{ "cells": [ { "cell_type": "markdown", "id": "adapted-dubai", "metadata": {}, "source": [ "# Example notebook for generating masks for metasurfaces with pyMOE " ] }, { "cell_type": "markdown", "id": "assured-birmingham", "metadata": {}, "source": [ "The following notebook exemplifies how to make a metasurface from a 2D phase mask - while it is for a Fresnel phase mask, in general any 2D phase can be used to obtain the metasurface mask. " ] }, { "cell_type": "code", "execution_count": 1, "id": "approved-quality", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:23.983112Z", "start_time": "2025-05-26T11:18:21.307378Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:32.391992Z", "iopub.status.busy": "2026-02-03T20:48:32.390499Z", "iopub.status.idle": "2026-02-03T20:48:36.558708Z", "shell.execute_reply": "2026-02-03T20:48:36.556219Z", "shell.execute_reply.started": "2026-02-03T20:48:32.391992Z" } }, "outputs": [], "source": [ "# Notebook display options, change as your preference/system\n", "%matplotlib inline\n", "%config InlineBackend.print_figure_kwargs={'facecolor' : \"w\",'bbox_inches':None}\n", "\n", "import matplotlib as mpl\n", "mpl.rcParams['figure.dpi'] = 120" ] }, { "cell_type": "code", "execution_count": 2, "id": "centered-spray", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:29.771122Z", "start_time": "2025-05-26T11:18:23.990126Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:36.561197Z", "iopub.status.busy": "2026-02-03T20:48:36.560201Z", "iopub.status.idle": "2026-02-03T20:48:47.289609Z", "shell.execute_reply": "2026-02-03T20:48:47.287618Z", "shell.execute_reply.started": "2026-02-03T20:48:36.561197Z" } }, "outputs": [], "source": [ "import sys\n", "sys.path.insert(0,'..')\n", "sys.path.insert(0,'../..')\n", "\n", "import numpy as np \n", "from scipy import interpolate\n", "import matplotlib.pyplot as plt \n", "import gdspy\n", "\n", "from scipy.constants import micro, nano, milli\n", "\n", "import pya\n", "\n", "import pyMOE as moe\n", "from pyMOE.gds_klops import rotate_layout" ] }, { "cell_type": "code", "execution_count": 3, "id": "adopted-danish", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:31.487406Z", "start_time": "2025-05-26T11:18:29.777127Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:47.292595Z", "iopub.status.busy": "2026-02-03T20:48:47.291602Z", "iopub.status.idle": "2026-02-03T20:48:47.841684Z", "shell.execute_reply": "2026-02-03T20:48:47.840190Z", "shell.execute_reply.started": "2026-02-03T20:48:47.292595Z" } }, "outputs": [ { "data": { "text/plain": [ "(0.0, 0.445)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "###the curve of diameter of cylinder vs lattice const is imported (here from RCWA calc)\n", "\n", "dvar_cut = np.genfromtxt(\"dvar_638nm_p445nm.txt\", delimiter=\",\") \n", "phas_cut = np.genfromtxt(\"phaserad_638nm_p445nm.txt\", delimiter=\",\") \n", "\n", "#the periodicity \n", "p=0.445 # in um \n", "\n", "fig = plt.figure() \n", "plt.plot(dvar_cut, phas_cut)\n", "plt.xlabel('diameter ($\\mu$m)')\n", "plt.ylabel('phase (rad)')\n", "plt.xlim([0,p])\n", "#np.max(dvar_cut)" ] }, { "cell_type": "code", "execution_count": 4, "id": "practical-manchester", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:31.518411Z", "start_time": "2025-05-26T11:18:31.497416Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:47.843674Z", "iopub.status.busy": "2026-02-03T20:48:47.843177Z", "iopub.status.idle": "2026-02-03T20:48:47.849649Z", "shell.execute_reply": "2026-02-03T20:48:47.848155Z", "shell.execute_reply.started": "2026-02-03T20:48:47.843674Z" } }, "outputs": [], "source": [ "from scipy import interpolate\n", "\n", "#function that interpolates the phase difference curve \n", "#given a certain phase, will give us the diameter of the cylinders\n", "func = interpolate.interp1d(phas_cut,dvar_cut, fill_value=\"extrapolate\")" ] }, { "cell_type": "code", "execution_count": 5, "id": "noted-excess", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:33.222513Z", "start_time": "2025-05-26T11:18:31.534970Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:47.851640Z", "iopub.status.busy": "2026-02-03T20:48:47.851142Z", "iopub.status.idle": "2026-02-03T20:48:48.361408Z", "shell.execute_reply": "2026-02-03T20:48:48.359912Z", "shell.execute_reply.started": "2026-02-03T20:48:47.851640Z" } }, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "[Create Polygons]\n", "Elapsed: 0:00:00.128438\n", "[Merging polygons]\n", "Elapsed: 0:00:00.049284\n", "[Total time converting to GDS]\n", "Elapsed: 0:00:00.178219\n", "Saving file to fresnel_phase_mask.gds\n", "Saved fresnel_phase_mask.gds\n", "[Saving GDS file]\n", "Elapsed: 0:00:00.008961\n" ] } ], "source": [ "foc = 100 # focal distance in um \n", "lda = 0.6328 #wavelength in um \n", "xsiz = 45 #um\n", "ysiz = 45 #um\n", "n = 8 # number of gray levels \n", "gdsname = 'fresnel_phase_mask.gds' # name of gds file\n", "\n", "#calculation for the number of pixels using the size in x and the periodicity\n", "npix = int(np.round(xsiz/p))\n", "\n", "#obtain the phase profile of a fresnel phase mask \n", "#fresarray_rad= moe.gen.fresnel_phase_mask(npix, foc, lda, xsiz, ysiz, n, filename=gdsname, plotting=True)\n", "\n", "# Create empty mask\n", "aperture = moe.generate.create_empty_aperture(0, xsiz*micro, npix, 0, ysiz*micro, npix,)\n", "\n", "center = (xsiz*micro/2-p*micro/2, ysiz*micro/2-p*micro/2)\n", "\n", "# and truncate around radius\n", "mask = moe.generate.fresnel_phase(aperture, foc * micro, lda * micro, radius=xsiz/2*micro, center = center)\n", "moe.plotting.plot_aperture(mask, )\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask)\n", "\n", "gdsmask = moe.GDSMask(mask, verbose=False)\n", "\n", "# Create layout and merge polygons together\n", "gdsmask.create_layout(mode = \"raster\", merge=True) # or mode =\"contour\"\n", "gdsmask.write_gds(gdsname)" ] }, { "cell_type": "code", "execution_count": 6, "id": "advisory-capacity", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:33.237537Z", "start_time": "2025-05-26T11:18:33.227523Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:48.362401Z", "iopub.status.busy": "2026-02-03T20:48:48.362401Z", "iopub.status.idle": "2026-02-03T20:48:48.372855Z", "shell.execute_reply": "2026-02-03T20:48:48.370864Z", "shell.execute_reply.started": "2026-02-03T20:48:48.362401Z" } }, "outputs": [], "source": [ "###transform the phase map into [0, 2*pi]\n", "#Attention, fresarray_rad is the 2D phase map WITHOUT being layered -> exact phase value\n", "fresarray_rad = mask.aperture \n", "mask.aperture = fresarray_rad - np.min(fresarray_rad)\n", "\n", "fphas = moe.generate.truncate_aperture_radius(mask, radius = xsiz/2*micro, center=center)\n", "\n", "#transform the phase map into a map of the pillar diameters \n", "dvars = func(fphas.aperture)" ] }, { "cell_type": "code", "execution_count": 7, "id": "initial-crisis", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:33.815076Z", "start_time": "2025-05-26T11:18:33.246548Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:48.375840Z", "iopub.status.busy": "2026-02-03T20:48:48.374845Z", "iopub.status.idle": "2026-02-03T20:48:48.657104Z", "shell.execute_reply": "2026-02-03T20:48:48.654119Z", "shell.execute_reply.started": "2026-02-03T20:48:48.375840Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "###Let's represent the map of the diameter of the cylinders\n", "#clip the matrix of values within a range \n", "dvarx = np.clip(dvars,0,np.max(dvar_cut) )-np.min(dvars)\n", "\n", "#create the vectors for xsiz and ysiz, with npix \n", "xc1 = np.linspace(0, xsiz, npix)\n", "yc1 = np.linspace(0, ysiz, npix)\n", "(xc, yc) = np.meshgrid(xc1,yc1)\n", " \n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xc,yc,dvarx, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Pillar diameters ($\\mu$m)')\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 8, "id": "simple-ethics", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:36.728065Z", "start_time": "2025-05-26T11:18:33.825637Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:48.659096Z", "iopub.status.busy": "2026-02-03T20:48:48.658101Z", "iopub.status.idle": "2026-02-03T20:48:49.348573Z", "shell.execute_reply": "2026-02-03T20:48:49.347079Z", "shell.execute_reply.started": "2026-02-03T20:48:48.658599Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Pillar metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.113003\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.080148\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.101058\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.086620\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.088613\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.100559\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.099065\n", "Elapsed: 0:00:00.673543\n", "\n", " Saved the metasurface mask with 6966 meta-elements in the file fresnel_metasurface_pillars.gds\n" ] } ], "source": [ "###Transform the phase profile into a metasurface mask \n", "import pyMOE.metas as metas\n", "\n", "p = 0.445 #periodicity between pillars in um \n", "pixelx = p \n", "pixely = p \n", "aperture_vals = mask.aperture\n", "diam_mat = np.unique(dvarx) \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"fresnel_metasurface_pillars.gds\"\n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile, scaling= diam_mat, \\\n", " gdspyelements='pillar', verbose=False, grid='square')" ] }, { "cell_type": "markdown", "id": "regular-switzerland", "metadata": {}, "source": [ "## Selection of diameters + phases \n", "\n", "The previous example considers all the values of the 2D phase map. However, due to the extrapolation within the interpolation function there might be some outlier values for the diameters of the pillars. \n", "\n", "For this we can select a limited number of points and re-design the metasurface with this selection. \n" ] }, { "cell_type": "code", "execution_count": 9, "id": "chief-greeting", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:39.487691Z", "start_time": "2025-05-26T11:18:36.736074Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:49.350066Z", "iopub.status.busy": "2026-02-03T20:48:49.350066Z", "iopub.status.idle": "2026-02-03T20:48:49.941965Z", "shell.execute_reply": "2026-02-03T20:48:49.939974Z", "shell.execute_reply.started": "2026-02-03T20:48:49.350066Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "8\n" ] } ], "source": [ "#Attention, fresarray_rad is the 2D phase map WITHOUT being layered -> exact phase value\n", "fphas = mask.aperture +0 \n", "\n", "#bins array, with n divisions, for the selection of points\n", "#can be used in conjunction with the generate mask with exact selection of phase contours - see Generate_masks.ipynb\n", "binarray = np.linspace(0,2*np.pi,n+1)\n", "\n", "#digitize the phase into the bins that we want \n", "#attention that the digitize function gives the INDEX of the value in the binarray \n", "newphas = np.digitize(fphas, bins = binarray, right=True)\n", "\n", "#initialize the 2D array of diameters \n", "diam_mat= fphas\n", "\n", "#To get the correspondent phase and also the diameter we do\n", "for i, iv in enumerate(newphas): \n", " for j, jv in enumerate(newphas[i,:]): \n", " #get the phase corresponding to the digitization\n", " dphas = binarray[newphas[i,j] ] \n", " #get the diameter from the interpolation function \n", " #we clip to avoid the extrapolation at borders \n", " diam_mat[i,j] = np.clip(func(dphas ) , 0, p)\n", " \n", "#check how many levels we actually have\n", "#check how many levels we actually have\n", "print(np.shape(np.unique(diam_mat))[0])" ] }, { "cell_type": "code", "execution_count": 10, "id": "short-replica", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:39.890692Z", "start_time": "2025-05-26T11:18:39.493690Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:49.943459Z", "iopub.status.busy": "2026-02-03T20:48:49.942961Z", "iopub.status.idle": "2026-02-03T20:48:50.121185Z", "shell.execute_reply": "2026-02-03T20:48:50.119190Z", "shell.execute_reply.started": "2026-02-03T20:48:49.943459Z" } }, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'phase (rad)')" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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wbh9/ZPMo60TotjvLvTtxWEiQSkpdkuw9AmAYhp7/Lk1P/3eTpCCFGGX669cvavKa/3qf6HC4/6HnnCNNnVrtdaomAHGR9U8AqsYF6yIBAADApkrLrNPI2lM+AhARGqSEFmGW7Q2uiLN9fKS2ZhyWZL2JynVVXFqm+z9Zo09X7JEkxUSE6KXJx2lUzGopfbV7tZ8KKSnunv+pU6v1/kvVe+8btJOzNW85akACAACATTldLrND8KjoWW8fH9Wo2vGmtsuTAER5EgA7yjpcouvf+VW/bHev5tMhIVKzrxym1OQY6YEH3A39xYvdq/0kJLhr/mto+FcIqrIsTONHABp1OZoYCQAAADZlqRGA8hKgdnGRXsetVApiGIa2H3Q3+ru0itL/PMfNi6khtmbk6+o3l2n7IXfSdVyneL1y2XFqVWn5VYWGSqNH1/k1q44AxDYgAbBu2oeqSAAAALCp0jIrjQCUJwAV9f8WbA3uzy1SobNMktQ1Kdpz3E7t/yVbD+n6d35VTqF7J99xA9tq5sQBiggNbtTrBlWdBNzIEQBYGwkAAAA25bTIJOD84lJPg7TyBGDJWo3ryiU/XSrvcmuTIYA5v+7W/Z+ulrN85Oe2U7vrjtO6+6TkqupLRIU1LqGAtZEAAABgU85Sa4wA7KmyBKhkyQEAbT14JAHomtTCszCO1Zv/Lpehp/+7SS8sTJMkhQUHafr5/XXekPY+e4+qSURNOwPX9zVgXSQAAADYVKlFJgFXTACWqo8AWKl1vflAniT3SkVtW0bKIXd4Vh4AKHKW6a6PV+nL1fskSfFRoXr5sqE6vkvCMa6sn6oN/sa25a38mYIEAAAA23JaZBKw9x4AUZKs2Ru8fl+uJKln61gFBTncMRqGZZcBzcgr1rVvL9fKXdmSpK6JLfTGlcPUuXL5ko9UvVvBVScFNOA1YF0kAAAA2JRVVgHaVl5aEx4SpKTKK9FYiGEY2rDPPQLQp02MpCMNViv2Vm86kKer31zmmVw9vGuCXrr0uIatz18HVUcAGlICVJlVkyq4kQAAAGBTVtkHIC09X5J7ZZ2gKj3HVmkG7s4qVF5xqSSpd5tYSUfKXKwSY4UfNmfopnd/88R7/pD2+tt5/RUWEnSMKxuuanu/AQMAjS4bQvMhAQAAwKasMgKwpTwBSE0+srSm1dqCv+3M8jzu166lpIq17w1LjQB88MtOPfDZWpWVr/B0z5k9ddPobk1eUlX15a1YwgXfIQEAAMCmrLAPwOHiUu3NKZIkpVZaW7+CVTYCW77dnQCEhwSpX1t3AiDPCID5MbpchmbM36CXv98qSQoLCdLTFwzUHwa0bZb3r9rgb8gcgMoscttRCxIAAABsygr7AFReW99rBMBiHcjLtmdKkgZ2iPOU0nhCNPljLHKW6c6PVuqrNfslSa1ahOmVy4fquE7xzRZD1fY+JUD+jQQAAACbssIIQFpGnudx5QSggvkpipRb5NTG8iVAh3U+0qi2whyAg/nFuuatIyv9dEtqodlXHq+OraKaNQ6Hqi4D2thJwLAyEgAAAGzKCsuAVkwADnJInROPNFqt1Bm8Yme2pyRlaKcj6+dXNHrNKlNKS8/TVW8u065M90o/I7q20kuXHqeWUaHNHkvVHv/ghmwEZqm7jqMhAQAAwKacVhgBKE8AOrVqofCQYJOjqdkv2w55Hg/pWL2sxoz2/09bDuqGd35VblHzrfRzVFVLgBoZhlXmfqBmJAAAANiUFRKAzQfcCUC3GiYAS9aYDPrt+nRJ0oD2Lb16182qWf9y9T7d8eFKlZTfvztP76Fbx6aauvKOL/YBYA6AfZAAAABgU0VOcxOAvCKntpZvAtanbazXc1ZZRnJ3VoE27HfX/5/aK8XrOc9GYM0YzztLdmjavLUyDCk02KGZEwdqwuB2zRhBzarercZuBAZrIwEAAMCmikvLTH3/3/fmeh4PKF9bvyqzl9is6P2XpFN7J3s9V5GkNMcohWEYembBZj377WZJUlRYsF6+7Did1D2p6d+8Dny/EzCsjAQAAACbMnsEYM3uHM/j/u29EwCr9B8vWH9AktSmZYT6Vh2lKP+7qZOUMpehhz5fq3eX7JQkJbQI05tXDdOA9nFN+r714YudgGEfJAAAANiU2SMAq/e4E4CU2HClxEbUeI6ZcwDS84r00xb3BODTeqdUL0uqWAa0CWMsLXPpzo9W6fNVeyVJ7eIi9c6U49W1ljkTZqn62QSxEZhfIwEAAMCmzB8ByJYk9W8XV/1JC/Qgz1uxV2Xlm6XVVGff1CE6y1y6/V8r9eWafZKknikxenvK8bUmS2aqPgLQkEnAFrjpqBOT1pqyp0WLFsnhcNT4Z8mSJWaHBwAIMEVO80YAcgqc2n6oQJJ7dR2rMQxDn/y2W5LUNbGFhnSMq3bOkTkAvu+udpa5dNsHKzyN/37tYvXh9cMt2fiXapoD0NhXZAjAyhgBaIDbbrtNw4YN8zqWmppqUjQAgEBVXOo9AmAYRrP1wv62K8vzuGr9f2VmlYKs2ZPjWf3n/OPa1/i5NNVOwM4yl255/zfN/909/2BA+5Z65+oTTNngq66qNvgbNALgo1jQ9EgAGuCkk07SxIkTzQ4DABDgiquMABhG863FvmSru7Y+yCEN7VR9cy2zd4V9c/F2SVJwkEPnDal5mU3PJGAfZgAul6Gpc1Z7Gv8DO8Tp7auPV8tI6zb+per3izkA/o0SoAbKy8tTaWmp2WEAAAJYtRGAZnzvJVszJUn92rVUTIS1GrfpuUX6YrV70u3/9WutNi0jazzPUwLko0/OMAw9+u91+nTFHklS/3Yt9c4U6zf+Jd+sAsQUAPsgAWiAq666SrGxsYqIiNCYMWO0fPlys0MCAASgqnMAmqKWvSb5xaVaW74C0PCurWo8x8zG4Fs/b5ezzP1ZXH1il1rP8/UIwIsL0/TmT9slSd2SWujNq4Yp1mLJUW18MQkY9kEJUD2EhYXp/PPP19lnn63ExEStW7dOf//733XSSSfpp59+0uDBg2u9Nj09XRkZGV7H0tLSmjpkAIAfM2sEYPn2TM/qOsO7Jhz13OZKSipkHS7xlP8M7hinIR2rlydV8OUcgK/W7NPfv9kkSWrbMkLvTDlBraLDffDKzYONwAILCUA9jBw5UiNHjvR8fe6552rixIkaMGCA7r//fn399de1Xjtr1iw98sgjzREmACBAVB0BcDVTY/vnLZXq/zvXnACY1X/86g9bdbjE/bn86dTuxzjbNzsBr92Tozs/WilJigkP0dtTjlfbuJrLjqyq6v1qUAkQ04BtgwSgkVJTUzV+/Hh9+umnKisrU3BwcI3n3XTTTZo0aZLXsbS0NE2YMKEZogQA+KPqqwA1z/t+tyFdknuCq5VKXDIPl3hKcAZ3jNMpPZLqeGXDP7j0vCJd+/ZyFTldCnJIz188WKnJMQ1+PbNUGwFgErBfIwHwgQ4dOqikpESHDx9WbGxsjeckJycrOTm5mSMDAPgzM/YB2HmoQJvT8yW5d9c9luZsB85amKaC8t7/O07rccwlURtb5u5yGbrjw5Xal1MkSfrLOX00uqc9f9f7ZiMwHwWDJsckYB/YunWrIiIiFB1trW29AQD+zYwRgO82HPA8Htur9sZuczcGNx3I8/T+D+scr5O6Jx7zmsZOAn75f1u1OM1dDnXe4Ha6elTnhr2QBVRNlhq7EZivVlZC0yABqIeqk3gladWqVfr88891xhlnKCiIjxMA0HyqrQLUDI2ub8vLf9q0jFCv1scudWmOpMQwDD342VqVugwFOaSHz+1bpw3RPJOAGxDj6t3ZeuqbjZKkzq2i9OiEfs22CVtzYCMw/0YJUD1ceOGFioyM1MiRI5WcnKx169bplVdeUVRUlKZPn252eACAANPcIwDZBSWeCcBjeyUftcHbnBNC563cq6Xb3PsSXD6is/q2rX1n4soqYqxv4uQsc+neOatV6jIUGuzQ8xcNUXS4fzWpghs7BABL86/v1iY2YcIEvffee3r66aeVm5urpKQknXfeeXrooYeUmppqdngAgABTfQSgaX29dr9Ky5f/PGdAmzpd09SjErlFTj3+1XpJUmJ0uO48o0edr23oCMDsxdu0YX+eJOnmManq375uCYedNHYwg0nA1kYCUA+33XabbrvtNrPDAABAhmHUMALQtK2uit11k2LCdUKXmjcAq9Bc1TD/+O8mZeQVS5L+ck6veq1K5JkDUI/3251VoH/8d7MkqWtiC904uls9rrYPJgH7N4rWAQCwoSKnq9qxpmz+Z+QVe8p/zunfxhIlIuv25uqt8om/x3dJ0IRB7ep1fUUJU33yphlfb1Rh+cjLX//YT+EhNS//bXeNvb+MAFgbCQAAADaUV+ysdqwpG12frdij8uofjRvYts7XNVVMLpehafPWymW4G6uPjW/4JNy6limt25urL1a5R0H+MKCNRnY79kpDdtWw9r/5SSHqhgQAAAAbyisqrX6wiRrbhmHow+W7JEldk1poSMe4Y17T1OUgn/y2W8t3ZEmSrhrZWT3rsCJRVY561gBVrPoTHOTQXWf0rPf72UljVzRiGVBrIwEAAMCGakoAmqrR9dvOLKWVb/514dAO9WocNkVEOQVOTf/PBklSSmy4bj+97hN/K/NMAq7DuRv353mWQL1gaAd1SWzRoPe0C+YA+DcSAAAAbCivqPlKgN5f6u79Dwly6Lwh7et4VdO1Bv/+zUYdOlwiyb37bkOX4PQsA1qHD+61H7a6r3FIN5zStUHvZyfBtOb9GgkAAAA2VPMIgO+lZ+brixW7JUlnJAUpKaJ+TQdfJyVrdufo3aU7JEkju7XSuDouR1qTuo4ApOcVad5Kd+3/mX1aq1Mr/+79l1gG1N+RAAAAYEM1jQC4fNnqcjqlxx7TexffqZLyl736qTuljh2lxx5zP38UTdGB7HIZenDeWhmGFBrs0KONmPgrVVoG9Bgf29zf9qikzL3q0jUndWnw+9lJUANmATNmYB8kAAAA2FCNIwC+av87ndKECSp65DG91/1kSdKAfZt03J710oED0rRp0h//eMwkoDwqHwUlfbR8l1buypYkTTmxq1KTo33yukeL0DAMffKbewSkW1ILHdcp3ifvaXWUAPk3EgAAAGwotyknAU+fLn31lb7ofbIOtnA3eK9e/rm7h7ciy/jyS2nGjFpfwtfNx5wCp56c716Fp23LCN12amqjX/PIPgC1f26/783VpgPuCdDnDWnf6NVx7KIhy4AGymfjD0gAAACwoZpKgHzS/nc6pRdfVFlQsF4aPlGSlJx3SGdv+NH7PIdDevHFOo4CNN4/FmxSZqWJv1FhDZv4W1ldmqufrdjjPtchTRhcv43G7KzRy4AyB8DSSAAAALChJpsEvHixdOCA/tNjhLa06iBJunbZZwpzVXk/w5D273effxS+aAhu2J+rd5a4J/6O6NpKZ/dv3fgXlTwZwNFC/K586c9hnRLULi7SN+9rAw3ZCZj+f/sgAQAAwIaabBnQzEy55NALIy6UJCUU5OiSlV8d9fya+KoaxDAMPfz57ypzGQoOcujhc/v6rNTE8yq1fG7bDx7W1oOHJUljeiX75D3tomE7AcMuSAAAALChrMM1JAC+GANISNB/u5+gDcnu1W6mLPtMUc7io55/NI2N6Ou1+7VkqzvJuGx4pwbt+FsbzxyAWqJctDHd83hMrySfva8dsBOwf2t8AR0AAGh2GfnVG+W+GAEoGzFST4+5UpLUsjBPl//275pPdDiklBRp1Kian/ZBQYizzOWZ+BsfFao7TmvYjr+1OdYyoAs3ZkiS2rSMUM8U3yUedtCgEiBGDWyDEQAAAGwoI8+dAESFBXuO+aLPdc7q/doY797t9/qlnyimpLDmEw1DuvlmKTT0qK9Xl112a/PR8l3aVl6Cc8vY7moZdfT3qi/PRmA1hFhS6tKSrYckSaN7JgXcCjeNLQFiErC1kQAAAGAzhSVlyi92T8pNjgn3HG9MY1uSCkpK9dQ3myRJbUvydPWvn1fv1q34+pxzpKlTa32txraXC0pK9cyCzZKkdnGRunR4x8a9YA0qRilqKlfZsD9XxaXuzb9O6NLK5+9tdUENuIEBliPZGgkAAAA2c7BS+U+SVwLQuNd97YdtSi8fWbhr8ghFPPSgu8ynspQU907Ac+ces/e/Md7+eYdnlOOuM3ooPCT4GFfU39FGAFaVbzgmSYM6xPn8va2usY15BgCsjTkAAADYTEUjXZKSYyJ89JpFeun7LZKkPm1i9cehHaXjH3D38i9e7F7tJyHBXfNfj4Z/QxqCRc4yvfbDNklS9+RojR/UtOvv1xTjivIEIC4qVJ1aRTXp+1tRQ3YC9sW8DzQPEgAAAGymKUYAnlmwWQUlZZKkP5/dW0EVReChodLo0fV+vcY0BT9evsvzb7x5TGqDJqTWxZGdgKs/t7I8ARjYPi7g6v+lhpUAwT4oAQIAwGb25xR5HqfEHhkBaOjSi2npefpw2S5J0ik9knRi98TGBVhJfZMSZ5lLL32/VZLUMSFKfxjQxmexVHWkiesdZE6hU1sz3JOPBwZg+Y/kgxIgZgFbGgkAAAA2szOzQJIUHhJUZRJww15v+n82qMxlKMgh3X92L1+E2OBe8y9W7dWebPfKQzec0k0hwU3XVKltDsCa3Tmex4MDNgFowP1j0MA2SAAAALCZigSgQ0KUV3mMqwEZwJKth7RgvXvDq4nHtVev1rG+CbJcfXuC3/55hyR3adP5xzVt7b8nAahyfMP+XM/jvu18+3kECvr/rY0EAAAAm9lVngB0TIjyKtWob6PL5TL0xFfrJUkRoUG68/SePoqwYdbuyfHU3l80rEOTrPxTk6pJSlp6viSpZWSokqLDa7oENWAAwD5IAAAAsBHDMDwjAB0Toqo8V7/X+mL1Xq0uL3e59qSuat3SNysKNdR7S3dKcm9CdeHxvl/3v6raVq3ZXJ4AdE+ODsgJwL7AFABrIwEAAMBGDuQWe1br6ZAQVaWBWvdWV3FpmWbO3yhJSowO0/WndPNlmPWOKK/IqXkr90iSxvZKVru4yCaJp7KaSoAMw9DmA3mSpO4p0U0egz8hWbIPEgAAAGykcn16r9YxXn3Y9el1ffunHdqd5Z5se/tpPRQd7tuVwevbFvxs5V5PYnPJCZ18GkttKkKs/LllFTiVW+TeZblrIglAwzEEYGUkAAAA2MjG/Xmexz1bxzRoDkBOgVPPf7dZktQtqYUmD+vgwwirqGNQ81a4e//bxUXq5B5JTRdPZRX7AFQ6VFFeJUkdA3ADsMag/98+SAAAALCRDeUJQGJ0uBKjw73q2Os6AjDr+zRPL/fUs3o1yVKb9dkVdk92oZbvyJIkjRvYtsk2/qrqyAjAkQ/OKwFIIAGAfyIBAADARlbvzpYk9W4TI0lVRgCOnQHszS7U7MXbJUlDO8Xr9D4pvg7RS11ykn+v2ut5PG5g0238VVVNZUq7KiUAHUgAGoxJwNZGAgAAgE3kFDi1pXyH2sEd4yWp3nMAnlmwSSWlLknSff/Xq8kmbtbnZb9Y7U4Auia1UJ82zbfufk1zACoSgIQWYT6fF+HvmANsHyQAAADYxIpdWZ7HQzrGSaoyAnCMBGDTgTzN+XW3JOn0Pika2jnB1yHW276cQq3d457YfE7/Ns26kozDMwfgyAdXMTG6fXzTr0LkzxgAsDYSAAAAbOKnLYckudfJH9whvvxopTkAx2h2/X3+RrkM9/X3ntk8m34dayfghRsyPI9P7d205UhV1TQCsD+3SJLUOtbcPRHsqD7zPmAuEgAAAGxi4YZ0Se7yn5ZRoZLqPgKwfl+uvll3QJJ0/pD26p4S02RxSnVfEea7De6YEqPDNKBdy6YLqAaefQAqfW4HKhIAkzdFszvmAFgbCQAAADawK7PAs0PtmJ5Hlsmsa0P7xYVpkty9/7eMTfV1eLU6WjuwyFmmxWnuUY3RPZMV1Eyr/1So6LGuGDkpKClVXvnqSCmMANQbcwDsgwQAAAAbWLTpSKnM6J7JnseVa+Zr63XdkpGvL9fskySNH9ROnVq1aJogK6lLY3DZ9kwVOt2bf43tlXyMs5tAlRGA/TlFnqcoAYI/IwEAAMAGvl3vLpVJjglX37ZHVsoJqsMyoP9ctMXTyL1pdLcmi7EmRysFWbo1U5I7WRjVLbGZIjrCMweg/O+K+n+JEqDGOtbcD5iLBAAAAIvLyCvWD5sPSpJO65Pi1etfuafdVUObKyOvWJ+vdC+zeVbf1k1e+38krmMPAfyyzZ0A9EyJ8cxpMEX555aeW+w5lBIbblIw9kUFkH2QAAAAYHHzVu5RWXnr/vwh7bye894JuHoG8OGynSopc6/7P+WkLk0YZf0UOcu0cle2JGl411amxOCZBFyeARzMP5IAJEUzAtAY9P9bGwkAAAAWV7F2f5fEFhrSMd77Sa8SIG+lZS69t3SnJKlX6xgN7VTl2mZQW1nSyl3ZnsTk+C7m7EdQddnKzMMlkqTgIIdiItgErN4YArANEgAAACzst51Z2rA/T5J03uB21UprjrYT8A9pB7WvfGLr5SM6N+8mW8d4vqL8RzIxAagyCbgiAYiPCmv2FYn8DVMArI0EAAAAC3v9x22SpNBghy4Y1qHa896Neu9WV0Xtf3hIkM4d1LbJYjya2hqCK3a6dzXumthCidHm1NsfKQFyO1SeALRqEWZKPHbHRmD2QQIAAIBF7c4q0H/Kl+8cN6BtjWvT1zYCUFhSpvm/75fknjgcHd7MJS3HaAuu3ZsrSerfvnk3/6rMsw9A+QdXMQKQQAIAP0cCAACARb3yv62elX2uPrHmCbyOWuYALFh/QAUl7jX2xw80p/dfqnkyaHpukTLy3BNu+7U1MQGoMgLgSQCiSQAaq7a5H7AGEgAAACxod1aBPvjFPYH35B5J6teu5oay9ypAR45/s869b0BMRIhOqbRzcHM5WjnImj05nsd928XWel5zqfjcDpWvAhSoJUB/O6+/QoMdmnpWrwZdz07A9sEUdwAALOiF79LkLHO3TO88vUet53mNAJS3ZF0uQ4vT3PsGnJiaqPCQ4KYLtAHW7sn1PO5r6ghAeQmQJGeZS7lFpZICtwToouM76rwh7Xzz/cIAgKUxAgAAgMVsP3hYH5cv/Xla72QN6hBX67k1TQFety/XU85yYvfm32HXSw0NwbV73SMAHROi1DLSvA3APJ+dYSi30Ok5HmdiTGZrTOOfAQD7IAEAAMBinpy/wbPx1x1H6f2X5L0PQHlj+8fy3n9JOrl785f/SEcvB/m9vASofy1lTc2l8hyAit5/SebuSuwnGACwNhIAAAAsZMnWQ/pqjXv1nnMHtj1miYzXHIDyZtcPmzMkSZ1aRalDQlQTRVo3VSeD5hU5tbd8b4JerWPMCMmj4pMzDCmn0giAmaMSdtac+0ygcUgAAACwiDKXoUe+WCdJiggN0n3/d+zJmFW3ASgtc+nXHe419kelmlf+U1tTcGvGYc/jbsnRzRNMLY7MAfAuAYqNIAGAfyMBAADAIv61bKfW73NPkL3xlFS1jYs85jVBjsojANLm9HwVOV2SpCEd45skzvqouhHY1oP5nsfdkkxOAMr/Ngwpt6hSAsAIQKOxE7C1kQAAAGAB6blFmv6fDZKkdnGRuu7krnW6rvIIgMswtGb3kSU2B5i5yVYtQwAVIwAOh7tEyQoMQ8otPDIHgBGAhqECyD5IAAAAsIBHvlinvPKJqI9N6KvIsLqtxlJ1J+CKNfajwoJN72GvSUUC0D4+UhGh5i5P6j0JuPIIAKukNxYbgVkbCUAjPf7443I4HOrXr5/ZoQAAbGrBugP6cs0+SdI5A9pobK+UOl9bdSfgTQfyJEndU2IUHGR+l2zVZuCWDHcJUNdEKyQn5XMAKi0DGhLkUKTJiYldmf/dhroiAWiE3bt364knnlCLFi3MDgUAYFP5xaV6cN5aSe5dex8a16eer1B5J2DD08BONb2+vnpz0OUytP2QewSga5L5vzsrJ08VIwCxkaGsZuMDzAGwNsa4GuHuu+/W8OHDVVZWpoMHDx77AgAAqvj7/I3aV74s5p/P7q3kmIh6XV+5rZpd4NTBfPcGYKkmr7BTwajUEtybU+iZoNzVAuVJlZv5FXMAYiNoGjUUeZN9MALQQP/73/80Z84cPfPMM2aHAgCwqSVbD+mtn7dLko7vnKALh3ao92tUbnOlpR9ZYcfsBKCmxqDXEqAWGgGovApQDBOAEQBIcxugrKxMt956q6655hr179/f7HAAAHbhdEqLF0uZmcqPjdfdy10yDPea/9PP76+gBtTsVy5X2ZlZ4Hnc2Sor7FR6vDur0PO4o8kblElHypQMGSooLpMktQin/t8XqACyNhKABnjppZe0Y8cOLViwoM7XpKenKyMjw+tYWlqar0MDAFiR0ylNny69+KJ04IAk6fEzb9HuQWdJku47o0eDS2Iqpwx7so80sOuyh0BTqimV2VseX5BDah1bv1KnplB5BKDA6S4BigqjadRw1ADZBd/l9XTo0CFNmzZNDz74oJKSkup83axZs/TII480YWQAAEtyOqUJE6SvvvK0OBd2HaoPyhv/I3as0uUz/ikNnyuF1r/8pHKpzZ7yHva4qFC1CLfer/iKBKB1bIRCgs2vQq68DGhhiXsEgBWAfMNgFrClWe+ng8U98MADSkhI0K233lqv62666SZNmjTJ61haWpomTJjgw+gAAJYzfbq78S9JhqHsiGhNPcv9OyS6uEAzv3pGQbkZ0owZ0gMP1PvlK6+2sz/XPZm4bUtze/8rq9wOrBihMHt0ooKj0jKgFZOT67r/AqpjErB9kADUw+bNm/XKK6/omWee0d69ez3Hi4qK5HQ6tX37dsXGxiohIaHatcnJyUpOTm7OcAEAZnM63WU/DoenJfzg6TcqPaaVJGnat6+ofW6G+/kXX5SmTq33KEBNjS5LNLBrCKxitaM2VohP8lSsGJIKStwlQIwA+Ab9/9Zm/vibjezZs0cul0u33XabunTp4vmzdOlSbdq0SV26dNGjjz5qdpgAAKtYvNhd81/e+P93rxP1RZ9TJEmnbV6qSWvK55IZhrR/v/t8H2gbZ359fVUul6F9ORUjANaIz5OiGFKh010CFMUIQIMxAGAfjADUQ79+/TR37txqxx944AHl5eXp2WefVbdu3UyIDABgSZmZnod7YpL05zNvkSTFF+ToifnPV28wVTq/rmoaAUiOCa/36/ha1bAO5hfLWeZOhNpZZASgYgWlskolQBGMAPgGQwCWRgJQD4mJiTXW7FfsBUA9PwDAS3lJaJkjSHeMu0u5Ee6Vfv729QtKPpxd6/n1UdOOu/Etwur9Ok3JMAzvFYosMkeh4pOrmAAsMQegMdhB2T5IAAAAaCqjRkkpKXqx2xj90qGfJOniFf/RWZt/9j7P4ZBSUtzn11NQDcW8CVHmJwBV24J7s4s8jy0xR6GSygkAJUAIBCQAPrBo0SKzQwAAWFFoqH694V49W5AqSUo9uFMPfvda9fMMQ7r55oYtA2qDEQBJnvp/yUolQO6/C5xHEgBKgHzDoAbI0pgEDABAE8ktcuq2iIEqCwpWWKlTz30xU5GlxUdOqGiBnnOOewWgBqip6iLBYgmAYRxZAjQqLFixkdbof6z46MpcRxqrjAA0HAVA9kECAABAEzAMQ3+Zu1Z7yktf7o86oD5Bhd4npaRIjz0mzW3YJmBSzY2ueCuUAFWJbF/559CmZYRlasVrioNlQH2DfcCszRopOAAAfuaT3/boi1XuPWPG9EzSlVeeLT14tXupz8xM94TfUaMa3PCvUFNbOj6qca/pa4bcqwBJUnKMNZYAlWpOnpgE3HAWyetQByQAAAD42LaDhzVt3lpJUmJ0uGZOGujubQ4NlUaP9vG7ebe6WkaGKiTY/AH+qo3BigQg0QJLlHrU0GBlBMA3GAGwNvN/QgAA4EdKSl267YMVKihfWebpCwYqMbrpGr1VG9pxFuv9l9zlUAfzSyRJrSw0P6GmCdRRYfSNNlRNnyesiQQAAAAfeuq/G7VmT44k6dqTuujkHklN+n5Vm1wtLNKArRxXUalL+cWlkqQkC40A1FSywggAAgEJAAAAPvLj5oN6+futkqR+7WJ1z5m9mvw9q05kbRFuvQbsofwjKx9ZawSguogwmka+QAWQtVmjm8DH8vPztWHDBh08eFAOh0OJiYnq0aOHYmJizA4NAOCnDuUX686PVkpy9yI/O3mwwkKavjFZbQQg3Hq/2g9WSgCashyqvmoaAaAEqOGYBGwffvNdvm3bNr311luaN2+e1q5dK5fL5fV8UFCQ+vbtqwkTJujyyy9X165dTYoUAOBvDMPQ1E9WKz3P3dB95Ny+6pYU3SzvXbXRZZkSoEpxZeSVeB63irbSCADLgDYVg1nAlmaNnxKNsG7dOk2bNk1z585VXFycRo8erUmTJqlr166Kj4+XYRjKysrStm3b9Ouvv+qFF17QY489pj/+8Y967LHH1Lt3b7P/CQAAm3tnyQ4tWJ8uSTqnfxtNGtq+2d67aiPWihtZ2WUEICwkSMFBdGPD/9k+ARg4cKDOOeccffnllzrttNMUEnL0f1JpaakWLFigl156SQMHDlRJSclRzwcA4Gg27M/VX79cL0lqFxepJ/7Yv1k3uqo2AmCREqDKn4FdEgB6/32H/n9rs8ZPiUZYvXp1vXrxQ0JCdNZZZ+mss87Shg0bmjAyAIC/K3KW6bYPVqik1KUgh/TM5EFqafIynFacBFyRALQIC7bYRlvWHz2xE+YA2Iftp7o3poSnV6+mX50BAOC/Hv9yvTYdyJck3Tq2u4Z1Tmj2GIKCqjZirde3d7B8DoClNgGrASMACBS2TwAAADDDf9cd0DtLdkiShnaK161jU02Jo2qna7RFSoAqqxgBsNISoFL1HusIEgCfYQ6wtVnvp0Q9jR07tt7XOBwOffvtt00QDQAgEOzPKdK9c1ZJkmIiQvTM5EEKCTanT61qI9aKZSwVCYCV6v+l6smTFT87O2EnYPuwfQLgcrmqTbbatWuXtm7dqpYtW3qW+9y2bZuys7PVrVs3dejQwYxQAQB+oMxl6M6PViqrwClJeuKP/dU+Psq0eKo2uqwzCfjI44P57hKgVlZLAKpOAiYB8CGGAKzMGj8lGmHRokVeX//4448699xz9eqrr+qKK67wrApUWlqq2bNna+rUqXrzzTebP1AAgF945X9b9dOWQ5KkSce117iBbU2Nxw4jAPnFpZKkJAvtASBVT56YA9A4TAK2D9snAFXdfffduuqqqzRlyhSv4yEhIbr22mu1YcMG3XnnnVq6dKlJEQIA7GrVrmw99c1GSVKXxBZ6+Ny+Jkdk3TkANZWDxFt8DgAjAL7DHABr87tJwKtXrz7qLr9dunTRmjVrmjEiAIA/yC8u1W3/WqFSl6HQYIeenTzIGuU2NprIGmfyEqlVMQfAtxgBsA+/SwDatm2rDz/8UKWlpdWeKy0t1Ycffqi2bc0drgUA2M+0eWu141CBJOmeM3tqQPs4cwMqV7WnPSLUGr/aa2oMxkVabQSg6mdHAoDAYIGuC9+69957dcMNN2j48OG64YYblJrqXpZt8+bNeumll7Ry5UrNmjXL5CgBAHYyb+UeffrbHknSSd0Tdc2JtY80N7eqDe3wEOs2Ys3eJO1YGAHwHSqArM3vEoDrrrtOwcHB+stf/qLrrrvOk90bhqGkpCS99NJLuvbaa02OEgBgF7syC/TA3LWSpIQWYXpq0sBqm2+ZqWokYSEWGQGo4VhcpLUSgGpzABgBaBSWAbUPv0sAJGnKlCm64oortHz5cu3Y4d6kpVOnTho6dKhnVSAAAI7FWebSbf9aobzyVWxmThyg5NgIk6PyVrWMJcyk/QjqIi7KYiVA1cqnSAB8hUnA1ua3reGQkBANHz5cw4cPNzsUAIBNPfftZq3YmS1JunJkZ53aO8XcgGpg1RGAmsRGWKvZUX0JVWvFZzdMArYPv/1Odzqd2rBhg3JycuRyuao9f/LJJ5sQFQDALpZsPaQXFqZJknq1jtF9/9fL5IhqVrXRZZUEoGpcMREhpu2WXJuq7dXIMGvFZ2cGswAsze8SAJfLpfvvv1+zZs1SQUFBreeVlZU1Y1QAADvJLijRHR+ulGFI4SFBev6iwZYtD6laxhJiofkJlbW0WP2/VNMcAL9rFjUra37noSZ+l+o+8cQTmjlzpi699FK9/fbbMgxD06dP10svvaQBAwZo4MCBmj9/vtlhAgAsyjAM3ffJGu3LKZIkPfiHPuqeEmNyVEdRpdVVdU6AWaomJlbbA6AmbASGQOF3CcCbb76pCy64QP/85z911llnSZKOO+44XXvttVq6dKkcDoe+++47k6MEAFjVv5bt0te/75ckndEnRZec0NHkiI7Ooh3+1VhtDwCperLEMqC+wyRga/O7BGD37t0aO3asJCk8PFySVFTk7sUJCwvTpZdeqnfeece0+AAA1pWWnqdHvvhdkpQSG64Z5w+wTI96bawaX9WwrLgHQLU5ABYt87ILi34rogZ+lwC0atVK+fn5kqTo6GjFxsZq69atXudkZWWZERoAwMKKnGW69YOVKnK65HBI/7hwkOJbWK/Xuiq7tLmstgeApGofHiVAvsMAgLX53WyXwYMHa9myZZ6vx4wZo2eeeUaDBw+Wy+XSc889p4EDB5oYIQDAip78eqPW78uVJN14SjeN7JZockR1Y5deVyvOAag6T4ERgMayyTcj/G8E4Nprr1VxcbGKi4slSY8//riys7N18skn65RTTlFubq6eeuopk6MEAFjJwo3pemPxNknSwA5xuuP0HiZHVHd22X3VmnMAvL8mAfAdg0kAluZ3IwDjx4/X+PHjPV/36dNHW7Zs0aJFixQcHKyRI0cqISHBxAgBAFaSkVesez5eJUmKDg/Rc5MHKdRi69UfjV1GAGwxB4ASoEaxy/ci/CwBKCws1F/+8heNGTNG48aN8xxv2bKlV1IAAIAkuVyG7vp4lQ7ml0iSHpvQV51atTA5Kv9QdXKy1fcBcDjcez4AgcCvvtMjIyP18ssv68CBA2aHAgCwgTcWb9P/NmVIkiYMaqs/Dm5vckT1Z5deVytOAq5cPhUVGmzZFZXsgk/PPvwqAZDca/6vXbvW7DAAABa3dk+OZny9QZLUMSFKj03oZ3JEDWPVOQBVo4qLsvYcAMp/EEj8LgF45pln9K9//UuvvfaaSktLzQ4HAGBBhSVl+tO/VshZZig4yKFnJw9STIT1eqjrwi6d1tER1qs6rvzRkQD4FnOArc16/xsb6corr1RQUJCuv/563XbbbWrXrp0iIyO9znE4HFq1apVJEQIAzPb4V+u0JeOwJOmO07prcMd4kyNqOJu0/625Y3Gl7IkVgBqPEir78LsEICEhQa1atVLPnj3NDgUAYEHfbTigd5fslCQN6xyvG0enmhxR41i10VU1LCuWKnmNAJAA+JTBVmCW5ncJwKJFi8wOAQBgUQfzi3XvnNWSpJjwED19wSAFW7Jruu7sEr0V8xTmAPiWBW8xauF3cwAAAKiJYRi6d85qz5Kfj07oqw4JUSZH1XhWbFhL9msMMgLgW8wBsDbbJwA///yzKdcCAOzl3aU79d2GdEnSuIFtNWFQO5Mj8g2rlgBVZcUovZYBDfO7oohmZ5NvRcgPEoCxY8dqzJgx+uijj1RQUHDM8/Pz8/X+++/r5JNP1qmnntoMEQIAmp3TKS1aJH36qbRokdL2ZuvxL9dJktq2jNBfx/ezTcO5PqxUzlTt87VOaB6VQ4xgBAABxPbp7qZNm/Too4/qsssuU2hoqE444QQNGTJEXbp0UXx8vAzDUFZWlrZt26bly5frl19+UWlpqS6//HK99957ZocPAPAlp1OaPl168UWpfFPIkqAQ3X71sypq1UkOh/TUBYPUMsqeS37WZnTPJP24+aDennK82aHUyuqTgKOYA+BTlABZm+0TgA4dOujVV1/V3/72N73zzjuaN2+eZs2apcLCQq/zIiMjNXToUP31r3/VZZddpqSkJJMiBgA0CadTmjBB+uorr67df5x4ida26iRJui59hUZ0PMOkAJvOG1cMU15RqaUTGysOuDAJ2LesmOShZrZPACokJibqjjvu0B133KHS0lLt3LlThw4dkiS1atVKHTt2VEiI3/xzAQBVTZ/ubvxLnu7HJR366aXh50uS+hzYojvfeUTqIumBB0wKsmkEBTks1/i3YoO/Kgf7ADQZBgCszS9bxCEhIeratau6du1qdigAgObgdLrLfhwOT+M/J7yF7vzDnTIcQQp3Fuu5L2Yq3FXmPm/qVCnUWg1mf2f1fIARgMazQ9IHN9tPAgYAQIsXu2v+KxUeP3jGjdobmyxJ+svCN5R6aLf7+f373eejSVVtC1px0rVXCRAjAD5lMAnA0kgAAAD2l5np9eW83qfo8z6jJUmjtyzXZSu+POr5aHrWa/5716wzAoBAQgIAALC/hATPw92xSXrgzJvchwty9OR/nqne+Kx0PppIlR5/Cw4AMAKAgEUCAACwv1GjpJQUlQUF685z7lReeAtJ0pNfPavkw9lHznM4pNat3ecj4LEMaNOhAMjaSADq4ffff9ekSZPUtWtXRUVFKTExUSeffLK++OILs0MDgMAWGirdfLPeOO5c/dKxvyTpopX/0WlbfvE+zzCkm29mArAJrLhEJCMAvmXFUR7UzC9XAaqwb98+paenKzU1VS1atGj06+3YsUN5eXm64oor1LZtWxUUFOiTTz7Rueeeq5dfflnXXXedD6IGADTEpqtu0cy8/0mSOmXt1QPfvX7kyYrVgc45x70CEJpctbagBRuHzAFoQgwBWJpfjgDMmzdPvXr1Uvv27TVkyBAtXbpUknTw4EENHjxYn332WYNe9+yzz9bXX3+thx56SNdee63+9Kc/aeHChRo4cKCefvppH/4LAAD14Sxz6c65a1USFCKHDD3189tq4Sw6ckJKivTYY9LcufT+m8SKvcNsBOZbVlzpCTXzuwTgiy++0HnnnafExEQ99NBDXstQJSYmql27dpo9e7bP3i84OFgdOnRQdna2z14TAFA/L3yXprV7ciVJ153STUN//U5auFD65BP33zt3ujf/ovHfbKq2Ba3eNIwK9euiiGZnMARgaX733f7oo4/q5JNP1sKFC3Xo0CE9/PDDXs+PGDFCL7/8cqPe4/DhwyosLFROTo4+//xz/ec//9GFF17YqNcEALht2J+rgpIyDekYX6fzV+/O1gsL0yRJPVNidOfpPaSQYGn06CaMEv4mIszv+kSbndWTPBzhdwnA2rVrj1qOk5KSovT09Ea9x1133eVJIoKCgnTeeefphRdeOOo16enpysjI8DqWlpbWqDgAwN/syynUWc/8IEn68rYT1bdty6OeX+Qs050frVKZy1BIkENPXTBQ4SGUclhB1Um/ViwP6ZYULUlKiglXfFSYydEAzcfvEoCoqCgdPny41ue3bt2qVq1aNeo9br/9dk2cOFF79+7VRx99pLKyMpWUlBz1mlmzZumRRx5p1PsCgL/75vcDnsf/+mWXHptw9ARg5vyNSkvPlyTdflp39Wt39PNhHus1/6XRPZP0/rUnqEN8lEKDGQHwJTYCtja/+24fM2aM3nrrLZWWllZ7bv/+/Xr11Vd1xhlnNOo9evXqpdNOO02XX365/v3vfys/P1/jxo076rbXN910k9auXev1p6GTkQHAX+UXH/nZ3SL86H1US7Ye0huLt0mSBnWI0w2ndGvS2NA4FhwAkMPh0MhuieqQEGV2KH7BivcYNfO7EYDHH39cw4cP17BhwzRp0iQ5HA7Nnz9f3333nV5++WUZhqGHHnrIp+85ceJEXX/99dq0aZN69uxZ4znJyclKTk726fsCgL85XDkBOMqqLIeLS3X3x6tkGFJEaJCeumCgQujBtZTqk4BpHQYSBgCsze9+Wvbs2VM//vijWrVqpQcffFCGYWjmzJl64okn1L9/f/3www/q3LmzT9+zsLBQkpSTk+PT1wWAQHO4jiMAf/9mo3ZnuX/2Tj2rl6eWG4B5SPLsw+9GACSpb9++WrBggbKyspSWliaXy6WuXbsqKSmpUa+bnp5erRff6XTq7bffVmRkpPr06dOo1weAQHe4pMzzuEV4zSMAv+3M0ps/bZckDe0UrytGdG6GyFBfVZuClIcEFuYAWJtfJgAV4uPjNWzYMJ+93vXXX6/c3FydfPLJateunfbv36/33ntPGzZs0FNPPaXoaHqgAKAxKo8A1NSbWFxapqlzVsswpLDgIE0/f4CCgmhZAlZAkmcfflcC9O2332rmzJlex9544w117NhRKSkpuuOOO1RWVlbL1Ud34YUXKigoSP/85z9144036umnn1b79u01b9483Xnnnb4IHwACWuVJwGU1dCHOWrhFm8tX/bnt1FSlJtPxYlXV5gDQOAQsw+9GAB5++GF16tTJ8/WaNWt0/fXXa8CAAUpNTdVzzz2n1q1ba+rUqfV+7cmTJ2vy5Mm+DBcAUEnlEYAyl3cCsPlAnmYtcu+f0qt1jK5n1R9boT48sLATsLX53QjA+vXrNXToUM/X77zzjmJjY/XDDz/oww8/1LXXXqu3337bxAgBALU5XHxkhLZyAmAYhh7+4nc5ywwFOaQnJw5g3XbAYkjx7MPvfnoePnxYsbGxnq+//vprnXXWWYqKcq/xO2zYMO3YscOs8AAAR5FfywjA/N8PaHHaIUnSpcM7aUD7uOYODfVUfSdgkwKBKZgEbG1+lwB06NBBy5YtkySlpaVp7dq1Xht/ZWZmKjw83KzwAABHkV1wZFd1V3kLoshZpse/WidJiosK1Z2n9zAlNjQO7f8AwE22Db+bA3DJJZfo0Ucf1Z49e/T7778rPj5e48eP9zz/66+/qkcPfnkAgNVkHi7xWga0tHwE4J2fd2hXpnvN/7tO76G4qDBT4kM9VZsETOswkDAAYG1+lwD85S9/UUlJib766it17NhRb775puLi4iS5e/8XLVqkP/3pT+YGCQCo5ve93psplrkMFTnL9MoPWyVJ3ZJa6KLjO5oRGnyA5r//Y6K3ffhdAhASEqLHH39cjz/+eLXnEhIStH//fhOiAgAcy9o9uV5fu1yGPl6+Sxl5xZKkW8amKoSJv7ZBUzDAMQnA0vhJCgCwhB82Z3h97XQZev3HbZKkjglRGjegrRlhwUeoAPJ/3GP78LsRAEkqKirSJ598ot9++005OTlyuVxezzscDr3++usmRQcAqCq7oERLt2V6HVu2LVPbDxVIki4f0Ynef5tjDgBgHX6XAOzYsUNjxozR9u3bFRcXp5ycHCUkJCg7O1tlZWVKTExUdDQ7RwKAlcxdsafaxl8/b3Uv+xkc5ND4Qe3MCAuNQIM/sFEAZG1+151yzz33KCcnR0uWLNGmTZtkGIY+/PBD5efna8aMGYqMjNT8+fPNDhMAUK7MZeidn937s3RqFaWwEO9fTYM6xCkphuWbAasj5bMPv0sAvvvuO9100006/vjjFRTk/ucZhqHw8HDdc889OvXUU3X77bebGyQAwOOLVXu19eBhSdLlIzorJMi7GXFiaqIZYaGRaAwGNuYAW5vfJQAFBQXq3LmzJCk2NlYOh0M5OUeWlhsxYoR+/PFHk6IDAFRWWubSs99uliQlRofr4uM7KrhKAjCkU7wZoQGoJ8q+7MPvEoCOHTtq9+7dktxLgrZr105LlizxPL9u3TpFRESYFR4AoJIPftmpbeW9/zeO7qbIsOBqCUDnVlFmhIZGoi0Y2AyGACzN7yYBjx07VvPmzdNDDz0kSbryyiv1t7/9TVlZWXK5XHrnnXd0+eWXmxwlAOBQfrFmzt8oSWofH6lLTnBv8hVcqeUYHORQ27hIU+IDUD/kfPbhdwnAfffdp2XLlqm4uFjh4eH685//rL1792rOnDkKDg7WxRdfrKefftrsMAEg4M34eoNyi0olSQ+N66uI0GBJ8hoBaBcXqVCW/wQAn/K7BKBjx47q2PHIVvERERF67bXX9Nprr5kYFQCgsl93ZOmj5e5yzbG9knVa72TPc5UTgE6U/9gWJUCBjQIga6NbBQDQrJxlLj342VpJUlhIkB4a18dr8mBQpccJLcKaPT4ADUPSZx9+NwIgSVlZWfrggw+0detWZWVlVZuIwk7AAGCeV/63Vev25UqSbjilmzq1auH1fEjwkVYE5T/25aAiPKAxB9ja/C4BmD9/viZOnKjDhw8rNjZW8fHVl49jmSoAMMemA3l6doF72c/U5GjdNLpbtXMqTwImAQDsg6TPPvwuAbjrrrvUunVrffrpp+rfv7/Z4QAAypWWuXTPnNUqKXMpyCHNnDjAM/G3sqBKcwDCgmlQ2BV9bYGNAQBr87uulbS0NN122200/gHAYt5YvE2rdmVLkq45qasGd6x5g6/KOwGHhfjdrynAf5H02Ybf/WTt3r278vLyzA4DAFDJ1ox8PfXNJklS18QWuvP0HrWeG0QJEAA0Kb/7yfrXv/5Vs2bN0vbt280OBQAgqcxl6N45q1Vc6pLDIT1ZS+lPhaBKv5lIAAB7Yidga7P9HIDbbrut2rGkpCT17t1bp59+ujp06KDgYO9fNA6HQ88++2xzhQgAAe3VH7Zq+Y4sSdIVIzpraOeEo55fud1ACRBgH8z7sA/bJwAvvPBCrc/9+9//rvE4CQAANI/1+3L1dKXSn6ln9TrmNWWuIxlAKJOAbYsV9wDrsn0C4HK5zA4BAFCD4tIy3fHhSpWUuRQc5NDTFw5SZFjtpT8VKicAYZQAAbZBymcf/GQFADSJp/+7SRv2uxdluHlMqgZ1iKvTda5KNUChlADZFo3BwMYUAGuz/QhAbdauXauvvvrKMxm4c+fO+r//+z+WBwWAZvDLtky98r+tkqT+7Vrq1rGpdb620gAAk4ABG6Hsyz78LgEoLi7W9ddfr3feeUeGYSiofDkJl8ul+++/X5dccolee+01hYWFmRwpAPin/OJS3fXxShmGFB4SpH9cOLBeDfnSSqWdlADZF21BwLr87ifr1KlT9fbbb+vGG2/U+vXrVVRUpOLiYq1fv1433HCD3n33Xd17771mhwkA/sPplBYtkj79VFq0SI99vla7MgslSVPP6qXU5Jh6vVzlqV2sAgTYk8FewJbmdyMA7777ri677LJqqwP17NlTL774onJzc/Xuu+/qmWeeMSdAAPAXTqc0fbr04ovSgQOSpP+mHq8Pz58mSRrVNUFXjuxc75f1mgPACABgGwz62Iff/WR1Op0aPnx4rc+PHDlSpaWlzRgRAPghp1OaMEGaNk1KT5ckHYqM1f1n3SpJiinK18z/PKOgsvr/vGUZUP/goDkY0JgEbG1+lwCceeaZmj9/fq3Pf/311zrjjDOaMSIA8EPTp0tffeV+bLgH++8/61YdbBEvSXr0vy+p7WcfSTNm1PulK48AMAcAsA/mfdiH3/1kfeyxx7Rt2zadd955+vbbb7Vjxw7t2LFDCxYs0B//+Eft2LFDjz32mDIzM73+AADqyOl0l/1U+m3/cf/T9E2PEZKkszf8qAnrFrmff/FF9/n14LUPAHMAbIvGYGBjAMDa/G4OQO/evSVJa9as0bx587yeM8p7lfr06VPturKysqYPDgD8weLFnpp/SdoW31YPn3a9JCkpP1N//WaWu/jDMKT9+93njx5d55f3LgEiAQDsgrIv+/C7BGDatGmsQwsATanSqKkzKFi3/+FuFYRFSpKe+vIfSijMrfX8umAfAP/Ab2LAuvwuAXj44YfNDgEA/FtCgufhM6Mu1qq2PSRJU5Z9ppO3rzjq+XXhXQJEMxKwIyYBW5vfJQAAgCY2apSUkqIl4cmaNWKSJKlX+jbd8/1b3uc5HFJKivv8eijzmgQc3OhwATQPCjDsgwQAAFA/oaHKuek23bm/jQxHkMKdxXr+8ycVUVZlsq9hSDffLIWG1uvljcr7ADACYFs0BgMbG4FZGwkAAKBeDMPQn7ueob0F7onADyx8Q90P7TpygsPhbvyfc440dWq9X59JwADQtPjJCgCol09+26Mv17ob/6cG5+jSfb96n5CSIj32mDR3br17/yUmAfsPhgACGXMArI0RAABAnW0/eFgPzVsrSUqMDteM28+X4+FJ7qU+MzPdE35HjWpQw78m4ewDANgGZV/2QQIAAKgTZ5lLf/pwpQ6XuPdN+fukAUqMDnc/WY91/uuDEQD7ojEIWBc/WQEAdfLct5u1ale2JOmqUZ01umdyk7xPanK053FwEK1IwC7YCMw+SAAAAMf0y7ZMvbgwTZLUq3WMpp7Vq8ne66VLh6h3m1jddmr3JnsPAAhklAABAI4qp9CpOz5cKZfhrsl/7qLBightuvX5U5Nj9J8/ndRkr4/mQV9wYDOYBWxpjAAAAGplGIbu+2S19mQXSpL+fHZv9UiJMTkqAFbEvA/7IAEAANTq3aU79Z+1+yVJp/VO1uUjOpkcEezCQWswoDEAYG0kAACAGq3fl6vH/r1OktSmZYRmThxIow5ArfjpYB8kAACAagpKSnXL+7+ppNSlIIf07OTBim8RZnZYsBEag4GNAQBrIwEAAFQzbd7v2pJxWJJ0+2k9dHyXBJMjAmB1jBDaBwkAAMDL3BW7NefX3ZKkEV1b6eYxqSZHBADwJRKAeli2bJluueUW9e3bVy1atFDHjh11wQUXaNOmTWaHBgA+se3gYT0wd60kqVWLMD0zeRCbcaFB6AwObEwCtjb2AaiHGTNmaPHixZo0aZIGDBig/fv364UXXtCQIUO0ZMkS9evXz+wQAaDBikvLdMv7v+lwSZkk6e8XDFRKbITJUQGwC3I++yABqIc777xT77//vsLCjkyEu/DCC9W/f39Nnz5d7777ronRAUDj/O2rDfp9b64k6bqTu2pMz2STI4KdMQIQ2AymAVsaCUA9jBw5stqx7t27q2/fvlq/fr0JEQGAb/x33QG9+dN2SdLADnG6+4ye5gYEwHZI+uyDOQCNZBiGDhw4oMTERLNDAYAG2ZtdqHvmrJIkxYSH6PnJgxUWwq8HNI6DgpCAxhwAa2MEoJHee+897dmzR48++uhRz0tPT1dGRobXsbS0tKYMDQCOqaTUpZvf/03ZBU5J0vTzB6hjqyiTowJgRywDah8kAI2wYcMG3XzzzRoxYoSuuOKKo547a9YsPfLII80UGQDUzd/+s14rdmZLki4d3lHnDGhjbkAAgCZHAtBA+/fv1znnnKOWLVtqzpw5Cg4OPur5N910kyZNmuR1LC0tTRMmTGjCKAGgdl+t2afZi7dLkvq3a6kH/9DH3IDgX+gMDmhUAFkbCUAD5OTk6P/+7/+UnZ2tH374QW3btj3mNcnJyUpOZkUNANawNSNf985ZLUmKjQjRrEuGKDzk6B0ZAAD/QAJQT0VFRRo3bpw2bdqkBQsWqE8feswA2EthSZlueu835ReXSpKevmCQOiRQ9w/fYgAgwDEL2NJIAOqhrKxMF154oX7++WfNmzdPI0aMMDskAKi3afPWasP+PEnSDad002l9UkyOCIC/cDho+9sBCUA93HXXXfr88881btw4ZWZmVtv469JLLzUpMgCom4+W7dLHv+6WJB3fJUF3n9HD5Ijgr1gRJrCRA1gbCUA9rFy5UpL0xRdf6Isvvqj2PAkAACtbtzdXD85bK0lKjA7XCxcNVkgw6/0D8B2HaPzbAQlAPSxatMjsEACgQXKLnLrpvV9VXOpSkEN67qJBSo6NMDssAIAJ6PoBAD9nGIbu/Xi1th8qkCTddUZPjezG7uVoWhQABTbmAVgbCQAA+LlZi7bo69/3S5LG9EzSjad0MzkiAP6KuR/2QAIAAH7s+00Z+vs3GyVJHROi9I8LBykoiF/QaHq0AwObwUwASyMBAAA/tfNQgW77YIUMQ4oIDdJLlx6nuKgws8MC4MfI++yBBAAA/FBhSZmuf/dX5RQ6JUkzzh+gPm1jTY4KgcRBUzCgMQfA2kgAAMDPGIah+z9drfX7ciVJU07sovGD2pkcFYBAQOmXPZAAAICfmb14uz5buVeSNLxrgu7/v14mRwQAsBISAADwI0u2HtLjX62XJLVpGaEXLh7CZl8wBT3BgY0KIGvjtwIA+Il9OYW65f3fVOYyFBbinvSbGB1udlgAAghzP+yBBAAA/EBhSZmue/tXHcwvkST9dUI/DewQZ25QCGg0AwMbk4CtjQQAAGzOMAzd+8lqrdmTI0m6bHgnXTC0g8lRAQhIZH62QAIAADb34sI0fbHKPel3RNdWmjauj8kRAaIhGODYCMzaSAAAwMbm/75ff/9mkyT3Tr+zLhmiUCb9AjAJeZ898FsCAGxq/b5c3fHhSklSdHiIXrtiqOJbsNMvAAtgAMDSQswOAABQB06ntHixlJkpJSTo0KBhuuat5SooKZPDIT07eZB6pMSYHSXgwWowgYnlX+2BBAAArMzplKZPl158UTpwQJJUEhSiGy9/UntSekiSpp7VS6f2TjEzSgCAjZAAAIBVOZ3ShAnSV195utUMSdPOuFG/lDf+z8vaqOtHnG5ejEAt6AkObFQAWRtzAADAqqZPdzf+Jc+i2q8PHa9/DTxTkjRo7wY98fp9cjz5pFkRAoAXSr/sgQQAAKzI6XSX/VTqRp3ffbgeHztFktQ676Be+fRxRbhK3ec5nWZFCtSIZmBgM9gJzNJIAADAihYvdtf8l/8SXd06VX8ad7cMR5CiSgr1+pxHlHw4y/38/v3u8wHAZJR+2QMJAABYUWam5+Hu2CRNOX+aikIjFOQq0wvzZqhv+rZazwcAszEAYG0kAABgRQkJkqTcsChNmfiQMqLdXz+84BWN3bq81vMBq3DQFRyQuOv2wCpAAGBFo0bJ2bqtbj75Rm1M6ixJunrZZ7p8xZfe5zkcUkqKNGpU88cIALAlEgAAsCAjJETTpjyhH0oTJUmnbV6ivyx8o4YTDenmm6XQ0GaOEDg6BgACGxVA1kYJEABY0Cv/26oPyhv//fan6bl//13BhuvICRWtq3POkaZONSFCAKiO0i97IAEAAIv5fNVe/e0/GyRJbWLD9XrXQkUlxHmflJIiPfaYNHcuvf+wJJqBgY1JwNZGCRAAWMhPaQd110crJUnR4SF646rjldLmNOn+u9xLfWZmuif8jhpFwx+A5ZD42QMJAABYxLq9ubrunV/lLDMUGuzQy5cdp95tYt1PhoZKo0ebGh8A1JXBLABLowQIACxgV2aBrpz9i/KLSyVJT10wSKNSE02OCmg4SsEDFPfdFkgAAMBkWYdLdMXsX5SeVyxJeuCc3jp3YFuTowIA+CsSAAAwUWFJmaa8tUxbMw5Lkq45sYuuOamryVEBvkBXcCBjErC1kQAAgElKy1y69YMV+m1ntiTp3IFt9eeze5sbFAA0AmmfPZAAAIAJDMPQg/N+14L1ByRJI7u10sxJAxQUxK9P+AfmAADWRQIAACZ4cv5GffDLTklS7zaxevmy4xQeEmxyVEDTIBkIHGwEZg8kAADQzF76fov+uWiLJKljQpTeumqYYiJY0x+A/zCYBGBpJAAA0IzeX7pT08t3+U2OCdd715yg5NgIk6MCfI9+4MDEAIA9kAAAQDP5YtVe/eWzNZKkuKhQvXvNCeqQEGVyVEDTo00IWAsJAAA0g0Ub03XnRytlGFJUWLDevOp49UiJMTssoMlQCx7YKACyNhIAAGhiy7Zn6oZ3f5WzzFBYcJBevXyoBnWIMzssoNmQDAQO7rQ9kAAAQBP6fW+Orn5zmYqcLgUHOfT8xYM1KjXR7LCAJkdDMLAxB9jaSAAAoIls3J+ny17/RXlFpZKkJ88foDP7tjY5KgBoOoz22AMJAAA0gS0Z+brktaXKPFwiSXp4XB+df1x7k6MCmg/twMBmMAvA0kgAAMDHth88rItfXaKD+cWSpPv/r5euHNXF5KgA85ALBA7utT2QAACAD+3KLNDFry7RgVx34/+u03vo+lO6mRwVYC5GAwBrIQEAAB/Zm12oi19bor05RZKkW8em6tZTu5scFWAOB33BAY1JwNZGAgAAPpCeW6RLXluqXZmFkqTrT+6qO0/vYXJUANC8GO2xBxIAAGikjLxiXfzaUm07eFiSdNWozrrv/3qxGgYCGt/+gY0BAGsLMTsAALCz9NwiXfTqEm3JcDf+Lzmho6b9oQ+Nf6ASyoECCffaDkgAAKCB9ucU6eJXl2hrec//hUM76LHx/Wj8Awh4zAGwNhIAAGiAvdmFuujVJdpxqECSdNHxHfX4hH4KCqLxD1TDf4uAQf+HPZAAAEA97c4q0EWvLvFM+L1seCc9cm5fGv8A4MEQgJWRAABAPezKLNDkV5ZoT7a78X/VqM7U/AM14L9EYOK22wOrANVTfn6+HnroIZ111llKSEiQw+HQm2++aXZYAJrB9oOHdeHLP3sa/9ee1IXGP1AH/A8BrIUEoJ4OHjyoRx99VOvXr9fAgQPNDgdAM0lLz9PkV45s8nXDKd3057N70/gHasHKP4GNScDWRglQPbVp00b79u1T69attXz5cg0bNszskAA0sTW7c3TF7F+UebhEknuH3ztP70HjH6gj/qsEDu61PZAA1FN4eLhat25tdhgAmsnSrYc05a3lyi8ulSTdfUYP3TwmlcY/cAz8FwlsjABYGwkAANRi4YZ03fDuryoudUmSHh3fV5eP6GxuUABgYZR+2QMJQDNJT09XRkaG17G0tDSTogFwLJ+v2qs7P1ypUpeh4CCH/j5pgP44uL3ZYQG2RKMw8BgsA2ppJADNZNasWXrkkUfMDgNAHby/dKf+8tkaGYYUFhKkFy4arDP6UvoH1AclQIGJ+24PJADN5KabbtKkSZO8jqWlpWnChAnmBASgGsMw9Px3aXr6v5skSVFhwXrt8qEamZpocmSAvdEoBKyFBKCZJCcnKzk52ewwANSitMylB+et1Qe/7JIktYwM1ZtXDdPgjvEmRwbYE2U/gY1JwNZGAgAg4BWUlOrW91fo2w3pkqR2cZF66+phSk2OMTkyALAX0j57IAEAENAO5RdrylvLtXJXtiSpT5tYvXnVMCXHRpgbGGBzlP0ENgYArI0EoAFeeOEFZWdna+/evZKkL774Qrt375Yk3XrrrWrZsqWZ4QGoox2HDuuKN37R9kMFkqQTUxP1z0uHKCYi1OTIAP9CLhA42CPFHkgAGuDvf/+7duzY4fn6008/1aeffipJuvTSS0kAABtYsTNL1769XAfz3bv7/nFwO804f4DCQoJMjgzwPzQKAw9zAKyNBKABtm/fbnYIABph3so9umfOapWUb/B14+huuvfMnjRSAB/ifxNgXSQAAPyT0yktXixlZkoJCdKoUXIFh+iZbzfruW83S5KCgxx6+Ny+umx4J5ODBQCg+ZAAAPAvTqc0fbr04ovSgQOew4XtOuruKx7Xl2XuZT1jI0I065LjdGJ31vgHmgIDaoGNnYCtjQQAgP9wOqUJE6SvvvJqfRyITtB1p96uVeWN/84JUXr9qmHqlhRtUqBAYCEXCBwkfvZAAgDAf0yf7m78S54ZaL+266Ubx9+v9JhWkqThO1brny2k+KQxZkUJBAhaggGNAQBLIwEA4B+cTnfZj8MhGe7B53cGn6NHT71WpcHuH3WTV83Xo/99SWFJraT77pZCWe4TaBbkAgGDEQB7IAEA4B8WL/bU/BeFhOnPZ9ysT/ufKkkKLXPqoQWv6JKV/3G3Q/bvd58/erRp4QKAP2MAwNpIAAD4h8xMSdKulim6YcL9+r11qiQpJe+Q/vnZExqyd2ON5wNoGvQEByYHwz22QAIAwD8kJOi/qcfrnrNvV3ZkrCTp+J1r9OK8GUoqyK7xfADNgyYhYC0kAABsr7i0TH/LbqU3z5/mOTZl2We6b9FshbrKvE92OKSUFGnUqGaOEggsNPoDm8FWwJZGAgDA1rYdPKxb3v9Nv+/NlSTFFB/W375+Xn/Y8GPNFxiGdPPNTAAGgCZA6Zc9kAAAsK25K3brgblrdbjE3cs/sH2sXvj2XXXY8KNnNSCPiq/POUeaOtWkiIHA4aAlGNDo/7c2EgAAtpNT4NS0z9dq3sq9nmPXn9xVd53RU2HXD5dm9HUvCbp//5GLUlLcPf9Tp9L7DzQzkoHAwZ22BxIAALaycGO67vtktQ7kFkuSWrUI01MXDNTonsnlZwRJDzzgbugvXuxe7SchwV3zT8MfMAXt/8DDFABrIwEAYAv5xaV6/Mt1+uCXXZ5jY3sla/p5/ZUcG1H9gtBQ1vkHTESbPzAx2mMPJAAALO/nLYd0z5xV2p1VKEmKDg/RtD/00aSh7fllAwBAPZEAALCs7IIS/e2rDfpw+ZFe/xFdW2nmpAFqHx9lYmQAjoXcPLBRAWRtJAAALMcwDM1buVeP/XudDh0ukSRFhAbpvrN66fIRnRUURMsCsBP+xwYO7rU9kAAAsJQdhw7rgc/W6ofNBz3HTu6RpMcn9FOHBHr9Abtw0BQMaGwEZm0kAAAsobCkTC99v0Uvfb9FxaUuSVJidJimjeurcQPaUOsP2Bj/fwMIt9oWSAAAmMowDH2+aq+m/2eD9uUUeY5fdHwH3XdWb7WMYulOALCL3MJSSdK/V+/T+UPSNaZX8jGugBlIAACYZvXubD36xTot35HlOda3bawePrevhnVOMDEyAI1Fp39gKnKWeR5X7tSBtZAAAGh2uzIL9I8FmzR3xR7PZjGJ0WG658yemnhcBwUzyRfwK/yPDhzOMpfncUgwd96qSAAANJuMvGK9uDBN7y3dIWeZu+UfGuzQ1aO66JaxqYqJoNwHAOys1HVk8m8oCYBlkQAAaHK5RU69+r+tev3HbSooOTI8fFbf1pr6f73UJbGFidEBaGqUAwWOMq8EIMjESHA0JAAAmkxOoVNv/bRdbyzepuwCp+f4qNRWuufMXhrUIc684AA0KRr9CAkiAbAqEgAAPncov1iv/7hNb/+8Q/nFpZ7jA9u31L1n9dKo1EQTowMANAdKgKyLBACAz+zPKdIr/9uq93/ZoSLnkYlgfdvG6tax3XVm3xTWAwcCEv/vA1EIJUCWRQIAoNHW78vV6z9u0+cr96qk0goQQzrG6dax3TW6ZxINfyDA8H8eoazoZlkkAAAaxOUytHBjul7/cZt+2nLI67mR3VrplrGpGtG1FY0AAMwHCFCMAFgXCQCAejlcXKpPV+zR7B+3aevBw57jQQ7pzL6tdc1JXXVcp3gTIwRgBbT5wT4A1kUCAKBO1u/L1XtLd+izFXu9JvZGh4fowmEddOXIzuqQEGVihAAAKwljBMCySAAA1KrIWaYvV+/Te0t36Led2V7PtYuL1FWjOuvCYR3YwAtANZT9gBEA6yIBAFDNur25mvPrbn3y227lFB5Zv9/hkEb3SNLFJ3TSmJ5J1HcCqBOagYGJfQCsiwQAgCTpYH6x5q3cq09+3a11+3K9nkuMDteFw9pr8rCOlPkAqDdGAwIT+wBYFwkAEMCKS8u0cEO65vy6W4s2Zqi00hbukns1n0tO6KTT+6QoLISeHAB156DfP+AxSmxdJABAgHG5DP22M0ufr9qrz1ftVXaB0+v5Tq2idP6Q9vrj4Hb09gMAGox9AKyLBAAIAIZhaM2eHH2xaq++XL1Pe3OKvJ6PCQ/ROQPaaOJx7XVcp3jW7gfQaIaMY58Ev8YIgHWRAAB+yjAMbTyQpy9W7dW/V+/TjkMFXs8HOaRRqYmaeFx7ndm3tSJCg02KFIC/oxwoMLEKkHWRAAB+pKLR//Xa/fpy9T5tTs+vds7xnRM0bmAbndWvjZJiwk2IEkAgMBgACHjsA2BdJACAzVXU9M//fb++WXegWk+/JA3sEKdxA9ronAFt1KZlpAlRAghkVBUGphDmAFgWCQBgQyWlLv205aDm/35A/113QAfzi6ud07tNrMYNbKM/9G+rjq2YzAsAaF7BJACWRQIA2MSh/GJ9vylDCzdmaNHGdOUVlXo973BIx3WM15l9W+vMvq1p9AMwFRVAYEEJ6yIBACzK5TL0+95cfbchXQs3pmvV7uxqNbWhwQ6NSk3UmX1b67TeKdT0A7AkmoGAtZAAABaSU+DU4i0HtXBDuhZtylBGXvXSnpiIEJ3cI0ln9m2tMT2TFBMRakKkAHB0BrOAAcsiAQBMVOQs0687srQ47aAWpx3Umj05ctXwO7NnSozG9ErWmJ5JOq5TPGsrAwCABiMBAJpRmcvQ2j05WrzF3eBfvj1LxaWuaudFhgZrVGorje6ZrDG9ktUujpV7AACAb5AAAE2ooKRUK3dma/mOLC3bnqkVO7OVX1xa7TyHQ+rbNlajUhM1qluiju+SwMZcAPwGk0EBayEBAHzEMAztyS7U6t05+nVHlpZvz9Tavbkqq6mmR1KXxBYa2a2VRqUmakTXVopvEdbMEQNA02EKAGBdJABAAxiGoX05RVq9O0dr9+Ro9Z4crdmdrawCZ63XdE1qoWGdEjS0c7xGpiZS1gMAAExBAgAcQ35xqTYfyNOmA3nauD9fmw7kacP+XB3ML6n1mtBgh/q1a6lhnRM0tFO8jusUr1bRLNEJAADMRwIAyL3m/v7cIm0/eFjbDxVox6HD2pyer43787Qnu/Co1zocUmpStPq3a6n+7VtqQPuW6tOmpSLDqOEHAADWQwJQT8XFxZo2bZreeecdZWVlacCAAfrrX/+q008/3ezQaud0SosXS5mZUkKCNGqUFBpYa8cbhqGcQqf2ZhdpX06h9mYXasehAk9jf0dmgUpqWI2nqrDgIHVLjlbPlGj1a9dSA9rHqU/bWEWH818JAGrDHGDAWmi11NOVV16pOXPm6Pbbb1f37t315ptv6uyzz9bChQt14oknmh2eN6dTmj5devFF6cCBI8dbt5Zuukm67z6/SARKSl06dLhYB/NKdDC/WAdyi7Q3p0j7sgu1L6dIe3MKtS+7SIXOsjq/ZkiQQ51aRalX61h1T4lWz5QY9Wgdo04JUazBDwB1wCRgwLpIAOrhl19+0b/+9S/NnDlTd999tyTp8ssvV79+/XTvvffqp59+MjnCSpxOacIE6auvqne9HDggTZsmLV0qzZ1ruSTAMAwVOsuUVeBU1uESZeQXKyOvWAfz3Y38jPxiHSz/OiO/WNlHmXh7NGHBQerYKkqdW0WpU6sW6pzYQp1bRalzqxZq0zKChj4A+AgjAIC1kADUw5w5cxQcHKzrrrvOcywiIkJTpkzRn//8Z+3atUsdOnQwMcJKpk93N/6l6t0wFV9/+aU0Y4b0wANNFkaZy116k1VQouyCEmUdrnjs/jurwOk+XuVYXcpxjiUpJlxtW0aoTctItYmLUNvyv9u0jFTbuAglx0QoOIjfSgAA+Ep0eIjyi0tZ6c7iSADqYcWKFerRo4diY2O9jh9//PGSpJUrV1ojAXA63WU/DsfRx2AdDvd5U6dWGwVwlrlU6CxTYUn5H6f7T35RqfKKSpVb5FRekVO5haXKK3J6juUWlSq38MjX+cWlPh0GjgoLVlJMuBKjw5UYHVbpsftPUky4kmPClRwbrvAQJuECgFkMUQMUiL649UR9vnKvJg5tb3YoOAoSgHrYt2+f2rRpU+14xbG9e/fWem16eroyMjK8jqWlpfk2wAqLF3vV/Ke1aq/7zrpVpUHBcjmCqv/9xH9VFh7hbvSXN/ZLa9m8ypeCgxyKjwpVXFSY19/xUWFex5JiwpUUHa7EmDBFhfEtCwB2kFhp6ePLh3c2LxA0qy6JLfSn07qbHQaOgdZUPRQWFio8vPpa7hEREZ7nazNr1iw98sgjTRabl8xMry+LQsK1vH3f2s8vNKSjxH40QQ73cF9sZKhiIkIVExGi2IhQxUa4j8VGhLgb8y0qGvhHGvaxESFsDw8AfqpFeIg+uXGk0tLzdN4QeoMBKyEBqIfIyEgVFxdXO15UVOR5vjY33XSTJk2a5HUsLS1NEyZM8GmMktxLfVYSU3xYo7avVJDhUoirTMGuMgW7XAoxyhTkcinktLEKbtNGocEORYaGKDIsSJGhwYoIDVZkWLAiQ4MVFeb+ukW4u4EfExGimIgQtQgLURB19ACAGhxXvhEiAGshAaiHNm3aaM+ePdWO79u3T5LUtm3bWq9NTk5WcnJyk8XmZdQoKSVFSk+XDEOdsvfrvQ9rmOjrcLjP++Rxy60EBAAAgKbBOof1MGjQIG3atEm5ublex5cuXep53hJCQ6Wbbz72IsyG4T6Pxj8AAEDAIAGoh4kTJ6qsrEyvvPKK51hxcbFmz56tE044wRorAFW47z7pnHPcj6vW2Vd8fc457hWAAAAAEDAoAaqHE044QZMmTdL999+v9PR0paam6q233tL27dv1+uuvmx2et9BQ9yZfM2a4l/rcv//Icykp7p7/Gpb/BAAAgH8jAaint99+Ww8++KDeeecdZWVlacCAAfr3v/+tk08+2ezQqgsNdW/yNXWqe2nQzEz3BOFRo2j4AwAABCgSgHqKiIjQzJkzNXPmTLNDqbvQUGn0aLOjAAAAgAUwBwAAAAAIICQAAAAAQAAhAQAAAAACCAkAAAAAEEBIAAAAAIAAQgIAAAAABBASAAAAACCAkAAAAAAAAYQEAAAAAAggJAAAAABAACEBAAAAAAIICQAAAAAQQELMDiCQFRcXS5LS0tJMjgQAAMB+KtpQFW0q1A0JgIl27dolSZowYYK5gQAAANjYrl27NGTIELPDsA2HYRiG2UEEquzsbH3//ffq0KGDwsPDm/S90tLSNGHCBH322WdKTU1t0veCebjPgYH77P+4x4GB+9x4xcXF2rVrl0455RTFxcWZHY5tMAJgori4OI0fP75Z3zM1NVV9+/Zt1vdE8+M+Bwbus//jHgcG7nPj0PNff0wCBgAAAAIICQAAAAAQQEgAAAAAgABCAhAgkpKS9NBDDykpKcnsUNCEuM+Bgfvs/7jHgYH7DLOwChAAAAAQQBgBAAAAAAIICQAAAAAQQEgAAAAAgABCAgAAAAAEEBIAmysuLtbUqVPVtm1bRUZG6oQTTtB///vfOl27Z88eXXDBBYqLi1NsbKzGjx+vrVu3NnHEaIiG3ueNGzfqjjvu0MiRIxURESGHw6Ht27c3fcCot4be408//VQXXnihunbtqqioKPXs2VN33XWXsrOzmz5o1FtD7/PcuXN15plnqm3btgoPD1f79u01ceJErV27thmiRn015ndzZaeffrocDoduueWWJogSgYwEwOauvPJKPf3007rkkkv07LPPKjg4WGeffbZ+/PHHo16Xn5+vMWPG6Pvvv9ef//xnPfLII1qxYoVOOeUUHTp0qJmiR1019D7//PPPeu6555SXl6fevXs3U7RoiIbe4+uuu07r16/XpZdequeee05nnXWWXnjhBY0YMUKFhYXNFD3qqqH3ec2aNYqPj9ef/vQnzZo1SzfeeKNWrFih448/XqtWrWqm6FFXDb3PlX366af6+eefmzBKBDQDtrV06VJDkjFz5kzPscLCQqNbt27GiBEjjnrtjBkzDEnGL7/84jm2fv16Izg42Lj//vubLGbUX2Pu86FDh4zc3FzDMAxj5syZhiRj27ZtTRkuGqAx93jhwoXVjr311luGJOPVV1/1dahohMbc55rs37/fCAkJMa6//npfholG8sV9LiwsNDp37mw8+uijhiTj5ptvbqpwEaAYAbCxOXPmKDg4WNddd53nWEREhKZMmaKff/5Zu3btOuq1w4YN07BhwzzHevXqpVNPPVUfffRRk8aN+mnMfU5ISFBMTExzhIlGaMw9Hj16dLVjf/zjHyVJ69ev93msaLjG3OeaJCcnKyoqinIvi/HFfX7yySflcrl09913N2WoCGAkADa2YsUK9ejRQ7GxsV7Hjz/+eEnSypUra7zO5XJp9erVGjp0aLXnjj/+eG3ZskV5eXk+jxcN09D7DPvw9T3ev3+/JCkxMdEn8cE3fHGfs7OzlZGRoTVr1uiaa65Rbm6uTj311KYIFw3U2Pu8c+dOTZ8+XTNmzFBkZGRThYkAF2J2AGi4ffv2qU2bNtWOVxzbu3dvjddlZmaquLj4mNf27NnTh9GioRp6n2Efvr7HM2bMUHBwsCZOnOiT+OAbvrjPw4cP18aNGyVJ0dHReuCBBzRlyhTfBopGaex9vuuuuzR48GBNnjy5SeIDJBIAWyssLFR4eHi14xEREZ7na7tOUoOuRfNr6H2GffjyHr///vt6/fXXde+996p79+4+ixGN54v7PHv2bOXm5mrr1q2aPXu2CgsLVVZWpqAgBvStojH3eeHChfrkk0+0dOnSJosPkEgAbC0yMlLFxcXVjhcVFXmer+06SQ26Fs2vofcZ9uGre/zDDz9oypQpOvPMM/X444/7NEY0ni/u84gRIzyPJ0+e7Fnd6+9//7uPokRjNfQ+l5aW6rbbbtNll13mNT8PaAp0GdhYmzZttG/fvmrHK461bdu2xusSEhIUHh7eoGvR/Bp6n2EfvrjHq1at0rnnnqt+/fppzpw5Cgmhf8dqfP1/OT4+XmPHjtV7773nk/jgGw29z2+//bY2btyo66+/Xtu3b/f8kaS8vDxt375dBQUFTRY3AgsJgI0NGjRImzZtUm5urtfxiqHDQYMG1XhdUFCQ+vfvr+XLl1d7bunSperatSsrx1hIQ+8z7KOx93jLli0666yzlJycrK+++krR0dFNFSoaoSn+LxcWFionJ8cX4cFHGnqfd+7cKafTqVGjRqlLly6eP5I7OejSpYu++eabJo0dgYMEwMYmTpyosrIyvfLKK55jxcXFmj17tk444QR16NBBkvuHyoYNG6pdu2zZMq8kYOPGjfruu+80adKk5vkHoE4ac59hD425x/v379cZZ5yhoKAgzZ8/X0lJSc0aO+quMfc5PT292utt375d3377bY0rusE8Db3PkydP1ty5c6v9kaSzzz5bc+fO1QknnNC8/xj4LYdhGIbZQaDhLrjgAs2dO1d33HGHUlNT9dZbb+mXX37Rt99+q5NPPlmSe53w77/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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Let's check the selection of phase and diameters \n", "diamsel = np.unique(diam_mat) \n", "phasesel = binarray[np.unique(newphas) ]\n", "\n", "#print(diamsel.shape)\n", "#print(phasesel.shape)\n", "\n", "fig = plt.figure() \n", "plt.plot(dvar_cut, phas_cut)\n", "plt.scatter(diamsel, phasesel, color='red')\n", "plt.xlabel('diameter ($\\mu$m)')\n", "plt.ylabel('phase (rad)')" ] }, { "cell_type": "code", "execution_count": 11, "id": "official-punishment", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:40.784339Z", "start_time": "2025-05-26T11:18:39.895700Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:50.124168Z", "iopub.status.busy": "2026-02-03T20:48:50.123171Z", "iopub.status.idle": "2026-02-03T20:48:50.550796Z", "shell.execute_reply": "2026-02-03T20:48:50.548305Z", "shell.execute_reply.started": "2026-02-03T20:48:50.124168Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The number of levels after printing is 8.