{
"cells": [
{
"cell_type": "markdown",
"id": "c12c6b39",
"metadata": {},
"source": [
"# Overview of data using View3D\n",
"\n",
"or the initial overview of what has been measured and for viewing some features in the data, a quick 3D viewer can be initiated. This tutorial shows how to initialize it but not how the interactive parts work; for this see [Viewer3D documentation](../Data/Gui.html), the [dedicated tutorial](AdvancedView3DTutorial.html), or the in-depth explanation in [Interactivity](../../InDepthDocumentation/Interactivity.html). What is done when using the viewer is that all data from all provided files are binned in 3D pixels (voxels) of equal size independent of density of measured points. This does of course not reflect the actual data quality but gives quick insights into the data."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "5084a1d1",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:16.862538Z",
"iopub.status.busy": "2023-05-01T11:54:16.862538Z",
"iopub.status.idle": "2023-05-01T11:54:18.840642Z",
"shell.execute_reply": "2023-05-01T11:54:18.839714Z"
}
},
"outputs": [],
"source": [
"# Import of libraries needed\n",
"%matplotlib inline\n",
"\n",
"\n",
"from MJOLNIR.Data import DataSet\n",
"from MJOLNIR import _tools # Usefull tools useful across MJOLNIR\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"\n",
"## Set larger figure for this tutorial\n",
"plt.rcParams['figure.figsize'] = [18, 12]\n",
"plt.rcParams['figure.dpi'] = 100\n"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "6db44adb",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:18.841646Z",
"iopub.status.busy": "2023-05-01T11:54:18.841646Z",
"iopub.status.idle": "2023-05-01T11:54:19.912733Z",
"shell.execute_reply": "2023-05-01T11:54:19.912733Z"
}
},
"outputs": [],
"source": [
"# Loading and conversion of data\n",
"\n",
"files = _tools.fileListGenerator('136,137', folder='C:/Users/lass_j/Documents/CAMEA2018',\n",
" year=2018)\n",
"\n",
"# Define the DataSet object and provide file(s)\n",
"ds = DataSet.DataSet(dataFiles=files)\n",
"\n",
"# Run the converter. If no binning is specified MJOLNIR uses highest possible binning (currently 8)\n",
"ds.convertDataFile()\n",
"\n"
]
},
{
"cell_type": "markdown",
"id": "37a0651c",
"metadata": {},
"source": [
"The viewer is an interactive widget which takes all of the data from the data files and bins them into voxel (3D pixels). One can view data from CAMEA as being in a 3D space; either with coordinates ($Q_x$, $Q_y$, $E$) or in the scattering plane ($H$, $K$, $L$, $E$). The binning makes sure that the x-axis of this cube of data is either along projection vector 1 (rlu = True) or $Q_x$ (rlu = False), with the y-axis 90$^\\circ$ to the x-axis and the energy axis out of plane. \n",
"\n",
"The inputs for the method are\n",
"\n",
"- dx: bin size along x-axis ($Q_x$ or projection vector 1)\n",
"- dy: bin size along y-axis ($Q_y$ or orthogonal to projection vector 1)\n",
"- dz: bin size along z-axis (Energy)\n",
"\n",
"A couple of additional parameters can be set, e.g. if a grid should be plotted."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "5eedec07",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:19.914868Z",
"iopub.status.busy": "2023-05-01T11:54:19.914868Z",
"iopub.status.idle": "2023-05-01T11:54:20.652465Z",
"shell.execute_reply": "2023-05-01T11:54:20.652465Z"
}
},
"outputs": [],
"source": [
"Viewer = ds.View3D(0.03,0.03,0.05, grid=True)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "18c4ad08",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:20.652465Z",
"iopub.status.busy": "2023-05-01T11:54:20.652465Z",
"iopub.status.idle": "2023-05-01T11:54:21.006484Z",
"shell.execute_reply": "2023-05-01T11:54:21.006484Z"
}
},
"outputs": [
{
"data": {
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xMaEzZ86ELgUoOTU1Ndq1axe3SANKBEFvwNIwKAdWWUNDg7Zt26ZUKhW6FMRQXl6u3t5ekqKBFbJr1y5NTk7q1KlToUsBACAIBuVAAD09Pbp06ZIuXrwYuhTEsH37dlVWVuroUf8p3gCWrqys7Om8jZmZmdDlAMhD2iWCLkCx4t0LBFBZWamuri4NDAwok8mELgeLmL/s4MiRIyRFAytg69atqqmp0ZEjR0KXAgDAqmNQDgTS2dmpTCaj0dHR0KUghsbGRrW0tJAUDayA+QNfx44d080VCvEDsPIyMmWUCLRwTflizOyEmX00dB3IRvo6EEgikdDevXv1zW9+U1u3blWFJ+UahaW3t1f79++PnRT9isTrstrKWrZ4+6YvXo5dh5vJvqWeL808WVfn39fRkez1K6sidpZ9JkdUyro3qb2y0r9Zz/X5vsegHE5ntrJyf3si+w+1zO3b3r6+1ywXydrarLb0xIS3L0nvz7R+/Xpt3bpVg4ODesELXhC6HAAoRT8k6XroIpCNmXIgoObmZm3YsEGHDh0KXQpiqK6u1u7duzUwMEBSNLACenp6dOHCBV26dCl0KQCWgPT1wuac+7Zz7ljoOpCNQTkQWH9/v0ZHR3X9Ogcui8GuXbs0NTWlp556KnQpQMmpqqrSnj17OPAFAIuYOxX9YTP7AzO7ZGbjZvZXZlZrZv/FzE6Z2TUz+6yZbVywzkfn/r/dzJyZvc7MPjO3/piZ/ZmZrQv64GJY4uOvNrPfMrMjZjZlZtfN7Etmds/c77fPrfPYgv1UmdlBMxs0s4jTCvPHoBwIrK6uTu3t7dynt0gkk8mnk6Knp7NPIweQn87OTqXTaZ04cSJ0KQByRPr6qntI0g5JPy7pNyW9UdI3JN0v6Wck/bKk10r6v+6yjT+VdELSD0p6n6T/U9J/W6mCl1muj/8vJf0fkn5L0islPSipT9InzMycc0/Nte0zs7fMrfNbknZKeqNz7tZKPRCuKQcKQHd3tx555BGdP39eW7b4rzlG4WhtbdXIyIiOHDmi3t7e0OUAJWX+wNeTTz5J3gYA3N11Sa93zs1IesTM3iRpq6QXOueuSZKZvUrSvXfZxuedc++a+//9ZvYKST+g2QFtoYv9+M2sQlKdpLc75/56bv0vm1m9pN+T1CzpnHPuL8zsRyS9z8wuS3qnpF9yzv3bSj4QBuVAASgvL1d3d7dSqZSampqUTCZDlwTFD/1KNjR4233BY27cH/qVC992ExvWZ7WlL/ivy/WFrPnaJMlyeC+6TPaZHpnxcW9fX7Ccty5PqF0UX6CbJKks+6suYf4ZFavOrit99WrsGnyhblEhevmGypVyUNyWLVvU0NCgw4cPa+/evaHLARDTbPp6mGu712j6+tfmBqTzzkuamB+Qzrks6W7/kH71jp9PSWpfnvJWXOzH75y7LekBSTKzrZL2zC0/MNdvYTLtz0hKSfrfkg5odtC+otbkeR5AIWpvb1cymdTx48dDlwIAQZmZ+vv7deLECY1HHNgBAHiT1G/kuI0770OZUfGMEXN6/GZ2v5kNafbAw99K+klJU/O/nu/nnDstab9mn4fPu1W4vrRYnnCg5M3/ETo8PKxbt1bskhUAKAr19fVqa2tTKpUKXQqAmDJKKB1oyTCswV2Y2U5JfyPpSUm7JDU4514i6e89fV8p6Ufm+v66mXWsdH28e4EC0tTUpKamJg0NDYUuBQCC6+7u1pUrV3Tu3LnQpQAAitvzJFVJ+m3n3LEFs9+vmvtvQpLMrEHSn0t6RNL3Sboq6SNmtqLXRzAoBwpMX1+fTp8+rStXroQuBQCCqqioeDpvI5PJhC4HwCJIX0cB+5akGUm/Y2avMLMfMLPPSnrN3O/nbwP3B5I2Sfo559y4pLdJ2jf33xXDuxcoMOvWrVNnZye3SAMAzeZtJBIJ8jYAAEvmnDsq6Q2Stkn6O83eCk6aHXA7SS8xs1dLeoukh51zx+bW+1tJn5P022a2a6XqM/7oB5Zm7hYK165du6b6+vpl3fbMzIweeeQR9ff3a9u2bcu67bUiKtk6WVub1eamZzw9/cnfvjTyqORy7zZz6Juorva2ZyYnY60fmZzuSR7PKeXck/4eJWq73mR6T9+o5PLMVHbuQqKmxt/35p0ZNtGPwZfgnrl929s3rkTELb18afWJdf7HkL52zduer2JJcL9w4YK+/vWv6+Uvf7kqKysXXyGm69evq2H27gkNzjlfYBCAGOb/JvrEk/2qqQtzB5mb42m98Z6UxOcZRYiZcqAAlZWVqa+vT4ODg5qZ8Q8YAWCt2Lx5szZt2kTeBgCgJDEoBwrUtm3bVF1draNHj4YuBQCC6+vr06lTp3Rthc4aAJC/tLOgC1CsGJQDBcrMtHfvXh09elQ3PaffAsBaUltbq46ODg0MDJC3ARSoULdDm1+AYlUWugAA0TZs2KDW1lYdPHhQz3/+80OXAwBB7dmzR/v379fZs2fV2toauhwAQJE4cOCASdooqVbShKTL+/btK5gjvAzKgQLX09Oj/fv36/Lly9q4cWPocoKKCm/zhYFFhZxlbk3F7uvjC+eK7OsJdYsKb5Onb1Sgmzf8LOmZIYjII8gluMwXiBYVRpaZmMjum2dYnS/QLaoudzt+WF3k/vJ8bnxBcb5gPUlKNqzLapu5fDn2/nN5bqPC5qI+U3cqlEC48vJy9fb2KpVKqbm5WckcPrsAVl7GJZQJdGuyDGfQwOPAgQPrJb3JzN7unNs5325mxw4cOPABSR/bt2/f1VD1zeM8D6DAVVdXa8+ePZyyCQCStm/frsrKSvI2AAB3deDAgfslnZL0B5s2bers7e3Vs571