4wxGS2ucRljhgGPA1Pbe16cOCtrTKwjaWjBPKK1QYfTbJ/wyjLCK5aB20P2nns7HUdEREREREQkbaVEg4RtqAJqmj6w1r5sjKkBrgOGtyiehYFlwN3A8y2fwFo7xxhzEnA9MMkYkx1/KEpsBdyDwJTO/CQk8bx9+uHp24/G1auo+/oLcpJ4RVjt7NhxhZmjRuPK2daOZxERERERERHpLClfbLPWXryF+94B3mnn88wBjk9ULukessb8iOrVL1H/+afJXWxr2kK6t85rExEREREREXFSOm4jFWmWCk0SbCRC7SezAMjeN3kLhiIiIiIiIiKpQMU2SWtNxbb6uV8Rra93OE3HhL6dSzRQhSs3j8ydRzodR0RERERERCStqdgmac07cDDunr2wDQ3UfzXH6TgdEpzxIQBZe+2L8aT8znARERERERGRbk3FNklrxhiy9x4LQO0nMx1O0zHB6e8DkHPAwQ4nEREREREREREV2yTtZf8oXmz7OPmKbY0bNxCa+xUAOfsf5HAaEREREREREVGxTdJeU7EtNP8bIoEqh9O0T9Oqtoydd8VT3MvhNCIiIiIiIiKiYpukPU+v3viGDAVrqft0ttNx2qW2eQvpIc4GERERERERERFAxTYRALL2Tr6tpDbcQO3s6QDk7H+Is2FEREREREREBFCxTQSA7B/tB0DtJzMcTtJ2dXM+IxoM4i4sJmPnXZ2OIyIiIiIiIiKo2CYCQNaePwK3m/DyZYRXlTkdp02CH70HxLqQGpdeyiIiIiIiIiLdgd6hiwDu3DwyR+0OQHDGh86GaaPg9PcAyNn/YGeDiIiIiIiIiEgzFdtE4nL2Owj4vulAd9awbCnh5cvA4yV7n/2cjiMiIiIiIiIicSq2icQ1rRCr/WQW0VDI4TRbV/Pu/wDI3mtvXDm5DqcRERERERERkSYqtonE+YbviKdXb2yonrrPPnY6zlbVvPMmALmHHulwEhERERERERFpScU2kThjDNnxraTBGd13K2l4zSpC878BY8g5+DCn44iIiIiIiIhICyq2ibSQc8AhANR+9D7WWmfDtKLmndgW0qzd98RTVOxwGhERERERERFpScU2kRayf7QveLyEV64gvGyp03EAKAsEebd0NWWBIAA178a2kOZoC6mIiIiIiIhIt+NxOoBId+LKziF7r72pnTWdlW9Mo3T8yQwv9FPiz3Ekz5Q5Czl32kyi1uIyhof334mxX34OQO6hRziSSURERERERERap5VtIptpKmJ9PvU5xj3+BoMmTWXKnIVdnqMsEGwutAFEreWtfz8B1pKxyyi8ffp2eSYRERERERER2ToV20Q2E9hjP6LAbpWr6VtbRdRazps2s3kbZ1dZVB5oLrQ1mVA2F4C88cd0aRYRERERERERaRsV20Q2sxgvnxWVAHDE6tiKtoi1LC4PdGmO4YV+XMY0f1wSrGTP8pVgDHlHHN2lWURERERERESkbVRsE9nM8EI//+u7IwBHxottbmMYVujv0hwl/hwmTxiLO15wO27lfACy9toXT8/eXZpFRERERERERNpGxTaRzZT4czjsjNMB2GvjCnqFanlgwlhHmiRMHDOC0otO4d0zjuTS2hUA5B11bJfnEBEREREREZG2UbFNZAvOPHx/zI674AJmj8hi4pgRjmUp8ecwNhzALluC8fnIHXekY1lEREREREREZOtUbBNpRdHRxwHgfu9NZ4MAgddeBCB7/4Nx5+Y5G0ZEREREREREWqVim0gr8sYfAy4X9V/NoaFsuWM5og0NVE97CQD/cSc5lkNEREREREREtk3FNpFWeIp7kb33WACq//uKYzmCH7xDpLICT6/e5Iw90LEcIiIiIiIiIrJtKraJbEXe0ccDUP3fl7HWOpIh8NKzAPiPPQnj8TiSQURERERERETaRsU2ka3IPeRwTGYW4RXLCM39qsvnD68qo3b2DAD8x5/c5fOLiIiIiIiISPuo2CayFa7sHHIPPQKAqhendvn8gZeeA2vJ2ns/vP1Lunx+EREREREREWkfFdtEtiH/xz8BoPqNV4lUB7ps3mh9PVXPPx3LcNJPumxeEREREREREek4FdtEtiFz9z3xDR2Ora+j+rUXu2ze6tdfiTVG6NuP3IMP77J5RURERERERKTjVGwT2QZjDPmnnA5A5dSnttgooSwQ5N3S1ZQFggmZ01pL5ZOPAlBw2llqjCAiIiIiIiKSJFRsE2kD/9HHYbKzCS9bSt0nszZ5bMqchQyaNJVxj7/BoElTmTJn4XbPVzvrIxqWLsZkZ+M/4ZTtfj4RERERERER6Roqtom0gSsnF/+EEwGoePKR5vvLAkHOnTaTaHy1W9Razps2c7tXuFU8NgWA/ONPwZ2bt13PJSIiIiIiIiJdR8U2kTYqOP0X4HJRO/196r+dC8Ci8kBzoa1JxFoWl3e8kULtZ7Op+3QWeLyxOUVEREREREQkaajYJtJGvgGDyDvyGADKH7ofgOGFflzGbDLObQzDCv0dmsNay8YHJgGQf+KpePv2347EIiIiIiIiItLVVGwTaYcevzwPgOC7/yP03SJK/DlMnjAWd7zg5jaGByaMpcSf06Hnr/14BvVzPsX4fBTG5xIRERERERGR5KEWhyLtkLHDMHLHHUnNO29S/q976fvXvzNxzAjGD+3P4vIAwwr9HS602WiUjffeDUD+ST/F06t3IqOLiIiIiIiISBfQyjaRdir89YVgDDVvvU7dl58DUOLP4ZDBfTtcaAMIvPoCofnf4MrJoccvzklUXBERERERERHpQiq2ibRTxvAd8R9/MgDr774VG41u93NGqgNsvPdvQKyY5ynuud3PKSIiIiIiIiJdT8U2kQ4oOv9iTHY2oblfUTX1qe1+vvV33UKkfCPeQUMoOO3MBCQUERERERERESeo2CbSAZ7inhRfeCkAG/7vLsKryjr8XDUfvEP1ay+CMfS++maM15eglCIiIiIiIiLS1VRsE+mg/FNOJ3PMXti6Wtb8+TKiDQ3tfo5w2QrWXn8VAAWnn03W6D0SHVNEREREREREupCKbSIdZFwu+lx7K648P/XffMn6u27GWtvm6yM11az640VEA1Vk7LobRRdc0olpRURERERERKQrqNgmsh28/Uvoc+MdAASef4by++9p03XR2iCrLjmfhkXf4i4sou9t9+DyafuoiIiIiIiISLJTsU1kO+XsfzA9L78agPKH/sm6W6/HhlvfUhpes4oVvz6D+i8+w5WbR797HsTbu09XxRURERERERGRTqRim0gCFPzkDIovuRKMoeq5p1j+i1MJzvwQG4k0j4lUB6j49xSW//Q4GhZ9SyS/B97b/o/MHXdxMLmIiIiIiIiIJJJpzxlTkjjGGD9QVVVVhd/vdzqOJEjNh++y9roriQaqAHAXFuEdNARbX0fDd4uw8SYKX/Tox+/3OoE1OQVMnjCWiWNGOBlbRERERBwUCATIz88HyLfWBpzOIyIi20fFNoeo2Ja6IpUVlE/5J4HXXiRavenPSmbwUP5UsCNTB47CGgOA2xhKLzqFEn+OE3FFRERExGEqtomIpBYV2xyiYlvqs+EG6ud9Q+O6tRivF9/gHZhuMxn3xJs/GPvumeM5ZHBfB1KKiIiI3z4YhQAAETBJREFUiNNUbBMRSS0epwOIpCrj9ZE1eo9N7hseCOIyhmiLIrfbGIYVquAqIiIiIiIikgrUIEGkC5X4c5g8YSzuFltIH5gwVltIRURERERERFKEtpE6RNtI01tZIMji8gDDCv0qtImIiIikOW0jFRFJLdpGKuKAEn+OimwiIiIiIiIiKUjbSEVERERERERERBJExTYREREREREREZEEUbFNREREREREREQkQVRsExERERERERERSRAV20RERERERERERBJExTYREREREREREZEEUbFNREREREREREQkQVRsExERERERERERSRAV20RERERERERERBJExTYREREREREREZEEUbFNREREREREREQkQVRsExERERERERERSRAV20RERERERERERBJExTYREREREREREZEEUbFNREREREREREQkQVRsExERERERERERSRCP0wHSXSAQcDqCiIiIiIg4SO8JRERSi7HWOp0hLRlj+gNlTucQEREREZFuo8Rau9LpECIisn1UbHOIMcYA/YDqTpoij1gxr6QT55Cuoa9latHXM3Xoa5la9PVMHfpappZ0+nrmAaus3qCJiCQ9bSN1SPybaKf91ipWywOg2lqrdelJTF/L1KKvZ+rQ1zK16OuZOvS1TC1p9vVM9c9PRCRtqEGCiIiIiIiIiIhIgqjYJiIiIiIiIiIikiAqtqWuEHB9/E9JbvpaphZ9PVOHvpapRV/P1KGvZWrR11NERJKOGiSIiIiIiIiIiIgkiFa2iYiIiIiIiIiIJIiKbSIiIiIiIiIiIgmiYpuIiIiIiIiIiEiCqNgmIiIiIiIiIiKSICq2pRBjTIEx5nZjzNfGmNXGmDXx2zxjzD+NMb2dzihbZ4zJNca8Zow5Z7P79zTGvGyMWdLi67rSGPOxMebXxhi3U5nle8aYM40xX2z2+lsdfw1eaozxbDb+MGPMW8aY0hbjVxhjPjTGnGSMMU59LunOGHO4MeYjY8wqY8zaFl/Lb40xVxpjvJuN12s0yRhj3MaY540xp252v16X3ZQxZpwxprbF12VLtxXGmH4trtFrs5uKv9Y+in89Nv8avmyM2WWz8cONMU8aYxa1GLvKGPO5MeYKY0yGU5+LiIjI5jzbHiLJIP7D4tvAy8AhQLmNt5o1xuQDZwPTjTG7WWtrncoprTPG+IHXgAHA/1rcvyfwLPBb4G1rbSh+vwsYDtwG7AT8oaszy/eMMYcAVwInWWsXbvZYb+BBIAxMit93InADcAEw21objt/vAXYD/gH0A/6vSz4BaWaMGQw8DJwCfGxbtO02xvQE7gcuJfba02s0ed0AHEPs+yag12US8AP/sdae3ZbBem12X8aY4cAU4DR++O+sGzgZeNEYM8paGzLGlBD7OfdK4NdNP8vGi98lwNXAE8T+3RYREXGcafG9TZKYMeYU4GfW2pO3MuYeYKm19u6uSyZtYYzJAt4FphFbcVpprf17/LFXgQesta+0cm0OMA/Y21q7tmsSy+aMMbcBS6y1D7Ty+I7AY9bafeIffwOcbq39qpXx/YGPgYHW2kgnxZYtMMacBexjrf1tK48PJfaGf8/4x3qNJhljzAnAdcReYzOttY/E79frshuLF0NPbEexTa/NbsoY8ycAa+0tWxnzNnC5tfZzY8z/AQustZNaGesCPgd+aa2d0xmZRURE2kPbSFPHKGLFmq15Kz5Ouh8D/M1ae8MWHtvq19ZaGwQ+A3bspGzSNjNpsSJxC1YQW7VIfAticWtv6AGstSuBtUD/RIaUNplNbPVaa1YCLbfl6zWaROIrav5BbAVMXYv79bpMPXptdl+Dge+2MeZFIBr/+7a+llHgHfRzroiIdBPaRpo6SoBW3yDErQIGdkEWaaf4doj/tPJwvrW2ZhtPoa+tw6y1L25jyEhgcfzvfYD1bXjapq/r8o4nk/bafBvwFpQQW0HRRK/RJBFfyfQc8Dtr7XebHb+m12Xq0Wuz+/IBoa0N2GwVWwmwehvPqa+liIh0G1rZljrcwLa2tDSiAmuq0te2G4tvPXsAuCd+V1ter6Cva7diYvoCtwOPtfNyfS0dFj/baTLwmrX25S0M0esyOexgjHnQGDPXbNqM5itjzF3GmMJ2Pp++ns4pMMZMMsbM2axBwlxjzOSWjS7Qz7kiIpJkVGwTEekk8eLM2cAXwCPW2qnOJpL2MsYMiHfGWwNUEFs5UQE872wy6YDfAn2JHaQuyakUyCe2bf8woL+1tg+xr+s4YtuCn1LH2KRxJfAmsL+1tk+Lr+X+wFzgdbNZF28REZFkoWJbijLG7Bhvcz/C6SySWMaYK40xW1qVId1I/LX3JnAeMN5a+49tjL/XGHNvl4STNrPWrrDWDoi/CexB7I1gDdBqoxm9RrsfY8z+wGXEGgk1tuM6vS67EWvtF9ba0dbah6y1a+LndGFjNhArpPYDdtjS9XptdjvPWGtfaeosCs1fy8r498wy4KAtXWiMOdMYo0YIIiLSbem3RSnKWruAVn7YlORmrb3V6QzSOmOMG/gz8GvgGmIdSKNbvwqstRd2djbZPjbWvnuNMeZSYJ4xpo+1ds0Wxuk12o0YY/oATxLrMtqujpN6XSYXa601xswHhvL/7d15rFxlGcfx7w+pLC1iggiWigXRAIpiXIjRRAEXLG6RP1xIFKIRV2KiUalJRUyIW4LLP0ZBQBHFEEVFJUYRUsUFY+IaQCwgrVKwWC2WpbaPf5xTmV7mzty2585y+X6SyZ2e9505z+nJe2fOc8/7Pn0W33dsTpwbhrT/geZcXj2zoaouAS6Zj6AkSeqCybaFYy7rVOzZ9tPC47mdAEmW0FzU/xd4WlVtnKXrXNeV8bxOoKra2l7QHw08JNk2C8/lGLRT0C4Dzquqnw3p7rhcGDYD++5Ef8/n+Nw7pH0zsLh97vdcSdJUcRrpwrGWppLaIEuxeto02tgmcQbx3E6GT9GMxVMGJNqgSdA8Zg7v53kdgyTXJNlvSLdt7QMco5PsecAzgbNmLMB+R7sO3xnAZ5JcieNy4iV5c5JjhnTbhweTOI7NyfUfYO8hffahSbiB33MlSVPGZNvC8XuaxYIHObHtp+ky8NwmWUxzMXnjyCLSQyR5EnAS8N52uuGs2jWj7kpy7ID3WwocBKzrMk7NyVbgyNka28XXjwLWtJscoxOqqq6tqiVVddD2Bdh7HzR3vb2pql7uuJwKy4EXztbYjs0n49icBmuAJw3pszO/Z/cAjsfvuZKkCWGybeG4AliW5CNJDuitxJXkUUneDZwMfGFcAWqXrQI+neTkJHtt35hkjyRH0KxZcvnOrkWkzj0D+ElVDZsWs92HgK8keX6SRds3JnlEe7F/GfCxqtrafaga4lLgE0kOndnQXpyfA9xYVdvvoHCMLhyOy8n2HeDMJMfOrDiaZB/gA8BG4OZ2s2Nzcl0KnJ7khW2i7P+SLEpyOk0ybnW7+WPAe5OcmmTfnr5JcgjweWBNVVk0QZI0ETLkBgxNkST701worAAOALZ/Ed0IXAt8uN9i3pos7eLr/6qqC3q2PQP4CPBUHlyLZhvN3RVfBC7w4m+8krwd+CRNpcrZbAGOq6q/ta85AVhJc0GxV0+f22iqXX5z2F1y6l57Ef8O4G000wp7L+o3Ad+n+X26sec1jtEplOQzwHer6kc92xyXEyzJq4CzgEPZ8Y/Gm2kqQK+qqjt7+js2J1SSZwLn0qx/uain6X7g58DKqlrT0/8I4KPAs4DtU/0LWA98Hfh0Vd03gtAlSRrKZJskSZIkSZLUEaeRSpIkSZIkSR0x2SZJkiRJkiR1xGSbJEmSJEmS1BGTbZIkSZIkSVJHTLZJkiRJkiRJHTHZJkmSJEmSJHXEZJskSZIkSZLUEZNtkiRJkiRJUkf2HHcAkiRp1yTZEzi4/efdVbV5zPEcTPPdYnNV3T3OWCRJkqRx8c42SdLUSHJqktqFx8qe97gwyf1JVozzWDpyHnB7+7hqnIEkOQH4exvLP5IcOM54JEmSpHHxzjZJ0jS5GngXkBnbDwRWAZ8F/tzndT/sef4C4JHAs4Dvz0OMo7Qfzf/JecDNY47lZ8DLgEOA84HFwF1jjUiSJEkag1TVuGOQJGm3JDmCJsl2fFVdM6TvKuAU4Iyq+sUIwps3SS4CqKrTxhvJg5IsB24BDquqW8cbjSRJkjR6TiOVJD2sVNU5VfX0aU+0SZIkSZpMJtskSZIkSZKkjphskyQ9rCR5UZK/JHnIZ2CSm5O8NMkbk/w2yX1tgYUNSa5op6uS5KQk1yXZ1Lb/K8n1SV43YL9J8uok1yRZ21O8YUuSm5JcnuSojo7xJe2xDPycb4+j71pv7Xv8Msk9fQpObEhyZZIju4hXkiRJWkgskCBJerhZBhxO8wenbTPangisBI4BLgW+AjwAHAqcBlyb5G3At4Dv0FQA/SfwaGAF8LUke1bVJX32uwo4G7gWuBhY3+5/EU1RgVcAv01yYlWt3s1jXNoeS79j7LWs7beDNqn4PWA1cA6wubcZWA68BrgyyVFVtWU345UkSZIWDJNtkiTt6BjgqKpa37sxyfnAn4ArgDdX1UUz2s+lSaS9D7hkRttS4IPAp4D3V5/qRElWAj9q+xzX0bHsqtcCG4GTquqBfh2SXAr8Gng2cN3oQpMkSZImm9NIJUna0cUzE20AVXUDcD2wAfhyn/atwFeBp/SZvnkcsDfwyX6Jtvb1DwCfBZ6T5NG7dQS77/HArbMl2lq/obnr7a+jCUmSJEmaDt7ZJknSjm4Z0LYWSFXNNjVzLc1n64E000S3Ww78p6ruHLLvNe3PJ9DcWTYud9NMjZ1VmzT88EiikSRJkqaIyTZJkna0eUDbvXNoB9hnxvb9gXuSLBuy773anwcO6TffVgNnJXkPzdpt985o/3dV/XvkUUmSJElTwGSbJEmjcRBw+xz73jefgczBVcDngPPax0MkWQusqqoLRxmYJEmSNOlMtkmSNBp3A2+aQ7/7gF/McywDtVNEz0zyceDJwOIZXZYAJwNfSvLHqvrVqGOUJEmSJpXJNkmS5t8mmhzWlSPe7xIGr/02sFBSVa0D1vVrS/IN4AXAKwCTbZIkSVLLaqSSJM2/W4ADkuw7qFOSxyW5LcnhHe13+ZD2584Sx+uTHDvohW2RiHXAwbsUmSRJkrRAmWyTJGn+/Qq4H3jnkH5nAI8F7uhov+9L0vezPskK4A2zvO4twNmD3jjJIppk3trdiE+SJElacJxGKknSPKuqte36Z59IcjxwPbAB2AY8gqZa6XHACuDcqhpU8XRnnAocneTHNAm8RTTJvOcCTwMupEnwzfQN4PNJvkWTKNw0o30x8BKaqqmXdxSrJEmStCCYbJMkLQQbgL8Bf59D33U00zq39Wn7C7OsUda6DfjvgPY7gDvpv07a2cDvgDNp7hxb2m7fBtwF3AScDlw84P13xlbgBGAl8FrgkHbbeuBqmmINhwMv7vPaLwD7AW+lKYSwaEb7JuAG4JVV9ceO4pUkSZIWhDQFxyRJ0rRJchFAVZ02Y/tpwPlVNfI/qiVZTpPMPKyqbh31/iVJkqRxc802SZIkSZIkqSMm2yRJmm5LkixPsmTcgSRZBiwbdxySJEnSOJlskyRpem0BTqGZtvmDcQaS5ETgdmB1u2nLGMORJEmSxsYCCZIkTa+zgW+3z28eYxwAPwVeRvPd4h6aghWSJEnSw47JNkmSplRVraN/9dR1NNVNRxnL/cBVo9ynJEmSNImsRipJkiRJkiR1xDXbJEmSJEmSpI6YbJMkSZIkSZI6YrJNkiRJkiRJ6ojJNkmSJEmSJKkjJtskSZIkSZKkjphskyRJkiRJkjpisk2SJEmSJEnqiMk2SZIkSZIkqSP/A2fvQpiChdqMAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if cluster_ip is None:\n", " notebook_dir = Path.cwd()\n", " dh.set_datadir(notebook_dir / \"data\")\n", " ramsey_ds = load_dataset(\"20250206-230423-264-3c48f3\")\n", "ramsey_analysis = RamseyAnalysis(ramsey_ds)\n", "ramsey_analysis.run(\n", " artificial_detuning=ramsey_sched_kwargs[\"artificial_detuning\"]\n", ").display_figs_mpl()" ] }, { "cell_type": "code", "execution_count": 9, "id": "6affee8b", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:15.861040Z", "iopub.status.busy": "2025-03-12T18:00:15.860275Z", "iopub.status.idle": "2025-03-12T18:00:15.866480Z", "shell.execute_reply": "2025-03-12T18:00:15.865740Z" }, "tags": [ "set_freq" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "New qubit frequency is q0_clock_freqs_f01 Hz\n" ] } ], "source": [ "detuning = ramsey_analysis.quantities_of_interest[\"detuning\"].nominal_value\n", "qubit.clock_freqs.f01(qubit.clock_freqs.f01() - detuning)\n", "print(f\"New qubit frequency is {qubit.clock_freqs.f01} Hz\")" ] }, { "cell_type": "code", "execution_count": 10, "id": "fcb227c8", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:15.869141Z", "iopub.status.busy": "2025-03-12T18:00:15.868404Z", "iopub.status.idle": "2025-03-12T18:00:17.276682Z", "shell.execute_reply": "2025-03-12T18:00:17.275812Z" }, "tags": [ "no_demo" ] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "268fcf812e044ae2921e644290ca36a5", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Tab(children=(Tab(children=(Tab(children=(Output(),), selected_index=0, titles=('other values',)), Tab(childre…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "inst_coord.last_schedule.compiled_instructions" ] }, { "cell_type": "code", "execution_count": 11, "id": "8976f69b", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:17.343687Z", "iopub.status.busy": "2025-03-12T18:00:17.343334Z", "iopub.status.idle": "2025-03-12T18:00:17.539233Z", "shell.execute_reply": "2025-03-12T18:00:17.538633Z" }, "tags": [ "no_demo" ] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0339273c5ca54d0981f525bda6769e5f", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Tab(children=(Tab(children=(Tab(children=(Tab(children=(Tab(children=(Output(),), selected_index=0, titles=('o…" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "display_dict(quantum_device.hardware_config())" ] }, { "cell_type": "code", "execution_count": 12, "id": "2b7bbe63", "metadata": { "execution": { "iopub.execute_input": "2025-03-12T18:00:17.582084Z", "iopub.status.busy": "2025-03-12T18:00:17.581820Z", "iopub.status.idle": "2025-03-12T18:00:17.591599Z", "shell.execute_reply": "2025-03-12T18:00:17.590947Z" } }, "outputs": [ { "data": { "text/plain": [ "'devices/device_2q_2025-03-12_18-00-17_UTC.json'" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "quantum_device.to_json_file(\"devices/\")" ] } ], "metadata": { "files_to_bundle_in_zip_file": [ "devices/transmon_device_2q.json", "figures/Banner.jpeg", "utils.py", "configs/tuning_transmon_coupled_pair_hardware_config.json", "transmon/data/20250206/20250206-230423-264-3c48f3-ramsey/dataset.hdf5" ], "jupytext": { "cell_metadata_filter": "all", "notebook_metadata_filter": "files_to_bundle_in_zip_file,is_demo,execute" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.20" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { 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sFaBrhg+Q9Ou1dwAA96GEAQC8Rn5ZpV5bs02SNHPMMJPTdG//d/wQ2SwW/S+rQCt2FpsdBwC6FUoYAMBrPPnTOtW7XDohIVJj4vuZHadbSwoL1iVDkiWpaT02AIB7UMIAAF6hpKpG//5lsyRpJteCeUTjNXcfbtyujcX7zA0DAN0IJQwA4BWeWb5BlfUOjYyK0KkpsWbH6RGG9A3XWQPjZUh6bOlas+MAQLdBCQMAdHkVdfV6evkGSdKdYzJksVhMTtRzzBzTcDbsjcxtyiutNDkNAHQPlDAAQJf37182a29NnQZEhOi8QYlmx+lRjovrp4mJUXK4DD3xE2fDAMAdKGEAgC6t1uHUEz+tkyTdcfxQ2ay8dXla49mwl1ZuUXFVjclpAMD78U4GAOjS3sjcpoLyKsUEB+qKjP5mx+mRTk6J0VFRvVVV79DTyzaYHQcAvB4lDADQZTldrqYJIf587BD52W0mJ+qZLBZL04yUz/y8QeW19SYnAgDvRgkDAHRZH2zcri17yhQR4Kfrjhpodpwe7Zy0BA2MCNG+mjq9+Msms+MAgFejhAEAuiTDMJoWCb756EHq5etjcqKezWa16i/7rw178qd1qnU4TU4EAN6LEgYA6JK+zNqhVUV7FORj183HDDY7DiRdnpGiuOBA7ayo1mtrtpodBwC8FiUMANAlNZ4Fu+6ogeod6G9yGkiSr82mPx83RFLD4s0Ol8vkRADgnShhAIAu54e8Xfout0g+Vqv+fOwQs+PgAL8fOVC9A/y0bW+53t+QY3YcAPBKlDAAQJfz8A9rJElXDeuv2JAgk9PgQEG+Prp1dLok6ZEfMmUYhsmJAMD7UMIAAF1K5q69+mxLvqwWi+7YPxEEupabjh6kXr52rS7aq3nbdpgdBwC8DiUMANClPLL/WrDzBydqQESIyWlwKOEBfvrjUWmSpIeXrDE5DQB4H0oYAKDLyNpbrjnrsyVJd3IWrEubcewQ+dqsWpy3S9/nFpkdBwC8CiUMANBlPPHjOrkMQ6f1j9XIqN5mx0ErYoIDNX1YqiTpsaWZJqcBAO9CCQMAdAlV9Q69uXabJDEjopdonK7+i607tKOs0uQ0AOA9KGEAgC7ho43bVVZbr6TQXjoxOdrsOGiDgb1DNS6+n1yGodczt5kdBwC8BiUMANAlvLJ6qyRp+vBUWS0Wk9Ogra4ZPkBSw/8/pqsHgLahhAEATJezr1xf5+yU1LA2GLzHBelJCvKxa8ueMv2Qv8vsOADgFShhAADTvbZmmwxJJyVFKyks2Ow4aIdevj66MD1JkvTfVVvNDQMAXoISBgAwlcsw9Or+oYhXD081OQ064ur9QxLf3ZCtirp6k9MAQNdHCQMAmGpRTqFySisU6uejcwclmh0HHTAuvp9Sw4NVUefQ+xtyzI4DAF0eJQwAYKpXVm+RJF08JFkBPnaT06AjLBZL09mwxglWAAAto4QBAExTWlOn9zdul/TrLHvwTlcO6y+rxaLvcou0dU+Z2XEAoEvzmhK2b98+3XHHHcrIyFB0dLSioqIUFRWl9PR0XX/99SoqKjrsY3zzzTeaMGGC4uLimu4fHR2t9PR0Pfnkk3I4HB74TgAAjd5Zn60ah1PpfcJ0TEwfs+PgCMSFBOmUlBhJarrGDwBwaF5RwpxOp0466SQFBQVp0aJFKigoUGFhoQoLC7V06VINGjRIY8eOVVVVVYuPkZWVpenTp+uRRx5RXl5e0/137typRYsW6fvvv9fzzz/vwe8KAPDf/UMRrxmRKgtrg3m9xrOZr67ZKqfLZXIaAOi6vKKEffTRR0pKStKsWbPUu3fvZm/UoaGhuvXWW3X66afrxRdfbPEx5s6dq6uuukrHH3/8QW/0/fr10z/+8Q+9+eabnfY9AACaW797n37aUSybxaLLh7I2WHdw1sB4RQT4aUd5lRZk7zQ7DgB0WV5RwjIzMzVp0qRW95k8ebIyMzNb3L5r1y7FxMS0uD0uLk55eXkdzggAaJ/GCTnOGBCnyF4BJqeBO/jZbbpsaIqkX89yAgAO5hUlLD8/X9HR0a3uExMTo9zc3Ba3p6ent1qy8vLylJKS0uGMAIC2q3e69EbmNkm/rjGF7qFxrbePN+VqT3WtyWkAoGvyihLmdDpls9la3cdut7c6scbkyZP17rvvasGCBaqrq2u2bffu3frLX/6i8ePHt/octbW1Kisra/YFAGi/edvyVVRZo35B/jo9Nc7sOHCjkVG9NSIyQnVOl95em2V2HADokryihLlDZGSkrr32Wp188skKCgpSZGSkoqKiFB4ern79+qmwsFB/+9vfWn2Mhx9+WKGhoU1f8fHxHkoPAN1L41pSV2T0l4+tx7wV9RiNZ8NYMwwADs0r3/k2bdqklJQUbd68uc33eeutt/TZZ58pMzNT1dXVKioqUmFhofbs2aMdO3Zo+PDheuutt1p9jJkzZ6q0tLTpi2vIAKD9dlVW67MtDcfPxl/W0b1cNjRFvjarfiks0eqiPWbHAYAuxytLWFpamrKysjRw4MA23+fJJ5/Uiy++qKFDh8putzfdbrFYFBMTo3/961968sknVV1d3eJj+Pn5KSQkpNkXAKB93szMksNlaHRMHw3pG252HHSC3oH+Omtgw2iRV5igAwAO4hUl7HDXe0mSw+FoVq5+a+vWrRo8eHCL2319fRUTE6NNmzZ1OCcAoHWGYTTNmsdZsO6tccKVNzOzVOd0mpwGALoWryhhcXFxKiwsbHWfgoICJSQktLjdx8fnsM9jsVgOW/YAAB33884Srdu9T/52my4ekmx2HHSiU1JiFBMcqJLqWs3dzPB9ADiQV5SwjIwMLVy4sNV9Fi5cqIyMjBa3x8fHa8uWlodEOBwObd68WcnJ/FIAAJ2lcWjauWmJCvP3MzkNOpPdatWVGQ2LcDNBBwA05xUlbNq0acrPz9esWbNUUlIiwzCatpWVlemZZ57R559/ruuuu67Fx7jpppt04403HnItsfLyct1xxx06/vjj1bt37075HgCgp6uudzRNWX7NCIYi9gSNQ07nbduhgvIqk9MAQNfhFSXMZrNpwYIFqq6u1oQJExQTE6OoqChFRUVp9OjRWrt2rRYvXqygoCBJ0qJFi5SamtpsHa+rr75aF154oc444wxFR0c33T8qKkojR46UYRh66aWXzPoWAaDb+3hTrkpr65UYGqRJSdFmx4EHDOwdqrFx/eQyjKbFuQEAksU48LQS2qWsrEyhoaEqLS1lpkQAOIyT3/pSC7J3atb44bpnwkiz48BD/rtqi679bIkGRoRo4/XnyGKxmB0JADpFe7qBV5wJAwB4t+37KrQwe6ck6aphDEXsSS4YnKRAH7s27ynT0vzdZscBgC6BEgYA6HSvrdkqQ9KJSdFKDg82Ow48KNjPRxcOTpKkpuUJAKCno4QBADqVyzD06pqG2fFYG6xnavz//s76bFXW1ZucBgDMRwkDAHSqb7cXKntfhUL8fHTuoESz48AE4xMilRoerIo6h97fsN3sOABgOkoYAKBTNa4RdXF6sgJ97CangRksFoum7z8b9gpDEgGAEgYA6DylNXV6f0OOJOmaEQPMDQNTXTUsVRZJ3+YWaduessPuDwDdGSUMANBp3l2fo2qHU4P7hGp0TB+z48BEcSFBOiUlRpKarhEEgJ6KEgYA6DSNs+FdM3wA60Oh6Wzoq6u3yulymZwGAMxDCQMAdIoNxfv0447dslksujwjxew46ALOGhivcH9f5ZdXNa0bBwA9ESUMANApXt0/IcfUAXGK6hVochp0Bf52uy4b2lDIGydsAYCeiBIGAHA7h8ul1zO3SWJtMDR39fCGIYkfbdquvdW1JqcBAHNQwgAAbjd/2w4VVlSrb6C/pqbGmx0HXcjIqAgN6xeuWqdLs9dlmx0HAExBCQMAuN1/VzVMyHFFRn/52Hirwa8sFkvTBB3/Zc0wAD0U74wAALfaXVmjuVvyJDEUEYd22dAU+VitWrGzRGuK9pgdBwA8jhIGAHCrN9duk8Nl6JiYPhraL9zsOOiC+gT666yBDcNUmaADQE9ECQMAuI1hGE2/VHMWDK1p/Pl4c+021TmdJqcBAM+ihAEA3GbFzhJl7torf7tNlwxJNjsOurBT+8cquleAiqtq9dmWfLPjAIBHUcIAAG7TeBbsnLQEhfn7mZwGXZndatWVw/pLkl5hgg4APQwlDADgFjUOh95elyVJumb/WlBAaxrXDPti6w7tLK8yOQ0AeA4lDADgFh9vytW+mjolhATpxORos+PAC6T1DtWYuH5yGYbe2L+4NwD0BJQwAIBb/HdVw1DE6cNTZbVYTE4Db3HN/gk6/rt6iwzDMDkNAHgGJQwAcMRySyu0ILtAkjR9GLMiou0uTE9WoI9dm0rK9OOO3WbHAQCPoIQBAI7Ya2u2yZA0KTFKyeHBZseBFwn289EFgxMlSf9dxQQdAHoGShgA4IgYB1zPM521wdABjRN0vLshRzUOh8lpAKDzUcIAAEfkl8ISbdlTpgC7TecOSjQ7DrzQ+IRIxQUHqqy2XvO27jA7DgB0OkoYAOCIzF6XLUk6c2C8evn6mJwG3shqseji/Yt7N/48AUB3RgkDAHSYyzD0zv5fmi/Z/0s00BGXDEmRJM3dkqfy2nqT0wBA56KEAQA6bHFukfLLqxTq56Mp/ePMjgMvNjIqQgMjQlTjcOqTzblmxwGATkUJAwB0WOPQsXPSEuVnt5mcBt7MwpBEAD0IJQwA0CH1Tpfe25AjiaGIcI/Gn6P/Ze1QSVWNyWkAoPNQwgAAHbIwp0Al1bXqF+SvE5OjzY6DbmBQnzCNiIyQw2Xog43bzY4DAJ2GEgYA6JDZaxuGjF0wOEl2K28ncI9LGJIIoAfgXRMA0G7V9Q59tKlh8gSGIsKdGq8L+3Z7oXaUVZqcBgA6ByUMANBuX2zNV3ldvRJCgnR8XD+z46AbSQjtpbFx/WRIenf/NYcA0N1QwgAA7dY4VOziIcmyWiwmp0F3c8lQhiQC6N4oYQCAdimrrdNnW/IkMRQRneOCwUmyWSxaXlCsrXvKzI4DAG5HCQMAtMvHm3JV63RpUO9QDY+MMDsOuqF+QQE6af+Mm3M4GwagG6KEAQDapXGI2CVDkmVhKCI6yYGzJBqGYXIaAHAvShgAoM12V9boq6wCSb/OYgd0hmlpCfK1WbW+eJ8yd+01Ow4AuBUlDADQZu9vzJHTMHRUVG8N7B1qdhx0Y2H+fjo9NU4SE3QA6H4oYQCANmtcoJkJOeAJjT9ncxiSCKCboYQBANokv6xS3+cVSZIuSqeEofOdMSBevXztyimt0E87dpsdBwDchhIGAGiTd9Y3nAUbHx+p+NAgk9OgJwj0sevsgQmSGJIIoHuhhAEA2qRpVsShnAWD5zQOSXx3Q46cLpfJaQDAPShhAIDD2rKnTCt2lshmsej8QUlmx0EPcnJKjCIC/FRYUa1F2wvNjgMAbkEJAwAc1uy1WZIafiHuG+Rvchr0JL42m84flCiJIYkAug9KGACgVYZhNFugGfC0xp+7DzZuV63DaXIaADhylDAAQKtWF+3RxpJS+dttmpaWYHYc9EDjEyIVExyofTV1+jJrh9lxAOCIUcIAAK1qPAs2NTVOIX6+JqdBT2SzWnVRepKkX9eqAwBvRgkDALTIZRias7+EXcxQRJjo4v1r0326JU+VdfUmpwGAI0MJAwC0aGn+LuWWVSrY10dTU+PMjoMe7JiYPuofHqyqeoc+3ZxndhwAOCKUMABAixqHIk5LS1CAj93kNOjJLBZL09kwZkkE4O0oYQCAQ3K4XHpvQ44kZkVE19C4UPj8bTu0p7rW5DQA0HGUMADAIX2TU6hdlTXqHeCnyckxZscBNKRvuDL6have5dJHG7ebHQcAOowSBgA4pNnrGhZovmBwknxsvF2ga2g8K8uQRADejHdVAMBBah1Ofbj/TANDEdGVNF4X9s32QhVWVJmcBgA6hhIGADjIvG35Kq2tV1xwoMYlRJodB2iSHB6s42L7ymUYend9jtlxAKBDKGEAgIM0DvW6aEiyrBaLyWmA5hiSCMDbUcIAAM1U1NVr7v51mBiKiK7owvQkWS0W/bhjt7L3lpsdBwDajRIGAGjmk025qnY4lRoerKOiepsdBzhIVK9ATUyMkiTNWc/ZMADehxIGAGimcYjXJUNSZGEoIroohiQC8GaUMABAk5KqGn2ZtUPSrwvjAl3ReYMS5WO1KnPXXq3bvdfsOADQLpQwAECTDzZul8NlaHhkuAb3CTM7DtCi8AA/ndY/VpI0ey1nwwB4F0oYAKDJgUMRga7uwCGJhmGYnAYA2s5tJczpdOrFF1/Ueeedp1GjRikhIUFpaWnasGGDJOnMM8/Utddeq1WrVrnrKQEAbrSjrFLfbi+U9OuCuEBXdtbAeAX62JW1r1zLC4rNjgMAbeaWElZTU6NRo0bpxhtvVF1dncaNG6fzzjtPW7duVXZ2w6eqp59+un788UedcMIJWrNmjTueFgDgRu9tyJEhaUxcPyWG9TI7DnBYQb4+OmtAvCRmSQTgXdxSwh566CFt2bJFq1ev1ty5c/Wvf/1Lt99+e7OhAddff72WL1+u6OhoPfnkk+54WgCAG/06FJGzYPAejRPIvLM+R06Xy+Q0ANA2bilh8+bN06WXXqohQ4a0ul9gYKDOPvtsLV682B1PCwBwk217yrSsoFhWi0UXDE4yOw7QZqemxCrM31cF5VX6PrfI7DgA0CZuKWFbtmxRampqm/aNiorSzp073fG0AAA3aRzKdVJStCJ7BZicBmg7P7tN5w1KlMSaYQC8h1tKWFlZmYKDg9u0r5+fn2pqatzxtAAAN2n85fVihiLCCzVOJPP+xu2qczpNTgMAh8cU9QDQwzUsdrtPvjarzh2UYHYcoN0mJUUpMshfe6pr9VVWgdlxAOCw3FLCgoODVV5e3qZ9Kyoq2nzWDADQ+WavzZIkTekfqzB/P5PTAO1ns1p1Yfqva4YBQFfnlhKWmpqqLVu2tGnf7du3KyWl/YuA7tu3T3fccYcyMjIUHR2tqKgoRUVFKT09Xddff72Kilq/GLe2tlYPPPCA0tLSmu7b+JWamqq///3vDJME0OMYhtF0PRgLNMObNc7q+fGmXFXVO0xOAwCtc0sJO+WUU/T2229r7dq1re63fft2vfXWWzr11FPb9fhOp1MnnXSSgoKCtGjRIhUUFKiwsFCFhYVaunSpBg0apLFjx6qqqqrFx3j00Ue1evVqLVmypOm+jV/Lly9Xdna2HnjggXblAgBv99OO3creV6EgH7vOHBhvdhygw46L7auk0F6qrHfosy15ZscBgFZZjAMX8+qgyspKjRo1Stu2bdOpp56qlJQUWa1WPf3007rooosUHx+vvLw8zZ07V7Gxsfrll18UFBTU5sd///33NXv2bH3wwQct7nPLLbcoOTlZM2bMOOT2gQMHatGiRYqJiTnk9ry8PE2dOrVdC0mXlZUpNDRUpaWlCgkJafP9AKCruPXLn/T08g26dEiK3jrnBLPjAEdk5tcr9MgPmZqWlqCPLjjR7DgAepj2dAO3nAkLCgrSmjVr9Nhjj8lut+u7777TJ598osTERP3444+aP3++qqqqdO+992rNmjXtKmCSlJmZqUmTJrW6z+TJk5WZmdni9qKiIkVHR7e4PTY2Vscee2y7cgGAN3O6XHp3Q46kXxe8BbxZ45DEL7bmq7SmzuQ0ANAyu7seyNfXVzNmzGjxTNSRyM/P17Bhw1rdJyYmRrm5uS1ut1gsslgsLW63Wq166aWXOpwRALzNt9uLVFhRrXB/X52ScuhRAoA3yegXrvQ+YVpfvE8fbdqu6cMHmB0JAA7JK6aodzqdstlsre5jt9vlcLR+Ie6SJUs0bdo09e/fv2lSjsYzYM8///xh719bW6uysrJmXwDgrWava5gV8fzBSfI9zDEW8AYWi6XpbBizJALoyryihLlDdXW1nnrqKT3yyCPavHlz06Qcubm5euONNzR37lw98cQTrT7Gww8/rNDQ0Kav+HguYgfgneqcTn2wcbukXxe6BbqDxgXHF2bv1K7KapPTAMCheWUJ27Rpk1JSUrR58+Y236eurk7/+Mc/NGjQoGZn1Ww2mwYOHKhXXnlFzz33XKuPMXPmTJWWljZ95eUx+xIA7/TltgLtralTdK8ATUiMNDsO4DapESE6Orq3nIah9/Zf8wgAXU27rgm74oortH379iN+0qSkJL3++usdvn9aWpqysrLadR8/Pz8lJSW1uD0yMlK1tbWqra2Vn9+hFyv18/NrcRsAeJM5+4dqXZieJJvVKz+PA1p0yZAU/byzRHPWZevGowebHQcADtKuEpaSkiK7/eC7vPbaaxo9erQGDz70gc4wDK1Zs0arVq3S+PHjlZzcvqEvbbney+FwHDJbI39//1Yn5mjcp7q6mqIFoFurqnfok80NExmxQDO6o4vSk3T7guVanLdLuaUVSgjtZXYkAGimXSXs3nvvPeTtr732mq688krdcMMNrd7/scce0+OPP645c+a052kVFxenwsLCVvcpKChQQkJCi9vtdrsMw2i1iNXU1Mjf379d2QDA28zdnKfKeoeSw3ppdEwfs+MAbhcbEqQTEiL1bW6R3lmfo/87fqjZkQCgGY+OQfm///s/BQYG6tFHH23X/TIyMrRw4cJW91m4cKEyMjJa3B4dHa38/PwWt5eUlMjHx4cSBqDba5wV8eL05MOOEAC81cVNsyS27/IFAPAEj5Ywi8Wi008/XV9++WW77jdt2jTl5+dr1qxZKikpkWEYTdvKysr0zDPP6PPPP9d1113X4mNcf/31uuGGG7Rjx46DthUWFuq6667T7373u3blAgBvs6+mVvO2NRwHLxnKUER0X+cPTpLdatHKwj3aVFJqdhwAaMbjV2PHxsYesgi1xmazacGCBaqurtaECRMUExPTtM7X6NGjtXbtWi1evFhBQUGSpEWLFik1NbXZOl5/+MMfNGXKFJ122mnN7h8dHa1JkyZp9OjRmjlzplu/VwDoaj7amKs6p0tD+oYpo1+42XGATtMn0F8nJzcsQj6HNcMAdDHtuibMHUJDQ1VZWdmh+z322GN67LHHDrvvxIkTtXXr1ma32Ww23XDDDYe9bg0AurPGBWwbF7QFurNLhqRo3rYdmr0uS3ePH87wWwBdhlvOhAUEBKiqqqpN+9bU1CggIMAdTwsAaIeiimotzNkpiQWa0TOcnRYvf7tNm0rKtKpoj9lxAKCJW0pYampqm9cPy83NVUoK1yEAgKe9tyFHLsPQMTF91D8ixOw4QKcL8fPV1NQ4Sb+eBQaArsAtJWzMmDGaPXu2SkpKWt2vuLhYb7/9tsaNG+eOpwUAtANDEdETNf68z1mXLdcBE3sBgJkshnHkR6Ti4uKmhZqvvPJKJSYmqlevXxdGrKioUE5Ojt544w1ZrVatW7dOffp4/9o0ZWVlCg0NVWlpqUJC+FQZQNe1fV+Fkp59XxZJ+bdeqJjgQLMjAR5RXe9Q5FPvqLyuXouvmqKx8ZFmRwLQTbWnG7hlYo4+ffpo48aNuu+++7Rw4ULl5OQ0m5kwJCRESUlJuvTSS3XXXXd1iwIGAN7knfUNZ8EmJEZRwNCjBPjYdU5agl7P3KbZ67IpYQC6BLfNjti7d2/961//ctfDAQDcqHEoIhNyoCe6eEiyXs/cpvc25Oifp4yW3erxFXoAoBmOQgDQzW0s3qdVRXtkt1p0/uBEs+MAHjc5OUa9A/y0q7JGX2fvNDsOAFDCAKC7azwLdkpKrHoH+pucBvA8H5tVFwxOksQsiQC6BkoYAHRjhmFoDrMiAk0//x9u2q5ah9PkNAB6OrdcE/a///1P+fn5bd4/Li5Op5xyijueGgDQipWFe7R5T5n87TadPTDB7DiAacYlRCo2OFA7yqs0b1u+pqUxNBeAedxSwm688UZt27btsPtZLBYZhqH+/ftry5Yt7nhqAEArZq/LkiSdMSBOwX4+JqcBzGO1WHRRerKe/GmdZq/LpoQBMJVbhiNu2bJFLperxa/6+np9/fXXGjp0qGbOnEkBAwAPcDUbiphichrAfI1DEuduzlNFXb3JaQD0ZB65Jsxms2nixIn64osv9MQTT2jevHmeeFoA6NGW5O1SfnmVQvx8dHpqrNlxANONiu6t1PBgVTuc+mRTrtlxAPRgHp2YIzY2VlOmTNHzzz/vyacFgB6p8SzYOWkJ8re7bVlIwGtZLJams8Jz1jNLIgDzeHx2xCFDhmj58uWefloA6FEcLpfe25AjiaGIwIEu3j8k8cttBdpTXWtyGgA9lcdLWN++fVVcXOzppwWAHmVh9k7trqpRn0A/nZgUbXYcoMtI7xumYf3CVe9y6YMN282OA6CH8ngJczqdsjMsBgA6VeOsiBcMTpKPjSUhgQM1TtDR+O8EADzN4+/MBQUFSk5mwVAA6Cw1Doc+2j/pAEMRgYM1DklctL1QBeVVJqcB0BN5tITV1NTo/fff16hRozz5tADQo8zbukNltfWKCw7U2Ph+ZscBupyksGAdH9dXhtR07SQAeJJbxgWuX79ehYWFLW6vqKhQbm6uXnjhBe3evVv333+/O54WAHAIs/fPinjxkGRZLRaT0wBd0yVDUrQ0f7dmr8vSraPTzY4DoIdxSwk78cQTtWvXrlb3CQ4O1oQJE/Tee+8pKSnJHU8LAPiN8tp6zd2SJ+nXIVcADnbB4ETd9r9l+mlHsbL2lislPNjsSAB6ELeUsE2bNmnfvn0tbg8JCVF4eLg7ngoA0IpPNueqxuHUgIgQHRXV2+w4QJcV1StQkxKjtDBnp+asy9Zfxw0zOxKAHsQtJSw0NFShoaHueCgAwBFoHIp4yZBkWRiKCLTqkiHJWpizU7PXZVHCAHgU8xYDQDdRUlWj/2XtkPTrFNwAWnbuoET5WK1au3uf1u7aa3YcAD2IW0rYW2+9pZ07d7Zp34KCAr355pvueFoAwAE+2LhdDpehEZERGtQnzOw4QJcXHuCnKamxkqQ5+88iA4AnuKWEXXnllfr444/btO8777yj66+/3h1PCwA4wIGzIgJom4vTGxduzpZhGCanAdBTuKWEGYbR5gNXbm6uEhMT3fG0AID9dpRV6tvtDUuFNP5SCeDwzhoYr0Afu7L2lWt5QbHZcQD0EB69Jqy0tFSzZ8/Wcccd58mnBYBu790NOTIkjYnrp8SwXmbHAbxGkK+PzhoQL+nXs8kA0Nk6NDtiUVGRvvjii2Znv3744Qf5+/sfcv+qqirl5eXpzTffVF1dHYs1A4CbzTlgVkQA7XPJ0GTNWZ+td9Zn6/HJR8tmZd4yAJ2rQyVs/vz5uvbaa5v+brFY9Pbbb+vtt98+5P6BgYFKSkrSGWecoXvuuUfR0dEdSwsAOMi2PWVaVlAsq8WiCwYnmR0H8DqnpsQqzN9XOyuq9X1ukSYm8XsKgM7VoY96rrrqKrlcrqYvwzD07LPPNrvtwK+KigqtXbtWL774IgUMANxszvqGs2AnJkUpsleAyWkA7+Nnt+nctIbr1RmSCMAT3HK+3c/Pr8WhiACAzvXrAs0pJicBvFfjUN73N25XndNpchoA3V2HhiP+1po1a5SQkOCOhwIAtEPmrr1at3uffG1WnTuI4zDQUZOSohQZ5K+iyhp9lVWgqfsn6wCAzuCWM2EDBgyQn5+fOx4KANAOjRNyTOkfqzB/jsNAR9msVl24f3kHFm4G0NnaXcKcTqfy8/M7IwsAoB0MwzhgVkSGIgJHqnFI4sebc1VV7zA5DYDurN3DEdPS0pSdna0pU6bos88+kyTdfffdysnJafNjJCUl6b777mvvUwMADrCsoFhZ+8oV6GPXGQPizI4DeL3jYvsqMTRI20sr9fmWfF2QnmR2JADdVLtLWHl5uQzDUGVlZdNteXl5ysvLa/uT2t1yKRoA9Giz12VJks4eGK8gXx+T0wDez2Kx6OIhyXr0h7WavS6LEgag07S7Da1du1YbN27UiBEjmm575ZVX3JkJAHAYTpdL76zPkcRQRMCdLhmSokd/WKsvtuartKZOof6+ZkcC0A21+5qwvn37avz48QoODu6MPACANvgut0iFFdUK9/fVqf1jzI4DdBvD+oVrcJ9Q1Tpd+nhTrtlxAHRTbpkdEQDgWY1rg503KFG+NpvJaYDuw2KxNJ1dbhzyCwDu5vES9s033+jUU0/19NMCQLdR43Do/Q05kqSL98/mBsB9Gv9dLcjeqcKKKpPTAOiOPF7ClixZotWrV3v6aQGg25i7OV97a+oUFxyoiYlRZscBup0BESE6LravnIaht9ZyNgyA+3m0hBUVFWnOnDkaNWqUJ58WALqV19ZslSRdkdFfNiujyoHOcNWw/pKkV1dvlWEYJqcB0N20a3bEE044oV3rgR2otrZWJSUl6tu3r+bMmdOhxwCAnq6wokrzt+2QJF01PNXkNED3dVF6sm773zKt3b1PKwv36Kjo3mZHAtCNtKuETZ8+vV3rgR3I399fycnJmjJlCjMrAkAHvbU2S07D0HGxfZXWO9TsOEC3FR7gp7PTEvTu+hy9tmYrJQyAW7WrhF1zzTWdlQMAcBiGYejV1Q1DERuHSgHoPFcNS9W763P09ros/WPy0cxECsBtuJgAALzEysI9Wrt7n/xsVl2UzqyIQGc7JSVGUb0CVFxVqy+25psdB0A3QgkDAC/ROCHH2WkJCg/wMzkN0P3ZrVZdPrRhzbDX1mwzOQ2A7oQSBgBeoM7pbJoqe/owJuQAPOWq/f/ePtuSp92VNSanAdBdtOuasNbU1tbq2Wef1bfffqvs7GyVlpY2bQsNDVVycrImTJigm266SX5+fIILAO3xxdZ8lVTXKqpXgE5OiTE7DtBjDO0XrlHRvbViZ4lmr8vSLaPTzY4EoBtwSwkrLy/XqFGjtH37dp155pk69dRTm82AWF5erpycHP3tb3/Tiy++qBUrVjBDIgC0Q+OEHFdk9JedtcEAj5o+LFUrdpbo1TVbKWEA3MItJeyBBx5QQUGB1q5dqwEDBrS435YtWzRy5Eg98MADevTRR93x1ADQ7e2urNHn+ycFYFZEwPMuGZKsP321XCsL9yhz115l9As3OxIAL+eWj1O/+uorXXrppa0WMEkaMGCALr/8cn311VfueFoA6BFmr8uSw2Xo6OjeGtKXX/4AT+sd6K8zB8ZL+nWCHAA4Em4pYdu2bVP//m37dDY5OVlZWVnueFoA6BFeXdO4NhgTcgBmaTwL/WbmNjlcLpPTAPB2bilh5eXl6tWrV5v27dWrl8rLy93xtADQ7a0p2qOVhXvkY7XqkiGsDQaYZUr/OPUN9FdRZY2+3LbD7DgAvJxbSlhQUJDKysrc8VAAgAM0rk105sB49Q70NzkN0HP52Ky6bP+aYa8yJBHAEXJLCYuNjVVBQYE7HgoAsF+906W31jaUMCbkAMzX+O/w08152lNda3IaAN7MLSVs8uTJmjdvnjseCgCw35dZO1RUWaO+gf6a0j/O7DhAjzciqreGR4arzunSnHXZZscB4MXcUsLuvPNOlZSU6Omnn3bHwwEA9OssbJcNTZGPjbXBgK6gcYIcZkkEcCTcsk7Yl19+qYkTJ2rGjBn66KOPNGbMGNlstkPuu3z5cknS3Xff3ez2uLg4XXfdde6IAwBeb091rT7dnCdJmj6cWRGBruKyoSm6Y+HPWlZQrA3F+zS4T5jZkQB4IbeUsDfffFM5OTlKSEhQTk6OcnJyWt0/ISFBb7zxRrPbkpOTKWEAsN+cddmqc7o0PDJcwyMjzI4DYL9+QQGa0j9Oc7fk6bU1W/XIiUebHQmAF3JLCfvmm2/c8TAAgP1eY20woMu6alh/zd2Spzcys/TgxKNkszJcGED7cNQAgC5mQ/E+LSsolt1qaZoSG0DXccaAeEUE+KmgvEoLsneaHQeAF6KEAUAX03gWbEr/OPULCjA5DYDf8rPbmhZPZ4IOAB1BCQOALsTpcumNzCxJTMgBdGXT9w8V/mhTrkpr6kxOA8DbuOWasEbFxcXatGmTCgoKVF1d3eJ+sbGxOumkk9z51ADQLSzI3qmC8ipFBPhpaiprgwFd1ajo3krvE6b1xfv07voc/f6ogWZHAuBF3FLC6uvrdeONN+q1115TfX39YfdPSUnR1q2cvgeA32oc2nTpkGT52Q+91AcA81ksFk0fnqo7Fv6s19ZspYQBaBe3DEd88MEH9fLLL+vPf/6z1q9fr7KyMtXX17f4tWXLFnc8LQB0K6U1dfpoU64kZkUEvMHlQ1NktVi0JH+XtuwpMzsOAC/ilhL2wQcf6IILLtBDDz2kQYMGqVevXrLZbC1+WSwWdzwtAHQr767PUY3DqSF9wzQqurfZcQAcRnRwoE5NiZEkvc4EHQDawS0lbOvWrRo9erQ7HgoAeqxXD1gbjA+rAO/QeNb69TXb5DIMk9MA8BZuKWG1tbXy8/Nzx0MBQI+0ZU+ZfsjfJavFostZGwzwGmenxSvUz0e5ZZValFNodhwAXsItJSwiIkKFhRx4AKCjGocynZoSo+jgQJPTAGgrf7tdF7NmGIB2cksJGz9+vL7++mt3PNRh7du3T3fccYcyMjIUHR2tqKgoRUVFKT09Xddff72Kioo69Ljr16/XgAED3JwWAA7PZRh6fc02SUzIAXijxn+372/crvLaw88SDQBuKWGPPvqosrKy9Lvf/U4bNmxQTU2NOx72IE6nUyeddJKCgoK0aNEiFRQUqLCwUIWFhVq6dKkGDRqksWPHqqqqql2PW1ZWpgsuuEBZWVmdkhsAWrMop1C5ZZUK9fPR2WnxZscB0E7HxfbVwIgQVdU79MHGHLPjAPACbilhAwcO1CuvvKJXX31VQ4cOVVBQUKuzIw4c2LG1ND766CMlJSVp1qxZ6t27d7ML10NDQ3Xrrbfq9NNP14svvtjmxzQMQ1dffbWuuOIKBQcHdygXAByJxgk5Lh6SLH+7W5ZvBOBBFoul6WzYq6sZkgjg8Nzybv+///1PZ511lhITE3XBBRcoLi5OAQEBLe4fGxvboefJzMzUpEmTWt1n8uTJ+vjjj9v8mI8//rjq6+t1xx136JFHHulQLgDoqPLaen2wcbskaTpDEQGvdUVGf/190S/6NrdI2XvLlRzOB7sAWuaWEnbvvfcqPT1dy5Yt69RZEvPz8zVs2LBW94mJiVFubm6bHu+bb77Ryy+/rJ9++klWq1tOCgJAu7y/IUdV9Q4NjAjRsbF9zY4DoIPiQ4N0UnK0FmTv1OuZ2zTrhBFmRwLQhbmleWRmZurcc8/t9GnqnU6nbDZbq/vY7XY5HI7DPlZ+fr6mT5+uOXPmKCwsrE3PX1tbq7KysmZfAHAkXmNtMKDbOHDNMIM1wwC0wi0lrKKiQn37es8nuHV1dbrgggs0a9YsjRw5ss33e/jhhxUaGtr0FR/PBfQAOi57b7m+zS2SRQ1DmQB4t3PSEhTs66OsfeVanLfL7DgAujC3lLDg4GBTzgpt2rRJKSkp2rx5c7vuN2PGDA0dOlTXXHNNu+43c+ZMlZaWNn3l5eW16/4AcKDXMxumpT8pOVrxoUEmpwFwpIJ8fXTB4CRJTNABoHVuKWFHH3201q1b546Hape0tDRlZWW1a7bF119/XUuXLtUzzzzT7ufz8/NTSEhIsy8A6AiXYTQNRWRCDqD7mD684d/zextyVFnHmmEADs0tJezhhx/WZ599pm+++cYdD9eitlzv5XA4ZG9hiufVq1dr5syZev/99+Xv798ZEQGgTRbnFil7X4WCfX10zqBEs+MAcJNx8f2UEhas8rp6fbSpbROFAeh53DI74meffabU1FRNnjxZI0aMUHJysgIDA1vcPykpSffdd1+7nycuLk6FhYWt7lNQUKCEhIRDbnvuuedUWVmpMWPGHHJ7aWmpoqKi9I9//ENXXHFFu/MBQFu9tqZhKOKF6UkK9GFtMKC7aFgzrL9mfbdKr63Zqsu53hPAIbjlnT83N1e9evXSCSecIEkqKSlRSUlJy0/awcVIMzIy9Oabb+qmm25qcZ+FCxcqIyPjkNtefPHFVhdyDgsLO2zJA4AjVVlXr3c3ZEv6dTY1AN3HlftL2MLsncorreSaTwAHcUsJe/XVV93xMIc1bdo0PfLII5o1a5ZuueUWRURENE3pXFZWptdee02ff/65Vq9e7ZE8ANARH23KVUWdQylhwRoX38/sOADcLCksWBMTo7Roe6HeyNymv45rfY1TAD2PV61QbLPZtGDBAlVXV2vChAmKiYlRVFSUoqKiNHr0aK1du1aLFy9WUFDDJ06LFi1Sampqm2dujI2N7cz4ACDpwLXB+rM2GNBNXTWsYRjia2u2smYYgINYDI4MHVZWVqbQ0FCVlpYyUyKANskrrVTiM+/JkJR903lKCgs2OxKATlBeW6+of76jqnqHfph+uo6P46w30N21pxt41ZkwAPB2b2RukyFpYmIUBQzoxoL9fHT+/plPG89+A0Ajt07JVVBQoOXLlysnJ0elpaUt7hcfH6+rr77anU8NAF2eyzD06gFDEQF0b1cNS9Xrmds0Z122njx5NDOhAmjitqPB3Xffrccff1w1NTUKCAhQTU2NwsPDFRAQIIfDoaKiIlksFkVHR6t///6UMAA9zoKsAm3ZU6ZgXx+dPzjJ7DgAOtnEpCilhAUra1+53l6bpd+NHGh2JABdhFuGI77//vt64IEH9Kc//UnFxcXauHGjDMPQ66+/rry8PO3cuVOZmZk69thjNXnyZH377bfueFoA8CpPL98gSbpmRKp6+fqYnAZAZ7NaLLrx6EGSGv79cxk+gEZuKWHPPPOMTjrpJD3wwAOKiIiQ1Xrwww4ZMkRz587Ve++9pzlz5rjjaQHAa2zdU6YvtuZLkm48erDJaQB4yjUjUhXoY1fmrr36LrfI7DgAugi3lLBt27ZpzJgxh92vd+/eOvPMM/XKK6+442kBwGv8v583ypA0pX+sBkQwmyrQU4T5++mKjBRJ0jP7z4YDgFtKWEFBgfr27dumfQcOHKhVq1a542kBwCtU1NXrv6u3SJJuGc1ZMKCnufmYhn/3H23KVW5phclpAHQFbpuivq0Ljvbp00clJSXueloA6PLeyNymstp6DYgI0SkpLAoP9DRD+obrxKRouQxDz6/YZHYcAF2AW0pYaGioKioO/mTnUBeg2mw2LkwF0GMYhtE0BOmmowfJ2sYPrAB0Lzcf0zBBx0srN6u63mFyGgBmc0sJi4qKUk5OTtPfw8LCJDWsGv1b5eXlCg0NdcfTAkCXtzB7pzYUl6qXr13Th6eaHQeASc4cEK/E0CCVVNdq9rpss+MAMJlbSthpp52mDz/8UIWFhZKkoKAgxcTEaPHixQftu3jxYg0YMMAdTwsAXd4zPzecBZs+LFUhfr4mpwFgFpvV2jQz6jNMVw/0eG4pYbfddpvsdrsGDBige+65R5J0++2364UXXtCVV16pp59+Wv/85z91zjnn6IsvvtCf//xndzwtAHRpWXvLNXdzniTppmOYkAPo6a4dMUABdptWFe3RkrxdZscBYCK7Ox4kMTFRy5Yt02uvvSZ/f39J0i233KKgoCA9//zz+vTTT2Wz2ZSamqp33nlHF1xwgTueFgC6tOdWNExLf0pKjNJ6Mwwb6OkiAvx02dAUvbxqi55evkHjEiLNjgTAJBaD8+EdVlZWptDQUJWWliokhHV/APyqsq5ecU+/p301dfrsopM0dUC82ZEAdAFrivZo+EufymaxKOfm8xUXEmR2JABu0p5u4LYp6gEAv3ozM0v7aurUPzxYU1LjzI4DoIsYFhmhCQmRchqGXmC6eqDHooQBgJsZhtE0IceNTEsP4DcaF29+ceUm1TiYrh7oiShhAOBmi7YXat3ufQrysetqpqUH8BtnpyUoPiRIxVW1emddjtlxAJiAEgYAbvb0/sWZrxzWX2H+fianAdDV2K1W3TAqTVLDMhZcng/0PJQwAHCj7fsq9GnjtPRHMy09gEP73ciB8rNZtWJniZbm7zY7DgAPo4QBgBs9t2KjXIahycnRSu8bZnYcAF1Un0B/XTa0v6SGxZsB9CyUMABwk6p6h15auVnSrxfeA0BLbj5mkCTp/Y05KiivMjkNAE+ihAGAm7y9Nkt7a+qUFNpLU5mWHsBhjIjqrXHx/eRwMV090NNQwgDADQzDaBpSdNMxg2SzcngFcHi3HJMuqWG6+lqH0+Q0ADyF3xIAwA2+yy3Sml17Fehj1zXDB5gdB4CXmJaWoNjgQO2qrNF7G3LMjgPAQyhhAOAGjWfBLh+aovAApqUH0DY+Nquu3z9d/dNM0AH0GJQwADhCuaUV+nhTriQm5ADQfteNTJOfzarlBcX6aQfT1QM9ASUMAI7Q8ys2yWkYmpQYpaH9ws2OA8DL9A3y18VDkiUxXT3QU1DCAOAIVDMtPQA3aDx+vLs+R4UVTFcPdHeUMAA4AnPWZaukulaJoUE6c2C82XEAeKlR0X00Jq6f6l0uvfjLZrPjAOhklDAA6CDDMJoupL9h1CDZmZYewBFoXLz5hV82qc7JdPVAd8ZvDADQQUvydmlV0R752226dgTT0gM4MucNSlJ0rwAVVlTrgw3bzY4DoBNRwgCgg575+ddp6XsH+pucBoC3a5iuvuFsGNPVA90bJQwAOiC/rLLpk2om5ADgLteNHChfm1U/7titnwuKzY4DoJNQwgCgA17YPy39CQmRGhYZYXYcAN1EZK8AXTg4SRLT1QPdGSUMANqpxuHQiys3SZJu4SwYADe7ZXS6JGnO+mztqqw2OQ2AzkAJA4B2emddjoqrahUfEqSz0xLMjgOgmzkmpo+Oje2jOqdL/2a6eqBbooQBQDsYhtE0Icf1o9KYlh5Ap7j56Iaz7M//skn1TpfJaQC4G789AEA7LM3frRU7S+Rns+r3IweaHQdAN3VBepKiegWooLxKH25kunqgu6GEAUA7NF4of+nQFPVhWnoAncTXZtMf9n/QwwQdQPdDCQOANioor9L7G3MkMS09gM73h6PSZLdatCR/l37ZWWJ2HABuRAkDgDZ6YcUmOVyGxsX308io3mbHAdDNRQcH6sLByZI4GwZ0N5QwAGiDWoezaVp6zoIB8JSbjxkkSZq9Lku7K2tMTgPAXShhANAG723I0a7KGsUGB+qctESz4wDoIY6N7aujo3ur1unSy6uYrh7oLihhAHAYhmHo6eW/TkvvY+PQCcAzLBaLbjmmYfHm537eyHT1QDfBbxIAcBhfZu3Q8oJipqUHYIoL05MUGeSv/PIqvbp6q9lxALgBJQwAWmEYhv6+aKUk6cajB6tfUIDJiQD0NH52m2aOHSZJuu/7VapxOExOBOBIUcIAoBUfb8rVip0lCvKx6y9jhpodB0AP9YejBiouOFD55VX69y9cGwZ4O0oYALTA6XLprm8bzoLdNjqds2AATONvt+uu8cMlSQ8uWaPKunqTEwE4EpQwAGjBnHXZWrd7n8L8fXX78UPMjgOgh7t6+AClhAVrV2UN64YBXo4SBgCHUO906Z7vVkmSbj9uiML8/cwNBKDH87FZdc8JIyRJjy1dq9KaOnMDAegwShgAHMJra7Zq695y9Q30162j082OAwCSpEuHJiu9T5j21tTpyZ/WmR0HQAdRwgDgN2odTt33/WpJ0syxGerl62NyIgBoYLNadd+EEZKkJ39ap+KqGnMDAegQShgA/Ma/V25WXlmlYoID9cej0syOAwDNnDMoUSOjIlRR59CjP2SaHQdAB1DCAOAAlXX1enBxw1mwu8YNU4CP3eREANCc1WLRAxOPkiQ9+/NG7SyvMjkRgPaihAHAAZ79eaOKKmuUHNZL14wYYHYcADikKf1jNSaun2ocTj24ZI3ZcQC0EyUMAPYrralrGtpzzwkj5GuzmZwIAA7NYrHowYkjJUn//mWzcvaVm5wIQHtQwgBgv6d+Wqe9NXUa1DtUlw1NMTsOALRqYlK0TkqKVr3L1TSZEADvQAkDAEklVTV68qf1kqT7JoyUzcrhEUDX9+CkhmvDXluzTZtLSk1OA6Ct+C0DACQ9unStyuvqNSIyQucNTjQ7DgC0ybGxfXXmgHi5DEOzvl1ldhwAbUQJA9Dj7Syv0rPLN0iS7p84UlaLxeREANB2jeuGzVmfrTVFe8wNA6BNKGEAeryHlqxRtcOp42L7ampqnNlxAKBdRkT11oXpSZKku79daW4YAG1CCQPQo23fV6EXf9ksSXpw4lGycBYMgBe694QRslos+mRznpbt2G12HACHQQkD0KPdv3i16l0uTUqM0onJ0WbHAYAOGdQnTFdkNMzq+vdFnA0DujpKGIAea8ueMr26equkX2cYAwBvNWv8CPlYrfoqu0Dfbi80Ow6AVlDCAPRYs75dKadhaGpqnI6P62d2HAA4IsnhwfrdyAGSpL8v+kWGYZicCEBLKGEAeqTMXXs1Z122pIYZEQGgO/j7uOHyt9u0OG+XvszaYXYcAC2ghAHoke7+dqUMSecPTtTIqN5mxwEAt4gJDtQNowZJarg2jLNhQNdECQPQ4ywvKNbHm3JltVh03wTOggHoXu4ck6Fevnat2Fmijzblmh0HwCFQwgD0OH9f9Isk6fKhKRrcJ8zcMADgZn2D/HXb6HRJDWf9nS6XyYkA/BYlDECP8t32Qv0vq0B2q0WzThhhdhwA6BR/Pm6Iwvx9tW73vqbrXwF0HZQwAD2GYRhN6+dcO2KAUsKDTU4EAJ0jzN9P/3fcUEnSrO9Wqd7J2TCgK6GEAegx/pdVoO/ziuRns+rv44abHQcAOtUtowerb6C/tu0tb1oTEUDX4FUlbN++fbrjjjuUkZGh6OhoRUVFKSoqSunp6br++utVVFR02PvfdNNNSk5ObrpvVFSU4uLidOKJJ+qHH37w0HcCwNMazoI1XAt2/ahBigsJMjkRAHSuXr4+mjk2Q5J03/erVONwmJwIQCOvKWFOp1MnnXSSgoKCtGjRIhUUFKiwsFCFhYVaunSpBg0apLFjx6qqqqrFx5gxY4Z8fHy0du3apvsWFhYqNzdX9913ny677DIVFBR48LsC4CmfbM7VzztLFORjb/qlBAC6u+tHpSk2OFD55VX69y+bzY4DYD+vKWEfffSRkpKSNGvWLPXu3VsWi6VpW2hoqG699VadfvrpevHFF1t8jPnz5+uhhx5SUFDzT8CtVqvGjRuniy++WJ988kmnfQ8AzOF0uXTX/mvBbh2drn5BASYnAgDP8Lfbddf+4dcPLlmjyrp6kxMBkLyohGVmZmrSpEmt7jN58mRlZma2uP2OO+5QQEDLv3zFx8crLy+vwxkBdE3vrM/R2t37FOrno9uPG2J2HADwqGtGDFBKWLB2Vdbo2Z83mh0HgLyohOXn5ys6OrrVfWJiYpSb2/KihDNmzGj1/mvXrlVqamqH8gHomhwul2Z923AW7Pbjhio8wM/kRADgWT42q2ad0HA27NEfMlVaU2dyIgBeU8KcTqdsNlur+9jtdjk6eNHpp59+qvnz5+ucc85pcZ/a2lqVlZU1+wLQtb22equ27i1Xn0A/3bp/8VIA6GkuG5qiwX1CtbemTk/+tM7sOECP5zUlrLPs3btX06dP14wZM/Txxx8rPDy8xX0ffvhhhYaGNn3Fx8d7MCmA9qqsq9d936+WJM0cM0zBfj4mJwIAc9isVt03YaQk6cmf1qmwouWJzAB0Pq8tYZs2bVJKSoo2b+7YTD+GYWjOnDkaPny4wsPD9csvv2jYsGGt3mfmzJkqLS1t+uL6MaBr+9uiX5RbVqn4kCBdPyrN7DgAYKpzByXq6Ojeqqhz6IZ5P8owDLMjAT2W3ewAHZWWlqasrKwO3TcvL0/Tp0+XYRiaN2+ehgxp24X6fn5+8vPjehLAGyzOLdLTyzZIkl6aOkYBPl57uAMAt7BaLPrPGWM16j9z9dGmXL27PkcXDUk2OxbQI3nNmbC2XO/lcDhkt7f+i9ayZct0wgkn6KKLLtLChQvbXMAAeI+qeoeu+WyJDEnXDB+gU/vHmh0JALqEYZER+vv+KetvnP+jdlVWm5wI6Jm8poTFxcWpsLCw1X0KCgqUkJDQ4vZ9+/bp3HPP1RtvvKHrrruu2VpjALqPuxat1JY9ZYoNDtQTJx9tdhwA6FJmjs3Q8MhwlVTX6sb5P5odB+iRvKaEZWRkaOHCha3us3DhQmVkZLS4/YknntCll16qcePGuTsegC7ih7xdemr/zF//njpGYf4MIQaAA/nabHr1zHGyWy16f8N2vbc+x+xIQI/jNSVs2rRpys/P16xZs1RSUtLsYtKysjI988wz+vzzz3Xddde1+BgrVqzQ1KlTPREXgAmq6x26eu5iGZKmD0vV6alxZkcCgC5pRFRv/XVsw4RkN8xfqt2VNSYnAnoWrylhNptNCxYsUHV1tSZMmKCYmBhFRUUpKipKo0eP1tq1a7V48WIFBQVJkhYtWqTU1NRma3nt2bNH559/ftP9DvV12WWXmfUtAjhCd3+7Upv3lCkmOFBPnnyM2XEAoEv727hhyugXruKqWt30JcMSAU+yGMxP2mFlZWUKDQ1VaWmpQkJCzI4D9GhL83dp3Gvz5DIMfXbRSZo6gHX8AOBwftlZotH//UxOw9B7503U+YOTzI4EeK32dAOvORMGAC1pHIboMgxdmdGfAgYAbXRUdG/NHNtwPf0N835UcRXDEgFPoIQB8Hr3fLdKm0rKFN0rQP88ZbTZcQDAq/x93HAN7Rum3VU1unn+T2bHAXoEShgAr/bTjt16/MeG2RBfPH2MwgOYDREA2sPPbtMrZ46TzWLRnPXZ+nDjdrMjAd0eJQyA16px/DoM8fKhKTpzIMMQAaAjjo7po7+MaRiWeP28pSphWCLQqShhALzWvd+t1obiUkUG+etfpx5rdhwA8Gp3jx+u9D5h2lVZo1u+XGZ2HKBbo4QB8ErLC4r12NK1khqGIUYwDBEAjoif3aZXzxonq8Wit9dl6eNNDEsEOgslDIDXqXU4Nf3ThmGIlw5J0dlpCWZHAoBu4ZiYPrrj+KGSpD9+sVR7qmtNTgR0T5QwAF7nvu9Xa33xPvUL8tfTpzIbIgC406wThmtwn1AVVdbo1i+ZLRHoDJQwAF7l54JiPfpDpiTphSnHq3egv8mJAKB78bfb9cqZDcMS31ybpU8355odCeh2KGEAvEatw6mr5y6W0zB0cXqyzhmUaHYkAOiWjo3tq9uPGyJJ+gPDEgG3o4QB8BoPLF6ttbv3qW+gv545jdkQAaAz3TthhAb1DlVhRbVm/I/ZEgF3ooQB8Aq/7CzRw0sahiE+P+U49WEYIgB0qoZhiWNltVj0euY2fbYlz+xIQLdBCQPQ5dU5nZq+fxjihelJOm9wktmRAKBHOC6un/50bLqkhmGJexmWCLgFJQxAl/fg4jXK3LVXfQL99Oypx5kdBwB6lPsmjNTAiBAVlFfpT18tNzsO0C1QwgB0aSsLS/TQkjWSpOdOO159gxiGCACeFODTMFuiRdKra7bqi635ZkcCvB4lDECXVedsmA3R4TJ0/uBEXZCeZHYkAOiRxsT304xjG2ZLvO7zH7SvhmGJwJGghAHosh5ekqnVRXvVO8BP/+80hiECgJnunzhSAyJCtKO8Sn/+6mez4wBejRIGoEtaXbRHDyxeLUl69rRj1S8owOREANCzBfrY9d8zxsoi6b+rt2j+NoYlAh1FCQPQ5VTXOzT904ZhiOekJeii9GSzIwEAJI1LiNQtowdLkn7/2Q8qqaoxORHgnShhALoUp8ulyz7+TquK9igiwE/PTTlOFovF7FgAgP0enHiUUsODlV9epbPe/VrV9Q6zIwFehxIGoMswDEO3fLlMH23Kla/Nqg/Pn6SoXoFmxwIAHCDI10cfX3iiwvx99UP+Ll3y0bdyuFxmxwK8CiUMQJfx8JJMPbdioyyS3pp2giYkRpkdCQBwCEP6hmvuhSfJz2bVJ5vzdOO8H2UYhtmxAK9BCQPQJbyyaov+tugXSdK/Tj1W5w9OMjcQAKBV4xIi9fY5E2SR9O+Vm3X/96vNjgR4DUoYANN9sTVfv//8B0nSX8YM1c3HDDY5EQCgLc4dlKhn9y8hMuu7VXp55WaTEwHegRIGwFTLduzWBR8sktMwdGVGfz08aZTZkQAA7XDD0YP0t7HDJEl//GKpPtuSZ3IioOujhAEwzZY9ZZr6zgJV1Tt0akqMXj5jLDMhAoAXun/iSF09PFVOw9CFHyzSj/m7zI4EdGmUMACmKKqo1qlv/0/FVbUaFd1b758/ST42DkkA4I0sFotePH2MpvSPVbXDqTPeWahNJaVmxwK6LH7jAeBx5bX1On3OAmXvq1D/8GB9ftFk9fL1MTsWAOAI+Niseu+8iTompo9Kqmt12ttfaWd5ldmxgC6JEgbAo+qcTp33/jf6pbBEfQP9Nf+SkxXZK8DsWAAANwjy9dHnF01WaniwckorNGXOVyqrrTM7FtDlUMIAeIzLMHTt3CX6KrtAgT52fX7xZKVGhJgdCwDgRn2D/PXlpaeoX5C/Vhft1bnvfaM6p9PsWECXQgkD4DEzv16hN9dmyWax6P39Q1YAAN1PSniwvrh4snr52rUwZ6emf7pYLhZzBppQwgB4xNPL1uuxpWslSf85Y6ympMaZnAgA0JlGRffRB+dNkt1q0ex12bpj4c9mRwK6DEoYgE737vps3fa/ZZKkhyYdpauGp5qcCADgCaf0j9UrZ46TJD3x4zo99dM6kxMBXQMlDECnWpSzU1d88r0MSTcePUh3jskwOxIAwIMuz+ivR08cJUn601fLNWddlsmJAPNRwgB0mjVFe3T2e1+rzunSeYMS9a9TRrMYMwD0QP93/FDdcsxgSdKVnyzWwuwCkxMB5qKEAegUuaUVmjJngcpq6zU+PlJvThsvm5VDDgD0RBaLRU+dMloXDE5Svculc977RqsKS8yOBZiG34gAuN2e6lqdNvsrFZRXaUjfMH1y4Ynyt9vNjgUAMJHVYtHrZ4/ThIRIldfVa8qcBcrZV252LMAUlDAAblVd79CZ7yzUhuJSxQUHat7FJys8wM/sWACALsDfbtfHF56ojH7hKqyo1mmzv1JJVY3ZsQCPo4QBcJtah1OXfPStfsjfpTB/X82/9GTFhwaZHQsA0IWE+ftp3sWTlRASpE0lZTrjnYUqrakzOxbgUZQwAG6RX1apE16fp08258nPZtWnF56kIX3DzY4FAOiCYkOCNP/SkxXu76sfd+zW6P9+pvW795kdC/AYShiAI/bt9kKN+s9cLSsoVpi/rz698CSNT4g0OxYAoAsb3CdMX112iuKCA7V5T5mOfeUzfbAhx+xYgEdQwgB0mGEYeuqndTrpzS+1q7JGw/qF6+drztAp/WPNjgYA8AKjovtoxe/O1MTEKFXUOXT+B4t059c/y+FymR0N6FSUMAAdUllXr8s+/k5/+mq5nIahS4ekaOnVU9U/IsTsaAAAL9IvKEBfXXaK/nzcEEnSoz+s1ZTZX6mYCTvQjVHCALTbtj1lOv7VLzR7XbbsVov+dcpovTltvAJ9mIYeANB+dqtVj08+RnPOmaBAH7sWZO/UqJfnasXOYrOjAZ2CEgagXb7Ymq+j//uZMnftVWSQvxZedqpuGZ0ui8VidjQAgJe7aEiyfrp6qlLDg5VbVqmxr36hV1dvMTsW4HaUMABt4jIM3ffdKp0xZ4H21dTpuNi+WnHtmTohMcrsaACAbmRov3Atv/YMnTEgTrVOl66eu0Q3zFuqOqfT7GiA21DCABzWvppanf3uQs36bpUMSdePStO3V56m2BDWAAMAuF+Yv58+ufAk3XvCCFkkPb9ikya+MV8F5VVmRwPcghIGoFVrd+3V6P9+rs+25MvPZtUrZ47Vc1OOl6/NZnY0AEA3ZrVYdPcJIzT3opMU5u+rpfm7ddTLn+r73CKzowFHjBIGoEXvrs/Wca98ri17ypQQEqQl00/X9OEDzI4FAOhBpg6I1/JrzlBGv3AVVdboxDfn65nlG2QYhtnRgA6jhAE4iMPl0u0LluuiD79VZb1Dk5OjteJ3Z2pUdB+zowEAeqDUiBAtnX66LhmSLIfL0C1f/qQrP/leVfUOs6MBHUIJA9DM7soanfLW//TEj+skSX8ZM1TzLzlZfQL9TU4GAOjJgnx99Na0E/TUycfIZrHozbVZGvPq58raW252NKDdKGEAmiwvKNao/8zVN9sL1cvXrvfPm6hHTjxaNiuHCgCA+SwWi247dogWXn6q+gX5a3XRXh39n7mavy3f7GhAu/CbFQAZhqGXftmsca99obyySqX1DtGya87QeYOTzI4GAMBBJiRGacW1Z+rY2D7aW1On02cv0APfr5bT5TI7GtAmFoOrGjusrKxMoaGhKi0tVUhIiNlxgA5ZlLNTd36zQj/tKJYkTUtL0GtnjVOIn6/JyQAAaF2tw6lb//eTXvxlsyQpvU+YHpw0UmcPTJDFYjE5HXqa9nQDStgRoITBm60sLNHMr1foy6wCSVKgj12zxg/X7ccPlZU3LgCAF3ll1Rb9ecFy7a2pkyQdF9tXj5w4ShMSo0xOhp6EEuYhlDB4o617ynTXopWasz5bkmS3WnTdyDTdNX6YonoFmpwOAICO2VdTq38sXad/LlvfNGviaf1j9dCkozQyqrfJ6dATUMI8hBIGb1JQXqX7v1+tl1dtlsPV8M/+0iEpum/CCPWP4OcXANA97Cyv0gOL1+jfKzc1vd9dnJ6s+yeOVCrvd+hElDAPoYTBG+ytrtVjS9fqX8vWq9rhlCSdnhqnByeO1Ag+GQQAdFPb9pTp7m9X6e11WZIaRn78bsRA3TV+uGKCGfkB96OEeQglDF1ZVb1DzyzfoEd+yNS+/WPkx8T108OTjtIJjJEHAPQQqwpL9LdFK/XF1oZp7APsNt06Ol13HD9U4QF+JqdDd0IJ8xBKGLqieqdL/121Rfd+v0o7K6olSUP7humhSaN0xoA4ZosCAPRI320v1MxvftEP+bskSWH+vrpzTIZuPmawAn3sJqdDd0AJ8xBKGLoSl2HovfU5+vuiX7R1b7kkKSm0l+6bMFKXDk1mwWUAQI9nGIY+25Kvmd+s0Lrd+yRJMcGBmjV+uK4ePkA+Nt4r0XGUMA+hhKErMAxD/8sq0MxvVmhl4R5JUt9Af901friuGzlQfnabyQkBAOhanC6X3lqbpbu/XantpZWSpNTwYD0w8ShdkJ7EUi3oEEqYh1DCYKay2jp9silPL6/arO9yiyRJwb4++r/jh+q20ekK9vMxOSEAAF1brcOpF3/ZpAcWr9HuqhpJ0sioCP1hZJrOG5yoPoH+JieEN6GEeQglDJ5WWVevz7fma866bH2xNV+1Tpckyddm1U1HD9bMsRm8YQAA0E7ltfV66qd1evzHdSqvq5ck2SwWTU6O1kXpyTpnUILC/JnEA62jhHkIJQyeUONwaP62HXpnXY4+3ZLXtAClJKX1DtHF6cm6ZsQAJYT2MjElAADeb3dljV5ZvUXvrM/RL4UlTbf72qw6rX+sLkpP1lkD49XLl9EmOBglzEMoYegs9U6XFmQXaM66bH28OVdltfVN25LDeumi9GRdPCRZw/qFM9shAACdYMueMr2zLltz1mc3TeIhNUxxP3VAnC5OT9bpqXEKYGZF7EcJ8xBKGNzJ6XLp2+1FmrM+Wx9s3K491bVN22KDA3VRerIuSk/SMTF9KF4AAHjQ2l179c76bM1Zl900A7Ek9fK16+yBCbp4SLJOSYmRr43JsHoySpiHUMJwpFyGoaX5uzRnXbbe25Cjosqapm39gvx1weAkXZyerDHx/ZipCQAAkxmGoZWFezRnfbbeWZet3LLKpm1h/r46Ny1RFw9J1qSkKNlZGqbHoYR5CCUM7WUYhnaUV2lZQbG+zy3S+xtylF9e1bQ9IsBP56Y1fKI2IZEDOAAAXZVhGPpxx269sz5b767P0c6K6qZtfQP9de6gBE1MjNLomL5KDuvFKJYegBLmIZQwHM7e6lr9vLNEywp2a1lBsZYXFDc7SEsN08qfk5agi4Yka3JyNEMZAADwMk6XS4vzGka2vL8xR8VVtc229w7w0zExfTR6/9cxMX3ULyjApLToLJQwD6GE4UA1DodWFe7RsoLipsK1eU/ZQfvZLBZl9AvXMTF9dHpqrE7rHyt/Oxf1AgDQHThcLn2dvVOfbc3XsoLdWlm4R3X7l5Q5UGJokEbH9G0qZkdF92bWRS9HCfMQSljP5XS5tLGkVMt27C9cO4u1umiPHK6D/zn1Dw9uOsCOjumrEVERCmQmJQAAeoQ6p1Nrivbu/5C2YWTMxuJS/fY3BqvFovQ+ob8Ws9g+Gto3XD42Lk3wFt2yhO3bt08PPfSQ5s2bp+LiYjXGjoiI0IQJE3TPPfcoMjKy1cdYsWKF7r33Xq1du1ZVVQ3X4dhsNsXGxuq6667T1VdfLVs7hoJRwro3h8ulHWVVyimtUM6+Cm0vrVBOaYW27S3XL4UlqqhzHHSfvoH+Oja2j46Jbjh4HhPdR71ZPBkAABygrLZOK3aWNI2eWbZjd7NrxBv5220aERmhAREhSgrtpaSwXkoMDVJSaC/FhwZxCUMX055u4BUfxzudTp100kk666yztGjRIkVERDRd3FhaWqpXX31VY8eO1Zo1axQYGHjIx1ixYoUuuOACPfvsszrppJPk59ew6rnL5dKWLVv0l7/8RRs3btTjjz/use8L5qpzOpVfVqWcfQ3lavv+stX43/llVXK28hlFkI9do6J7N53hGh3TRwmhQVx4CwAAWhXi56tJSdGalBTddFtBeZWWH3BJw7KC3SqtrdePO3brxx27D3oMi6SY4EAlhfZS4v6C1vDfQUoK66WE0CAud+jCvOJM2Pvvv6/Zs2frgw8+aHGfW265RcnJyZoxY8Yht59xxhn6wx/+oDPPPPOQ2ysrK5Wenq5ly5Yd9oxaI86EdT21Dqf21tRqT3Wd9lTXak9NrfZW12lPTa12V9Yot6yy6azWjvKqg4YC/JaP1dp0MEsM7dX0KdSIyAgN7hMqG7MXAgCATuAyDG3dU6ZfCkuUve/XD4u3l1Yqp7RCNQ7nYR8jqldAUzFLDO2lfkH+Cvf3U0SAryL8/RQR0PAV7u/LotNu0O3OhGVmZmrSpEmt7jN58mR9/PHHHX6MoKAgjRo1Sps