{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Preventing stuck particles\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "In [another notebook](https://docs.oceanparcels.org/en/latest/examples/documentation_stuck_particles.html), we have shown how particles may end up getting stuck on land, especially in A gridded velocity fields. Here we show how you can work around this problem and how large the effects of the solutions on the trajectories are.\n", "\n", "Common solutions are:\n", "\n", "1. [Delete the particles](#1.-Particle-deletion)\n", "2. [Displace the particles when they are within a certain distance of the coast.](#2.-Displacement)\n", "3. [Implement free-slip or partial-slip boundary conditions](#3.-Slip-boundary-conditions)\n", "\n", "In the first two of these solutions, kernels are used to modify the trajectories near the coast. The kernels all consist of two parts:\n", "\n", "1. Flag particles whose trajectory should be modified\n", "2. Modify the trajectory accordingly\n", "\n", "In the third solution, the interpolation method is changed; this has to be done when creating the `FieldSet`.\n", "\n", "This notebook is mainly focused on comparing the different modifications to the trajectory. The flagging of particles is also very relevant however and further discussion on this is encouraged. Some options shown here are:\n", "\n", "1. Flag particles within a specific distance to the shore\n", "2. Flag particles in any gridcell that has a shore edge\n", "\n", "As argued in the [previous notebook](https://docs.oceanparcels.org/en/latest/examples/documentation_stuck_particles.html), it is important to accurately plot the grid discretization, in order to understand the motion of particles near the boundary. The velocity fields can best be depicted using points or arrows that define the velocity at a single position. Four of these nodes then form gridcells that can be shown using tiles, for example with `matplotlib.pyplot.pcolormesh`.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from copy import copy\n", "from datetime import timedelta as delta\n", "\n", "import cmocean\n", "import matplotlib.gridspec as gridspec\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import numpy.ma as ma\n", "import xarray as xr\n", "from matplotlib.colors import ListedColormap\n", "from matplotlib.lines import Line2D\n", "from netCDF4 import Dataset\n", "from scipy import interpolate\n", "\n", "from parcels import (\n", " AdvectionRK4,\n", " Field,\n", " FieldSet,\n", " Geographic,\n", " GeographicPolar,\n", " JITParticle,\n", " ParticleSet,\n", " ScipyParticle,\n", " Variable,\n", ")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Particle deletion\n", "\n", "The simplest way to avoid trajectories that interact with the coastline is to remove them entirely. To do this, all `Particle` objects have a delete function that can be invoked in a kernel using `particle.delete()`\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Displacement\n", "\n", "A simple concept to avoid particles moving onto shore is displacing them towards the ocean as they get close to shore. This is for example done in [Kaandorp _et al._ (2020)](https://pubs.acs.org/doi/10.1021/acs.est.0c01984) and [Delandmeter and van Sebille (2018)](https://gmd.copernicus.org/articles/12/3571/2019/). To do so, a particle must be 'aware' of where the shore is and displaced accordingly. In Parcels, we can do this by adding a 'displacement' `Field` to the `Fieldset`, which contains vectors pointing away from shore.