\n" ] }, { "data": { "image/png": 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a41dG/8BbvR+BLmIWjJxAo0aNfJZZ/f02utZG1+zyyy/3+H87i+eZOZ/y2gUE08aNG7V06VJlZmZq1KhRkqT09HQlJydr9OjRWrduXbn7jh8/3mfZoEGDdNlll2nWrFl67bXXPNbVr19f/fv3t/cEwgRTgAAAAByq7ClAgfixIjs7W1FRURo8eLB7mcvl0sCBA7V+/Xrt27fvgl6vbt26io2N1fHjxw3Xnz59WqdOnbLU1nBGBwAAAAAhYcuWLWrWrJlq1KjhsTw1NVWSlJOTc97XOH78uA4fPqytW7dq0KBBOnHihK677jqf7T7//HPFxsaqWrVqatSokV5++WVbziEcMAUIAADAoQL9FKBdu3b5rIuPj1fdunUN98vLy1NCQoLP8rJlBw8ePO+x//CHP+i7776TJFWrVk1PPfWUBg4c6LFN27Zt1alTJzVv3lxHjhzR/PnzlZGRoYMHD2rKlCnnPUa4owMAAACAgOjTp4/PsgkTJmjixImG2xcWFqpq1ao+y10ul3v9+WRlZenEiRPavXu3srKyVFhYqJKSEo9pSe+//77HPvfff79uvPFGTZ8+XcOGDdNll1123uOEMzoACEtWA7+S9SJWRgE6M6FAo/2CUdDLzuJdVsOjdgZ3Q6GQVjix89r7822hnaFTM2Hh+Ph4n23Mhum9mQ3RGl1rs8HgQDIKBgOBrgS8bNkyJSUleawz+r0sExMTo+LiYp/lRUVF7vXn07FjR/d/33nnnWrZsqUkaerUqeXuExERoREjRmjFihVatWpVpQ8H0wEAAABAQCQlJal169amt09ISNCBAwd8lufl5UmSEhMTL+j4tWvXVteuXbV48eJzdgAkqUGDBpKko0ePXtAxwhEhYAAAAAczKojl749VKSkp2rlzp06cOOGxfMOGDe71F6qwsFAFBQXn3W737t2Szj1CUVnQAQAAAEBI6Nu3r0pKSjRnzhz3suLiYmVlZSktLc39Lf3evXu1Y8cOj32Npvfl5ubqs88+U4cOHdzLjh49qpKSEo/tzpw5o+eff17R0dGOqI/BFCAAAACHCnQG4EKlpaWpX79+evLJJ5Wfn6+kpCQtWLBAubm5mjt3rnu79PR0rV692iNz06ZNG1133XVKSUlR7dq19f3332vu3LnuD/dl3n//fU2aNEl9+/ZV48aNdfToUS1ZskTbtm3T5MmTdemll1o/8TBBBwAhx0xo1p/Ar5mgq9nAr9UKxUbMnpM3O6v3BiPca2eY1+y1dgLvwKc/19n72zB/KuKaaUeofPvm/ZhCo/eX2etqJhgc6ArLRqgOjFC0cOFCjRs3TosWLdKxY8fUtm1bLV++XJ07dz7nfg899JD+/ve/6//+7//0008/qW7duurevbvGjh2rNm3auLdr06aNWrVqpTfeeEOHDx9WdHS0UlJS9Oabb6pfv36BPr2QQAcAAADAoQJdB8AKl8ulzMxMZWZmlrvNqlWrfJZNnDix3MeL/lb79u19HgPqNHQAAAAAHCoUOwAIPELAAAAAgIMwAgAAAOBQERERAQkBMwIQ2ugAIKjMVsn1DsiGU+DXbNVRq4HfUKjea3dV3kCGea1WgQ0V3sHU8li9hkbVYgMdDvf+oGD2eFbDqmYqCPvD7DX0vj5mqwVXdDCYUDBQ+dABAAAAcCgyAM5EBgAAAABwEEYAAAAAHCrUCoGhYtABQIWxOt9f8p2fa7b4lZl2WJ3vL5krUGbEbIbBm53z/c3Oz7Y6/9ufefyhME/fzjnhZsXHx593m1C4Nkb8yQ6YeS+aLSrmPV/dzvnyRvfH7P0wc33MFAuTKj4XQLEwoPKhAwAAAOBQZACcifEZAAAAwEEYAQAAAHAoRgCciREAAAAAwEEYAUBA2Bn4lawHZM0U37Ea+JXMFSgzYjbE7H1OdoYq/SneZTXga2eANRgh3UAL5DmZCRhL5u6RUTEys+8Jq2Fhq0XFjBgFWC+//HKfZf48bMAM72thtiih2WCwNzvPh2Bw5UElYGdiBAAAAABwEEYAAAAAHIoMgDPRAQAAAHAoCoE5E3cHAAAAcBBGABCWrAZ+y9vOmz+BZW9GwbtQregbjHCvncHXQIc2w8kll1zi8f/+XGfvALHZ+201LGw2KGwUOvX+fbBaQdgs7+ssWb/WZs/bTDDYbNAZYAqQMzECAAAAADgIIwAAAAAOxrf1zsMIAAAAAOAgjAAAAAA4FE8BciY6ALCFd1DN7qq/ZiriOjXw608lYzPMBD7trmAbyDCv2fsRqswGOa1eQztDrWZ5h4XNvlet/s5YDQabfe+EQjDYarVgf1AdGAgfdAAAAAAciqcAORPjMwAAAICDMAIAAADgUGQAnIkOAC6Y0TxP7zm7ds73Nzqm2eJXRqy21Yh3+/2Z72/mnOyc7x/o4l12zuMPlXn7Zq+/GVbnRtt5LYzyBIHODngXFZPMvRfNFhXznjNv9XdNMldcK1RyAd7MZh/IBQDORAcAAADAwZiv7zyMzwAAAAAOwggAAACAQ5EBcCbuDgAAAOAgjADAFt4hvkAXDjJiJpwsWQ+/Wi3y5U8I0WohMyN2FvSyGhQNdJjXzpBuoAW6rWaCllbvh53hYSNmg8JmgsFmC2kZXS+rxbX8CQZ7M/v3yvuc7Aza+nNvzQSWEVzUAXAmOgAAAAAORQfAmZgCBAAAADgIIwAAAAAOxQiAMzECAAAAADgIIwA4J7PBWjOsVv2VfMN4drbLnwrF3oIR+LUaarYz8Gt3uDeQAVl/qkiHArPfqlm9hnaGh82Ghb3DsHZWEDZiNRjsT3Vdq78jRudtxPtvg9m/RWbab3QfzTL6mxXIwDKs4dt652EEAAAAAHAQRgAAAAAcigyAMzECAAAAADgIIwAAAAAOxQiAM9EBgJs/lXS9Q3t2Bn7L284Mq201y7tddgZ+Jd/rbzb0aCbg6895Ww00Wr2P4R7ctZOd18LoH2gz98hsaNPofVLRVYTN/s6YCQabqRYsmQ8Ge/PnOhhVRfZmNRgc6JCu2crMAOxDBwAAAMChGAFwJjIAAAAACBnFxcUaM2aMEhMTFRMTo7S0NH3yySfn3e/dd9/VDTfcoMTERFWtWlWXXXaZ+vbtq23bthlu//7776tdu3ZyuVxq2LChJkyYoF9++cXu0wlJdAAAAAAcqmwEIBA/Vg0YMEDTp0/XPffco5dffllRUVHq2bOn1q5de879tm7dqtq1a2v48OF69dVX9dBDD2nLli1KTU3V119/7bHtRx99pD59+qhWrVqaMWOG+vTpo0mTJmnYsGGW2x1OmAIEAACAkLBx40YtXbpUmZmZGjVqlCQpPT1dycnJGj16tNatW1fuvuPHj/dZNmjQIF122WWaNWuWXnvtNffyUaNGqW3btvr444910UW/fhyuUaOGJk+erOHDh6tFixY2n1looQOAsGQ1nGyW2cCyGVYDv5K5AGMoVPT1p3JvoAO+gawqHMrMhCjNXnvvb/LMXlOrFXGtVhCWfH8f/Kkg7B0M9iesamZfsxV3rf5dMwo6AxEREYqMtH9CiNURgOzsbEVFRWnw4MHuZS6XSwMHDtTYsWO1b98+NWjQwPTr1a1bV7GxsTp+/Lh72fbt27V9+3b95S9/cX/4l6ShQ4fqueeeU3Z2tp566ilL7Q8XdAAAAAAcKtRCwFu2bFGzZs1Uo0YNj+WpqamSpJycnPN2AI4fP64zZ87o0KFDeumll3TixAldd911HseQpA4dOnjsl5iYqMsuu8y9vjKjAwAAAICA2LVrl8+y+Pj4ch9dm5eXp4SEBJ/lZcsOHjx43mP+4Q9/0HfffSdJqlatmp566ikNHDjQ4xi/fU3v45g5RrijAwAAAOBQgR4B6NOnj8+6CRMmaOLEiYb7FRYWqmrVqj7LXS6Xe/35ZGVl6cSJE9q9e7eysrJUWFiokpIS91Snstco7zgnTpw47zHCHR0AB/Oek+rPvHrv+bl2F/2yWhDLiNW2GvFuf2Wc7x8KxbuCMY/f6B4Fmp1ztO0s6GXmXlotKmbUDn8KiHnnAox+Z6zmAswUC5PMFwczU2jMiFH2wZvZv5Fm2m+1sJk/KA5WeSxbtkxJSUkey4x+B8vExMSouLjYZ3lRUZF7/fl07NjR/d933nmnWrZsKUmaOnWqx2uUdxwzxwh3PAYUAADAoQL9GNCkpCS1bt3a4+dclasTEhLcU3R+q2xZYmLiBZ1f7dq11bVrVy1evNjjGL99Te/jXOgxwhEdAAAAAISElJQU7dy502cazoYNG9zrL1RhYaEKCgo8jiFJmzZt8tju4MGD2r9/v6VjhBs6AAAAAA4VaoXA+vbtq5KSEs2ZM8e9rLi4WFlZWUpLS3M/AWjv3r3asWOHx75GU99yc3P12WefeTzxp3Xr1mrRooXmzJmjkpIS9/JZs2YpIiJCffv2tdT2cEIGAAAAACEhLS1N/fr105NPPqn8/HwlJSVpwYIFys3N1dy5c93bpaena/Xq1R6ZlTZt2ui6665TSkqKateure+//15z587VmTNn9Pzzz3scJzMzU71791b37t115513atu2bZo5c6YGDRrkzgxUZnQAUGmYCSdL1otdmQ0se7Ma+JXMhX7NBH4lc+cdjMCvnQHfYAR37WRn+80Eiv0p6OXNbPDVTDvMFhAzEww2UyxMCp1gsDerf6/OFbIEvAXiKUD+WLhwocaNG6dFixbp2LFjatu2rZYvX67OnTufc7+HHnpIf//73/V///d/+umnn1S3bl11795dY8eOVZs2bTy2vemmm/TOO+/o6aef1rBhwxQfH6+xY8caVhOujOgAAAAAIGS4XC5lZmYqMzOz3G1WrVrls2zixInlPl7USJ8+fQwfU+oEdAAAAAAcKtQqAaNiEAIGAAAAHIQRAAAAAIdiBMCZ6AA4hNXqulaDtXZW/TVqm9mKuGaYbasZ/oQ4QzXwa/VahHu4159q01adqzjOhTJzzcxWHrZaVdjse8f7g4LZKrBmgsFmqgVL5oPB3oyus9nrGsiKu/78jfS+/mYDzFQHBsIHHQAAAACHYgTAmcgAAAAAAA7CCAAAAIBDMQLgTHQAAAAAHIoOgDPRAUClYbbqr9VwqtnAsjd/wqRmQr9mK4WaOe9gBH7tDPgGI7hrJzvbbyZQbPbaW60qbDagaSYMazUYbKZasGQcDPZmdH+MrrPRdbV6fazuZ+Z8ADgXHQAAAAAH49t65wn7EPC//vUv9evXT02aNFFsbKzq1Kmjzp0764MPPvDZ9ttvv1WPHj1UrVo1xcXF6d5777X1cZIAAABAUVGRiouLg92McoX9CMAPP/ygn376Sffdd58SExP1888/6+2331bv3r01e/ZsDR48WJK0f/9+de7cWTVr1tTkyZN18uRJTZ06VVu3btXGjRsVHR0d5DMBAACoWGQA7LFq1Sq99957+uKLL7R9+3YVFhZKkmJjY9WyZUtdddVV6tOnj6699trgNvT/C/sOQM+ePdWzZ0+PZY888ojat2+v6dOnuzsAkydP1qlTp7R582Y1bNhQkpSamqrrr79e8+fPd2/nJGaKa1mdV29n0a/y2mYXs201w+wcbrPX2lsw5vtbvRbhPrc/GKODZgpPmWXmmpktPGa1qJjZ9473nHazhafMzI83UyxMMvf7Z3R/zOYCjFgtuGWV1fe02WKJgS4OZrbAGlBRzpw5o9mzZ2v69OnKzc1VXFyc2rVrp/79+6t27doqLS3VsWPHtGfPHr3xxht65ZVXdPnll2vkyJEaMmSIqlSpErS2h30HwEhUVJQaNGigL7/80r3s7bff1k033eT+8C9J3bp1U7NmzfTmm286sgMAAACcjREA65KSknT69Gndd999uv3229WuXbtzbr9582a99dZbmjx5sqZOnRqUKvdlKk0H4NSpUyosLFRBQYHef/99ffTRR7rjjjskSQcOHFB+fr46dOjgs19qaqo+/PDDim4uAAAAwtjYsWM1YMAAVa1a1dT27du3V/v27fXMM88oKysrwK07t0rTARg5cqRmz54tSYqMjNRtt92mmTNnSpLy8vIkSQkJCT77JSQk6OjRoyouLi73Bubn5/sMne7atcvO5gMAAFQ4RgCsGzJkiKX9oqOjLe9rl0rTAcjIyFDfvn118OBBvfnmmyopKdHp06clyR3EMPqA73K53NuU1wF49dVX9fTTTweo5QAAAEDFqTQdgBYtWqhFixaSpPT0dHXv3l0333yzNmzYoJiYGEkyfBxTUVGRJLm3MTJ06FD169fPY9muXbvUp08fm1pvL6sFq8JJoIt+GbF6Df0Jk5oJ/Zo9RzOh32AEfgMd8A2nR/1abavV8LDZa2+1qJjZ0Kb3+84oOGo1GGymWJhkHAz2ZnR/zF57f66PN6cWBzNTYM3O0LFTMAJgr7Vr12revHnavXu3jh07Zljo8Ouvvw5S6/6r0nQAvPXt21dDhgzRzp073VN/yqYC/VZeXp7i4uLOOX+rbt26pp/qAAAAAOeZPn26Hn/8cblcLjVv3lxxcXHBblK5Km0HoGzaT0FBgZo3b674+Hht2rTJZ7uNGzcqJSWlglsHAAAQfIwA2CczM1NXX321PvjgA9WsWTPYzTmnsK8EbDSEfebMGS1cuFAxMTFq1aqVJOmPf/yjli9frn379rm3++yzz7Rz506f6T0AAADAhfj55591zz33hPyHf6kSjAAMGTJEJ06cUOfOnVW/fn0dOnRIixcv1o4dOzRt2jRVq1ZN0q+PanrrrbfUpUsXDR8+XCdPnlRmZqbatGmj+++/P8hnAQAAEBxO/LY+ELp06aKtW7cGuxmmhH0H4I477tDcuXM1a9YsHTlyRNWrV1f79u01ZcoU9e7d271dgwYNtHr1aj322GN64oknFB0drV69emnatGmmn9/qRGaDtd4hl1Ct+iuZa6tZVgOsZqqOGgmFwK9kPfRr9XqFU5A3GAIdHva+b/5UEDYTfDUbcjUTDLYamJV8f0/NhmitVgf2p+KuVaFaHdjOqtg4N6YA2WfGjBnq3r27pk6dqgceeIAMQCDdeeeduvPOO01t27p1a61YsSLALQIAAIDTNGjQQEOGDNGoUaM0ZswYuVwuRUVFeWwTERGhgoKCILXwv8K+AwAAAABrGAGwz/jx4/Xcc8+pfv366tChQ0hnAegAAAAAAH567bXX1KtXLy1btkyRkaH9nB06AAAAAA7FCIB9Tp8+rV69eoX8h3+JDoBjmAnbWg2mVgTvtoVT1V+z19VM1d9gqOjArxTY0G8ov8/NsLOaq9XKtlZDrpK9FXHtZKY6sNn3jtXqwP5cB6sVcUO1OrDZvwGh8N4Bytx0001as2aNhgwZEuymnFfod1EAAAAQEGUjAIH4cZoJEyZo+/btGjp0qDZv3qzDhw/r6NGjPj+hgBEAAAAAwE/NmzeXJOXk5Gj27NnlbldSUlJRTSoXHQAAAACHIgNgn/Hjx4fNedMBCHNmC245lVFhGqtZATuLlpmd72+mrWaKfpl9rXCf7x/u8/vNMHuOVud2h0IuwGhet9XiYEb/GJt9Le/fU+9MQHnMvqdDtThYOPF+7/hT+A3w18SJE4PdBNPoAAAAADiYUzuQTkYHAAAAAPBTly5d1LZtW/dPcnKyYmJi3Ou//PJLValSRSkpKcFr5P9HBwAAAMChyADYa/HixZoxY4YiIiIUGRmpJk2aqG3btmrTpo02b96snJyckHjsNx0AAAAAwE9lGZQDBw7o66+/1jfffKOcnBx9/vnnevvttxUREaHf/e53QW7lr+gAwM1scS0zwVqjMKnZEG1FBzntDE0Huu2hEPiVzIV+nRDuNfstjtnwqJ3MXDOzQWEz99IoKGw1GGy2WJiZwGegA7NG19lqADvQRdIC/a2j1cCyUUg3VAuUVUaMANivfv36ql+/vnr27Cnp19+Dl19+WZMmTdKyZcuC27j/j0JgAAAAQIBEREQoIyNDN9xwg0aOHBns5kiiAwAAAOBYkZGRAfuBpz/84Q/6xz/+EexmSGIKEAAAgGMxBcg+6enpSklJUdu2bXXFFVf4TI3csWOHEhMTg9Q6T3QAAAAAAD+tXbtWixcvVmlpqSIiIlSvXj1dccUVatasmfLy8vTxxx9r6dKlwW6mJDoAjhEKYVt/eIfXzIbNrPKnsq03O6v+BoOd18KsQL43g/H4NTuPaWeg2M4Aq1n+VAwOJDOBYqP76M/98L4W/lwHMxWQw6kirtm/AaHw3qkMnPhtfSDs3r1bp06d0rZt27Rt2zZt3bpV27Zt09KlS92fw3r37q0mTZqoVatWatWqlVq3bq277rqrwttKBwAAAACwwcUXX6y0tDSlpaV5LD98+LC2bt3q7hRs3bpVn376qU6dOkUHAAAAABWHDEDFiI+PV9euXdW1a1eP5Xv27AlKe4hoAwAAIGQUFxdrzJgxSkxMVExMjNLS0vTJJ5+cd7933nlHd9xxh5o0aaLY2Fg1b95cI0eO1PHjx322bdSokbvz89ufP/3pT6bb2apVKy1cuFCnT5++oHPLyspSq1atJEmNGzc2va+dGAEAAABwqFAcARgwYICys7OVkZGhpk2bav78+erZs6dWrlypTp06lbvf4MGDlZiYqP79+6thw4baunWrZs6cqQ8//FBfffWVYmJiPLZPSUnxeS5/s2bNLqidjz32mIYPH67evXurW7duateunRo3bqzY2FhJ0qlTp7Rnzx5t2rRJn376qT744ANFR0fr8ccfv4ArYj86AGHObMVdp7IzWGtnZVuzzASbzZ6jmcq/Vt87/lwbOwO/wQj4VrRAVx+2Ggw2eg8YVQc2YiYMa7U6sFHwNdDVgY34c328mQksOwX/3lU+Gzdu1NKlS5WZmalRo0ZJ+vXxmsnJyRo9erTWrVtX7r7Z2dm69tprPZa1b99e9913nxYvXqxBgwZ5rKtfv7769+9vua2jR4/WQw89pLlz52r+/PlatGiR+2/JRRf9+hH7l19+kfTr353k5GQ9/fTTeuCBB1SjRg3Lx7UDHQAAAACHCrURgOzsbEVFRWnw4MHuZS6XSwMHDtTYsWO1b98+NWjQwHBf7w//knTrrbfqvvvu07fffmu4z+nTp3XmzBldfPHFltpbvXp1ZWRkKCMjQ7m5uVq3bp127Njh/jLlkksuUYsWLdSxY8egTfcxQgcAAAAAIWHLli1q1qyZzzfkqampkqScnJxyOwBGDh06JEmqU6eOz7rPP/9csbGxKikp0eWXX64RI0Zo+PDhltveqFEjw5HJUEQHAAAAwKECPQKwa9cun3Xx8fHl1nDIy8tTQkKCz/KyZQcPHrygdkyZMkVRUVHq27evx/K2bduqU6dOat68uY4cOaL58+crIyNDBw8e1JQpUy7oGOGIDgAAAAACok+fPj7LJkyYoIkTJxpuX1hYqKpVq/osd7lc7vVmLVmyRHPnztXo0aPVtGlTj3Xvv/++x//ff//9uvHGGzV9+nQNGzZMl112menjhCM6AGEmFKrFGrXBO6BnFMwKRojWiJm2mmU1wBoK99EfVu8lgd+K4319/KlY633fzFYLtjP4GgxmAsVGrAapzf4tqugpBv787Q6Fv3WEps8t0CMAy5YtU1JSkse6c/0diImJUXFxsc/yoqIi93oz1qxZo4EDB+qGG27Qc889Z6q9I0aM0IoVK7Rq1Sq/wsHhgA4AAAAAAiIpKUmtW7c2vX1CQoIOHDjgszwvL0+SlJiYeN7X+Prrr9W7d28lJycrOzvb/USe8ynLFhw9etR0e8MVhcAAAAAczKgglr8/VqWkpGjnzp06ceKEx/INGza415/Lv//9b/Xo0UN169bVhx9+qGrVqpk+9u7duyWF10ilVXQAAAAAHCoQH/796QT07dtXJSUlmjNnjntZWfXctLQ097f0e/fu1Y4dOzz2PXTokLp3767IyEitWLGi3A/yR48eVUlJiceyM2fO6Pnnn1d0dLQjpogxBQhuRvMkjQrm2Dmn02iurNHc7lCYR2qGP/PSQ7XoF/P9/8vO92FF/wNjdA0ruliYZC4XYPTetFoczOz8b6vFwey8roFmdS682Xtrlve1NrrORu2yux0ITWlpaerXr5+efPJJ5efnKykpSQsWLFBubq7mzp3r3i49PV2rV6/2eD/16NFDu3fv1ujRo7V27VqtXbvWva5evXq6/vrrJf0aAJ40aZL69u2rxo0b6+jRo1qyZIm2bdumyZMn69JLL7XU9pycHH377be666673MtWrFih5557TsXFxbr77rv9esyonegAAAAAOFSoFQKTpIULF2rcuHFatGiRjh07prZt22r58uXq3LnzOff7+uuvJUkvvPCCz7prrrnG3QFo06aNWrVqpTfeeEOHDx9WdHS0UlJS9Oabb6pfv36W2z169GjFxsa6OwB79uzRrbfeqksuuUSJiYl67LHHFBMT41HkLFjoAAAAACBkuFwuZWZmKjMzs9xtVq1a5bPMzEi6JLVv397nMaB2+Prrr/X444+7/3/hwoWKiorSli1bVKdOHd1xxx167bXX6AAAAAAgeCIjIxUZaX8kNBCvGeoKCgo8pqp9+OGHuv76691ViK+//np99NFHwWqeB+fdHQAAAMBmCQkJ+vbbbyX9+tjSzZs3q3v37u71J0+eDJmOESMADmE2bBsuzA7zWRUqRcucKpDvzVAJlFtth53h4XAKsFZG3n9n/Hn0oPf7yWqoOZQZ/TvmhMc1BlooZgDC1S233KIZM2aoqKhIGzZsUNWqVXXrrbe613/99ddq0qRJEFv4X3QAAAAAAD9NmjRJhw8f1qJFi1SrVi3Nnz9f9erVkySdOHFC2dnZevjhh4Pcyl/RAQAAAHAwJ35bHwjVqlXT4sWLy123f/9+xcbGVnCrjIXGRCQAAAAgTP38889q3769XnvtNcP1kZGRqlmzpqpUqVLBLTPGCAAAAIBDkQGwR2xsrPbs2RM2500HoBJyaoDVKFRppiKuWVYr2wY6dGr2HM1W/rXCn6q/gQ6jh0ro1y5Wq7maZTUY7E91YDOsVgf2rgwsWb+G/lx7O6+PmQrITuH9753RewKoKD169NCKFSs0ZMiQYDflvJgCBAAA4FBlIwCB+HGacePGaefOnbr33nu1du1aHThwQEePHvX5CQWMAAAAAAB+at26tSRp+/btWrJkSbnblZSUVFSTykUHAAAAwKHIANhn/PjxYXPedAAAAAAcig6AfSZOnBjsJphWYR2AoqIiRUREqGrVqhV1SEcIZLATwVfRAdZwD5BXtsCvWYEOBgeanRVx4WxG/yY6NSCN4CkuLtZXX32l/Px8XX311apTp06wm+QjYCHgVatWacSIEUpNTVW1atV08cUXKzY2VtWrV1dqaqoyMjK0atWqQB0eAAAA50EI2F6vvPKKEhIS1KlTJ91222365ptvJEk//vij6tSpo3nz5gW5hb+ytQNw5swZzZw5U02aNFHXrl3dpZD79++v0aNH6/HHH9fdd9+tWrVq6Y033lDXrl3VuHFjzZw5U2fOnLGzKQAAAECFycrKUkZGhnr06KG5c+eqtLTUva5OnTrq2rWrli5dGsQW/petU4CSkpJ0+vRp3Xfffbr99tvVrl27c26/efNmvfXWW5o8ebKmTp1q6zPbAQAAcH5O/bbebtOmTdMtt9yiJUuWGNb+aN++vV555ZUgtMyXrR2AsWPHasCAAabn+bdv317t27fXM888o6ysLDubApTLztyE1SJWv/1WIBxZLfxlZ9Evp873N8v7+viTCfC+b2YKg0mBLw4WaN6/p2Y/JFktpmbEbAE0AMG3a9cuPfroo+Wuj4uL86twpp1s7QBYrXwWHR0dFlXTAAAAKhOeAmSfWrVq6ccffyx3/fbt23XppZdWYIvKRyVgAAAAwE89e/bUnDlzdPz4cZ91//rXv/TXv/5VvXv3rviGGQj4Y0DXrl2refPmaffu3Tp27JjhkOrXX38d6GYAAADAS2RkpCIj7f8+OBCvGeomTZqktLQ0JScn6+abb1ZERIQWLFigefPm6e2331ZCQoLGjx8f7GZKCnAHYPr06Xr88cflcrnUvHlzxcXFBfJwAAAAQFAkJiZq8+bNGjt2rP72t7+ptLRUixYtUvXq1XXXXXfp+eefD5maAAHtAGRmZurqq6/WBx98oJo1awbyUI4Rqk9K8g6qGRWUCpXgCwDAPH/+dodCEa5Q/XczVJABsFfdunX1+uuv6/XXX9fhw4d19uxZxcfHh9yISEBb8/PPP+uee+7hwz8AAAAqtb1796qwsND9//Hx8apXr577w39hYaH27t0brOZ5CGgHoEuXLtq6dWsgDwEAAACLqARsn8aNG+vdd98td/3777+vxo0bV2CLyhfQDsCMGTP02WefaerUqTp69GggDwUAAAAEzflq/Jw5cyZkpgIFNAPQoEEDDRkyRKNGjdKYMWPkcrkUFRXlsU1ERIQKCgoC2QwAAACUw4nf1tvlxIkTHo/9PHLkiOE0n+PHj2vp0qVKSEiowNaVL6AdgPHjx+u5555T/fr11aFDB7IAYcio2qqdgSo7K8NaZRRYDlVmr72ZasfhdN5wFqP3Znx8vM8yM1VyjX5nQiGYasTseQea1crPRoyuP1W8UZm8+OKLeuaZZyT92pHKyMhQRkaG4balpaWaNGlSBbaufAHtALz22mvq1auXli1bFjJDHgAAAPgVTwHyT/fu3VWtWjWVlpZq9OjRuuuuu9SuXTuPbSIiInTxxRerffv26tChQ5Ba6imgHYDTp0+rV69efPgHAAAIQXQA/NOxY0d17NhRknTq1CnddtttatOmTZBbdX4B/WR+0003ac2aNYE8BAAAABB0EyZMUJs2bVRcXKz169frvffe048//hjsZhkKaAdgwoQJ2r59u4YOHarNmzfr8OHDOnr0qM8PAAAAKh6PAbXXK6+8ooSEBHXq1Em33XabvvnmG0nSjz/+qDp16mjevHlBbuGvAjoFqHnz5pKknJwczZ49u9ztSkpKAtkMhJlwDoiFc9tDGdfVf0bXsEuXLkFoSeUS7tc13NsPhJKsrCxlZGTozjvvVPfu3fXAAw+419WpU0ddu3bV0qVLPZYHS8CfAuTUHiAAAECoIwNgn2nTpumWW27RkiVLdOTIEZ/17du31yuvvBKElvkKaAdg4sSJgXx5AAAAICTs2rVLjz76aLnr4+LiDDsGwRDQDgAAAABCFyMA9qlVq9Y5Q7/bt2/XpZdeWoEtKl9AOwBdunRR27Zt3T/JycmKiYlxr//yyy9VpUoVpaSkBLIZYYt5zwBCkVEBP3+KRcHZSktLfZZ17do1oMck+4BA6Nmzp+bMmaOhQ4f6rPvXv/6lv/71ryEx/1+qgBGAxYsXa8aMGYqIiFBkZKSaNGmitm3bqk2bNtq8ebNycnJCohosAACAEznx2/pAmDRpktLS0pScnKybb75ZERERWrBggebNm6e3335bCQkJGj9+fLCbKSnAHYCyHvaBAwf09ddf65tvvlFOTo4+//xzvf3224qIiNDvfve7QDYBAAAACLjExERt3rxZY8eO1d/+9jeVlpZq0aJFql69uu666y49//zzqlOnTrCbKamCMgD169dX/fr11bNnT0m/Dve9/PLLmjRpkpYtW1YRTQAAAICXyMhIRUbaXxYqEK8ZDurWravXX39dr7/+ug4fPqyzZ88qPj4+5K5HUFoTERGhjIwM3XDDDRo5cmQwmgAAAAAETHx8vOrVqxdyH/6lID8F6A9/+IOeeOKJYDYBAADAsXgKkL3Wrl2refPmaffu3Tp27JhPyD0iIkJff/11kFr3XwHtAKSnpyslJUVt27bVFVdcofj4eI/1O3bsUGJiYiCbAAAAAATc9OnT9fjjj8vlcql58+aKi4sLdpPKFdAOwNq1a7V48WKVlpYqIiJC9erV0xVXXKFmzZopLy9PH3/8sZYuXRrIJgAAAKAcjADYJzMzU1dffbU++OAD1axZM9jNOaeATkravXu3Tpw4ofXr12vOnDm6/fbbdebMGS1dulTZ2dk6ceKEevfurRYtWui2227TU089pf/93/8NZJMAAADw/5V1AALxY1VxcbHGjBmjxMRExcTEKC0tTZ988sl593vnnXd0xx13qEmTJoqNjVXz5s01cuRIHT9+3HD7999/X+3atZPL5VLDhg01YcIE/fLLL5bb/fPPP+uee+4J+Q//UgVkAC6++GKlpaUpLS3NY/nhw4e1detWbd26Vdu2bdPWrVv16aef6tSpU7rrrrsC3SwAAACEoAEDBig7O1sZGRlq2rSp5s+fr549e2rlypXq1KlTufsNHjxYiYmJ6t+/vxo2bKitW7dq5syZ+vDDD/XVV195FKP96KOP1KdPH1177bWaMWOGtm7dqkmTJik/P1+zZs2y1O4uXbpo69atlvataEELAcfHx6tr164+1f727NkTpBaFHqOqhFlZWUFoCQD8F1V/YSejb4oDXZWXqr//VVaoNRCva8XGjRu1dOlSZWZmatSoUZJ+zZQmJydr9OjRWrduXbn7Zmdn69prr/VY1r59e913331avHixBg0a5F4+atQotW3bVh9//LEuuujXj8M1atTQ5MmTNXz4cLVo0eKC2z5jxgx1795dU6dO1QMPPBDSGQBb73irVq20cOFCnT592vQ+xcXFysrKUqtWrSRJjRs3trNJAAAACBPZ2dmKiorS4MGD3ctcLpcGDhyo9evXa9++feXu6/3hX5JuvfVWSdK3337rXrZ9+3Zt375dgwcPdn/4l6ShQ4eqtLRU2dnZltreoEEDDRkyRE888YTi4+N18cUXq0aNGh4/oTI9yNYRgAEDBuixxx7T8OHD1bt3b3Xr1k3t2rVT48aNFRsbK0k6deqU9uzZo02bNunTTz/VBx98oOjoaD3++ON2NgUAAADnEWoh4C1btqhZs2aqUaOGx/LU1FRJUk5Ojho0aGD69Q4dOiRJHhV4t2zZIknq0KGDx7aJiYm67LLL3Osv1Pjx4/Xcc8+pfv366tChQ8h82Ddiawdg9OjReuihhzR37lzNnz9fixYtcr8BynpYZeGK0tJSJScn6+mnn9YDDzzgc6MBAAAQ3nbt2uWzLD4+XnXr1jXcPi8vTwkJCT7Ly5YdPHjwgo4/ZcoURUVFqW/fvh7H+O1reh/nQo9R5rXXXlOvXr20bNmykCz+9Vu2ZwCqV6+ujIwMZWRkKDc3V+vWrdOOHTt05MgRSdIll1yiFi1aqGPHjkz3AQAACKJAjwD06dPHZ92ECRM0ceJEw/0KCwtVtWpVn+Uul8u93qwlS5Zo7ty5Gj16tJo2bepxDEnlHufEiROmj/Fbp0+fVq9evUL+w78U4BBwo0aN1KhRo0AeApWQUThr5cqVQWjJhQvntocyrqv/CD0GRrhf13BvP0LfsmXLlJSU5LHMuzDsb8XExKi4uNhneVFRkXu9GWvWrNHAgQN1ww036LnnnvM5hqRyj2P2GN5uuukmrVmzRkOGDLG0f0UK2lOAAAAAEFyBHgFISkpS69atTe+XkJCgAwcO+Cwvm7aTmJh43tf4+uuv1bt3byUnJys7O9sj6Ft2jLLX9M4T5OXlufMGF2rChAm64447NHToUA0cOFANGzZUVFSUz3ah8HQgOgAAAAAICSkpKVq5cqVOnDjhkQ/dsGGDe/25/Pvf/1aPHj1Ut25dffjhh6pWrZrhMSRp06ZNHh/2Dx48qP3793s8gehCNG/eXNKvQeXZs2eXu11JSYml17cTHQAAAACHCrWnAPXt21dTp07VnDlz3HUAyh4Zn5aW5v7Gfu/evfr55589ntd/6NAhde/eXZGRkVqxYkW5U41at26tFi1aaM6cORoyZIj7W/pZs2YpIiLCIzB8IcaPHx+QaxkIdAAAAAAQEtLS0tSvXz89+eSTys/PV1JSkhYsWKDc3FzNnTvXvV16erpWr16t0tJS97IePXpo9+7dGj16tNauXau1a9e619WrV0/XX3+9+/8zMzPVu3dvde/eXXfeeae2bdummTNnatCgQWrZsqWltpcXbA5FdABwTmbDl/n5+ZZe36ii6A8//GDptawy+obg8OHDFdoGs4xC9bm5uT7LjB6v5n2Pwum84SznCgj+VnmPEfytcHoQhdnzDjQ7Kz0bXX+Cx6El1CoBS9LChQs1btw4LVq0SMeOHVPbtm21fPlyde7c+Zz7ff3115KkF154wWfdNddc49EBuOmmm/TOO+/o6aef1rBhwxQfH6+xY8dq/PjxltsdTgLaAdiwYYPS0tICeQgAAABUIi6XS5mZmcrMzCx3m1WrVvks++1ogBl9+vQxfEypP4qKivT222/rq6++UkFBgc6ePeuxPiIiwmMkI1gC2gHo2LGjkpKSdO+99+qee+5RkyZNAnk4AAAAXIBQywCEsx9++EFdunRRbm6uatWqpYKCAsXFxen48eMqKSlRnTp1DEPJwRDQSgVvvPGGmjZtqmeffVZNmzbV1Vdfrddee01Hjx617RhffvmlHnnkEbVu3VoXX3yxGjZsqNtvv107d+702fbbb79Vjx49VK1aNcXFxenee+9lygMAAAD89vjjj6ugoED//Oc/tXPnTpWWlupvf/ubTp48qSlTpigmJkYrVqwIdjMlBXgE4O6779bdd9+tH3/8UUuXLtWSJUs0dOhQZWRkqEePHurfv7969+6t6Ohoy8eYMmWKvvjiC/Xr109t27bVoUOHNHPmTLVr107//Oc/lZycLEnav3+/OnfurJo1a2ry5Mk6efKkpk6dqq1bt2rjxo1+taEiec+ntDr33m5m5uIaKasQDQAITZdcconPMqO8gtV/BwItnHIgwcAIgH0+//xzDR06VKmpqe4vu0tLS1W1alU9/vjj+vbbb5WRkaG///3vQW5pBYWA69Spo0ceeUSPPPKI/v3vf2vJkiVavHix7rjjDtWsWVN9+/ZVenq6OnXqdMGv/dhjj2nJkiUeH+DvuOMOtWnTRs8//7zeeOMNSdLkyZN16tQpbd68WQ0bNpQkpaam6vrrr9f8+fMtP/MVAAAgXNEBsM/PP//s7nDWqFFDERERKigocK/v2LGj+9GmwRbQKUBGYmJiFBsbK5fLpdLSUkVEROi9997TNddcoyuvvFLbt2+/oNe76qqrfL69b9q0qVq3bq1vv/3Wveztt9/WTTfd5P7wL0ndunVTs2bN9Oabb/p3UgAAAHC0hg0bav/+/ZKkiy66SPXr19c///lP9/rt27fL5XIFq3keKqQD8NNPPykrK0vdunXT5ZdfrrFjx6pRo0bKzs7WoUOHdPDgQf3tb39Tfn6+7r//fr+PV1paqv/85z+qU6eOJOnAgQPKz89Xhw4dfLZNTU3Vli1b/D4mAABAuCl7DKjdP04cAejatavee+899/8PGDBAL774oh588EENHDhQf/nLX3TzzTcHsYX/FdApQO+9954WL16s5cuXq6ioSFdeeaVeeukl3XnnnT5zCvv27atjx47p4Ycf9vu4ixcv1oEDB/TMM89IkvLy8iRJCQkJPtsmJCTo6NGjKi4uVtWqVQ1fLz8/3ycsvGvXLr/bCQAAgMrhiSee0Jdffun+TDl27FgdPHhQ2dnZioqK0t13363p06cHu5mSAtwBuPXWW9WgQQONGDFC6enpat68+Tm3v+KKK3TPPff4dcwdO3bo4YcfVseOHXXfffdJkgoLCyXJ8AN+2VBMYWFhuR2AV199VU8//bRf7ULo8A6q+ROk9i6YY7aImdE3Ixf6/OJg8u7Amw1z21n4zWyROqeys9iS1cJQRuHRcGL1G0w7C2mFarAWlQcZAPs0bNjQY6q5y+XS66+/rtdffz2IrTIW0A7A559/rmuvvdb09qmpqUpNTbV8vEOHDqlXr16qWbOmu7cl/Zo7kKTi4mKffYqKijy2MTJ06FD169fPY9muXbtsLx4BAAAABFpAOwAX8uHfXwUFBbrxxht1/PhxrVmzRomJie51ZVN/yqYC/VZeXp7i4uLK/fZf+vUbGL6FAQAAlQ0jANbt3btXktzf+pf9//n8dpQgWCrkMaCBVlRUpJtvvlk7d+7Up59+qlatWnmsr1+/vuLj47Vp0yaffTdu3KiUlJQKaikAAAAqg0aNGikiIkKFhYWKjo52///5lJSUVEDrzi3sOwAlJSW64447tH79er333nvq2LGj4XZ//OMftWDBAu3bt08NGjSQJH322WfauXOnRowYUZFNBgAACAmMAFg3b948RUREqEqVKh7/Hw7CvgMwcuRIvf/++7r55pt19OhRd+GvMv3795ckjR07Vm+99Za6dOmi4cOH6+TJk8rMzFSbNm1sefRosBhNTfJ+YhHCl3eQM9AhV6PqnuH0fnJqMNjOwG8wGL3vAincrxfKx3RdVKQBAwac8/9DWdh3AHJyciRJH3zwgT744AOf9WUdgAYNGmj16tV67LHH9MQTTyg6Olq9evXStGnTzjn/HwAAoLJiBMCZwr4DsGrVKtPbtm7dWitWrAhcYwAAAOAIVguekQEAAABA0JRVAg7E61Z248eP9znPd999V//61790ww03uOtf7dixQx9//LGSk5ND5hHydAAAAACACzRx4kSP/58zZ47y8/O1bds2n+K33377rbp27erxmPpgogNQCRkF6sxWag1nZgOgubm5ll7fqKqpmesa6GBqo0aNfJYZnaOdFZC9Wb02kr3VgY1UdJA60AIdYA3Vqr9mw51Gvw928efa23l9AnmO4aaiA+SVERkA+2RmZuqRRx7x+fAvSS1bttQjjzyiF154QQ8++GAQWueJDgAAAIBD0QGwz/79+92PBDVSpUoV7d+/vwJbVD77J30BAAAADpOcnKxXX31VBw4c8Fm3f/9+vfrqq2rTpk0QWuaLEQAAAACHYgTAPi+++KJuuOEGNWvWTLfeequSkpIkSd9//72WLVum0tJSn3pVwUIHwCECPT+3ohn9YSktLbXt9cO9IFa4856HHshMwIWwMz8QCsWorM73hz3snL/u/X6qjB++Ktu/Y6h8OnXqpA0bNmjcuHF69913VVhYKEmKiYnRDTfcoKeffpoRAAAAAARXZGRkQB4DGojXDAfJycl69913dfbsWfcXh/Hx8SF3PegAAAAAADaKjIxUvXr1gt2MctEBAAAAcLDKOGUM5xZa4xEAAAAAAooRALgZhRLNhm2zsrIsHdNsqCuQxZyMCgxZLZLlT1ErM9fabFExM8XBzJ631UC0P8XBvAW6WJhZoRDctcrOwK8/YUwzwVc7i36ZvWdWvwENpyC10bUwan+gw7be19psuxAYPAXImRgBAAAAAByEDgAAAIBDlY0ABOLHSX7++We1b99er732WrCbYgodAAAAAMAPsbGx2rNnT9h0fOgAAAAAOBQjAPbp0aOHVqxYEexmmEIIOMx4h6Wshm/tZiaMZyQY1XW92+odjr0Q3mE5syFXs2HeUOUd5DR7HytjMDhUhULo185Kt8FgNfRt9XoZhZ+t/m21k9F9NNvWUAjOh0Ib4Azjxo1Tv379dO+992rIkCFq3LixYmJifLaLi4sLQus80QEAAABwqIiIiIBUqXXiCEDr1q0lSdu3b9eSJUvK3a6kpKSimlQuOgAAAACAn8aPHx82HR86AAAAAA5FHQD7TJw4MdhNMI0OAAAAgEPRAXAmOgBhzmxALBhh21BgZ9jWakVcf3j/ATWqwmy1OrBR+NlqVWR/rk2gg8Hewj0oHOgKqcEI/Jqp/Gv2b52ZwGcwPpjYGYgm1Ppf3u+dUAhNA+GADgAAAIBDMQJgr6KiIr399tv66quvVFBQoLNnz3qsj4iI0Ny5c4PUuv+iAwAAAAD46YcfflCXLl2Um5urWrVqqaCgQHFxcTp+/LhKSkpUp04dVatWLdjNlEQhMAAAAMeKjIwM2I/TPP744yooKNA///lP7dy5U6Wlpfrb3/6mkydPasqUKYqJiQmZQmGMADiEmfmnoTw32nves9EcWKPhRqM582ZYnQtvxGzBqlAtDmbntTDLaoE1MwI9hz6cWJ3v7w8z8/2Dwcy8ervfO3ZeC++/f+GeEzB6b4Z7YTlUfp9//rmGDh2q1NRUHT16VNKvn0OqVq2qxx9/XN9++60yMjL097//PcgtZQQAAADA0cpyAHb+ONHPP//sDqLXqFFDERERKigocK/v2LGj1q5dG6TWeaIDAAAAAPipYcOG2r9/vyTpoosuUv369fXPf/7TvX779u1yuVzBap4HpgABAAAAfuratavee+89TZgwQZI0YMAA/c///I+OHTums2fPatGiRUpPTw9yK3/FCAAAAABCRnFxscaMGaPExETFxMQoLS1Nn3zyyXn3++677zRixAhdddVVcrlcioiIMKx5I/1aM8Jo6tKf/vQny+1+4okn9Oc//1nFxcWSpLFjx+q+++5Tdna23nvvPd19992aNm2a5de3EyMAcDMKuFkN29odXrUzBOrNqHBMeX8wzsfOolZGzAadzQSK/Tlv7/CiUSjYbGDPTMEws2HVQL5Pwo2dAV+r4UurIddwKvpl53UOdBEro7/xZsK2RvfRqK1m/73w3o5gfnCFYh2AAQMGKDs7WxkZGWratKnmz5+vnj17auXKlerUqVO5+61fv16vvPKKWrVqpZYtWyonJ+ecx0lJSdHIkSM9ljVr1sxyuxs2bKiGDRu6/9/lcun111/X66+/bvk1A4UOAAAAAELCxo0btXTpUmVmZmrUqFGSpPT0dCUnJ2v06NFat25dufv27t1bx48fV/Xq1TV16tTzdgDq16+v/v37W27r3r17Le33205CsNABAAAAcKhQGwHIzs5WVFSUBg8e7F7mcrk0cOBAjR07Vvv27VODBg0M942Li7vg450+fVpnzpzRxRdffMH7lk0julAlJSUXvI/d6AAAAAAgJGzZskXNmjVTjRo1PJanpqZKknJycsrtAFyozz//XLGxsSopKdHll1+uESNGaPjw4ab3nzdvXtg+8pQOAAAAgEMFegRg165dPuvi4+PLzQjl5eUpISHBZ3nZsoMHD9rSvrZt26pTp05q3ry5jhw5ovnz5ysjI0MHDx7UlClTTL3GgAEDbGlLMNABCHNmq8cGunJrqLIzsGwm0Ggm0CpZrw5s1FarwWCj17IaDPanWrBRwNTsdfRmJpAZ7kHhQFfvrejAr2Qu/Gq2sq2ZDzJmX8tqONXoGlq9PmaDtU7l/d4J9wrIwRDoDkCfPn181k2YMEETJ0403K+wsFBVq1b1WV72/PzCwkJb2vf+++97/P/999+vG2+8UdOnT9ewYcN02WWX2XKcUEUHAAAAAAGxbNkyJSUleSw71xcNMTEx7sdo/lZRUZF7fSBERERoxIgRWrFihVatWmUqHEwIGAAAAGEn0CMASUlJat26ten9EhISdODAAZ/leXl5kqTExER7GmigLFtw9OhRU9sTAgYAAAD8lJKSopUrV+rEiRMeQeANGza41wfK7t27JZmfCkkIGAAAAGEplD7E9u3bV1OnTtWcOXPcdQCKi4uVlZWltLQ097f0e/fu1c8//6wWLVpc8DGOHj2qmjVrKioqyr3szJkzev755xUdHW06S0IIGCHPagDNKJgaDGaCj2YD0WZYDcOa/dbAKIhqNhhc0UIhGGw1FGwk0CHacBKqgd9gMBP4NVM190LYeS3MVNcN1fe+2evqz/sO4SMtLU39+vXTk08+qfz8fCUlJWnBggXKzc3V3Llz3dulp6dr9erVHg+9KCgo0IwZMyRJX3zxhSRp5syZqlWrlmrVqqVHHnlE0q8B4EmTJqlv375q3Lixjh49qiVLlmjbtm2aPHmyLr30UlNtLcsAlM3pN5sJIAMAAACAoAm1QmCStHDhQo0bN06LFi3SsWPH1LZtWy1fvlydO3c+537Hjh3TuHHjPJZNmzZN0q+d4rIOQJs2bdSqVSu98cYbOnz4sKKjo5WSkqI333xT/fr1M93OsgxAYWGhoqOjTWcCyAAAAAAAv+FyuZSZmanMzMxyt1m1apXPskaNGhk+Bttb+/btfR4DakVZBqBKlSoe/x8O6AAAAAAAF8g7AxBOmQA6AAAAAIBFRUVFeu+997Rnzx5dcskluummmwyrGYcSOgA4J6MgmZnKlEZDcFYDuZK9IVA72+odSjMbcjUKvZmpUGs26GymOrA/oWnv8KKZULBkPRjsT9DSzvdOqPLn+phhNXxpNeQajKq/RqyGZsOp6q+ZsK3RfTTbVqPtrFZYRmCEYgYgnOTn5+uqq67Snj173P/OxsbGatmyZerWrVuQW1e+yGA3AAAAAAhHzz77rHJzczVixAgtX75cL730kmJiYjRkyJBgN+2cGAEAAABwKEYA/PPxxx8rPT1dU6dOdS+rV6+e7r77bn333Xdq3rx5EFtXPkYAAAAAAAv27t2rTp06eSzr1KmTSktL9Z///CdIrTo/RgAqIbNzu83OVw9FZufmhmpxMLPz0r3nyhoVBrOaCzDKPli9XlavjWRuvrQ/71Wr8+ODkR0I9Fx+b3YWVvKnqJWZefpmv00081pW56CHatEvyfecQrXolz/MZhFwYRgB8E9xcbFcLpfHsrL//+WXX4LRJFPoAAAAAAAW5ebm6quvvnL/f0FBgSTp+++/V61atXy2b9euXUU1rVx0AAAAAByKEQD/jRs3zqcCsSQNHTrU4/9LS0sVERFBJWAAAAAEl5M+rNstKysr2E2whA4AAAAAYMF9990X7CZYQgfAwewMAHoHscwUopKsB3IDWRhMst5Ws4WuzIYJvYuDGYUXrQaDzZ63mZCd0bUxG3o0ExY2+161M9he0YFcu4VCwNdqQDMYgV+j0KyZ94A/19nM3007mSn6Jfneb7uLfnlfa7PtQmAwBciZeAwoAAAA4CCMAAAAADgUIwDOxAgAAAAA4CB0AAAAAAAHYQoQKg2r1YHNBpHNBGuNAq1mg8FGvM/JOxQsWQ8Gm6kWLBkHg8/32uW9vhEzAVM7qwqbFYxK2RUdfAx0dVqzzEwVMPv6ZkK/Vqvkmr0/dlastRqsBYBzoQMAAADgUGQAnIkpQAAAAICDMAIAAADgUIwAOBMjAAAAAICDMALgEP6ENO06XqhWB/anrd6Mwn9mg8FGvM/JKOhnNRhs9j1h5lscqxWEyzumNzurCpsV7pVIQyHga/UbwGAEfq1WfvbnOntfH3+C1N6sVv01aoedVX+N2ma1XbAHIwDOxAgAAAAA4CCMAAAAADgY39Y7Dx0AAAAAh2IKkDPRAUClYXUOr1HRLCNmcgFG89nN5gKMeJ+TUc7Bai7ATLEwydwcfauZifKOaaUNkr3z3u3ME5hlZ/vNsHNOtT//2Jtph5n5/pK5Of9m/1Z4z003e3/M5orMsDqvHgDOhQ4AAACAQzEC4EyEgAEAAAAHYQQAAADAoRgBcCZGAAAAAAAHYQTAwbyDaoEsDGZ0PMne4mD5+fmm2mEmJGi1SJbZtpsNE3qfk1HQz2ow2EyxMMl6SNfstz9mwsL+hFWtvq8rOpDrj0AXSAp0QS9voRD4lcy9B/wJ/Hrvazbwa4Y/xbXMFCjzJ5xsJlxN0a+KwwiAMzECAAAAADgIHQAAAADAQegAAAAAAA5CBgAAAMChyAA4Ex0AhAU7A8tGoVlvRgE3q1Vyze5nJnBoFHS2Ggw2Uy24PN5hYbOBPathYbNVhY0QJixfRYd7JfPvMW9mw7BmQr92Bn7NMhukNcNqsBYAytABAAAAcDC+rXceMgAAAACAgzACAAAA4FBkAJyJDgAAAIBD0QFwJjoAcLMacrX7mGarA5thFPYzwygga8S7/WbbbmcwONDMhIWNKggbsRoWtvMfEn8CxaEg0P+o2hmaDkZFX29WA7+SuWthdD+sXkOrlXTNMvv31mqFYrNt9b7+BPWBikcHAAAAwKEYAXAmQsAAAACAg9ABAAAAcKiyEYBA/FhVXFysMWPGKDExUTExMUpLS9Mnn3xy3v2+++47jRgxQldddZVcLpciIiKUm5tb7vbvv/++2rVrJ5fLpYYNG2rChAn65ZdfLLc7nDAFCOdkdq66UYEqb2YL+ZiZp2o0j9uoXef6xS9jdW6xZK4glp25AKO5y0bnaDTv1vseWS0gJvnmAqwWECuP1TnBZjIrThmWDuS8aqsFrCR75/ubmQsfKvP9zcyj9+dvkZl59Wbb791Ws3+7zbSrvGMCvzVgwABlZ2crIyNDTZs21fz589WzZ0+tXLlSnTp1Kne/9evX65VXXlGrVq3UsmVL5eTklLvtRx99pD59+ujaa6/VjBkztHXrVk2aNEn5+fmaNWtWAM4qtNABAAAAQEjYuHGjli5dqszMTI0aNUqSlJ6eruTkZI0ePVrr1q0rd9/evXvr+PHjql69uqZOnXrODsCoUaPUtm1bffzxx7rool8/DteoUUOTJ0/W8OHD1aJFC1vPK9QwBQgAAAAhITs7W1FRURo8eLB7mcvl0sCBA7V+/Xrt27ev3H3j4uJUvXr18x5j+/bt2r59uwYPHuz+8C9JQ4cOVWlpqbKzs/07iTBABwAAAMChQi0DsGXLFjVr1kw1atTwWJ6amipJ5/xW/0KOIUkdOnTwWJ6YmKjLLrvMvb4yYwoQAAAAAmLXrl0+y+Lj48vN8OTl5SkhIcFnedmygwcP+t2mvLw8j9f0Po4dxwh1laIDcPLkSWVmZmrDhg3auHGjjh07pqysLA0YMMBn22+//VYjRozQ2rVrFR0drV69emn69Ol+ha9gLoxnFDC1ymyw1kwo1EyAWTIXhDMKudoZDDZbLMxMMNjovO38PTBTQMysQIeHzbKzMF4oBCH9CfN6MxsUtbOglxEzoV+z197799TOwK9ZZguZVfT7yc4CZQi+QD4coU+fPj7LJkyYoIkTJxpuX1hYqKpVq/osd7lc7vX+KnuN8o5z4sQJv48R6ipFB+DHH3/UM888o4YNG+qKK67QqlWrDLfbv3+/OnfurJo1a2ry5Mk6efKkpk6dqq1bt2rjxo2Kjo6u2IYDAABUYsuWLVNSUpLHsnN9ERATE6Pi4mKf5UVFRe71/ip7jfKOY8cxQl2l6AAkJCQoLy9Pl156qTZt2qQrr7zScLvJkyfr1KlT2rx5sxo2bCjp1zll119/vebPn+8ROAEAAIB/kpKS1Lp1a9PbJyQk6MCBAz7Ly6btJCYm+t2msqk/eXl5atCggc9xyvIGlVmlCAFXrVpVl1566Xm3e/vtt3XTTTe5P/xLUrdu3dSsWTO9+eabgWwiAAAAziMlJUU7d+70mYazYcMG93o7jiFJmzZt8lh+8OBB7d+/35ZjhLpK0QEw48CBA8rPz/dJfEu/jgI4IfENAADwW6H2FKC+ffuqpKREc+bMcS8rLi5WVlaW0tLS3N/Y7927Vzt27LB0jNatW6tFixaaM2eOSkpK3MtnzZqliIgI9e3b19LrhpNKMQXIjPMlvo8ePari4mLDQEh+fr5PgNUo1e4UZqsDB/KYZo9nZ1vNVsn15k8w2JvZoLOZYLDZwJ6ZsLDVa1Meq5WGzTAbKDZS2YK7Rvy5b97srOhrxGrg1+wHEzP325/Ar/f1MRv4NcNq1V/JXIXiUA0nI/ylpaWpX79+evLJJ5Wfn6+kpCQtWLBAubm5mjt3rnu79PR0rV692uPfxYKCAs2YMUOS9MUXX0iSZs6cqVq1aqlWrVp65JFH3NtmZmaqd+/e6t69u+68805t27ZNM2fO1KBBg9SyZcsKOtvgcUwH4HyJ77JtjNa/+uqrevrppwPbQAAAgArmz7f153tdqxYuXKhx48Zp0aJFOnbsmNq2bavly5erc+fO59zv2LFjGjdunMeyadOmSfq1s/vbDsBNN92kd955R08//bSGDRum+Ph4jR07VuPHj7fc7nDimA7A+RLfv93G29ChQ9WvXz+PZbt27TJ8tBUAAEC4CMUOgMvlUmZmpjIzM8vdxuiJj40aNTIcKS9Pnz59HPtZzjEdgN8mvr3l5eUpLi7O8Nt/6dehTp5vDAAAgMrAMSHg+vXrKz4+3ifxLUkbN250ROIbAAAAcMwIgCT98Y9/1IIFC7Rv3z53ivyzzz7Tzp07NWLEiCC3LrxZDenadTzJfHVdb1ZDdpJv+NVs+M9sMNj7Olo9R6PXMmKmgrDd7AwQG1Uf9hboEG2oCEaY11sgw72SuYBpqAZ+Jd/r4895m6labLb9VsPJBH6B8FFpOgAzZ87U8ePHdfDgQUnSBx98oP3790uShg0bppo1a2rs2LF666231KVLFw0fPlwnT55UZmam2rRpo/vvvz+YzQcAAKhwoZgBQOBVmg7A1KlTPb5Vfeedd/TOO+9Ikvr376+aNWuqQYMGWr16tR577DE98cQTio6OVq9evTRt2rRy5/8DAAAAlUml6QAYTV0w0rp1a61YsSKwjQEAAAgDjAA4k2NCwAAAAAAq0QgAnMUozGY1GGy2kq4ZdlfENROuNhsMNvNaZs87kFWFzbL7Wld2Vq+zEX+C4VZ/t8wGTM1862g2IOvNzsCvZG8lY+/tnBJ2B2ANIwAAAACAgzACAAAA4GDM13ceRgAAAAAAB2EEAAFhpqiVP4wKPlnNBRjNl7czF2CWmXOycx60PwXEzFwLO4uK2ZkdMMsoYxBogT4nMwJdvMtIKBT0MuI959/s/ano+f6S9QyD1QJlFP2qPHgKkDMxAgAAAAA4CCMAAAAADsUIgDMxAgAAAAA4CB0AAAAAwEGYAoQKE4xgsJl2mC2kZTUMG+gA6w8//OCzzMy1Njs8ayYsbHdo2mqhMTOM7oeRUAjkGrHzWhixM+xuZ2jd6usbhWP9KejlzWrgVzL3t8hq2NZq4FfybT+B38qNKUDOxAgAAAAA4CCMAAAAADgUIwDOxAgAAAAA4CCMAAAAADgUIwDORAcAQRXoYLAR79Cs2eqbVsOw/vCuRms2vGjETJDPqP12VhU2e0yrQVSj6sPeAh2iDRXBCPN6C2S4V7Je/daI2YCsN6uBX8n3+vhz3maqFpsNLBP6BSo/pgABAAAADkIHAAAAAHAQpgABAAA4GPP1nYcRAAAAAMBBGAFAyAlGMNhMG8wEg8223SisGgrhVLPhPzurCtsZOKzo90koC2SQ059vC61W7zViJuBrtqKz1cCvP9WOvff157y9z5PAL8ziKUDOxAgAAAAA4CB0AAAAAAAHoQMAAAAAOAgZAIQlO4scHTlyxGeZ0Vxcs7kAb0bz3q3OVc/Pz/dZZjTH2buAmORfETFvFV0Yykig8wSVjZ3X3p/rbGfxLiNm5vybnR/vzc75/pL1a2GmyJedfyNRuZEBcCY6AAAAAA5FB8CZmAIEAAAAOAgjAAAAAA7FCIAzMQIAAAAAOAgjAAgL3gE6oxBtKASDjdplpoBYeQJZ2CrQQWEjVsOjZq8rLozV+2G2YJURq++xQBf0MuJ9fcy+5yo68CvZG2IGUPkxAgAAAAA4CCMAAAAADkUGwJkYAQAAAAAchBEAAAAAB+PbeuehA4CwZDbMFsgQrRF/KoWaqWxb0ecjWQ8Lmw1SmxEq4UU7r38onJM/YV5vwajeaySQFX3N7md0Xc1cH38Cv6HwfgIQPpgCBAAAADgIHQAAAADAQegAAAAAOFTZU4AC8WNVcXGxxowZo8TERMXExCgtLU2ffPKJqX0PHDig22+/XbVq1VKNGjV0yy23aPfu3abP+/nnn7fc7nBCBgAAAAAhY8CAAcrOzlZGRoaaNm2q+fPnq2fPnlq5cqU6depU7n4nT55Uly5dVFBQoLFjx6pKlSp68cUXdc011ygnJ8cni3P99dcrPT3dY9nvf//7gJxTqKEDgErNKBgXjCCtN6N2mfm2JBQqCDvFDz/84LMs0EFLO0O5ZthZ+dlspV4jgazea8RqRV+z98dsRV9vBH4RDKFWB2Djxo1aunSpMjMzNWrUKElSenq6kpOTNXr0aK1bt67cfV999VV9//332rhxo6688kpJ0o033qjk5GRNmzZNkydP9ti+WbNm6t+/v6V2hjumAAEAACAkZGdnKyoqSoMHD3Yvc7lcGjhwoNavX699+/adc98rr7zS/eFfklq0aKHrrrtOb775puE+hYWFKioqsu8EwgQdAAAAAISELVu2qFmzZqpRo4bH8tTUVElSTk6O4X5nz57VN998ow4dOvisS01N1b///W/99NNPHsvnz5+viy++WDExMWrVqpWWLFliz0mEAaYAAQAAOFSgpwDt2rXLZ118fHy5U//y8vKUkJDgs7xs2cGDBw33O3r0qIqLi8+7b/PmzSVJV111lW6//XY1btxYBw8e1F/+8hfdc889Kigo0EMPPWTiDMMbHQA4TigU1zJi59xlM1mBUDlvI97Fx+ycq27EzqJldgr0eRuxOpffbKEuI4Es3uXPa3m/B8zeD7MFvbwx3x+VUZ8+fXyWTZgwQRMnTjTcvrCwUFWrVvVZ7nK53OvL20+S6X2/+OILj20eeOABtW/fXmPHjtWAAQMUExNjeJzKgg4AAAAAAmLZsmVKSkryWHauLxpiYmJUXFzss7xsnn55H8zLllvZV5Kio6P1yCOP6E9/+pM2b958zqcNVQZ0AAAAABAQSUlJat26tentExISdODAAZ/leXl5kqTExETD/eLi4lS1alX3dheyb5kGDRpI+nU6UWVHCBgAAMChQq0QWEpKinbu3KkTJ054LN+wYYN7vZHIyEi1adNGmzZt8lm3YcMGNWnSRNWrVz/nscsKhvnzWONwQQcAAAAAIaFv374qKSnRnDlz3MuKi4uVlZWltLQ097f0e/fu1Y4dO3z2/fLLLz06Ad99950+//xz9evXz73MO2cmST/99JNeeukl1alTR+3bt7f7tEIOU4DgeIEuFmb0h8ZquNPOICRFxUJfML6FshrmNVuoy0ggi3cZ8aeglzezgV87g85AZZaWlqZ+/frpySefVH5+vpKSkrRgwQLl5uZq7ty57u3S09O1evVqj3/Lhg4dqr/+9a/q1auXRo0apSpVqmj69OmqV6+eRo4c6d7uL3/5i5YtW6abb75ZDRs2VF5enubNm6e9e/dq0aJFio6OrtBzDgY6AAAAAAgZCxcu1Lhx47Ro0SIdO3ZMbdu21fLly9W5c+dz7le9enWtWrVKI0aM0KRJk3T27Flde+21evHFFz0661dffbXWrVun119/XUeOHNHFF1+s1NRUzZs3T127dg306YUEOgAAAAAOFeg6AFa4XC5lZmYqMzOz3G1WrVpluPyyyy7TW2+9dc7Xv/7663X99ddbbl9lQAYAAAAAcBA6AAAAAICDMAUIMGA2jBeqAdmKripsJFSvTTjxp7quVVbDvP4EWANZvdeIPxV9vZkN/BLwBRBK6AAAAAA4WCAyAAhtTAECAAAAHIQOAAAAAOAgTAECAABwqFB8DCgCjw4A4AfvYJ9R8NUoEJibmxugFplnZ1VhI1bDw0YCHSgOlXvkTzVdu1gNq/rzj30oVO814h3wNXt/CPwCCHVMAQIAAAAchA4AAAAA4CBMAQIAAHAoMgDOxAgAAAAA4CCMAAA2CvcKwkaCEQr1Zmeg2Kxg3KOKDo/aeY/8aXsoVO814h36JdwLoLJgBAAAAABwEEYAAAAAHIoMgDMxAgAAAAA4CCMAQBAYzSUO1VyA0dzrI0eOnHc/O+dL801SYNh5j+ws1GXEavEuIxT0AuB0jAAAAAAADkIHAAAAAHAQOgAAAACAg5ABAAAAcCieAuRMdACAEGEmcBiqQWEjVsPDRgYMGOCz7IcffrD0Wk5lNqRrhtUgr2Q+zOvNavEuI4R7ATgdU4AAAAAAB2EEAAAAwKGYAuRMjAAAAAAADkIHAAAAAHAQpgABYcRseNFMWNgoLJmbm3uBLUK48Ce4681qkFeyt1KvEQK+AHB+dAAAAAAcjPn6zsMUIAAAAMBB6AAAAAAADkIHAAAAAHAQMgBAJWQ1CGm20rB3SNNseNgoAJqfn29qX29GQdTDhw9beq3KyJ+grjezVXi9WQ3zEuQFKg51AJyJEQAAAADAQegAAAAAAA5CBwAAAABwEDIAANwCnR0INDszBuHE6hx9s5jLD1ReZACciREAAAAAwEHoAAAAAAAOwhQgAAAAh2IKkDMxAgAAAAA4CCMAAPxmd9jTzlCxmQCr2UJmFc1q+NYfBHcBoPJz1AhAcXGxxowZo8TERMXExCgtLU2ffPJJsJsFAAAAVBhHdQAGDBig6dOn65577tHLL7+sqKgo9ezZU2vXrg120wAAACpcWQYgED8IXY6ZArRx40YtXbpUmZmZGjVqlCQpPT1dycnJGj16tNatWxfkFgIAAACB55gRgOzsbEVFRWnw4MHuZS6XSwMHDtT69eu1b9++ILYOAAAAkn9Ttg8cOKDbb79dtWrVUo0aNXTLLbdo9+7dhtvOnTtXLVu2lMvlUtOmTTVjxgw7TyOkOWYEYMuWLWrWrJlq1KjhsTw1NVWSlJOTowYNGgSjaQC8hEsQ1WxYOVzOBwBCwYABA5Sdna2MjAw1bdpU8+fPV8+ePbVy5Up16tSp3P1OnjypLl26qKCgQGPHjlWVKlX04osv6pprrlFOTo4uueQS97azZ8/Wn/70J/3xj3/UY489pjVr1ujRRx/Vzz//rDFjxlTEaQaVYzoAeXl5SkhI8FletuzgwYPl7pufn6/Dhw97LNu1a5e9DQQAAKhgoVYHwJ8p26+++qq+//57bdy4UVdeeaUk6cYbb1RycrKmTZumyZMnS5IKCwv15z//Wb169VJ2drYk6cEHH9TZs2f17LPPavDgwapdu7al9ocLx0wBKiwsVNWqVX2Wu1wu9/ryvPrqq0pOTvb46dOnT6CaCgAA4Ej+TNnOzs7WlVde6f7wL0ktWrTQddddpzfffNO9bOXKlTpy5IiGDh3qsf/DDz+sU6dO6e9//7uNZxSaHNMBiImJUXFxsc/yoqIi9/ryDB06VNu2bfP4WbZsWaCaCgAA4EhmpmwbOXv2rL755ht16NDBZ11qaqr+/e9/66effnIfQ5LPtu3bt1dkZKR7fWXmmClACQkJOnDggM/yvLw8SVJiYmK5+9atW1d169b1WFbWmWAqEOBce/bsMbWd998PAM5W9tnB6IvJihaozzFlr2v0+vHx8eX+XbQ6Zfvo0aMqLi4+777NmzdXXl6eoqKifNoQHR2tSy655JzTwisLx3QAUlJStHLlSp04ccKjV7lhwwb3+gtRNgTFVCAAAGDFvn371K5du6Acu3bt2qpevXpAP8dER0cbvv6ECRM0ceJEw32sTtkuW25m38LCQkVHRxu+jsvlOue08MrCMR2Avn37aurUqZozZ447VFJcXKysrCylpaVd8BOArrnmGi1btkwNGjQwfLPZZdeuXerTp4+WLVumpKSkgB0H/uE+hQfuU3jgPoUH7pN1xcXF2rdvn6655pqgtSExMVE7duzQsWPHAnaMkpISRUVF+SyPj48vdx+rU7bLlpvZNyYmRqdPnzZ8naKionNOC68sHNMBSEtLU79+/fTkk08qPz9fSUlJWrBggXJzczV37twLfr1atWrplltuCUBLjSUlJal169YVdjxYw30KD9yn8MB9Cg/cJ2uC9c3/byUmJp5zCnQwWJ2yHRcXp6pVq7q3O9e+CQkJKikpUX5+vsc0oNOnT+vIkSMhd00CwTEhYElauHChMjIytGjRIj366KM6c+aMli9frs6dOwe7aQAAAI6XkpKinTt36sSJEx7LzzdlOzIyUm3atNGmTZt81m3YsEFNmjRR9erVPV7De9tNmzbp7NmzFzwtPBw5qgPgcrmUmZmpvLw8FRUVaePGjbrhhhuC3SwAAADo1ynbJSUlmjNnjnuZ0ZTtvXv3aseOHT77fvnllx4f7L/77jt9/vnn6tevn3tZ165dFRcXp1mzZnnsP2vWLMXGxqpXr16BOLWQ4pgpQAAAAAhtZqdsp6ena/Xq1SotLXUvGzp0qP7617+qV69eGjVqlKpUqaLp06erXr16GjlypHu7mJgYPfvss3r44YfVr18/3XDDDVqzZo3eeOMNPffcc4qLi6vQcw4GOgAhLj4+XhMmTDhnYAbBx30KD9yn8MB9Cg/cJwTKwoULNW7cOC1atEjHjh1T27ZtTU3Zrl69ulatWqURI0Zo0qRJOnv2rK699lq9+OKLPu/ToUOHqkqVKpo2bZref/99NWjQQC+++KKGDx8eyFMLGRGlv+06AQAAAKjUHJUBAAAAAJyODgAAAADgIHQAAAAAAAehAwAAAAA4CB2AEFVcXKwxY8YoMTFRMTExSktL0yeffBLsZjnWyZMnNWHCBPXo0UNxcXGKiIjQ/PnzDbf99ttv1aNHD1WrVk1xcXG69957dfjw4YptsEN9+eWXeuSRR9S6dWtdfPHFatiwoW6//Xbt3LnTZ1vuU/D861//Ur9+/dSkSRPFxsaqTp066ty5sz744AOfbblPoeO5555TRESEkpOTfdatW7dOnTp1UmxsrC699FI9+uijOnnyZBBaCcAMngIUou666y5lZ2crIyNDTZs21fz58/Xll19q5cqV6tSpU7Cb5zi5ublq3LixGjZsqCZNmmjVqlXKysrSgAEDPLbbv3+/fv/736tmzZrufwCnTp2qhg0bauPGjYqOjg7OCThE37599cUXX6hfv35q27atDh06pJkzZ+rkyZP65z//6f7gwn0Krg8//FCvvPKKOnbsqMTERP388896++23tWbNGs2ePVuDBw+WxH0KJfv371fz5s0VERGhRo0aadu2be51OTk56tixo1q2bKnBgwdr//79mjp1qrp06aKPPvooiK0GUK5ShJwNGzaUSirNzMx0LyssLCz93e9+V9qxY8cgtsy5ioqKSvPy8kpLS0tLv/zyy1JJpVlZWT7bPfTQQ6UxMTGlP/zwg3vZJ598UiqpdPbs2RXVXMf64osvSouLiz2W7dy5s7Rq1aql99xzj3sZ9yn0/PLLL6VXXHFFafPmzd3LuE+h44477ijt2rVr6TXXXFPaunVrj3U33nhjaUJCQmlBQYF72V//+tdSSaUrVqyo6KYCMIEpQCEoOztbUVFR7m/BJMnlcmngwIFav3699u3bF8TWOVPVqlV16aWXnne7t99+WzfddJMaNmzoXtatWzc1a9ZMb775ZiCbCElXXXWVz7fCTZs2VevWrfXtt9+6l3GfQk9UVJQaNGig48ePu5dxn0LDP/7xD2VnZ+ull17yWXfixAl98skn6t+/v2rUqOFenp6ermrVqnGfgBBFByAEbdmyRc2aNfP4YypJqampkn4dbkXoOXDggPLz89WhQwefdampqdqyZUsQWoXS0lL95z//UZ06dSRxn0LJqVOn9OOPP+rf//63XnzxRX300Ue67rrrJHGfQkVJSYmGDRumQYMGqU2bNj7rt27dql9++cXnPkVHRyslJYX7BISoi4LdAPjKy8tTQkKCz/KyZQcPHqzoJsGEvLw8SSr33h09elTFxcWqWrVqRTfN0RYvXqwDBw7omWeekcR9CiUjR47U7NmzJUmRkZG67bbbNHPmTEncp1Dx2muv6YcfftCnn35quP5892nNmjUBbR8Aa+gAhKDCwkLDf9RcLpd7PUJP2X05373jA0vF2bFjhx5++GF17NhR9913nyTuUyjJyMhQ3759dfDgQb355psqKSnR6dOnJXGfQsGRI0c0fvx4jRs3TvHx8YbbnO8+8e8VEJqYAhSCYmJiVFxc7LO8qKjIvR6hp+y+cO9Cw6FDh9SrVy/VrFnTnauRuE+hpEWLFurWrZvS09O1fPlynTx5UjfffLNKS0u5TyHgqaeeUlxcnIYNG1buNue7T9wjIDQxAhCCEhISdODAAZ/lZUOtiYmJFd0kmFA2BF52n34rLy9PcXFxfFtZQQoKCnTjjTfq+PHjWrNmjcfvDPcpdPXt21dDhgzRzp07uU9B9v3332vOnDl66aWXPKadFhUV6cyZM8rNzVWNGjXOe5/49woITYwAhKCUlBTt3LlTJ06c8Fi+YcMG93qEnvr16ys+Pl6bNm3yWbdx40buWwUpKirSzTffrJ07d2r58uVq1aqVx3ruU+gqmy5SUFDAfQqyAwcO6OzZs3r00UfVuHFj98+GDRu0c+dONW7cWM8884ySk5N10UUX+dyn06dPKycnh/sEhCg6ACGob9++Kikp0Zw5c9zLiouLlZWVpbS0NDVo0CCIrcO5/PGPf9Ty5cs9HtX62WefaefOnerXr18QW+YMJSUluuOOO7R+/Xq99dZb6tixo+F23Kfgys/P91l25swZLVy4UDExMe5OG/cpeJKTk/Xuu+/6/LRu3VoNGzbUu+++q4EDB6pmzZrq1q2b3njjDf3000/u/RctWqSTJ09yn4AQRSXgEHX77bfr3Xff1YgRI5SUlKQFCxZo48aN+uyzz9S5c+dgN8+RZs6cqePHj+vgwYOaNWuWbrvtNv3+97+XJA0bNkw1a9bUvn379Pvf/161atXS8OHDdfLkSWVmZuqyyy7Tl19+yZSFAMvIyNDLL7+sm2++WbfffrvP+v79+0sS9ynIbr31Vp04cUKdO3dW/fr1dejQIS1evFg7duzQtGnT9Nhjj0niPoWia6+9Vj/++KNHJeCvvvpKV111lVq1auWuBDxt2jR17txZK1asCGJrAZQruHXIUJ7CwsLSUaNGlV566aWlVatWLb3yyitL/+///i/YzXK0yy+/vFSS4c+ePXvc223btq20e/fupbGxsaW1atUqveeee0oPHToUvIY7yDXXXFPuPfL+c8d9Cp7//d//Le3WrVtpvXr1Si+66KLS2rVrl3br1q30vffe89mW+xRajCoBl5aWlq5Zs6b0qquuKnW5XKXx8fGlDz/8cOmJEyeC0EIAZjACAAAAADgIGQAAAADAQegAAAAAAA5CBwAAAABwEDoAAAAAgIPQAQAAAAAchA4AAAAA4CB0AAAAAAAHoQMAAAAAOAgdAAAAAMBB6AAAAAAADkIHAAAAAHAQOgAAAACAg9ABAAALXnjhBbVo0UJnz56t8GO/9tpratiwoYqLiyv82ACA8EcHAAAu0IkTJzRlyhSNGTNGkZEV/2d0wIABOn36tGbPnl3hxwYAhD86AABwgebNm6dffvlFd911V1CO73K5dN9992n69OkqLS0NShsAAOGLDgAAXKCsrCz17t1bLpcraG24/fbb9cMPP2jlypVBawMAIDzRAQDgKIWFhWrRooVatGihwsJC9/KjR48qISFBV111lUpKSsrdf8+ePfrmm2/UrVs3n3VNmjRR//79fZZ36dJF11xzjfv/J06cqIiICO3cuVP9+/dXzZo1FR8fr3Hjxqm0tFT79u3TLbfcoho1aujSSy/VtGnTfF6zffv2iouL03vvvXehlwAA4HB0AAA4SkxMjBYsWKBdu3bpz3/+s3v5ww8/rIKCAs2fP19RUVHl7r9u3TpJUrt27TyWnzx5Urm5ubriiit89vnmm2/Utm1bn+V33HGHzp49q+eff15paWmaNGmSXnrpJV1//fWqX7++pkyZoqSkJI0aNUr/+Mc/fPZv166dvvjiC9PnDgCAJF0U7AYAQEVLS0vT6NGjNWXKFN166636z3/+o6VLl+qll15Ss2bNzrnvjh07JEmNGzf2WL5t2zaVlpb6dAD279+vo0ePGnYAUlNT3UHewYMHq1GjRho5cqT+53/+R2PGjJEk3XXXXUpMTNS8efPUuXNnj/2bNGmiRYsWXdjJAwAcjw4AAEeaOHGili9frvvuu08nT57UNddco0cfffS8+x05ckQXXXSRqlWr5rF827ZtkuTTAfj6668lybADMGjQIPd/R0VFqUOHDtq/f78GDhzoXl6rVi01b95cu3fv9tm/du3aKiws1M8//6zY2Njzth0AAIkpQAAcKjo6WvPmzdOePXv0008/KSsrSxEREZZfb+vWrapXr57q1avnsfybb75RZGSkkpOTffZp2LChx//XrFlTLpdLderU8Vl+7Ngxn/3LngDkT7sBAM5DBwCAY61YsUKSVFRUpO+//97UPpdccol++eUX/fTTTx7Lt23bZjj/PycnR02aNNHFF1/ss84oa1Be/sDocZ/Hjh1TbGysYmJiTLUdAACJDgAAh/rmm2/0zDPP6P7779fvf/97DRo0SAUFBefdr0WLFpJ+fRrQb23dutUnP3D27Fl9/vnnhtN/7LBnzx61bNkyIK8NAKi86AAAcJwzZ85owIABSkxM1Msvv6z58+frP//5j0aMGHHefTt27ChJ2rRpk3tZfn6+Dh8+rLy8PI9tX3nlFf34449q06aNvSfw/3311Ve66qqrAvLaAIDKiw4AAMeZNGmScnJyNG/ePFWvXl1t27bV+PHjlZWVpQ8//PCc+zZp0kTJycn69NNP3cu2bt0qSfr44481dOhQvfLKK7r77rv17LPPSpI2b96sDRs22HoOmzdv1tGjR3XLLbfY+roAgMqPDgAAR/nqq680efJkPfLII+rSpYt7+RNPPKErr7xSDz74oI4fP37O13jggQf0wQcfuAuJbd26VVFRUVq6dKk+/vhjjRkzRj/++KNWr16t3/3ud8rJyVGVKlVsPY+33npLDRs2VNeuXW19XQBA5RdRapQsAwCUq6CgQE2aNNELL7yggQMHatCgQfrHP/6hnTt3Vsjxi4uL1ahRIz3xxBMaPnx4hRwTAFB5MAIAABeoZs2aGj16tDIzM3X27Flt3bpVrVq1qrDjZ2VlqUqVKvrTn/5UYccEAFQejAAAgB9KS0tVo0YNDRs2TJMnTw52cwAAOC9GAADAD3v27NHJkycrdAQAAAB/MAIAAAAAOAgjAAAAAICD0AEAAAAAHIQOAAAAAOAgdAAAAAAAB6EDAAAAADgIHQAAAADAQegAAAAAAA5CBwAAAABwEDoAAAAAgIPQAQAAAAAchA4AAAAA4CB0AAAAAAAHoQMAAAAAOAgdAAAAAMBB6AAAAAAADkIHAAAAAHAQOgAAAACAg9ABAAAAAByEDgAAAADgIP8PkQlFHtk3aeUAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "###Let's inspect the map of the diameter of the cylinders\n", "\n", "#clip the matrix of values within a range \n", "#dvarx = np.clip(diam_mat,0,p*0.9 )\n", "\n", "#when clipping, we might be cutting some levels (so, the actual nr of levels is)\n", "print(\"The number of levels after printing is \" +str(len(np.unique(dvarx))) + \".\")\n", "\n", "\n", "#create the vectors for xsiz and ysiz, with npix \n", "xc1 = np.linspace(0, xsiz, npix)\n", "yc1 = np.linspace(0, ysiz, npix)\n", "(xc, yc) = np.meshgrid(xc1,yc1)\n", " \n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xc,yc,dvarx, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Pillar diameters ($\\mu$m)')\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 12, "id": "humanitarian-silicon", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:41.585411Z", "start_time": "2025-05-26T11:18:40.791349Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:50.553283Z", "iopub.status.busy": "2026-02-03T20:48:50.552788Z", "iopub.status.idle": "2026-02-03T20:48:50.825090Z", "shell.execute_reply": "2026-02-03T20:48:50.823101Z", "shell.execute_reply.started": "2026-02-03T20:48:50.553283Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Pillar metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00\n", "Progress: [####################] 100.0%\n", "So far 0 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:00.025711\n", "Progress: [####################] 100.0%\n", "So far 1004 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:00.042316\n", "Progress: [####################] 100.0%\n", "So far 1964 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:00.036341\n", "Progress: [####################] 100.0%\n", "So far 2952 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:00.037833\n", "Progress: [####################] 100.0%\n", "So far 3988 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:00.028377\n", "Progress: [####################] 100.0%\n", "So far 4962 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:00.035843\n", "Progress: [####################] 100.0%\n", "So far 5968 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:00.049283\n", "Progress: [####################] 100.0%\n", "So far 6966 elements and counting.\n", "Elapsed: 0:00:00.259858\n", "\n", " Saved the metasurface mask with 6966 meta-elements in the file fresnel_metasurface_pillars_instance.gds\n" ] } ], "source": [ "###Transform the square grid phase profile into a metasurface mask using instatiation of self-define pillar element\n", "\n", "p = 0.445 #periodicity between pillars in um \n", "pixelx = p \n", "pixely = p \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfilen = \"fresnel_metasurface_pillars_instance.gds\"\n", "aperture_vals = mask.aperture\n", "diam_mat = np.unique(dvarx) \n", "\n", "moe.metas.metasurface_from_phase_instances (xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfilen, \\\n", " infile=None, verbose=False, rotation=None, scaling=diam_mat, grid='square',\\\n", " mindim = 0.05, smallerdim =0, tempfile=\"temp.gds\")" ] }, { "cell_type": "code", "execution_count": 13, "id": "silent-plaza", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:42.416365Z", "start_time": "2025-05-26T11:18:41.593409Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:50.827083Z", "iopub.status.busy": "2026-02-03T20:48:50.826586Z", "iopub.status.idle": "2026-02-03T20:48:51.154646Z", "shell.execute_reply": "2026-02-03T20:48:51.151659Z", "shell.execute_reply.started": "2026-02-03T20:48:50.827083Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00\n", "Progress: [####################] 100.0%\n", "So far 0 elements and counting.\n", "Building meta-elements in layer 1:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.025886\n", "Progress: [####################] 100.0%\n", "So far 1004 elements and counting.\n", "Building meta-elements in layer 2:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.029369\n", "Progress: [####################] 100.0%\n", "So far 1964 elements and counting.\n", "Building meta-elements in layer 3:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.031365\n", "Progress: [####################] 100.0%\n", "So far 2952 elements and counting.\n", "Building meta-elements in layer 4:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.032852\n", "Progress: [####################] 100.0%\n", "So far 3988 elements and counting.\n", "Building meta-elements in layer 5:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.061235\n", "Progress: [####################] 100.0%\n", "So far 4962 elements and counting.\n", "Building meta-elements in layer 6:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.063720\n", "Progress: [####################] 100.0%\n", "So far 5968 elements and counting.\n", "Building meta-elements in layer 7:\n", "Rotated circle.gds by 0.0 degrees. Saved in tempcircle.gds\n", "Elapsed: 0:00:00.058244\n", "Progress: [####################] 100.0%\n", "So far 6966 elements and counting.\n", "Elapsed: 0:00:00.308150\n", "\n", " Saved the metasurface mask with 6966 meta-elements in the file fresnel_metasurface_pillars_instance_circle.gds\n" ] } ], "source": [ "###Transform the phase profile into a metasurface mask using instatiation with input meta-element file \"circle.gds\"\n", "\n", "p = 0.445 #periodicity between pillars in um \n", "pixelx = p \n", "pixely = p \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfilen = \"fresnel_metasurface_pillars_instance_circle.gds\"\n", "aperture_vals = mask.aperture\n", "diam_mat = np.unique(dvarx) \n", "\n", "moe.metas.metasurface_from_phase_instances (xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfilen, infile=\"circle.gds\",\\\n", " verbose=False, rotation=None, scaling=diam_mat, grid='square',\\\n", " mindim = 0.05, smallerdim =0, tempfile=\"tempcircle.gds\")\n" ] }, { "cell_type": "code", "execution_count": 14, "id": "studied-ready", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:43.842725Z", "start_time": "2025-05-26T11:18:42.422362Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:51.157134Z", "iopub.status.busy": "2026-02-03T20:48:51.156137Z", "iopub.status.idle": "2026-02-03T20:48:51.457815Z", "shell.execute_reply": "2026-02-03T20:48:51.455822Z", "shell.execute_reply.started": "2026-02-03T20:48:51.157134Z" } }, "outputs": [ { "data": { "image/png": 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KAAAAACBACAKDpMNBYOGE0U4utaIh9MkSFhZWxLVNjmGsOsfw1vYiLMyQLZNjqbMNoWS5HuXYRAzzSfxeqG+TeEIRJ8c8p4TjhNxTgMKWRCKPQossAWe2YLz08CoQywtehIlJ6Qvn8rIftzm3xpCvdB4/905c+iAIDIiTOf9KAQAAAPAdBQAAAAAQIBQAAAAAQIBQAAAAAAABQgEAAAAABAgFAAAAABAgFAAAAABAgFAAAAAAAAFCEBgkHQ43Shiw5RLmYqkkcwyBThFLIJEhZCkvdMgwlmXWLr8ihgAvGeZi+lU0jBU27FOOIeTLEgwVdRkrakgSihpCtUxzMYT8WN5/llcqk5gCnTzqx9LGLdDJqyArS7iUV++bdM3ZqwAvU6hWpoV8ub5v3LtwHaL5XQBZhTMAAAAAQIBQAAAAAAABQgEAAAAABAgFAAAAABAgFAAAAABAgFAAAAAAAAFCAQAAAAAECDkAAAAAPtm2bZt2796d1DadO3dWz549k9pm/fr1mjlzpv7xj3/o448/Vtu2bdW/f39NmzZN5557blJ9IftRAECSlCNHOQmiUnJCkYTb2wK8LDMxnJQyhEdZwsJkCMRyD/HyJsDLq7CwqGWf0sTynghb2pheS3dhw7EJe/beyhxpDQtzeT29ChyzhHxFou6vUzTqTbBWxIN+ghryZRrLg7k4htfID9u2bVO/43pp3/7kPpuLioq0cePGpIqADz74QPv27dNll12mnj176sCBA3ryySd13nnnaeHChZo0aVKy00cWowAAAADwwe7du7Vvf1RPLuqhY7+Wa9rmvX8d1Pk/+li7d+9OqgA4++yzdfbZZ8c9duWVV+rkk0/WHXfcQQGAOBQAAAAAPvraMTnqV2b7yhW1nDU2ysnJUa9evfTmm2961ieyAwUAAACAj6JyFLVdB2tu15TPP/9c1dXV+uyzz/TMM8/o//yf/6MLLrigWX0i+1AAAAAA+Cj6xf+sbSWpsrKywXPFxcXq1q1bwu1/+ctfauHChZKkcDisH/zgB7r77ruTnDGyHQUAAACAj6KOFLHcWf1FW0kaPXp0g+dmzJihmTNnJtz+6quv1pgxY7Rt2zY9/vjjikQiqqurS3LGyHYUAAAAAD5K5RKgJUuWqLS0NO654uJi1+379eunfv36SZIuvfRSffe739W5556rlStXKhRqmdWQkHkoAAAAAHwUlaNIkgVAaWmpysvLmz32mDFjdMUVV2jTpk067rjjmt0fsgMFAAAAgI/SeRPwV1VXV0uSPvvsM0/7RetGAQBJUptQVLkJwr4ibgFdls8rU8iSexNTDJPlLKcXYWGGAK+wZcam42cJC/OGKWjJZb9ylTg8TpKihtcganjfhEOWpCD3JuliOb5ehWZZeBVC5dZPOgOovOrHi5AvyZtjY3kPexVu5kmAl+TJ750nx6aFf/+jjpPEPQCpTbaqqqrBDcIHDx7Ugw8+qMLCQvXv3z+lfpGdKAAAAAB8FJUpez7WNhVXXHGF9u7dq9NPP11HHnmkPv74Yz3yyCPauHGj5s6dq/bt26fYM7IRBQAAAICPIkncA2Bt91UXXHCB7rvvPi1YsEA7d+5UUVGRTj75ZM2ZM0fnnXdeSn0ie1EAAAAA+OjwMqD2tqm48MILdeGFF6a2MQKHAgAAAMBH6bgECEgGBQAAAICPogopYlqdwrZIANBcFAAAAAA+ijr2S3tSvQQISAYFAAAAgI84A4BMQwEAAADgo0gSBYC1HdAcFACQJIXlKCfh0mOJb0vKMXxeWQKxEs/hMNOHo+EUao4hPMptrLAlsMWrz3JLCJDl9jGP5hNxCfGy/BUrUfhcbBxDPzkehYV51cby3koXz0LHLOFwUZf3hCV4yxAOZwnnirrMxdqPFyFfln4c01xcm2RcyJdXAWfNHcc0DyBAKAAAAAB8FFXInNzNJUBIBwoAAAAAH3EPADINBQAAAICPDt8D4H5ZWn1bwG8UAAAAAD5yHPslQNyvgHSgAAAAAPARqwAh01AAAAAA+CjqhE0rXNW3BfxGAQAAAOCjqEKKGu8B4CZgpAMFACQdzgFItL552GWhZtu1jZY16g0fkKY1/t3Xl68zrT3tMh/D+vOmNa7T+XnvuP/aW05BW9bwdx/HkA1hWJDc7f0pSTmG918mrd9vYVq/P41t3K5djqRpnLT340GegGmNf0O2QWtbv980lmkctz5a9ks1qwAh01AAAAAA+CiSxCVA1nZAc1AAAAAA+OjwJUCcAUDmoAAAAADwUTSJHAAKAKQDBQAAAICPWAUImYYCAAAAwEdRhZNYBYgCAP6jAAAAAPBRxLGtglXfFvAbBQAAAICPogoncQ8AZwDgPwoAAAAAH0UVNl/bTwGAdKAAgCQpV1HlJQhKcg0wMZzZNIU1GVJsIiH3wSx/acmTe5BVxCU8Kmz4QDeFS5nCzQyhYxnEspJFruE1iBrC4SJh97EOOjmubcKOISzMq/QjF5bj51WAl+XmxIghhCriEohl6SNqCNXyqp90hXyZ5mMKLnNtktaQL+/CwjxY9SbDL5thFSBkGgoAAAAAH0WcUBL3AFAAwH8UAAAAAD5yklgFyOESIKQBBQAAAICPIknkAFjbAc1BAQAAAOCjqOzX9reuu73QWmVVmVlbW6vrrrtOPXv2VGFhoYYMGaIXX3zRtO3WrVs1btw4derUSR06dNCoUaP0/vvvN9r2vvvu0/HHH6+CggL17dtXd911V1r6nDlzpkKhUIOfgoIC0z4CAID0q08CtvyQBIx0yKozABMmTNDixYt19dVXq2/fvrr//vt19tlna+nSpfrmN7/Z5Hb79+/X8OHD9dlnn+mGG25Qbm6u5s2bp6FDh2rt2rXq2rVrrO3ChQv105/+VOeff75+8Ytf6LXXXtPPf/5zHThwQNddd52vfdZbsGCB2rdvH/vvnBz31U0AAEDLiCSRA2BtBzRH1hQAq1at0mOPPabbb79d11xzjSTp0ksv1YABA3TttddqxYoVTW47f/58vfvuu1q1apUqKiokSWeddZYGDBiguXPnavbs2ZKk6upqTZ8+XSNHjtTixYslSZdffrmi0ahmzZqlSZMmqXPnzr71WW/MmDE64ogjvDp0AADAR44TMi07W982FW+++aYeeOABLV26VJs3b1bXrl31jW98QzfffLPKyspS6hPZK2vKzMWLFysnJ0eTJk2KPVZQUKCf/OQneuONN7Rly5aE21ZUVMS+qEtSv379dOaZZ+rxxx+PPbZ06VLt3LlTkydPjtt+ypQp+vzzz/X888/72mc9x3G0d+9eOaZFoQEAQEuKfJEDYPtJrQCYM2eOnnzySZ155pm68847NWnSJC1fvlwnnXSS1q1b5/EeobXLmjMAa9asUVlZmTp06BD3+ODBgyVJa9euVa9evRpsF41G9fbbb+vHP/5xg+cGDx6s//zP/9S+fftUVFSkNWvWSJJOOeWUuHYnn3yywuGw1qxZo/Hjx/vS55f16dNH+/fvV7t27TR69GjNnTtX3bt3dztECYVDh3+afN4lZcUU4GX4ULOEZoUt/XgUKBZ2qZEtoVBuYWJWqf6j0FK8SrM8GHK/xM3yere6IDVLuJThPXHIEpplCQuzBIG5XLts+ZtFpoV8Wcay/MXWdaygBnhZxvLib10B+HvZL37xCz366KPKy8uLPXbBBRdo4MCBuvXWW/Xwww+34OyQabKmANi+fbtKSkoaPF7/2LZt2xrdbteuXaqtrXXd9rjjjtP27duVk5Ojbt26xbXLy8tT165dY2P40ackde7cWVdeeaVOPfVU5efn67XXXtMf/vAHrVq1SqtXr25Q/HxVVVWVPv3007jHKisrE24DAACax0ni5l4nxZuATzvttAaP9e3bV+Xl5dqwYUNKfSJ7ZU0BUF1drfz8/AaP16+QU11d3eR2kkzbVldXx1XWX2375XZe9ylJV111Vdzz559/vgYPHqyLL75Y8+fP1/XXX99oP/Xmz5+vm266KWEbAADgrcOXABmTgD082+s4jj755BOVl5d71ieyQ9bcA1BYWKja2toGj9fU1MSeb2o7SaZtCwsLVVdX12g/NTU1ce287rMpF110kXr06KGXXnopYTtJmjx5statWxf3s2TJEtftAABA6qIKKfrFWQDXny8KgMrKSq1fvz7up6qqKqlxH3nkEW3dulUXXHCBH7uFVixrzgCUlJRo69atDR7fvn27JKlnz56NbtelSxfl5+fH2iXatqSkRJFIRFVVVXGX7NTV1Wnnzp2xdn70mUivXr20a9cu13bdunVrcKkRAADwVzSJMwD1BcDo0aMbPDdjxgzNnDnT1M/GjRs1ZcoUnXrqqbrsssusU0VAZE0BMGjQIC1dulR79+6NuxZ+5cqVsecbEw6HNXDgQK1evbrBcytXrlSfPn1UVFQU18fq1at19tlnx9qtXr1a0Wg09rwffTbFcRxt3rxZJ554YsJ2AACgZUSTuAegvt2SJUtUWloa91xxcbGpj48//lgjR45Ux44dY6skAl+WNZcAjRkzRpFIRPfee2/ssdraWi1atEhDhgyJrQD04YcfauPGjQ22ffPNN+O+sL/zzjt65ZVXNHbs2NhjZ5xxhrp06aIFCxbEbb9gwQK1bdtWI0eO9LXPr97AW9/u008/1YgRIxIfIAAA0CJSSQIuLS1VeXl53I/lLP5nn32ms846S3v27NHf//5305UECJ6sOQMwZMgQjR07Vr/61a9UVVWl0tJSPfDAA9q8ebPuu+++WLtLL71Uy5Yti1tDf/LkyfrjH/+okSNH6pprrlFubq7uuOMOde/eXb/85S9j7QoLCzVr1ixNmTJFY8eO1fe+9z299tprevjhh3XLLbeoS5cuvvbZu3fv2JJeBQUFev311/XYY49p0KBBuuKKK/w6tAAAoBmisi3bW982VTU1NTr33HO1adMmvfTSS+rfv38zekM2y5oCQJIefPBB3XjjjXrooYe0e/dunXDCCXruued0+umnJ9yuqKhIr776qqZOnaqbb75Z0WhUw4YN07x58xqcbps8ebJyc3M1d+5cPfPMM+rVq5fmzZvXYIUeP/q8+OKLtWLFCj355JOqqalR7969de2112r69Olq27ZtM44cAADwS/0ZAGvbVEQiEV1wwQV644039PTTT+vUU09NqR8EQ8ghTjbQ1q9frwEDBuiFl7qq7LjcJtt5EaFkuQEqagkK8miJNNt8Erex9BExXGl30PCBb/nH46Dcr/M86Li3qXPc/zbg1s9BQx81TtPvuXqfRxsup/tVtVH3fg5EG19uN65NxL3N/oj7fD53aVMdMcz3kGG+h9z7qT3k/jrURtzb1EXc3zeHIonfo4cMfViCtyxhYZaQL8u/fo5lLFM/mRMEZgrw8uqbgaUfy365deEyTt3Wj/Xx/5qndevWpXVJzPp/Yy9/8kwVlybO6qn3aeVe/fH8l5Oe69VXX60777xT5557rsaNG9fg+a+GiiLYsuoMAAAAQKaJKGz6Y1B921SsXbtWkvTss8/q2WefbfA8BQC+jAIAAADAR47jfkb5y21T8eqrr6a2IQKJAgAAAMBHUYUVNf5l39oOaA4KAAAAAB9FFVLEeAbAuloQ0BwUAAAAAD6KOiHzJUDWdkBzUAAAAAD46HABYF0GlAIA/qMAAAAA8FFUIfMS1lwChHSgAAAAAPARlwAh01AAQJIUDkk5CT5z3OJ7IoZly8KGRBhDdo9n6yPkGNZai4QSTyhs+EuNZZyckHvUmiXkK8cQ2ZZjeB0sr5XrnA3pcZb1rgtCB13bRF1eJ0nKDbkfv3DIcGwsbVyOn+UfeK/aHLKEzBnCrixtoi5t0hnyZRnL0o8poMsUOtb8IDDPArw8C/nyJmzNvZMM6aMZok44iUuAWAUI/qMAAAAA8JEj+6U9LVyrICAoAAAAAHwUcezLgFrbAc1BAQAAAOAjR/ZLgByCwJAGFAAAAAA+4iZgZBoKAAAAAB9FFTLfA8AyoEgHCgAAAAAfOY79L/uerJwEuKAAAAAA8BHLgCLT8C4DAAAAAoQzAJAk5Sqk3ATXHbplOiUKEasXsYRLuXejsOH8qCGDyjRntwrZizCxw+MYAsUMx6/OFBbmHqwVNgWKubSx/HnB8kIZ+rFcM3vQcf+4yw1FXNvkGILAvGAK+fIowMvUT8TQj0sbU5hYxBLgZQkLc23iHs4l78LCXEO8vArwSlc4l5TWQDE3br+WoRa+sZabgJFpKAAAAAB85CRxE7DDTcBIAwoAAAAAH3EGAJmGAgAAAMBHUdm/2FuujASaiwIAAADAR04SZwAs96YAzUUBAAAA4CMuAUKmoQAAAADwEUnAyDQUAAAAAD7iEiBkGgoAAAAAH3EJEDINBQAkSeFQSDkJAqssAV2uY3gUGuNV6JiFW+iYJSPIkoflXaCYJSTN0I8h7CrHkrTk1kfY0IehieXY1IXdP+5qDGFhbaLuYWHhUOJJRx1DqJahzcGo+2+mWziXl23cwsIsYWKW4C2v2ngVrOVFP2kN5/LoC6ZnmXjpyNZLT35fk6JOEqsAtfBcEQwUAAAAAD5ylMQlQNwDgDSgAAAAAPCR44TM1/ZzDwDSgQIAAADAR6wChExjuTwZAAAAKapfBcjy05wzAPv379eMGTM0YsQIdenSRaFQSPfff793O4KsQQEAAADgo/pLgKw/qdqxY4d+/etfa8OGDfr617/u4R4g23AJEAAAgI/StQpQSUmJtm/frh49emj16tWqqKhIvTNkNQoAAAAAH6XrJuD8/Hz16NEj5e0RHBQAAAAAPmIZUGQaCgBIktoorNxm3BJiCd4KG8KaooZ+LKFkuYYP0IgheccSOuY6jmGf3KOlbMcmYthvS3yXJVAsx+X9kmPoo87yanp0p1LU0NFBx30+B0L5zZ+L4YvAoaglnMt9vnWGNgcPubexhHhFXPqxZMdFDeNkUoCXZAzxcmtjGCfjgrfStVylF/O1BMP5yHHsYW/17SorKxs8V1xcrG7dunk4MwQVBQAAAICPUlkGdPTo0Q2emzFjhmbOnOnhzBBUFAAAAAA+SuUegCVLlqi0tDTuueLiYs/nhmCiAAAAAPBRfQ6Ata0klZaWqry83M9pIcAoAAAAAHyUyj0AgJ8oAAAAAHzkyL68J9//kQ4UAAAAAD5KVw6AJN19993as2ePtm3bJkl69tln9dFHH0mS/v3f/10dO3ZsVv/IDhQAAAAAPoomcQ+AtV1Tfvvb3+qDDz6I/fdTTz2lp556SpI0fvx4CgBIogDAF9qEQsoNNb3+ttua+WGPgkssa917JezBotqW+ZoyCQz9WNbv9ypzINfQ6qDLjOpC7jPOddzHyTEsHm/JLbAw5QDk5Lm2yQ21Tfi8ZTnA2oj7x3PNIfc2dQfd2xyy5AAccl+f34kk3i/HkG1geikNa7p7sja/5N36/F68Rb1adz/T8gS84DYXywdolti8eXNLTwGtAAUAAACAn5K4CTijCitkLQoAAAAAH6XzHgDAggIAAADARxQAyDQUAAAAAD5yZL+yhyuAkA4UAAAAAD5ylMQZAI8W1QASoQAAAADwE6cAkGEoAAAAAHzkOEkkAVMAIA0oAAAAAPzEMqDIMBQAkCSFv/hfk8+n6ZLEaBrTWnINbdwC0CxMYWGG42sJ+bKIGlKLLPvtlsVUZwj5OmgICysw9FMQOuTaJi9kiUBzVxN1f+e0CSce65AhEKvmoPs4tXWGIDBDm+hBQ8iXJcTL5eV0DAFelpAvS/CWLZwrg4K1WmM4V6taraZl58oqQMg0FAAAAAB+ckL2gokCAGlAAQAAAOAjR/ZLgLgCCOlAAQAAAOAnVgFChqEAAAAA8BH3ACDTUAAAAAD4iTMAyDAUAAAAAD7iDAAyjakA6NChQ8oDhEIhPfvsszr99NNT7gMAAKDV4gwAMoypANi/f7++9a1vqU+fPkl1XlNTo8cff1yHDrmv0Q0AAJCdQrJnEXAGAP4zXwJ0xRVX6KKLLkqq8x07duivf/1r0pNC+rUJ5Sg3lOPrGBHHPfQpLH/nkKw2Lp/DlpAvr6QzJM0SOua27/mGJCbL8TtoWDuvzjno2qadISysIOTej8UnBzsmfP7AIfeQr33V+a5taqvd+4kedP+dciKG8C1DG7eXM2S5tMEU4OVRG4s0XY5hCi7LNK1ozobMQf+1ouOF7GcqAK666iodf/zxSXfetm1bXXXVVTr66KOT3hYAACArcAkQMoypAJg3b15Knbdt2zblbQEAALKCoySSgH2dCSCJVYAAAAB85ThJJAFTACANmlUALF++XO+//752794t5yvv2FAopKlTpzZrcgAAAK0elwAhw6RUAKxdu1YXXHCBKisrG3zxr0cBAAAAoMOX/5gvAWIVIPgvpQJg4sSJqqqq0j333KMhQ4aoY8fEK14AAAAEVUj2lZ74+o90SKkAWL9+vX7961/r8ssv93o+AAAA2YVLgJBhwqls1LdvX4VC1KgAAABAa5PSGYCZM2fql7/8pX74wx/qyCOP9HpOaAFhhRROrR60jxHyt3/YmALF0lTfW8LhLHOxBIpZ9vsIQ6BY95yP3SfkYnHlINc2B3YXurYJHTT8TkXcm1gCujwJquIvm4GTKQFnLT4P7gFAhkmpAPjBD36gmpoaHXfccTrzzDN11FFHKScnPm0yFArpzjvv9GSSAAAArRaXACHDpFQALFu2TD/72c904MABPfvss422oQAAAAAQBQAyTkrXZPz7v/+7OnTooBdeeEF79uxRNBpt8BOJGM47e6y2tlbXXXedevbsqcLCQg0ZMkQvvviiadutW7dq3Lhx6tSpkzp06KBRo0bp/fffb7Ttfffdp+OPP14FBQXq27ev7rrrrozsEwAAZAAnyZ8UNed7EIIlpQKgsrJS06ZN03e+8x116NDB6zmlbMKECbrjjjt08cUX684771ROTo7OPvtsvf766wm3279/v4YPH65ly5bphhtu0E033aQ1a9Zo6NCh2rlzZ1zbhQsXauLEiSovL9ddd92lU089VT//+c81Z86cjOoTAABkitD/3Afg9tOMm7BS/R6E4EnpEqDy8nJ99tlnXs+lWVatWqXHHntMt99+u6655hpJ0qWXXqoBAwbo2muv1YoVK5rcdv78+Xr33Xe1atUqVVRUSJLOOussDRgwQHPnztXs2bMlSdXV1Zo+fbpGjhypxYsXS5Iuv/xyRaNRzZo1S5MmTVLnzp1bvE8AAJA5Qk4SOQApngFozvcgBE9KZwB++9vfauHChVq1apXX80nZ4sWLlZOTo0mTJsUeKygo0E9+8hO98cYb2rJlS8JtKyoqYl+qJalfv34688wz9fjjj8ceW7p0qXbu3KnJkyfHbT9lyhR9/vnnev755zOiTwAAkEHScAlQc74HIXhSKgDmzp2roqIinXrqqRo4cKBGjhyp8847L+5n1KhRXs81oTVr1qisrKzBJUmDBw+WJK1du7bR7aLRqN5++22dcsopDZ4bPHiw3nvvPe3bty82hqQGbU8++WSFw+HY8y3dJwAACJZUvwchmFK6BOjtt99WKBTS0Ucfrf379+u///u/G7RJd1DY9u3bVVJS0uDx+se2bdvW6Ha7du1SbW2t67bHHXectm/frpycHHXr1i2uXV5enrp27Robo6X7bEpVVZU+/fTTuMcqKyubbA8AAJovlUuAGvv3ubi4uMH3hXqpfg9CMKVUAGzevNnjaTRfdXW18vPzGzxeUFAQe76p7SSZtq2urlZeXl6j/RQUFMS1a8k+mzJ//nzddNNNjT43adhxah/qmHB7ZIkMCmQLhT36Q4Fhn0xjtXH/SAwVNPwdbKCkOPEw33FfPCG/i/sw0Vz3Nk6O4VuH5WXw4KVKa74RWUqZIVNeh5YO10ohCGz06NENnpoxY4ZmzpzZ6Gapfg9CMKVUAGSiwsJC1dbWNni8pqYm9nxT20kybVtYWKi6urpG+6mpqYlr15J9NmXy5MkaO3Zs3GOVlZWNfsgAAACPpJADsGTJEpWWlsY9VVzc9B8XUv0ehGDKmgKgpKREW7dubfD49u3bJUk9e/ZsdLsuXbooPz8/1i7RtiUlJYpEIqqqqoo7BVdXV6edO3fG2rV0n03p1q1bk6cOAQCAj5K8ube0tFTl5eXm9ql+D0Iwma4F6NChg5544omkO9+1a5c6dOig5cuXJ71tsgYNGqRNmzZp7969cY+vXLky9nxjwuGwBg4cqNWrVzd4buXKlerTp4+Kiori+vhq29WrVysajcaeb+k+AQBA5qi/B8D6k4pUvwchmEwFwP79+3Xo0KGkO3ccJ+VtkzVmzBhFIhHde++9scdqa2u1aNEiDRkyRL169ZIkffjhh9q4cWODbd988824L9fvvPOOXnnllbhLZs444wx16dJFCxYsiNt+wYIFatu2rUaOHJkRfQIAgAyShmVArd+DACmJS4DGjx+v8ePHJz1AulYDGjJkiMaOHatf/epXqqqqUmlpqR544AFt3rxZ9913X6zdpZdeqmXLlslx/uc3bPLkyfrjH/+okSNH6pprrlFubq7uuOMOde/eXb/85S9j7QoLCzVr1ixNmTJFY8eO1fe+9z299tprevjhh3XLLbeoS5cuGdEnAADIICncA5As6/cgQDIWADNmzGjWIH369GnW9lYPPvigbrzxRj300EPavXu3TjjhBD333HM6/fTTE25XVFSkV199VVOnTtXNN9+saDSqYcOGad68eQ1uuJk8ebJyc3M1d+5cPfPMM+rVq5fmzZunq666KqP6BAAAmSEdScBS6t+DEDwh58t/CkfgrF+/XgMGDNA39B2WAQ0KlgFtWpqWAd36nSNcu6hlGdDmyZTlJ4MuQ16Huu0fa+uc27Vu3bqkbqxtrvp/Y3tNvVZ5PXqYtqn7+GNtmXdb2ueKYMmaVYAAAAAyFn9uRQahAMBhobDvfxn27K+9mSSNf01P6/Gz7JfbfAz3/4TChnFycgxtDGcADH/dl+Gv+05RW9c2dd0Sr8hVuMvyTcD9+EXcp6JInns/juFlcAwvg9uUTWcATG3cj59nZxvS9WvXCj8eTcc4U770tvQ8klndp6XnikCgAAAAAPBTGm4CBpJBAQAAAOCjdN0EDFhRAAAAAPiJMwDIMCldwFyfKgcAAAAXaQgCA5KRUgFw6qmnqqysTLNmzdL777/v9ZwAAACyRkj/cxmQ609LTxaBkFIB8PDDD6tv376aNWuW+vbtq3/7t3/TPffco127dnk9PwAAAAAeSqkAuOiii/T8889r27ZtuvPOO+U4jiZPnqyePXtq9OjRWrx4serq6ryeKwAAAIBmatYi5kcccYSuvPJKrVixQu+++66mT5+ujRs36oILLlCPHj00adIkvf76617NFQAAoPXhHgBkGM9WASosLFTbtm1VUFAgx3EUCoX09NNP67777tNJJ52kBx54QP379/dqOHgslJOjUMiS9OPzPDItLMyLoC+v9skQrGXqxhK+ZRnLrR9LOJcl5MsyX0vIV36eaxOn0L1NtH2Be5u8xHMOH3T/Fz632qPXO+LeJprr3sYSBOYWKGYKjrKEkllC5gxjZVRYmEdrP3q2TwYefSSlRSjawuOzDCgyTLO+3ezbt0+LFi3St7/9bfXu3Vs33HCDjjnmGC1evFgff/yxtm3bpr/+9a+qqqrSj370I6/mDAAA0HpwBgAZJqUzAE8//bQeeeQRPffcc6qpqVFFRYV+97vf6cILL1TXrl3j2o4ZM0a7d+/WlClTPJkwAABAq0IOADJMSgXA97//ffXq1UtTp07VpZdequOOOy5h+69//eu6+OKLU5ogAABAa8YlQMg0KRUAr7zyioYNG2ZuP3jwYA0ePDiVoQAAAFo/vtgjg6RUACTz5R8AACDIOAOATOPZKkAAAABoBPcAIMNQAAAAAPiJAgAZhgIAkg6v55xwDX4v1sO3SGcOgAeLWJvW1Dd15MG6++Z+LGuoG8ZyW+ffszX+Df3kui9k7+S7f9w5BYYcgDz3+bith29Zk9ySFZDTxqPfF8N8HMO/Fm5ZAaYsAcNcvFrj3/QR4FWegGsb905M+2SYiie5BVJGXaviemxaeqpJXALU4nNFIFAAAAAA+IkzAMgwFAAAAAB+44s9MggFAAAAgI9YBQiZhgIAAADAT1wChAxDAQAAAOAjzgAg01AAAAAA+IkzAMgwFAAAAAB+ogBAhqEAAAAA8FFI9viFNKbhIMAoAHBYTo4UNqT0NMWDUC3Jw2At02AehW95Mo5H4VyWIDXLfLwI8XILCpNs77lcQ4CXJZwrz72faK57P9E27vvl5CQ+xqYgsEOGNgfd25hCqgwcw18loy5tLPsdtXwMWfbJ8qvrWSCWB208CiUz8eo94dHnvivLx5rrey8Dvlbzl31kEAoAAAAAH3ETMDJNGv/cCgAAEEBOkj9ptH37dl1//fUaPny4ioqKFAqF9Oqrr6Z3Ekg7CgAAAAA/ZXAB8M4772jOnDnaunWrBg4cmN7B0WIoAAAAAHxUfwmQ9SedTj75ZO3cuVObNm3SL37xi/QOjhbDPQAAAAB+yuBlQIuKitI7IDICBQAAAIDPuLkXmYQCAAAAwE8pnAGorKxs8FRxcbG6devm2bQQXBQAAAAAGWb06NENHpsxY4ZmzpzZ5DbRaFR1dXWm/vPz8xVKV5YDMg4FACQdDuAKWcKfmjWIRx80lnAuz8ZyCXRKZziXV8FlXvXjFvTVxvDxYhjHFPJlGMsxhHw5uc0P+TIx/CXQEpoViri3sQSKWYKWDNNxXVXCseTLGY6NY1m+wvLXVsN+W8YyvSNc5mMJbDON0woDxVz78eLSmRa+/CaVHIAlS5aotLQ07rni4uKE2y5fvlzDhw83jbNhwwb169fPNilkHQoAAAAAP6VwCVBpaanKy8uTGqZfv35atGiRqW1JSUlSfSO7UAAAAAD4KU2rAPXo0UMTJkxIvQMEBgUAAACAj1K5BAjwEwUAAACA3zL4i/3NN98sSVq/fr0k6aGHHtLrr78uSfqP//iPFpsX/EMBAAAA4KOQ4yjk2CoAazsv3XjjjXH//ec//zn2/1MAZCcKAAAAAD9lcBKwJDktUHSgZVEAAAAA+Ih7AJBpKAAAAAD8lOFnABA8FAA4LBRKHBBlCYayjOEFQ7CWKaDLi7FaY4CXJZgsbEhscg0CswR4WQLHDHMx9OO4zVeSYzg2phAqt7eNR0Fg4Yh7R5Z98irPLuoWOmb5YmPJI7QcP0ugmOUjyaNAMdc2XgV4ebXfBp6FyHqRrZeOMLFm4AwAMg0FAAAAgN/4Yo8MQgEAAADgpyTOAFAoIB0oAAAAAPzEPQDIMBQAAAAAPuIeAGQaCgAAAAA/Oc7hH2tbwGcUAAAAAD4KKYkzAL7OBDiMAgAAAMBP3AOADEMBAAAA4KNQ1JbtUd8W8BsFAA7LybEFLjXFkhJkYArw8mgsT0K8vArwsrQxBFnZ+jG8zpb9cpmPVyFfln5MbXIsIV8evVZeMFwHHIoaQr5MgWLubQxDye1V8Ox7jeUvpJY2ll8pS7CWoR+3oCrT28rQxhLy5dk7OF1ha5Z9cumjxb9UcwYAGYYCAAAAwEesAoRMQwEAAADgqyRWAeIUANKAAgAAAMBHnAFApqEAAAAA8BP3ACDDUAAAAAD4KYkzABQASAcKAAAAAD+RBIwMY1i8DAAAAEC24AwAAACAj7gJGJmGAgCHhZQwYMsU0OXGq5Alr4KYvAjxSmvIV/PDuSR5EvIlGYK1DOOYwrksIV+G95Yp5MuDQCdTG0vIl2kg9yahqHsjx6NAMU/CrgyhZBaW71BehXyZvrC59eNVyFcaA8UsPOnGi8CxTPhSnQlzAL5AAQAAAOAjzgAg01AAAAAA+CnqHP6xtgV8RgEAAADgJ3IAkGEoAAAAAHzEJUDINBQAAAAAfmN9f2QQCgAAAAAfcQYAmYYCAAAAwE/cA4AMQxIwAACAj0KOk9RPOr388sv68Y9/rLKyMrVt21Z9+vTRxIkTtX379rTOA+nFGQAclpOjUE5O6tu3tgAvr9p4FW5mOfaWftIV8mUYyxLgZQoL8yhQzPJamcLCPHobe8FyqYCpjSHkS4Y2nvyKWz6GDGFhXoV8mXix3x4FeGVaoJgnIV6W+bqM0+K/tlGZfodibdPouuuu065duzR27Fj17dtX77//vu6++24999xzWrt2rXr06JHeCSEtsuoMwJ49ezRp0iQVFxerXbt2Gj58uN566y3z9hs2bNCIESPUvn17denSRZdccok+/fTTBu2i0ahuu+02fe1rX1NBQYFOOOEE/eUvf0lLnxMmTFAoFGrw069fP/N+AgCAdErmr//pPQNwxx13qLKyUnPmzNHEiRM1e/ZsPffcc/rkk0909913p3UuSJ+sOQMQjUY1cuRI/fOf/9S0adN0xBFHaP78+Ro2bJj+8Y9/qG/fvgm3/+ijj3T66aerY8eOmj17tvbv36/f/va3+q//+i+tWrVKeXl5sbbTp0/Xrbfeqssvv1wVFRV6+umnddFFFykUCunCCy/0tU9Jys/P15/+9Ke4xzp27NicwwcAAPySwfcAnH766Y0+1qVLF23YsCG9k0HaZE0BsHjxYq1YsUJPPPGExowZI0kaN26cysrKNGPGDD366KMJt589e7Y+//xz/eMf/9DRRx8tSRo8eLC+853v6P7779ekSZMkSVu3btXcuXM1ZcqUWGU8ceJEDR06VNOmTdPYsWOV88XlHH70KUlt2rTR+PHjvTp0AADAT45jXwY0A5YL3b9/v/bv368jjjiipacCn2TNJUCLFy9W9+7d9YMf/CD2WHFxscaNG6enn35atbW1Cbd/8skndc4558S+qEvSt7/9bZWVlenxxx+PPfb000/r4MGDmjx5cuyxUCikn/3sZ/roo4/0xhtv+NpnvUgkor1797odFgAA0MLqlwG1/khSZWWl1q9fH/dTVVWVlvn+7ne/U11dnS644IK0jIf0y5oCYM2aNTrppJMU/soNg4MHD9aBAwe0adOmJrfdunWrqqqqdMoppzR4bvDgwVqzZk3cOO3atdPxxx/foF398371We/AgQPq0KGDOnbsqC5dumjKlCnav39/k/sHAABaUP0ZAOuPpNGjR2vAgAFxP/Pnz084TDQaVU1NjenHaeJMw/Lly3XTTTdp3LhxOuOMMzw/FMgMWXMJ0Pbt2xu9jq2kpESStG3bNg0cOLDJbb/c9qvb79q1S7W1tcrPz9f27dvVvXt3hb6yRMKXx/Grz/rHrr32Wp100kmKRqP6+9//rvnz5+uf//ynXn31VbVp0/RLWlVV1eAG5MrKyibbAwCA5gs5xtW29D9nAJYsWaLS0tK454qLixNuu3z5cg0fPtw0zoYNGxosILJx40Z9//vf14ABAxrca4jskpEFQDQaVV1dnaltfn6+QqGQqqurlZ+f3+D5goICSVJ1dXWTfdQ/57Z9fn6+eRw/+pSk3/zmN3FtLrzwQpWVlWn69OlavHhxgxuGv2z+/Pm66aabmnweAAD4IIV7AEpLS1VeXp7UMP369dOiRYtMbb/6B8otW7bou9/9rjp27Ki//e1vKioqSmpstC4ZWQCkUsEWFhY2ep1/TU2NJKmwsLDJPuqfs2xvHcePPpsydepU3XjjjXrppZcSFgCTJ0/W2LFj4x6rrKzU6NGjE/YPAACaIU2rAPXo0UMTJkxIerudO3fqu9/9rmpra/Xyyy83evUCsktGFgCpVLAlJSWNptbVP9azZ0/XPpravkuXLrG/0JeUlGjp0qVyHCfukp2vjuNHn00pLCxU165dtWvXroTtunXrpm7dujX+ZCiUOPnFNRDLo9tJ0hXgJXkT4hWyhF15FOBlChRLT8iXZAjo8irAyxRIZAj58iqILl0sXwI8CvkKhd07cqLux8/1EFteAstlEoZfF8ey34ahLEzBWl70kcawMK8CxUwhXq4DeTCXFl5Y5/DNvbZJWELsvPT555/r7LPP1tatW7V06VLXZdORHTKyAEilgh00aJBee+01RaPRuBuBV65cqbZt26qsrKzJbY888kgVFxdr9erVDZ5btWqVBg0aFDfOn/70J23YsEH9+/ePG6f+eb/6bMq+ffu0Y8cO12sDAQBAC8jgZUAvvvhirVq1Sj/+8Y+1YcOGuLX/27dvz1UCWSprVgEaM2aMPvnkEz311FOxx3bs2KEnnnhC5557btw19u+9957ee++9uO3PP/98Pffcc9qyZUvssZdfflmbNm2Ku2xm1KhRys3NjbsT33Ec3XPPPTryyCN12mmn+dZnTU2N9u3b12DfZ82aJcdxNGLECNvBAgAA6ePo8Nkty0+azwCsXbtWkvTnP/9Zl1xySdzP1Vdfnd7JIG0y8gxAKsaMGaNvfOMb+tGPfqT//u//jiUBRyKRBje+nnnmmZKkzZs3xx674YYb9MQTT2j48OG66qqrtH//ft1+++0aOHCgfvSjH8XaHXXUUbr66qt1++236+DBg6qoqNCSJUv02muv6ZFHHokL7PK6z48//lgnnniifvjDH8bu3H/hhRf0t7/9TSNGjNCoUaM8P64AAKB5Qo6TxCVA6a0AvvxdCMGRNQVATk6O/va3v2natGn6/e9/r+rqalVUVOj+++/Xcccd57p9r169tGzZMv3iF7/Q9ddfr7y8PI0cOVJz585tsELPrbfeqs6dO2vhwoW6//771bdvXz388MO66KKLfO2zU6dOOuecc/Tiiy/qgQceUCQSUWlpqWbPnq1rrrmmQQYCAADIABl8CRCCKeQ0lQSBQFi/fr0GDBigf+t6gYradGm6ITcBN/E8NwE3qY03c3Es+2QYK2qZTxv3+UQtbXITt/GiD2s/To5rE0UNfwqKml6r5s/Fsdzga2ljuUE1g8by6obadN68m845u3GbS23Vx/rgD7dp3bp1SS+t2Rz1/8aedvxP1b6wiUU4vmJ/dZVWbLgn7XNFsPAnYwAAACBAsuYSIAAAgIxUf4OvtS3gMwoAHBYOSzmG8/NNybRLdyzChv11G8urfTJc5mJa6z5dl/dIkstYlnX3LeOYLhMyXWbl3sR2KUd68gRM6/db1kf3KivAi0s50hnFkM6sAA/Gshxfy+VIFpZ9slwbbDo2Xqzh70GWQLrX1m8wvpK4CbilQwsQCBQAAAAAfnKUxE3Avs4EkEQBAAAA4C9WAUKGoQAAAADwEwUAMgwFAAAAgJ+4CRgZhgIAAADAV/abgLkJAOlAAQAAAOAnLgFChqEAAAAA8FPUOfxjbQv4jAIAAADATywDigxDAYDDQqHESTSmFCDDGG4sIUum8C1DYo4XY7XCkC/b6+DexDXEyzJfU7iUN/1Ygsk8eZ+nk+ELRciQbmYKCzM0clzGsgSOmcLYTPM19GN533gVFubSyBLyZTl+tt8FQzdeBL9Zx3LtxINxWvrGWi4BQoahAAAAAPBVEgUApwCQBhQAAAAAfuIeAGQYCgAAAAA/OVHb9WT1bQGfUQAAAAD4iZuAkWEoAAAAAPzkJHEJEDcBIw0oAAAAAPzEKkDIMBQAAAAAfqIAQIahAAAAAPATBQAyDAUADmtuEFg6A7wsPArfStd+m0K+PAqy8ixQzKWJJXjLMhdLkJAt5MvSjzdtMipQzKPQLFNYmMviJaZQKI8WQPEoB8wWimcJC3Prx6uQL8tHn2Eor76Cmo6xy2BehImZguH8FHWkqPHNzTKgSAMKAAAAAF8RBIbMQgEAAADgJy4BQoahAAAAAPATScDIMBQAAAAAfnKickgCRgahAAAAAPCToySCwHydCSDJtL4BAAAAgGxBAQAAAOCn+puArT9ptHz5cp133nnq1auXCgoK1KNHD40YMUL/9//+37TOA+nFJUAAAAB+ikbtIRfWvACPbNq0SeFwWD/96U/Vo0cP7d69Ww8//LBOP/10Pf/88xoxYkRa54P0oADAYeGwLTyrKV6FfHkWKOZRG5f5OB4EZtnn4t6RV4FitmCtdIXDWY6Ne5NM4lnwlqUf9yaehYW5TdoxJDrZxvGmjRfhZpI8CQuzfDyaws0M8zUFa5kC77wZy62fdAaX+SaDlwGdOHGiJk6cGPfY5MmT1adPH/3ud7+jAMhSFAAAAAA+chxHjvEv+04G5AC0bdtWxcXF2rNnT0tPBT6hAAAAAPBTBp8BqLd3717V1dVpx44devDBB7Vu3TrdcMMNLTIX+I8CAAAAwE9RR+YLlb5YLrSysrLBU8XFxerWrZuHE/sf48aN0wsvvCBJysvL0xVXXKEbb7zRl7HQ8igAAAAA/ORE7QFfX7QbPXp0g6dmzJihmTNnNrlpNBpVXV2daZj8/HyFvnSzx6233qpf/vKX2rJlix544AHV1dXp0KFDtjmj1aEAAAAA8JHjSI4xCKz+CqAlS5aotLQ07rni4uKE2y5fvlzDhw83jbNhwwb169cv9t+DBg2K/f/jx4/XSSedpAkTJmjx4sWm/tC6UAAAAAD4yYlKSu4MQGlpqcrLy5Mapl+/flq0aJGpbUlJSZPP5eXl6bzzztOtt96q6upqFRYWJjUPZD4KAAAAAB85UUeOaY3b5q0C1KNHD02YMCHl7b+surpajuNo3759FABZiAIAAADARwecfeZ7AA7oc59nE6+qqqrBjcV79uzRk08+qV69evl20zFaFgUADgspcfKLJaXGTSsL+ZIMQV/pDPnyaL9N4WWGQDHHNSTNfRgvQoKs0jlWJklnWJhbG68C0EzBZR6FqVrex16EhVm+G3oWFmZo49VClOkay+295dX7IVmdO3dWUVGR3t63IqntioqK1LlzZ59mFe+ss87SUUcdpSFDhqhbt2768MMPtWjRIm3btk1//etf0zIHpB8FAAAAgA969uypjRs3avfu3Ult17lzZ/Xs2dOnWcX78Y9/rMcee0zz5s3Tnj171LlzZ33jG9/Qo48+qm9961tpmQPSjwIAAADAJz179kzbl/lUTJkyRVOmTGnpaSDNPLiuAwAAAEBrQQEAAAAABAgFAAAAABAgFAAAAABAgFAAAAAAAAFCAQAAAAAECMuA4rBQOHHKjFtollfhXBaWfnI8CtZy6yadIV+ehY65N/EkdMyr4DKP2nj2/sskHqU1WQK6vAgC8yzkK4PCzczcgqoMb09TWJilH0u4mXuT9IWFWV5vt068miyQJTgDAAAAAAQIBQAAAAAQIBQAAAAAQIBQAAAAAAABQgEAAAAABAgFAAAAABAgFAAAAABAgFAAAAAAAAFCEBgOC4cSh32lKfTJNXDM2E/agrXSORevAsVMbdybWMKEPGF6nXyfRcuM5QVL+pZripI3Qh7NxRSIZXnfeBQEZukm5DJnUziX5ffSEqRmOH5ehYV5EuLlxUcWQWBAHM4AAAAAAAFCAQAAAAAECAUAAAAAECAUAAAAAECAUAAAAAAAAUIBAAAAAAQIBQAAAAAQIBQAAAAAQIAQBIYvhBKnzHgRBNbaQr4sbdI4F6/227OwMNdxDI0yLVTL8h5Nk5BHAVSe8SI0y6PgLdP7xqOxLKFZpt87t3G8ChxLY1iYKTDQgxAvT97nBIEBcTgDAAAAAAQIBQAAAAAQIBQAAAAAQIBQAAAAAAABQgEAAAAABAgFAAAAABAgFAAAAABAgGRNAbBnzx5NmjRJxcXFateunYYPH6633nrLvP2GDRs0YsQItW/fXl26dNEll1yiTz/9tEG7aDSq2267TV/72tdUUFCgE044QX/5y1+a1ectt9yi8847T927d1coFNLMmTObnOfWrVs1btw4derUSR06dNCoUaP0/vvvm/ezSaFQ837Chh9DP47hR2G5/zR3f4w/To77j2fjebbfcv9Jx3vG+HrbfuTJT2sTihp+nNb24xh+3PuR4cerfrwYK53zNX0EpGm/LXP2ZL8BxMmKILBoNKqRI0fqn//8p6ZNm6YjjjhC8+fP17Bhw/SPf/xDffv2Tbj9Rx99pNNPP10dO3bU7NmztX//fv32t7/Vf/3Xf2nVqlXKy8u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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "(50, 50)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "### Example with a spiral complex phase function \n", "\n", "p = 5 #periodicity between pillars in um \n", "pixelx = p \n", "pixely = p \n", "\n", "\n", "#attention, make sure to have enough pixels \n", "#npix = 5000 # number of pixels \n", "xsiz = 250 #x-size \n", "ysiz = 250 #y-size \n", "ltop = 1 #topological number\n", "\n", "npix = int(np.round(xsiz/p))\n", "\n", "#spiral mask is defined as \n", "#spiral(x,y,x0,y0,ltop)\n", " \n", "def spiral(x,y,x0,y0,L):\n", " \"\"\"\n", " returns a spiral COMPLEX PHASE with input meshgrid (x,y) with center at (x0,y0)\n", " x = x array from meshgrid \n", " y = y array from meshgrid \n", " x0 = x-coordinate of center of the lens \n", " y0 = y-coordinate of center of the lens\n", " L = topological charge \n", " \"\"\"\n", "\n", " theta = np.arctan2((y-y0),(x-x0))\n", " sp = np.exp(1.0j*L*theta)\n", " return sp\n", " \n", "n =8 # number of gray levels \n", "\n", "center = (0, 0)\n", "\n", "aperture = moe.generate.create_empty_aperture(-xsiz/2*micro, xsiz/2*micro, npix, -ysiz/2*micro, ysiz/2*micro, npix,)\n", "mask = moe.generate.arbitrary_aperture_function(aperture, moe.sag.spiral, center=center, L=ltop)\n", "moe.plotting.plot_aperture(mask)\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask) \n", "\n", "fresarray_rad = mask.aperture \n", "fresarray_rad.shape\n" ] }, { "cell_type": "code", "execution_count": 15, "id": "subsequent-mapping", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:18:55.627246Z", "start_time": "2025-05-26T11:18:43.850725Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:51.459308Z", "iopub.status.busy": "2026-02-03T20:48:51.458810Z", "iopub.status.idle": "2026-02-03T20:48:52.326002Z", "shell.execute_reply": "2026-02-03T20:48:52.324011Z", "shell.execute_reply.started": "2026-02-03T20:48:51.459308Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Custom metasurface\n", "Single gdspyelement element\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.029372\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.038829\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.026881\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.029368\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.025391\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.027878\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.040321\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.029871\n", "Elapsed: 0:00:00.251395\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file fresnel_metasurface_rect_rotations.gds\n", "Custom metasurface\n", "Single gdspyelement element\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00.009957\n", "Progress: [####################] 100.0%\n", "So far 325 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:00.012444\n", "Progress: [####################] 100.0%\n", "So far 625 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:00.014436\n", "Progress: [####################] 100.0%\n", "So far 950 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:00.018421\n", "Progress: [####################] 100.0%\n", "So far 1250 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:00.022400\n", "Progress: [####################] 100.0%\n", "So far 1550 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:00.027380\n", "Progress: [####################] 100.0%\n", "So far 1875 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:00.027380\n", "Progress: [####################] 100.0%\n", "So far 2175 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:00.028375\n", "Progress: [####################] 100.0%\n", "So far 2500 elements and counting.\n", "Elapsed: 0:00:00.164281\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file fresnel_metasurface_rect_rotations_instances.gds\n", "Custom metasurface\n", "Single gdspyelement element\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.066704\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.024891\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.026883\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.024395\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.024392\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.025886\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.038835\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.027869\n", "Elapsed: 0:00:00.264338\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file fresnel_metasurface_rect_rotations_hexagonal.gds\n", "Custom metasurface\n", "Single gdspyelement element\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00.028375\n", "Progress: [####################] 100.0%\n", "So far 325 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:00.022402\n", "Progress: [####################] 100.0%\n", "So far 625 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:00.012943\n", "Progress: [####################] 100.0%\n", "So far 950 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:00.020908\n", "Progress: [####################] 100.0%\n", "So far 1250 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:00.015432\n", "Progress: [####################] 100.0%\n", "So far 1550 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:00.014934\n", "Progress: [####################] 100.0%\n", "So far 1875 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:00.026882\n", "Progress: [####################] 100.0%\n", "So far 2175 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:00.023397\n", "Progress: [####################] 100.0%\n", "So far 2500 elements and counting.\n", "Elapsed: 0:00:00.169755\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file fresnel_metasurface_rect_rotations_hexagonal_instances.gds\n" ] } ], "source": [ "###Assuming a linear correspondence between the phase and the rotation angle of each meta element\n", "## Here we define a meta element rotated by the corresponding phase angle \n", "## Here, e.g. rotation array is defined as an array between 0 and 2*pi, but any rotation array can be in principle applied\n", "\n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"fresnel_metasurface_rect_rotations.gds\"\n", "aperture_vals = fresarray_rad\n", "rect = gdspy.Rectangle((-0.5, -2), (0.5, 2))\n", "rotation_array = np.arange(0, 2*np.pi, 2*np.pi/len(np.unique(aperture_vals)))\n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile, rotation=rotation_array,\\\n", " scaling= None, gdspyelements=rect, verbose=False, grid='square')\n", "\n", "###And with instances \n", "outfile2 = \"fresnel_metasurface_rect_rotations_instances.gds\"\n", "moe.metas.metasurface_from_phase_instances(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile2, gdspyelements=rect, \\\n", " infile=None, verbose=False, rotation=rotation_array, scaling=None, grid='square',\\\n", " tempfile=\"tem_inst.gds\")\n", "\n", "\n", "##HEre we also check the hexagonal grid, for rotation purposes only \n", "#-> attention, the function is not being recalculated at the hexagonal grid points, but for precise calculation T SHOULD!!\n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"fresnel_metasurface_rect_rotations_hexagonal.gds\"\n", "aperture_vals = fresarray_rad\n", "rect = gdspy.Rectangle((-0.5, -2), (0.5, 2))\n", "rotation_array = np.arange(0, 2*np.pi, 2*np.pi/len(np.unique(aperture_vals)))\n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile, rotation=rotation_array,\\\n", " scaling= None, gdspyelements=rect, verbose=False, grid='hex')\n", "\n", "###And with instances \n", "outfile2 = \"fresnel_metasurface_rect_rotations_hexagonal_instances.gds\"\n", "moe.metas.metasurface_from_phase_instances(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile2, gdspyelements=rect, \\\n", " infile=None, verbose=False, rotation=rotation_array, scaling=None, grid='hex',\\\n", " tempfile=\"tem_inst.gds\")\n" ] }, { "cell_type": "code", "execution_count": 16, "id": "basic-letters", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:01.649912Z", "start_time": "2025-05-26T11:18:55.636256Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:52.327495Z", "iopub.status.busy": "2026-02-03T20:48:52.327495Z", "iopub.status.idle": "2026-02-03T20:48:53.122008Z", "shell.execute_reply": "2026-02-03T20:48:53.119521Z", "shell.execute_reply.started": "2026-02-03T20:48:52.327495Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Custom metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.058743\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.025388\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.026881\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.025389\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.037831\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.030370\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.053764\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.031362\n", "Elapsed: 0:00:00.292219\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file spiral_metasurface_yu_capasso.gds\n", "Custom metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00.017420\n", "Progress: [####################] 100.0%\n", "So far 325 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:00.018419\n", "Progress: [####################] 100.0%\n", "So far 625 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:00.017923\n", "Progress: [####################] 100.0%\n", "So far 950 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:00.021906\n", "Progress: [####################] 100.0%\n", "So far 1250 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:00.022404\n", "Progress: [####################] 100.0%\n", "So far 1550 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:00.022402\n", "Progress: [####################] 100.0%\n", "So far 1875 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:00.026384\n", "Progress: [####################] 100.0%\n", "So far 2175 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:00.027380\n", "Progress: [####################] 100.0%\n", "So far 2500 elements and counting.