2bWpzCYP7GIahWqdTVfVOVdc7VOVwqqreoep6hyrrHdpbs79UVddqz/7/bnbb/tur6g8eItgaf7ut6bR+80+RGv47qlcA63MBAACPs1osGtg7VAN7hx60zTAM7aqsabpUYntp5UEjeyrrHSqsqFZhRfUhz6T9lr/d1lDK/H2blbOG2/YXtwA/hfv7qZevXQF2mwJ97Aqw2xXo0/Df/nYbI4LayCtKWH5+voYNG9bqPjExMcrNzW1xe2lpqXr16nVEj9GVVdU7VO90yWUYchpGw58u4+C/q2FSCZehFvd1ugzVu1yqd7oa/nS5VO9suM3R7Hbj1//+7Z8ul+qcLlXXO1XtcDSUq/1/VtU7Drqtut5x2LNSbWWRFH6Ig0jvAD/FhzQ/q9UvyJ+DBQAA8CoWi0WRvQIU2StAo2P7HrTdMAztqa5tVtByyypUUvXrh9kHjhhyGoZqHE4VlFep4BDXprVHgN2mAB+7AhtLms/BZa2xwPnarPKxWmW3NvzpY7PKx2rZ/6f11z8P/G+b5aD7BPvaNSKq9xHl9jSvKGFOp/OwE2bY7XY5HO07C9Lex6itrVVt7a/rPpSVHTz9uFkmvD5PP+8sMTuGW9gsFgUd8AlLoI/9N5/EHPDJzCFOp4f6+3L2CgAA9FgWi0W9A/3VO9Bfo6L7tLqvYRgqr6vfX8x+vZyj+aijuqbb9lTXNnyo7mgYsVRV71S969cp+KsdTlU7nNrT2d/kAQZGhGjTDed68BmPnFeUsK7i4Ycf1r333mt2jEM6VOmwWiyyWSyyWiSb1drwp8Ui6/4vm9VywD4H/Gm1NPukwcdmld3Svk8nGm878NOOgAM/EbHbm/33gZ+SMBUrAACAZ1gsFoX4+SrEz1dJYR17DIerYfRTS6OdGgpbw/Yqx/7b6h2q68ioq2YjsAw5XC4lh7U+2q0r8soStmnTJk2ZMkXz58/XwIEDO/QYjzzyiH744Qd9+umnbb7PzJkz9ac//anp72VlZYqPj+/Q87vbt1eeJot+LVacCQIAAIAn2K1WBftZFezHYtNt5ZUlLC0tTVlZWUf0GHfeeWe77+Pn59c0tX1XwxSkAAAAgHfwinFfbbney+FwyH6ERcQdjwEAAAAArfGKEhYXF6fCwsJW9ykoKFBCQkKL28PCwlRRUXFEjwEAAAAAR8orSlhGRoYWLlzY6j4LFy5URkZGhx+jsrJSK1asUFpaWodzAgAAAMDheEUJmzZtmvLz8zVr1iyVlJTIMH5dUaqsrEzPPPOMPv/8c1133XUtPsZ9992n2267TZ9//nmzaeZdLpe2bt2qyy+/XOeffz4LNQMAAADoVF5Rwmw2mxYsWKDq6mpNmDBBMTExioqKUlRUlEaPHq21a9dq8eLFCgoKkiQtWrRIqampzdbxGjlypD788EO9+OKLGjx4cNP94+LidMkll2jKlCl67LHHzPoWAQAAAPQQFuPA00pol7KyMoWGhqq0tFQhISFmxwEAAABgkvZ0A684EwYAAAAA3QUlDAAAAAA8iBIGAAAAAB5ECQMAAAAAD6KEAQAAAIAHUcIAAAAAwIMoYQAAAADgQZQwAAAAAPAgShgAAAAAeBAlDAAAAAA8iBIGAAAAAB5ECQMAAAAAD7KbHcCbGYYhSSorKzM5CQAAAAAzNXaCxo7QGkrYESgvL5ckxcfHm5wEAAAAQFdQXl6u0NDQVvexGG2pajgkl8ulgoICBQcHy2KxmJqlrKxM8fHxysvLU0hIiKlZujtea8/gdfYMXmfP4bX2DF5nz+B19hxea89wx+tsGIbKy8sVExMjq7X1q744E3YErFar4uLizI7RTEhICP9APYTX2jN4nT2D19lzeK09g9fZM3idPYfX2jOO9HU+3BmwRkzMAQAAAAAeRAkDAAAAAA+ihHUTfn5+mjVrlvz8/MyO0u3xWnsGr7Nn8Dp7Dq+1Z/A6ewavs+fwWnuGp19nJuYAAAAAAA/iTBgAAAAAeBAlDAAAAAA8iBIGAAAAAB5ECQMAAAAAD6KEebF9+/bpjjvuUEZGhqKjoxUVFaWoqCilp6fr+uuvV1FRkdkRu4Wvv/5agYGBTa/vob7i4+NVUFBgdlSvVFFRoalTp+qll15qdvuKFSt01llnKSUlpel1jo2N1ejRo/Xyyy/L6XSalNh7Heq1vuqqqxQREdHqz/dll11mYuqu780339SIESOaHYejo6OVnp6uJ598Ug6Ho9n+Cxcu1OTJk5WUlNTsGDJ+/Hh9+OGHYr6slrXntZ4wYYL69u3b6s/2nXfeaeJ30zUtWLBA48aNU0xMjCIjI5te40GDBumRRx5RfX19s/05Vndce15rjtXu53Q6de655+q9995rdrvHjtEGvJLD4TCOOuoo45577jGKi4sNl8vVtG3fvn3GP//5T6N///5GZWWliSm7h48++si46qqrzI7RLZWWlhrjxo0zEhMTjaeeeqrp9p9//tlITk42Pv/8c6OmpqbpdqfTaWzcuNE4++yzjT//+c8mJPZeLb3WZ599tvHNN9+YlsvbffPNN8aQIUOMTZs2HbStsLDQOPPMM42nn3666baPPvrIyMjIML7//nujrq6u6fb6+npjxYoVxrhx44xnnnnGI9m9TXtf6+HDhxvZ2dkeTOj9srOzjbi4OOPHH39s9nuFYRjGrl27jHPPPdd45JFHmm7jWN1x7X2tOVa731//+lfD19fXeOWVV5pu8+QxmhLmpd577z3j3HPPbXWfm2++2XjyySc9lKj7ooR1jqqqKuPYY4817r33XmPWrFnNisHUqVONTz/9tMX7VlRUGAkJCUZhYaEHknq/1l5r3tiPzB133GG88MILLW7fuHGjMXr06Ka/DxkyxFi9enWL++fn5xsxMTGGw+Fwa87uoL2vNSWs/V5//XXjxhtvbHH71q1bjaOOOqrp7xyrO669rzXHavf6+OOPjREjRhjXXXddsxLmyWM0wxG9VGZmpiZNmtTqPpMnT1ZmZqaHEgHtYxiG/vSnP+nuu+8+aNvhfr6DgoI0atQobdq0qTMjdhutvdY4Mscff7xOPvnkFrfHx8crLy9PklRfX6/i4mINGzasxf1jY2MVGRmpHTt2uD2rt2vPa42OOfbYY/XHP/6xxe2xsbHNLnXgWN1x7X2t4T5btmzRrbfeqvfff18BAQFNt3v6GG0/4keAKfLz81v9IZGkmJgY5ebmeigR0D6BgYG68MILD7mttLRUvXr1avX+/Hy3XWuvNY7MtGnTWt2+du1apaamSpIKCwvVt2/fwz5m4892QkKCOyJ2G+15rdExAwcObHV7fn6+jjrqqKa/c6zuuPa+1nCPyspKnXfeeXr66afVv3//Zts8fYzmTJiXcjqdstlsre5jt9sPuiAcHZOVlaXf//73GjJkSLMLwocNG6Y///nP2rNnj9kRexx+vt3no48+0imnnKKUlJSmi8Pj4+M1btw4zZ49m4kiOmjHjh36wx/+oFtuuUVS247bEj/bHfHb17rRyy+/rBNOOEGJiYmKjIxUZGSkkpKSNHnyZH355ZcmpfU+hmFo586duuOOO3TllVe26778PLdPa681x+ojYxiGrrvuOk2dOlVnnXXWQds9fYymhAGHkZSUpNLSUh1//PFauHChduzYocLCQu3cuVNff/21AgICdMkll3Dwg1dKT09XTk6O7rnnHq1atUpFRUUqLCxUdna2nnvuOT399NOaM2eO2TG9imEYevXVVzVixAhNnz5d559/vtmRuq3WXuvhw4dr+/btevrpp7V+/XoVFRWpqKhImzdv1v33369bb71VP/zwg4npu7a8vDzFx8crKipK4eHhiomJUXh4uM4991yzo3U7bXmtOVYfuWeffVY7d+7U/fffb3YUSZSwbmPTpk1KSUnR5s2bzY7S7YwYMUKrV6/WNddco6ioKFmtDf9sLBaL+vTpo/vvv18FBQXKysoyOWn39cgjjxzyUyscuYceekiffPKJxowZo5CQkKbb7Xa7hg0bpmeffVbPPfeciQm9y+bNm3XKKafoxRdf1Jdffqlbb7211f1vvPFG3XjjjR5K170c7rV+7bXX9MYbb2jEiBEKCgpqut3X11fHH3+8HnzwQT3//POeju01Gq+xKyws1N69e7Vz50716tVLM2bMaPE+HKs7pi2vNcfqI7NkyRI98cQTmj17tuz2tl+N1ZnHaK4J6ybS0tIoASaxWCwaPHiwtm3bdtD4YrgHa/mYp/FnG61zOp168MEH9fLLL+u+++7TlVde2fSBTWv+3//7fx5I17109LX+rcGDB+uJJ57ohITdj8ViUVRUlJ588kmlp6ersLBQUVFRB+3HsfrItfW1/i2O1S0rLCzUpZdeqrfffluRkZHtum9nHqMpYV6qLeNRHQ5Hu9o+Oi4wMFBVVVVmx+hR+Pn2DH62D6+iokKXXnqp7Ha71qxZo7CwsEPu19brCPjZbllbX+u24Ge7/Ww2mwYPHqz169e3qRhI/Dx3VHtfa36eD83hcOiiiy7SjBkzNHbs2Fb39fQxmuGIXiouLk6FhYWt7lNQUMDsWm7wn//857BT/VdXVzeb5hRHJiwsTBUVFa3uw8+3e9x2222tbudn+/Buv/12xcXF6YMPPmi1FERFRam4uPiwj8fPdsva+lqXlZXprrvuavWx+Nk+2MSJE1VeXt7qPlartenMI8fqjmvva82xumOWLFmiFStW6OGHH26aVO3ArxdffFG33nqrzjjjDI8foylhXiojI0MLFy5sdZ+FCxcqIyPDQ4m6r5ycHC1atKjF7YZhaPPmzUpJSfFcqG7ucD/flZWVWrFihdLS0jyYqnv64IMPVFZW1uJ2frZbt2XLFs2fP19PPPGELBZLq/va7Xb17dtXq1atanGfgoICFRUVKTY21s1JvV97Xms/Pz/9+9//bnXCJH62D2az2bRx48YWtxuGoQ0bNjS9bhyrO669rzXH6o6ZMGGCKioqmiYy+e3XRRddpNdee02fffaZx4/RlDAvNW3aNOXn52vWrFkqKSlp9kZTVlamZ555Rp9//rmuu+46E1N2D2eddZaefvpprVq16qA39Orqaj366KMKCwtjfRo3uu+++3Tbbbfp888/V21tbdPtLpdLW7du1eWXX67zzz+/3WO7cbBzzjlHt912m/bu3dvsdsMwlJ2drdtuu43jSCtWrlypSZMmtfkT6AcffFBXXHGFFi9erPr6+qbbnU6nVq1apYsuukh33nlnm6ZJ7mna81r7+fnp2GOP1V133XXQEC3DMJSZmam77rpLv//97zsrrle69NJLdccddxxyXa/KykrdfffdSktLazoLwLG649r7WnOs9gxPHqMZpOulbDabFixYoAcffFATJkxoVsTCwsI0YcIELV68uNmMUOiYY445Ro8//rj++Mc/Kjc3Vy6Xq2lbYGCgTjnlFL3zzjuH/WQWLQsJCVFwcHDT30eOHKkPP/xQs2bN0s0339z0S5TValVsbKx+//vf69prrzUrrlf77Wv9yCOP6IEHHtDRRx+tysrKptutVqv69eunm266qd3rAvUkJSUleu+99zRv3rwW9/Hx8dFPP/2kmJgYnXXWWerVq5fuuecebdmypekXVx8fHyUmJmrGjBlMAd6C9r7W//3vf3X33XcrPT1dNTU1TftYrVbFx8fr3nvv1cSJEz2Q3Htcc801qqmp0dSpU1VcXNzsg8fg4GCdfvrpevXVV5tu41jdce19rTlWd47Q0NBmC4578hhtMVjcCAAAAAA8huGIAAAAAOBBlDAAAAAA8CBKGAAAAAB4ECUMAAAAADyIEgYAAAAAHkQJAwAAAAAPooQBAAAAgAdRwgAAAAD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"align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "4537f65534a14a769d56711e8a31ba6b": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_095c58f240b0402c9596806fb5c084d4", "msg_id": "", "outputs": [ { "name": "stdout", "output_type": "stream", "text": " \n set_mrk 1 # set markers to 1 (init) \n wait_sync 4 \n upd_param 4 \n wait 4 # latency correction of 4 + 0 ns \n move 500,R0 # iterator for loop with label start \n start: reset_ph \n upd_param 4 \n wait 65532 # auto generated wait (100000 ns) \n wait 34468 # auto generated wait (100000 ns) \n set_awg_gain 1605,50 # setting gain for SimpleNumericalPulse \n play 0,1,4 # play SimpleNumericalPulse (20 ns) \n wait 16 # auto generated wait (16 ns) \n set_awg_gain 1637,47 # setting gain for SimpleNumericalPulse \n play 2,3,4 # play SimpleNumericalPulse (20 ns) \n wait 16 # auto generated wait (16 ns) \n set_awg_gain 1638,-50 # setting gain for SimpleNumericalPulse \n play 4,5,4 # play SimpleNumericalPulse (20 ns) \n wait 65532 # auto generated wait (102116 ns) \n wait 36584 # auto generated wait (102116 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 48 # auto generated wait (48 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 80 # auto generated wait (80 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 112 # auto generated wait (112 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 144 # auto generated wait (144 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 176 # auto generated wait (176 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 208 # auto generated wait (208 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 240 # auto generated wait (240 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 272 # auto generated wait (272 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 304 # auto generated wait (304 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 336 # auto generated wait (336 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 368 # auto generated wait (368 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 400 # auto generated wait (400 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 432 # auto generated wait (432 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 464 # auto generated wait (464 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 496 # auto generated wait (496 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 528 # auto generated wait (528 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 560 # auto generated wait (560 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 592 # auto generated wait (592 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 624 # auto generated wait (624 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 656 # auto generated wait (656 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 688 # auto generated wait (688 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 720 # auto generated wait (720 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 752 # auto generated wait (752 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 784 # auto generated wait (784 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 816 # auto generated wait (816 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 848 # auto generated wait (848 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 880 # auto generated wait (880 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 912 # auto generated wait (912 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 944 # auto generated wait (944 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 976 # auto generated wait (976 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1008 # auto generated wait (1008 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1040 # auto generated wait (1040 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1072 # auto generated wait (1072 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1104 # auto generated wait (1104 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1136 # auto generated wait (1136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1168 # auto generated wait (1168 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1200 # auto generated wait (1200 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1232 # auto generated wait (1232 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1264 # auto generated wait (1264 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1296 # auto generated wait (1296 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1328 # auto generated wait (1328 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1360 # auto