{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Walkthrough 4: Optical landscapes \n", "This notebook runs on hardware and uses **1 job** " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Introduction ##" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Barrier objects explored in the last walkthrough are powerful, but there are instances where this abstraction is not flexible enough (e.g., the barrier shapes are pre-determined, etc.). In this walkthrough, we explore a more customizable way to alter the potential energy, as a function of position, experienced by the atom ensemble during the manipulation phase. Our new objects consist of `Snapshot`s , aka *snapshots*, which are optical potentials specified by providing a spatially-dependent potential energy at given positions at a fixed time, along with how the provided points should be interpolated. Dynamics are described by many snapshots, each with a unique time. This dynamic construction is called a `Landscape` and is the focus of this walkthrough. \n", "\n", "*NOTE: Landscape-type potentials are sourced from the same laser light as barriers and represent another abstraction available for the user to explore the \"painted light\" capabilities of Oqtant hardware.* \n", "\n", "This, along with all our example notebooks are publicly available for download from our [GitLab repository.](https://gitlab.com/infleqtion/albert/oqtant-documentation/-/tree/main/oqtant_documentation/docs/examples?ref_type=heads)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Imports and user authentication ##" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "from oqtant.schemas.quantum_matter import QuantumMatterFactory\n", "\n", "qmf = QuantumMatterFactory()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Authenticate automatically ###\n", "\n", "The easiest way to authenticate as an Oqtant user is to execute the following cell. This will activate a widget that will let you sign in. \n", "If popups are blocked, or you are on a system that does not support this method, please follow the steps just below to authenticate manually instead. \n", "Note that currently the *automatic authentication method is only compatible with classic jupyter notebooks*, and not jupyter lab, nanohub, binder, colab, etc." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ "qmf.get_login()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Authenticate manually ###\n", "\n", "If you cannot use the automatic authentication method above, you can instead authenticate using a slightly more manual process: \n", "\n", "1. Copy your access token from [oqtant.infleqtion.com/oqtantAPI](https://oqtant.infleqtion.com/oqtantAPI)\n", "2. Paste that token just below and execute the cell (the if statement keeps the code from executing if you already authenticated above)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "if qmf.login.access_token == \"\":\n", " qmf.login.access_token = \"Paste your token here between the quotes!\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Get client ###\n", "\n", "At this point you should have a valid access token and be able to establish a *client* for communicating with the Oqtant REST service. Executing the cell just below should show your current job quota limits." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "qmf.get_client()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Snapshot objects ##" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`Snapshot` (*snapshot*) objects represent the desired *instantaneous* optical potential applied to the atom ensemble at a particular time. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Object creation ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Construct a snapshot by passing equal length lists of *positions* (in microns) and corresponding *potentials* (in kHz), the *time* (in ms, as usual with an available resolution of 100 microseconds) at which this snapshot takes place, and an interpolation parameter that communicates how to connect the given data *in space*." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "snapshot = qmf.create_snapshot(\n", " time=2.5,\n", " positions=[-10, -9.5, 0, 5, 10],\n", " potentials=[0, 10, 20, 15, 0],\n", " interpolation=\"LINEAR\",\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualizing the instantaneous potential energy contribution ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Much like for barriers, we can use the `Snapshot.show_potential()` method to visualize the potential energy vs. position associated with a particular snapshot:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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+f/8+cnNz1Vp9bt68CQCqK2g8PT1x6dIlKJVKtVafGzduqGV81P7LT2eYmJigT58+Gmd8lKoe7+XLl3Hz5k1s2rQJISEhquV//PFHtfZbfurUxsZGa8fj4+MDIQS8vb1VLRKa8vT0xJEjRypc2n7r1q1K1w8JCcHnn3+Offv24ffff4ejo+MjC9PKREdHq7Xm3Lp1C0qlUvVz8yiOjo6wsLB45M+0XC7XSlHi4+ODixcvonfv3hyNmyrFU12kF44cOVLpX/3l/Qoqaz5/EiMjowrbXLVqFUpLSytdf926dWp9d9asWYOSkhIMGDAAQNnpi39vr7xlQNPLaF1dXdG6dWts2rRJrRC7cuUKDh06pFZslRcvmgxgWFJSgrVr16ruFxUVYe3atXB0dERgYCAAYODAgUhKSlJdUVX+vFWrVsHKykp1yqj8y/bf+3dyckKPHj2wdu3aSgvTf16mrglLS8sqHWt5C8o/3xMhRLUHvAwMDISPjw8+++wz5OTkVHi8OsczfPhwGBkZYfHixRV+doQQSEtLe+I2goODUVxcjPXr16uWKZVKfPPNN5WuHxAQgICAAHz33XfYuXMnxo4dC2Pjqv8N/O/tlo+cXv578ChGRkbo168f9u7dq3ZaLDk5GVu2bEGXLl1gY2NT5RyPMnr0aNy7d0/t9SiXn5//VKeIqW5giw/phVmzZiEvLw/Dhg2Dr68vioqKEBoaim3btsHLy6tCh8+qeO655/DDDz/A1tYWLVq0QFhYGP7880/V5e7/VlRUhN69e2P06NGIiorC6tWr0aVLFwwePBgAsGnTJqxevRrDhg2Dj48PsrOzsX79etjY2FRoFaqK5cuXY8CAAQgKCsKLL76oupzd1tZWbZyc8kLl//7v/zB27FiYmJhg0KBBFfrw/JObmxs+/fRTxMXFoWnTpti2bRsiIyOxbt06VQfuadOmYe3atZg8eTLCw8Ph5eWFn3/+GadOncLKlStVfULMzc3RokULbNu2DU2bNkX9+vXRsmVLtGzZEt988w26dOkCf39/TJ06FY0aNUJycjLCwsJw9+5dXLx4UePXJTAwEGvWrMGSJUvQuHFjODk5qTqu/