LPX29mrTpk2dmr0n+am5fkExUw4UgZ07d2p0dFQnT55UW1tb6HIAIJj5vI0nnnhCO3bsUHXU2ScAVl3Ia7vTYuIC3zU30P58Y2OjdXV12Z2309y8ebNNTU3p8OHD1WNjY58/cODAa/bt2/ePYaplphwoCslkUn19fRoaGtL0dP6n6AJAMWtsbFRLS4sOHjwYuhQAQIGZO2X9s42Njdbf35+4c0A+r7KyUv39/YnGxkaT9Nm59YJgUA4UiZaWFtXV1Wl4eDh0KQAQXG9vr86ePauxsbHQpQCYk1G426JlQj94FJI3Sarp6upKJBJ3H+4mEgl1dXUlJNVI+unVKM5bR6gdA8iNmam/v1/Hjx/XhCdQCwDWkurqau3evZu8DQDA0w4cOGBm9vampiZFzZDfqbKyUk1NTTKzd8yltK86rikHikhDQ4N27NihwcFBvfCFLwxdzrJ4YMNbve3Ok5IeyZN47Us+lyQryz4WGZXw7effbmw5pLdHsYrs1G+VZ/9znh6Lf3/7ZF2dtz09Pp7ddu1a7O1axOuQb4K8LwXfzfgv7Shr2pS92YuXvH1z4Uta96W3RyWf55S07nm+ItP5PddYx027jxI3pV1a3aT2Xbt2aXR0VE899ZR27NixavsF4JdRQplAc36h9ouCs9E5t7OpqSmnlZqamuzixYs7JTVKiv8FvUwYlANFpru7W/v379eFCxe0efPm0OUAQDDzeRsDAwNqaWlRebnngBUAlJhUKrVqpwf19/cHmTmOo/2/fj7redhUbfrd+2pUVpbbMHe+/7u+fPPSpS9+Puv3J377NSv6PHBICSgylZWV6urqUiqVUibDFVQA1rbW1lbV1tbqyJEjoUsB1ry0SwRdgFszs+P0mYgz7aLM95+cCXM5FO9eoAh1dHTIOacTJ06ELgUAgprP2zh27Jhu3LgRuhwAQEAT09KFm04XLlzMab3zFy7qwk2nG4FucsSgHChCiURC/f39OnTokKamcrj2GgBK0Pr167V9+3YNDg6GLgVY0zKyoAsgSV8ava2Lly7G/ht5ampKly5d1D+NZufCrBauKQeKVHNzsxobG3Xo0CE9+9nPDl1OltjBUJb/sUFfiFWipsbb193OPgRqyWTsfVmZ55pVT+DX7L6y/3HPJVQuqi7fY5DniydyfU/4WmbSX5fveczcjB8g5ws+k/zPo/M8N95AOEluJv7zmG+oW1QN3r6e58sirnNOeN77Ue8PX7sv0E3yfx6871v5w/Gigum8+/K8vvfXvsnf1/O+Wc5QuPm8jYsXLyrXgB8AQOn4yukZ/eieSg0dOqxn7e3X3W6LlslkNHTosG6npSdO53bK+3JiphwoYv39/Tp58qSuX78euhQACKqqqkpdXV0aGBggbwMIhGvKUQhuzkgf+PYtjY2N6TsDqcgZ86mpKX1nIKWxsTH90bdu6Wa4MTmDcqCY1dbWqqOjg/v0AoCkzs5OZTIZjY6Ohi4FABBQ6lJav//NWzp/aUxPfPWrGkgN6sKFCxobG9OFCxc0kBrUE1/9qs5fGtPvfeOWBi/necvbPHH6OlDkurq69Mgjj+js2bNqbW0NXQ4ABDOft/Gtb31LW7duVUUOp+IDyF9aCaUDzfmF2i8KV+pSWr/w2A29eGuZXtl2QZcvfTf87cJNp38ava2vnJ7RZMAZ8nkMyoEiV15ert7eXg0ODqq5uVnJHK6PBoBS09zcrA0bNujQoUN61rOeFbocAEBAN2ekR0Zn9MjojNaVS9VlpsmZcCnrUTikBJSAHTt2qLy8XMeOHQtdCgAENX+LtNHRUfI2gFWWcRZ0Ae7mxrR0abLwBuQSM+VASZj/I/Rf/uVftH37dlVHpDLny5eonqyt9dfkS9f2JT2Xx/9nyGX8182bJ/08l4TwfPnSzCUpuX59Vltmwn8fZe9jiEguj9hAvDZJlsPJFL7nMVlX5+2bHh+Pv+GYop7bXBLCzfN5SF+75u/red/mkpjv+zxE7StfvpR1SUo2NMSuwZvg7vucufjBabl89qLu0pBvKntdXZ3a29uVSqX0ohe9SGb8sQ4AKFzMlAMlYtOmTWpubtbQ0FDoUgAguK6uLl27dk3nz58PXQqwZmTmrikPsWQY1qCI8e4FSkhfX5/OnDmjK1euhC4FAIKqqKhQd3e3UqkUt0gDABQ0BuVACampqdGuXbu4RRoASGpvb1cymdTx48dDlwKsCRmXCLoAxYp3L1Bidu3apcnJSZ06dSp0KQAQ1HzexuHDh3XrVvxsAABLk5YFXYBiRdAbUGLKysrU19enwcFBtbS0qKxsZT/m6YkJb7s3QCqHsKioUDdvX18YWGTIWfyUM/OE0PnCtXzhYJKUvno1dl/zBJdZVLBdnnUlNzZmtaXHrnr7+rjb+ceWJtbVZNfgCSPzBeBJ/hA8X7Ce5H8dEpVV3r5RwXJxOU9dUaF0OQX5eUQ9hlyC5aLC4rL2lUOwXlRdPlbhf49GBcDdKU4gXFNTk5qamjQ0NKTnPOc5sWsDAGC1MFMOlKCtW7eqpqZGR44cCV0KAATX19en06dP66rnAA2A5cPp68DS8O4FStD8KZvHjh3TzVW8NRgAFKJ169aps7OTvA0AQEFiUA6UqA0bNqi1tVWDg4OhSwGA4Pbs2aMbN27ozJkzoUsBSlZaIa8rB4oXg3KghPX29ur8+fO6dOlS6FIAIKiysjL19vZqcHBQMzMzocsBAOBpBL0BJayqqkpdXV0aGBjQvn37ZLb8yaRRYWK+wCtfmJmvX9R2M1Px05NzCdeKDH+L+XxFhZHJs11fSJskyRN4ZRH3VvaFpLnp7EGGm/EHsqUvj2X3jQg484V2Rb0OvufRG/iniFA3z/pRYWiJmuznIDNxw9/XFzwWEToYFTzm43t+8w1vy0XU6+B7zi0i8DF2aF/E85XL+8P3mUyPj3v7Jhs3ZPcdu3K3CmPZvn27RkZGdPToUXV3d+e9PQDPFPLabq4pRzHj3QuUuM7OTqXTaY2OjoYuBQCCMjPt3btXR48e1WTM5HkAAFYag3KgxCWTSfX19WloaEjT0/nfygoAilljY6Nu3Lihl770pZzGDiyztEsEXYBixbsXWAO2bNmi+vp6HT58OHQpABDcAw88oKeeekp/8id/EroUAAAYlANrwfwpmyMjIxqPuIYTANaKhoYGvfvd79Z73/ve0KUAJcXJlAm0OC09N8fMPm9mH12+ZwLIDYNyYI2or69XW1sbt0gDAElvfetbtWvXrtBlAAjMzH5c0qtD14G1jfR1YA3p7u7WI488ovPnz6u5uXlZtpmoqvS2+9LAMzkEK/kSpJMVdd6+vgTnXFKwo5LH3c2bsdbPKSE8apue5yYqudyXMu5LdU/UrvPvy/N4M5P+xOxcEu99otL1fc+NPwk84s6znmuBo9Lmo9q9deW5vnebvvR35Xg3gYhtxBWVcr4SluPxLkfS+mLKysr0nve8R695zWtWfF/AWhHy2u6l7NfMGiW9T9LXl70gIAfMlANrSEVFhbq7u5VKpZSJuN0WAKwV9957b+gSACy/OjOrX7D4Zw9m/a6k/ynp4CrVBngxKAfWmPb2dpmZRkZGQpcCAEGZLf0aVADZMs6CLnNOSbq2YPllX61m9v2Svk/Sf1+N5wa4GwblKGlmVmVmf2FmV83srJk9tBx9i1kikVB/f78OHTqkqamp0OUAQMHiOwQoStskNSxYfuvODmZWJelPJf0n51z8a+uAFcI15Sh175P0fEnfL6lN0sfMbNQ595k8+xa1zZs3a9OmTTp06JCe/exnhy4HAAoV3yFADtJKKB1ozm/Bfsedc9cX6f6wpG845/5xZasC4mFQjpJlZuskvVXSq5xz35L0LTPrk/Q2SZ9Zat9S0dfXp8cee0zt7e1qaGhY9u3HDceysnJve/pGdiCaJZP+bXjaraLCX5cveMwi/oBwnuvuPX0t4T8F1nnOREg2bvD29QVb+cLyJH+om69vommjv64r17L7VvvDudxU9mPLJUQvsq+n3Rf+Fl1X9nMbFYznC7ZLbNns7Zo5d8G/jZh8jyHqfZv0hCSmr2W/NlL+gXtRfM+Z770U9R73vb651Fq2e6e3febIsay2qM/OSuE7BChpPy5pi5lNzP1cKUlm9qPOudpwZWGt4vR1lLJnSyqX9MSCtsclvdAsa2SVS9+SUFtbq87OTqVSKTnnQpcDAIWG7xAgRwVyTXkc+yTtlXTP3PJ3c8s9y/uMAPHwRYFS1iLpknNu4VTOeUlVku6cQsylb8nYs2ePxsfHdfbs2dClAECh4TsEKFHOuVHn3NH5RdK4Zk97Pxq6NqxNnL6OUlYj6c5zXOd/vvO80Vz6PsPY2Jimp797qnZlZaUqK++6SkHZs2ePUqmUGhsblYw4zRYACtHCf3vjmJqaekbA5fjd79++Kt8hQCnJKKFMoDm/UPsFlgODcpSyW8r+Y2j+5zsvWM6l7zN0dHQ84+fXv/71esMb3hC/ygLxj/9I1gmA4vKFL3whp/6f/OQn9alPfSpu91X5DgFKSdqZ0rmdRr6s+14q59ybl68SIHcMylHKTkvaZGZlzrn55KItkiYlXc2j7zOMjIyorq7u6Z+LbaZcmp3t/9rXvqZ9+/apqsofrCVJf6yPr2JVAHB3r371q3Pq/7KXvUwf/OAHn/55fHw868DqAqvyHQIAAINylLInJU1L+h7NBu5I0vdK+rpzWbHaufR9hsbGRtXX1y9TyWE0NzerpaVFw8PDet7znpfTupEJ4Z5U9WTLlqy29Nlz/vVzOJXe19ebsr4MfKnyUUnvvvbM9QlPTz9fynqU5Nbs5/bq92z19p2u2Z7VtvHJiNTvbx/MavMljEdxN/2ThAnfcxPRdyXYNf9pyy6TX+hhvo8h6m4EvvTzXFLwo5LpM5PZt+f1vjYR+8qlr48vZV2Skp47Qvjy0srL/c9XlPLyctXW1j7j57t4UqvwHQKUkiUEri3rvoFixcUXKFnOuZuSPibpw2b2AjP7QUnvkvSHkmRmjWbWEKfvWtDX16ezZ89qbGwsdCkAEBzfIQCA1cJMOUrdg5I+JOkxSdckPeyc+9zc7z4n6YSkN8foW/Kqq6u1a9cuDQwM6Pu+7/tkxhFnAGse3yFADpxLKOPCzPm5QPsFlgODcpS0udmLN80td/5uX9y+a8WuXbt08uRJPfXUU9qxY0focgAgKL5DAACrgUE5gKeVlZWpr69PAwMDam1tVVkZ/0QAAIB40jKlFSh9PdB+geXAX9wAnqG1tVXHjx/X8PCwent7F+1vVf6keXfrzlv2+kPdXDrt325Z9mloyQZ/oF766tW7VLj4/hKV/rAnN5NfPpMvRCu5IGTqGfu6nf3HRFSIXqK7M6ttpi47Nf8rf/Cni5X4tO4//3lve+fohqy29NgVb19fSJkvCEzyB6p5A/si3h/5Boylr/mD7VZC1GuensgO/UvUR7w/Jm/F3p/3ufG8F6P4nsdEZfRdGVbCar4+AACExsUXAJ7BzLR3714dP35cN27cCF0OAAAoEhn33QT21V9CP3pg6RiUA8iyfv16bd26VYODg6FLAQAAAEoag3IAXj09Pbp48aIuXrwYuhQAAFAEMnPp66EWoFjx7gXgVVVVpa6uLqVSKWUy+V1bDQAAAMCPQTmASJ2dnUqn0xodHQ1dCgAAKHAZWdAFKFakrwOIlEgk1N/fr29/+9vaunWrt4+LSnX2JGl791FT49/u7emstszNm96+vtTuXJK4M1P+ZGvfdn0J4xaRMG6e1JmoRHVfvb59SZKdvZTVNvKTXd6+cX3+ze/ztr/9/T+Q1Zaorvb29SV8Rz03bib79c1JzNcmal9RqfDy3AbQ916U/O8PJfL7o9B31wIpt/R0X7J9vqzc/+eCN0E+4rnN5TMJAMBawqAcwF01NzeroaFBhw8fDl0KAAAoYGlnSrtA9ykPtF9gOXD6OoC7MjP19/frxIkToUsBAAAASg4z5QAWVV9fr/b29tBlAACAAhYyBZ30dRQz3r0AYunqyu+aZQAAAADZmCkHEEtFVJhZZaW3PTOZHZ7mDWSLCG/zSayLCIXzhGBFhU35QrByCR3zPQYXccu4RHVVVlt6fNzbN1lbm73diFA45wnM2v6IJ0Trp72re+0sy96/JGWuZwd5RT1f/ucmfuiYL6gt8rVJp7PXjwhZ81Zg/mPSVp5dQy4Bg4n1DVlt6YuXvesn16/PanMR+/K9P3wha9IyhOh5RO3Lu/8cXvOyra3e9pnTZ2JvA0DhyMiUCXRtN+nrKGbMlAMAAAAAEAgz5QAAAADy5gLeL9wxU44ixkw5AAAAAACBMFMOAAAAIG8ZF/Cacu5TjiLGoBwAAABA3rglGrA0DMoB5MV5UrAlKVHvSYu+ci27X2V2QrkkZTwJ427anyrt6xvFl/CdrKvz9vUlpfseb6LGnwqfS7J8VNK6j3lS3atOZT+39z74s971E7ez07FrR2/495UYzmqLytb2JvE7f29vQrjLTrGPen/4+ka9D5IN2YnomRv+1yZzLf571MeXtB6VCp++ejV7XxF3DZDFnwHybSPquUlUV2c3etLTM1PZd1OIEpX+nmzckNUWlbLu+0xG3bkAAIBix6AcAAAAQN44fR1YGs7zAAAAAAAgEGbKAQAAAOQtE/CWaKH2CywHZsoBAAAAAAiEmXIAsVkymd044w8oc5PZYVGJKk8QmCdUSvKHY7nb/gApX1hVZnLSX5cnhMpN+Y+u+x6vL+gtKtDNV5dFPN6cgrTGPGFzN7Mf73pPsJ4kqTI7CMxdn/DX5anX+z6Q5KamstsiggB9gXve1yaH9X1tkuQ874WoMDJv0JonVC6K9zHEXvsuoYWe9siQRM97KZcwQ59815ek9NiVvLZb1rY99r4AhME15cDSMFMOAAAAAEAgzJQDAAAAyBsz5cDSMFMOAAAAAEAgzJQDAAAAyBsz5cDSMCgHkOUVidd5233BZVFBbb6gtURNTVabS/uD4nyhXVFhaL5wrVxCsKLCtbzbsOwTjKJCw5xnu+YLEovgfb4lJWrXZbXNXLyU1Zas8Aef+f5s8dUaJfIxeN4LUUFtvucsWVub1Zae8AfQ+evyP15fEF9UKJx5nvP0NX9gnq9e3+lnvm1GbdcbNKeI96gnDFHyP7ZcAtl88l1f8j+2XLY7M/pU3jUAAFCIGJQDAAAAyBsz5cDScE05AAAAAACBMFMOAAAAIG9OUsZ7kdTq7BsoVsyUAwAAAAAQCDPlAAAAAPLGNeXA0jAoB5AlMpm6LPufjJxSmdOZrKZEtT8l3bddSya9fX0J31GJ6L7HFtm3PPvx+tLbo+pKbmzMapu5cNHft6Ehqy0q9duXbO/leb5n189+bqO26X2+pv2J+XL+/cWVS9K6N3G/qjKv9SUpcyM7qT1K7HpzSLaPuhNAsnFDVpubuOHtG/XY8hGVCu/df8QdGbwp9BGPt6xrV1bbzOGjsWsAAKCYMCgHAAAAkDdmyoGl4ZpyAAAAAAACYaYcAAAAQN6YKQeWhkE5AAAAgLwxKAeWhkE5sMa9IvG6rLao4DKfqFA4b+iXpy0qKM63XUv4v3B9QW/J9eu9fdNXr3rbvdv1BJolamo8Hf3BVumx7H1FPV9RoW4+kc/5HaJCy3zhesm6Om9fN5P9HLio4DLLviIqWesJ91JuoW5x5bLNhC90TBGveQ59fe/RyPA2z3s06v0ZFermk6jMfn19AYWSP8DNV2/UY8iJ53MaxZ05n9X2pcyn868BAIACxKAcAAAAQN6cM7lAM9ah9gssB4LeAAAAAAAIhJlyAAAAAHnLyJRRoGvKA+0XWA7MlAMAAAAAEAgz5QAAAADyRvo6sDQMygHElrmZnebtSz6X5E3idhlPWnVU0rsnqd3FD2+Wqipz6BxRgu+xedoStev86/uSvNd50tvlT1/3pWhL0UnaWetHpIb7Eu+j9hX5+nr4ksejktp9tfmer+TGDd71Z85fiF2XT2Zy0l+XJ408ipuZzmqzHNbP5U4AvvTzqFrjvj8keT+nPsnaWm+7L/E+6r2USzp+1F0ZAAAoRQzKAQAAAOSN9HVgabimHAAAAACAQJgpBwAAAJA3rikHloaZcgAAAAAAAmGmHFgjXpF4nbfdG8rkCVmTIsKmcgkj84W/5RAkFhVsZWXlWW0zp8/4txFRr3e7FdnbdVNTWW2ZHEKpXETAmDfwzhOcJvmfB5dx2XVF7cvzfEWFg/n6Rr1m3scQEeTnC4BLeMLEcgl0yzcYT/K/x1eK77nNJQhwOWqN+/nLJaTNqiM+Y57XIVlX598fQW9AUeKacmBpmCkHAAAAACAQZsoBAAAA5M0FvKacmXIUM2bKAQAAAAAIhJlyAAAAAHlzklx2xMmq7RsoVsyUAwAAAAAQCDPlwBqRbGjwtvtSnb0p2pISNdnJ0O72tL9vdbWnb3ZatIsIf/bVEJU27XtsNuOvS0nPsch0xPHJmRl/+537ikiFd9Oe9aOe29p1WW2Z6/7Ea/Oksruox+ury9PX99rOdvbMPUSk83vT9X3PgfzPme+9mPQkskv+91IuKetRSf7eOwzk0DeXRHTf65C5cTP2+lF1+UTV5fuc5fJe8or5uZGiU9bLNm7MrwYAQWRkMgW6T3mg/QLLgZlyAAAAAAACYaYcAAAAQN64TzmwNMyUAwAAAAAQCDPlAAAAAPKWcSYLNGMd6v7owHJgUA6UoFckXpfVFhnk5ZGICNfyBXFFiRsWlUuIVlQAna+uyMfrCaGKqtU8YXVKZyfTZSYnvet7w/U860tSeuxKvPXlDwOzsnJvXx9fUFzmZg4BYxHPrW8bvsA/yf+c+fqmJyLC7jyPN2pfvrA5q6z09k14wuoig+1iKtvc5G3PTNzIbsvhdXAZ/w2AfK/vXTYSv6+H7/Mb9Zr53jeRj7fK//oAKGzOBbwlGvdEQxHj9HUAAAAAAAJhphwAAABA3gh6A5aGmXIAAAAAAAJhphwAAABA3pgpB5aGmXIAAAAAAAJhphwoYr6U9Shuasrbnqisyu57y9/Xu34O6eleEYnqvqR1F5Fc7l0/4T/mmPFsI+oxOM9jyKWGXJLavfuP6OtLi/clj0ftyzyPNyq93Zt470mwl/zPo5Xl8DUTkSbu402Qj3i8vtTvqM+D9/1o/scQ96j2zIWL/vU9r1kun6eouwasagCxL60+gjedPyLJf+b0mSWXBCAcbokGLA0z5QAAAAAABMJMOQAAAIC8cZ9yYGmYKQcAAAAAIBBmygEAAADkbXamPFT6epDdAsuCQTlQJHyhbr6QNik6AMonM3Urdl9fGJiLCOdKNjRktaWvXctePyIQLpegN184Vnpiwt/X95wl/ScN+Wrz1WWVld71fTX4wr0kSdP+8LS4XC7r+8LXbvvfM973x4vv8fZNHhrNXv+6/3VI1tZmtXmf74gAuthBgvIHjOUiMgTPEzYXFVzo4wumi/pM+97juTwHkTXkuQ3f+yMqvM33OuT72gAAUAoYlAMAAADIG/cpB5aGa8oBAAAAAAiEmXIAAAAAeXNzS6h9A8WKmXIAAAAAAAJhphwoQPc/7+GsNl8AVC4hbVF8240KVPMFW0UFRblbU74NZDd5Aqwkf3CZL2Qtqoaovr7H5iKeR2/oli/ca8YfshZVg3dfteuy2tJXr8ZePxduKvu1iXrNfRJT/sd7+f/XndXW+G/Z4X6S5A6fyGrzvo4RIWu+4LMouYSZJevqstrS4+Pevr73ri+8Leox+AIZl+Uz7QkTjAoCjBsK6QvmkyRZ9uch6vnyKeve7W3/h4P/I/Y2ABQOrikHloaZcgAAAAAAAmGmHAAAAED+uKgcWBJmygEAAAAACIRBOQAAAID8zV1THmJRjteUm9kuM/tHM5sws5Nm9osr9KwAi2JQjpJmZlVm9hdmdtXMzprZQ3fp+0Nm5u5YPrOa9QIACgffIUBpMrOEpM9LuijpOZJ+TtJ/M7M3Bi0MaxbXlKPUvU/S8yV9v6Q2SR8zs1HnnO8PpV5Jfy/pPyxoyz8K+S5ekXhdXutHJVAnPAnSvsRtyZ+6nSiv9PfNIcXal1KeKM/+Jydqm766ckkzj0oTT9R4HpvLxN6Gm8pOq45K1/a1Rz6HvtfBl/4uf0K3L0U7KjE740nGt4in1vccZL6Z8vbddGZL9voTNyK263/Os/pFpIP7Lh30JadLkmWye0e9l3zJ4bm8Dj5xE85zFZlA73m8UTWUtbZktc2cOZu9fi6f/VxcHFuZ7S6fgv4OAQqNc7NLqH3noFnSk5J+3jk3LumIme2X9L2SPrHsxQGLYFCOkmVm6yS9VdKrnHPfkvQtM+uT9DZJvj+oeiSlnHPnVrFMAEAB4jsEyF2B3BKtzp55u8Yp59zUM/u6s5JeL0k22/nFkr5P0n9c+UqBbJy+jlL2bEnlkp5Y0Pa4pBfOnbZ0p15Jw6tRGACg4PEdAhSnU5KuLVh+eZH+JzT72f6qpM+uaGVABGbKUcpaJF1yzi087/K8pCpJGzV7HZGkp4+Sdkm638x+RVJS0qcl/dod62cZGxvT9PR3Tw2trKxUZaX/9G8AwOIW/pu6nKampjS14FKecc/lCgusyncIUFKWELi2rPuetU3Swg+3//q97/oRSVskfUjSH0h6x7LXBiyCQTmCMrOfXsp6zrm/jNGtRtn/EM//fOeoeceC/j8mqUPSH0mqlvTOu+2ko6PjGT+//vWv1xve8IYY5QEAfL7whS+syHY/+clP6lOf+lTc7qvyHQJg2Y07567H7eyc+4Y0G+wo6a/M7F0cTMNqY1CO0D6q2dOM/Klc2ZKStkqKMyi/pew/nOZ/vrmw0Tk3amYbJV1xzjlJT86dnvhxM3vQORdZ38jIiOoWBEzlMlP+obq/9bZbTXVW28z5C1ltmajwJc/sT2Z6xr8vT+BVZnLSv92Y60vxg6GiAtmS69dntaWvXo1dQ2RdnsC7RHX28y1J6YmJ7Lo84WlRz1cmh1A432sZVZdvG77H66s/V2U7tmW1zZw85e07czb+pbSRIWV3iHq+fMFlmUl/plaiOjuozRfoJknJhobsvteu3a3EZ+6rpiarzcr9j8G33ajnxTzvBecJ7JP8AXRRYXW+UDdvDd6ztf37igrc8z3nM5cve/u++tWv9rbn62Uve5k++MEPPv3z+Ph41oHVBVblOwQoJcUS9GZmzZJe5Jz7mwXNByVVSKqXdGk5awMWw6AcheD5zrnsEaeHmW2RdCbmdk9L2mRmZc65+RHpFkmTkq7e2dk5d2cM8JBmT1Ns1ILTFO/U2Nio+vr6mCUBABZTHnEgYzm2W7vgwNoi+1mV7xAAQXRI+pyZbXfOnZ5re56ki845BuRYdQS9IbQ3yPPHzV1cmVsnjiclTUv6ngVt3yvp68498x5YZna/mV02s4XTXPdIuuyc448pAFh7nhTfIUBuXOAlvq9L+qakj5hZr5m9WrO3QPzNpTxsIF/MlCO0s5K+545bV0izfwhdlTS88LS/uVtaxLog0Dl308w+JunDZvYWzZ72/i5Jb5EkM2uUlHbOXdNsuu6kpD83s9+Q1KnZf5zfu/SHBgAoVnyHAKXLOZc2s9dK+mPNpq7f0GwOxB8FLQxrFoNyhHZgkd/fMLM/cs796hK3/6Bm0zQf0+xtMR52zn1u7nef0+xtMN7snBs3s/slvV/SNzSb2vmnmv2jCgCwNvEdAuSgQO5THrO/OyPph1emGiA3DMoRlHPOewnF3O1l1mv2tMEPmtk151zOMw7OuZuS3jS33Pm7fXf8PCjpFbnuAwBQmvgOAQCsBgblKEhz6bVXJP2Dmb1L0m+rQE8DHBgY0L333rukdb947SOx+74i8bqstqiEcV/SelTfXHhTziPSon3p6+ZLpb8dcT/imfiPwdfuMv6Ly6LS3r3b9SR/u0wmuy1im766ErXr/DvzPF7fviR/8rivLZfkcl9quCSlz5z3tvv4kumjEuC9afO+GtL+5yCxLrtvVEq6m4o/e5JL0rp3X573c+bmTU9Pf7p+1Hvcm9Qekc6fS4J83Bri3k1Byu0zBqAEBUpfB4oZQW8oBt+WlH1fpgLx4IMPyoW6/wcAAACAosagHMWgSbOz5gXp4MGD+sxnPhO6DAAAgKDmrykPtQDFikE5CpqZNUh6j6Qvhq4lys/93M/poYce0tTUVOhSAAAAABQZrilHUGb2mPxXHyUkNUjqlpRS/HuTr7qHHnpI+/fv11e/+lXt27cvdDkAAABh5H6/8OXdN1CkGJQjtAMR7fP3Kf+OpK+4Ar5ou6amRp/97Gd17NgxZTIZJRIrcwLKlzKfzmrzhb9JUnL9+qy2yKAmz1ObqK7yd/WcDZCZnPRv18cTgmXl/n+GfAFhUcFlvtAwX+iYJGUms4PDMrf8Zzl4w9NyCcyz7PeCiwj98oVjRQVmle3IjljwBbJFPbe+xxUVqObtGyEq1C0uX0ha1P4TifinKfreH6spKkTPJ+o5TFRmfyajPnsJy35uEhGBjL6gRm+onGf/Um6Pzcf37xoAAGsNg3IE5Zz7jdA1LIe2tjadOHFCx48f165du0KXAwAAEIDNLaH2DRQnrilHwTOz+8zsZOg67iaRSKi/v1+HDx/WrVu3QpcDAAAAoEgwKEcxqJK0NXQRi2lqalJTU5OGhoZClwIAALD6XOAFKFIMyoFl1NfXp9OnT+vq1auhSwEAAABQBBiUA8to3bp16uzs1MDAgAo4mw4AAGD5MVMOLAlBb8Ay2717t06ePKkzZ85o69aVPes+l+TiqKR2n6iE8ag08NicJ+HbkxQdVYNFJG77voejkql9Ce6ZKX8OgK+GxPr67PXPR6zvqTfyOfQktZdtXO/tOnPyVPbqnscVmbjvEfkc+LabQyJ7lGRDQ1abL/U7ipueid03UV2d1Rb1/kg2bsiua+xK/Lo8z81yPF++1ycqEd2XpB+ZQB/zPWIRd2SQ5/2cHh+PtU0AJcjZ7BJq30CRYlCOoMwso8WPbVqMPgWjvLxcvb29GhwcVHNzs8rK+JgBAAAA8GO0gNBeGrqAlbB9+3aNjIzo6NGj6u7uDl0OAADAinNudgm1b6BYMShHUM65L8fpZ2bfv9K1LCcz0969e/XEE0+ora1N1Z7TZwEAAACAoDcEZ2Y/aWafNbNPmdmP3vG77Wb2aUlfClTekjU2NqqlpUWDg4OhSwEAAFh5BL0BS8JMOYIys4cl/Zqk/ZKmJH3czDY55z5sZv9Z0nsk3ZD0M+GqXLre3l7t379fly9f1saNG4PWslKhcFGiwuKyeEKpJH8gWi5Bc76AsuXYhruZHRCWqKiIvy9PoJsUERAWEcIVN3wt9msgfxia