generated wait (1360 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1392 # auto generated wait (1392 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1424 # auto generated wait (1424 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1456 # auto generated wait (1456 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1488 # auto generated wait (1488 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1520 # auto generated wait (1520 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1552 # auto generated wait (1552 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1584 # auto generated wait (1584 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1616 # auto generated wait (1616 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1648 # auto generated wait (1648 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1680 # auto generated wait (1680 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1712 # auto generated wait (1712 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1744 # auto generated wait (1744 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1776 # auto generated wait (1776 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1808 # auto generated wait (1808 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1840 # auto generated wait (1840 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1872 # auto generated wait (1872 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1904 # auto generated wait (1904 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1936 # auto generated wait (1936 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 1968 # auto generated wait (1968 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2000 # auto generated wait (2000 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2032 # auto generated wait (2032 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2064 # auto generated wait (2064 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2096 # auto generated wait (2096 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2128 # auto generated wait (2128 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2160 # auto generated wait (2160 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2192 # auto generated wait (2192 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2224 # auto generated wait (2224 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2256 # auto generated wait (2256 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2288 # auto generated wait (2288 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2320 # auto generated wait (2320 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2352 # auto generated wait (2352 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2384 # auto generated wait (2384 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2416 # auto generated wait (2416 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2448 # auto generated wait (2448 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2480 # auto generated wait (2480 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2512 # auto generated wait (2512 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2544 # auto generated wait (2544 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2576 # auto generated wait (2576 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2608 # auto generated wait (2608 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2640 # auto generated wait (2640 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2672 # auto generated wait (2672 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2704 # auto generated wait (2704 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2736 # auto generated wait (2736 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2768 # auto generated wait (2768 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2800 # auto generated wait (2800 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2832 # auto generated wait (2832 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2864 # auto generated wait (2864 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2896 # auto generated wait (2896 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2928 # auto generated wait (2928 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2960 # auto generated wait (2960 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2992 # auto generated wait (2992 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3024 # auto generated wait (3024 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3056 # auto generated wait (3056 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3088 # auto generated wait (3088 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3120 # auto generated wait (3120 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3152 # auto generated wait (3152 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3184 # auto generated wait (3184 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3216 # auto generated wait (3216 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3248 # auto generated wait (3248 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3280 # auto generated wait (3280 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3312 # auto generated wait (3312 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3344 # auto generated wait (3344 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3376 # auto generated wait (3376 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3408 # auto generated wait (3408 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3440 # auto generated wait (3440 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3472 # auto generated wait (3472 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3504 # auto generated wait (3504 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3536 # auto generated wait (3536 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3568 # auto generated wait (3568 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3600 # auto generated wait (3600 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3632 # auto generated wait (3632 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3664 # auto generated wait (3664 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3696 # auto generated wait (3696 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3728 # auto generated wait (3728 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3760 # auto generated wait (3760 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3792 # auto generated wait (3792 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3824 # auto generated wait (3824 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3856 # auto generated wait (3856 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3888 # auto generated wait (3888 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3920 # auto generated wait (3920 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3952 # auto generated wait (3952 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 65532 # auto generated wait (102136 ns) \n wait 36604 # auto generated wait (102136 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 3984 # auto generated wait (3984 ns) \n set_awg_gain 1638,50 # setting gain for SimpleNumericalPulse \n play 6,7,4 # play SimpleNumericalPulse (40 ns) \n wait 2136 # auto generated wait (2136 ns) \n loop R0,@start \n stop \n \n\n" } ], "tabbable": null, "tooltip": null } }, "45acec22c5884429a33d681ed5282d22": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "45ad52ff4ee745fd9fb312c1a6a26535": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_45acec22c5884429a33d681ed5282d22", "msg_id": "", "outputs": [ { "data": { "text/html": "
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
settingvalue
reference_sourceinternal
sync_on_external_triggerNone
\n
", "text/plain": "setting value\nreference_source internal\nsync_on_external_trigger None" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "45e995ac96264ae290603ffbcf5c770d": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_925ddf7a0cf54e038e1f112010ce0edf", "msg_id": "", "outputs": [ { "data": { "text/html": "
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
settingvalue
sync_enTrue
channel_namecomplex_output_0
channel_name_measureNone
connected_output_indices(0, 1)
connected_input_indices()
seq_fnNone
thresholded_acq_trigger_write_enNone
thresholded_acq_trigger_write_addressNone
thresholded_acq_trigger_write_invertFalse
nco_enTrue
init_offset_awg_path_I0.0
init_offset_awg_path_Q0.0
init_gain_awg_path_I1.0
init_gain_awg_path_Q1.0
modulation_freq80000000.0
mixer_corr_phase_offset_degree0.0
mixer_corr_gain_ratio1.0
auto_sideband_calSidebandCalEnum.ON_INTERM_FREQ_CHANGE
integration_length_acqNone
thresholded_acq_thresholdNone
thresholded_acq_rotationNone
ttl_acq_input_selectNone
ttl_acq_thresholdNone
ttl_acq_auto_bin_incr_enNone
\n
", "text/plain": "setting value\nsync_en True\nchannel_name complex_output_0\nchannel_name_measure None\nconnected_output_indices (0, 1)\nconnected_input_indices ()\nseq_fn None\nthresholded_acq_trigger_write_en None\nthresholded_acq_trigger_write_address None\nthresholded_acq_trigger_write_invert False\nnco_en True\ninit_offset_awg_path_I 0.0\ninit_offset_awg_path_Q 0.0\ninit_gain_awg_path_I 1.0\ninit_gain_awg_path_Q 1.0\nmodulation_freq 80000000.0\nmixer_corr_phase_offset_degree 0.0\nmixer_corr_gain_ratio 1.0\nauto_sideband_cal SidebandCalEnum.ON_INTERM_FREQ_CHANGE\nintegration_length_acq None\nthresholded_acq_threshold None\nthresholded_acq_rotation None\nttl_acq_input_select None\nttl_acq_threshold None\nttl_acq_auto_bin_incr_en None" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "4658757207354e3582a3bab2284f2dbc": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "46b70432c4374614ae0f22f319248bf1": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_1f475113737643f4a60a1786ecd64e3f", "msg_id": "", "outputs": [], "tabbable": null, "tooltip": null } }, "47376a64d1e843cd909568230566c26f": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_f8753ac4fc06487b9270ba3115d85a80", "msg_id": "", "outputs": [ { "data": { "image/png": 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", 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34528 # auto generated wait (100060 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,0,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100192 ns) \n wait 34660 # auto generated wait (100192 