pOvry98fHwwd+5c3Lt3DzY2Nti5c2e1+wvJ5XJ89913GDBgAPz8/DBlyhS4u7vj3r17OHLkCGxsbLBv3z6Ntunj44MlS5Zg3rx5iIuLw9ChQ2FtbY3Y2Fjs3r0b06ZNw9y5cx+7jaFDh6JDhw548803cevWLfj6+uKXX35Beno6gMpbyEJCQlTb1fQ0V2xsLAYPHoz+/fsjLCwMP/74I55//nm0atXqic9dsmQJ/vjjD3Tp0gWvvvoqjI2NsXbtWhQWFmLZsmUa5XiUiRMnYvv27XjllVdw5MgRdO7cGaWlpbhx4wa2b9+OgwcPcvoLQyfBlWREGvv999/FCy+8IHx9fYWVlZUwNTUVjRs3FrNmzRLJyclq6wIQM2bMqLANT09PMWnSJNX9hw8fiilTpggHBwdhZWUlgoODxY0bNyqsV34J7bFjx8S0adNEvXr1hJWVlRg/frzapeYXLlwQ48aNEw0bNhQKhUI4OTmJ5557Tpw/f161zqMu0y3P/e9Lwv/880/RuXNnYW5uLmxsbMSgQYPEtWvXKjz3ww8/FO7u7kIulz/x0vbu3bsLPz8/cf78eREUFCTMzMyEp6en+Prrryusm5ycrHqNTE1Nhb+/f6WXPYeGhorAwEBhampa4ThiYmJESEiIcHFxESYmJsLd3V0899xz4ueff67wGv97KIDKLlFPSkoSzz77rLC2thYAVJcyV7butWvXRJ8+fYSVlZVwcHAQU6dOVQ1t8M/jqMrl7OUiIiLE8OHDhb29vVAoFMLT01OMHj1aHD58uML2UlJS1J5b2eXYQpRdkt6lSxdhaWkpLC0tha+vr5gxY4aIiopSrVP+vlUmJSVFPP/888La2lrY2tqKyZMni1OnTgkAYuvWrRXWT0xMFEZGRqJp06ZVOuZ/HtO1a9fEyJEjhbW1tahXr56YOXOmyM/PV1v3Ub+DQpT9ngQHBwsrKythYWEhevbsKUJDQ9XWeZrL2YUoG3bh008/FX5+fkKhUIh69eqJwMBAsXjxYpGZmVnlY6a6SSZEHepNSaQDGzduxJQpU3Du3Lk68Zdijx49kJqaiitXrkgdhXRoz549GDZsGE6ePInOnTurPZaamgpXV1csWLAA8+fPr9L2Fi1ahMWLFyMlJUU1UCaRPmIfHyIiPffvKThKS0uxatUq2NjYoG3bthXW37hxI0pLSzFx4sSaikhUa7CPDxGRnps1axby8/MRFBSEwsJC7Nq1C6Ghofj444/VLiv/66+/cO3aNXz00UcYOnToE6/EIqqLWPgQEem5Xr164fPPP8f+/ftRUFCAxo0bY9WqVZg5c6baeh988AFCQ0PRuXNn1dVYRIam1vTxWbNmDdasWaO6zNHPzw8LFixQXSJZUFCAN998E1u3bkVhYSGCg4OxevXqx05QSERERPRPtabw2bdvH4yMjNCkSRMIIbBp0yYsX74cERER8PPzw/Tp0/Hrr79i48aNsLW1xcyZMyGXy3Hq1CmpoxMREZGeqDWFT2Xq16+P5cuXY+TIkXB0dMSWLVswcuRIAGUjfTZv3hxhYWF45plnKn1+YWGh2sBxSqUS6enpsLe354ieREREekIIgezsbLi5uVWYP1BTtbKPT2lpKXbs2IHc3FwEBQUhPDwcxcXFasPE+/r6omHDho8tfJYuXYrFixfXVGwiIiLSoTt37qBBgwZPtY1aVfhcvnwZQUFBKCgogJWVFXbv3o0WLVogMjISpqamsLOzU1vf2dkZSUlJj9zevHnzMGfOHNX9zMxMNGzYEHfu3NHK0OhERESke1lZWfDw8FCNGP80alXh06xZM0RGRiIzM1M1geSxY8eqvT2FQgGFQlFhuY2NDQsfIiIiPaONbiq1qvAxNTVF48aNAZTNx3Pu3Dl8+eWXGDNmDIqKipCRkaHW6pOcnAwXFxeJ0hIREZG+qdUjNyuVShQWFiIwMBAmJiY4fPiw6rGoqCgkJCQgKChIwoRERESkT2pNi8+8efMwYMAANGzYENnZ2diyZQuOHj2KgwcPwtbWFi+++CLmzJmD+vXrw8bGBrNmzUJQUNAjOzYTERER/VutKXwePHiAkJAQJCYmwtbWFgEBATh48CD69u0LAPjiiy8gl8sxYsQItQEMiYiIiKqqVo/jo21ZWVmwtbVFZmYmOzcTERHpCW1+f9fqPj5ERERE2sTCh4iIiAwGCx8iIiIyGCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIYLHyIiIjIYLDwISIiIoPBwoeIiIgMBgsfIiIiMhgsfIiIiMhgsPAhIiIig8HCh4iIiAwGCx8iIiIyGCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIYLHyIiIjIYLDwISIiIoPBwoeIiIgMBgsfIiIiMhgsfIiIiMhgsPAhIiIig8HCh4iIiAwGCx8iIiIyGCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIYLHyIiIjIYLDwISIiIoPBwoeIiIgMBgsfIiIiMhgsfIiIiMhgsPAhIiIig8HCh4iIiAwGCx8iIiIyGCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIYLHyIiIjIYLDwISIiIoPBwoeIiIgMBgsfIiIiMhi1ovBZunQp2rdvD2trazg5OWHo0KGIiopSW6dHjx6QyWRqt1deeUWixERERKSPakXhc+zYMcyYMQOnT5/GH3/8geLiYvTr1w+5ublq602dOhWJiYmq27JlyyRKTERERPrIWOoAAHDgwAG1+xs3boSTkxPCw8PRrVs31XILCwu4uLhUebuFhYUoLCxU3c/Kynr6sERERKS3akWLz79lZmYCAOrXr6+2fPPmzXBwcEDLli0xb9485OXlPXY7S5cuha2trerm4eGhs8xERERU+8mEEELqEP+kVCoxePBgZGRk4OTJk6rl69atg6enJ9zc3HDp0iW888476NChA3bt2vXIbVXW4uPh4YHMzEzY2Njo9DiIiIhIO7KysmBra6uV7+9acarrn2bMmIErV66oFT0AMG3aNNX//f394erqit69eyMmJgY+Pj6VbkuhUEChUOg0LxEREemPWnWqa+bMmdi/fz+OHDmCBg0aPHbdjh07AgBu3bpVE9GIiIioDqgVLT5CCMyaNQu7d+/G0aNH4e3t/cTnREZGAgBcXV11nI6IiIjqilpR+MyYMQNbtmzB3r17YW1tjaSkJACAra0tzM3NERMTgy1btmDgwIGwt7fHpUuX8MYbb6Bbt24ICAiQOD0RERHpi1rRuVkmk1W6fMOGDZg8eTLu3LmDCRMm4MqVK8jNzYWHhweGDRuG999/X6NOTtrsHEVEREQ1o851bn5S7eXh4YFjx47VUBoiIiKqq2pV52YiIiIiXWLhQ0RERAaDhQ8REREZDBY+REREZDBY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMFj4EBERkcFg4UNEREQGg4UPERERGQwWPkRERGQwWPgQERGRwWDhQ0RERAaDhQ8REREZDBY+REREZDBY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMFj4EBERkcFg4UNEREQGg4UPERERGQwWPkRERGQwWPgQERGRwWDhQ0RERAaDhQ8REREZDBY+REREZDBY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMFj4EBERkcFg4UNEREQGg4UPERERGQwWPkRERGQwWPgQERGRwWDhQ0RERAaDhQ8REREZDBY+REREZDBY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMIw1WVmpVOLYsWM4ceIE4uPjkZeXB0dHR7Rp0wZ9+vSBh4eHrnISERERPbUqtfjk5+djyZIl8PDwwMCBA/H7778jIyMDRkZGuHXrFhYuXAhvb28MHDgQp0+f1nVmIiIiomqpUuHTtGlTXLp0CevXr0dWVhbCwsKwc+dO/Pjjj/jtt9+QkJCAmJgYdO3aFWPHjsX69es1CrF06VK0b98e1tbWcHJywtChQxEVFaW2TkFBAWbMmAF7e3tYWVlhxIgRSE5O1mg/REREZNhkQgjxpJWuX7+O5s2bV2mDxcXFSEhIgI+PT5VD9O/fH2PHjkX79u1RUlKC9957D1euXMG1a9dgaWkJAJg+fTp+/fVXbNy4Eba2tpg5cybkcjlOnTpV5f1kZWXB1tYWmZmZsLGxqfLziIiISDra/P6uUuFT01JSUuDk5IRjx46hW7duyMzMhKOjI7Zs2YKRI0cCAG7cuIHmzZsjLCwMzzzzTJW2y8KHiIhI/2jz+1vjq7oaNWqEKVOmoLCwUG15amoqGjVq9FRhymVmZgIA6tevDwAIDw9HcXEx+vTpo1rH19cXDRs2RFhY2CO3U1hYiKysLLUbEdUt0cnZeHVzOPwXHUS/L47h22MxKFXWur/niKiW0LjwiYuLw6lTp9C1a1ckJSWplpeWliI+Pv6pAymVSrz++uvo3LkzWrZsCQBISkqCqakp7Ozs1NZ1dnZWy/BvS5cuha2trerGq86I6pYT0SkYtjoUv11OQnZBCW4m5+CT32/gxU3nkF9UKnU8IqqFNC58ZDIZDhw4gAYNGiAwMBDnzp3TaqAZM2bgypUr2Lp161Nva968ecjMzFTd7ty5o4WERFQbXLmXianfn0dOYQk6etfHzumd8OEQP5iZyHE0KgXTN4ejqEQpdUwiqmU0LnyEELCyssKuXbsQEhKC7t2748cff9RKmJkzZ2L//v04cuQIGjRooFru4uKCoqIiZGRkqK2fnJwMFxeXR25PoVDAxsZG7UZE+u9BVgGmfn8eBcVKdG3igB9e7IhAz3qYGOSFzS91VBU/c3dchJKnvYjoH6rV4lNu6dKlWLduHaZOnYp58+ZVO4QQAjNnzsTu3bvx119/wdvbW+3xwMBAmJiY4PDhw6plUVFRSEhIQFBQULX3S0T6p6C4FNN+CEdiZgF8HC3x9fNtYWr8v4+yQM/6+HZCIIzlMvxy8T4W7buKWngNBxFJRKORmwFU+ACZMGECfHx8MGzYsGqHmDFjBrZs2YK9e/fC2tpa1W/H1tYW5ubmsLW1xYsvvog5c+agfv36sLGxwaxZsxAUFFTlK7qISP8VlyoxY/MFRN7JgJ2FCf4zqT1szU0qrNejmRM+H90Kr2+LxPdh8TA3McLb/X1hJJdVslUiMiRau5w9OTkZN27cQPfu3TUPIav8w2jDhg2YPHkygLIBDN9880389NNPKCwsRHBwMFavXv3YU13/xsvZifRXak4hXtsagVO30qAwluOHFzuig3f9xz7nh7A4zN97FQDQtqEdXuvTFF0bO0DOAohIr9T5cXx0hYUPkf5Jzy3Cdydu4/uweOQUlsDC1AjfjG+Lns2cqvT8neF3sWDvFeT+fZWXm60ZxnZoiJAgT9hZmOoyOhFpiSSFT5s2bR7ZMvNPFy5ceKpAusTCh0h/ZBUU45u/buGH0/HI+7toaeFqg5VjW6Ops7VG27qfkY/1J27j5/C7yC4oAQA4WiuwckxrdG7soPXsRKRd2vz+rnIfn6FDh6r+L4TA0qVL8corr6gGGSQi0pbo5GxM/f484tLyAAD+7raY1asx+jR3rtZpKjc7cywc5Id3+vviwJUkrPorGjEpuQj571l8OyEQfVs4a/sQiKiWqvapLmtra1y8eFFrozXXBLb4ENV+d9LzMGx1KFJzCuFuZ44Ph/qhZzOnKrU4V1V+USne2XkJv1y8D4WxHDteCUJAAzutbZ+ItEvSKSuIiHSloLgUUzaeQ2pOIZq72mDfrC7o5eus1aIHAMxNjbBidCv09nVCYYkSb2yLREExR3omMgQsfIio1vjsYBRuPciBk7UCG6e0R31L3XU+NjaS4/PRreBkrUBMSi6WHYjS2b6IqPZg4UNEtcK5uHT851QsAODTEQFwtjHT+T7tLEzx6cgAAMB/T8UiNCZV5/skImlVuXPzV199pXa/pKQEGzduhIOD+hURs2fP1k4yIjIY+UWleGvHRQgBjApsgJ6+VbtUXRt6NnPC8x0bYsuZBMzdfhEH3ugGG7OKgyISUd1Q5c7N/55GotKNyWS4ffv2U4fSFXZuJqqdPth3Df89FQsXGzMcfKNbpaMx61JuYQkGfHkCCel5GN7GHSvGtK7R/RPR40lyOXtsbOxT7YiIqDJnY9OxIbTs82XpCP8aL3oAwFJhjBWjW2H02jDsiriH1g3tEBLkVeM5iEj3NO7jc/fu3Uc+dvr06acKQ0SG5UF2AWb/FAEhgNHtGlR5NGZdaOdVH28F+wIAFu+7hu3n70iWhYh0R+PCp1+/fkhPT6+w/NSpU+jfv79WQhFR3ZeRV4Spm84jKatslvX5z7WQOhJe6d4IY9t7oFQp8PbPl/D61gjcSc+TOhYRaZHGhc8zzzyDfv36ITs7W7Xs+PHjGDhwIBYuXKjVcERU9wghcOxmCoavDsXFu5mwNTfB+pB2sK4FHYplMhk+HuaP2b0aAwD2RN5Hj8+OYtZPEbhyL1PidESkDRqP3KxUKjFy5Eikp6fj4MGDCA0NxeDBg7FkyRK89tprusqpFezcTCStCwkPsezADZy+XdZq7Gprhk0vdNB47q2acPluJpYdvIET0f+7xP3l7o0wt18zmBhxJBCimiT57OxFRUV49tlnkZeXh0uXLmHp0qWYOXPmUwWpCSx8iKSRU1iC93dfxp7I+wAAU2M5Qp7xxIyejVFPh4MUasPV+5lYczQG+y8lAgCe9XfFV+PawKgac4YRUfXUeOFz6dKlCsuys7Mxbtw4PPvss5g+fbpqeUBAwFMF0iUWPkQ1LyW7EM+vP43oBzmQy4ARbRvg9b5N4W5nLnU0jey/dB9vbItEcanApCBPLB7SUupIRAajxgsfuVwOmUyGf676z/vl/5fJZCgtrb3z3bDwIapZOYUlGLM2DFfvZ8HZRoHV4wMR6FlP6ljV9vvlREzffAEAsD6kHWd1J6ohNT6OD8fwIaLqWPTLVVy9nwV7S1NsnRYEbwdLqSM9lQH+rpjWrRHWHb+Nd3ZeQqsGXeFUA1NrEJH2VKnw8fT01HUOIqpjDlxJws/hdyGTAWsmBOp90VPuzX5NcTI6FdcSs/DmjovYNKUD5OzvQ6Q3qnRpgiYDE+bl5eHq1avVDkRE+u9BdgHe230ZAPBKdx908K4vcSLtURgb4atxraEwluNEdCo2hMZJHYmINFClwmfixIkIDg7Gjh07kJubW+k6165dw3vvvQcfHx+Eh4drNSQR6Q8hBN7deRnpuUVo7mqDN/o0lTqS1jV2ssb7fw+4+OnvNzjGD5EeqVLhc+3aNTz77LN4//33YWdnBz8/P/Tt2xeDBg1Cly5d4ODggLZt2yI2NhaHDh1CSEiIrnMTUS219dwd/HXjAUyN5Fg5pjVMjevmmDcTOjZEn+bOKCpV4sVN53A/I1/qSERUBRqP43P+/HmcPHkS8fHxyM/Ph4ODA9q0aYOePXuifv3a3ZzNq7qIdOtGUhaGrw5FXlEp/m9gc0zt1kjqSDqVmV+MUd+G4mZyDtztzLEuJBB+brZSxyKqcyQfwFBfsfAh0p2kzAKMWBOKexn56NzYHj+80NEgOv3ey8jHhO/OIDY1F0ZyGcZ18MDL3XzgUd9C6mhEdYY2v7/rZhs0EdWo83HpGLb6FO5l5MPL3gLfPN/WIIoeAHC3M8eeVzujXwtnlCoFfjydgB6fHcVrWyMQl1p5n0gikg5bfIio2mJScrDswA0cvJoMAPBxtMTGKR0MtrUjLCYN3xy5hZO3yub3sjQ1wicjAjColZvEyYj0W40PYEhE9E85hSX45Pfr+OnsHZQqBeQyYHQ7D7w7wBd2FrV77i1dCvKxR5CPPa7cy8QH+6/hbGw6Zm+NQKlSYGgbd6njERHY4kNEGopNzcVLm84hJqXsNE6f5k54p78vmtTCGdalVKoUWLD3CjafSYCRXIZt055BO6/afQEIUW0laR+f27dvP9UOiUh/3c/Ix/j1pxGTkgsXGzNsmdoR301qz6KnEkZyGT4c0hLPBbiiVCnw2tZIZOYVSx2LyOBpXPg0btwYPXv2xI8//oiCggJdZCKiWqiwpBRTvz+P+5kFaORoiX2zuqCTj4PUsWo1uVyGT0YEwNPeAvcy8vHurkswoEZ2olpJ48LnwoULCAgIwJw5c+Di4oKXX34ZZ8+e1UU2IqpFVhy6iav3s1DPwgQ/vNgRjtYKqSPpBSuFMVaNawMTIxl+v5KEzWcSpI5EZNA0Lnxat26NL7/8Evfv38d///tfJCYmokuXLmjZsiVWrFiBlJQUXeQkIgmF3krFuhNlp7k/HREAdztziRPpl4AGdng72BcA8OH+a4hKypY4EZHhqvY4PsbGxhg+fDh27NiBTz/9FLdu3cLcuXPh4eGBkJAQJCYmajMnEUkkI68Ic7ZfhBDAuA4N0c/PRepIeunFLt7o0cwRhSVKTP8xHA9zi6SORGSQql34nD9/Hq+++ipcXV2xYsUKzJ07FzExMfjjjz9w//59DBkyRJs5iUgCQgi8t/sykrIK0MjBEvOfay51JL0ll8vw2ahWcLM1w+3UXLy46Rw7OxNJQOPCZ8WKFfD390enTp1w//59fP/994iPj8eSJUvg7e2Nrl27YuPGjbhw4YIu8hJRDfrp7B38djkJxnIZVo5tDQtTDv31NBysFNj4QgdYmxnjQkIGhq0+hXNx6VLHIjIoGhc+a9aswfPPP4/4+Hjs2bMHzz33HORy9c04OTnhP//5j9ZCElHNC72VigV7rwAA5vRrioAGdtIGqiOaOltj27QgVcvPqG/D8OLGc7iQ8FDqaEQGgQMYElEFv11OxBvbIlFYosTgVm74cmxryGSGMfdWTUnPLcLyg1HYdi4Byr8/hXs0c8SnIwLgbGMmbTiiWkbS2dkvXbpU+YZkMpiZmaFhw4ZQKGrnZa4sfIge79aDHHz06zUciSq7OrO3rxO+Gd8WZiZGEieru2JTc7Hm6C3sunAPJUqB+pam2DSlA/wb2EodjajWkLTwkcvlj/3Lz8TEBGPGjMHatWthZla7/mph4UNUucy8Ynzx5038eDoeJUoBY7kML3VthLn9msLYqNrXQJAGYlJyMGtLBK4lZsHOwgTbpgWhmQtHxCYCJJ6yYvfu3WjSpAnWrVuHyMhIREZGYt26dWjWrBm2bNmC//znP/jrr7/w/vvvP1UwIqoZV+5l4tlVJ7AxNA4lSoE+zZ1x6I1ueHeAL4ueGuTjaIXtrwShtYcdMvKKMX1zOHILS6SORVTnaNzi06FDB3z44YcIDg5WW37w4EHMnz8fZ8+exZ49e/Dmm28iJiZGq2GfFlt8iNRdvpuJcetPI6ewBA3rW+CjYS3RtYmj1LEMWnpuEQZ+eQJJWQUYGdgAn41qJXUkIslJ2uJz+fJleHp6Vlju6emJy5cvAygb3ZkDGBLVbvcy8jFpw1nkFJago3d97JvZhUVPLVDf0hQrx7aGXAb8HH4XuyPuSh2JqE7RuPDx9fXFJ598gqKi/406WlxcjE8++QS+vmVDst+7dw/Ozs7aS0lEWlVSqsTrWyOQnlsEPzcbfDepHWwtTKSORX97ppE9ZvduAgB4f/cVxKXmSpyIqO7QeDSyb775BoMHD0aDBg0QEBAAoKwVqLS0FPv37wcA3L59G6+++qp2kxKR1nxzJAbn4h7CSmGM1ePbwtqMRU9tM6tXE4TGpOFsbDpe2xqBn6d3ggn7XBE9tWqN45OdnY3Nmzfj5s2bAIBmzZrh+eefh7V17b4CgX18iIDzcekYvTYMSgF8MaYVhrVpIHUkeoR7GfkYsPI4sgpKEBLkiQ+GtJQ6EpEktPn9rVGLT3FxMXx9fbF//3688sorT7VjIqp5mfnFeG1rJJQCGNbGnUVPLeduZ47PR7fG1O/P4/uweHg7WGJKZ2+pYxHpNY3aTU1MTFBQUKCrLESkQ0IIzNt1Cfcy8tGwvgU+GOIndSSqgr4tnPFWcDMAwOJ917ApNE7aQER6TuMTxjNmzMCnn36KkhKOL0GkT774M1o14ehX49qwX48eebWHD17u1ggAsPCXq1h24AYMaLYhIq3SuPA5d+4cdu3ahYYNGyI4OBjDhw9Xu1XX8ePHMWjQILi5uUEmk2HPnj1qj0+ePBkymUzt1r9//2rvj8hQCCGw4lAUvjocDQD4aFhLtPawkzYUaUQmk+HdAb54o09TAMDqozGYs/0iSkqVEicj0j8aX9VlZ2eHESNGaD1Ibm4uWrVqhRdeeOGRBVT//v2xYcMG1f3aOicYUW1xPTELC/Zewbm4spm/5/RtijHtG0qciqpDJpPhtT5N4Gpnhnm7LmN3xD2YGMnw6YgATiBLpAGNC59/Fh7aNGDAAAwYMOCx6ygUCri4uOhk/0R1SVZBMVYcuokfTsejVClgbmKEhYNaYGwHFj36bnQ7D9iam2D6j+HYfv4umjpb46WujaSORaQ3qjUoRElJCf7880+sXbsW2dnZAID79+8jJydHq+H+7ejRo3ByckKzZs0wffp0pKWlPXb9wsJCZGVlqd2I6rrzceno8/kxbAyNQ6lSYKC/C/58szuLnjok2M8FC55rAQBYfjAKsRzgkKjKNC584uPj4e/vjyFDhmDGjBlISUkBAHz66aeYO3eu1gOW69+/P77//nscPnwYn376KY4dO4YBAwagtLT0kc9ZunQpbG1tVTcPDw+d5SOqDQ5dTcK49afxILsQjRws8cOLHbB6fCDc7cyljkZaNqmTF7o0dkBhiRILf7kqdRwivaFx4fPaa6+hXbt2ePjwIczN//dhOmzYMBw+fFir4f5p7NixGDx4MPz9/TF06FDs378f586dw9GjRx/5nHnz5iEzM1N1u3Pnjs7yEUktLCYNM7dEoLhUoL+fC/bN4txbdZlMJsNHw1rCWC7D8ZspCI9/KHUkIr2gceFz4sQJvP/++zA1NVVb7uXlhXv37mkt2JM0atQIDg4OuHXr1iPXUSgUsLGxUbsR1UUPsgsw66cLKCpVor+fC75+vg0sFRp34SM942lvieFt3QEAX/591R4RPZ7GhY9Sqaz09NLdu3drdMqKu3fvIi0tDa6urjW2T6LaSKkUeHP7RaTmFMHXxRorx7aGMed0MhgzezaBXAYcv5mCWw9028+SqC7Q+NOxX79+WLlypeq+TCZDTk4OFi5ciIEDB1Y7SE5ODiIjIxEZGQkAiI2NRWRkJBISEpCTk4O33noLp0+fRlxcHA4fPowhQ4agcePGCA4OrvY+ieqCb4/H4ER0KsxNjPD1821gZmIkdSSqQQ3tLdDL1xkAsOVMgsRpiGo/jScpvXv3LoKDgyGEQHR0NNq1a4fo6Gg4ODjg+PHjcHJyqlaQo0ePomfPnhWWT5o0CWvWrMHQoUMRERGBjIwMuLm5oV+/fvjwww/h7Oxc5X1wklKqa8Lj0zF67WmUKgWWjQjA6PbswG+IjkQ9wJQN52BrboIz7/Vm8Ut1jja/v6s1O3tJSQm2bt2KS5cuIScnB23btsX48ePVOjvXRix8qC7JyCvCs1+dxL2MfAxp7YaVY1pzIDsDVaoU6LbsCO5l5OOrcW0wuJWb1JGItEqy2dlVTzI2xoQJE55qx0RUfYUlpZj2QzjuZeTD094CS4a2ZNFjwIzkMgxv645Vf93Cnoh7LHyIHqNahU90dDSOHDmCBw8eQKlUnytmwYIFWglGRJXLLyrFjC0XcDY2HdYKY6yb2I4TjhKGtikrfI7dTEFqTiEcrDilD1FlNC581q9fj+nTp8PBwQEuLi5qf2XKZDIWPkQ6FB7/EP+3+zJuJGVDYSzH6glt0cyl5q6mpNrLx9EKrRrY4uLdTOy7eB9TOntLHYmoVtK48FmyZAk++ugjvPPOO7rIQ0SVyMwvxvKDN7D5TAKEAOpbmmLtxEC096ovdTSqRYa2ccfFu5nYE3GPhQ/RI2h8OfvDhw8xatQoXWQhokocv5mCPiuO4cfTZUXPqMAG+HNOdxY9VMGgVm4wkstw8W4mYlI4pg9RZTQufEaNGoVDhw7pIgsR/csPYXGYvOEsUrIL0cjREj9NfQbLR7VCfUvTJz+ZDI6DlQLdm5ZNU7L7Qs2NpE+kTzQ+1dW4cWPMnz8fp0+fhr+/P0xM1DtVzp49W2vhiAzZtnMJmL+3bPLJMe08sHiIH8dnoSca2sYdf914gD2R9zCnb1PI5bzaj+ifNB7Hx9v70eeNZTIZbt++/dShdIXj+JC+OBeXjrHrygYmfLlbI7w7wJeXq1OV5BeVov1HfyKnsATbXw5CB2+eEiX9J+k4PrGxsU+1QyJ6vPTcIszaEoFSpcDgVm4sekgj5qZG6N/SBT+H38XuiHssfIj+pdozGRYVFSEqKgolJSXazENk0JRKgTe2RSIpqwCNHC2xdLg/ix7S2PA2ZTO2/3rpPgqKK04qTWTINC588vLy8OKLL8LCwgJ+fn5ISCibFG/WrFn45JNPtB6QyJB8ezwGx26mlI3RM74tLBXVGmOUDNwzjezhamuGrIISHLnxQOo4RLWKxoXPvHnzcPHiRRw9ehRmZmaq5X369MG2bdu0Go7IkJyNTcfnh24CAD4Y4gdfF/ZDo+qRy2UY3Lps2ordEby6i+ifNC589uzZg6+//hpdunRRa4L38/NDTEyMVsMRGYqEtDxM/zEcpUqBYW3cMbodZ1mnpzO8TQMAZTO3P8wtkjgNUe2hceGTkpICJyenCstzc3PZF4GoGu6k5yHkv2eQllsEPzcbTjhKWtHMxRotXG1QXCqw/3Ki1HGIag2NC5927drh119/Vd0v/4D+7rvvEBQUpL1kRAbgSNQDjFgTiri0PDSoZ47/Tm7Pfj2kNcP+7uS8h6e7iFQ0/oT9+OOPMWDAAFy7dg0lJSX48ssvce3aNYSGhuLYsWO6yEhU5zzMLcKH+69h199fSM2crbHphQ5wtjF7wjOJqm5wazcs/f06wuMfIj4tF572llJHIpKcxi0+Xbp0QWRkJEpKSuDv749Dhw7ByckJYWFhCAwM1EVGojrl4NUk9P3iGHZF3INcBrzUxRt7ZnSGiy2LHtIuZxszdG7sAADYcf6uxGmIageNR27WZxy5maQkhMAXf9zEV3/dAgA0cbLCspEBaNOwnsTJqC779VIiZmy5AAcrBULf7QVT42oP30YkGW1+f/M3gKgGCCGw9PcbqqLnxS7e2D+7C4se0rl+fs5wtFYgNacQf1xLljoOkeRY+BDVgI2hcVh3vGweuyVDW2L+cy2gMOaEo6R7JkZyjG1fNjzCj6fjJU5DJD0WPkQ6Fh6fjo9+vQ4AeG+gLyY84ylxIjI0Yzs0hFwGhN1Ow60HOVLHIZIUCx8iHUrNKcSMzREoUQo8F+CKqV0bSR2JDJC7nTl6+ZaNv7blTILEaYikxcKHSEdKlQKzf4pAUlYBfBwt8emIAA5MSJIZ/3dL48/hd5BfxIlLyXBVaRyf4cOHV3mDu3btqnYYorpkxR9RCI1Jg4WpEb6dEMiBCUlS3Zs4okE9c9x9mI/9l+5jFKdFIQNVpU9iW1tbXecgqlP2RNzDN0fK5q77ZEQAmjhbS5yIDJ1cLsPzHRti2YEo/HgmgYUPGawqFT4bNmzQdQ6iOuPg1SS89fNFAMDUrt4Y3MpN4kREZUa388AXf9zExTsZiErKRjMXFuRkeNjHh0hLikqUWHU4GtN/DEdxaVln5nkDmksdi0jFwUqBHs3KOjn/cpHzd5Fhqlang59//hnbt29HQkICioqK1B67cOGCVoIR6ZMLCQ8xb+dlRCVnAwDGtvfAkqEtIZezMzPVLoNbueGPa8nYdzERc/s1Y4d7Mjgat/h89dVXmDJlCpydnREREYEOHTrA3t4et2/fxoABA3SRkajWyi8qxcK9VzBiTSiikrNR39IUX4xphaXD/WFsxAZVqn16N3eCuYkREtLzcPFuptRxiGqcxp/Mq1evxrp167Bq1SqYmpri7bffxh9//IHZs2cjM5O/RGQ4EtLyMGz1KWwKi4cQwIi2DfDnnO4Y1qYB/4qmWsvC1Bh9WjgDAPZdvC9xGqKap3Hhk5CQgE6dOgEAzM3NkZ1d1rQ/ceJE/PTTT9pNR1RLxabmYvTaMNxIyoaDlQI/vNgBn49uhfqWplJHI3qi8g73+y/dR6nSYOapJgJQjcLHxcUF6enpAICGDRvi9OnTAIDY2FgY0ETvZMDScgox8T9nkJRVgCZOVvh1dhd0beIodSyiKuvW1AE2ZsZIzirE2dh0qeMQ1SiNC59evXrhl19+AQBMmTIFb7zxBvr27YsxY8Zg2LBhWg9IVJuUlCoxffMF3H2YD097C2yZ+gycbcykjkWkEYWxEfq3dAFQ1upDZEhkQsNmGqVSCaVSCWPjsgvCtm7ditDQUDRp0gQvv/wyTE1rb1N/VlYWbG1tkZmZCRsbG6njkB5adTgan/9xE1YKY+x+tRMHJiS9dTTqASZvOAdHawXOzOvNKxCpVtPm97fGl7PL5XLI5f9rKBo7dizGjh37VCGI9MGluxn48nA0AOCDIX4sekivdfJxgLXCGCnZhYi48xCBnvWljkRUI6pU+Fy6dAktW7aEXC7HpUuXHrtuQECAVoIR1Sb5RaV4fVskSpQCA/1dMKyNu9SRiJ6KqbEcvZo7YW/kfRy4ksTChwxGlQqf1q1bIykpCU5OTmjdujVkMlmlHZllMhlKSznrL9U9nx+Kwu2UXDhZK/DRUH9erk51QrCfC/ZG3sfBq8l4b2Bz/lyTQahS4RMbGwtHR0fV/4kMyfXELGwIjQMAfDoiAPV4yTrVEd2bOkJhLEdCeh5uJGWjuSv7PlLdV6Wrujw9PVV/CcTHx8Pd3R2enp5qN3d3d8THx+s0LFFNUyoF3t9zBaVKgQEtXdDT10nqSERaY6kwVg3FcOBKksRpiGqGxpez9+zZUzWOzz9lZmaiZ8+eWglFVFv8HH4X4fEPYWFqhPnPtZA6DpHWlV/WfvAqCx8yDBoXPkKISs8Dp6WlwdLSUiuhiGqDnMISfHLgBgDgjT5N4WZnLnEiIu3r09wJRnIZbiRlIz4tV+o4RDpX5cvZhw8fDqCsA/PkyZOhUChUj5WWluLSpUuqqSyI6oJNoXFIzy2Ct4MlJnf2kjoOkU7YWZjimUb1cepWGg5eTcK0bj5SRyLSqSoXPra2tgDKWnysra1hbv6/v35NTU3xzDPPYOrUqdpPSCSB3MISfHfiNgBgdu/GMOFM61SHBfu54NStNBy4wsKH6r4qFz4bNmwAAHh5eWHu3Lk8rUV12t7I+3iYVwwvewsMCnCTOg6RTvVr4YIFe6/iQkIGHmQVwInTsFAdpvGfsQsXLmTRQ3XetnMJAIAJz3jCmK09VMe52JqhTUM7AMCvlxOlDUOkYxp/oicnJ2PixIlwc3ODsbExjIyM1G5E+u7a/SxcvJsJEyMZR2gmgzG4VVnL5p5ITlpKdZvGc3VNnjwZCQkJmD9/PlxdXTnSJ9U5ey/eAwD0beEMeyvFE9YmqhueC3DDkl+v4+KdDNxOyUEjRyupIxHphMaFz8mTJ3HixAm0bt1aq0GOHz+O5cuXIzw8HImJidi9ezeGDh2qelwIgYULF2L9+vXIyMhA586dsWbNGjRp0kSrOYj+uv4AADCgpavESYhqjqO1Al2bOOBoVAr2RN7HnL5NpY5EpBMan+ry8PCodJ6up5Wbm4tWrVrhm2++qfTxZcuW4auvvsK3336LM2fOwNLSEsHBwSgoKNB6FjJcCWl5iH6QAyO5DN2aOkodh6hGlZ/a3RNxTyef80S1gcaFz8qVK/Huu+8iLi5Oq0EGDBiAJUuWYNiwYRUeE0Jg5cqVeP/99zFkyBAEBATg+++/x/3797Fnz55HbrOwsBBZWVlqN6LH+etGMgCgnWc92JqbSJyGqGb1beEMC1MjJKTn4UJChtRxiHRC48JnzJgxOHr0KHx8fGBtbY369eur3XQhNjYWSUlJ6NOnj2qZra0tOnbsiLCwsEc+b+nSpbC1tVXdPDw8dJKP6o5jN1MAAL04JxcZIAtTY/T3K5vCYnfEXYnTEOmGxn18Vq5cqYMYj5eUVDaHjLOzs9pyZ2dn1WOVmTdvHubMmaO6n5WVxeKHHkmpFAiPfwgA6OTjIHEaImkMbeOOXRH3sO9iIt5/tgXMTHi1LtUtGhc+kyZN0kUOnVAoFGpTaxA9TkxKDrIKSmBuYgRfV2up4xBJonNjB7jZmuF+ZgH+uJaMQa04gCfVLdUamS0mJgbvv/8+xo0bhwcPyq6A+f3333H16lWthivn4lLW9JqcnKy2PDk5WfUY0dO6kFDW2hPQwJZTVJDBMpLLMDKwAQBg+/k7Eqch0j6NP92PHTsGf39/nDlzBrt27UJOTg4A4OLFi1i4cKHWAwKAt7c3XFxccPjwYdWyrKwsnDlzBkFBQTrZJxmeC/EZAIC2nvWkDUIksZGBZV0CTt5Kxd2HeRKnIdIujQufd999F0uWLMEff/wBU1NT1fJevXrh9OnT1Q6Sk5ODyMhIREZGAijr0BwZGYmEhATIZDK8/vrrWLJkCX755RdcvnwZISEhcHNzUxvrh+hphP/d4hPYkIUPGbaG9hbo5GMPIYCfw9nJmeoWjQufy5cvV3rJuZOTE1JTU6sd5Pz582jTpg3atGkDAJgzZw7atGmDBQsWAADefvttzJo1C9OmTUP79u2Rk5ODAwcOwMyMk+nR08srKkFMSlnrZeu/5ywiMmSj25W1+uw4fxdKJcf0obpD487NdnZ2SExMhLe3t9ryiIgIuLtXf16jHj16PHbALJlMhg8++AAffPBBtfdB9Cg3k3MgBOBgpYADp6kgQv+WLrDea4x7GfkIjUlDlya80pHqBo1bfMaOHYt33nkHSUlJkMlkUCqVOHXqFObOnYuQkBBdZCTSuaikssEtfV14NRcRAJiZGGFI67IrutjJmeoSjQufjz/+GL6+vvDw8EBOTg5atGiBbt26oVOnTnj//fd1kZFI564nZgMAmrHwIVIpP9114GoSMvOKJU5DpB0aFz6mpqZYv349bt++jf379+PHH3/EjRs38MMPP8DIiANdkX6KSiorfNjiQ/Q//u628HWxRlGJEnsv3pM6DpFWaFz4fPDBB8jLy4OHhwcGDhyI0aNHo0mTJsjPz2f/G9JLQghEJZcXPjYSpyGqPWQymarVh6e7qK7QuPBZvHixauyef8rLy8PixYu1EoqoJqXkFCI9twhyGdDE2UrqOES1ytA27jAxkuHKvSxcvZ8pdRyip6Zx4SOEgEwmq7D84sWLOpuklEiXbj0oK+Qb1rfgvERE/1Lf0hT9WpSNkL/9HFt9SP9VufCpV68e6tevD5lMhqZNm6rNyG5ra4u+ffti9OjRusxKpBOxqbkAAG8HS4mTENVOI9uVTWHx6+VElJQqJU5D9HSqPI7PypUrIYTACy+8gMWLF8PW1lb1mKmpKby8vDh9BOmlOFXhw9NcRJXp0tgBdhYmSM0pwtnYdHRqzDF9SH9VufApn5Xd29sbnTp1gomJic5CEdWk2NSyuYi8HSwkTkJUO5kYydGvhTO2n7+LXy8nsvAhvabxyM3du3dHaWkpdu7cievXrwMA/Pz8MHjwYF7OTnopNrWsj48XT3URPdKzAW7Yfv4uDl5NwuLBfjA20riLKFGtoHHhc+vWLQwcOBD37t1Ds2bNAABLly6Fh4cHfv31V/j4+Gg9JJGulCoF7qTnAwC87Fn4ED1KJx97nu6iOkHjkn327Nnw8fHBnTt3cOHCBVy4cAEJCQnw9vbG7NmzdZGRSGfuZ+SjqFQJUyM53OzMpY5DVGuZGMkR/PfVXb9eTpQ4DVH1aVz4HDt2DMuWLVO7dN3e3h6ffPIJjh07ptVwRLpWfkVXQ3sLGMkrDtNARP8zMMAVAHDwahKv7iK9pXHho1AokJ2dXWF5Tk4OTE1NtRKKqKbEpZUVPjzNRfRk/z7dRaSPNC58nnvuOUybNg1nzpyBEAJCCJw+fRqvvPIKBg8erIuMRDpzJ73sii5Pe17RRfQkPN1FdYHGhc9XX30FHx8fBAUFwczMDGZmZujcuTMaN26ML7/8UhcZiXTm7sOyjs0N6rF/D1FV8HQX6TuNr+qys7PD3r17ER0djevXr0Mmk6F58+Zo3LixLvIR6dSdh2UtPh712OJDVBW8uov0ncaFT7kmTZqoip3K5u4i0geqFp/6bPEhqory013bzt/hYIakl6o1AtV//vMftGzZUnWqq2XLlvjuu++0nY1Ip7ILipGRVwwAaMAWH6Iq++fprlKlkDgNkWY0bvFZsGABVqxYgVmzZqnm5goLC8Mbb7yBhIQEfPDBB1oPSaQL9zLKWnvqWZjASlHtxk8ig/PP011nYtPQyYetPqQ/NP60X7NmDdavX49x48aplg0ePBgBAQGYNWsWCx/SG+UjNrO1h0gz/5y767fLiSx8SK9ofKqruLgY7dq1q7A8MDAQJSUlWglFVBPu/t2xmVd0EWnu2QA3AMCBKzzdRfpF48Jn4sSJWLNmTYXl69atw/jx47USiqgmlHds9qjPFh8iTf37dBeRvqhWx4b//Oc/OHToEJ555hkAwJkzZ5CQkICQkBDMmTNHtd6KFSu0k5JIB8pbfNw5RxeRxni6i/SVxoXPlStX0LZtWwBATEwMAMDBwQEODg64cuWKaj1e4k613f2MAgAsfIiqa6C/K7afv4sDV5KwaJAfjI2qdaEwUY3SuPA5cuSILnIQ1bjEzLJTXa52ZhInIdJPnRs7wN7SFKk5RTgenYJevs5SRyJ6IpbnZJAKS0qRmlMEAHCzZYsPUXWYGMkxpLU7AODn8LsSpyGqGhY+ZJCSMstOc5mZyGFnYSJxGiL9NTKwAQDgz2sP8DC3SOI0RE/GwocMUnn/Hjdbc/ZHI3oKLdxs0MLVBkWlSuy7dF/qOERPxMKHDBL79xBpT3mrD093kT5g4UMGKfHvU12u7N9D9NSGtHaDsVyGS3czcTM5W+o4RI/FwocM0v2/5+lys2WLD9HTsrdSoJevEwBgx/k7EqchejwWPmSQVIUPx/Ah0ory0127I+6huFQpcRqiR2PhQwZJdaqLhQ+RVvT0dYKDVdmYPkejUqSOQ/RILHzIIPFUF5F2mRjJMaxN2Zg+23m6i2oxFj5kcHILS5BVUAKALT5E2jSqnQcA4MiNB0jNKZQ4DVHlWPiQwSm/lN3azBhWimrN00tElWjqbI1WHnYoUQrsibgndRyiSrHwIYPzz8ELiUi7Rv3dyXn7+TsQQkichqgiFj5kcDh4IZHuDGrlBoWxHDeTc3DpbqbUcYgqYOFDBqe8xYeDFxJpn625Cfq3dAHATs5UO7HwIYNT3uLjzhYfIp0YFVjWyfmXi/dRUFwqcRoidSx8yOCwxYdItzr52MPdzhzZBSU4cuOB1HGI1LDwIYNzn318iHRKLpfhuVauAMAZ26nWYeFDBkUIgURe1UWkc4MC3AAAh68/QE5hicRpiP6HhQ8ZlMz8YuT/3efAhaM2E+mMn5sNGjlYorBEiT+vJUsdh0iFhQ8ZlPL+PfaWpjAzMZI4DVHdJZPJ8FyrslaffRd5uotqDxY+ZFA4KztRzRkUUNbP53h0CjLyiiROQ1RGbwqfRYsWQSaTqd18fX2ljkV6prxjsxs7NhPpXBNna/i6WKO4VODg1SSp4xAB0KPCBwD8/PyQmJioup08eVLqSKRn7rHFh6hGDVKd7kqUOAlRGb2aodHY2BguLi5VXr+wsBCFhf+bITgrK0sXsUiPlPfxcWfhQ1QjnvV3xfKDUQi7nYa0nELYWymkjkQGTq9afKKjo+Hm5oZGjRph/PjxSEhIeOz6S5cuha2trerm4eFRQ0mptkpkiw9RjfJysERLdxuUKgUOXuXVXSQ9vSl8OnbsiI0bN+LAgQNYs2YNYmNj0bVrV2RnZz/yOfPmzUNmZqbqducO540xdOzcTFTznvUvO93162Ve3UXS05tTXQMGDFD9PyAgAB07doSnpye2b9+OF198sdLnKBQKKBRsVqUyJaVKJGX9PXghOzcT1Zhn/V3x6YEbCItJQ2pOIRx4uoskpDctPv9mZ2eHpk2b4tatW1JHIT2RnF0IpQBMjeRwsOQHL1FNaWhvgYAGtlAK4MAVXt1F0tLbwicnJwcxMTFwdXWVOgrpifLTXK52ZpDLZRKnITIsz/qXfVb/eolXd5G09KbwmTt3Lo4dO4a4uDiEhoZi2LBhMDIywrhx46SORnpC1b+Hc3QR1biBfxc+Z2LT8CC7QOI0ZMj0pvC5e/cuxo0bh2bNmmH06NGwt7fH6dOn4ejoKHU00hP3MjgrO5FUPOpboJWHHZQCOMjTXSQhvencvHXrVqkjkJ4rb/HhGD5E0njO3xUX72Rg/6VETAzykjoOGSi9afEhelrlgxfyUnYiaQzwLxuA9mxcOh5k8XQXSYOFDxkMjuFDJK0G9SzQpqEdhAD2sZMzSYSFDxmMe6pTXezjQySVoa3dAQC7I+5KnIQMFQsfMghZBcXILigBALjyqi4iyQxq5QZjuQxX7mUhOvnRI+8T6QoLHzIIiX/377GzMIGlQm/69BPVOfUtTdGjWdnVuLsi7kmchgwRCx8yCBzDh6j2GNamAQBgb8Q9KJVC4jRkaFj4kEG4n8mOzUS1Re/mTrA2M8b9zAKcjk2TOg4ZGBY+ZBDus2MzUa1hZmKE5wLKRnLefYGnu6hmsfAhg3DvYfmozWzxIaoNyk93/XY5EXlFJRKnIUPCwocMQkJ6HgCgYX0LiZMQEQC096qHhvUtkFtUyhnbqUax8CGDkJBe1uLDwoeodpDJZBgZWNbq83M4x/ShmsPCh+q83MISpOYUAiibKJGIaocRgQ0gkwGhMWm4+zBP6jhkIFj4UJ135+8PVDsLE9iam0ichojKuduZo5OPPQBgZzg7OVPNYOFDdV58Gvv3ENVWqtNdF+5wTB+qESx8qM6783fHZp7mIqp9+vu5wkphjDvp+TgXly51HDIALHyoziu/osuThQ9RrWNu+r8xfdjJmWoCCx+q83iqi6h2Kz/d9evlROQWckwf0i0WPlTncQwfotot0LMevOwtkFdUit85pg/pGAsfqtOKS5WqPj7ejpYSpyGiyqiP6XNH4jRU17HwoTotPi0PJUoBC1MjuNhwni6i2mp427IxfU7fTlf9sUKkCyx8qE6LSckBAPg4WkEmk0mchogexc3OHF0aOwAAdl5gJ2fSHRY+VKf9r/DhaS6i2q78dNfOC3chBMf0Id1g4UN1WsyDXABlLT5EVLv1a+ECS1Mj3EnPR3j8Q6njUB3FwofqNFWLjxMLH6LaztzUCP1blo3psyuCU1iQbrDwoTpLCKHWx4eIar/hbd0BAL9eSkRhSanEaaguYuFDdVZKTiGyC0oglwGe9hzDh0gfPNPIHi42ZsjML8aRGw+kjkN1EAsfqrOu3c8CAHg7WMLMxEjiNERUFUZyGYa0cQMA7LrA012kfSx8qM66llhW+LRws5U4CRFpYnibsqu7jkQ9QEZekcRpqK5h4UN11tW/W3z83GwkTkJEmmjmYo0WrjYoLhXYfylR6jhUx7DwoTrr+t+FTwtXFj5E+mZYm7JOzrt5dRdpGQsfqpNyC0sQm1Y2hk8LtvgQ6Z0hrd0glwHh8Q8R//fvMpE2sPChOul6YhaEAJxtFHCwUkgdh4g05GRjhs5/T2HBVh/SJhY+VCdF3skAALRkx2YivVU+ps+eiHucwoK0hoUP1Unn4tIBAIFe9SROQkTVFeznAgtTI8Sl5SHi7z9miJ4WCx+qc4QQOB9XNs9PR+/6EqchouqyMDVGfz8XAMAuzthOWsLCh+qcmJRcpOUWQWEsh7+7ndRxiOgpDG9bNqbP3oj7yCsqkTgN1QUsfKjOORtbdpqrTUM7mBrzR5xIn3XysYeXvQWyC0vwS+R9qeNQHcBvBapzTsWkAgA6ePE0F5G+k8tlGN/REwDwfVg8OznTU2PhQ3VKQXEpjv49sWGv5s4SpyEibRjVrgHMTOS4lpiFsJg0qeOQnmPhQ3VKaEwqcotK4WJjhgB3XspOVBfYWZhiTDsPAMCaYzESpyF9x8KH6pSDV5IBAP38nCGXyyROQ0Ta8lLXRjCSy3AiOlU1ThdRdbDwoTojt7AEv10pm9Aw+O9LYImobvCob6Gav+vj366zrw9VGwsfqjN2XbiL7IISeNlbIKiRvdRxiEjL5vRtCoWxHGdj03HwarLUcUhPsfChOqFUKbAxNA4AMKmTF09zEdVBbnbmeKmrNwBg/t4ryMgrkjgR6SMWPlQn/HQ2ATEpubBWGGNkYAOp4xCRjszq1QQ+jpZIyS7EOzsvQankKS/SDAsf0nuJmfn49MANAMDc4GawNjOROBER6YqZiRE+H90aJkYyHLyajE8O3GB/H9KI3hU+33zzDby8vGBmZoaOHTvi7NmzUkciCT3MLcKk/55FdkEJAhrYYsIznlJHIiIda+1hh2UjAwAA647fxrs7L6OguFTiVKQv9Krw2bZtG+bMmYOFCxfiwoULaNWqFYKDg/HgwQOpo1ENUyoF/ryWjGe/OoGbyTlwtlFg9fi2MGLfHiKDMKxNA3w4tCXkMmDb+Tvov/I4dkfcRWEJCyB6PJnQozbCjh07on379vj6668BAEqlEh4eHpg1axbefffdJz4/KysLtra2OHUtHlbWNhUef9wr8aQX6XEv4+Oe++RX/zHbfaq8j3usesfyxO0+7tlP2HBBSSky8oqRmlOIWw9ycOpWGu5l5AMAvOwtsC6kHZo6Wz8hHRHVNUejHuDdnZeRlFUAALA0NUJbz3rwcbSCt4MlbMyNYWFqDCuFMUyN5ZABkMkAQPb3v/h7mewfjwFl96i2yMnOQqcWDZGZmQkbm4rf35ow1lImnSsqKkJ4eDjmzZunWiaXy9GnTx+EhYVV+pzCwkIUFhaq7mdlZQEAxq47A7nCQreBSeesFcZ4vmNDzO7dBJYKvflRJiIt6tHMCYfmdMMPYfH4ISweSVkFOBGdihPRqVJHIy1SFuZpbVt6822RmpqK0tJSODurz7/k7OyMGzduVPqcpUuXYvHixRWWu9goYGxmVmG5TFa9Cv