\n", "Elapsed: 0:00:00.178217\n", "\n", " Saved the metasurface mask with 2500 meta-elements in the file spiral_metasurface_yu_capasso_instances.gds\n" ] } ], "source": [ "#reconstructing spiral metasurface as in Yu et al. 2011 paper https://www.science.org/doi/10.1126/science.1210713\n", "\n", "#construction of meta-element arrays \n", "def yu_capasso_library_element(cellname, width, length, delta, angle, nind = None ,save=False ):\n", " \"\"\"\n", " Create Yu et al. meta-element library\n", " https://www.science.org/doi/10.1126/science.1210713\n", " \n", " values from publication 2011: \n", " width = 0.22 #um \n", " lengtharray = np.array([0.7, 0.9, 1.1, 1.35]) #um\n", " deltas = np.array([180, 60, 90, 120 ]) #degs\n", " angles = np.array([-45, 225]) #degs\n", " \n", " \"\"\" \n", " lib = gdspy.GdsLibrary()\n", " gdspy.current_library = gdspy.GdsLibrary()\n", " \n", " cell = lib.new_cell(cellname)\n", " \n", " rect1 = gdspy.Rectangle((-width/2, 0), (width/2, length))\n", "\n", " rect2 = gdspy.Rectangle((-width/2, 0), (width/2, length))\n", " rect2 = rect2.rotate(np.radians(delta))\n", " element = gdspy.boolean(rect1, rect2, \"or\")\n", " \n", " #condition to be improved... \n", " if delta==180 or delta==175:\n", " element = element.rotate(np.radians(angle))\n", "\n", " else: \n", " element = element.rotate(np.radians(angle))\n", " element = element.rotate(np.radians(-delta/2))\n", " \n", " if save: \n", " cell.add(element)\n", " name = \"element_w\"+str(width)+\"_l\"+str(length)+\"_r\"+str(angle)+\".gds\"\n", " if nind is not None: \n", " name = str(nind)+\"element_w\"+str(width)+\"_l\"+str(length)+\"_r\"+str(angle)+\".gds\"\n", " lib.write_gds(name)\n", " \n", " return element \n", "\n", "cellname = \"TOP\"\n", "\n", "p = 5 #periodicity between elements \n", "pixelx = p \n", "pixely = p \n", "\n", "#attention, make sure to have enough pixels \n", "#npix = 5000 # number of pixels \n", "xsiz = 250 #x-size \n", "ysiz = 250 #y-size \n", "ltop = 1 #topological number\n", "\n", "npix = int(np.round(xsiz/p))\n", "\n", "n =8 # number of gray levels \n", "\n", "center = (0, 0)\n", "\n", "aperture = moe.generate.create_empty_aperture(-xsiz/2*micro, xsiz/2*micro, npix, -ysiz/2*micro, ysiz/2*micro, npix,)\n", "mask = moe.generate.arbitrary_aperture_function(aperture, moe.sag.spiral, center=center, L=ltop)\n", "moe.plotting.plot_aperture(mask)\n", "\n", "mask.aperture = mask.aperture +np.pi\n", "\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask) \n", "\n", "fresarray_rad = mask.aperture\n", "\n", "#########################################################################\n", "###make attribution between the phase and element in the yu et al. library \n", "\n", "width = 0.22 #um \n", "lengtharray = np.array([0.7, 0.9, 1.1, 1.35]) #um\n", "deltas = np.array([180, 60, 90, 120 ]) #degs\n", "angles = np.array([-45, 225]) #degs\n", "elements= [] \n", "\n", "for angle in angles: \n", " for il, delta in enumerate(deltas): \n", " elements = np.append(yu_capasso_library_element(cellname, width, lengtharray[il], delta, angle, save=True), elements)\n", "\n", " \n", "##organize the meta-elements to match the reported phases in fig 5 \n", "elements = np.flip(elements) \n", "gdspyelementarray = [elements[6], elements[7], elements[0], elements[1], elements[2], elements[3], elements[4], elements[5]]\n", " \n", "#Build the metasurface \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"spiral_metasurface_yu_capasso.gds\"\n", "aperture_vals = fresarray_rad\n", "rotation_array = None\n", "\n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile, rotation=rotation_array,\\\n", " scaling= None, gdspyelements=gdspyelementarray, verbose=False, grid='square')\n", "\n", "###And with instances \n", "outfile2 = \"spiral_metasurface_yu_capasso_instances.gds\"\n", "moe.metas.metasurface_from_phase_instances(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile2, gdspyelements=gdspyelementarray, \\\n", " infile=None, verbose=False, rotation=rotation_array, scaling=None, grid='square',\\\n", " tempfile=\"tem_inst.gds\")" ] }, { "cell_type": "code", "execution_count": 17, "id": "great-significance", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:20.444950Z", "start_time": "2025-05-26T11:19:01.657912Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:53.124996Z", "iopub.status.busy": "2026-02-03T20:48:53.124001Z", "iopub.status.idle": "2026-02-03T20:48:54.080302Z", "shell.execute_reply": "2026-02-03T20:48:54.078310Z", "shell.execute_reply.started": "2026-02-03T20:48:53.124996Z" } }, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "[Create Polygons]\n", "Elapsed: 0:00:00.387302\n", "[Merging polygons]\n", "Elapsed: 0:00:00.141377\n", "[Total time converting to GDS]\n", "Elapsed: 0:00:00.528679\n", "Saving file to fresnel_phase_mask_triangles.gds\n", "Saved fresnel_phase_mask_triangles.gds\n", "[Saving GDS file]\n", "Elapsed: 0:00:00.039326\n" ] }, { "data": { "text/plain": [ "(167, 167)" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "##reconstructing metalens in paper https://doi.org/10.1126/sciadv.abn5644 \n", "###First with a square grid \n", "\n", "foc = 120 # focal distance in um \n", "lda = 0.197 #wavelength in um \n", "xsiz = 45 #um\n", "ysiz = 45 #um\n", "p=0.27\n", "pixelx = p \n", "pixely = p \n", "n = 8 # number of gray levels \n", "gdsname = 'fresnel_phase_mask_triangles.gds' # name of gds file\n", "\n", "#calculation for the number of pixels using the size in x and the periodicity\n", "npix = int(np.round(xsiz/p))\n", "\n", "#obtain the phase profile of a fresnel phase mask \n", "#fresarray_rad= moe.gen.fresnel_phase_mask(npix, foc, lda, xsiz, ysiz, n, filename=gdsname, plotting=True)\n", "\n", "# Create empty mask\n", "aperture = moe.generate.create_empty_aperture(0, xsiz*micro, npix, 0, ysiz*micro, npix,)\n", "\n", "center = (xsiz*micro/2-pixelx*micro/2, ysiz*micro/2-pixely*micro/2)\n", "\n", "# and truncate around radius\n", "mask = moe.generate.fresnel_phase(aperture, foc * micro, lda * micro, radius=xsiz/2*micro, center = center)\n", "moe.plotting.plot_aperture(mask, )\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask,)\n", "\n", "\n", "\n", "gdsmask = moe.GDSMask(mask, verbose=False)\n", "\n", "# Create layout and merge polygons together\n", "gdsmask.create_layout(mode = \"raster\", merge=True) # or mode =\"contour\"\n", "gdsmask.write_gds(gdsname)\n", "\n", "fresarray_rad = mask.aperture\n", "fresarray_rad.shape" ] }, { "cell_type": "code", "execution_count": 18, "id": "mathematical-treasure", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:26.280605Z", "start_time": "2025-05-26T11:19:20.449959Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:54.082293Z", "iopub.status.busy": "2026-02-03T20:48:54.081795Z", "iopub.status.idle": "2026-02-03T20:48:54.767787Z", "shell.execute_reply": "2026-02-03T20:48:54.765296Z", "shell.execute_reply.started": "2026-02-03T20:48:54.082293Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Rotated triangle.gds by -179.993630183959 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.056255\n", "Progress: [####################] 100.0%\n", "So far 2520 elements and counting.\n", "Building meta-elements in layer 1:\n", "Rotated triangle.gds by -134.9977723597226 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.052271\n", "Progress: [####################] 100.0%\n", "So far 5046 elements and counting.\n", "Building meta-elements in layer 2:\n", "Rotated triangle.gds by -90.00191453548621 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.070689\n", "Progress: [####################] 100.0%\n", "So far 7638 elements and counting.\n", "Building meta-elements in layer 3:\n", "Rotated triangle.gds by -45.00605671124981 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.057247\n", "Progress: [####################] 100.0%\n", "So far 10410 elements and counting.\n", "Building meta-elements in layer 4:\n", "Rotated triangle.gds by -0.010198887013413165 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.134909\n", "Progress: [####################] 100.0%\n", "So far 19451 elements and counting.\n", "Building meta-elements in layer 5:\n", "Rotated triangle.gds by 44.985658937222986 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.085127\n", "Progress: [####################] 100.0%\n", "So far 22325 elements and counting.\n", "Building meta-elements in layer 6:\n", "Rotated triangle.gds by 89.98151676145939 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.103048\n", "Progress: [####################] 100.0%\n", "So far 25052 elements and counting.\n", "Building meta-elements in layer 7:\n", "Rotated triangle.gds by 134.9773745856958 degrees. Saved in temptriangle.gds\n", "Elapsed: 0:00:00.100559\n", "Progress: [####################] 100.0%\n", "So far 27889 elements and counting.\n", "Elapsed: 0:00:00.668072\n", "\n", " Saved the metasurface mask with 27889 meta-elements in the file fresnel_metasurface_pillars_instance_rotation_triangle.gds\n" ] } ], "source": [ "##Square grid is being used \n", "\n", "aperture_vals = mask.aperture\n", "rotation_array = np.unique(fresarray_rad)\n", " \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfilen = \"fresnel_metasurface_pillars_instance_rotation_triangle.gds\"\n", "\n", "\n", "moe.metas.metasurface_from_phase_instances (xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfilen, infile=\"triangle.gds\",\\\n", " verbose=False, rotation=rotation_array, scaling=None, grid='square',\\\n", " mindim = 0.05, smallerdim =0, tempfile=\"temptriangle.gds\")\n" ] }, { "cell_type": "markdown", "id": "thirty-creation", "metadata": {}, "source": [ "## Hexagonal grid metasurface " ] }, { "cell_type": "code", "execution_count": 19, "id": "friendly-privilege", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:39.062451Z", "start_time": "2025-05-26T11:19:26.294608Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:54.770775Z", "iopub.status.busy": "2026-02-03T20:48:54.769779Z", "iopub.status.idle": "2026-02-03T20:48:56.660976Z", "shell.execute_reply": "2026-02-03T20:48:56.659485Z", "shell.execute_reply.started": "2026-02-03T20:48:54.770775Z" } }, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "[Create Polygons]\n", "Elapsed: 0:00:00.196139\n", "[Merging polygons]\n", "Elapsed: 0:00:00.079650\n", "[Total time converting to GDS]\n", "Elapsed: 0:00:00.275789\n", "Saving file to fresnel_phase_mask_hexagonal.gds\n", "Saved fresnel_phase_mask_hexagonal.gds\n", "[Saving GDS file]\n", "Elapsed: 0:00:00.010951\n", "(117, 102)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jcunha377\\AppData\\Local\\Temp\\4\\ipykernel_32820\\765843294.py:55: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(xv,yv,fres_hex, cmap=plt.get_cmap(\"Greys\"))\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "8\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jcunha377\\AppData\\Local\\Temp\\4\\ipykernel_32820\\765843294.py:92: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(xv,yv,dvarx_hex, cmap=plt.get_cmap(\"Greys\"))\n" ] }, { "data": { "image/png": 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", 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81a5dW/3793c09mjDBAAAAMCjIqkRWEZGhrKysnT//feruLhYqampWrJkiQoKCrRw4ULffkOHDtWqVatUWVkpSWrfvr1vMmDVqlUrv2TkxMREPfjgg7rzzjuVlZWlvn376oMPPtDzzz+vhx56yGgiXxMwAQAAAEBEWLp0qSZPnqzc3FyVlJQoPT1dr7/+ui655BLXrjFq1CideeaZevTRR/Xqq6+qefPmeuyxxzRmzBjXrhHpmAAAAAB4VCStAEg/l+LMzs5WdnZ2lfusXLnS6FwnVgjs3H777br99ttPd3g1BhMAeI5JjX+7OF2T2HW7uOBgxfebxERLZvH9oazV71Z8u9MY/HAL5bhN8g0ks/fEuixu8v5b+wtI7vUYMOknYNc7wO57y0n/AJNna/eM7J4JAIQaEwAAAAAPC1YjMEQuyoACAAAAHsIKAAAAgEdFWg4AQoMJAGo8kxr/TmvaO4lnt8Ybm3Krnr/JvYY6vt+tuHinz7amclLfviYxzZNx0j/ArTwBO/QKABBsTAAAAAA8KpIagSF0mAAAAAB4FCFA3sQUDQAAAPAQVgBQo4S7xr9JDLpdHfJIi+8PdSx/MGP3TXoqRCNrTLodp8/VJL7djjXm3fRzZNJjwFo/3+6zbu0fYPc947R/gJXdszXJuTB5JvQKQCixAuBNrAAAAAAAHsIKAAAAgEfFxMS4nrTLCkDkYwUAAAAA8BBWAFCjmMTJmzCJ9zflJAbdrXh/yb2Y/3DH9wczlt+0Xnw4WePSg/k83MwdiEZ2nwcneQHBfB4mvQIGDRoUtOuj5iAHwJtYAQAAAAA8hBUAAAAAj6IRmDcxAQAAAPAoQoC8iQkAokYoa/zbxbuHssa/W/X8peDF95vGibsVqx4NcfrB5Nb9m8Sym7xndn0ITD4TJj0GrP0EpMDPsbV3gBT4PWFXT99p/wCTXgHW5xbuXgF2PzN79ux5yuMA1HxMAAAAADyMv9h7D0FaAAAAgIewAgAAAOBRJAF7ExMAeE4wa/w7ifc3Fcp6/k7rwDuN93crvt2tPhA1xbnnnhuwzemzdtKHwM08gUhj8hzt8gSc5gW4xZoXQE4A4E1MAAAAADyKKkDexBoNAAAA4CGsAAAAAHgUOQDexAQAESkvL89oP2tNb7s4+VDW+DeJQXda4z+U8f2hjuUPZuy+yfOORtba9XacPlenuQNO8gSkwFwBkzh5u8+6tX+A3feM0/4BVnbP1u65Wdk9E+v9upUTUFM/+wCqjwkAAACAhxGz7z1MAAAAADyKECBv4h0CAAAAPIQVAEQNu3hWk9r4TjiNgbfjNOb/VEx7FwQr5t803t+t+P5QxjMH63NlyiQG3c3nYc0ncPqeOa2Nb/L5i8b+AabfI9Zn4rRXgDXnwS7fwcou38oul4F+ATUXZUC9iRUAAAAAwENYAQAAAPAoVgC8iRUAAAAAwENYAUDIrV69OmCbNebYNN7fpMa/lV18rTUG2S521y4u2um4rZzU+DeJiZaCF9/vNE7crdj1cMfpB5Nb92aSSyCZvSdO+g641U9ACvwcW3sHSGb19E36B9gJZa8AOyb3ZnIfgFVMTIzrVXtYAYh8rAAAAAAAHsIKAAAAgEeRA+BNTAAAAAA8ikZg3sQEADWeaay8E07i2Z3E+webWzH/kRjfb/K8awpr3Xenz9Euvj2YfRiscfFO8wSsTOvph/r7zcp6v27em1usuVv0BQCiGxMAAAAAjyIEyJtYowEAAEBEKC8v18SJE5WSkqLExERlZGTonXfeOeVxf//739W3b1+lpKQoPj5e5557rgYOHKgtW7YE7NuyZUvfxOeX/37/+98H45YiEisAAAAAHhVpKwDDhg1Tfn6+xo4dqzZt2mjx4sXq16+fVqxYcdLQs82bN6thw4YaM2aMGjdurG+++UaLFi1S9+7dtXbtWl1wwQV++3fu3Fnjxo3z29a2bVvH4442TAAQdNbYUbtYcmt8sUnNf8msNr5JjX8rkzFKzmr8O+1VYGVa3z/c8f1uxfOHMpY/1DHhbtVvd/qMnOQOmNTBt/vM2PUTMOkf4BaT2PlQ9gqwY/c9a5IXAES79evXKy8vT9nZ2Ro/frwkaejQoUpLS9OECRO0Zs2aKo+dMmVKwLYRI0bo3HPP1fz58/XMM8/4vdasWTMNGTLE3RuIIoQAAQAAeNSJRmBu/nO6ApCfn6+4uDiNHDnSty0hIUHDhw/X2rVrtXv37tM6X5MmTVS7du0q/2B29OhR/fDDD47GGu2YAAAAACDsNm7cqLZt26pevXp+27t37y5J2rRp0ynPcfDgQe3bt0+bN2/WiBEjdPjwYV1++eUB+7333nuqXbu26tSpo5YtW+qJJ55w5R6iBSFAAAAAHhXMHIDt27cHvJaUlGQbCihJRUVFSk5ODth+YlthYeEpr/2b3/xGX3zxhSSpTp06+vOf/6zhw4f77ZOenq6ePXuqXbt22r9/vxYvXqyxY8eqsLBQs2bNOuU1agImAIDMYuBNBDNO3STmP1rj/d16buGu5+5UsMZtmltg8vzdyhNwq5+AW70CJLOcm2DW2Ddh0ivAeh9Ox2z33lrfN7ufI4MGDXJ0PYRXMBuBZWZmBrw2depUTZs2zfa40tJSxcfHB2xPSEjwvX4qOTk5Onz4sHbs2KGcnByVlpaqoqLC7x5fffVVv2NuvfVWXXXVVZozZ47uuuuuoOYhRQomAAAAAHDd8uXLlZqa6rctKSmpyv0TExNVXl4esL2srMz3+qn06NHD99+DBg3S+eefL0maPXt2lcfExMTonnvu0VtvvaWVK1d6IjmYCQAAAIBHBTMEKDU1VR07djQ+Ljk5WXv37g3YXlRUJElKSUk5rXE0bNhQvXv31rJly046AZCk5s2bS/JO93iSgAEAABB2nTt31pdffqnDhw/7bV+3bp3v9dNVWlqqQ4cOnXK/HTt2SDr5CkVNwgoAXJWXlxewzWmNfyu7OGlrzKtdnLw1dta0xr+VW+N2WuM/GuL7oyGW3+T5RyIn8dymz9EkVyBYeQJSYK6ASf8Au8+6NW43mPX0nfYKsGO936oSJN1g8pmwvo+o+dxeAXBq4MCBmj17thYsWODrA1BeXq6cnBxlZGT4/kq/a9cu/fjjj2rfvr3v2OLi4oDvnYKCAv3zn//UhRde6Nt24MAB1a9fX3Fxcb5tx44d08MPP6xatWqpV69ewbzFiMEEAAAAAGGXkZGhrKws3X///SouLlZqaqqWLFmigoICLVy40Lff0KFDtWrVKlVWVvq2derUSZdffrk6d+6shg0b6quvvtLChQt9v9yf8Oqrr2rGjBkaOHCgWrVqpQMHDuiFF17Qli1bNHPmTDVt2jSk9xwuTAAAAAA8KphVgJxYunSpJk+erNzcXJWUlCg9PV2vv/66LrnkkpMe94c//EFvvPGG/t//+3/6/vvv1aRJE/Xp00eTJk1Sp06dfPt16tRJHTp00PPPP699+/apVq1a6ty5s/76178qKyvL8bijDRMAAAAARISEhARlZ2crOzu7yn1WrlwZsG3atGlVlhf9pa5duwaUAfUiJgCISOGu5+60nr3TcZvU+A+lYMb7u/XeRmssv1Nu3a9dLoGT98Qu3t1JnoAU+Hlzq3+AXS1vp3kBJjX2Q/lzy+Q+Qt3fwJoDRl+A6BDMKkCIXEwAAAAAPCrSQoAQGrxDAAAAgIewAgAAAOBhhOx4DxMAVIs15tMuTtca32sXJ+ykVr4UGDtvFxdrrRduMkY7bo073DX+IzG+P5jx/JGWX+GWBg0aODrOrbhwp3Xw7T5bJv0D7PICTsWkV4AU+P3nJCdAMntuJvfvFrvPvtPPDYCahQkAAACAR5ED4E28QwAAAICHsAIAAADgUZQB9SYmAIgaoYzldhoDH0qmddGDFfMf6nj/cMfym+RpOGUSc27l5vOwxoU7zRMw+Uw47R8QTNa8gGD2Cgjm/Zt8Rk16BbjVG8CaIybRGwCIFEwAAAAAPIoVAG9iAgAAAOBRTAC8iSRgAAAAwENYAYAxu3hOaxy6Xby5Nb7VLk7YGofqZq18t8Zox2TcVia9CuyEssZ/tMb3BzNOP5jcGreTXAIp8Pmb1Ip3M0/ApH9AMFm//+x6BbglmPcfyvtAzcJf7L2HFQAAAADAQ1gBAAAA8ChyALyJFQAAAADAQzy7AnDkyBFlZ2dr3bp1Wr9+vUpKSpSTk6Nhw4aFe2g4DSax8+EWrLh0k3h/KXgx/6GO9w93fH8oP2tOY7edPiNr7oDT98ikn4DT/gHh5laNfTtu1d03Yb0Pu7yRUPYGoC9A+LEC4E2eXQH47rvv9MADD+jzzz/XBRdcEO7hAAAAACHh2RWA5ORkFRUVqWnTptqwYYO6desW7iEBAACEFCsA3uTZFYD4+Hg1bdo03MMAAAAAQsqzKwA4OZOa/1JgHLpdvLk1vtcuvtQac+xmrXy3xmjHZNxWJr0K7ISyxn+0xvdHQ06ICaf34VbuQDD7CQQzvhzA6WMFwJuYADhQXFysffv2+W3bvn17mEYDAADgTExMjGJj3Q0IYQIQ+ZgAOPD0009r+vTp4R4GAAAAcNqYADgwatQoZWVl+W3bvn27MjMzwzMgeJJJuI8UvJCfUIf7hDu8xyRMy6kmTZq4ch63QoeCWU7UNCzIKphhQo0bN/b72ul7bRJKZXL/Tu/VyX3YvdcmpUGDVRZUojRoqBEC5E1MABxo0qSJa//DBgAAAEKJCQAAAIBHsQLgTZ4tAwoAAAB4kadXAObNm6eDBw+qsLBQkvTaa6/5Ymjvuusu1a9fP5zDC6nVq1f7fW1STlMKjEO3ize3xo7axQVb41BNY5mt43RrjHbcGrfps7UKZYnPaI3vD2acfjC5NW6noYnW5++0nKgJ07yAULJ+/1lj6d0UifcPb2MFwJs8PQGYPXu2vv76a9/XL7/8sl5++WVJ0pAhQzw1AQAAAIA3eHoCUFBQEO4hAAAAhA0rAN7k6QkAAACA1/ELu/cwAYAtu1hikzj1msJpDLyXEO8feUyeiUmegMl7ZJcnYPKZsKsxb/1+C3WvgEaNGvl9bfKzzu45Wp+baY196/3b3auTe7PLZXCrN4BbY7RjzUmTpJ49e7pybgA/YwIAAADgUYQAeRNlQAEAAAAPYQUAAADAo1gB8CYmAB5kF19pjV01ja+21p23iwu1xrfaxZe6VT/frla+kzHacWvcTmv+R0ONf6fx/cGM56+puStOa9UHM0/ApH+ASXx5NNTKt3uOTvsweBnPDAgPJgAAAAAexQqAN5EDAAAAAHgIEwAAAACPOrEC4PY/p8rLyzVx4kSlpKQoMTFRGRkZeuedd0553N///nf17dtXKSkpio+P17nnnquBAwdqy5Yttvu/+uqr6tKlixISEtSiRQtNnTpVP/30k+NxW5WVlam8vNy187mNECBUyznnnOP3tV0daGtcul0dbGtcsFu14kPNaSy7Xcx/ODmt8W/CrXj/mhrbb8rp/ZvkDjjNE3Crf4BbvQLsfh6Z5NKYCGaNfbscCJN7M2Hy/tu9jybvkckYrT0XTH8eWHPX6AvgnkgLARo2bJjy8/M1duxYtWnTRosXL1a/fv20YsWKk77vmzdvVsOGDTVmzBg1btxY33zzjRYtWqTu3btr7dq1uuCCC3z7/uMf/1BmZqYuu+wyzZ07V5s3b9aMGTNUXFys+fPnOxr3ypUr9corr+hf//qXtm7dqtLSUklS7dq1df755+uiiy7yXTMSMAEAAABA2K1fv155eXnKzs7W+PHjJUlDhw5VWlqaJkyYoDVr1lR57JQpUwK2jRgxQueee67mz5+vZ555xrd9/PjxSk9P19tvv60zzvj5V+F69epp5syZGjNmjNq3b2803mPHjunZZ5/VnDlzVFBQoEaNGqlLly4aMmSIGjZsqMrKSpWUlGjnzp16/vnn9eSTT+q8887TuHHjdMcdd+jMM888ncfjKiYAAAAAHhYpSbv5+fmKi4vTyJEjfdsSEhI0fPhwTZo0Sbt371bz5s2Nz9ekSRPVrl3bb1Vt69at2rp1q5566infL/+SNGrUKD300EPKz8/Xn//8Z6Pzp6am6ujRo7rlllt0/fXXq0uXLifd/6OPPtLf/vY3zZw5U7Nnz1ZBQYHxvbiNCQAAAADCbuPGjWrbtq3q1avnt7179+6SpE2bNp1yAnDw4EEdO3ZM33zzjR5//HEdPnxYl19+ud81JOnCCy/0Oy4lJUXnnnuu73UTkyZN0rBhwxQfH2+0f9euXdW1a1c98MADysnJMb5OMDAB8CC7+E6TWvVu1dg3qadvUvPfbkx28b3WMblZ898kftWkV4GVWzX/Jef3axXKGv+hju+PtBwMa5y0m+yerdOeAuEUDb0CopVdnoY15t/uWVtj/q05YohMwcwB2L59e8BrSUlJVfZ/KCoqUnJycsD2E9sKCwtPee3f/OY3+uKLLyRJderU0Z///GcNHz7c7xq/PKf1OibXOOGOO+4w3veXatWq5fhYtzABAAAAgOsyMzMDtk2dOlXTpk2z3b+0tNT2r+kJCQm+108lJydHhw8f1o4dO5STk6PS0lJVVFQoNjbW7xxVXefw4cOnvEZNwAQAAADAo4K5ArB8+XKlpqb6vZaUlFTlcYmJibalM8vKynyvn0qPHj18/z1o0CCdf/75kqTZs2f7naOq65hc42RWr16tRYsWaceOHSopKVFlZaXf6zExMfrkk0+qdQ03MAEAAACA61JTU9WxY0fj/ZOTk7V3796A7SfCdlJSUk7r+g0bNlTv3r21bNky3wTgROhPUVFRQD5BUVGRL9/AiTlz5ujee+9VQkKC2rVrF9RwzupiAgDUIG7F+zvltMZ/MGP+Iy2+34TTMTv9n43J87fmCbjZK8Aac27yGTXpFWCaJ2MSu27ynjh5RpKzPgh29+a0N4AJt/oAIPJEUh+Azp07a8WKFTp8+LBfIvC6det8r5+u0tJSHTp0yO8akrRhwwa/X/YLCwu1Z88evwpEpys7O1sXX3yxXnvtNdWvX9/xeUKBTsAAAAAeFUmdgAcOHKiKigotWLDAt628vFw5OTnKyMjw/cV+165d2rZtm9+xdhPugoIC/fOf//Sr+NOxY0e1b99eCxYsUEVFhW/7/PnzFRMTo4EDBzoauyT9+OOPGjx4cMT/8i+xAgAAAIAIkJGRoaysLN1///0qLi5WamqqlixZooKCAi1cuNC339ChQ7Vq1Sq/+PpOnTrp8ssvV+fOndWwYUN99dVXWrhwoY4dO6aHH37Y7zrZ2dkaMGCA+vTpo0GDBmnLli2aN2+eRowY4csZcKJXr17avHmz4+NDiQkAAACAR0VSCJAkLV26VJMnT1Zubq5KSkqUnp6u119/XZdccslJj/vDH/6gN954Q//v//0/ff/992rSpIn69OmjSZMmqVOnTn77Xn311Xr55Zc1ffp03XXXXUpKStKkSZNsuwmfjrlz56pPnz6aPXu2brvtNnIAEF6rV6/2+9qkxr5JzX/JrMa+NXY01H0ITDgZox3TcVs5uQ+TeH8peDX+Qx3vH42x/KFm8owi8X9I1s+fXR16AN6QkJCg7OxsZWdnV7nPypUrA7ZNmzatyvKidjIzM23LlFZH8+bNdccdd2j8+PGaOHGiEhISFBcX57dPTEyMX05CuDABAAAA8DC3VwC8asqUKXrooYfUrFkzXXjhhRGdC8AEAAAAAKimZ555Rv3799fy5ct9jcciFRMAAAAAj4q0HIBodvToUfXv3z/if/mXmAB4kl1t7mDWYQ8lu7rTTvMC4C8Sa/y7xS6/JdLY1aZ3wmmeQLB6BUiBP5Oc9gqw1qa3y5Np0KBBwDaT+vXW5++kL4Bk9kxM7s1OKOvwm4wxmL0KrLltktSzZ09Xzg04dfXVV+uDDz7QHXfcEe6hnFLkT1EAAAAQFJHUByDaTZ06VVu3btWoUaP00Ucfad++fTpw4EDAv0jACgAAAIBHEQLknnbt2kmSNm3apGeffbbK/X7ZgCxcmAAAAAAA1TRlypSomfwwAahh7OIirfG0TmO57eI5rTG2dnGhJtc36UNgwq0xmnIybpN+CnZM6v67VfM/Wmv8R0Msv1Mm9+ZWngCiUzBj/kPJLnfCLncN7mAFwD2n04cg3MgBAAAAADyEFQAAAACPYgXAPb169VJ6errvX1pamhITE32vf/jhhzrzzDPVuXPn8A3yfzEBAAAAAFywbNkyzZ07VzExMYqNjVXr1q2Vnp6uTp066aOPPtKmTZv09ddfh3uYTABqGrs6yHl5ea6c26TGvl2tapO4dBORUjoLPyPeP/K4lScQyl4BUmDOiV28tzV3xdoXQAr8WWP388ikN4BJ/Xq75+i0N4CVXZ6Oyb251QfA6fe2yRiDeX0459W/2LttxYoVkqS9e/fqk08+0aeffqpNmzbpvffe00svvaSYmBj96le/CvMof8YEAAAAAHBJs2bN1KxZM/Xr10+SVFlZqSeeeEIzZszQ8uXLwzu4/0USMAAAgEfRCCz4YmJiNHbsWPXt21fjxo0L93AkMQEAAAAAgu43v/mN3n///XAPQxIhQDWOXR8Aa3ytXXylNXbVtFZ9KPsAmIzJLr7XSQ6CyRhNOYlVd6vmv+Re3X8vxfyb9GVwUyjrt9s9R/oH4JdM6vDb5WBYY/6tuRWITFQBcs/QoUPVuXNnpaen64ILLlBSUpLf69u2bVNKSkqYRuePCQAAAIBHxcbGKjbW3YAQt88XLVavXq1ly5apsrJSMTExOuecc3TBBReobdu2Kioq0ttvv+1aYZbqYgIAAAAAVNOOHTv0ww8/aMuWLdqyZYs2b96sLVu2KC8vT/v27ZMkDRgwQK1bt1aHDh3UoUMHdezYUTfeeGPIx8oEAAAAwKMIAXLXWWedpYyMDGVkZPht37dvnzZv3uybFGzevFnvvvuufvjhByYACA67mtpWNbnGvjUu1a2+BAieYMb7hzq+34STMbmZN2B93k57Bdj1BrCyyyWxxpzb5aRYf47Z5bZY49LtvtdNegPYxa6b1Ng3eW4muTQmP7NN7s2kn4GbQtmrwO4ZWXPg7PriAOGSlJSk3r17q3fv3n7bd+7cGZbxeDNICwAAAJLcLwXqFR06dNDSpUt19OhR42PKy8uVk5OjDh06SJJatWoVrOGdFCsAAAAAwGkaNmyY/vjHP2rMmDEaMGCAfve736lLly5q1aqVateuLUn64YcftHPnTm3YsEHvvvuuXnvtNdWqVUv33ntvWMfOBAAAAMCjyAFwbsKECfrDH/6ghQsXavHixcrNzfXd+xln/Pwr9k8//STp527AaWlpmj59um677TbVq1cvbOOWmADUOHZxsSZ9AKxMav5LgTGfTq/vtA+BCSdjNGUybivTZ2tlkrsQrTX/3Yr5j8T4/mAJdXy3Cev7b5ITEC3C/Wyt7OLrawq7z41dbwIgEtStW1djx47V2LFjVVBQoDVr1mjbtm3av3+/JOnss89W+/bt1aNHj7CF+9hhAgAAAOBRrAC4p2XLlmrZsmW4h2GECQAAAIBHMQHwJqoAAQAAAB7CCgBs2cW72sUch7LGvumYEBrE+0cek2diEstu8h652SvAmnNiF+9tzV2xqwNvzYGx9gWQzOrn2+XkmNSvN3luJnkRJnk6pj0OnAh3X5hwX99rWAHwJlYAAAAAAA9hBQAAAMCjWAHwJlYAAAAAAA9hBSDKrV69+pT7WONr7eIrrbGr0dIHwDomu7hYk9r4ViZjNOUkVt2tmv+Se3X/vR7zb9KrwUSDBg1cOQ+Cx+l7ZJIXYcIuvyGUTOrw243RLucilMJ9/WjGX+zdsWnTJn3++ee68cYbfdveeustPfTQQyovL9dNN92kMWPGhHGE/4cVAAAAAKCaJkyYoBdffNH39c6dO3Xddddp586dkqQ//vGPWrBgQbiG54cJAAAAgEedyAFw+58XffLJJ+rZs6fv66VLlyouLk4bN27UunXrNHDgQD3zzDNhHOH/YQIAAADgUUwA3HPo0CGdffbZvq/ffPNNXXHFFb4QuiuuuELbt28P1/D8kAMQ5X4505SkvLy8gH3samrXVHZ1sE3yFEzYxcUGq161yX2EmvX+a1Ktbrfi+4N5LbdyB+xyKUx6A1jZ5Xa41RvALifF+nPMLrfFGpdu971u0hvA7vvP+vxNnqPd83D6fWOSF2ByHyb9DNxi0qvA9PNo0j/B+n7b5chZ/58JuCk5OVmff/65JKmoqEgfffSRbr31Vt/rR44cUWxsZPztnQkAAACAR8XGxrr+S2mk/JIbatdee63mzp2rsrIyrVu3TvHx8bruuut8r3/yySdq3bp1GEf4f5gAAAAAANU0Y8YM7du3T7m5uWrQoIEWL17sWwk8fPiw8vPzdeedd4Z5lD/z5hQNAAAAEZcDUF5erokTJyolJUWJiYnKyMjQO++8c8rjXn75Zd1www1q3bq1ateurXbt2mncuHG2YZctW7a0HfPvf/97x+OWpDp16mjZsmUqKSnRzp07lZWV5ffanj179OCDD1brGm5hBSDKWWP+7eJinfQBiFYmfQBM6uLbceu5mcSAO+1n4FbNfzsmscvRUPM/lPH+brKO281+AqGMC49EdrHyp+L0GZnEsjtlvQ+7z0go31uTXAq78bjVT4F4/+g0bNgw5efna+zYsWrTpo0WL16sfv36acWKFSd9T0eOHKmUlBQNGTJELVq00ObNmzVv3jy9+eab+vjjj5WYmOi3f+fOnTVu3Di/bW3btnU87h9//FG//e1vdfvtt9tOJGJjY1W/fn3H53cbEwAAAAAPi5SqPevXr1deXp6ys7M1fvx4SdLQoUOVlpamCRMmaM2aNVUem5+fr8suu8xvW9euXXXLLbdo2bJlGjFihN9rzZo105AhQ1wbe+3atbVz586IeZanQggQAAAAwi4/P19xcXEaOXKkb1tCQoKGDx+utWvXavfu3VUea/3lX5IvAfdEZR6ro0eP6ocffqjeoH/hyiuv1FtvveXa+YKJCQAAAIBHRVIOwMaNG9W2bVvVq1fPb3v37t0lSZs2bTqt833zzTeS7Muhv/fee6pdu7bq1Kmjli1b6oknnnA05l+aPHmyvvzyS918881avXq19u7dqwMHDgT8iwSEAEU5u5rWpxIpH75wsaun7TQvwBqrGsxcCut7bZcTYHJvdj8IneYFRINojfk/Fbv7CnevAOvn361YbinwM2r3ObZ+1k1q50tm9fOtz9vkGZn+PDDJCzD5GVWT+wCYsL7f9AEwE4zGXSfOZ9f0KikpqcrvzaKiIiUnJwdsP7GtsLDwtMYxa9YsxcXFaeDAgX7b09PT1bNnT7Vr10779+/X4sWLNXbsWBUWFmrWrFmndY1f6tixoyRp69ateuGFF6rcr6KiwvE13MIEAAAAAK7LzMwM2DZ16lRNmzbNdv/S0lLFx8cHbE9ISPC9buqFF17QwoULNWHCBLVp08bvtVdffdXv61tvvVVXXXWV5syZo7vuusvRH1clacqUKVGTA8AEAAAAwKOCuQKwfPlypaam+r2WlJRU5XGJiYkqLy8P2F5WVuZ73cQHH3yg4cOHq2/fvnrooYeMxnvPPfforbfe0sqVKx0nB1c1sYlEIZsAlJWVKSYmxnZmBwAAgJolNTXVFxZjIjk5WXv37g3YXlRUJElKSUk55Tk++eQTDRgwQGlpacrPz9cZZ5j9qtu8eXNJ7oRJl5eX6+OPP1ZxcbEuvvhi25DFcAvaBGDlypV65ZVX9K9//Utbt271LdvUrl1b559/vi666CJlZmbaZm3DnEmNeyfx3XbxxU5r7DvpQ2AXF+pWLLfTMdoxGbcJu2drFco+AKHOE3Gr7n9NjfeHfcy/lWnMvxNO8ivczIGw3pvTEIVoYPfcrHkSJp8H4v3NBHMF4HR17txZK1as0OHDh/0SgdetW+d7/WT+85//6Morr1STJk305ptvqk6dOsbX3rFjh6STr1CYePLJJzVt2jQdOnRIkvTOO++od+/e+u6779S+fXs98sgjuu2226p1DTe4WgXo2LFjmjdvnlq3bq3evXv7WiEPGTJEEyZM0L333qubbrpJDRo00PPPP6/evXurVatWmjdvno4dO+bmUAAAABBFBg4cqIqKCi1YsMC3rby8XDk5OcrIyPD9lX7Xrl3atm2b37HffPON+vTpo9jYWL311ltV/iJ/4MCBgCTcY8eO6eGHH1atWrXUq1cvx+PPycnR2LFjdeWVV2rhwoWqrKz0vda4cWP17t07oIFruLi6ApCamqqjR4/qlltu0fXXX68uXbqcdP+PPvpIf/vb3zRz5kzNnj1bBQUFbg4HAAAAJxFJKwAZGRnKysrS/fffr+LiYqWmpmrJkiUqKCjQwoULffsNHTpUq1at8vsF+8orr9SOHTs0YcIErV692q8K1DnnnKMrrrhC0s8JwDNmzNDAgQPVqlUrHThwQC+88IK2bNmimTNnqmnTpg7vWnr00Ud17bXX6oUXXtD+/fsDXu/atauefPJJx+d3k6sTgEmTJmnYsGHGcf5du3ZV165d9cADDygnJ8fNoQAAACDKLF26VJMnT1Zubq5KSkqUnp6u119/XZdccslJj/vkk08kSY888kjAa5deeqlvAtCpUyd16NBBzz//vPbt26datWqpc+fO+utf/6qsrKxqjX379u26++67q3y9UaNGthODcHB1AnDHHXc4Oq5WrVqOj/U6kzhQJzkAdvGudjWlTWLXnbCrAx3MvACTeFKTuHjTcVtZn22wnitqNuv3g1t9AYLN+r1lVxffrT4Adrk0Jj9HTZ6tSY19k7wAp305akpegFv9VOgDYC6SSlcmJCQoOztb2dnZVe6zcuXKgG2/XA04ma5duwaUAXVLgwYNTvr9u3Xr1mqtMLiJTsAAAAAeFUmdgKNdv379tGDBAts/Tn722Wf6y1/+ogEDBoR+YDaCXgZ09erVWrRokXbs2KGSkpKAGVpMTIxv2QYAAACIRjNmzFBGRobS0tJ0zTXXKCYmRkuWLNGiRYv00ksvKTk5WVOmTAn3MCUFeQIwZ84c3XvvvUpISFC7du2M2p0DAAAgNGJjYxUb625AiNvnixYpKSn66KOPNGnSJL344ouqrKxUbm6u6tatqxtvvFEPP/xwxPQECOoEIDs7WxdffLFee+011a9fP5iX8iyTOvwmrLGr0dIHwK1Yead9AKyc5ik4uQ/T99ppPPGpOI3TpeY/wimYcfJ2Mf9O2P2CEMweB9HApA+A9RkR749waNKkiZ577jk999xz2rdvn44fP66kpKSImxQFdQLw448/avDgwfzyDwAAEIEiqQxotNu1a5eSkpKUmJgoKbCpWGlpqfbt26cWLVqEY3h+gjod6dWrlzZv3hzMSwAAAABh16pVK/3973+v8vVXX31VrVq1CuGIqhbUFYC5c+eqT58+mj17tm677TZyAILAupztNATIunRtF6YRiWVAg1U+0+6z6jQsyFou0K3QFbuQALv337pUHqyQIEQeu8+a09KgJiUurezCxEzKYAaTSRlQu58jdj//rJw8Izsm36NuhQTZ/Vx1K5TJTU5+/tp1XB00aJAbw6lRWAFwz6lKkR47dixiQoGCOgFo3ry57rjjDo0fP14TJ05UQkKC4uLi/PaJiYnRoUOHgjkMAAAAwHWHDx/2+2PL/v37tWvXroD9Dh48qLy8PCUnJ4dwdFUL6gRgypQpeuihh9SsWTNdeOGF5AIAAABEGK/+xd4Njz32mB544AFJPz/HsWPHauzYsbb7VlZWasaMGSEcXdWCOgF45pln1L9/fy1fvjxiljwAAADwM0KAqqdPnz6qU6eOKisrNWHCBN14443q0qWL3z4xMTE666yz1LVrV1144YVhGqm/oE4Ajh49qv79+/PLfxDZxbOeil1cbk0pA+rkedgxGaMpJzH/JvfhZhlQp/kNoUTZz+gT7nh/p0zi/e0EswxosNiN2e59c1KGM5glV8N9feCEHj16qEePHpKkH374Qf/1X/+lTp06hXlUpxbU38yvvvrqoCWJAgAAoHpOrAC4/c+Lpk6dqk6dOqm8vFxr167VK6+8ErGFN4I6AZg6daq2bt2qUaNG6aOPPtK+fft04MCBgH8AAABAtHvyySeVnJysnj176r/+67/06aefSvp5Nb5x48ZatGhRmEf4s6CGALVr106StGnTJj377LNV7ldRURHMYQAAAMAGOQDuycnJ0dixYzVo0CD16dNHt912m++1xo0bq3fv3srLy/PbHi5BrwLk1Q9BqDjpA2AX3+lWHwCnfQhONR7TMZnkKZgw7VlhkhfgpA+AXeyq9T7c7ANgvd9IXJkLVj8FBE8w+wDYfY7dip0PdR8Ak+83t+7N+n0T6j4A1md7zTXXODpPpIZVwNseffRRXXvttXrhhRe0f//+gNe7du2qJ598MgwjCxTUCcC0adOCefpqKy8v15QpU5Sbm6uSkhKlp6drxowZuuKKK8I9NAAAgKBjBcA927dv1913313l640aNbKdGISDp8vzDBs2THPmzNHgwYP1xBNPKC4uTv369dPq1avDPTQAAABEkQYNGpx0dWrr1q1q2rRpCEdUtaBOAHr16qUxY8Zo4cKF+vDDD1VaWur3+ocffqhNmzYFcwhVWr9+vfLy8vQ///M/ys7O1siRI/Xee+/pvPPO04QJE8IyJgAAgFCiCpB7+vXrpwULFtiGqH722Wf6y1/+ogEDBoR+YDaCGgIkScuWLdPcuXMVExOj2NhYtW7dWunp6erUqZM++ugjbdq0SV9//XWwhxEgPz9fcXFxGjlypG9bQkKChg8frkmTJmn37t1q3rx5yMd1uiKtD4Bb6ANQc/oA2L2XThDzj18KZq38UPcBMKmx7xZrLk2o+wBYn611PKboA4BINGPGDGVkZCgtLU3XXHONYmJitGTJEi1atEgvvfSSkpOTNWXKlHAPU1KQJwArVqyQJO3du1effPKJPv30U23atEnvvfeeXnrpJcXExOhXv/pVMIdQpY0bN6pt27aqV6+e3/bu3btL+rlyUTRMAAAAAKrDq3+xd1tKSoo++ugjTZo0SS+++KIqKyuVm5urunXr6sYbb9TDDz8c0kZ/JxP0FQBJatasmZo1a6Z+/fpJkiorK/XEE09oxowZWr58eSiGEKCoqEjJyckB209sKywsrPLY4uJi7du3z2/b9u