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,1,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100224 ns) \n wait 34692 # auto generated wait (100224 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,2,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100256 ns) \n wait 34724 # auto generated wait (100256 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,3,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100288 ns) \n wait 34756 # auto generated wait (100288 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,4,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100320 ns) \n wait 34788 # auto generated wait (100320 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,5,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100352 ns) \n wait 34820 # auto generated wait (100352 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,6,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100384 ns) \n wait 34852 # auto generated wait (100384 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,7,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100416 ns) \n wait 34884 # auto generated wait (100416 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,8,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100448 ns) \n wait 34916 # auto generated wait (100448 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,9,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100480 ns) \n wait 34948 # auto generated wait (100480 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,10,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100512 ns) \n wait 34980 # auto generated wait (100512 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,11,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100544 ns) \n wait 35012 # auto generated wait (100544 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,12,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100576 ns) \n wait 35044 # auto generated wait (100576 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,13,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100608 ns) \n wait 35076 # auto generated wait (100608 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,14,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100640 ns) \n wait 35108 # auto generated wait (100640 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,15,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100672 ns) \n wait 35140 # auto generated wait (100672 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,16,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100704 ns) \n wait 35172 # auto generated wait (100704 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,17,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100736 ns) \n wait 35204 # auto generated wait (100736 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,18,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100768 ns) \n wait 35236 # auto generated wait (100768 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,19,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100800 ns) \n wait 35268 # auto generated wait (100800 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,20,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100832 ns) \n wait 35300 # auto generated wait (100832 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,21,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100864 ns) \n wait 35332 # auto generated wait (100864 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,22,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100896 ns) \n wait 35364 # auto generated wait (100896 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,23,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100928 ns) \n wait 35396 # auto generated wait (100928 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,24,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100960 ns) \n wait 35428 # auto generated wait (100960 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,25,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (100992 ns) \n wait 35460 # auto generated wait (100992 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,26,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101024 ns) \n wait 35492 # auto generated wait (101024 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,27,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101056 ns) \n wait 35524 # auto generated wait (101056 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,28,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101088 ns) \n wait 35556 # auto generated wait (101088 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,29,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101120 ns) \n wait 35588 # auto generated wait (101120 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,30,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101152 ns) \n wait 35620 # auto generated wait (101152 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,31,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101184 ns) \n wait 35652 # auto generated wait (101184 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,32,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101216 ns) \n wait 35684 # auto generated wait (101216 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,33,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101248 ns) \n wait 35716 # auto generated wait (101248 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,34,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101280 ns) \n wait 35748 # auto generated wait (101280 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,35,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101312 ns) \n wait 35780 # auto generated wait (101312 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,36,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101344 ns) \n wait 35812 # auto generated wait (101344 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,37,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101376 ns) \n wait 35844 # auto generated wait (101376 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,38,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101408 ns) \n wait 35876 # auto generated wait (101408 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,39,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101440 ns) \n wait 35908 # auto generated wait (101440 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,40,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101472 ns) \n wait 35940 # auto generated wait (101472 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,41,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101504 ns) \n wait 35972 # auto generated wait (101504 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,42,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101536 ns) \n wait 36004 # auto generated wait (101536 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,43,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101568 ns) \n wait 36036 # auto generated wait (101568 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,44,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101600 ns) \n wait 36068 # auto generated wait (101600 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,45,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101632 ns) \n wait 36100 # auto generated wait (101632 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,46,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101664 ns) \n wait 36132 # auto generated wait (101664 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,47,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101696 ns) \n wait 36164 # auto generated wait (101696 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,48,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101728 ns) \n wait 36196 # auto generated wait (101728 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,49,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101760 ns) \n wait 36228 # auto generated wait (101760 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,50,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101792 ns) \n wait 36260 # auto generated wait (101792 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,51,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101824 ns) \n wait 36292 # auto generated wait (101824 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,52,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101856 ns) \n wait 36324 # auto generated wait (101856 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,53,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101888 ns) \n wait 36356 # auto generated wait (101888 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,54,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101920 ns) \n wait 36388 # auto generated wait (101920 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,55,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101952 ns) \n wait 36420 # auto generated wait (101952 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,56,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (101984 ns) \n wait 36452 # auto generated wait (101984 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,57,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102016 ns) \n wait 36484 # auto generated wait (102016 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,58,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102048 ns) \n wait 36516 # auto generated wait (102048 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,59,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102080 ns) \n wait 36548 # auto generated wait (102080 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,60,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102112 ns) \n wait 36580 # auto generated wait (102112 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,61,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102144 ns) \n wait 36612 # auto generated wait (102144 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,62,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102176 ns) \n wait 36644 # auto generated wait (102176 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,63,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102208 ns) \n wait 36676 # auto generated wait (102208 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,64,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102240 ns) \n wait 36708 # auto generated wait (102240 