5A9Ei3xufTVE9M0l1M3HG6IX0Tcq1M0nl1C3lVAW8e+E772Ujrj1oi9Er2xjdoCdJM2cORurhpnLl73r+5RtbfXv6/SZ2NsAAGAtYaYcob1Z0kPOuVc65/69pJ+Q9JCZ/a6k35X0EUl7nHMfCVjjklVXV2v37t3cIg0AAJS++fT1UAtQpBiUI7RWSX+74Of/Lald0uslvcQ59w7nXH5TaoHt2rVL09PTOnnyZOhSAAAAABQYBuUIrVyzp6dLkpxzGUm3JP2cc+6rwapaRslkUn19fRoaGtL0dP73KwYAAChE5sIuQLFiUI5CNRS6gOXU0tKiuro6DQ8Phy4FAArG2NhY6BIAAAiOQTlC8+VlllyGppmpv79fx48f18TEROhyAKAgkLcBlBjS14ElIX0doZmkc2Z2Z9vRO9rknIsfJV2AGhoatGPHDg0ODuqFL3xh6HLuKiqp3ZfKnqip8fbN3LwZu69P3IRxyZ8ybusi0sQ96drJ9eu9fb3p1lO3vH3jKmuKSMG+eCn2Nqzc80+386TYRyS9J2uzn5t0DgeLol6HRGWVZ2fx0+a928zh/bUcfI8hE/Ga+2rLpS7vezwicd/NzMRaX4pIts8h7T6XpHXv+hEp63f+uzIzM6NHH31UTz31lHbs2JHXPgEAKGYMyhHaS0MXsJq6u7v1yCOP6MKFC9q8eXPocgAgmLKyMvX19WlgYECtra0qK+NPEqDohUxBJ30dRYxvQITWLOlvnHP+6aE7mFmlpNc65/56ZctaGZWVleru7lYqldK+ffuUSHAFCYC1q7W1VcePH9fw8LB6e3tDlwMAQBCMCBDaJyU15NB//dw6Raujo0POOZ04cSJ0KQAQlJlp7969On78uG7cuLH4CgAKG9eUA0vCTDlCM0nfMLN0zP5F/55NJBLq7+/XN7/5TW3btk0VFRWhSwKAYNavX69t27ZpcHBQ/+7f/bvQ5QAAsOqKfoCDoveW0AWE0NzcrMbGRh06dEjPetazQpcTmy8Azhf+JkWEr3kOQLioYCxPcJk3SEySEtnXkaU9gW5RdXkD3SQlqrMD0TKTk7H6RfVNX/EHbvnC5qLqigr4ulNUmFp6Il7IWq5cOvvYmosKSYsZCudux6812eA/6cYbfBbBF+qWiDpw5glfy4XvvRjF+76L+DzktN08gwuTdXVZbenx8Zy3093drf379+vixYtqamrKqyYAAYWcsWamHEWMQTmCcs59LHQNofT19enAgQNqb29XfX196HIAIJiqqip1dXUplUrpvvvuI28DALCm8K0HBFJXV6eOjg7u0wsAkjo7O5VOpzU6Ohq6FABLxTXlwJIwKAcC6urq0vXr13Xu3LnQpQBAUPN5G4cOHdLtiPu1AwBQihiUAwGVl5erp6dHqVRKac/1uACwljQ3N2v9+vU6fPhw6FIALMX8fcpDLUCR4ppyFBQz2yipUtJN59zVwOWsira2No2MjOj48ePavXt36HJy5gt/k/wBcN5QN/MfG0zUVGY3RgVY5XBAwxdGFtl3OjvIyxey5gvhkvzBY1GhY75Qt6hAN1+QV2YqfiBaLkFguTxf5gncizqbMN+AMR83nX8onLs1ldUWVWtkANwdIoP5PMF2USFpvn3l8hxG1Ro3qM3XbyWYmfr6+vTlL39ZbW1t5G0AANYEZsoRnJn9sJk9amY3JF2Q9JSky2Y2YWaPmdlrA5e4oubv0zs8PKxbt5Z/oAIAxaS+vl7t7e1KpVLkbQBFxlzYBShWDMoRlJk9KOn/kbRf0qsl9UnaNfffH5D0qKSPmdnbgxW5CjZt2qTNmzdraGgodCkAEFxXV5euXbum8+fPhy4FQC4IegOWhEE5QntI0k87537TOfdl59wh59zI3H8POOf+u6Q3S/qlsGWuvL6+Pp0+fVpXrvjvrw0Aa0VFRYW6u7uVSqWUyWRClwMAwIpiUI7QaiSdWKTPKUn+C0BLSE1NjXbu3Mkt0gBAs3kbyWRSx48fD10KAAArikE5QvucpI+a2UvM7BnBg2aWMLMXS/qIpM8GqW6V7d69W5OTkzp9+nToUgAgqPlbpB0+fJi8DQBASSN9HaH9R0m/K+kfJZWZ2SVJU5pNYN8kaVrSX0p6MFiFq6isrEy9vb0aHBzUli1bVFZWvB9RXyq7L5E9Kpna3cxO0k40+JOY01c9adHr10f0vept9/GliXv7VVd72zM3PGnzERKebfjS3yV/6naisipWP0kyX5J3RIJ8Tjzv16gjvy6TfTaIm4mfnu6T8aX7y5887ktZl/xp85Ep6xF3DsjaZsTjivv+kqRMnvftjlw/5najUuFXWlNTk5qamnTo0CHdc889QWoAEJ8pXOAaN0RDMWOmHEE556acc2/X7AD8Pklvk/RuSe+Y+3mTc+7nnXPLMGIoDtu2bVN1dbWOHDkSuhQACK6vr0+nTp3S1RwOqAEAUEyKdxoOJcU5d1PSV0PXUQjmb5H2la98RW1tbaqpqQldEgAEs27dOnV2diqVSunee++VGfNhQMFyNruE2jdQpJgpBwrQhg0b1NraqsHBwdClAEBwu3fv1sTEhM6cORO6FAAAlh2DcqBA9fb26sKFC7p06VLoUgAgqPLy8qfzNmZm/FkLAAoA9ykHloTT14ECVVVVpT179iiVSum+++4riVM244a/SVKyri6rLXN9wts34TnFPyrQzReoJk+4l5R/uFYufEFrlkzG30Ay+xhrsrbWv6+IkDMfb8hZRABhVNCajy/gz9tWHrEvz/MVGcjmWz8iBM8n6u88X7ie7zFEBth5guJyegyr+P7Mhe9zvhy2b9+ukZERHTt2TF1dXSuyDwAAQmCmHChgnZ2dmp6e1smTJ0OXAgBBzedtHDlyRJPLcbcAAMuPmXJgSRiUo+CZ2SYzGzGzL5rZu0PXs5qSyaT6+/t18OBBTU/nd7soACh2jY2NamlpIW8DAFBSGJSjGExK+qhz7gFJx8wsh3N6i9+WLVtUX1+vw4cPhy4FAILr7e3VuXPndPny5dClALiDubALUKwYlKPgOeduOOd+Y+7/P+Gc818AXKLmT9kcGRnR+Ph46HIAIKjq6mrt3r1bAwMDco6/wgEAxY9BOVAE6uvrtWPHDk7ZBABJu3bt0u3bt8nbAAoN15QDS0L6OlAkenp69Mgjj+j8+fNqbm4OXc6yiUpq9qWy+9KuJcndzr7e3peCLUmJ+uxUdyUijk9eux5vXxEp6b6E76i6fNtwEanwUna7L/k86vmyRHaSv0WlfnuS1nNKWY94bnw1+NLIo+ryvWJR+0pP+FP785VLgruX5znITPoT1XNJZS+FBPfFzOdtfOc731Fra6vKy/2fKwAAigGDcgRlZo8p5rFN59z3r3A5Ba2iokLd3d1KpVJqampSImogCQBrQEtLi44fP67h4WH19fWFLgeAFHbGmplyFDH+qkdofy7p30naKOnLiyxrXnt7u8xMIyMjoUsBgKDm8zaOHz+uiRU6GwIAgNXATDmCcs79lZmdkfQFSfudc4+HrqmQJRIJ9ff36xvf+Ia2bdumysrK0CUBQDANDQ3avn27BgcH9cIXvjB0OcCaFzIFnfR1FDNmyhGcc+4xSb8t6X+ErqUYbN68WRs3btShQ4dClwIAwfX09OjSpUu6cOFC6FIAAFgSZspREOZuefYboesoFn19fXrsscfU3t6uhoaG0OWsCF8AnC/8TZIS1dVZbZnJSW9fdzO73epqc6zuzo1mvM2+ULdElf/sBjc9k902kx0ql8t2o4LirCL7+Upfu+btm/Q8t1F8dXkD3RQ/YMwiHoP38S5DaFmyLjsI0BfuJ/mf36jXzCfqPerlCcGL7Oo5gyadw+0Uy1pbstrcuP/08C9e+0js7a6UyspKdXV1KZVKad++feRtACE5m11C7RsoUnxzAUWotrZWnZ2dSqVS3KcXwJrX2dmpTCajEydOhC4FAICcMSgHitSePXs0Pj6us2fPhi4FAIJKJBLau3evDh06pNtFeps3oCRwn3JgSRiUA0WqvLxcPT09GhwcVDryftYAsDY0Nzdrw4YN5G0AAc0HvYVagGLFoBwoYjt27FB5ebmOHTsWuhQACK6/v1+jo6O6fv166FIAAIiNQTlQxObv0zs8PKzJXEKjAKAE1dXVqaOjg7wNIBROXweWhPR1FDwzq5L0Y5JuSXrMOXcxcEkFZePGjdqyZYuGhob03Oc+N3Q5K8qXyC75U9nLNm70b6Qsmd1WUeHtar6k9HR20npkSrovBXvCn2Kdi0Ttuqy2zMSN7P1XZKehS/6k9WREir+7NRW/ME8KfeZ2/EsrfK9Z+pp/xtOXtB6V6J5cvz57u1evevvmklKe8LxvfH8T+u4OMLuz7OcmMpU+mX0M3bd/yZ8WH/X6KpP9ms2cKe6ciq6uLj3yyCM6d+6cWlqyk+QBACg0zJSjGDRI+qikGkl/bWaeUdXa1tvbqzNnzmhsbCx0KQAQFHkbQEAhrydnphxFjEE5Cp5z7rxzLuGc+6ik73fO8VfWHWpqarRr1y5O2QQASW1tbUomkzp+/HjoUgAAWBSDchQUM9toZq1mtt73e8eIM9KuXbs0OTmpU6dOhS4FAIJamLdx69at0OUAawfXlANLwqAcwZnZD5vZo2Z2Q9IFSU9JumxmE2b2mJm9NnCJRaGsrEx9fX06ePCgZmZmQpcDAEFt2rRJmzdv1tDQUOhSAAC4K4LeEJSZPSjpYUnvlfQbks5LmpJUKWmLpJdI+piZvds594FghRaJrVu3amRkREeOHFFPT0/oclaNLwDOF/4mSWWbm7Ibb9709rWNjVltbvJMdr+IwK1MxHbjsjJ/UJs31C1h2R0jDs74tpu54a81uWVzdt9Tp719XZ7X7/rC1xK1tf6+nrC6KL7nK1lX599uDkFvsnjHtTM53Bkhqi5feFvk/qayZ4aTvtBC+R+vr4YvXvtI7P0Xkr6+Pj366KNqb2/Xhg0bQpcDlL6QM9bMlKOIMVOO0B6S9NPOud90zn3ZOXfIOTcy998Dzrn/LunNkn4pbJnFYf6UzWPHjunGjeyBCACsJTU1Ndq5cyd5GwCAgsagHKHVSDqxSJ9Tmk1gRwzr16/X1q1bNTg4GLoUAAhu9+7dunnzpk6f9p/hAWD5hEpefzqBHShSDMoR2uckfdTMXmJmz7icwswSZvZiSR+R9Nkg1RWpnp4eXbx4UZcuXQpdCgAEVVZWpt7eXg0ODpK3AQAoSAzKEdp/lPS4pH+UdNPMzpjZiJmdkXRL0pckfWWuH2KqqqrSnj17NDAwwCmbANa8bdu2qbq6WkePHg1dCgAAWRiUIyjn3JRz7u2SNkm6T9LbJL1b0jvmft7knPt551z8pCRIkjo7O5VOpzU6Ohq6FAAIaj5v4+jRo7qZZwAjAADLjfR1FATn3E1JXw1dRylJJpPq7+/Xt7/9bbW2tqoiIiG8VPkS2SXp/qqfiL0NN3Y1u20mOwU7UVPjXT9RWZXV5kvGjty/Z1+SlPQkkrvbt7P35WmT/OnrUfuaiUha90lUV2fXEJE87qvBksmstlxS1qP4Hlt6PH6aeZS4r2UiKp3f8/pEpqy7THZbzPR3Kfp59CWt55RAX0Q2bNig1tZWHTx4UM9//vNDlwOUJtLXgSVhphwoYc3NzWpoaNDhw4dDlwIAwfX29urcuXO6fPly6FIAAHgag3KghJmZ+vv7deLECY2X6OwXAMRF3gawskhfB5aGQTlQ4urr69XW1sZ9egFA0s6dOzU8PKz77ruPNHYAQEFgUA6sAd3d3bpy5YrOnz8fuhQACCqZTOqVr3yljh8/ro985COhywFKjwu0AEWMoDdgDaioqFB3d7dSqZQ2b96sRGLtHo+LCj/z8QW4WcKyO0bMtvn2Vda0yd934kZ2W0RIWnpiwtseV1Som48vvM0qK71901evxt6uVWQHvWU8qdi+UDvJ/xxEBar55PI+iKrBTWe/7r7wt1z2lUsQ4HIo1VC3xbS1tekd73iH3vOe94QuBQAAZsqBtaK9vV2JRELHjx8PXQoABGVm+tmf/Vm1tbWFLgUoLaFmyZktR5FjUA6sEYlEQnv37tXhw4c1NTUVuhwACKqhoUG/9Eu/FLoMoKQQ9AYsDYNyYA1pamrSpk2bNDQ0FLoUAAjula98ZegSAABgUA6sNX19fXrqqad0NYfrfwGgFFVG5CMAWCJOXweWhKA3rAlmVinpm5Le5pw7ENGnStIHJf2IpElJv+uc+71VK3KV1NbWqrOzU6lUSvfee6/MPMFlJexLmU9ntd1f+yZvX1/wWNnmpqy2mQsXY+/fTfqDvKJC3eKysuzgtKhAN1/YnC9oLrKuHGpNVFb5fxHzVlQunY69L/OE0kmS89SbS4BcLsF6vrC5XILeloPvPRr1vvMFvfk+I2sd3yEAgJXETDlK3twfSp+U1LdI1/dJer6k75f0HyU9bGY/usLlBbFnzx5NTEzozJkzoUsBgILGdwgQH9eUA0vDTDlKmpn1SvqEpLtOB5vZOklvlfQq59y3JH3LzPokvU3SZ1a80FVWXl6u3t5eDQ4OasuWLUomk6FLAoCCw3cIAGA1MFOOUnefpMckvWiRfs+WVC7piQVtj0t6oZmV5Odk+/btqqys1NGjR0OXAgCFiu8QIBdcUw4sCV8UKGnOuQ85537BOZd9