3b3R0gAABAkMXGxio21t2IcLfPF02aNGmi5557Ts8995z27dun48ePKykpKeKeSUgmAFYxMTEaO3asPvzwQ40bN07/+Mc/Qj6G0tJSxcfHB2xPSEjwvV6Vp59+WtOnTw/a2AAAABDdkpKSwj2EKoVlAnDCb37zG913331huXZiYqLKy8sDtpeVlfler8qoUaOUlZXlt2379u3KzMx0dYzBQh+AU6MPgHs5ASafLRP0AcAv0QfAGfoAwIoyoO5avXq1Fi1apB07dqikpESVlZV+r8fExOiTTz4J0+j+T1AnAEOHDlXnzp2Vnp6uCy64IGAmtG3bNqWkpARzCFVKTk7W3r17A7YXFRVJ0knH1aRJE9tfvgAAAOBNc+bM0b333quEhAS1a9fO+I+J4RDUCcDq1au1bNkyVVZWKiYmRuecc44uuOACtW3bVkVFRXr77beVl5cXzCFUqXPnzlqxYoUOHz7slwi8bt063+sAAAA1GSsA7snOztbFF1+s1157TfXr1w/3cE4qqBOAHTt26IcfftCWLVu0ZcsWbd68WVu2bFFeXp4viXbAgAFq3bq1OnTooA4dOqhjx4668cYbgzksSdLAgQM1e/ZsLViwQOPHj5f0c2fgnJwcZWRkUAEIAAAAxn788UcNHjw44n/5l0KQA3DWWWcpIyNDGRkZftv37dunzZs3+yYFmzdv1rvvvqsffvghJBOAjIwMZWVl6f7771dxcbFSU1O1ZMkSFRQUaOHChUG/fjjRB+DU6AMQeYj5jz52+UZuoQ+AM/QBgBUrAO7p1auXNm/eHO5hGAlbEnBSUpJ69+6t3r17+23fuXNnyMawdOlSTZ48Wbm5uSopKVF6erpef/11XXLJJSEbAwAAAKLf3Llz1adPH82ePVu33XZbROcAuFqUtEOHDlq6dKmOHj1qfMyJsJsOHTpIklq1auXmkE4qISFB2dnZKioqUllZmdavX6++ffuG7PoAAADhFBMT4+sF4NY/r64ANG/eXHfccYfuu+8+JSUl6ayzzlK9evX8/kVKeJCrKwDDhg3TH//4R40ZM0YDBgzQ7373O3Xp0kWtWrVS7dq1JUk//PCDdu7cqQ0bNujdd9/Va6+9plq1aunee+91cygAAAA4BUKA3DNlyhQ99NBDatasmS688MKI+WXfjqsTgAkTJugPf/iDFi5cqMWLFys3N9f3ITjjjJ8v9dNPP0n6uRtwWlqapk+frttuu82vEg/MWWMcTeLCg9kHwC30Aag5fQDcQh+A6GP3/RHMvAC3hLoPgFUwexxYhboPgFvoA4BI9Mwzz6h///5avnx5xHX+tXI9B6Bu3boaO3asxo4dq4KCAq1Zs0bbtm3T/v37JUlnn3222rdvrx49eoQ03AcAAAD+WAFwz9GjR9W/f/+I/+VfCnIScMuWLdWyZctgXgIAAAAIu6uvvloffPCB7rjjjnAP5ZQif4oCAACAoDixAuD2Py+aOnWqtm7dqlGjRumjjz7Svn37dODAgYB/kSBsZUDhDifx7cHsA2AXg26N1TSpse+0D4Bb3PwGDVasutf6AOD0Oa2xbsdJXHg0xPvbCXUfACuTGvduCXUfAKfCfX3ARLt27SRJmzZt0rPPPlvlfhUVFaEaUpWYAAAAAHgUOQDumTJlStTcOxMAAAAAoJqmTZsW7iEYYwIAAADgUScagbl9TkS2oE4A1q1bp4yMjGBewvPoA3DqPgAmTGpsm8TJm4zbLifAyX2Euw+A3efIpC+C6Xt7Knbx7fQGgBsisQ+AVbByAiKVkzwlcgDMRFoIUHl5uaZMmaLc3FyVlJQoPT1dM2bM0BVXXHHS415++WW9+OKL+vDDD/XNN9+oefPmuvrqqzV58mTb/1+8+uqrmjZtmrZu3aomTZro1ltv1eTJk319q5wqKyvTSy+9pI8//liHDh3S8ePH/V6PiYnRwoULq3UNNwR1AtCjRw+lpqbq5ptv1uDBg9W6detgXg4AAABRbNiwYcrPz9fYsWPVpk0bLV68WP369dOKFSvUs2fPKo8bOXKkUlJSNGTIELVo0UKbN2/WvHnz9Oabb+rjjz9WYmKib99//OMfyszM1GWXXaa5c+dq8+bNmjFjhoqLizV//nzHY//666/Vq1cvFRQUqEGDBjp06JAaNWqkgwcPqqKiQo0bN1adOnUcn99NQZ0APP/881q2bJkefPBBTZs2Tb/5zW9088036/rrrzfutAoAAIDgiKQVgPXr1ysvL0/Z2dkaP368JGno0KFKS0vThAkTtGbNmiqPzc/P12WXXea3rWvXrrrlllu0bNkyjRgxwrd9/PjxSk9P19tvv+37i3+9evU0c+ZMjRkzRu3bt3c0/nvvvVeHDh3Sv//9b7Vu3VpNmjTRiy++qIsvvlhPPvmk5s2bp7feesvRud0W1D4AN910k9544w0VFhbqiSeeUGVlpUaNGqWUlBRlZmYqPz9fR48eDeYQAAAAEAXy8/MVFxenkSNH+rYlJCRo+PDhWrt2rXbv3l3lsdZf/iXpuuuukyR9/vnnvm1bt27V1q1bNXLkSL9wn1GjRqmyslL5+fmOx//ee+9p1KhR6t69uy+vorKyUvHx8br33nt1+eWXa+zYsY7P76aQJAE3btxYo0eP1ujRo/Wf//xHL7zwgpYtW6YbbrhB9evX18CBAzV06NCTLu3AnpM+ACaipQ+AW0zGaMJJLLsUvFyKYDKJ97fj9Bnh1Nys+x9KJivCJnk6JnHxJnHhdvH+Js/WGvPvtA+C12vcu9WHgN8pzETSCsDGjRvVtm1b1atXz2979+7dJf1cX7958+bG5/vmm28k+X9eNm7cKEm68MIL/fZNSUnRueee63vdiR9//FEtW7aU9POKQkxMjA4dOuR7vUePHr6VjXALeSfgxMRE1a5dWwkJCaqsrFRMTIxeeeUVXXrpperWrZu2bt0a6iEBAADAZdu3b9dnn33m9+9kxUqKioqUnJwcsP3EtsLCwtO6/qxZsxQXF6eBAwf6XeOX57Re53Sv8UstWrTw/WH0jDPOULNmzfTvf//b9/rWrVuVkJDg+PxuCskE4Pvvv1dOTo5+97vf6bzzztOkSZPUsmVL5efn65tvvlFhYaFefPFFFRcX69Zbbw3FkAAAADzvRBlQN/+dWAHIzMxUWlqa37+nn366yrGUlpYqPj4+YPuJX5pLS0uN7+uFF17QwoULNW7cOLVp08bvGpKqvM7pXMOqd+/eeuWVV3xfDxs2TI899phuv/12DR8+XE899ZSuueYax+d3U1BDgF555RUtW7ZMr7/+usrKytStWzc9/vjjGjRokM4++2y/fQcOHKiSkhLdeeedwRwSAAAAQmD58uVKTU3125aUlFTl/omJiSovLw/YXlZW5nvdxAcffKDhw4erb9++euihhwKuIanK65hew859992nDz/8UOXl5YqPj9ekSZNUWFjoy2246aabNGfOHMfnd1NQJwDXXXedmjdvrnvuuUdDhw5Vu3btTrr/BRdcoMGDBwdzSDWOkzhQk/h2u3jXSOwD4CQvwGn9bLf6ANgx6QNgfa+Dlf8h2cdkW+8/3H0A7NAboOay5unYxYBbQwvcrJVv/RyZ5ATYfT84zQsw6fFSU/ICnOYXWd/v1atXB+xDXkCgYOYApKamqmPHjsbHJScna+/evQHbT4TtpKSknPIcn3zyiQYMGKC0tDTl5+cH1PU/EfpTVFQUkE9QVFTkyzdwokWLFmrRooXv64SEBD333HN67rnnHJ8zWII6AXjvvfdss7Kr0r1792o9eAAAAJiLpCTgzp07a8WKFTp8+LBfIvC6det8r5/Mf/7zH1155ZVq0qSJ3nzzTdua+yfOsWHDBr/fOQsLC7Vnzx6/CkQ1WVBzAE7nl38AAAB418CBA1VRUaEFCxb4tpWXlysnJ0cZGRm+v9jv2rVL27Zt8zv2m2++UZ8+fRQbG6u33nqrylCjjh07qn379lqwYIEqKip82+fPn6+YmBi/hOFT2bVrl3bt2hXw9an+RYKQlAEFAABA5ImkFYCMjAxlZWXp/vvvV3FxsVJTU7VkyRIVFBRo4cKFvv2GDh2qVatWqbKy0rftyiuv1I4dOzRhwgStXr3aLwTsnHPO0RVXXOH7Ojs7WwMGDFCfPn00aNAgbdmyRfPmzdOIESN0/vnnG4+3ZcuWiomJUWlpqWrVquX7+lR+OfEIFyYAUc5JHX6vi9ZnFMyYf0SfYNb8t8vTMOE0vt2EW30A7NjlN1k5ed4m9exNmfQBsN6H3ZidvrdusY7JbjxO+wBYEe8fnZYuXarJkycrNzdXJSUlSk9P1+uvv65LLrnkpMd98sknkqRHHnkk4LVLL73UbwJw9dVX6+WXX9b06dN11113KSkpSZMmTdKUKVNOa6yLFi1STEyMzjzzTL+vowETAAAAAI+KpBUA6efE2ezsbGVnZ1e5z8qVKwO2/XI1wERmZqYyMzNPc3T+hg0bdtKvI1nIG4EBAAAACB9WAAAAADzqRCMwt8/pBb9senY6yAFAtQ0aNMjv67y8vDCNJDK41avANCfAGqtqUr/aaa16kz4AdjHQ1pwHu9hZt3Ig3OwNYOW0V4BJ7HY09AoIZsy/11l/RpjkBDhl10/EaV6Alcl9WL+PQp0TYP1es/u+thuTk2dEHwAE25QpUwImAH//+9/12WefqW/fvr7+V9u2bdPbb7+ttLS0aocduYUJAAAAgEdFWg5ANJk2bZrf1wsWLFBxcbG2bNkS0Pz2888/V+/evY2amYUCOQAAAAAedWIC4PY/L8rOztbo0aMDfvmXpPPPP1+jR4+2rVIUDkwAAAAAgGras2ePrySonTPPPDNiSnoTAhTl7GIcrazx3XYxqCZx2tHALt4/Ur7ZELms8fWhzgkIZXy/WzHfTmv+m8Ryu1Xz365Wvh0nMf9On6Pd/Vvv161+BiZ9AEx7FZiM0fq87Z6r0z4AJqzXJ97fDCFA7klLS9PTTz+tm266Sc2aNfN7bc+ePXr66afVqVOnMI3OHxMAAAAAoJoee+wx9e3bV23bttV1112n1NRUSdJXX32l5cuXq7KyUs8//3yYR/kzJgAAAAAeFRsb63oZULfPFy169uypdevWafLkyfr73/+u0tJSSVJiYqL69u2r6dOnswIAAAAA1CRpaWn6+9//ruPHj2vfvn2SpKSkpIibFDEBiHLWGEe7PgAm8bRWdnGZdvWarTGeTmruuzkmkz4AJjkBps/MLp/Cyjpuk3r2JvdhF99s0hvA2hdACrxfu74A1rhgk3uXnPVKsOPkOTpFzX2Ek933qNO8gFMJZv6X3f8PrrnmmqBdj3wv57wasx9MsbGxjvNZQiGypiMAAAAAgooVAAAAAI+iCpA3sQIAAAAAeAgrALBlF19tVxvdJL7eGs9qF19ujSe3i0sNZsy3ld0YEVlM81S8xK0a/3acxLKa1PyXQlv336Tmv0n9fDvWZ2R6/1ZOa+w7Ee4+AHbcuj7MsALgTawAAAAAeNSJCYDb/7zmxx9/VNeuXfXMM8+EeyhGmAAAAAAA1VC7dm3t3LkzaiY/TAAAAAA8KiYmxtcMzK1/0fJLsNuuvPJKvfXWW+EehhFyAGoYkxhIk/j2aO0DYMJpnKhJbXw71nwGk/uwy7cwedYmvQHsYmeteRp2MdnW+zeNb7bmd5jEkrvVK8CO1/METERy7epwsX5uTD5rdr0ynOYFWNl9/7uVFxBupj1GrMgBQLhNnjxZWVlZuvnmm3XHHXeoVatWSkxMDNjPrZ8D1cEEAAAAwKNIAnZPx44dJUlbt27VCy+8UOV+FRUVoRpSlZgAAAAAANU0ZcqUqJn8MAEAAADwKFYA3DNt2rRwD8EYE4AaxqQOv9fZPSOnnMSqEoMeXtHQPyCY9fztBLPGv1Wk1fyXzGrTW98Tk2dmUs9eMrtfK5Ma+3afI5NeBSZjtHv+1jGZ9FNwsw9Bz549A7YBsMcEAAAAwKNYAfAmJgAAAAAedaJ0p9vn9KqysjK99NJL+vjjj3Xo0CEdP37c7/WYmBgtXLgwTKP7P0wAAAAAgGr6+uuv1atXLxUUFKhBgwY6dOiQGjVqpIMHD6qiokKNGzdWnTp1wj1MSUwAapxBgwYFbMvLy3Pl3MGMnTaJC7ZjHZPTXgUmtfJN2OUEWGNcTZ6jXeystTeAXQywSW8AuxwI6/3a5Y1Y3yOTfhJSYDyvSd5EMHsF2Al1zH04UeM/8li/35z+/HHCac19O9afP3Y/o6w/6wYPHuza9eEcITvuuPfee3Xo0CH9+9//VuvWrdWkSRO9+OKLuvjii/Xkk09q3rx5EdMozLtrNAAAAIBL3nvvPY0aNUrdu3f3hUFVVlYqPj5e9957ry6//HKNHTs2vIP8X0wAAAAAgGr68ccf1bJlS0lSvXr1FBMTo0OHDvle79Gjh1avXh2m0fljAgAAAABUU4sWLXxhtmeccYaaNWumf//7377Xt27dqoSEhHANzw85ADWMWzNLu/hqu/h6a1y6U9Z4cru4VDdjvk+F3gmnZpe3YZIXYFfj20kcsl0seyg/I5HIrfh+pzX+rUxze0JZ999JzX/JWd1/p/fvtMa+E+HuA2DH6fXhDGVA3dO7d2+98sormjp1qiRp2LBh+p//+R+VlJTo+PHjys3N1dChQ8M8yp8xAQAAAACq6b777tOHH36o8vJyxcfHa9KkSSosLFR+fr7i4uJ000036dFHHw33MCUxAQAAAPAsVgDc06JFC7Vo0cL3dUJCgp577jk999xzYRyVPSYAAAAAHsUEwLldu3Y5Ou6Xk4RwYQJQw/Ts2TNgm0legDV22y7e1aR+vWltereYxHxb41CdjtGkNr4da3y7ybO1y7ew3odd/oXJvdnFzpr0QTDJi3ArL8BpbfJQ9w8Ip0is5++0nwdOn933v1t5AeFm8jODHABEgpYtWzqa7FRUVARhNKeHCQAAAIBHsQLg3KJFi6L2XpkAAAAAAKdp2LBh4R6CY0wAAAAAPIoVAG9iAuAB1vhur9W4d6tXgddZ8wKC+Tlyq1eAnUiMnQ+lUNf4t4q0mv9SYA6Ok5r/ktkzsbt/6/06vTeT+zDpVeB0jNYxmfRTcNqHwC7fDTVDeXm5pkyZotzcXJWUlCg9PV0zZszQFVdccdLjvvjiCz3zzDNat26dPv74Y5WXl2vnzp2+zry/1LJlS3399dcB2++44w4988wzxmMlCRgAAABRKZL+Yj9s2DDl5+dr7NixatOmjRYvXqx+/fppxYoVJ534rV27Vk8++aQ6dOig888/X5s2bTrpdTp37qxx48b5bWvbtu1pjZUkYAAAAKAa1q9fr7y8PGVnZ2v8+PGSpKFDhyotLU0TJkzQmjVrqjx2wIABOnjwoOrWravZs2efcgLQrFkzDRkypFrjJQkYEW3QoEF+X+fl5bl2bpPyldal4mCWBTUpVWpSPtN0jNYwGCdlQaXAZXGT+7ALAXB6b9blfWvYmB3TUqEmz8RJqVA7boUJ1RRuhftIzkJ+TMJ9AIRXJOUAnOiYO3LkSN+2hIQEDR8+XJMmTdLu3bvVvHlz22Od/Lw7evSojh07prPOOsvReEkCBgAAAKph48aNatu2rerVq+e3vXv37pKkTZs2VTkBOF3vvfeeateurYqKCp133nm65557NGbMmNM6x4kcgBMx/aY5AeQAAAAAoEbavn17wLakpKQqVweLioqUnJwcsP3EtsLCQlfGlZ6erp49e6pdu3bav3+/Fi9erLFjx6qwsFCzZs0yPs+JHIDS0lLVqlXLOCeAHAAAAACETTBDgDIzMwNemzp1qqZNm2Z7XGlpqeLj4wO2JyQk+F53w6uvvur39a233qqrrrpKc+bM0V133WXcafpEDsCZZ57p93U0YAIARAmTfAu32P3wczMvwMoaX26SE2CnJucJuBnPb+W0pKeVWyU+7bhV9tOkNKUdk/KZViblNE0Fq8RmMPM0glmGFNFh+fLlSk1N9duWlJRU5f6JiYkqLy8P2F5WVuZ7PRhiYmJ0zz336K233tLKlSuNk4OtOQDRlBPABAAAAMCjgrkCkJqaqo4dOxofl5ycrL179wZsLyoqkiSlpKS4M0AbJ3ILnPyRqKysTK+88op27typs88+W1dffbVtKFMkYQIAAACAsOvcubNWrFihw4cP+yUCr1u3zvd6sOzYsUPSyVco7BQXF+uiiy7Szp07VVlZKUmqXbu2li9fbrtSFyliwz0AAAAAhMeJFQC3/zkxcOBAVVRUaMGCBb5t5eXlysnJUUZGhu+v9Lt27dK2bdscXePAgQMBSbjHjh3Tww8/rFq1aqlXr16ndb4HH3xQBQUFuueee/T666/r8ccfV2Jiou644w5H4wsVVgA8KBpiKd2MSzWJnbfWz7eLNzbpDeC0Dr51ydEudvbbb7/1+9qkV4Adk1hqt3oFSIHvpZOcADvBzBOoyUIZ7+9UMOP9vc7k+8at99b6M8uOW59H1AwZGRnKysrS/fffr+LiYqWmpmrJkiUqKCjQwoULffsNHTpUq1at8v3FXZIOHTqkuXPnSpL+9a9/SZLmzZunBg0aqEGDBho9erSknxOAZ8yYoYEDB6pVq1Y6cOCAXnjhBW3ZskUzZ85U06ZNT2vMb7/9toYOHarZs2f7tp1zzjm66aab9MUXX6hdu3aOn0cwMQEAAADwqEhqBCZJS5cu1eTJk5Wbm6uSkhKlp6fr9ddf1yWXXHLS40pKSjR58mS/bY8++qgk6bzzzvNNADp16qQOHTro+eef1759+1SrVi117txZf/3rX5WVlXXa4921a5cmTpzot61nz56qrKzUt99+ywQAAAAAkSeSSlcmJCQoOztb2dnZVe6zcuXKgG0tW7b0WxGoSteuXQPKgFZHeXm5r0zpCSe+/umnn1y7jtuYAAAAAAAOFRQU6OOPP/Z9fejQIUnSV199ZRuu2KVLl1ANrUpMAGDMrjSWSYynEyZx4givUPcKsDKNHXaaKxDpghk77TQGPBJr/Fs5qfkvOav7b/o8rPdvd6/WezOpsW/HpA+A3bhDOUa76/fs2fOUx8GZSAsBikaTJ08OCD+SpFGjRvl9XVlZqZiYGDoBAwAAANEqJycn3ENwhAkAAACAR7ECUD233HJLuIfgCH0AAAAAAA9hBcCD7GIpV69e7fe1XUy2SeymSW36UNfYtzIZo7UvgOR83MFil39hcm92sbsmfRCsTHoF2LHLEzCJOXeaF+JWrHwwcwnCXQs9mDX9rUw+W6EWyt4QkXj/kca0xwgA51gBAAAAADyEFQAAAACPIgfAm1gBAAAAADyEFQBIIuYyGtnV2DbJC7DmBEiBeQF2ORBucbN/gFUw+0eEO07fRDBj+Z3U+DeNdw93jX8ru/fa5Nlan5HT+7e7V+u9uXUfJjX/3RyjSR+CQYMGBWxD8LAC4E1MAAAAADyKCYA3EQIEAAAAeAgrAAAAAB7GX+y9x5MTgKKiIj3xxBNat26dNmzYoCNHjmjFihW67LLLwj20sLHGXObl5bl2bpMYdGvMqWl9fWvMt9M4bZMx2jEZtzW+3SSW2K7mvDWe9sCBAwH7mOQFOO0VYGUa32zyXjrtH2DlVgx8MHMJnIq0+H471LgHgOjgyRCgL774QrNmzdLevXvVqVOncA8HAAAgLE7kALj9D5HNkxOArl27av/+/fryyy/1xz/+MdzDAQAAAELGkyFAdevWDfcQAAAAwo4qQN7kyQkAEErW+GqTWHa7XAZrXoBdjW2TvACnvQKccprfYeXkOToVzHj7UHIrtl9yFt9vkksimdX4t3Ja898kT8hJzX8p8Bk5vX+7e3NS99/uPkx6FdiN28kYTfoQUPMfCA8mAA4UFxdr3759ftu2b98eptEAAAA4wwqAN0X9BOD48eM6evSo0b7x8fGufCiffvppTZ8+vdrnAQAACCcmAN4U9ROA999/X7169TLa9/PPP1f79u2rfc1Ro0YpKyvLb9v27duVmZlZ7XMDAAAAwRT1E4D27dsrJyfHaN/k5GRXrtmkSZMaEyNcFbu4TLd6A5jUobeLSzWJHber3+6kN4DJGKXAWFmTcZvEZZvch0mvACkwLyCUvQIk6eDBg35fO60V7+Q5mgpmPoFb3LzfU3H6Hpl+JpxwGvPvllA+fxNOe54AgFQDJgBNmzbVsGHDwj0MAAAAICpE/QQAAAAAzpAD4E2enQDMmDFDkvTZZ59JknJzc7V69WpJ0p///OewjQsAAAAIJs9OACZPnuz39aJFi3z/zQQgetnlZtjF0zthmhdg5aQOvsl9mPQKkALjokPdK8AaF27NCTDlVj8BO5EW3+0Wp7H8dpzE95vW9zeJ77dyUhdfcl7j38qkfr7T+3erf4HTXgV243YyRrtnTd3/yMRf7L3HsxOAysrKcA8BAAAACDnPTgAAAAC8jhwAb2ICAAAA4FFMALyJCQCMhbI3gF18udPeAMFkMm6TOvjW+7CrS2+NpzXteWDNC3DaK8DKNL7Zaf8AK7f6CZgI9+cqmPdmx636/aafCSecxvy7JdTvyalEay+aE8U2TujZs2eYRgJ4GxMAAAAAj2IFwJtiwz0AAAAAAKHDCgAAAIBHsQLgTUwAgCBzUgffrn63NS/AtOeBNS7aaa8Ap0ziwk16CpjEqTvtMWAVafHeptyK5bfjJL7ftL6/W/H9oazxb8f6jJzev0n/gmD2KrAbt5MxUvMfiFyEAAEAAAAewgQAAAAA8BBCgAAAADyKHABvYgKAarHGeAarL4Bk3hvAKpQ13U3GbRdL7OQ+THoFSIF5AU57Bbjl22+/DdgWyjwBp9zKL7ATzHGbCGZ8v1UwP1tOhTLnI5j3H625Kwg/fmH3HkKAAAAAEBHKy8s1ceJEpaSkKDExURkZGXrnnXdOedwXX3yhe+65RxdddJESEhIUExOjgoKCKvd/9dVX1aVLFyUkJKhFixaaOnWqfvrpJxfvJLIxAQAAAEBEGDZsmObMmaPBgwfriSeeUFxcnPr16xfQRdpq7dq1evLJJ/X999/r/PPPP+m+//jHP5SZmakGDRpo7ty5yszM1IwZM3TXXXe5eSsRjRAgAAAAhN369euVl5en7OxsjR8/XpI0dOhQpaWlacKECVqzZk2Vxw4YMEAHDx5U3bp1NXv2bG3atKnKfcePH6/09HS9/fbbOuOMn38VrlevnmbOnKkxY8aoffv2rt5XJGICgKhhEl/vVpy2SZy8Keu4TWLZTZj0CpAC8wKc9gqwsotlNukfYBc7bpcXYOUkTl1y73mHO07fyunzMBHq+P5w1/i3snuvTZ639bmZPg/r/dvdq/XegtmrwG7cJmOk7n90iqQk4Pz8fMXFxWnkyJG+bQkJCRo+fLgmTZqk3bt3q3nz5rbHmn6/bd26VVu3btVTTz3l++VfkkaNGqWHHnpI+fn5+vOf/+xo/NGEECAAAACE3caNG9W2bVvVq1fPb3v37t0l6aR/1T+da0jShRde6Lc9JSVF5557ru/1mo4VAAAAAI8K5grA9u3bA15LSkqqckWvqKhIycnJAdtPbCssLKz22IqKivzOab2OG9eIBkwAAAAA4LrMzMyAbVOnTtW0adNs9y8tLVV8fHzA9oSEBN/r1XXiHFVd5/Dhw9W+RjRgAgBX2cWAutUbwI5JfL01VjaUfQHsmPY4sIq0ngd2eQImMZh2eQJOYs5N8gak4MbKRyOn8f1WNSXeX3KW3+H0OZrcv1v47MNEMFcAli9frtTUVL/XkpKSqjwuMTFR5eXlAdvLysp8r1fXiXNUdR03rhENmAAAAADAdampqerYsaPx/snJydq7d2/A9hNhOykpKdUe04nQn6KiooCE4qKiIl++QU1HEjAAAADCrnPnzvryyy8DwnDWrVvne92Na0jShg0b/LYXFhZqz549rlwjGjABAAAA8KgTIUBu/3Ni4MCBqqio0IIFC3zbysvLlZOTo4yMDN9f7Hft2qVt27Y5ukbHjh3Vvn17LViwQBUVFb7t8+fPV0xMjAYOHOjovNGGECCEnEl8rx2TGvNOWeOJ7erpm3BaG98kl8Eap+y054FJ/wC798jaP8A0ltmaK+A0T8DKaQy2ae5ApHErdt+O03h+K7fi++1EY41/u+fhNL/Bem8m92Fa49/KZNzU/EcwZGRkKCsrS/fff7+Ki4uVmpqqJUuWqKCgQAsXLvTtN3ToUK1atUqVlZW+bYcOHdLcuXMlSf/6178kSfPmzVODBg3UoEEDjR492rdvdna2BgwYoD59+mjQoEHasmWL5s2bpxEjRpyyi3BNwQQAAADAoyKpEZgkLV26VJMnT1Zubq5KSkqUnp6u119/XZdccslJjyspKdHkyZP9tj366KOSpPPOO89vAnD11Vfr5Zdf1vTp03XXXXcpKSlJkyZN0pQpUxyPO9owAQAAAEBESEhIUHZ2trKzs6vcZ+XKlQHbWrZs6bcicCqZmZm2ZUq9ghwAAAAAwENYAUDQWWNFV69eHbRrmdTYj7R6+nZM7sMuBtjpvZnkQJjELlvzBCSzuHAneQJ2gpk7EI3ciu2XnNWvj8R4fxOhrvFvcr/BYpqnEM4xAnAfEwAAAAAPczsHAJGPCQAAAIBHRVoSMEKDHAAAAADAQ1gBgOfYxQU7ralvjZW1i4G3CmWvACnw3uxip615ASbxvqZ5AibPxEmegB03Y95rKqdx6lbREN9vUt9fio4a/9Ztdvdmch/WcZvG+/fs2TNgG2oGVgC8iRUAAAAAwEOYAAAAAAAewgQAAAAA8BByABBydrGkwewNMHjwYL+vv/3224B9THoFhLs3gJVpfLNdroCVk/4BwawL7rSfgFMm+QXhFsz7twpmfL+dUMb8h7LGv5vfI6bf78DpIgfAm1gBAAAAADyEFQAAAACPYgXAm1gBAAAAADyEFQBEBGteQF5enqPzOK2xb8JpXkCwegXYxTLb5Tc46R9g1xfBSZ6A5KyngNMYdJNnayeU8fXB5PS5WbkVu27ymZFCG98fyhr/Tu/faY1/K5P7oOY/WAHwJlYAAAAAAA9hAgAAAAB4CCFAAAAAHkbIjvcwAUBEGjRoUMA2u14B1thxpzHgJvHFdrHz1hjfSOsVYMfpvVqFOk/AyvreS+7FwNdkoY7vt4q0eH8ptDX+Te7fKet9mHw/EO8PeBMTAAAAAI8iCdibyAEAAAAAPIQJAAAAAOAhhAABCowntqunbyKYvQKs8b3fffddwD5u9Q+wi8G25gWYxjJbcwWc5glYuRXLbscuvyCUgnlvdpzE8zuNZQ93PX87warxb/eMTGr827HeLzX+AVQHEwAAAACPIgfAm5gAAAAAeBQTAG9iAoCoYbd0bVca9FTsls7twmmsTMJi7ERjqVA7JqEbdkyekZXTEpMmwh1e5JZgPiO3SlWafmZCGfLjJNzHlFvPzbR8KQA4xQQAAADAo1gB8CaqAAEAAAAewgQAAAAA8BBCgBDVrHkBJjkBdiU2TdjFKVtjnO3i3a1xwSalQu1ikK2lKe1imd0qH2otHSo5L5VqEgfutMSolbXkqJ1gxs6Hm1sx6Hac5ICYxPZLkRff71aJT6f3b1Li086gQYOMrgcATAAAAAA8ihwAbyIECAAAAPAQVgAAAAA8jL/Yew8TANQokdgrwMouT8Ak5jha+wdY2eUOOIkvN8m3QCCn/RysTOPbrSIt3l9yFvPv9Dm6VeM/GnpVAIhchAABAAAAHsIKAAAAgEeRBOxNrAAAAAAAHsIKAGo8a15AXl5ewD7WeGI3ewWY1Mu3xhfb1bO3xinb5QS41T/AJAfCNJbZ2lPAaey49Tm6Fctuyi7nwIlQj9vK6fO3chrLHmn1/CWz3BEnNf7tnhE1/hFpWAHwJlYAAAAAAA9hAgAAAICIUF5erokTJyolJUWJiYnKyMjQO++8Y3Ts3r17df3116tBgwaqV6+err32Wu3YsSNgvxOrHtZ/Dz/8sNu3E7EIAQIAAEBEGDZsmPLz8zV27Fi1adNGixcvVr9+/bRixQrbUt8nHDlyRL169dKhQ4c0adIknXnmmXrsscd06aWXatOmTTr77LP99r/iiis0dOhQv22//vWvg3JPkYgJADzHLpbWSa8AKTCe16RXwODBgwO2WePbTeLNTeOba0r/gGAyydOoKbH7JoIZ328nlDH/TuL9JWcx/06fBzX+EUqRlAOwfv165eXlKTs7W+PHj5ckDR06VGlpaZowYYLWrFlT5bFPP/20vvrqK61fv17dunWTJF111VVKS0vTo48+qpkzZ/rt37ZtWw0ZMsTROGsCQoAAAAAQdvn5+YqLi9PIkSN92xISEjR8+HCtXbtWu3fvPumx3bp18/3yL0nt27fX5Zdfrr/+9a+2x5SWlqqsrMy9G4giTAAAAAAQdhs3blTbtm1Vr149v+3du3eXJG3atMn2uOPHj+vTTz/VhRdeGPBa9+7d9Z///Efff/+93/bFixfrrLPOUmJiojp06KAXXnjBnZuIEoQAAQAAeFQwQ4C2b98e8FpSUlKVYX9FRUVKTk4O2H5iW2Fhoe1xBw4cUHl5+SmPbdeunSTpoosu0vXXX69WrVqpsLBQTz31lAYPHqxDhw7pD3/4g8EdRj8mAIACewWY5gSY9AuwxgVb6+JLgfHFdjHI1rwAu1hmt/oHWHsHSGZx2nbPwyQO2iR3wmlcut3ztgplfL1bnD4PE8GM5bcT7vh+K7vPg8nztj430+dBjX/UVJmZmQHbpk6dqmnTptnuX1paqvj4+IDtCQkJvterOk6S8bH/+te//Pa57bbb1LVrV02aNEnDhg1TYmKi7XVqEiYAAAAAcN3y5cuVmprqty0pKanK/RMTE1VeXh6w/UScflW/mJ/Y7uRYSapVq5ZGjx6t3//+9/roo49OWm2opmACAAAAANelpqaqY8eOxvsnJydr7969AduLiookSSkpKbbHNWrUSPHx8b79TufYE5o3by7JbNW4JiAJGAAAwKOqaopV3X9OdO7cWV9++aUOHz7st33dunW+1+3ExsaqU6dO2rBhQ8Br69atU+vWrVW3bt2TXvtEw7CTrVDUJKwAADbslv9M8gLsYn5N8gRMWPsH2NWud7N/gBX9BCKf09h9E07i+03r2Vu/30x+eXAr3l8KjPl3Eu8vudfPAPCqgQMHavbs2VqwYIGvD0B5eblycnKUkZHh+yv9rl279OOPP6p9+/Z+x953333asGGDrxrQF198offee893Lknat29fwC/533//vR5//HE1btxYXbt2DfZtRgQmAAAAAAi7jIwMZWVl6f7771dxcbFSU1O1ZMkSFRQUaOHChb79hg4dqlWrVqmystK3bdSoUfrLX/6i/v37a/z48TrzzDM1Z84cnXPOORo3bpxvv6eeekrLly/XNddcoxYtWqioqEiLFi3Srl27lJubq1q1aoX0nsOFCQAAAICHuV0GtDqWLl2qyZMnKzc3VyUlJUpPT9frr7+uSy655KTH1a1bVytXrtQ999yjGTNm6Pjx47rsssv02GOP+f3F/+KLL9aaNWv03HPPaf/+/TrrrLPUvXt3LVq0SL179w727UUMJgAAAACICAkJCcrOzlZ2dnaV+6xcudJ2+7nnnqu//e1vJz3/FVdcoSuuuKI6Q6wRmAAAhkzyApzWz7fWwbeLQbZWJrCrVW4S82ySJ+BWPwE7Tp+RCad9CGoKt56jHSex66b5JtZ4/kir52/H7llbn5EXSgkCiE5UAQIAAAA8hBUAAAAAj6pO2c6TnRORjRUAAAAAwENYAQCqwSTG16R/QCi5lSdwzTXXBGyzyx0wQY+B4AhmzXmn/SSCGd9vZRLvLzmL+bd7tsT8A4gWrAAAAAAAHsIKAAAAgEeRA+BNrAAAAAAAHsIKABBk1rhgk5wAk3r21t4BkvP+Ad9++63f107zBEziu016DJhw2ofAS5zG6dsJVq1+O27F95v2gCC+H4DXMAEAAADwKEKAvIkQIAAAAMBDmAAAAAAAHuLJEKB//vOfWrZsmVavXq09e/aoadOm6t27tx588EElJyeHe3io4Zz2DtizZ4/f19a4Zcm93AFr3oAdp/HdJj0GTLgZ3+4lJrH7JsId32/HST1/KTDmn3h/ADWdJycAEydO1IEDB5SVlaU2bdpox44dmjdvnl5//XVt2rRJTZs2DfcQAQAAgKDw5ARgzpw56tmzp2Jj/y8C6sorr9Sll16qefPmacaMGWEcHQAAABA8npwAXHLJJbbbGjVqpM8//zwMIwIAAAg9qgB5kycnAHaOHDmiI0eOGNeNBoLJLgbZmhdgzQmQzPIC7D7j1rwAp/0E7DjpMWDHmjvgViy71zh9/lam77+VW/X77T7rVtTzBwB7TAD+1+OPP66jR4/qhhtuOOW+xcXF2rdvn9+27du3B2toAAAAgGuifgJw/PhxHT161Gjf+Ph422Wp999/X9OnT9f111+v3r17n/I8Tz/9tKZPn37aYwUAAIgkhAB5U9RPAN5//3316tXLaN/PP/9c7du399u2bds2XXfddUpLS9Nzzz1ndJ5Ro0YpKyvLb9v27duVmZlpdDwAAAAQLlE/AWjfvr1ycnKM9rXW+N+9e7f69Omj+vXr680331TdunWNztOkSROj+FPATU77B7jFpJ+AHSc9Buy4FbseTCY9DiLxPpzE8wezVr8dJzH/xPsDgL2onwA0bdpUw4YNO+3j9u/frz59+qi8vFz//Oc/aQAGAAAAT4j6CYATP/zwg/r166e9e/dqxYoVatOmTbiHBAAAEBbE7HuPJycAgwcP1vr163Xbbbfp888/96v9X6dOHWL5AQAAUGN5cgKwadMmSdKiRYu0aNEiv9fOO+88JgCIWsHMEzDpJ2DHpMdANLL2N5DM4vud1s93i1vPP5Sx/HaI7wcA5zw5ASgoKAj3EAAAAICw8OQEAAAAAPQB8KrYcA8AAAAAQOiwAgB4jNM8AWtc9p49e4yuZ435tuYSeE0k5kA4ied32guF+H4ACD8mAAAAAB5FCJA3EQIEAAAAeAgTAAAAAMBDCAECEMDNfgLWXAGnsePRymm9/GBx6/kTyw8A0YsJAAAAgEeRA+BNhAABAAAAHsIEAAAAAPAQQoAAOOJmfLdJPoHTPgTBUpNyGYjnB7yLECBvYgUAAAAA8BAmAAAAAIgI5eXlmjhxolJSUpSYmKiMjAy98847Rsfu3btX119/vRo0aKB69erp2muv1Y4dO2z3Xbhwoc4//3wlJCSoTZs2mjt3rpu3EfGYAAAAACAiDBs2THPmzNHgwYP1xBNPKC4uTv369TtlqOiRI0fUq1cvrVq1SpMmTdL06dO1ceNGXXrppdq/f7/fvs8++6xGjBihjh07au7cuerRo4fuvvtuzZo1K5i3FlHIAQAQdm7Fl5v2JqipiNMHcLoiKQdg/fr1ysvLU3Z2tsaPHy9JGjp0qNLS0jRhwgStWbOmymOffvppffXVV1q/fr26desmSbrqqquUlpamRx99VDNnzpQklZaW6k9/+pP69++v/Px8SdLtt9+u48eP68EHH9TIkSPVsGFDR+OPJqwAAAAAIOzy8/MVFxenkSNH+rYlJCRo+PDhWrt2rXbv3n3SY7t16+b75V+S2rdvr8svv1x//etffdtWrFih/fv3a9SoUX7H33nnnfrhhx/0xhtvuHhHkYsJAIAaw+t/Aff6CgiA6LZx40a1bdtW9erV89vevXt3SdKmTZtsjzt+/Lg+/fRTXXjhhQGvde/eXf/5z3/0/fff+64hKWDfrl27KjY21vd6TUcIkEvKy8slSdu3bw/zSABv27lzZ7iHEFZeWLoGot2J3xVO/O4QTsH4veXEOe3OnZSUVGUZ5aKiIiUnJwdsP7GtsLDQ9rgDBw6ovLz8lMe2a9dORUVFiouLCxhDrVq1dPbZZ1d5jZqGCYBLTixLZWZmhncgAAAgKuzevVtdunQJy7UbNmyounXrBu33llq1atmee+rUqZo2bZrtMaWlpYqPjw/YnpCQ4Hu9quMkGR1bWlqqWrVq2Z4nISGhymvUNEwAXHLppZdq+fLlat68ue0HMBpt375dmZmZWr58uVJTU8M9HPwC701k4n2JXLw3kcuL7015ebl2796tSy+9NGxjSElJ0bZt21RSUhKU81dUVCguLi5ge1JSUpXHJCYm2q6KlJWV+V6v6jjJfkXFemxiYqKOHj1qe56ysrIqr1HTMAFwSYMGDXTttdeGexhBkZqaqo4dO4Z7GLDBexOZeF8iF+9N5PLaexOuv/z/UkpKilJSUsI9DJ/k5GTt3bs3YHtRUZEkVTnWRo0aKT4+3rffyY5NTk5WRUWFiouL/cKAjh49qv3790fU8wgmkoABAAAQdp07d9aXX36pw4cP+21ft26d73U7sbGx6tSpkzZs2BDw2rp169S6dWvVrVvX7xzWfTds2KDjx49XeY2ahgkAAAAAwm7gwIGqqKjQggULfNvKy8uVk5OjjIwMNW/eXJK0a9cubdu2LeDYDz/80O8X+y+++ELvvfeesrKyfNt69+6tRo0aaf78+X7Hz58/X7Vr11b//v2DcWsRhxAgAAAAhF1GRoaysrJ0//33q7i4WKmpqVqyZIkKCgq0cOFC335Dhw7VqlWrVFlZ6ds2atQo/eUvf1H//v01fvx4nXnmmZozZ47OOeccjRs3zrdfYmKiHnzwQd15553KyspS37599cEHH+j555/XQw89pEaNGoX0nsOFCQCqlJSUpKlTp540YQfhwXsTmXhfIhfvTeTivcEvLV26VJMnT1Zubq5KSkqUnp6u119/XZdccslJj6tbt65Wrlype+65RzNmzNDx48d12WWX6bHHHgv4bI0aNUpnnnmmHn30Ub366qtq3ry5HnvsMY0ZMyaYtxZRYip/OX0CAAAAUKORAwAAAAB4CBMAAAAAwEOYAAAAAAAewgQAAAAA8BAmADD2z3/+U7fddpvatm2r2rVrq3Xr1hoxYoRt5z2ETlFRke677z716tVLdevWVUxMjFauXBnuYXlKeXm5Jk6cqJSUFCUmJiojI0PvvPNOuIcFSUeOHNHUqVN15ZVXqlGjRoqJidHixYvDPSzP+/DDDzV69Gh17NhRZ511llq0aKHrr79eX375ZbiHBngCEwAYmzhxolauXKnrrrtOTz75pAYNGqS//vWv+vWvf61vvvkm3MPzrC+++EKzZs3S3r171alTp3APx5OGDRumOXPmaPDgwXriiScUFxenfv36afXq1eEemud99913euCBB/T555/rggsuCPdw8L9mzZqll156SZdffrmeeOIJjRw5Uu+//766dOmiLVu2hHt4QI1HGVAYe//999WzZ0/Fxsb6bbv00kv1pz/9STNmzAjj6Lzr+++/17Fjx9SoUSPl5+crKytLK1as0GWXXRbuoXnC+vXrlZGRoezsbI0fP16SVFZWprS0NDVp0kRr1qwJ8wi9rby8XCUlJWratKk2bNigbt26KScnR8OGDQv30DxtzZo1uvDCC1WrVi3ftq+++kqdOnXSwIED9fzzz4dxdEDNxwoAjF1yySV+v/yf2NaoUSN9/vnnYRoV6tat65nOhZEoPz9fcXFxGjlypG9bQkKChg8frrVr12r37t1hHB3i4+PVtGnTcA8DFhdddJHfL/+S1KZNG3Xs2JH/nwAhwAQA1XLkyBEdOXJEjRs3DvdQgLDYuHGj2rZtq3r16vlt7969uyRp06ZNYRgVEH0qKyv17bff8v8TIASYAKBaHn/8cR09elQ33HBDuIcChEVRUZGSk5MDtp/YVlhYGOohAVFp2bJl2rt3L/8/AULgjHAPAOFx/PhxHT161Gjf+Ph4xcTEBGx///33NX36dF1//fXq3bu320P0JDfeF4RWaWmp4uPjA7YnJCT4Xgdwctu2bdOdd96pHj166JZbbgn3cIAajxUAj3r//feVmJho9O+LL74IOH7btm267rrrlJaWpueeey4Md1AzVfd9QeglJiaqvLw8YHtZWZnvdQBV++abb9S/f3/Vr1/fl1MDILhYAfCo9u3bKycnx2hfa3jD7t271adPH9WvX19vvvmm6tatG4whelJ13heER3Jysvbu3Ruw/UR/jJSUlFAPCYgahw4d0lVXXaWDBw/qgw8+4PsFCBEmAB7VtGlTR2Xw9u/frz59+qi8vFz//Oc/+SXUZU7fF4RP586dtWLFCh0+fNgvEXjdunW+1wEEKisr0zXXXKMvv/xS7777rjp06BDuIQGeQQgQjP3www/q16+f9u7dqzfffFNt2rQJ95CAsBs4cKAqKiq0YMEC37by8nLl5OQoIyNDzZs3D+PogMhUUVGhG264QWvXrtXf/vY39ejRI9xDAjyFFQAYGzx4sNavX6/bbrtNn3/+uV+t5jp16igzMzN8g/O4E03YPvvsM0lSbm6urwvtn//857CNywsyMjKUlZWl+++/X8XFxUpNTdWSJUtUUFCghQsXhnt4kDRv3jwdPHjQV5Hptdde0549eyRJd911l+rXrx/O4XnSuHHj9Oqrr+qaa67RgQMHAhp/DRkyJEwjA7yBTsAw1rJlS3399de2r5133nkqKCgI7YDgc7JqQHyLB19ZWZkmT56s559/XiUlJUpPT9eDDz6ovn37hnto0Ml/du3cuVMtW7YM7YCgyy67TKtWrarydX5uAcHFBAAAAADwEHIAAAAAAA9hAgAAAAB4CBMAAAAAwEOYAAAAAAAewgQAAAAA8BAmAAAAAICHMAEAAAAAPIQJAAAAAOAhTAAAAAAAD2ECAAAAaoQjR45o6tSpuvLKK9WoUSPFxMRo8eLFIR/HtGnTFBMTE/AvISEh5GMB7JwR7gEAAAC44bvvvtMDDzygFi1a6IILLtDKlSvDOp758+erTp06vq/j4uLCOBrg/zABAAAANUJycrKKiorUtGlTbdiwQd26dQvreAYOHKjGjRuHdQyAHUKAAKAaHnnkEbVv317Hjx8P+bWfeeYZtWjRQuXl5SG/NhCJ4uPj1bRpU6N9//GPf+i3v/2tzjrrLNWtW1f9+/fXZ5995up4KisrdfjwYVVWVrp6XqC6mAAAgEOHDx/WrFmzNHHiRMXGhv7H6bBhw3T06FE9++yzIb82EM1yc3PVv39/1alTR7NmzdLkyZO1detW9ezZUwUFBa5dp3Xr1qpfv77q1q2rIUOG6Ntvv3Xt3EB1EAIEAA4tWrRIP/30k2688cawXD8hIUG33HKL5syZo7vuuksxMTFhGQcQTY4cOaK7775bI0aM0IIFC3zbb7nlFrVr104zZ8702+5Ew4YNNXr0aPXo0UPx8fH64IMP9NRTT2n9+vXasGGD6tWrV93bAKqFCQAAOJSTk6MBAwaEtbLH9ddfr0ceeUQrVqxQ7969wzYOIFq88847OnjwoG688UZ99913vu1xcXHKyMjQihUrfNsqKip07Ngxo/P+8ufAmDFj/F777//+b3Xv3l2DBw/W008/rfvuu6+adwFUDyFAADyptLRU7du3V/v27VVaWurbfuDAASUnJ+uiiy5SRUVFlcfv3LlTn376qX73u98FvNa6dWsNGTIkYHuvXr106aWX+r4+USrwyy+/1JAhQ1S/fn0lJSVp8uTJqqys1O7du3XttdeqXr16atq0qR599NGAc3bt2lWNGjXSK6+8crqPAPCkr776SpLUu3dvJSUl+f17++23VVxc7Ns3NzdXiYmJRv/KyspOet2bbrpJTZs21bvvvhvU+wNMsAIAwJMSExO1ZMkSXXzxxfrTn/6kOXPmSJLuvPNOHTp0SIsXLz5pyb41a9ZIkrp06eK3/ciRIyooKNAf/vCHgGM+/fRT3XTTTQHbb7jhBp1//vl6+OGH9cYbb2jGjBlq1KiRnn32WfXu3VuzZs3SsmXLNH78eHXr1k2XXHKJ3/FdunTRv/71r9N+BoAXnUjYz83NtU0YPuOM//vVqGfPnsrJyTE675lnnnnKfZo3b64DBw4YjhQIHiYAADwrIyNDEyZM0KxZs3Tdddfp22+/VV5enh5//HG1bdv2pMdu27ZNktSqVSu/7Vu2bFFlZaUuuOACv+179uzRgQMHlJ6eHnCu7t27+xJ5R44cqZYtW2rcuHH6n//5H02cOFGSdOONNyolJUWLFi0KmAC0bt1aubm5p3fzgEf96le/kiQ1adLEdgXvl1JTU5WamurKdSsrK1VQUKBf//rXrpwPqA5CgAB42rRp09SxY0fdcsstGjVqlC699FLdfffdpzxu//79OuOMM/ya/Eg/TwAkBUwAPvnkE0mynQCMGDHC999xcXG68MILVVlZqeHDh/u2N2jQQO3atdOOHTsCjm/YsKFKS0v1448/nnLcgNf17dtX9erV08yZM23j+/ft21fta9idY/78+dq3b5+uvPLKap8fqC5WAAB4Wq1atbRo0SJ169ZNCQkJysnJqVY1nc2bN+ucc87ROeec47f9008/VWxsrNLS0gKOadGihd/X9evXV0JCQkADofr162v//v0Bx5+oMU4VIECaN2+eDh48qMLCQknSa6+9pj179kiS7rrrLtWvX1/z58/XzTffrC5dumjQoEFKSkrSrl279MYbb+jiiy/WvHnzqjWG8847TzfccIM6deqkhIQErV69Wnl5eercubPuuOOOat8jUF1MAAB43ltvvSVJKisr01dffRUQ1mPn7LPP1k8//aTvv/9edevW9W3fsmVLwF//JWnTpk1q3bq1zjrrrIDX7HINqso/sGsoVFJSotq1aysxMfGU4wZqutmzZ+vrr7/2ff3yyy/r5ZdfliRfsv1NN92klJQUPfzww8rOzlZ5ebmaNWum3/72t7r11lurPYbBgwdrzZo1eumll1RWVqbzzjtPEyZM0J/+9CfVrl272ucHqosJAABP+/TTT/XAAw/o1ltv1aZNmzRixAht3rxZ9evXP+lx7du3l/RzNaBfhvVs3rxZN9xwg9++x48f13vvvRcQu++WnTt36vzzzw/KuYFoY9rI67LLLtNll10WlDH85S9/Ccp5AbeQAwDAs44dO6Zhw4YpJSVFTzzxhBYvXqxvv/1W99xzzymP7dGjhyRpw4YNvm3FxcXat2+fioqK/PZ98skn9d1336lTp07u3sD/+vjjj3XRRRcF5dwAgJqHCQAAz5oxY4Y2bdqkRYsWqW7dukpPT9eUKVOUk5OjN99886THtm7dWmlpaX41vTdv3ixJevvttzVq1Cg9+eSTuummm/Tggw9Kkj766COtW7fO1Xv46KOPdODAAV177bWunhcAUHMxAQDgSR9//LFmzpyp0aNHq1evXr7t9913n7p166bbb79dBw8ePOk5brvtNr322mu+RmKbN29WXFyc8vLy9Pbbb2vixIn67rvvtGrVKv3qV7/Spk2bjGqFn46//e1vatGiBV2AAQDGYirtMsoAAKd06NAhtW7dWo888oiGDx+uESNG6P3339eXX34ZkuuXl5erZcuWuu+++zRmzJiQXBMAEP1YAQAAh+rXr68JEyYoOztbx48f1+bNm9WhQ4eQXT8nJ0dnnnmmfv/734fsmgCA6McKAAC4oLKyUvXq1dNdd92lmTNnhns4AABUiRUAAHDBzp07deTIkZCuAAAA4AQrAAAAAICHsAIAAAAAeAgTAAAAAMBDmAAAAAAAHsIEAAAAAPAQJgAAAACAhzABAAAAADyECQAAAADgIUwAAAAAAA9hAgAAAAB4CBMAAAAAwEOYAAAAAAAewgQAAAAA8BAmAAAAAICHMAEAAAAAPIQJAAAAAOAhTAAAAAAAD2ECAAAAAHgIEwAAAADAQ5gAAAAAAB7y/wF0AjOa/lNwNAAAAABJRU5ErkJggg==", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "###Make a fresnel metasurface with hexagonal meshgrid \n", "foc = 100 # focal distance in um \n", "lda = 0.6328 #wavelength in um \n", "xsiz = 45 #um\n", "ysiz = 45 #um\n", "n = 8 # number of gray levels \n", "gdsname = 'fresnel_phase_mask_hexagonal.gds' # name of gds file\n", "p=0.445\n", "pixelx = p \n", "pixely = p* np.cos(np.radians(30))\n", "\n", "#calculation for the number of pixels using the size in x and the periodicity\n", "npix_x = int(np.round(xsiz/pixelx)) \n", "npix_y = int(np.round(ysiz/pixely))\n", "\n", "npix = npix_x * npix_y\n", "\n", "# Create empty mask\n", "aperture_hex = moe.generate.create_empty_aperture(0, xsiz*micro, npix_x, 0, ysiz*micro, npix_y,)\n", "\n", "center = (xsiz*micro/2-pixelx*micro/2, ysiz*micro/2-pixely*micro/2)\n", "\n", "# and truncate around radius\n", "mask = moe.generate.fresnel_phase(aperture_hex, foc * micro, lda * micro, center = center)\n", "moe.plotting.plot_aperture(mask, )\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask)\n", "\n", "gdsmask = moe.GDSMask(mask, verbose=False)\n", "\n", "# Create layout and merge polygons together\n", "gdsmask.create_layout(mode = \"raster\", merge=True) # or mode =\"contour\"\n", "gdsmask.write_gds(gdsname)\n", "\n", "fresarray_rad = mask.aperture\n", "\n", "###Create the hexagonal grid \n", "xv1, yv1 = np.meshgrid(np.arange(0, xsiz*micro, pixelx*micro), np.arange(0, ysiz*micro, pixely*micro))\n", "xv1[::2, :] += pixelx*micro/2\n", "xv = xv1 - center[0]\n", "yv = yv1 - center[1]\n", "\n", "#Calculate the fresnel phase at the hexagonal meshgrid points\n", "fres_hex = moe.sag_functions.fresnel_lens_phase(xv,yv,foc*micro, lda*micro)\n", "\n", "###transform the phase map into [0, 2*pi]\n", "#Attention, fresarray_rad is the 2D phase map WITHOUT being layered -> exact phase value\n", "fphas_hex = fres_hex\n", "\n", "print(fres_hex.shape)\n", "\n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xv,yv,fres_hex, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Phase (rad)')\n", "plt.tight_layout()\n", "\n", "#bins array, with n divisions, for the selection of points\n", "#can be used in conjunction with the generate mask with exact selection of phase contours - see Generate_masks.ipynb\n", "binarray = np.linspace(0,2*np.pi,n+1)\n", "\n", "#digitize the phase into the bins that we want \n", "#attention that the digitize function gives the INDEX of the value in the binarray \n", "\n", "newphas = np.digitize(fphas_hex-np.min(fphas_hex), bins = binarray, right=True)\n", "\n", "#initialize the 2D array of diameters \n", "diam_mat= fphas_hex\n", "\n", "#To get the correspondent phase and also the diameter we do\n", "for i, iv in enumerate(newphas): \n", " for j, jv in enumerate(newphas[i,:]): \n", " #get the phase corresponding to the digitization\n", " dphas = binarray[newphas[i,j] ] \n", " #get the diameter from the interpolation function \n", " #we clip to avoid the extrapolation at borders \n", " diam_mat[i,j] = np.clip(func(dphas), 0, p) #np.clip(func(dphas ) , 0, p)\n", "\n", "###truncate around radius (introduces one more layer)\n", "diam_mat[np.where(xv**2+yv**2>(xsiz*micro/2)**2)] = 0 \n", " \n", "#check how many levels we actually have\n", "print(np.shape(np.unique(diam_mat))[0]-1)\n", "\n", "dvarx_hex = diam_mat\n", "\n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xv,yv,dvarx_hex, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Pillar diameters ($\\mu$m)')\n", "plt.tight_layout()\n" ] }, { "cell_type": "code", "execution_count": 20, "id": "blind-interpretation", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:43.772398Z", "start_time": "2025-05-26T11:19:39.068461Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:56.661972Z", "iopub.status.busy": "2026-02-03T20:48:56.661972Z", "iopub.status.idle": "2026-02-03T20:48:57.566005Z", "shell.execute_reply": "2026-02-03T20:48:57.564013Z", "shell.execute_reply.started": "2026-02-03T20:48:56.661972Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Pillar metasurface\n", "Building the metasurface...