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,65,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102272 ns) \n wait 36740 # auto generated wait (102272 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,66,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102304 ns) \n wait 36772 # auto generated wait (102304 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,67,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102336 ns) \n wait 36804 # auto generated wait (102336 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,68,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102368 ns) \n wait 36836 # auto generated wait (102368 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,69,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102400 ns) \n wait 36868 # auto generated wait (102400 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,70,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102432 ns) \n wait 36900 # auto generated wait (102432 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,71,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102464 ns) \n wait 36932 # auto generated wait (102464 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,72,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102496 ns) \n wait 36964 # auto generated wait (102496 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,73,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102528 ns) \n wait 36996 # auto generated wait (102528 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,74,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102560 ns) \n wait 37028 # auto generated wait (102560 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,75,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102592 ns) \n wait 37060 # auto generated wait (102592 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,76,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102624 ns) \n wait 37092 # auto generated wait (102624 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,77,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102656 ns) \n wait 37124 # auto generated wait (102656 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,78,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102688 ns) \n wait 37156 # auto generated wait (102688 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,79,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102720 ns) \n wait 37188 # auto generated wait (102720 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,80,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102752 ns) \n wait 37220 # auto generated wait (102752 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,81,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102784 ns) \n wait 37252 # auto generated wait (102784 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,82,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102816 ns) \n wait 37284 # auto generated wait (102816 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,83,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102848 ns) \n wait 37316 # auto generated wait (102848 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,84,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102880 ns) \n wait 37348 # auto generated wait (102880 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,85,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102912 ns) \n wait 37380 # auto generated wait (102912 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,86,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102944 ns) \n wait 37412 # auto generated wait (102944 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,87,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (102976 ns) \n wait 37444 # auto generated wait (102976 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,88,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103008 ns) \n wait 37476 # auto generated wait (103008 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,89,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103040 ns) \n wait 37508 # auto generated wait (103040 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,90,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103072 ns) \n wait 37540 # auto generated wait (103072 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,91,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103104 ns) \n wait 37572 # auto generated wait (103104 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,92,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103136 ns) \n wait 37604 # auto generated wait (103136 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,93,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103168 ns) \n wait 37636 # auto generated wait (103168 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,94,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103200 ns) \n wait 37668 # auto generated wait (103200 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,95,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103232 ns) \n wait 37700 # auto generated wait (103232 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,96,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103264 ns) \n wait 37732 # auto generated wait (103264 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,97,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103296 ns) \n wait 37764 # auto generated wait (103296 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,98,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103328 ns) \n wait 37796 # auto generated wait (103328 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,99,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103360 ns) \n wait 37828 # auto generated wait (103360 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,100,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103392 ns) \n wait 37860 # auto generated wait (103392 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,101,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103424 ns) \n wait 37892 # auto generated wait (103424 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,102,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103456 ns) \n wait 37924 # auto generated wait (103456 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,103,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103488 ns) \n wait 37956 # auto generated wait (103488 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,104,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103520 ns) \n wait 37988 # auto generated wait (103520 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,105,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103552 ns) \n wait 38020 # auto generated wait (103552 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,106,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103584 ns) \n wait 38052 # auto generated wait (103584 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,107,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103616 ns) \n wait 38084 # auto generated wait (103616 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,108,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103648 ns) \n wait 38116 # auto generated wait (103648 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,109,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103680 ns) \n wait 38148 # auto generated wait (103680 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,110,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103712 ns) \n wait 38180 # auto generated wait (103712 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,111,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103744 ns) \n wait 38212 # auto generated wait (103744 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,112,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103776 ns) \n wait 38244 # auto generated wait (103776 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,113,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103808 ns) \n wait 38276 # auto generated wait (103808 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,114,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103840 ns) \n wait 38308 # auto generated wait (103840 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,115,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103872 ns) \n wait 38340 # auto generated wait (103872 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,116,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103904 ns) \n wait 38372 # auto generated wait (103904 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,117,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103936 ns) \n wait 38404 # auto generated wait (103936 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,118,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (103968 ns) \n wait 38436 # auto generated wait (103968 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,119,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (104000 ns) \n wait 38468 # auto generated wait (104000 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,120,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (104032 ns) \n wait 38500 # auto generated wait (104032 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,121,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (104064 ns) \n wait 38532 # auto generated wait (104064 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,122,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (104096 ns) \n wait 38564 # auto generated wait (104096 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,123,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 65532 # auto generated wait (104128 ns) \n wait 38596 # auto generated wait (104128 ns) \n reset_ph \n set_awg_offs 1638,0 # setting offset for SquarePulse \n upd_param 4 \n wait 196 # auto generated wait (196 ns) \n acquire 0,124,4 \n wait 1792 # auto generated wait (1792 ns) \n set_awg_offs 0,0 # setting offset for SquarePulse \n set_awg_gain 1638,0 # setting gain for SquarePulse \n play 0,0,4 # play SquarePulse (4 ns) \n wait 100 # auto generated wait (100 ns) \n loop R0,@start \n stop \n \n\n" } ], "tabbable": null, "tooltip": null } }, "72223aa2e3a34312a19ace16974ff875": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_d3c29652cbc649c6af59aeb9617c67af", "msg_id": "", "outputs": [ { "data": { "image/png": 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", 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