\n", "\n", "**Step 1:** Import a velocity field - the A gridded SMOC product\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "file_path = \"SMOC_20190704_R20190705.nc\"\n", "model = xr.open_dataset(file_path)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# define meshgrid coordinates to plot velocity field with matplotlib pcolormesh\n", "latmin = 1595\n", "latmax = 1612\n", "lonmin = 2235\n", "lonmax = 2260\n", "\n", "# Velocity nodes\n", "lon_vals, lat_vals = np.meshgrid(model[\"longitude\"], model[\"latitude\"])\n", "lons_plot = lon_vals[latmin:latmax, lonmin:lonmax]\n", "lats_plot = lat_vals[latmin:latmax, lonmin:lonmax]\n", "\n", "dlon = 1 / 12\n", "dlat = 1 / 12\n", "\n", "# Centers of the gridcells formed by 4 nodes = velocity nodes + 0.5 dx\n", "x = model[\"longitude\"][:-1] + np.diff(model[\"longitude\"]) / 2\n", "y = model[\"latitude\"][:-1] + np.diff(model[\"latitude\"]) / 2\n", "lon_centers, lat_centers = np.meshgrid(x, y)\n", "\n", "color_land = copy(plt.get_cmap(\"Reds\"))(0)\n", "color_ocean = copy(plt.get_cmap(\"Reds\"))(128)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 2:** Make a landmask where `land = 1` and `ocean = 0`.\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def make_landmask(fielddata):\n", " \"\"\"Returns landmask where land = 1 and ocean = 0\n", " fielddata is a netcdf file.\n", " \"\"\"\n", " datafile = Dataset(fielddata)\n", "\n", " landmask = datafile.variables[\"uo\"][0, 0]\n", " landmask = np.ma.masked_invalid(landmask)\n", " landmask = landmask.mask.astype(\"int\")\n", "\n", " return landmask" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "landmask = make_landmask(file_path)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Interpolate the landmask to the cell centers\n", "# only cells with 4 neighboring land points will be land\n", "fl = interpolate.RectBivariateSpline(\n", " model[\"latitude\"], model[\"longitude\"], landmask, kx=1, ky=1\n", ")\n", "\n", "l_centers = fl(lat_centers[:, 0], lon_centers[0, :])\n", "\n", "# land when interpolated value == 1\n", "lmask = np.ma.masked_values(l_centers, 1)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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Bqm7dumrq1KkVxi+Leer/Q2RkpDIYDJ5tCQkJKi0tTXdZ7Ha7GjBggAKUv7+/WrRoUaWvSQghxIVNRuSFEEJcEBo3bszGjRsZNmwYycnJKKWwWq0MGjSIVatWccUVV3j2rWgEslWrVvz2228MHjyYmJgY3G43UVFRPProo6xfv56mTZtWSznr1q3L2rVrmTJlCv369SM+Pp6CggLsdjt169bl5ptvZuLEiZdNYrGwsDBWrFjBk08+SXJyMkajEZPJRI8ePfjqq6/4z3/+c16fPzIykhUrVvDKK6/QuHFjDAYDJpOJa665hh9//JFHHnnkvD5/VcaMGcOUKVPo0KED/v7+OBwOGjRowD/+8Q/WrVtX6ZKLN954I1OmTGHo0KG0bNmS0NBQcnJyCA4OpkOHDrz66qts2bKFxo0b6y6L2Wzm66+/ZtCgQRQVFdGvXz9++OGH6nqpQggh/kKaUudpLRghhBCiGv3444/06dMHPz8/8vLyMJvNNV0kIYQQQogaISPyQgghLnhKKU+W7l69ekknXgghhBCXNenICyGEuCAsWbKEJ598krVr11JUVASUdOB///13brjhBhYvXoymaTz77LM1XFIhhBBCiJolU+uFEEJcEGbNmsXNN9/s+Ts8PJyioiJPdnRN03jrrbcYPnx4TRVRCCGEEOKCIB15IYQQF4SMjAz++9//snjxYvbs2cPx48dRSpGQkEC3bt147LHHaNeuXU0XUwghhBCixklHXgghhBBCCCGEuIjIPfJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRDryQgghhBBCCCHERUQ68uKy0aZNGzRNY+nSpeUey8vLIyIiguXLl1cZZ+/evWiaxrfffnseSnnp+uOPP+jUqRMBAQFomkZ2dnZNF4mlS5eiaRpr166t6aJUC6mbQlzeRo8ejaZpnh9/f39SU1MZP348SinPfr60eRe7vXv3Mnr0aA4fPuzTccOHD0fTNEaPHn1+ClaBHj160K9fvyr3CwoK+kvLdSkYPXo0K1asOKtjZ82axYcfflhhzKCgoHMtmm7Vec0yefJkr8+K8PBwOnfuzOzZs6uhpNWnrJyZmZk1XZQLknTkxWVh27ZtrFu3DoCpU6eWezw4OJhHH32U559//q8u2mXj0UcfxeVyMW/ePFauXElwcHBNF0kIIS45/v7+rFy5kpUrVzJv3jxuuOEGnnrqKT744APPPpdTm7d3715eeeUVnzrybrebr7/+Gqj4muF8+fDDD3n77bf/sue7nLzyyivV3pF/4IEHWLJkybkWTbc2bdqwcuVKmjRpUm0xFyxYwMqVK5kyZQpWq5WbbrqJBQsWVFt8cX5JR15cFqZOnYrRaKRXr158++232O32cvvcd999LFu2zNPhF9UrLS2Na6+9lquuuopOnTphNBprukjVRimFzWar6WIIIQQGg4FOnTrRqVMnevbsyZgxY7jqqquYMWOG134XQptXVFTk0/a/ypIlSzh8+DB9+/Zl165d/Pbbb+f1+cpeb9OmTUlJSTkvz2G323G73ecldpnLrS2sXbs27du3/8ueLyQkhE6dOhEYGFhtMdu2bUunTp244YYbmD17NmFhYbz//vvnFLO4uLiaSieqIh15cVn48ssv6dmzJ8OHDyc7O5v58+eX26du3bq0bduWzz77zOf4U6ZMoWvXrkRERBAeHk6PHj3KNfynTmE69Wf06NFs3LgRTdNYtGiR1zFut5vExESGDx9e6XNXNBVv7dq15W4jmDhxIqmpqfj7+xMZGUnXrl1Zs2aN53GlFG+99RaNGjXCz8+PevXqMW7cOF2vf9asWbRu3Rqr1UpcXByPPvoo+fn5wJ9TwXJycnj11VfRNI0ePXpUGkvTNMaMGcOzzz5LdHQ0wcHB3HvvveTl5Xntl52dzeOPP07t2rXx8/Ojbt265UaXPv74Y5o0aYKfnx+JiYm8+OKLOJ3OM76W4uJinn76aWrVqoWfnx/Nmzfnyy+/9Nrn3nvvpVmzZsyfP5+WLVvi5+fH7NmzPdPsfv/9dzp27Ii/vz+tW7fm999/p7i4mIcffpiIiAhq167N+PHjyz33ypUr6dmzJ4GBgYSGhnLHHXdw7Ngxr33GjBlDgwYNsFqtxMTE0Lt3b9LT08u9hscee4zw8HDi4+N55plnqnzdQohLV3BwMA6Hw2ubL21edXzelk2RXblyJVdffTWBgYE888wznjZi3rx5DBw4kJCQEG699VbP8z7yyCPEx8fj5+dH27Zt+eGHH8qVb968eVxxxRUEBAR42uB169axdOlSrrrqKgDat2/vaXerMnXqVIKDg5k0aRIWi6VcG1CZnJwc7rrrLoKDg4mOjubZZ59lzJgxXs95ptdbUXv+3Xff0bhxY6xWKx06dPBqt88kOTmZxx57jLFjx5KUlIS/vz8nTpwASt6LFi1aYLVaqVWrFi+88EKF79WqVavo2bMnAQEBJCcnM3HiRK/nqKwthOppz2w2G//4xz9ISkrCz8+PJk2aVNoeL126lNatWxMYGEiHDh34/fffPfuUnf8RI0Z46kDZ9dHbb79N+/btCQ0NJSYmhn79+rFjxw6v+J999hlbtmzxHHvvvfcCFU+t379/P7feeithYWEEBATQs2fPclPhy96b999/n6SkJEJDQ+nfvz/Hjx8/43ta0dR6TdN48803GTVqFLGxsURFRTF06FAKCgrOGKsiwcHBNGzY0PMe6Lm2LTsHv/32G507d8ZqtfLee+8BJQM4AwYMICIigoCAAFq2bMlXX33lOfZsrzv1XAddNpQQl7iVK1cqQE2cOFE5HA4VFRWlBg4cWOG+w4YNU02bNj1jvPT0dAWo//3vf55tr7zyivroo4/UokWL1Pz589Vdd92l/Pz81Pbt273KcerPK6+8ogD15ZdfKqWU6tixoxo8eLDXc33//fcKUJs3b660PN27d1fXX3+917Y1a9YoQC1ZskQppdTPP/+sAPXMM8+on376Sc2dO1e9/PLL6ocffvAc8/jjjyt/f3/12muvqR9//FG98sorymw2q3//+99nPB/fffed0jRNDRo0SM2fP1+9//77Kjg4WPXq1UsppVROTo5auXKl8vf3V/fff79auXKl2rJlS6XxAJWQkKD69eun5s2bp95//30VFBSkbrvtNs8+xcXFqnXr1io8PFyNHz9eLV68WE2ePFk98MADnn3effddBahHHnlELViwQP3zn/9UZrNZ3XfffZ59lixZogC1Zs0az7YBAwYoq9Wq3nrrLbVgwQJ17733KkBNmTLFs8+QIUNUeHi4atCggZo8ebJavHix2rFjhxo1apSyWCyqRYsWatKkSWrevHmqWbNmKjExUd1xxx3qqaeeUj/88IN69NFHFaCWL1/uiblixQplsVhU//791Zw5c9S0adNUgwYNVMeOHT37fPbZZ8pkMqnXX39dLVmyRM2aNUs9/fTTav369UqpP+tmYmKievzxx9UPP/ygRo0apYAq30chxMVv1KhRKjAwUDkcDuVwOFROTo763//+pywWixo/fny5/fW0edX1eTtp0iQFqLp166o33nhD/fTTT2rlypWez+FatWqp5557Ti1atEj99NNPymazqXbt2qk6deqoTz/9VC1YsEDdddddymQyqY0bN3riTps2TWmapvr3769mzpyp5s2bp/7xj3+oOXPmqJycHPXBBx8oQE2aNMnT/lb1ekNDQ9U999yjlFLqpptuUrGxscrpdFZ5/m+++WYVGhqqPvzwQzVv3jx14403qtq1a6tTL7cre71KlW/P161bp4xGo6c9fO+991RycrKyWCxq1KhRZyxLUlKSiouLU1deeaWaOXOmmj17tsrPz1dvv/22MhqN6plnnlE//PCDmjBhggoKClLPPfdcufcqKSlJvf76615t4ffff+/Zr7K2sDraM6WUuvHGG1VERISaMGGC+uGHH9STTz6pNE1T8+fP9ypDZGSkat68uZo6daqaM2eOSk1NVXXq1FF2u10p9ed14OOPP+6pAzk5OUoppZ588kk1efJktWTJEvXdd9+pa6+9VkVGRqoTJ04opZTatWuXuu6661S9evU8x+7atUsp9ef/W5nc3FyVnJyskpKS1BdffKFmzZqlunTpogIDA1VaWprXe1OnTh3Vp08fNWfOHDVp0iQVGhrqdZ1TkYquWQBVp04ddccdd6jvv/9ejR8/XlksFq/3syJl7/Hx48c925xOp4qLi1O9e/dWSum7th01apQym82qQYMG6oMPPlBLlixR69evVzt27FChoaGqWbNm6vPPP1c//vijGjdunBozZoznWD3XnaeXU0+9uZxIR15c8h577DHl5+ensrOzlVJKPfLII8pqtXo+xE81ceJEpWmays3NrTReRR35U7lcLuVwOFRKSop6/vnnK9xnx44dKjw83OtC6L///a+yWq3q5MmTnm233nqrV8NXET0d+bFjx6qIiIhKY+zatUtpmqY++ugjr+0jRoxQcXFxyuVyVXps69atVYcOHby2ffnll17Pr5RSgYGBVV54KKU8F3qnXjT997//VZqmeRrCjz/+WAFqxYoVFcZwOp0qKipK3XrrrV7bX3/9daVpmtq9e7dSqnyjuGHDBgWoDz74wOu4Pn36qKSkJM/fQ4YMUYBavXq1135lneZTL3TmzJmjAK8G2ul0qpiYGPXkk096tl155ZWqS5cuyu12e7Zt3rxZaZqm5s2bp5RS6tFHH1Vt2rSp5Mz9WTdPf91XXHGF54sVIcSlq+wz6PSfe++91+uzpYyeNq+6Pm/LLsjffPNNr/3KPocfeeSRcmUzmUzlvvjt0KGD57ncbreqXbu26tu3b6Xlr6jzcybffvutAtSCBQuUUkp98803ClALFy4843Fbtmwp96Wv0+lU9erVq7Ajf/rrVap8e37bbbeVaw8/+ugjBejqyEdFRamCggLPttzcXBUUFFTu2uSDDz5Q/v7+KjMzUyn153v10ksvee3XrVs31blzZ8/flbWF1dGe/fTTTxWe91tvvVW1b9/eqwyapnkNePz4448KUMuWLfNsA9TYsWMrfT6lSt6vwsJCFRQU5HU9NGTIEJWamlpu/9M78hMmTChXlry8PBUREaGGDBni2ZaUlKRq166tiouLPdteeOEFZTabz3i9VVlH/tTzoZRSd955p6pfv/4ZX2vZe5yRkaEcDoc6fPiwZ5Dh9GtBpSq/ti37zPnmm2+89r/jjjtUdHR0hdfaSum/7jy9I19VvbncyNR6cUlzuVx88803XH/99YSGhgJw5513UlxcXO5+QYCoqCiUUhw9etSn50lLS+Pmm28mNjYWo9GI2Wxm+/btXtOzyuTm5nLTTTfRuHFjr+RDgwcPxmw2e6aNnThxgtmzZ3P//ff7VJaKtGnThpMnT3Lvvffy448/UlhY6PV42ZT+W265BafT6fnp1asXGRkZHDhwoMK4+fn5rF+/nkGDBnltv/XWWzGZTCxbtuysynvDDTd43UM/YMAAlFKeKV2LFy+mSZMmdO7cucLjt23bRmZmJrfddpvX9ttvvx2lVKWZmsvKW9Fx+/bt8zoPUVFRdOjQoVwMg8FAz549PX83atQIgN69e3u2GY1G6tev74lXWFjI8uXLufXWW3G5XJ7zn5KSQnx8vGcqZZs2bVi3bh3Dhw/n119/LTdVtkyfPn28/m7atCkHDx6scF8hxKXF39+fNWvWsGbNGn799VcmTJjAzJkz+fvf/15uXz1tXnV/3l533XUVxjl9+w8//EDz5s1p1KhRuXap7DNx+/btHDx4kPvuu6/S8vtq6tSpnum6UNIehYSEVDm9vqxMN954o2eb0WisNAt9ZefhVKtXry7XHg4cOLDK48r06NGDgIAAz98rVqwgPz+fW2+91euc9uzZk6KiIjZv3ux1/M0331zu77Vr1+JyuTzbTm8Lq6s9++GHH4iIiKBnz57l3v9169Z5lSEhIYHU1FTP302bNgXQ1e6tWrWKq6++msjISEwmEwEBAeTn51d4/VaVZcuWkZqa6lWWoKAgbrjhhnLXQ927d8fPz8+rzA6Ho9ztB3qcS5sfFxeH2WwmISGBiRMn8uKLL/Lggw8Cvl3bnl6fFy9e7Ll1pCJne92p9zrociEdeXFJ+/HHHzl27Bg33HAD2dnZZGdn07RpU2rXrl1hJlqr1Qr4lmgnLy+PPn36sG/fPt555x2WLVvGmjVraNmyZbmEH263mzvvvJPs7GymT5+OxWLxPBYYGMjtt9/Op59+CsAXX3yByWRi8ODBZ/PSvfTs2ZPPP/+cLVu20LdvX6Kiorjnnns4efIkAJmZmSiliIqKwmw2e36uueYagEo/ULOzs1FKERcX57XdZDIRGRnpie+rmJgYr7/Dw8Mxm80cOXIEKPmSIyEhodLjs7KyAMqVq+zvysqVlZXlKXtVx51exjL+/v5e72vZ72FhYV77WSwWT/3IysrC5XLx1FNPeZ1/s9nM4cOHPef/3nvvZdy4cSxcuJBu3boRHR3NE088Ua6+num5hBCXNoPBQLt27WjXrh1XXHEFw4YN46WXXuLjjz9my5YtXvvqafOq+/O2ss/O07dnZmaybt26cp+Jb7zxhuczseye7zOVzxc5OTnMnz+fG264gby8PLKzsykuLubaa69lxowZZzxPR44cwWw2ewYNKntdVW0/Pebp+0VERGAymXS8morPKZR0hk49p2VZ0E9v608/PiYmBofD4bUU2On7VFd7lpmZycmTJ8vF+Pvf/47T6fRcD0DFbR5UnXRt//799OnTB5fLxUcffcTy5ctZs2YNMTExZ9VmZmVllfs/gJL/hdP/D862zBWpKJbepIOLFi1izZo17Nq1i9zcXE8uI1+ubQMCAsol4Kvqc+Nsrzv1XgddLvR9EghxkSrrrA8dOpShQ4d6PXb48GEyMjK8PnTLLkhO78idycqVKzl48CBz586lZcuWnu05OTnUrl3ba98XXniBH374gZ9//pn4+PhysR588EE+/vhj1q9fz6RJk7j11lurXKbNarWWy8JfUUf1rrvu4q677iIzM5PvvvvO08h++umnREREoGkav/76q1cntExlWXTDwsLQNK3caI7T6eTEiRNEREScseyVOf0b6aysLBwOh+ecRUZGsnHjxkqPL3ve08uVkZHh9XhFxzmdTk6ePOm1T0XH6UmYpFfZefzHP/5B//79yz0eFRUFlFygP/HEEzzxxBMcOnSIadOmMXLkSKKionjppZeqrTxCiEtL2Qjl5s2bvUYL9bR51f15W9ln5+nbIyIiaNGihefL7crKBvi8Rnxlvv32W2w2G59++mmFzztnzpxyM9DKxMfH43A4yMnJ8erMVzbCqqcNiY+PL3f8yZMndScvreicAsyYMYM6deqU279u3bpefx87doxatWp5/W02mz1tUkXPUV3tWUREBNHR0RUmJwZ9X4RUZcGCBeTn5zNjxgxPZ7jsGuBsREREsG3btnLbMzIyzvp66Hxr2bKl1/tZxpdr24rqcmRk5Bn/L8/2ulOug7zJiLy4ZBUWFjJr1iz69+/PkiVLvH6++eYb3G4306ZN8zomPT2d0NDQCr9RrUzZt4CnfhCtWLGCvXv3eu03bdo0xowZw4cffkinTp0qjNWuXTtatWrFE088wYYNG3RNq69duzbbt29HKeXZ9uOPP1a6f1RUFPfffz9XX301aWlpAPTq1Qso+Qa1bCTn1J/KvkwICgqiVatWfPPNN17bp0+fjtPppFu3blWWvyJz5szxmjY3Y8YMNE3zLPPSu3dv0tLSWLVqVYXHp6SkEB0dXa5cX3/9NZqm0bVr1wqPK9te0XFJSUkVXvhUh8DAQDp37kxaWlqF5z85ObncMbVq1eLpp5+mRYsWnvdRCCEqUjZl+vQLdj1t3vn6vK1K79692bNnDwkJCRV+LpY9d+3atZk0aVKlcXwZ6Zw6dSrJycnlrhmWLFlCQkLCGafXl7VP3333nWeby+Vizpw5ul5vRTp06FCuPfz222/POl6XLl0ICAjg4MGDFZ7T07/QmTlzZrm/27Zte8blY6urPevduzfHjx/HYrFUGKeizt+ZmM3mcnWgqKgITdMwm82ebd988025L0r0zmrr2rUrmzdvZuvWrZ5tBQUFzJ0796yvh2qK3mvbyvTu3Ztvv/223IpDZc72uvNUch0kI/LiEjZ79mzy8/MZNmxYhcudtW/fnqlTp/Lkk096tq1Zs4YuXbpgMOj/jqtTp04EBQXx6KOPMnLkSA4dOsTo0aO9vsXes2cP9913H1dddRWpqaleF0S1a9f2+nbzwQcf5NFHH6VRo0a6LoAGDhzIp59+yuOPP07//v1Zvnx5ufv/R40axYkTJ+jRowcxMTFs2rSJBQsWeJa1a9SoEY8++ih33303I0aMoGPHjjgcDnbs2MGSJUuYNWtWpc8/evRo+vfvz+23386QIUPYs2cPzz//PL169TrjMnNnYrPZ6N+/P4888gjp6ek899xzDBw40DP97+677+bDDz+kX79+jBo1imbNmnHo0CF++eUXPv74Y4xGIy+//DKPP/440dHR3HDDDfzxxx+MGjWKoUOHlht1KNOiRQtuueUWhg8fTmFhIampqXzzzTcsWLCAKVOmnNVr0Wvs2LH07NmT2267jcGDBxMeHs7Bgwf58ccfGTp0KD169OChhx4iPDycTp06ER4ezvLly9mwYQOPPPLIeS2bEOLi4Xa7PW2M3W7n999/57XXXqNp06ZceeWVXvvqafPO1+dtVe655x4++ugjevTowTPPPEOjRo3Izs5m3bp12O123njjDTRN46233uL222/nlltu4Z577sHPz4+VK1fSvn17+vXrR6NGjTAajUycONFzn2/ZFwGnOnz4MD///DMvvvhihW3XnXfeyYQJE8jKyiI8PLzc402bNuXmm29m2LBhFBYWkpSUxH/+8x8cDsdZz+AaOXIk7du397SHe/bs4a233vK5E1smNDSU//u//+PZZ5/l4MGDXHXVVRgMBvbs2cN3333H9OnTve6pnzJlCv7+/rRp04Zp06axbNky5s2bV+XzVEd7dvXVV3PDDTdwzTXX8Oyzz9KiRQsKCgrYsmULu3bt4r///a9Pr71JkyZ89913dOvWjcDAQFJSUjz5bIYOHcpDDz3E1q1beeutt8pNVW/SpAkTJ07kq6++omHDhkRFRVX4hcTQoUMZN24c/fr147XXXiMoKIg333yToqIiRo4c6VN5a5qea9szGTVqFHPnzqVr1648++yzxMfHs3XrVgoLC3n22WfP+rpTroNOU2Np9oQ4z/r166cSExMrzNSrlFLvv/++AjzLaNhsNhUWFqY+/fTTM8atKGv9999/r1JTU5XValUtWrRQ8+fP98o+W5ZptKKf0zPPHj58WAHqX//6l+7X+uabb6o6deqowMBANWjQILVw4UKvrPFz5sxRvXr1UtHR0crPz0/Vr19fjRo1SjkcDk8Mt9ut3nvvPdWsWTNlsVhUeHi46tSpk3rnnXeqfP4ZM2aoVq1aKYvFomJiYtQjjzyi8vLyvPbxJWv9G2+8oYYPH64iIiJUUFCQuvvuu8tlPj158qR6+OGHVVxcnLJYLKpevXrqhRde8NrnP//5j0pJSVFms1nVrl1bvfDCC16vuaIMsEVFRWr48OEqPj5emc1mlZqaqr744guvuHoz2CpV+SoHla02cN1116nQ0FDl7++vGjZsqP7+97+rAwcOKKWUmjx5srriiitURESEslqtqmnTpurdd9+t8rkeffRRr6z7QohL0+lZ600mk6pbt6565JFH1NGjR7321dvmKVU9n7cVLXel1Jmzyufk5KinnnpKJSYmKrPZrOLj49V1112n5s6d67Xf7NmzVceOHZXValVhYWGqZ8+eat26dV5lq1evnjKZTKqyS9+33npLAZ6lxU63efPmSjN6l8nKylJ33nmnCgwMVJGRkWr48OFq5MiRKiwsTNfrrahdmDFjhmrUqJHy8/NTbdu2VatWrdLVniYlJalHH320wse++uor1b59e+Xv769CQkJU69at1UsvveR5v8reqxUrVqju3bsrq9WqEhMT1ccff+wVp7K2UKlzb8+UKqmjr7zyimrYsKGyWCwqOjpaXXXVVeWWgz29DMePH/csOVhm2bJlqk2bNsrf39/r+uizzz5T9erVU1arVXXq1En99ttv5c5dTk6OGjx4sIqMjFSAJwN9RW3+vn371MCBA1VISIjy9/dXPXr0UL/99pvXPhW9N//73/8UoNLT0ys8n0pVnrX+9Gz8Y8eOrbSel6ns//FUVV3bKlXxOSizZcsWdeONN6qQkBAVEBCgWrVqpaZNm+Z5XM915+nl1FNvLieaUqfMxxXiMjZ79mzuvvtuDh06RFBQUI2VY+LEiTz00EMcOHDApyn+lwpN0xg7dizPPPNMTRdFCCEuWRdKm3ep69q1K2azmSVLltR0UXSbPHkyQ4cO5fjx4xXePy2EuDDI1HohSo0bN46nn366xi5o9u7dy86dO3n11Ve57bbbLstOvBBCiL9GTbd5l6Lp06ezf/9+zzTwL7/8kuXLl5e711wIIaqDdOSFoGQ99B49evDUU0/VWBlGjx7Nl19+SZcuXXj77bdrrBxCCCEubRdCm3cpCgoK4vPPP2fnzp3Y7XYaN27MF198UWH2diGEOFcytV4IIYQQQgghhLiIyPJzQgghhBBCCCHERUQ68kIIIYQQQgghxEVEOvJCCCGEEEIIIcRFRJLdVcDtdnP48GGCg4PRNK2miyOEEEKglCIvL4+EhAQMBvkevjpIey+EEOJC4ktbLx35Chw+fJg6derUdDGEEEKIcg4cOEDt2rVruhiXBGnvhRBCXIj0tPXSka9AcHAwAHcSiAX5hl4IIUTNs6OYSoGnjRLnTtp7IYQQFxJf2nrpyFegbHqdBU0adiGEEBcUmQJefaS9F0IIcSHS09ZLR95H5sBAghPi0OT+xMuScrvJO5yBo6CgposihBDifNE0AqIisYaHomnS3l9ulHJTnJVDYeYJUKqmiyOEEBWSjrwPanVsR99xr2O0mGu6KKIGuewOFj71Dw6tXlvTRRFCCFHNgmvF02P088S1bl7TRRE1LGPdRpaOHkPeoSM1XRQhhChHOvI6mQMD6TvudcIiwkmoVUsyBl+m3G43hw8dou+41/n86ptlZF4IIS4hBrOZgdMm4hcYQGJSEn5+fnIrw2VIKYXNZsNoMHDLtE+Z0vMm3A5HTRdLCCG8SEdep+CEOIwWMwm1ahEUFFTTxRE1KKFWLfLy8wlOiOPkzt01XRwhhBDVJCypDiZ/Kw0aNpS2/jIXGBiIxWJh+/bthCbWJmt3ek0XSQghvEhHXqeye+LPdSReKcWJEyfIz88nKCiIyMhI+bb/IlNWB07Pk+BEsQMH+3ABikRMpGDG5EMCJTuKbTg4iBMDGnUx0RATBh9iFKPYip0M3JiA+piohwnNhxgFuNmCg+OaC4vSSMFMHYw+xcjFzRbsnNTc+CuNxphJ8PEjJwsXm3GQq7kJVAZSMRON0acYx3GxFQf5mpuQ0hgRPsY4gpM0HBRpinBloBkWQtD/WaBQHMDFDhzYNEW0MpKKmUAfY6TjZBdOHCjiMdIEM/4+xHCj2IWTPThxo6iNicaYfUryJfXc24VSz0X10Iwl513aegF/1gODSS6XhRAXHpkf/hfJzs5mwoQJNElpRHR0NHXr1iU6OpomKY2YMGEC2dnZNV1EcQ6cKL7XiliOjUa1w2hUO5wV2JivFeFEX6IcG4o5WhFrNDvNkiJIig9hKcX8SDFunTEKcDNLK2STwUmrupFExwSxiGJ+philM0Y2bmZqRew0uehQL5qgSH++p4jfsOs6HuAYLmZohRywKDrVi0EL9WMORWz0IcYBnMygkEx/jS71YygKMjKTQnagf3rjThzMpJCCQCNd6sdwwl9jBoXsx