\n", "Total of 9 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.105536\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.108524\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.118975\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.124952\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.098070\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.096578\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.114000\n", "Building meta-elements in layer 8:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:00.114995\n", "Elapsed: 0:00:00.886611\n", "\n", " Saved the metasurface mask with 9270 meta-elements in the file fresnel_metasurface_pillars_hexagonal.gds\n" ] } ], "source": [ "###Transform the phase profile calculated in the square grid into a metasurface with square grid mask using instances \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"fresnel_metasurface_pillars_hexagonal.gds\"\n", "\n", "aperture_vals = fphas_hex\n", "diam_mat = np.unique(dvarx_hex) \n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfile, scaling= diam_mat, \\\n", " gdspyelements='pillar', verbose=False, grid='hex', mindim=0.2)" ] }, { "cell_type": "code", "execution_count": 21, "id": "painful-practice", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:45.201527Z", "start_time": "2025-05-26T11:19:43.777401Z" }, "code_folding": [], "execution": { "iopub.execute_input": "2026-02-03T20:48:57.567498Z", "iopub.status.busy": "2026-02-03T20:48:57.567000Z", "iopub.status.idle": "2026-02-03T20:48:57.898048Z", "shell.execute_reply": "2026-02-03T20:48:57.895558Z", "shell.execute_reply.started": "2026-02-03T20:48:57.567498Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0. 0.15595934 0.19861328 0.23103991 0.26153956 0.29197999\n", " 0.32895951 0.41985771 0.445 ]\n", "Pillar metasurface\n", "Building the metasurface...\n", "Total of 9 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:00\n", "Progress: [####################] 100.0%\n", "So far 0 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:00.035845\n", "Progress: [####################] 100.0%\n", "So far 1051 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:00.029868\n", "Progress: [####################] 100.0%\n", "So far 2229 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:00.033357\n", "Progress: [####################] 100.0%\n", "So far 3417 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:00.028875\n", "Progress: [####################] 100.0%\n", "So far 4581 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:00.042315\n", "Progress: [####################] 100.0%\n", "So far 5756 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:00.034350\n", "Progress: [####################] 100.0%\n", "So far 6920 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:00.043809\n", "Progress: [####################] 100.0%\n", "So far 8094 elements and counting.\n", "Building meta-elements in layer 8:\n", "Elapsed: 0:00:00.063222\n", "Progress: [####################] 100.0%\n", "So far 9270 elements and counting.\n", "Elapsed: 0:00:00.316612\n", "\n", " Saved the metasurface mask with 9270 meta-elements in the file fresnel_metasurface_pillars_hexagonal_instances.gds\n" ] } ], "source": [ "###Transform the phase profile calculated in the hexagonal grid into a metasurface with hexagonal grid mask using instances \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfilen = \"fresnel_metasurface_pillars_hexagonal_instances.gds\"\n", "\n", "aperture_vals = fphas_hex\n", "diam_mat = np.unique(dvarx_hex) \n", "print(diam_mat)\n", "\n", "moe.metas.metasurface_from_phase_instances (xsiz, ysiz, pixelx, pixely, p, aperture_vals, topcellname, outfilen, gdspyelements='pillar',\\\n", " infile=None, verbose=False, rotation=None, scaling=diam_mat, grid='hex',\\\n", " mindim = 0.05, smallerdim =0, tempfile=\"temp_inst.gds\")\n" ] }, { "cell_type": "code", "execution_count": 22, "id": "brown-integration", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:51.830159Z", "start_time": "2025-05-26T11:19:45.212525Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:57.901035Z", "iopub.status.busy": "2026-02-03T20:48:57.900041Z", "iopub.status.idle": "2026-02-03T20:48:59.885824Z", "shell.execute_reply": "2026-02-03T20:48:59.883335Z", "shell.execute_reply.started": "2026-02-03T20:48:57.901035Z" } }, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "[Create Polygons]\n", "Elapsed: 0:00:00.335030\n", "[Merging polygons]\n", "Elapsed: 0:00:00.057249\n", "[Total time converting to GDS]\n", "Elapsed: 0:00:00.392776\n", "Saving file to fresnel_phase_mask_triangles.gds\n", "Saved fresnel_phase_mask_triangles.gds\n", "[Saving GDS file]\n", "Elapsed: 0:00:00.020908\n", "(117, 102)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jcunha377\\AppData\\Local\\Temp\\4\\ipykernel_32820\\268812280.py:59: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(xv,yv,fres_hex, cmap=plt.get_cmap(\"Greys\"))\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(7,)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jcunha377\\AppData\\Local\\Temp\\4\\ipykernel_32820\\268812280.py:94: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(xv,yv,dvarx_hex, cmap=plt.get_cmap(\"Greys\"))\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "##reconstructing metalens in paper https://doi.org/10.1126/sciadv.abn5644 with hexagonal grid \n", "\n", "foc = 120 # focal distance in um \n", "lda = 0.197 #wavelength in um \n", "xsiz = 45 #um\n", "ysiz = 45 #um\n", "p=0.445\n", "pixelx = p \n", "pixely = p* np.cos(np.radians(30))\n", "\n", "#calculation for the number of pixels using the size in x and the periodicity\n", "npix_x = int(np.round(xsiz/pixelx)) \n", "npix_y = int(np.round(ysiz/pixely))\n", "\n", "n = 8 # number of gray levels \n", "gdsname = 'fresnel_phase_mask_triangles.gds' # name of gds file\n", "\n", "npix = npix_x * npix_y\n", "\n", "# Create empty mask\n", "aperture_hex = moe.generate.create_empty_aperture(0, xsiz*micro, npix_x, 0, ysiz*micro, npix_y,)\n", "\n", "center = (xsiz*micro/2-pixelx*micro/2, ysiz*micro/2-pixely*micro/2)\n", "\n", "# and truncate around radius\n", "mask = moe.generate.fresnel_phase(aperture_hex, foc * micro, lda * micro, center = center)\n", "moe.plotting.plot_aperture(mask, )\n", "\n", "mask.discretize(n)\n", "moe.plotting.plot_aperture(mask)\n", "\n", "gdsmask = moe.GDSMask(mask, verbose=False)\n", "\n", "# Create layout and merge polygons together\n", "gdsmask.create_layout(mode = \"raster\", merge=True) # or mode =\"contour\"\n", "gdsmask.write_gds(gdsname)\n", "\n", "fresarray_rad = mask.aperture\n", "\n", "###Create the hexagonal grid \n", "xv1, yv1 = np.meshgrid(np.arange(0, xsiz*micro, pixelx*micro), np.arange(0, ysiz*micro, pixely*micro))\n", "xv1[::2, :] += pixelx*micro/2\n", "xv = xv1 - center[0]\n", "yv = yv1 - center[1]\n", "\n", "#Calculate the fresnel phase at the hexagonal meshgrid points\n", "fres_hex = moe.sag_functions.fresnel_lens_phase(xv,yv,foc*micro, lda*micro)\n", "\n", "fres_hex = fres_hex-np.min(fres_hex)\n", "\n", "###transform the phase map into [0, 2*pi]\n", "#Attention, fresarray_rad is the 2D phase map WITHOUT being layered -> exact phase value\n", "fphas_hex = fres_hex \n", "\n", "print(fres_hex.shape)\n", "\n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xv,yv,fres_hex, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Phase (rad)')\n", "plt.tight_layout()\n", "\n", "#bins array, with n divisions, for the selection of points\n", "#can be used in conjunction with the generate mask with exact selection of phase contours - see Generate_masks.ipynb\n", "binarray = np.linspace(0,2*np.pi,n-1)\n", "\n", "#digitize the phase into the bins that we want \n", "#attention that the digitize function gives the INDEX of the value in the binarray \n", "newphas = np.digitize(fphas_hex, bins = binarray, right=True)\n", "\n", "diam_mat= fphas_hex\n", "\n", "#To get the correspondent phase and also the diameter we do\n", "for i, iv in enumerate(newphas): \n", " for j, jv in enumerate(newphas[i,:]): \n", " #get the phase corresponding to the digitization\n", " dphas = binarray[newphas[i,j] ] \n", " #get the diameter from the interpolation function \n", " #we clip to avoid the extrapolation at borders \n", " diam_mat[i,j] = np.clip(func(dphas), 0, p) #np.clip(func(dphas ) , 0, p)\n", "\n", "###truncate around radius\n", "diam_mat[np.where(xv**2+yv**2>(xsiz*micro/2)**2)] = 0 \n", " \n", "#check how many levels we actually have\n", "print(np.shape(np.unique(diam_mat)))\n", "\n", "dvarx_hex = diam_mat\n", "\n", "plt.figure()\n", "plt.axis('equal')\n", "plt.pcolormesh(xv,yv,dvarx_hex, cmap=plt.get_cmap(\"Greys\"))\n", "plt.xlabel('x ($\\mu$m)')\n", "plt.ylabel('y ($\\mu$m)')\n", "plt.colorbar(label='Phase(rad))')\n", "plt.tight_layout()" ] }, { "cell_type": "code", "execution_count": 23, "id": "leading-suspension", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:19:53.170524Z", "start_time": "2025-05-26T11:19:51.845177Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:48:59.888313Z", "iopub.status.busy": "2026-02-03T20:48:59.887315Z", "iopub.status.idle": "2026-02-03T20:49:00.246741Z", "shell.execute_reply": "2026-02-03T20:49:00.244746Z", "shell.execute_reply.started": "2026-02-03T20:48:59.888313Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Building the metasurface...\n", "Total of 7 layers.\n", "Building meta-elements in layer 0:\n", "Rotated triangle.gds by 0.0 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.036340\n", "Progress: [####################] 100.0%\n", "So far 2664 elements and counting.\n", "Building meta-elements in layer 1:\n", "Rotated triangle.gds by 9.858805355099946 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.048286\n", "Progress: [####################] 100.0%\n", "So far 4136 elements and counting.\n", "Building meta-elements in layer 2:\n", "Rotated triangle.gds by 12.655386869933984 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.047790\n", "Progress: [####################] 100.0%\n", "So far 5590 elements and counting.\n", "Building meta-elements in layer 3:\n", "Rotated triangle.gds by 14.985112779901062 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.049283\n", "Progress: [####################] 100.0%\n", "So far 7139 elements and counting.\n", "Building meta-elements in layer 4:\n", "Rotated triangle.gds by 17.82544625719349 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.046299\n", "Progress: [####################] 100.0%\n", "So far 8744 elements and counting.\n", "Building meta-elements in layer 5:\n", "Rotated triangle.gds by 20.518971951990604 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.058743\n", "Progress: [####################] 100.0%\n", "So far 10347 elements and counting.\n", "Building meta-elements in layer 6:\n", "Rotated triangle.gds by 25.496621883321634 degrees. Saved in temptriangle2.gds\n", "Elapsed: 0:00:00.050777\n", "Progress: [####################] 100.0%\n", "So far 11934 elements and counting.\n", "Elapsed: 0:00:00.340506\n", "\n", " Saved the metasurface mask with 11934 meta-elements in the file fresnel_metasurface_triangular_hexagonal_instances.gds\n" ] } ], "source": [ "##Hexagonal grid is being used \n", "topcellname = \"TOP\" #name of the gds cell \n", "p=0.27 ##just from example, it is not the same as in func.. \n", "outfilen = \"fresnel_metasurface_triangular_hexagonal_instances.gds\"\n", "smallerdim =0 \n", "\n", "aperture_vals2 =fres_hex\n", "rotation_array = np.unique(diam_mat)\n", "\n", "\n", "moe.metas.metasurface_from_phase_instances(xsiz, ysiz, pixelx, pixely, p, aperture_vals2, topcellname, outfilen, \\\n", " infile=\"triangle.gds\",verbose=False, rotation=rotation_array, scaling=None, grid='hex',\\\n", " mindim = 0.05, smallerdim =0, tempfile=\"temptriangle2.gds\")\n", " " ] }, { "cell_type": "markdown", "id": "manual-inventory", "metadata": {}, "source": [ "## Extra: Large metasurface with pre defined library (Yu et al. 2013)" ] }, { "cell_type": "code", "execution_count": 24, "id": "selected-peace", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:22:50.254956Z", "start_time": "2025-05-26T11:19:53.178526Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:49:00.248732Z", "iopub.status.busy": "2026-02-03T20:49:00.248234Z", "iopub.status.idle": "2026-02-03T20:49:28.320022Z", "shell.execute_reply": "2026-02-03T20:49:28.317036Z", "shell.execute_reply.started": "2026-02-03T20:49:00.248732Z" } }, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "[Create Polygons]\n", "Elapsed: 0:00:17.733168\n", "[Merging polygons]\n", "Elapsed: 0:00:06.360583\n", "[Total time converting to GDS]\n", "Elapsed: 0:00:24.093751\n", "Saving file to fresnel_phase_mask_yu_capasso.gds\n", "Saved fresnel_phase_mask_yu_capasso.gds\n", "[Saving GDS file]\n", "Elapsed: 0:00:00.444049\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "###Reconstructing metalens of Yu et al. 2013, square grid \n", "\n", "foc = 30000 # focal distance in um \n", "lda = 1.55 #wavelength in um \n", "xsiz = 2*450 #um\n", "ysiz = 2*450 #um\n", "p=0.75\n", "pixelx = p \n", "pixely = p \n", "n = 8 # number of gray levels \n", "\n", "#calculation for the number of pixels using the size in x and the periodicity\n", "npix = int(np.round(xsiz/p))\n", "\n", "# Create empty mask\n", "aperture = moe.generate.create_empty_aperture(0, xsiz*micro, npix, 0, ysiz*micro, npix,)\n", "center = (xsiz*micro/2, ysiz*micro/2)\n", "\n", "# and truncate within radius\n", "mask = moe.generate.fresnel_phase(aperture, foc * micro, lda * micro, radius=xsiz/2*micro, center = center, )\n", "moe.plotting.plot_aperture(mask, )\n", "\n", "mask.discretize(n)\n", "\n", "max1 = np.max(mask.aperture)\n", "\n", "\n", "level_increment = np.diff(np.unique(mask.aperture))[0]\n", "level_increment\n", "max_mask = np.max(np.unique(mask.aperture))\n", "trunc_value = max_mask + level_increment \n", "\n", "mask2 = moe.generate.truncate_aperture_radius(mask, radius =xsiz/2*micro, center=center, truncate_value=trunc_value)\n", "moe.plotting.plot_aperture(mask2,)\n", "\n", "mask2.discretize(n+1)\n", "\n", "fig = plt.figure()\n", "plt.imshow(mask2.aperture)\n", "\n", "gdsmask = moe.GDSMask(mask, verbose=False)\n", "gdsname = 'fresnel_phase_mask_yu_capasso.gds' # name of gds file\n", "# Create layout and merge polygons together\n", "gdsmask.create_layout(mode = \"raster\", merge=True) # or mode =\"contour\"\n", "gdsmask.write_gds(gdsname)\n", " \n", " \n", "width = 0.05 #um \n", "lengtharray = np.array([0.085,0.18,0.14,0.13]) #um\n", "deltas = np.array([175, 79,68, 104 ]) #degs\n", "angles = np.array([-45, 225]) #degs\n", "elements= [] \n", "\n", "nindex =0\n", "for angle in angles: \n", " for il, delta in enumerate(deltas): \n", " elements = np.append(yu_capasso_library_element(cellname, width, lengtharray[il], delta, angle, nind=nindex, save=True), elements)\n", "\n", " nindex = nindex + 1 \n", " \n", " \n", "##organize the meta-elements to match the reported phases in fig 16\n", "elements = np.flip(elements)\n", "gdspyelementarray = [elements[4], elements[5], elements[6], elements[7], elements[0], elements[1], elements[2], elements[3] ]\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": 25, "id": "advisory-exploration", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:29:48.083132Z", "start_time": "2025-05-26T11:22:50.269965Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:49:28.321516Z", "iopub.status.busy": "2026-02-03T20:49:28.321018Z", "iopub.status.idle": "2026-02-03T20:51:04.342080Z", "shell.execute_reply": "2026-02-03T20:51:04.341083Z", "shell.execute_reply.started": "2026-02-03T20:49:28.321516Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Custom metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:10.914598\n", "Building meta-elements in layer 1:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:10.958898\n", "Building meta-elements in layer 2:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:11.006194\n", "Building meta-elements in layer 3:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:11.091320\n", "Building meta-elements in layer 4:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:11.081861\n", "Building meta-elements in layer 5:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:10.989270\n", "Building meta-elements in layer 6:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:13.306101\n", "Building meta-elements in layer 7:\n", "Progress: [####################] 100.0%\n", "Elapsed: 0:00:16.494107\n", "Elapsed: 0:01:35.924485\n", "\n", " Saved the metasurface mask with 1128984 meta-elements in the file fresnel_metasurface_yu_capasso.gds\n" ] } ], "source": [ "#Build the metasurface \n", "topcellname = \"TOP\" #name of the gds cell \n", "outfile = \"fresnel_metasurface_yu_capasso.gds\"\n", "\n", "moe.metas.metasurface_from_phase(xsiz, ysiz, pixelx, pixely, p, mask2.aperture, topcellname, outfile, rotation=None,\\\n", " scaling= None, gdspyelements=gdspyelementarray, verbose=False, grid='square', largest_phase=max1 )" ] }, { "cell_type": "code", "execution_count": 26, "id": "threatened-modification", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:30:29.794926Z", "start_time": "2025-05-26T11:29:48.088123Z" }, "code_folding": [], "execution": { "iopub.execute_input": "2026-02-03T20:51:04.343575Z", "iopub.status.busy": "2026-02-03T20:51:04.343074Z", "iopub.status.idle": "2026-02-03T20:51:15.473223Z", "shell.execute_reply": "2026-02-03T20:51:15.472227Z", "shell.execute_reply.started": "2026-02-03T20:51:04.343575Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Custom metasurface\n", "Building the metasurface...\n", "Total of 8 layers.\n", "Building meta-elements in layer 0:\n", "Elapsed: 0:00:01.019027\n", "Progress: [####################] 100.0%\n", "So far 129612 elements and counting.\n", "Building meta-elements in layer 1:\n", "Elapsed: 0:00:01.086233\n", "Progress: [####################] 100.0%\n", "So far 259232 elements and counting.\n", "Building meta-elements in layer 2:\n", "Elapsed: 0:00:01.135018\n", "Progress: [####################] 100.0%\n", "So far 388928 elements and counting.\n", "Building meta-elements in layer 3:\n", "Elapsed: 0:00:01.192765\n", "Progress: [####################] 100.0%\n", "So far 518544 elements and counting.\n", "Building meta-elements in layer 4:\n", "Elapsed: 0:00:01.339622\n", "Progress: [####################] 100.0%\n", "So far 648232 elements and counting.\n", "Building meta-elements in layer 5:\n", "Elapsed: 0:00:01.412302\n", "Progress: [####################] 100.0%\n", "So far 777752 elements and counting.\n", "Building meta-elements in layer 6:\n", "Elapsed: 0:00:01.657226\n", "Progress: [####################] 100.0%\n", "So far 934468 elements and counting.\n", "Building meta-elements in layer 7:\n", "Elapsed: 0:00:02.085844\n", "Progress: [####################] 100.0%\n", "So far 1128984 elements and counting.\n", "Elapsed: 0:00:11.027101\n", "\n", " Saved the metasurface mask with 1128984 meta-elements in the file fresnel_metasurface_yu_capasso_instances.gds\n" ] } ], "source": [ "outfile2 = \"fresnel_metasurface_yu_capasso_instances.gds\"\n", "moe.metas.metasurface_from_phase_instances(xsiz, ysiz, pixelx, pixely, p, mask2.aperture, topcellname, outfile2,\\\n", " gdspyelements=gdspyelementarray, infile=None, verbose=False, rotation=None, \\\n", " scaling=None, grid='square',tempfile=\"tem_inst.gds\", \\\n", " largest_phase=max1 )" ] }, { "cell_type": "markdown", "id": "indoor-bargain", "metadata": { "ExecuteTime": { "end_time": "2022-12-14T12:59:48.122060Z", "start_time": "2022-12-14T12:59:48.104056Z" } }, "source": [ "## Extra: merge layers in .gds metasurface file" ] }, { "cell_type": "code", "execution_count": 27, "id": "spectacular-index", "metadata": { "ExecuteTime": { "end_time": "2025-05-26T11:31:08.718363Z", "start_time": "2025-05-26T11:30:29.845916Z" }, "execution": { "iopub.execute_input": "2026-02-03T20:51:15.474219Z", "iopub.status.busy": "2026-02-03T20:51:15.474219Z", "iopub.status.idle": "2026-02-03T20:51:41.141565Z", "shell.execute_reply": "2026-02-03T20:51:41.140071Z", "shell.execute_reply.started": "2026-02-03T20:51:15.474219Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Merged layers in fresnel_metasurface_yu_capasso_instances_merged.gds\n" ] } ], "source": [ "import pyMOE.gds_klops as gdsops\n", "\n", "#take inputfile as the previous big metasurface with instantiated cells \n", "inputfile = \"fresnel_metasurface_yu_capasso_instances.gds\"\n", "outputfile = \"fresnel_metasurface_yu_capasso_instances_merged.gds\"\n", "cellname = \"TOP\" #name of the gds cell \n", "layer = int(0)\n", "datatype = int(0)\n", "\n", "moe.gdsops.merge_layer(inputfile, cellname, layer, datatype ,outputfile )\n" ] }, { "cell_type": "markdown", "id": "every-gathering", "metadata": { "ExecuteTime": { "end_time": "2022-12-14T10:58:40.846678Z", "start_time": "2022-12-14T10:58:10.310408Z" } }, "source": [ "As a final note: for mask generation, and to understand where the elements are positioned within the layer, using instantiation is much faster, clean and results in smaller filesizes. Nevertheless, when flattening and merging, both instantiated and non-instantiated files result in same filesize." ] }, { "cell_type": "code", "execution_count": null, "id": "defensive-honey", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "still-canyon", "metadata": {}, "outputs": [], "source": [] } ], "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": "3.11.5" } }, "nbformat": 4, "nbformat_minor": 5 }