cfAztUi65JxbePHneUlVkjauWIEBmZn27t2rI0eOaDLP65kBoBTxHQKULjPbamafMbMxMzttZr8/d7kKsOo4fR2YVSPpzpt3z/9813jesbExTU9/N1CrsrKyaBJ96+rq1NzcrFQqpXvuuSd0OQAKwMJ/z0rN1NSUpqa++0/9uCfobomW/B0ClJSQM9Y57NdmU24/I+mKpJdIapT0EUlpSb+4AtUBd8WgHJh1S9l/OM3/fNcZko6Ojmf8/PrXv15veMMblq+yVbKWQ998KeuSlGxoyGrzJa1HJYxnprITr3NJE0/W1XnbfYnZVp79z3lU+nr6yrXs9ZchV8CXAO97DnLhpv0p7b6U8/S17MclSYmamuy+OSSqRynbmD0BOnP5ct7bzVcudwPw+cIXvrBMlRSeT37yk/rUpz61Epte8ncIgCC6JH2PpC3OufOSZGa/Jul3xaAcATAoB2adlrTJzMqcc/OjgC2ava3N1butODIyoroFg6dimimfd+TIEV24cEEvfvGL19wt0iTpj/Xx0CUABePVr3516BJWzMte9jJ98IMffPrn8fHxrAOrS7Tk7xCglIRMQV+w37o7/paZcs7deSbLOUkPzA/IF8g+Gg+sAgblwKwnJU1r9qjp43Nt3yvp6865zN1WbGxsVH19/cpWt8K6urp06tQpnTt3Tjt27AhdDoCAysuzz3goFeXl5apdcI/6ZXysT2qJ3yEAlt2pO37+DUm/vrDBOXdV0j/O/zwXyPg2SftXuDbAi0E51iwza5SUds5dc87dNLOPSfqwmb1F0lZJ75L0lqBFrpJkMqm+vj4NDAyopaWlpP8oB4DlwHcI4FEY15Rvk7TwOq87Z8l93ivpuZJesLxFAfGQvo617HOS/nDBzw9K+qZmb3/zQUkPO+c+F6KwEFpbW1VbW6sjR46ELgUAigHfIUBhGnfOXV+w3HVQbma/I+k/S/pJ51xqVSoE7sBMOdYM55zd8fO+O36+KelNc8uaY2bq7+/X448/rra2Nq1bty50SavmS5lPe9tfkXhdVpsvzEyJ+NfhZ3K4/Zwv0C2qhlyC2nwBcFGhcL5Atczt256e/m341pckeW7d7A3Gi6grl4mYqCA/n1we72qGuvnCBPMN0ZOi3/vIxncIEENhzJTHZmYfkPTzmh2Qf3a5SwLiYqYcwNPWr1+vbdu2aXBwMHQpAAAAK8bMHpb0c5J+3Dn3v0LXg7WNQTmAZ+jp6dHFixd18WJ+t1UCAABry3z6eqgldp1mPZLeLem3JT1uZlvmlxV6aoC7YlAO4BkqKyvV1dWlgYEBZTKEBgMAgJLzWklJSf9N0tk7FmDVMSgHkKWzs1OZTEajo6OhSwEAAMXCBV7iluncbzvnzLfk8eiBJWNQDiBLIpFQf3+/hoaGdDsi5AoAAABA/khfB+DV3NysDRs26NChQ3rWs54VupwgfMnU99dmByu72/6E8Hwla2u97emJiay2jCeIO7l+vX/9q1fz6utNoJdknhT6qORyX5p4LnzPje95kXJLVPe1lzVt8vaduXgpe1/V1dnbzCFxP+p5yTdpnZR1AKsh12u7l3vfQLFiphyA1/wt0kZHR3X9+vXQ5QAAAAAliUE5gEh1dXVqb29XKpWScxyCBgAAd1Ek15QDhYZBOYC76urq0rVr13T+/PnQpQAAgELGoBxYEgblAO6qoqJC3d3dSqVSSqfTocsBAAAASgpBbwAW1d7erhMnTuj48ePavXt36HKCyty8uWr7igou87GK7PA1l0OtvkC3yH15At2k6PA0b19PcJkvJM08IW2SlL52Lf6+cqjLF7TmC3ST/AFyPjkF9kUEuiXr6rLXHx+PtX8AWC02t4TaN1CsmCkHsKj50Lfh4WHdupVfCjQAAACA72JQDiCWpqYmNTU1aWhoKHQpAACgEHFNObAkDMoBxNbX16fTp0/rag6nOgMAAACIxqAcQGzr1q1TZ2enBgYGuEUaAAB4BnNhF6BYMSgHkJM9e/boxo0bOn36dOhSAAAAgKJH+jqAnJSVlam3t1eDg4PasmWLysrW1j8jX8p8OqvtFYnXxV4/KrE74UnXnrl82d+3piarzd2ezmqLSklfTb5aJX+KfWZyMrujr03+pHZF3LIv31T4so0b/X0nbmS3RdTr40t6j0pf9yWtl21t9fb9h6f+MHYNALCsQl7bzUw5ihgz5QBytn37dlVVVeno0aOhSwEAAACKGoNyADkzM+3du1dHjx7VzVW8bzcAAChwJK8DOWNQDmBJGhsb1dLSooMHD4YuBQAAAChaDMoBLFlvb6/OnTunyxHXPgMAgLWD9HVgadZWQhOAZVVdXa09e/ZoYGBA9913n8zCB4sVEisrz2qLDB3zhIZZMunt6gtJ8+7fEyQWVZebyQ6Kk/xhZFaRvb4kJTyhf1G1+mrwbTdq/URdbVbbzIWL3r658Ia6Na739jXPa5ksz34OXMRr7n0eI4Lekp4gwOmOzd6+AACguDBTDiAvO3fu1PT0tE6ePBm6FAAAEFKo68m5rhxFjkE5gLwkk0n19fVpaGhI09P+2VYAAAAAfgzKAeStpaVFdXV1Gh4eDl0KAAAIhGvKgaVhUA4gb2am/v5+HT9+XBMTE6HLAQAAAIoGg3IAy6KhoUE7duzQ4OBg6FIAAEAIXFMOLAnp6wCWTXd3t/bv368LFy5o8+a1kwz9pcynve33174pqy0q5dyl07HacuIy3mZLZKfkW0WFt2/GlwYekRDu40tvj9pu1HPjk2/SerI2O71dkjLj41ltiapKb193O7teX6J6ommTf/3r2fuK4nt9Hvl/fzX2+gAAoHAxUw5g2VRWVqqrq0sDAwPKZPwDQgAAUJq4phxYGgblAJZVR0eHJOnEiRNhCwFKHAe+AAAoDQzKASyrRCKh/v5+HTp0SFNTU6HLAUrW8ePHQ5cAAM/ENeXAkjAoB7Dsmpub1djYqEOHDoUuBShZhw8f1q1b8a/vB4AVx6AcWBKC3gCsiL6+Ph04cEAdHR2qr68PXU4QmZs3s9qsLDsITPKHibnpZPx9eYLTMrdve/v6asglZC3qMfi24Q2Kk5TwBJdF1etd3xcgFxFs592uZYfdSZLV1Hi26/9Lzzyvma8tvS0i6O1fz2S1Jfv2ePv+w8BvZrV97Wtf09DQkJ7znOd41wEAAMWBmXIAK6Kurk4dHR0aGBiQixjUAFi6vr4+nT59WlevXg1dCgBIIugNWCoG5QBWTFdXl65fv65z586FLgUoOevWrVNnZycHvgAAKHIMygGsmPLycvX09CiVSimd7z23AWTZs2ePbty4oTNnsk+FB4BVxzXlwJIwKAewotra2lReXk5SNLACysrK1Nvbq8HBQc3MzIQuBwAALAFBbwBWlJmpv79f//Iv/6Lt27erqsoT0FWivpT5dFbbKxKv8/ZNT+QXtJZLcFouoW65rO8NX4vahufMiVweQ1SAXFzp8fHYfROTEWF19bVZbZnxiex+B0f8G27ckF3X4HDsuuZt375dIyMjOnr0qLq7u3NeHwCWizknC3Q5Taj9AsuBmXIAK27Tpk1qbm7WwYMHQ5cClBwz0969e3X06FHd9CT+AwCAwsagHMCq6Ovr05kzZ3TlypXQpQAlp7GxUS0tLRz4AhAW15QDS8KgHMCqqKmp0c6dO0mKBlZIb2+vzp07p8uXL4cuBQAA5IBBOYBVs3v3bk1OTurUqVOhSwFKTnV1tXbv3s2BLwDBcJ9yYGkYlANYNfNJ0QcPHiQpGlgBu3bt0vT0tE6ePBm6FAAAEBPp6wBW1bZt2zQyMqIjR46op6cndDmrLllX5213t7MTzX0J5ZI//TyXCYJkQ0NWW/ratdjrJ6qr4+8sh8dgnvT2qER3X/p6Ln2j+F4fq/e/ZirPTsG3W1Ox95Uey85X8CX25yKZTKqvr0/f+c531NraqnJPjQCwYkJe281MOYoYM+UAVtV8UvSxY8dIigZWQEtLi+rq6jQ8nPvt1QAAwOpjUA5g1W3YsEGtra0aHBwMXQpQcsxM/f39GhkZ0cRE9n3TAWClcE05sDQMygEE0dvbq/Pnz+vSpUuhSwFKTkNDg7Zv386BLwAAigCDcgBBVFVVqaurS6lUiqRoYAV0d3fr0qVLunDhQuhSAKwV3KccWBKC3gAE09nZqRMnTmh0dFTt7e2hy1kV6fFxb7svPM2U9PetqszuW5ndlonYl5vODlmLCknz7r92nbc9cyM7IyBz+3bs7SrpOU6czsRePZdAtyjewL1LY/7OnnozOeQk5BvqtpjKykp1d3crlUpp3759SiQ4Dg8AQCHiGxpAMMlkUv39/RoaGtK0Z6AIID8dHR1yzunEiROhSwGwBnBNObA0DMoBBLVlyxbV19fr8OHDoUsBSk4ikVB/f78OHTqkqan4t2sDAACrh0E5gKDmb5E2MjKi8YjTrQEsXXNzsxobG3Xo0KHQpQAodVxTDiwJg3IAwdXX16utrY2kaGCF9PX16eTJk7p+/XroUgCUOE5dB3LHoBxAQeju7tbY2JjOnz8fuhSg5NTV1amjo0MDAwPc7QAAgAJD+jqAglBRUfF0UnRTU1PJJkVHJW7fX/1TWW2RaeK+S4MnJrKayjZu9K4+c/lyVluiosK/r7Lsr4n0lWversnG9VltuaSR59I3X1GPN98E92RdXVZbVOL+auvq6tIjjzyic+fOqaWlJXQ5AEqRc7NLqH0DRao0/+oFUJTa29tlZhoZGQldClByysvL1dPTo1QqpXQ6HbocAAAwh0E5gIJBUjSwstra2lRWVqbjx4+HLgVACeKWaMDSMCgHUFA2b96sTZs2kRQNrID5ux0MDw/r1q38TtUHAADLg0E5gILT19enp556Steu+a9dBrB0mzZt0ubNmzU0NBS6FAClhluiAUtC0BuAglNbW6uOjg6lUim9+MUvlpmFLmnF5RswZmXl2dvMIWAsc/u2tz3hCXqzcv9XR+Zq9kGUsqZN/r43skPdcgl6S65fn9WWvnrV29cX6hb5eKurs9rM8xxI/gA3X1tUuF9IfX19evTRR9Xe3q4NGzaELgcAgDWNmXIABWnPnj0aHx/X2bNnQ5cClJyamhrt3LmTW6QBWFaWCbsAxYpBOYCCNJ8UPTg4SFI0sAJ2796tyclJnT59OnQpAACsaQzKARSsHTt2qLy8XMeOHQtdClByysrK1Nvbq8HBQc3MzIQuB0Ap4JpyYEkYlAMoWAuToicnJ0OXA5Scbdu2qbq6WkeOHAldCgAAaxaDcgAFbePGjdqyZYsOHjwYuhSg5Mwf+Dp27Jhu5hC0BwA+3KccWBrS1wEUvN7eXj366KMaGxtTY2Nj6HKCK9vclNXmJrPT293tae/6icqq7EbnT8jxJaL70swlyWrXZbXNXLzk7RuXt1ZJLocBZFTSurdvnmdkFGLS+mI2bNig1tZWDQ4O6gUveEHocgAAWHOYKQdQ8GpqarRr1y6SooEV0tvbq/Pnz+vSpfwOogBY45wLuwBFikE5gKKwa9cuTU1N6dSpU6FLAUpOVVWVurq6lEqlOPAFAMAqY1AOoCiUlZWpr6+PpGhghXR2dmp6elqjo6OhSwFQpLimHFgaBuUAikZra6vWrVun4eHh0KUAJSeZTKq/v19DQ0OanvbnEQAAgOVH0BuAojGfFP3444+rra1N69ZlB4utBTMXLua1frKuLn5nT0haZHDaWHZ7VFBbZio7mC6XflFhc6upGEPdFrNlyxbV19fr8OHD6u/vD10OgGIT8n7hzJSjiDFTDqCorF+/Xlu3btXg4GDoUoCSM3/ga2RkROPj46HLAQBgTWBQDqDo9PT06OLFi7p4Mb8ZYwDZ6uvr1dbWxoEvADnjmnJgaRiUAyg6C5OiMxn//bUBLF13d7fGxsZ0/vz50KUAAFDyGJQDKEqdnZ1Kp9MkRQMroKKiQt3d3Rz4ApAb7lMOLAmDcgBFKZFIqL+/X4cOHdLtqOAxAEvW3t4uM9PIyEjoUgAUCU5fB5aG9HUARau5uVkNDQ06fPiw9u7dG7qcvPiSvF+ReJ23b1nTpqy2zLXr2W0RByusNju13k3GS0O/m2RtbVZbemIi/vqeVPh0RNhYZAL8CijFlPU45g98feMb39C2bdtUWVkZuiQAAEoSM+UAipaZqb+/XydOnCApGlgBmzdv1saNG3Xo0KHQpQAoBi7wAhQpBuUAilp9fb3a29uVSqXkuJ4MWHZ9fX06efKkrl27FroUAABKEoNyAEWvq6tLV69eJSkaWAG1tbXq7OzkwBeARXFNObA0DMoBFD2SooGVtWfPHo2Pj+vs2bOhSwEAoOQQ9AagJLS1tenEiRM6fvy4du3aFbqcFeWmZ2L18wWvSdLM2XPLWc7T4tYVxRfqlqio8PZdqaC3tRrqtpjy8nL19PRocHBQzc3NSiaToUsCUIgybnYJtW+gSDFTjjXBzCrNLGVm++7S54fMzN2xfGb1qkQ+5pOiDx8+rKmpqdDlACVnx44dKi8v17Fjx0KXsur4DgEArCQG5Sh5ZlYl6ZOS+hbp2ivp7yW1LFjeurLVYTk1NTWpqalJQ0NDoUsBSo6Zae/evRoeHtbk5GToclYN3yFADkhfB5aEQTlKmpn1SvoXSTtjdO+RlHLOnVuwXF3RArHs+vr6dOrUKV29ejV0KUDJ2bhxo7Zs2aKDBw+GLmVV8B0CAFgNDMpR6u6T9JikF8Xo2ytpeGXLwUpbt24dSdHACurt7dXZs2c1NjYWupTVwHcIkANTwPT10A8eyANBbyhpzrkPzf+/WfQ/1zb7yy5J95vZr0hKSvq0pF9zzq1MohRWzO7du7V//36dOXNGW7duDV3Oskt7zgLwBaKlJya86yeqqz0bTXv7Wg7bzUzdyl6/rNxfQ1VlrO1GBbol6+qy9+XZpiTNXLzkbcfS1NTUaNeuXUqlUnrJS15y139bix3fIQCA1cCgHJi1Q1KNpClJPyapQ9IfSaqW9M67rTg2Nqbp6emnf66srFRlpX9wgNXT1dWlVCqlxsZGlZXxTx3iWfhZRrS2tjaNjo7qxIkT2rZtW+hyYpuamnpGEOS4J/F/iZb8HQKUFOdml1D7BooUf6kCkpxzo2a2UdIVN3vO85NmlpD0cTN70Dnnn0aU1NHR8YyfX//61+sNb3jDyhaM2P7pn/4pdAkoIl/4whdCl1BUvvOd7+g73/lO6DJi++QnP6lPfepTy77dfL5DAABgUA7Mcc7deYHkkKQqSY2SLkatNzIyoroFp9IyU144rly5on/913/Vvn37VFVVFbqcnP2xPh66hDXn1a9+degSioZzTv/yL/+iDRs2qLu7O3Q5sbzsZS/TBz/4wad/Hh8fzzqwulRL/Q4BSsn89d2h9g0UKwblgCQzu1/SJyRtd87dnGu+R9Jl59xd/5hqbGxUfX39CleIpdi8ebNaW1s1PDys5z3veaHLQREoL/dfAw+/Zz3rWXr88cfV2dmpdevWhS5nUeXl5aqtrX3Gz8shn+8QAGGZWaWkb0p6m3PuQOBysEaRvo41y8wazaxh7scnJE1K+nMz6zKzV0l6n6T3BisQy2I+Kfry5cuhSwFKzvr167V161YNDg6GLmXV8R0CeBTZfcrNrErSJyX15b42sHyYKcda9jlJJyS92Tk3PjfT8X5J35A0LulPNftHFYpYdXW1du/erYGBAd13330lmxQdlVLu7Ts5mdWWbGjw9JTS164tuSZJcjP+4DR3O7/XIe0L6MohtOtLmU/ntX98V09Pj/bv36+LFy+qqakpdDmrie8QoIiZWa9mz3ApzT8MUFQYlGPNcM7ZHT/vu+PnQUmvWM2asDp27dql0dFRnTx5Um1tbaHLAUpKVVWV9uzZo1QqpX379pXsgS++Q4DFmXOyQCnoC/Zbd8e/Q1POuansNXSfpMck/aqkGytbHXB3nL4O5OnQoUOhS8Aiksmk+vv7NTQ0xC2vgBXQ2dmpdDqt0dHR0KUAwClJ1xYsv+zr5Jz7kHPuFxbkQADBMCgH8vTQQw/JcW/MgtfS0qLa2loNDw+HLgUoOQsPfN3O4VIKACUmE3iZtU1Sw4Llt1bq4QLLhUE5kKd/+7d/09///d+HLgOLMDPt3btXIyMjmpiYCF0OUHKam5vV0NCgw4cPhy4FQCDzp6+HWuaMO+euL1h8p64DBYVryoE8/cRP/ITe+c536oEHHlBFRUXocnAXDQ0N2rZtmwYHB/XCF74wdDmLigoju3/dT2c3ptPZbRZx3NVlspryDXTLlVVWZrUlPW3eQLcIhLeFZWbq7+/Xl7/8ZbW3t6uuri50SQAAFAVmyoE8Pfjgg9qwYYMGBgZCl4IYenp6dOnSJV24cCF0KUDJqa+vV1tbm1KpFJf1AGtRkd0SDSgUDMqBPDU3N+tP//RPlUjwcSoGlZWV6urqUiqVUiaTPWMMID/d3d26cuWKzp8/H7oUAACKAqMIYBn09fXp9OnTunLlSuhSEENnZ6cymYxOnDgRuhSg5FRUVKinp4cDX8Ba5FzYBShSDMqBZVBTU6OdO3dyymaRSCQS2rt3rw4dOkRSNLAC2tralEgkdPz48dClAMCinHPmnDsQug6sXQzKgWWye/du3bx5U6dPnw5dCmJobm7Whg0buM88sALmD3wdPnxYU1MEHwNrhbmwC1CsSF8HlklZWZl6e3s1ODioLVu2qKyMj1eh6+/v14EDB9Te3q76+vrQ5cSWmZzMakt4kv8zU7e86yeqq5e9piiJmprYfUlaLy1NTU3atGmThoaGdM8994QuBwCAgsVMObCMtm3bpurqah09ejR0KYihrq5OHR0dXHZQhKanp0OXgBj6+/t16tQpXb16NXQpAFYD15QDS8KgHFhGZqa9e/fq6NGjunnzZuhyEENXV5euXbumc+fOhS4FORgeHg5dAmJYt26dOjs7OfAFAMBdMCgHltmGDRvU2tqqgwcPhi4FMZSXl6unp0eDg4NKp9Ohy0FMIyMjunHjRugyEMPu3bs1MTGhM2fOhC4FwAqzTNgFKFYMyoEV0NPTo3Pnzuny5cuhS0EMbW1tSiaTJEUXkW3btimVSoUuAzGUl5c/nbfBgS8AALKRRAWsgOrqau3Zs0cDAwO67777ZGahS8JdzF928K//+q/avn27qqqqQpe0onxBcblIrl/vbU97rhvO5HAZR9nGjVlt/3Dxw96+U1NTeuSRR3ThwgVt3rw59j4Qxvbt2zUyMqKjR4+qq6srdDkAVkrIa7u5RAZFjJlyYIXs3LlT09PTOnnyZOhSEMOmTZu0efNmDQ0NhS4FMVRWVqqrq0upVEqZDOcsFrr5A19HjhzRZJ4HhQAAKDUMyoEVkkwm1dfXp4MHD5IUXST6+vp0+vRpXblyJXQpiKGzs1OZTEYnTpwIXQpiaGxsVEtLC3kbQClzgRegSDEoB1ZQS0uL6uvrSYouEjU1Ndq5cydJ0UUikUho7969OnTokG7fvh26HMTQ29urs2fPamxsLHQpAAAUDAblwAoyM/X39+v48eOamJgIXQ5i2L17t27evKnTp0+HLgUxNDc3a8OGDTp06FDoUhBDdXW1du/erYGBAQ58ASXInAu6AMWKQTmwwhoaGrRjxw6SootEWVnZ00nRMzMzoctBDP39/RodHdX169dDl4IYdu3apampKT311FOhSwEAoCCQvg6sgu7ubu3fv5+k6CKxbdu2p5Oiu7u7Q5eTJVFdvXr7qvQk0Ufc1ipZV5fV5iIObPgS4KOS1hdTV1en9vZ2pVIpvehFL+JuBwVuPm9jYGBALS0tKi8vD10SgOVC+jqwJMyUA6tgPil6YGCApOgiMH/ZwdGjR3Uzh1t6IZzu7m5du3ZN586dC10KYmhtbVVtbS15GwAAiEE5sGo6OjokSSMjI4ErQRyNjY1qbW0lKbpIlJeXq6enR4ODg0pHzOSjcMzfIm1kZEQ3btwIXQ6A5eIkZQItTJSjiDEoB1bJfFL04cOHNTU1FbocxNDT06Nz587p8uXLoUtBDG1tbUomkzp+/HjoUhBDQ0ODtm3bRt4GAGDNY1AOrKLNmzersbGRpOgiUV1drT179pAUXSTmZ1+Hh4d169at0OUghp6eHl26dEkXLlwIXQqAZUD6OrA0BL0Bq6y/v1+PPfaYOjo6VF9fH7ocLGLnzp0aHR3VyZMn1dbWFrocSf6QtGRDQ3ZHTz9JSlRUZG8z6j7fyexjt+nx8bsXGMOXMp/Oexs+mzZtUlNTk4aGhvSc5zxnRfaB5TOft5FKpbRv3z4lEswVAEXNKWDQW5jdAsuBbz9gldXW1qqzs5PZ1yIxnxQ9NDSk6enp0OUghr6+Pp0+fVpXrlwJXQpi6OzsVCaT0ejoaOhSAAAIgkE5EMCePXs0Pj6us2fPhi4FMbS0tKiuro6k6CKxbt067dy5U6lUigNfRSCRSKi/v19DQ0O6HXXGBoDiMH9LtFALUKQYlAMBkBRdXOZvkXb8+HFNTEyELgcx7N69Wzdu3NDp06dDl4IYmpubtWHDBvI2AABrEoNyIJAdO3aovLxcx44dC10KYmhoaNCOHTtIii4SZWVl6uvr0+DgoGZmZkKXg0XMH/gaHR3V9evXQ5cDYKlC3Q5tfgGKFINyIJCFSdGTEYFcKCzd3d0aGxsjKbpIbNu2TdXV1Tp69GjoUhBDXV2d2tvbuewAALDmkL4OBLRx40Y1NzdraGhIz33uc0OXg0XMJ0UPDAzopS99aUElRaevXctq86WsS3dJWvf1vXlzyTVJK5eyHsf87OsTTzyhHTt2qKamJlgtiKerq0v79+/X+fPntWXLltDlAMhRyFuTcUs0FLPC+YsSWKP6+vp05swZkqKLREdHhyRpZGQkcCWIo7GxUa2trTp48GDoUhBDRUWFuru7lUqlyNsAAKwZDMqBwGpqarRr1y5ukVYkEomE9u7dq8OHD2tqaip0OYihp6dH586d0+XLl0OXghja29uVTCZ1/Pjx0KUAyBXp68CSMCgHCsCuXbs0OTmpU6dOhS4FMWzevFmNjY0kRReJ6upq7dmzhwNfRWL+soPh4WHdunUrdDkAAKw4BuVAAZhPij548CBJ0UWiv79fJ0+eJCm6SOzcuVPT09M6efJk6FIQQ1NTk5qamjQ0NBS6FAC5YKYcWBKC3oACsXXrVo2MjOjIkSPq6ekJXQ4WUVtbq46ODg0MDOjFL36xzGzV9p2src1qS3vun55LoFuUso0bs9pmIk4DDxnqtphkMqm+vj595zvfUWtrq8rLy0OXhEX09fXpscceU0dHh9avXx+6HAAAVgwz5UCBmD9l89ixY7qZZ+I1VkdXV5euX7+us2fPhi4FMbS0tKiurk7Dw8OhS0EM69atU2dnJ5cdAMWEmXJgSRiUAwVkw4YN2rp1qwYHB0OXghjKy8vV29urwcFBkqKLwPyBr5GREU14zixA4dmzZ49u3Lih06dPhy4FAIAVw6AcKDA9PT26cOGCLl26FLoUxLBjxw6Vl5fr2LFjoUtBDA0NDdq+fTsHvorEfN7G4OAgeRtAMcgEXoAixaAcKDBVVVUkRReRhUnRk5OToctBDN3d3bp8+bIuXLgQuhTEsG3bNlVXV+vo0aOhSwEAYEUQ9AYUoM7OTo2Ojmp0dFTt7e2hy8EiNm3apObmZg0NDem5z33uiu/PtmzObjyafTp2sq7OvwHPwR5fUJwk/cPFD+dUWzGorKxUV1eXBgYG9NKXvlSJBMenC9n8ga8nnnhCO3bsUE1NTeiSAEQw52SBJhRC7RdYDvwlAhSg+aTooaEhTU9Phy4HMfT19enMmTO6cuVK6FIQQ0dHhyRpZGQkcCWIo7GxUS0tLTp48GDoUgAAWHYMyoECtWXLFjU0NOjw4cOhS0EMNTU12rlzJ5cdFIlEIqG9e/fq8OHDmpqaCl0OYujt7dW5c+d0OeKWfAAKAOnrwJIwKAcK1MKk6PHx8dDlIIbdu3drcnJSp06dCl0KYti8ebMaGxt16NCh0KUghurqavI2AAAliUE5UMDq6+vV1tamVCoVuhTEMJ8UffDgQZKii0R/f79Onjyp69evhy4FMezcuVPT09M6efJk6FIA+GRc2AUoUgzKgQLX3d2tK1eu6Pz586FLQQxbt25VTU2Njhw5EroUxFBbW6uOjg5mX4sEeRsAgFJE+jpQ4CoqKtTd3a1UKqWmpiaSogvc/GUHX/nKV9TW1rYiSdHu/MVY/dI5XPbwpcynl1pO0evq6tIjjzyis2fPqrW1NXQ5WERLS4tGRkY0PDysvr6+0OUAWCjktd0cWEUR4697oAi0t7fLzEiKLhIbNmzQ1q1bNTg4GLoUxFBeXq7e3l4NDg4qnU6HLgeLmD/wdfz4cU1E3MoPQCghQ94YlKN4MSgHikAikVB/f78OHTpEUnSR6Onp0YULF3Tp0qXQpSCGHTt2qLy8XMeOHQtdCmJoaGjQjh07OPAFACgJDMqBIrF582Zt2rRJQ0NDoUtBDFVVVSRFF5H52dfh4WFNTk6GLgcxdHd36/Lly7pw4ULoUgDM45ZowJIwKAeKSH9/v06dOqVr166FLgUxdHZ2Kp1Oa3R0NHQpiGHTpk1qbm7mwFeRqKysVFdXlwYGBpTJZEKXAwDAkhH0BhSRdevWPZ0Ufe+998rMQpeEu5hPin7yySe1detWlZeXL8t2cwlw81nLoW6L6evr06OPPqqOjg5t2LAhdDlYREdHh06cOKGRkRHt3LkzdDkAMgGv7eaWaChizJQDRWbPnj2amJjQ2bNnQ5eCGLZs2aKGhgYdPnw4dCmIoaamRjt37uSygyIxn7dx+PBh8jYAAEWLQTlQZMrLy9XT06NUKkVSdBGYv1Z5ZGRE43nOcGN17N69W5OTkzp16lToUhBDc3OzGhsbdejQodClAHCZsAtQpBiUA0Vox44dqqio0NGjR0OXghjq6+vV1tZGUnSRKCsrU19fnw4ePKiZmZnQ5SCGvr4+nTx5krwNAEBRYlAOFCEz0969e3XkyBGSootEd3e3xsbGdP78+dClIIatW7eqpqZGR44cCV0KYqirq1NHR4dSqRSXHQAhkb4OLAmDcqBIbdy4UVu2bNHBgwdDl4IYKioq1N3drVQqRVJ0EZi/7ODYsWO6efNm6HIQQ1dXl65fv65z586FLgUAgJyQvg4Usb6+Pu3fv19jY2NqbGwMXQ4W0d7evmJJ0SSqL78NGzZo69atGhwc1Ate8ILQ5WARC/M2Nm/erGQyGbokYO0hfR1YEmbKgSJWXV2tTCaj+++/X9PT06HLwSLmk6K/+MUv6uUvfznXKxeBnp4efe1rX9NLX/pSXq8i0NbWpqeeekr33XcfrxcAoGgwKAeK3Mtf/nKdPXtW73vf+0KXghg2b96sZz/72Tpy5Ij+/M//PHQ5WERVVZX27duno0eP6s/+7M9Cl4NFmJkeeOABjYyM6EMf+lDocoC1h2vKgSVhUA4UuZqaGv3mb/6mfud3fkcXLlwIXQ5ieM5znqM3velN+tVf/VVduXIldDlYRHd3t372Z3+W16tItLa26qGHHtK73/1uXi8AQFHgmnIgT9evXw9dgl772tfqAx/4gN7+9rczm1ckXv3qV+sLX/iCfvmXf1nvfe97895eIbwPS9nrXvc6ffazn1221wsr6w1veIP+8i//Ug899JDe//73R/bjcwMsM6dwM9ZMlKOIGbcOAZbGzLZKOhW6DgBA3rY5506HLgIoVmZWL+nay1t+VmWJiiA1zGRu65GzfypJDc65kj7ilkqlVm0A19/fb6u1r1y1/9fPr9rzcOK3X7OizwMz5cDSnZG0TdJ46EIAAEtWp9l/zwHkK+S13Uw0oogxKAeWyM2eZsLMCgAUt5KeUQMAFD4G5QAAAADyl8lIygTcN1CcSF8HAAAAACAQZsoBAAAA5I9ryoElYVAOAAAAIH8MyoEl4fR1AAAAAAACYVAOFDEzqzKzvzCzq2Z21sweukvfHzIzd8fymdWsd63J8fWJ3Rcrg89T8TKzSjNLmdm+u/ThMwastIwLuwBFitPXgeL2PknPl/T9ktokfczMRp1zvsFBr6S/l/QfFrTdWvkS17RcXp9c+mJl8HkqQmZWJekTkvoW6cpnDABQkBiUA0XKzNZJequkVznnviXpW2bWJ+ltknx/ZPZISjnnzq1imWtWLq/PEl5LLDM+T8XJzHo1OyC3RfrxGQNWgXMZORfm1mSh9gssB05fB4rXsyWVS3piQdvjkl5oZr7Pdq+k4dUoDJJye31yfS2x/Pg8Faf7JD0m6UWL9OMzBgAoWHwRAcWrRdIl59ztBW3nJVVJ2riwo5mZpC5J95vZsJkdM7PfNrOK1St3zYn9+uTYFyuDz1MRcs59yDn3C865m4t05TMGrAYX8Hpy0tdRxDh9HShQZlYtaWvEr89KqpE0dUf7/M+Vd7TvWND/xyR1SPojSdWS3rkc9SJLLq9PLn2xMvg8lTY+YwCAgsWgHChcL9TsaZk+P6TZUKk7/5ic//kZs0bOuVEz2yjpinPOSXpy7pTNj5vZg8659DLWjVmxX58c+2Jl8HkqbXzGgNXgnCTuUw7kikE5UKCccwd0l/AiM3uxpE1mVuacm5lr3iJpUtJVz/bG7mga0uypm42SLi5DyXim04r/+uTSFysjp9eAz1PR4TMGAChYXFMOFK8nJU1L+p4Fbd8r6evujghSM7vfzC6bWc2C5nskXXbOMYBYGU8q5uuTY1+sjCfF56mUPSk+Y8DKy2TCLkCRYqYcKFLOuZtm9jFJHzazt2j2+vN3SXqLJJlZo6S0c+6aZhOHJyX9uZn9hqROzd6z971Bil8Dcnl9FuuLlcfnqfTwGQMAFAsG5UBxe1DShzR77fk1SQ875z4397vPSToh6c3OuXEzu1/S+yV9Q9K4pD/V7EACKyfW6xOjL1YHn6fSwmcMWG1cUw4siTnewAAAAACWyMzqJV17We0bVRbo7pAz7rb2T3xCkhqcc9eDFLFKUqnUqg3g+vv7I/ONQmv/r59ftefhxG+/ZkWfB2bKAQAAAOTNZTJyFubabuIhUMwIegMAAAAAIBBmygEAAADkj2vKgSVhphwAAAAAgECYKQcAAACQv4yTjJlyIFfMlAMAAAAAEAgz5QAAAADy55ykQCnozJSjiDFTDgAAAABAIAzKAaCAmFmlmaXMbF+O6718br2bZvaomXXmsG6Vmf2FmV01s7Nm9tBd+r7ZzNzc8uNmtm/Bz/PLbTM7YWa/vmC9fWbRFxqa2a+b2YGI37m59X98wT7eHPfxAQBWh8u4oAtQrBiUA0CBMLMqSZ+U1Jfjejsk/Y2k/0fSCyRdlPQ3ZmYxN/E+Sc+X9P2S/qOkh83sR+/S/5Sklrl9zmtZsPRI+iNJv2ZmPx37gSzub+a2f2oZtwkAWC4uE3YBihTXlANAATCzXkmfkBR3IL3QWyV9wzn3e3Pbeoukc5Luk3Rgkf2um1v/Vc65b0n6lpn1SXqbpM9ErJZ2zp2bW1+SNP/zAr9vZq+S9EOS/nIJjymLc+6WpHNmll6O7QEAABQCZsoBoDDcJ+kxSS9awrrfI+n/nf/BOXdT0rdibuvZksolPbGg7XFJLzSzfL8jpiTN5LkNAECRKKbT13O5dAtYacyUA0ABcM59aP7/4591/rQWSWfuaDsvaVvMdS85527fsW6VpI2aPRU+J2aWlPSDkl4p6adyXR8AgFWw8NKtNkkfM7NR51zUWWLAimFQDgDFr0azs9ILTUmqzGNdxVxfkmRmEwt+rJI0KukXnHOfirsNAECRcxmFuyVa/P0u8dItYMUwKAeA4ndL2QPoSklX81hXkm7mUMM9c//tkfRhSX/rnPtgDutPy3NJ1YJT6Kdz2BYAIIAZTUuBQtBnvvs1UXfHGWdTzrk7Dz5HXbr1q2aWcI7UOKwuBuUAUPxOS9pyR9sWSU/GXHeTmZU55+av/94iaVLxBvWSJOfc0bn/PWpmlyX9s5mdcs79fsxNXJXU4Glfv+D3AIDCdFvSucf1hTu/i1bbhLLv0PEbkn79jrZlv3QLyAeDcgAofv8i6XvnfzCzGknPUfYfIT5PanYW+ns0O0uguW19fakzBc65J8zsTyS9x8w+65wbjbHadyR1m9kG59yVBe0v1OyM/fBSagEArDzn3C0z65BUEboWjztnyaVlunQLWC4MygGgCJjZFknXnHOTnl9/RNIvmtl/lfT3kn5N0ojmbodmZrWSqp1zWUf+nXM3zexjkj48dyu1rZLeJekteZb8bkmvl/T7kn5kweN44I5+t5xzByR9RVJK0qfN7Fc1O0txj6Tfk/QB5xynrwNAAZu7beWt0HXEtFyXbgHLgluiAUBxOKvZQW4W59wJST+s2YH01zV76t0POufmr+x711x7lAclfVOzt2T7oKSHnXOfy6dY59xVSb8s6YfN7OULfvUPdywfn+ufkfSApKck/Y2kg5LeK+n/lvQr+dQCAMAdnr50a0FbzpduAcuFmXIAKDDOOd890f4P3WUGwjk3P8j1/e7XzezFd1n3pqQ3zS05mZvl9t7DzTn3F5L+YkHTXe/1NjeTn+8MPQAAi3lSy3zpFpAPZsoBoMDNJZC/WbMz2UtZ/yc0e3r4ckma2RYzq1rGbS7KzKrmTuNPruZ+AQClZe5g9PylWy8wsx/U7Fllfxi0MKxZzJQDQIFzzmXM7OV5XFf918t8TfY2zZ5O/wZJ/2sZt7uYH5T0yVXcHwCgdD0o6UOaPeB9Tctw6RawVAzKAaAI5DOoXs4BuXPuo5I+ulzby3Hf/0urexAAAFCi8rl0C1hunL4OAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIBAG5QAAAAAABMKgHAAAAACAQBiUAwAAAAAQCINyAAAAAAACYVAOAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIBAG5QAAAAAABMKgHAAAAACAQBiUAwAAAAAQCINyAAAAAAACYVAOAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIBAG5QAAAAAABMKgHAAAAACAQBiUAwAAAAAQCINyAAAAAAACYVAOAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIBAG5QAAAAAABMKgHAAAAACAQBiUAwAAAAAQCINyAAAAAAACYVAOAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIBAG5QAAAAAABMKgHAAAAACAQBiUAwAAAAAQCINyAAAAAAACYVAOAAAAAEAgDMoBAAAAAAiEQTkAAAAAAIEwKAcAAAAAIJCy0AUAAErDgQMHTNJGSbWSJiRd3rdvnwtbFQAAQGFjUA4AyMuBAwfWS3qTmb3dObdzvt3Mjh04cOADkj62b9++q6HqAwAAKGQ5DcrN7ISktohfv9Q5d+Au6xx2znXnWN/davk/JX1Q0ibn3MQdv6uSdEHS2yR9bK75Y865N+exQ/eaN71fg1t2LXkTAFBq+jcl9fbnVKkiKW3auEmbNzeprKxMMzMzunjx4s6LFy++38ze/61vfUsVFRWhywUArJD+/n4LXQNQrJYyU/6fJX3K0z62yDp/tYR93c3nJP2JpNd46nnV3H8/K+mfJP3hMu8bANa8/k1JPfi8KjU2Nqqnu0uVlZXP+P3mzZs1NTWlw4cPa2xsTPX19QzMAQAA7rCUoLdrzrlznuX2IutcWmqRPs65K5K+KOlHPL/+MUl/45y74Zw7J2lyOfcNAGtdTZn09ufMDsiftbc/a0A+r7KyUv39/WpsbNT4+LgymcwqVwoAAFDYVj193cycmb3OzIbM7KaZfdLMOszs0bmf/9nMti7o/0NmdnDud18zs/sWbO4Tkl41d7r6fP9qST8w9zsAwAq4d2uZKpJST3eXEom7f5UkEgl1dXXJOaepqalVqhAAUAjMbKuZfcbMxszstJn9/sK/3T39/3ZuvLBw+QFPv1+cu0x2xc2NT7xn/ZrZT5jZFTPzH50GYgh1S7T/S9KbNXvq+Y9IekLShyS9WFKLpF+SJDN7tmavCX+PpGdJ+rikfzCz+Qu7/37uv/cv2ParJd2U9MiKPgIAWMNe0Vahpk1NkTPkd6qsrFRTU5Nu3bol5whkB4C1wMxM0mck1Uh6iaQfl/TvJf33u6zWK+knNTsmmF++dMd2OyX9+vJXHOmTkl5jZr5rsH5M0medcxx1xpItZVD+YTObuGMZzHEbf+Cc+1fn3GOSvi3pS865TzvnntTsdeDzgXDvkvRnzrlPOOeOOuf+SNI/SPp5SXLO3ZT0t5J+eMG2f0zSXzvnZpbw2AAAi6gtlzbXmDZvbsppvaamJqXTaQblALB2dEn6Hklvcc4NOuf+WdKvSXqjr/PcbHOHpK/fcZnsnQPeD2t2DLFaPi1pnaSXL2w0s3rNTg5yhi7yspRB+a9JuueO5dU5buP4gv+flHTijp/np156JL1t4QEAzR5d27Og/ycl/XszKzezGs3OvvPBAIAVUlU2G7BbVpZbVuh8fwblALBmnJP0gHPu/B3tDRH9uyQ5PXOs8Axm9tOanXn/i7vt2MzebGYHzOxX504vP2dmP2VmP2pmo2Z21cx+Z0H/SjP7QzO7NLd83MwaJck5d1GzZ+H+8B27ea2ky5IO3K0WYDFLSV+/4Jw7mud+75zFjkr+KZP0O5L+8o72hcFt/zS3/ks1+wG/4Jz7ap71AQAi3JqZHVTPzOR2QtJ8/9mzGQEApc45d1XSP87/bGYJzd6yeH/EKj2Srkn6n2a2T9JTkh52zv3D3PpNmh0bvFzSC2KU8CJJx+b6/ifNzrB/S7OTfM+X9Bdm9r+cc9+W9D/m+r1as2ON/6HZGfKXzW3rk5J+z8x+1jmXnmv7MUmfcs6RYoq8hLqmPK7DkjrmTl0/Oncw4D/ou7c8k3NuWrPXqrxW0g9p9gMDAFghE9PShZtOFy5czGm9ixcvKplMMigHgLXrvZKeK+lXI37frdlZ8H+U9ICkL0j6ezN7/tzv/0DSR51zcS+dTUh6x9wY4v+e2/bDzrnvOOc+IumCpO65s23fJulnnXNfc84NSPopSfvMbO/ctv63pFpJ3ydJZtYg6ZVa/ts+LyvnnDKZjNLptDKZDGerFailzJQ3mNkWT/u4c+5GvgXd4Q8k/bOZfV3S5zV7VOtBSd9/R79PSPqfkuo0GyIBAFhBXxq9raaa/6+9+w+yq6zvOP7+JNv8ABPC0o0O4BB+6A6ypLROx9phhst0kApWaEDBFqp12tDaUWiLP4slFlsEikPBlgGdgtVWdIBWNFDSH15BCVPR1rBZskJIhhZFznITsjHkxt377R/Puc7h5O7uvZvNvUn4vGbOXPa5z3Oe7x4mufne5znfk1Gv19sq9lav18myjMMPP9xJuZnZK1C+VfwK4KKIGJ6i2zXAzfmjjwG+L+mNwGpJR5FWvn+/g2l/XMhPmjtttxbeb942ewKwAFhf+oyaR7pt9vGIGJf0dVKR6m8A5wNbIuK7HcTTNY1Gg3q9zu7du5mcnPxZ+/z581m0aBELFy6c8ekp1j2zScpvyo+yj5OqpM+ZiHhU0qWk6oo3kLafvCsiHip1fZj0h+Z/O/jmzMzMZunbz05w4esX8sSmUVaeOjTtB3uj0WB0dBRJbVdrNzOzQ4ekW0iFmi+JiHum6pdvA99Wan4COIVUuf21QJYnzn3Agrzm1FvzInJlre6zarXVvJkTnQ7sLL1XvB/+n4BbJL2ftHX9gNyhu2fPHsbHx4kIBgYGGBgYoK+vj4mJCbIsI8sydu3axZIlS1iwoFVBeeu2jpLyiFixrxNGhEo/V0o/ryn9fBdw1wznDNIf0v0nQmv36wRmZgeXarV69vZttbXDw8MaHByc1yrhrtfrjI6ONmq1WgDnrFy5cl33IzUzs16RdDXwB8DFEXH3DH3vBBoR8d5C82nA46R7yf+y