9xT3vsY4/5i+Lxz3vc/ip/9LFHpuV9Pfl5j9tf5Q+aGsthZ2ECOwtTeNlboLWHHYJ87GFhqjc/wkSkIzZmJpjRszGmd/fBtcQsXLufhegH2UhIz0NeUSlyCkuQV1iKolIlhChrexairBVaiP+1VJc/RrVPSUEp7mhpW3X6W2PevHmYM2eO6n5WVhY8PDzw55s9nrqpjIiIahe5XIaW7rZoyXn66pysrCzYfqCdbelN4ePg4AAjIyMkJ6uP1pmcnAwXl8qnJ1AoFFAoFDURj4iIiPSA3lzVZWpqisDAQBw+fFi1TKlU4vDhwwgKCpIwGREREekLvWnxAYA5c+Zg0qRJaNeuHTp06ICVK1ciNzcXU6ZMkToaERER6QG9KnzGjBmDlJQULFiwAElJSWjdujUOHDhQocMzERERUWX0ahyfp1U+jo82xgEgIiKimqHN72+96eNDRERE9LRY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMFj4EBERkcFg4UNEREQGg4UPERERGQwWPkRERGQwWPgQERGRwWDhQ0RERAaDhQ8REREZDBY+REREZDBY+BAREZHBYOFDREREBsNY6gA1SQgBAMjKypI4CREREVVV+fd2+ff40zCowictLQ0A4OHhIXESIiIi0lRaWhpsbW2fahsGVfjUr18fAJCQkPDUL5w+ycrKgoeHB+7cuQMbGxup49QYHjeP2xDwuHnchiAzMxMNGzZUfY8/DYMqfOTysi5Ntra2BvUDU87GxobHbUB43IaFx21YDPW4y7/Hn2obWshBREREpBdY+BAREZHBMKjCR6FQYOHChVAoFFJHqVE8bh63IeBx87gNAY/76Y9bJrRxbRgRERGRHjCoFh8iIiIybCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIYBlH4xMXF4cUXX4S3tzfMzc3h4+ODhQsXoqioSG29S5cuoWvXrjAzM4OHhweWLVsmUWLt+eijj9CpUydYWFjAzs6u0nVkMlmF29atW2s2qJZV5bgTEhLw7LPPwsLCAk5OTnjrrbdQUlJSs0F1zMvLq8J7+8knn0gdS+u++eYbeHl5wczMDB07dsTZs2eljqRTixYtqvC++vr6Sh1L644fP45BgwbBzc0NMpkMe/bsUXtcCIEFCxbA1dUV5ubm6NOnD6Kjo6UJq0VPOu7JkydXeP/79+8vTVgtWrp0Kdq3bw9ra2s4OTlh6NChiIqKUlunoKAAM2bMgL29PaysrDBixAgkJydrtB+DKHxu3LgBpVKJtWvX4urVq/jiiy/w7bff4r333lOtk5WVhX79+sHT0xPh4eFYvnw5Fi1ahHXr1kmY/OkVFRVh1KhRmD59+mPX27BhAxITE1W3oUOH1kxAHXnScZeWluLZZ59FUVERQkNDsWnTJmzcuBELFiyo4aS698EHH6i9t7NmzZI6klZt27YNc+bMwcKFC3HhwgW0atUKwcHBePDggdTRdMrPz0/tfT158qTUkbQuNzcXrVq1wjfffFPp48uWLcNXX32Fb7/9FmfOnIGlpSWCg4NRUFBQw0m160nHDQD9+/dXe/9/+umnGkyoG8eOHcOMGTNw+vRp/PHHHyguLka/fv2Qm5urWueNN97Avn37sGPHDhw7dgz379/H8OHDNduRMFDLli0T3t7eqvurV68W9erVE4WFhapl77zzjmjWrJkU8bRuw4YNwtbWttLHAIjdu3fXaJ6a8qjj/u2334RcLhdJSUmqZWvWrBE2NjZqPwP6ztPTU3zxxRdSx9CpDh06iBkzZqjul5aWCjc3N7F06VIJU+nWwoULRatWraSOUaP+/TmlVCqFi4uLWL58uWpZRkaGUCgU4qeffpIgoW5U9vk8adIkMWTIEEny1KQHDx4IAOLYsWNCiLL318TEROzYsUO1zvXr1wUAERYWVuXtGkSLT2UyMzPVZnkNCwtDt27dYGpqqloWHByMqKgoPHz4UIqINWrGjBlwcHBAhw4d8N///heijo9rGRYWBn9/fzg7O6uWBQcHIysrC1evXpUwmfZ98sknsLe3R5s2bbB8+fI6dTqvqKgI4eHh6NOnj2qZXC5Hnz59EBYWJmEy3YuOjoabmxsaNWqE8ePHIyEhQepINSo2NhZJSUlq772trS06duxY5997ADh69CicnJzQrFkzTJ8+HWlpaVJH0rrMzEwAUH1Xh4eHo7i4WO099/X1RcOGDTV6zw1qdvZyt27dwqpVq/DZZ5+pliUlJcHb21ttvfIvxaSkJNSrV69GM9akDz74AL169YKFhQUOHTqEV199FTk5OZg9e7bU0XQmKSlJregB1N/vumL27Nlo27Yt6tevj9DQUMybNw+JiYlYsWKF1NG0IjU1FaWlpZW+lzdu3JAole517NgRGzduRLNmzZCYmIjFixeja9euuHLlCqytraWOVyPKf08re+/r0u9wZfr374/hw4fD29sbMTExeO+99zBgwACEhYXByMhI6nhaoVQq8frrr6Nz585o2bIlgLL33NTUtEK/TU3fc71u8Xn33Xcr7Zj7z9u/P/zu3buH/v37Y9SoUZg6dapEyZ9OdY77cebPn4/OnTujTZs2eOedd/D2229j+fLlOjyC6tH2cesrTV6HOXPmoEePHggICMArr7yCzz//HKtWrUJhYaHER0FPY8CAARg1ahQCAgIQHByM3377DRkZGdi+fbvU0agGjB07FoMHD4a/vz+GDh2K/fv349y5czh69KjU0bRmxowZuHLlik4utNHrFp8333wTkydPfuw6jRo1Uv3//v376NmzJzp16lSh07KLi0uFnuHl911cXLQTWEs0PW5NdezYER9++CEKCwtr1UR42jxuFxeXClf+1Nb3+9+e5nXo2LEjSkpKEBcXh2bNmukgXc1ycHCAkZFRpb+7tf191CY7Ozs0bdoUt27dkjpKjSl/f5OTk+Hq6qpanpycjNatW0uUShqNGjWCg4MDbt26hd69e0sd56nNnDkT+/fvx/Hjx9GgQQPVchcXFxQVFSEjI0Ot1UfT33e9LnwcHR3h6OhYpXXv3buHnj17IjAwEBs2bIBcrt7YFRQUhP/7v/9DcXExTExMAAB//PEHmjVrVutOc2ly3NURGRmJevXq1aqiB9DucQcFBeGjjz7CgwcP4OTkBKDs/baxsUGLFi20sg9deZrXITIyEnK5XHXM+s7U1BSBgYE4fPiw6kpEpVKJw4cPY+bMmdKGq0E5OTmIiYnBxIkTpY5SY7y9veHi4oLDhw+rCp2srCycOXPmiVex1jV3795FWlqaWgGoj4QQmDVrFnbv3o2jR49W6H4SGBgIExMTHD58GCNGjAAAREVFISEhAUFBQRrtqM67e/euaNy4sejdu7e4e/euSExMVN3KZWRkCGdnZzFx4kRx5coVsXXrVmFhYSHWrl0rYfKnFx8fLyIiIsTixYuFlZWViIiIEBERESI7O1sIIcQvv/wi1q9fLy5fviyio6PF6tWrhYWFhViwYIHEyZ/Ok467pKREtGzZUvTr109ERkaKAwcOCEdHRzFv3jyJk2tPaGio+OKLL0RkZKSIiYkRP/74o3B0dBQhISFSR9OqrVu3CoVCITZu3CiuXbsmpk2bJuzs7NSu2Ktr3nzzTXH06FERGxsrTp06Jfr06SMcHBzEgwcPpI6mVdnZ2arfXQBixYoVIiIiQsTHxwshhPjkk0+EnZ2d2Lt3r7h06ZIYMmSI8Pb2Fvn5+RInfzqPO+7s7Gwxd+5cERYWJmJjY8Wff/4p2rZtK5o0aSIKCgqkjv5Upk+fLmxtbcXRo0fVvqfz8vJU67zyyiuiYcOG4q+//hLnz58XQUFBIigoSKP9GEThs2HDBgGg0ts/Xbx4UXTp0kUoFArh7u4uPvnkE4kSa8+kSZMqPe4jR44IIYT4/fffRevWrYWVlZWwtLQUrVq1Et9++60oLS2VNvhTetJxCyFEXFycGDBggDA3NxcODg7izTffFMXFxdKF1rLw8HDRsWNHYWtrK8zMzETz5s3Fxx9/rPcfjpVZtWqVaNiwoTA1NRUdOnQQp0+fljqSTo0ZM0a4uroKU1NT4e7uLsaMGSNu3boldSytO3LkSKW/x5MmTRJClF3SPn/+fOHs7CwUCoXo3bu3iIqKkja0FjzuuPPy8kS/fv2Eo6OjMDExEZ6enmLq1Kl1otB/1Pf0hg0bVOvk5+eLV199VdSrV09YWFiIYcOGqTViVIXs750RERER1Xl6fVUXERERkSZY+BAREZHBYOFDREREBoOFDxERERkMFj5ERERkMFj4EBERkcFg4UNEREQGg4UPERERGQwWPkRERGQwWPgQERGRwWDhQ0QaO3r0KGQyGTIyMh67npeXF1auXFkjmSZOnIiPP/74qbaxceNG2NnZaSeQjhQVFcHLywvnz5+XOgqRXuJcXUSksaKiIqSnp8PZ2RkymQwbN27E66+/XqEQSklJgaWlJSwsLHSa5+LFi+jVqxfi4+NhZWVV7e3k5+cjOzsbTk5OWkynfV9//TV2796Nw4cPSx2FSO+wxYeINGZqagoXFxfIZLLHrufo6KjzogcAVq1ahVGjRj1V0QMA5ubmT1X0FBUVPdX+q2r8+PE4efIkrl69WiP7I6pLWPgQ1UE9evTAzJkzMXPmTNja2sLBwQHz58/HPxt4Hz58iJCQENSrVw8WFhYYMGAAoqOjVY/Hx8dj0KBBqFevHiwtLeHn54fffvsNgPqprqNHj2LKlCnIzMyETCaDTCbDokWLAFQ81ZWQkIAhQ4bAysoKNjY2GD16NJKTk1WPL1q0CK1bt8YPP/wALy8v2NraYuzYscjOzn7ksZaWluLnn3/GoEGD1JZ7eXlhyZIlCAkJgZWVFTw9PfHLL78gJSVFlSEgIEDtlFFlp7r27duH9u3bw8zMDA4ODhg2bJjaPj788EOEhITAxsYG06ZNAwDs3LkTfn5+UCgU8PLywueff14h28cff4wXXngB1tbWaNiwIdatW6d6vKioCDNnzoSrqyvMzMzg6emJpUuXqh6vV68eOnfujK1btz7ydSGiyrHwIaqjNm3aBGNjY5w9exZffvklVqxYge+++071+OTJk3H+/Hn88ssvCAsLgxACAwcORHFxMQBgxowZKCwsxPHjx3H58mV8+umnlbaodOrUCStXroSNjQ0SExORmJiIuXPnVlhPqVRiyJAhSE9Px7Fjx/DHH3/g9u3bGDNmjNp6MTEx2LNnD/bv34/9+/fj2LFj+OSTTx55nJcuXUJmZibatWtX4bEvvvgCnTt3RkREBJ599llMnDgRISEhmDBhAi5cuAAfHx+EhITgUWf8f/31VwwbNgwDBw5EREQEDh8+jA4dOqit89lnn6FVq1aIiIjA/PnzER4ejtGjR2Ps2LG4fPkyFi1ahPnz52Pjxo1qz/v888/Rrl07RERE4NVXX8X06dMRFRUFAPjqq6/wyy+/YPv27YiKisLmzZvh5eWl9vwOHTrgxIkTj3xdiOgRBBHVOd27dxfNmzcXSqVSteydd94RzZs3F0IIcfPmTQFAnDp1SvV4amqqMDc3F9u3bxdCCOHv7y8WLVpU6faPHDkiAIiHDx8KIYTYsGGDsLW1rbCep6en+OKLL4QQQhw6dEgYGRmJhIQE1eNXr14VAMTZs2eFEEIsXLhQWFhYiKysLNU6b731lujYseMjj3X37t3CyMhI7VjL9z1hwgTV/cTERAFAzJ8/X7UsLCxMABCJiYmVHkdQUJAYP378I/ft6ekphg4dqrbs+eefF3379lVb9tZbb4kWLVo8MptSqRROTk5izZo1QgghZs2aJXr16lXhmP7pyy+/FF5eXo98nIgqxxYfojrqmWeeUeuDExQUhOjoaJSWluL69eswNjZGx44dVY/b29ujWbNmuH79OgBg9uzZWLJkCTp37oyFCxfi0qVLT5Xn+vXr8PDwgIeHh2pZixYtYGdnp9onUHYayNraWnXf1dUVDx48eOR28/PzoVAoKu1vFBAQoPq/s7MzAMDf37/CskdtPzIyEr17937scf27pen69evo3Lmz2rLOnTurXvvKsslkMri4uKhyTJ48GZGRkWjWrBlmz56NQ4cOVdivubk58vLyHpuNiCpi4UNElXrppZdw+/ZtTJw4EZcvX0a7du2watUqne/XxMRE7b5MJoNSqXzk+g4ODsjLy6u0Y/E/t1VeGFW27FHbNzc3f2JeS0vLJ65TmccdZ9u2bREbG4sPP/wQ+fn5GD16NEaOHKm2fnp6OhwdHau1byJDxsKHqI46c+aM2v3Tp0+jSZMmMDIyQvPmzVFSUqK2TlpaGqKiotCiRQvVMg8PD7zyyivYtWsX3nzzTaxfv77SfZmamqq1ZlSmefPmuHPnDu7cuaNadu3aNWRkZKjtU1OtW7dWbUvbAgICNL5kvHnz5jh16pTaslOnTqFp06YwMjKq8nZsbGwwZswYrF+/Htu2bcPOnTuRnp6uevzKlSto06aNRtmIiIUPUZ2VkJCAOXPmICoqCj/99BNWrVqF1157DQDQpEkTDBkyBFOnTsXJkydx8eJFTJgwAe7u7hgyZAgA4PXXX8fBgwcRGxuLCxcu4MiRI2jevHml+/Ly8kJOTg4OHz6M1NTUSk/B9OnTB/7+/hg/fjwuXLiAs2fPIiQkBN27d6+0Y3JVOTo6om3btjh58mS1t/EoCxcuxE8//YSFCxfi+vXrqk7ej/Pmm2/i8OHD+PDDD3Hz5k1s2rQJX3/9daUdvh9lxYoV+Omnn3Djxg3cvHkTO3bsgIuLi9oVZydOnEC/fv2qe2hEBouFD1EdFRISgvz8fHTo0AEzZszAa6+9prrcGgA2bNiAwMBAPPfccwgKCoIQAr/99pvqFExpaSlmzJiB5s2bo3///mjatClWr15d6b46deqEV155BWPGjIGjoyOWLVtWYR2ZTIa9e/eiXr166NatG/r06YNGjRph27ZtT32sL730EjZv3vzU2/m3Hj16YMeOHfjll1/QunVr9OrVC2fPnn3sc9q2bYvt27dj69ataNmyJRYsWIAPPvgAkydPrvJ+ra2tsWzZMrRr1w7t27dHXFwcfvvtN8jlZR/ZYWFhyMzMrHD6i4iejCM3E9VBPXr0QOvWrWtsugip5efno1mzZti2bRuCgoKkjqNzY8aMQatWrfDee+9JHYVI77DFh4j0nrm5Ob7//nukpqZKHUXnioqK4O/vjzfeeEPqKER6yVjqAERE2tCjRw+pI9QIU1NTvP/++1LHINJbPNVFREREBoOnuoiIiMhgsPAhIiIig8HCh4iIiAwGCx8iIiIyGCx8iIiIyGCw8CEiIiKDwcKHiIiIDAYLHyIiIjIY/w9lEbk7ioCIywAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "snapshot.show_potential(xlimits=[-20, 20], ylimits=[-2, 30])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notice the slight \"waviness\" of the snapshot potential. This results directly from the snapshot potential being generated as a sum of finite-width, but variable amplitude, projected Gaussian spots, as described in detail in walkthrough 3. \n", "\n", "Compare the actual projected potential (above) with the ideal one represented by the Snapshot object data:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "snapshot.show_potential(include_ideal=True, xlimits=[-20, 20], ylimits=[-2, 30])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The input data for the snapshot is shown as points, while the ideal potential based on this data appears as a dashed line. The solid line, which is the same as above, represents the actual potential applied at the time corresponding to this snapshot, within the limitations of the projection system. As with barriers, we can see that the biggest differences arise at sharp features where the potential energy changes very quickly as a function of position. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Spatial interpolation options ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The *interpolation* parameter passed to the constructor of our snapshot object controls how the given points formed by the equal length lists of (positions, potentials) are connected *spatially* (as opposed to the previously encountered rf evaporation and barrier interpolation inputs, which controlled how points were connected *in time*.) Options for spatial interpolation include those options familiar to scipy users and are summarized in the following table:\n", "\n", "| Interpolation parameter value | notes |\n", "|-----------------------------------------|--------------------------------------|\n", "| \"ZERO\" | Spline interpolation at zeroth order |\n", "| \"SLINEAR\" | Spline interpolation at first order |\n", "| \"QUADRATIC\" | Spline interpolation at second order |\n", "| \"CUBIC\" or \"SMOOTH\" | Spline interpolation at third order |\n", "| \"OFF\" or \"STEP\" or \"PREVIOUS\" | Assumes value of previous data point |\n", "| \"NEXT\" | Assumes value of next data point |\n", "| \"LINEAR\" | Linear interpolation between points |\n", "\n", "*Note: The total optical potential applied to the quantum matter sample is bounded below by 0 kHz (no painted light at that position) and above by 100 kHz, which under certain circumstances can alter the expected potential energy landscape. This is particularly true for high-order interpolation options, e.g. cubic, which tend to overshoot or undershoot these bounds for points close in proximity to them. Also, just as for multiple barriers that overlap, the presence of snapshots/landscapes and barriers together can lead to optical potentials that sample this energetic ceiling.* " ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "options = [\"OFF\", \"LINEAR\", \"CUBIC\"]\n", "for option in options:\n", " snapshot = qmf.create_snapshot(\n", " time=2.5,\n", " positions=[-10, -5, 0, 5, 10, 25, 30, 39],\n", " potentials=[0, 10, 20, 15, 0, 10, 15, 2],\n", " interpolation=option,\n", " )\n", " snapshot.show_potential(ylimits=[-5, 30], xlimits=[-20, 50], include_ideal=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The snapshot data structure allows for very flexible potential-energy profiles." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Landscape objects ##" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`Landscape` (*landscape*) objects represent the dynamic potential energy as a function of position. A *landscape* connects a series of snapshots together in time. A valid *landscape* needs at least two snapshots to define the potential at the start and end time that the landscape should be applied. At intermediate times between the provided snapshots, the overall landscape / potential energy as a function of position is *linearly* interpolated point-by-point (in position) along the same 1-micron-pitch grid used for projecting individual spots whose sum makes up the optical potential. This interpolation behavior is not user configurable. \n", "\n", "NOTE: The time values of individual snapshots that make up the overall Landscape object must be at least 1 ms apart." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us demonstrate the instantiation of an landscape that evolves between a narrow/short barrier-like object to a wider/taller one with a different spatial interpolation style. " ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "snapshot1 = qmf.create_snapshot(\n", " time=2.5,\n", " positions=[-10, -5, 0, 5, 10],\n", " potentials=[0, 10, 20, 15, 0],\n", " interpolation=\"LINEAR\",\n", ")\n", "\n", "snapshot2 = qmf.create_snapshot(\n", " time=5.3,\n", " positions=[-20, -10, 0, 10, 20],\n", " potentials=[0, 15, 40, 10, 0],\n", " interpolation=\"CUBIC\",\n", ")\n", "\n", "landscape = qmf.create_landscape(snapshots=[snapshot2, snapshot1])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Observe this applied potential energy derived from our *landscape* object at any particular time using the `Landscape.show_potential()` method:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "landscape.show_potential(times=[2, 3, 4, 5], xlimits=[-30, 30], ylimits=[-5, 45])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Add a Landscape object to QuantumMatter ##" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar to how we added *barrier*s, we can also add *landscape*s to our *matter* objects, in this case by providing a `landscape` parameter during instantiation. \n", "\n", "In this example, we include both a simple Barrier as well as a Landscape object, in this case made up of just two snapshots. As usual, all objects are created with the help of our *factory*:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# define a simple barrier, just as an example, that lives until t = 10\n", "barrier = qmf.create_barrier(\n", " positions=[30, 30], heights=[30, 30], widths=[3, 3], shape=\"GAUSSIAN\", times=[3, 10]\n", ")\n", "barrier.evolve(duration=3, height=15, position=-30)\n", "\n", "# and the dynamic landscape, consisting of two snapshots for this example\n", "snapshot1 = qmf.create_snapshot(\n", " time=0,\n", " positions=[-10, -5, 0, 5, 10],\n", " potentials=[0, 10, 20, 15, 0],\n", " interpolation=\"LINEAR\",\n", ")\n", "snapshot2 = qmf.create_snapshot(\n", " time=15,\n", " positions=[-20, -10, 0, 10, 20],\n", " potentials=[0, 15, 40, 10, 0],\n", " interpolation=\"LINEAR\",\n", ")\n", "landscape = qmf.create_landscape(snapshots=[snapshot1, snapshot2])\n", "\n", "# and construct the program\n", "matter = qmf.create_quantum_matter(\n", " name=\"paint 1d job trial\",\n", " temperature=100,\n", " lifetime=20,\n", " time_of_flight=10,\n", " barriers=[barrier],\n", " landscape=landscape,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualize the overall potential energy ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show the total spatial potential energy as a function of position for various manipulation phase times using the `QuantumMatter.show_potential()` method. The total potential will include contributions from both our *matter* object's constituent barriers, the new landscape, as well as the background magnetic trapping field: " ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "matter.show_potential(times=[2, 4, 8, 16], ylimits=[-2, 50])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As shown, the total potential includes both the evolving landscape as well as the scanning barrier (in addition to the magnetic trapping potential)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Submit QuantumMatter to Oqtant QMS ###" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitting 1 job(s):\n", "\n", "- Job: paint 1d job trial\n", " Job ID: 2e25bd96-5b85-45a4-b587-cfba8679fcc1\n" ] } ], "source": [ "matter.submit(track=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Retrieve results ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We retrieve the results in the normal way:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'COMPLETE'" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "matter.get_result()\n", "matter.status" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The output data includes some of the results seen previously for jobs that use time-of-flight imaging. Due to the presence of the painted potentials, the Oqtant platform will not attempt to fit a temperature to the falling cloud. This is due to the high chance of interference or structure in this image. Oqtant will return 0 for these calculated fields. Advanced analysis is left to the user. " ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "- mot_fluorescence_image\n", " - pixels\n", " - rows\n", " - columns\n", " - pixcal\n", "- tof_image\n", " - pixels\n", " - rows\n", " - columns\n", " - pixcal\n", "- tof_fit_image\n", " - pixels\n", " - rows\n", " - columns\n", " - pixcal\n", "- tof_fit\n", " - gaussian_od\n", " - gaussian_sigma_x\n", " - gaussian_sigma_y\n", " - tf_od\n", " - tf_x\n", " - tf_y\n", " - x_0\n", " - y_0\n", " - offset\n", "- tof_x_slice\n", " - points\n", "- tof_y_slice\n", " - points\n", "- total_mot_atom_number\n", "- tof_atom_number\n", "- thermal_atom_number\n", "- condensed_atom_number\n", "- temperature_nk\n" ] } ], "source": [ "matter.output.fields" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "matter.output.plot_tof(figsize=(6, 6))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Advanced options and discussion ##" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Mapped job type ###" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our *matter* object that includes a *landscape* is mapped to a *PAINT_1D* job type. " ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "matter.job_type" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 4 }