0L4K+ABQAZ7dxzA3A5PAUfnToJC0nFRM7o+B8bzf/cAdpFpWv0Za+T+g7Nmzhx07dtDf38/g4OBeX4YvX768+dlMrVZj6dKlTswPALNZKZ+NIyT9fESMdWk+4GfFJJYDi3l5cTgzM9tHlUrlwWq1em6tVrtn/fr1h+XfxqvwbXxkWQbp799VlUrFCbmZ2SuIpJNJu2mvBb5VvAU2Ip7L+7wGeDEiXgLuA+6SVAUeIT067XRgdUQ8T7oHvHnu54GJOShATb41/bPArZJW5/N8GjgO2FLoV5d0L3AjaUv7k/s691xqNBqMj4/T39/P0NDUu9gWLlzI0NAQw8PDbNu2jSOPPNJb2XusW1f/JuBbXZqraDnwI9L2EjMzm2OVSuVB4FjgirGxsadHRkbYsGEDIyMjjI2NPU1aRTjGCbmZ2SvSecB84CrSv8mLR9OPgIsAIuJe4H15/+F8/K9HxNYuxPqnpMee3QM8Str6fk6h0nrTl0ir9wfcI5jr9ToRweDg4IxJ9rx58xgcHCQiqNfLj4G3bpMr8JmZ2VyoVqsC+klFN8eBWqVS8YeMmZnZHBoeHt7rszUi2L59O/39/Zxyyiltn2vjxo3UajWWLVvWshDr0NDQAVuddcVH1nbt3xhbP3Xufr0O3dq+bmZmh7g8AX8hP8zMzGw/WDQyslfbpMRkXtStEwMDA2RZxoJNm5jfarF2aGi2YVoHvFJuZmZmZmZ2EKtWqyuALStXrqS/v7/tcbVajQ0bNgAcX6lUtu6f6GwmvqPfzMzMzMzs4LYTYGKi1VPgplboPz5dP9u/nJSbmZmZmZkd3F6QtDnLso62QWdZFpI2A7X9FJe1wUm5mZmZmZnZQaxSqURE3JJlWdvV1Ov1OlmWERE3uzBrbzkpNzMzMzMzO/h9Htg1OjraaDQa03ZsNBqMjo42gF3AP3QjOJuak3IzMzMzM7ODXKVS2Q5cUKvVYnh4uDHVinm9Xmd4eLhRq9UCWJWPsx5y9XUzMzMzM7NDRLVaPRu4BzhsID0mTX19fUxMTJBlWWRZBmmFfFWlUlnX02ANcFJuZmZmZmZ2SKlWq8uA35H0gYg4sdkuaXNE3Ax8vlKpvNizAO1lnJSbmZmZmZkdgqrVqoB+YAnpsWc1F3U78DgpNzMzMzMzM+sRF3ozMzMzMzMz6xEn5WZmZmZmZl0m6S2SviNpl6Qtkq6UpBnGvEvSRkkvSXpC0rt7HaOkkyR9TdJ2SWOSbpW0tMN5Fkn6qaQoHTtnGHe5pKfy6/E9SefM5veczfklVVrEWzyubnceJ+VmZmZmZmZdJOlXgK8Dm4BVwD8C1wMfnmbMBXm/dcD5QBW4U9LFvYpR0jLgP4FXA+8GPgpcDHylw+mGgD7gEuDNhePMaeL7E+BG0vPZVwFPA/dJOr3DuWd7/u+VYm0e/wHsAL7U9ly+p9zMzMzMzKx7JD0ILIuINxXargP+EHh1RLzUYswo8D8RcVGh7cvAL0XE62YZxxrgPRGxYjYxSvoocBVwXESM5X3eCtwPnB4R324zjt8DbgVeFRGtH7D+8v6LgR8Ct0fEh/M2AY8AOyPirHbmnevzS3o78FXgHRFxd7vzeaXczMzMzMysSyQtBCrAP5feuptUJX2vlV5JK4DXTzHmJEmvK/Q9T9JjknZLek7S30g6fD/FeDbwcDMhz60jVXrvZCv5acCmdhLy3JuAZcX4Iq023wucmSfVQEr48y3/dUnPSFojaf5cnb8wz2LgFmBtJwk5OCk3MzMzMzPrphOABcAPSu1P5a+DLcacnL9OO0bSbwH/Qtpyfj6wBrgU+GrzXnBJ8yX1SeojzwebP+dtncR4crlPREwCW6b4PaZyGjAhaZ2kn0iqSbpN0pIp+k93PeYDJwLkK/m3A/8O/AbwGdL2+9tniKet85dcDhwDXDHDuffSN3MXMzMzMzMzmyNH5K87Su3j+WurImkzjsmT7uuAf42IS5odJD1JSkrPAdaS7nk+o3Senxb6H99BjEe06NPs11axtzzulYCAzwGfBH4ZuBp4g6QzIqJRGtbO9TgC+DhwW0Rcnrevk/QC8DlJn46IjVOE1dH/I0kLSEn5XRHxFB1yUm5mZmZmZtY9M+1WLieg7Y4ZBI4F/qqw4g3wTVJyeRYpKb+MtAUdYDXwNuDthf4/BI5uM8bp4mr1e7SifP6skCQ/JOk54IukLfIPlMa0cz3eDCwmFWcrXo+v5a9nSRohrXwXTbZ5/qILgdcAN8wwriUn5WZmZmZmZt3zYv5a3pq9tPR+p2OOyv/77/Kj7GiAiBhtNkh6G7AnIh4rdpTUbowvtujT7Pdsi/a95Kvg1RZvrc1ff4G9k/JifNumiK+5xfz+KaY+mrRj4Bul9jPbPH/RhcDGiPj+FHNNy0m5mZmZmZlZ92wmrcaeVGpv/vxEizGjhT7/PcWYZjG3D9I6yd3Wom1fYxwt98mLqB1PKoo2I0lHA+cCD0bEM4W3msXUshbDitfjO6X49pAeX3ZC3vbb7H1vOMCPge2krfLlczfz5OnO34z/50ir+de1mKMtLvRmZmZmZmbWJRGxG3gIWNUsvpa7gLQC+18txjxFKp52YemtC4AnI2Irqbjb88DxEfFY8yCtWH8K+MX9EOM64AxJA4U+bwFelb/Xjj5S4bXLSu0Xkb4YeLjFmEeAn1C4Hnmcq4Bv5lXcHyUl0MeUrscEcC3pOo0X38uP8TbP33QqcBjQ1uPfproAZmZmZmZm1j2fJBVf+4qkvwd+lbTC/ZGI2CVpKfAGYHNENFeK/wK4Iy9Udh9wHvBO4GJIVc8l/Rlwm6RJ0r3Ty0jFzo4FvlsOIiLWkCq0dxxj3udW4P3Av0n6BGkL/fXAAxHxSDsXIiKekXQH8EFJLwHrSY9c+xjwmYj4QZ70nwiMRMSO/Br9NfDnkvaQkuj3Am8kPcqNiHhB0vXANfn1rJKqo18DBDDlVvN2zl9wav460s7v24rS49bMzMzMzMysWyT9JvAJUoG2Z4G/jYgb8/cqpHudfzci7iyMuQy4EngtaQv1tRHxhdJ53wl8CBgCdpJWcK+KiMfnMsZCnyHgJlLSPk56JNuV+Ypzu/MsJCX8lwLHAf8HfBa4ISIakt4D3AGcGRHVfMw8UuK+GhggJcVXRcQDpXO/D/gj0tbzbaQvGj5W2irfKqZ2z/8h0tb1xfkOg445KTczMzMzMzPrEd9TbmZmZmZmZtYjTsrNzMzMzMzMesRJuZmZmZmZmVmPOCk3MzMzMzMz6xEn5WZmZmZmZmY94qTczMzMzMzMrEeclJuZmZmZmZn1iJNyMzMzMzMzsx5xUm5mZmZmZmbWI07KzczMzMzMzHrESbmZmZmZmZlZj/w/k8Ohi/B5PEoAAAAASUVORK5CYII=\n",
"text/plain": [
""
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Set plane programatically to a specific plane\n",
"Viewer.setPlane(20)\n",
"Viewer.set_clim(0,5e-7)\n",
"Viewer.ax.get_figure()"
]
},
{
"cell_type": "markdown",
"id": "c537cc69",
"metadata": {},
"source": [
"The above figure shows a constant energy cut at an energy transfer of 2.54 meV with the two axis (1,0,0) and (0,1,0) in the plane. Figuratively, one is looking at the cube of data from the top. \n",
"\n",
"If instead one would like to look at the data as a function of both scattering vector and energy transfer, this is done by pressing 0 or 1. The number signifies the axis (either projection vector 1 or orthogonal to it, respectively) that one steps through with the arrow keys. That is, in this specific example pressing 0 flips the data around so that the scattering vector (-1,-2,0) is along the x-axis and energy along the y-axis.\n",
"\n",
"Moving the bottom slider to 1.06 then generates the following figure where the dispersion can be seen again."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "471362a0",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:21.006484Z",
"iopub.status.busy": "2023-05-01T11:54:21.006484Z",
"iopub.status.idle": "2023-05-01T11:54:21.265790Z",
"shell.execute_reply": "2023-05-01T11:54:21.265575Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Anaconda\\envs\\python39\\lib\\site-packages\\MJOLNIR\\Data\\Viewer3D.py:468: MatplotlibDeprecationWarning: The key_press_event function was deprecated in Matplotlib 3.6 and will be removed two minor releases later. Use callbacks.process('key_press_event', KeyEvent(...)) instead.\n",
" self.figure.canvas.key_press_event(str(value))\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Set projection programatically\n",
"Viewer.setProjection(0)\n",
"Viewer.setPlane(31)\n",
"Viewer.ax.get_figure()\n"
]
},
{
"cell_type": "markdown",
"id": "2e73703f",
"metadata": {},
"source": [
"Lastly, if one presses the 1 key, the data are plotted with the x-axis being (1,0,0) and the y-axis being the energy"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "b48d1c04",
"metadata": {
"execution": {
"iopub.execute_input": "2023-05-01T11:54:21.265790Z",
"iopub.status.busy": "2023-05-01T11:54:21.265790Z",
"iopub.status.idle": "2023-05-01T11:54:21.527155Z",
"shell.execute_reply": "2023-05-01T11:54:21.527155Z"
}
},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"Viewer.setProjection(1)\n",
"Viewer.setPlane(61)\n",
"Viewer.ax.get_figure()"
]
},
{
"cell_type": "markdown",
"id": "db9e5dca",
"metadata": {},
"source": [
"The reason for the unusual axis (-1,-2,0) being used is that it is 90$^\\circ$ to the (1,0,0) axis and thus is the axis along which the data are binned when doing a regular voxel binning in 3D. Had the data been for a crystal with a 90$^\\circ$ symmetry, i.e. tegragonal, and the scattering plane ($H$,$0$,$L$), the plotting axes would have been (1,0,0) and (0,0,1).\n",
"\n",
"A small side note is that the alingment of this sample was not perfect and thus the dispersion is not located exactly on top of (1,0,0) as seen most easily in the two cut last cuts. "
]
}
],
"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": "3.9.7"
}
},
"nbformat": 4,
"nbformat_minor": 5
}