6k7xibszKYIQi10qhfDQYtiulbIUVy6Y6zBzvcUERDhT4d60ew0uZipFZKlM4ZC8Qs2fqSYqJhA2tSNYpPByXdaEfm4dcVwo1hEMUsoJjE+mGZJEazR7MzRirDprBtSz71dKPVcXDikrRdCCPFXka8Y/wILFy5k0K0DKSwoZEC9OEb3aU24n5ksm4OZe47yzPDhvPzSi3zzv2/p27dvTRf3kqJpGjNnzqR///7n9XnScHAUF0sGdKZLfAQAqzKy6DFjJWk4aI6lyhgbsFNoUKy9tRupkSVrR87fe5Sb5q1lD04aUHWSxbXYsfgZ+f3WriSFBAAwOe0AD/60kYa4qKXjX341NmKC/Fh+6xVE+/sB8Obvu3hh1XYaYtI1mr1Cs9E0MpjFN3cm2GJCKcUzy9N4f0M6DTARUMV3iG4UyzUb3WtF8l2/9vgZjbjciqGL1jNj1xHqKhPmKkZNHShWaDYG1Y9n8tWtMBkM2Fwu+s9by/KDJ6mtjFWOABfiZjU2HmuRzDtdm6JpGvl2J71mrWRFZgH9lX+Vo7dZuFiHnf/r2IiRbRugaRqZRXa6fruc1bl2rsH/jMcDHMHFNhz856rm3N80EYADeUV0/OZX1hbb6KEjRjpO0nEy87p29KsbC0DayTw6/2856512OuJXZYxtUs+9XAj1XFw4pK2vOX9VWy+EEBcSGZHXyaVzlOd0CxcupF+/6+kaGUj63Vcx9epWDKwfT6/aUQysH8/Uq1uRfvdVdI0MpF+/61m4cGE1l/zyduTIEa699lrd+0+ePJmwsDCfn2ef5uSaxBhP5wagU1w41yXFsFfTN/q73+BicEotT+cG4LrkWNrHhJKucwR5n+bkgdQkT+cGYEjj2iQGWXXFcKLYh5MnWtXzdG4AnmxVj2Czkb06YuTj5qhy8WzbBgRbSjpUmqbxUvuGJWXUEeMEbnKUmxfaN8SvdKqr0aDxcodG2JTikI6R7MO4KFaKlzs2wlQ6PdLPaOSFdg3JVW4ydYxk78eFG3i5fSPPtNggi4nn2jbgmHKRr+NzIR0ngSYjw1vX88SI8rfwRKu67C+dJq8nRu1AK/c1qePZVifYn781S2Svpm9UPx0nbaNDPZ14gCYRwdzeqBb7Dfpi7JV67nGh1HNxYZC2vmb9VW29EEJcSKQjfx5lZ2cz6NaB9KkdxfS+rYkLqHjEKy7Aj+l9W9OndhSDbh0oU++qUVxcHH5+VY80nisFWIzl/50sRk33V0AKsFRwX6af0aBz8jS4KyuHweBbOU6LYdQ0jJqmqxxlz2MxeI8kmg0amoaucpQ9j/m081FWLj3Tp/8sh3cMv9IYel5L2VRv82mvpSymnteiAKNWcg69Yhh9e09OLwOUvJZzeV9LyqHpno4u9dz7+JLnrNl6LmqetPU1769q64UQ4kIiHXmdjGcxvfGzzz6jsKCQj7o384wIVsZkMPCfK1MpLChkypQpZ1vMcmw2G8OGDSMmJgar1UrXrl1Zs2aN1z5btmzh+uuvJyQkhODgYLp168bu3X9mY580aRJNmjTBarXSuHFjPvzwQ6/jn3vuORo1akRAQAD16tXjpZdewnHKMi2jR4+mVatWfP755yQnJxMaGsrgwYPJy8urtNxl35bPmjWLRo0aYbVaufrqqzlw4IDXfv/+97+pX78+FouFlJQUPv/8c6/HNU1j1qxZAOzduxdN05gxYwZXXXUVAQEBtGzZkpUrVwKwdOlShg4dSk5ODpqmoWkao0eP1nWeaysj8/YeZevJP19T2sk85qYfpY7Sl7SqltvAV9sPsT+vyLNtZUYWy49kkaTzLpg6ysh/t+zjRPGf9+jO3XuMXbmFJOqIYUKjtmbkg43pFDj+HFGclHaAbLtTVzmC0IjUjIxfvwe7688u0fj16bgV1NERIwoDQZqBd9btwa1KOjNKKd5atxuzpulKJhaPEYum8da63ajSGG6leHvdbgI1A9E6Pv7Kyjpu/R7PNrvLzYT16URqRoJ1fC4kYiLX4eLTrX/W3QKHk/c37KWWZtQ1dToRE+l5RXyXftSz7WSxnY8379ddvxIxldank55tB/OL+HL7IWq59cWoI/Xc40Kp56LmSVtf4nJo64UQ4kIiVwnniVKKf3/wPgPqxVX67fzp4gOt3Fwvjg/ff4/HH3+8WjLcPvvss0yfPp3PPvuMpKQk3nzzTfr27cuuXbuIiIjg0KFDXHnllfTo0YOffvqJkJAQli9fjtNZcnH7ySefMGrUKN5//31at27NunXrePDBBwkMDGTIkCEABAcHM3nyZBISEti0aRMPPvggwcHBPPvss55y7N69m1mzZjF37lyysrIYNGgQY8aM4Z///GelZS8sLOSf//wnn332GRaLhUceeYTBgwezfPlyAGbOnMkTTzzB+PHj6d27N3PnzmXo0KHUrl2bq666qtK4L7zwAm+99RYNGzbkhRde4Pbbb2fXrl106dKF8ePH8/LLL7N9+3YA3csPpWJhj3LR8etfGdAgHk2D6buOEKwMNNVx3zBAKyzsdxbR8sufuaVBPAUOF9/tySBOM9JQ6ftXbYcfswsLafrFUgbUj+doYTHz9h4jGROJOrNgd1B+zM0qoPHnS+lfP47dOQX8eCCTxjozaWtodFIWFhzJoukXS7m+bgwbjueyPCOL1lgI1tGBNqLRUVmYtSeDll/+TK860aw8cpI/MnPpgh9+Ojq/fmi0VxY+2ryf1RnZXBEfwU8HMtmWnU9PrLq+nAvGQGss/N+anSw6kEmr6BDm7z3Ggbwi+lL1/fEA0aXZ5R/7eTOzdmfQICyQ7/ZkcKLITj9V9b3tAHUwUhcTt33/O9clxxAXYGXm7iMU2Z3cSEDVAYAGmNihGek9cxU31Ysl2GJi+q4jaE5FKx332AM0xcJuqefAhVPPRc2Stv7yauuFEOJCoqmyoSrhkZubS2hoKEMJ8izLFJnSkAFTP6ZJkyYEBFR94ZyZmUl0dDRf9WnNwPrxup/7f7uOcMeP68jMzCQyMvKsXwNAQUEB4eHhTJ48mTvuuAMAh8NBcnIyTz75JCNGjOAf//gH06ZNY/v27ZjN5ZNMJSYm8q9//Yvbb7/ds+21115j/vz5rFixosLnHTt2LF9//TVr164FSr6lHzt2LBkZGQQHl9wX++yzz/LLL7+watWqCmNMnjyZoUOHsmrVKjp27AjAtm3baNKkCatXr6ZDhw5cccUVpKam8vHHH3uOGzRoEAUFBcybNw/wToCzd+9e6taty3//+1/uv/9+ALZu3UpqaippaWk0btyYyZMn8+STT55xymNhYSFpaWnMuPNvnNi+07PdhmIzdg5oJRkV6igjzbH4dDFeiJtNODhscKEpSFZGUrH4lPAqDzcbsXPU4MakoJ4y0QSzT7NKsnGzATuZBjd+ChooMyk+Lu2ViYuN2MkyKPyVRoryfXmwIzhLluUyKALdGk0x6xpxPdUBnCXLzxkUwW6N5piJ9yFG2bJv2zRnyfJzbo3mWHxaHkyh2IGTnZoDmwZRbgMtMBPuQwxX6ZJtuzUnTg1i3QZa6OwwlnGi2IKDvZoTlwa13EaaY64yKduppJ57+yvruR3FJPLJyckhJCREd3xRudPbe2nrpa0/VWXtvRBCnC++tPUyIn+e5OfnAxDuV3UG5lOF+5W8JXl5eefcuO/evRuHw8EVV1zh2WY2m+nQoQNpaWkArF+/nm7dulXYsB8/fpwDBw5w//338+CDD3q2O51OQkNDPX9/++23jB8/nl27dpGfn4/T6SxX8ZKTkz0NO0B8fDzHjh07Y/lNJhPt2rXz/N24cWPCwsJIS0vzvIa//e1vXsdcccUVTJgw4YxxW7Ro4VUOgGPHjtG4ceMzHlcVPzTa4kfbc/hqLABDSfZwvTcLVyAYA1dgPacYYRjofo4xojDSE/9zihGPqaTTfQ4x6mAqmeZ8ljE0NOphpp4y67vxuZIYKZhJOYcYRjRSsZCqLGcdw4RGSyy0PIcYUs+9XSj1XNQMaesvv7ZeCCEuFNKRP0/Kpmll2XxbCzjLVjLN7dSG8GyVTbY4fdqeUsqzzd+/8im1bnfJVeUnn3zi+aa8jLE0w/KqVasYPHgwr7zyCn379iU0NJRp06bx9ttve+1/+sWDpmme+GdS0ZTDU7ed6bVV5tSylO2rpyxCCCHEqaStl7ZeCCFqiiS7O08iIyNJadiAmXuOVr3zKWamHyWlYQMiIiKq3rkKDRo0wGKx8Ouvv3q2ORwO1q5dS5MmTYCSb6yXLVvmlbCmTGxsLLVq1WLPnj00aNDA66du3boALF++nKSkJF544QXatWtHw4YN2bdv3zmXHUpGA8qm7AFs376d7Oxsz7fpTZo08XptACtWrPC8trNhsVhwuWTJJyGEEFWTtv7cSVsvhBBnR0bkzxNN03j40cd4ZvhwMgptupLgHCkoZuaeDN4eN65akt8EBgby8MMPM2LECCIiIkhMTOTNN9+ksLDQc9/YY489xnvvvcfgwYN5/vnnCQ0NZdWqVXTo0IGUlBRGjx7NsGHDCAkJ4dprr8Vms7F27VqysrIYPnw4DRo0YP/+/UybNo327dszb948Zs6cec5lh5Jv0x9//HHeffddzGYzjz32GJ06daJDhw4AjBgxgkGDBtGmTRt69erFnDlzmDFjBosWLTrr50xOTiY/P5/FixfTsmVLAgICdN0nKYQQ4uJVstSk7+2utPXn7lJt6zNxcRQXfmgkYfIpBwiU5FY5iptMXASikYjJ5xWUFIrDuMjCTQgGamPE4GMMN4qDuMjFTRgGamH0KQcIlOR42Y+TAhRRGIg9ixgOFPtwYkMRg9GnPDVl7Cj24sSBIgGjT3lqyhThZj8uXChqYyLkLMZEC3Czn5JZOYmYCDyLGLm4OYgTAxpJGPE/ixhZuDiMC3NpHT2bBKtSz/9UHfXcV9KRP4+GDBnCyy+9yEM/b2Z639ZnXJbG6Xbz91+2EBAYwD333FNtZRgzZgxut5u7776bvLw82rVrx8KFCwkPDwdKRhN++uknRowYQffu3TEajbRq1cpzr90DDzxAQEAAY8eO5dlnnyUwMJDmzZvz5JNPAnDTTTfx1FNP8dhjj2Gz2bj++ut56aWXqmUpl4CAAJ577jnuuOMODh48SNeuXZk4caLn8f79+zNhwgTGjh3LsGHDqFu3LpMmTaJHjx5n/ZxdunTh73//O7fddhsnTpxg1KhRsiyNEEJc4r6jkL4EcDZ3q0tbf24uhrb+EE6sOmM7UfxEMek4MWrgUuCvafRSVmrpvOy2ofhRK+KQcmHSNJxKEawZuFpZdXdgC3Dzg1bMsVNihGsG+ih/wnR2+nJws1ArIku5PTGiNSN9lVV35/M4Ln7Uisk7JUYtzcjVyl93x/EQTn7SiilUynNOkzHRCysmnTHScbBUs2E/JUYjTHTHqrvTtw07y7HhpGRKs8JGM8x0xk93h209NtZg96Sp0bDRDgut0bfqhUKxChubcKBRklrFBHTBjyY6V49xo/iFYrbjxFAaw6JpdFd+1ENfvg+p596qo56fjRrNWj969GheeeUVr22xsbFkZGSU2/ehhx7i448/Zty4cZ6GpSKffPIJU6ZMYfPmzQC0bduW119/3fPNrh7VkbW+zMKFC+nX73r61I7iP1emEh9Yvik4UlDM33/Zwg8HM5k3bz59+vTRHf9SpTejbE2QLLZCiJogWeurX1l7Xy/En5w8O39r1IJbpn4ibf1f5EJu6+HP9v6eO++k5faDukZfV1LMDoOLT3q1YGCDeA7kF/P3JRtZfugkg1UgVh0X9T9RxDEzfNanFdcmxbAtK5+hi9azMzOf21SArhHL+VoRDquRqX1b0y0hgj+O53L3D39wMtfGLarq5VMViplaEaHBfkzp05p2MaH8euQkdy5ch7HIxfU6lk91ofhaK6RBZBCTr25F4/AgFu47zj0/riPaTkmi0CrYUHylFdA5IYKPrmpBYrCV6bszeGDRBhq6jXTR8RVLHm6+poAb68Uxrlsq0f4WPtt2kMd/3kQ7ZaGVjk50Ji5mUMjQpnV4rVMKgSYTH27ay/Mrt9EDKyk6OsAHcDKfIp5pXY+RbRsA8OYfu3nzj91ci7+uVXl24GAJxbzeuTGPNk+m0OnipVXb+XTrfm4mQFcHeD121mo23r2yGUOa1OZEsYPhy7Ywa3cGgwiUel4D9fxUvrT1NX6PfGpqKkeOHPH8bNq0qdw+s2bNYvXq1SQkJFQZb+nSpdx+++0sWbKElStXkpiYSJ8+fTh06ND5KH6V+vbty9y58/j1RAH1vljKHT+u53+7jrDowPHS5WfWU++Lpfx6okAadiGEEKIGjOuWygnl4uRZLh0gbf2lzWoysp2qExq6UezQnDzeqi6DG9XCZDBQNySAKVe3xgns1hHDhmI3Tl7s0JDrk2MxaBpNI4KZ3LsVecrNvtIp2WeSg5sDysnYrk24slYkmqbRNiaUf1/VghOqZCp0VY7i5rhy8eFVzWkfG4amaXRLiGRs16YcVE5ydPyv7MdJnnIz+epWNI0IxqBpXJscw0sdGrEbJ8U6lk/ZjQMn8PnVragXGoDJYOC2hgk80aouOzQnLh0xtuPA32RkUu+W1AqyYjEaeDA1kbtSarNdq/p8AqThICHAjw+7Nyfa348As5Fn2tSnb2I02zV9yS7TcNAyMpjXOzcm1M9MqJ+Zf3ZuTKuoELbpqBsA2zQHfepEM6JNfQLMRqL8LbzfvRm1Aq2k6YyxQ3NwZ0ot/tYsCT+jkYRAK5/2akmAWep5TdXzs1XjHXmTyURcXJznJzo62uvxQ4cO8dhjjzF16tQKl0053dSpU3nkkUdo1aoVjRs35pNPPsHtdrN48eLz9RKq1LdvX/btP8Db48axUQvgjh/Xce3cNdzx4zo2agG8PW4c+w8clIZdCCGEqAHNIkpGPYrO4YJL2vpLV+1gfwp11A0nUKwUzSO9VyOIDfAjxmqhQEeMYhRuoGWU90hc4/AgzAZNVzkKSzsfzSO9Y7Qo/VtPOSqLUVauAh0dnAIUJk2jcXhQuRhu0NXBKUARZTUTd9oslxZRIdiU0tHdK4lRNySAQLP3iHfLqBDylL4v7wpQpEaGYDR4j/C2igqhUNP3uVGsKVpGh5bLjdEqOoQinTGKNEXLaO/3xGjQaBEVous9AchTqtz7Gmg2UT80UOp5qb+6np+tGu/I79y5k4SEBOrWrcvgwYPZs2eP57Gy+71GjBhBamrqWcUvLCzE4XBUS2bYcxEWFsawYcNI276DzMxM0tPTyczMJG37DoYNG+a1VquAe++994KdaieEEOLSMn9fSdb50HO8LJK23jcXS1u/KzufSB11wwyEaQbmpnuvYrDueA5HimxE6YgRiIa/pjHntBg/7D+Ow610lSMMAyZg7l7vGLPTS25djdQx/bpsn9NjzEk/ihEI11GOKAw4lWLhvuPlYlg1jSAdU6cjMXC0yM7aY9le22fvySBUM+i6KzwKA1uz8tibW+jZppTiuz0ZRGv67sWOxMCvR05wstju2eZyK+amHyXcre9zI0wZWLjvGEXOP0eKi50uFu47TpjSFyPcbWDunqM4T1lKMavYwc+HThCl877yKM3AnPSjnHp39b7cQjadyJV6Xuqvrudnq0aT3XXs2JEpU6bQqFEjjh49ymuvvUaXLl3YsmULkZGR/Otf/8JkMjFs2LCzfo6RI0dSq1YtevfuXek+NpsNm83m+Ts3N/esn68qmqYRGRlJZOTZpNQRQgghRHUb8etW6mEiuJrGN6Stv7RYMdBQxz3QGhotlJlvdh0h0LyR2xslsCe3kFdW7yBSM5Kkqr7sNqHRTJl5f+NeNE3jxrqxbMzM5dXfdpCgGYlTVXdO/DHQGDOjV++g0OmiV+0oVh/N5tXfdlAPk64kYKEYqI+JYT9v5mihjc5x4fx0MJN//b6bxph1ZUmPxUgtzcg9P67jpQ6NaBkVwpz0o7y7IZ22WHQlqkvCRKRm5Oa5axnVsRH1QwOYtvMwX+86QjedSeYaYmYDDvrMWsVLHRoRF+DHxK0H+PnwSfroTGPYFDNpLge9Zq7i+XYNCDab+GDjXtKy8umn8x7o5piZWVxE31mreLpNfTTgrXV7OF5op5vOGC2wMCc7nxvnruGxFskUOFy8sXYXLpebpjpfS0tlYeHhk9y+8A/ub5rI0SIbr/62kwCp5zVWz89WjSa7O11BQQH169fn2WefpXv37lx//fX88ccfnnvjk5OTefLJJ8+Y7O5Ub775JmPGjGHp0qW0aNGi0v0qSroHVEuyO3HpkWR3QoiaIMnuql9ZsruGmOiGlbiURtLWC4+y9v6zOx/Avn23rmMUii04WK85KFBuNEqWGOuGn+4M2ArFOuxs0hwUK4UBqIeJK7DqSiIGJQm4fsPGNs2JXSlMQAPMdMFP9xJhDhQrsbGz9D51i6bRWJnogJ/uJcJsKH6lmD04cQNWraQD1waL7kzvBbj5FRv7cKKAQM1AS2WmGWbdMXJw86tWzEFVMhoeohloqyw00pmlHUoS3i3XbGSUxgjXDHRQfiT7MC56GCcrNTuZpTGiNCOdlYUEH2Lsxclvmo2s0tsCYjUjVyg/n5bk24GD3zU7uaUxamtGrlBW3ZnepZ57q456XsaXtv6CWn6ubLmTnTt3YjAYOHbsGImJiZ7HXS4XTz/9NOPHj2fv3r1njPXWW2/x+uuvs2jRojN24gGef/55hg8f7vk7NzeXOnXqnNNrEUIIIcTFoStWn9c/FpePYAyc0LmvhkYzLDRRZvJQ+IHPa3xraLTBjxbKQj4KK5rujk0ZIxqdsdJOKQpQ+KP5vAyWGY0rsdIJPwpwE6QMPv+f+KHRC3+uQFGMIkhpPo9QBmKgL/4U4cYGBCvN57XGQzFwvQqgADfO0hi+rjUehZGbVAD5uHEBIUrzuZOWgIkBykg+ClVaDl9jJGMiSRnJRWEEgnROyz9VI8w0UCbyKOn8BvoYQ+q5t+qo52fjgurI22w20tLS6NatG3fffXe56fB9+/bl7rvvZujQoWeMM3bsWF577TUWLlxIu3btqnxePz8//Pz0rd8ohBBCCCHEmRjRCDvHC3lTNcQwV0MMCxoWH0Z7K3I2nbTT+WPwcSGv8vSOFp9J0DnG0NAIPsdzoaEReo4xDNUQQ+q5t+qo576o0Y78M888ww033EBiYiLHjh3jtddeIzc3lyFDhlR4b5nZbCYuLo6UlBTPtnvuuYdatWrxxhtvACXT6V966SW+/PJLkpOTPWvSBwUFERTknU2wJiilOHHiBPn5+QQFBREZGVkue6UQQgghLl7S1gshhDjfajRr/cGDB7n99ttJSUlhwIABWCwWVq1aRVJSku4Y+/fv58iRI56/P/zwQ+x2OwMHDiQ+Pt7z89Zbb52Pl6BbdnY2EyZMoEmTJkRHR1O3bl2io6Np0qQJEyZMuCiytgp9ikun1ZwthSqdPnbuMeznGKMQN45ziOEujeE8hxiu0hh61oo9nzGcpTHc5xDDURpDnUMMe+l7ey4xbNUQQ+r5ny6Uei5qnrT1Qggh/io1OiI/bdo0n/av6L74pUuXVrlPTVu4cCGDBg2isLCQW/rfyKsvPk94WBhZ2dlM/242zzzzDC+//DLffPMNffv2rdbn7tGjB61atWL8+PHVGvd0o0ePZtasWaxfv/68Po+vCQ//SsdxsUqzcbg0gUmCZqSj8iPGh2k6h3Hym2bnaGmMOpjojIVwH2Lsxclazc4J5UKj5F6qzvj5lI15Bw7WaXaylRsjJclHOuOn+/6nsiQoGzUHecqNWdNooEpi6L3vqCwJyhbNQaFS+GkaKT4mH3GhWFOaBMWmFAGaRlNlpjUW3ffGOVCswsZOzYlDKYI0Ay18TLJTjGJFaRIUFyXLtrRSFlJ8SLKTj5sV2Nhb2l2M1Iy0VWbq+hAjGzcrsbG/dOXdGM1IB2Whlg9NgdTzP1VWzzvh50mUqifGudZzcWGQtr76XMhtvRBCXCguqHvkL0ULFy6kX79+9O3di/9+8C5xcbFej986oD8ZGUd54NFh9OvXj7lz51Z7A38pWbNmDYGBgbr3X7p0KVdddRVZWVmEhYWdt3Ll4GaeVkTD8CBebV0PgAnr9zD/ZD43qwBdaxMfx8V8imgfE8bY0iVF3vpjN/Pyihmg/AnQEeMgTn6giF61org/NZGjhTbe/H0X84uKGKACdHWid+JgCcXcXDeO2xslkJ5byL9+380CezE3KX9dHeBNOFiJjXtSanNT3Vg2nchj7B+7KXAVc42y6uoA/4adjdh5uFkyvepEsToji3Hr91Dshqt0LrGyjGL2aC6ebF3Ps6TIhxv3YkfRWUcMhWKRVkym0c0/2jSkRWQwc/YeZXLaQdxASx0r2LpRLNCKsJs1/tm2MfXDApm24xDTd2egga6MuQ4U87UirP5m3mnbiLgAK5O27ufHA5lcg0aijo/yItzM1YqIDbbyYZsmBJuN/HvTPr7PyOJGAnR1xKWee7tQ6rmoedLWV68Lta0XQogLiXTkdTqbKajZ2dkMGjSIvr17MevrqZhMFZ/uuLhYZn09lf633cmgQYPYt2+fNESViI6OrukiVGgTdoItJn65pQvBlpL3eUC9OBp9/hObiu101XFBvgE7ySEBLL65MxZjSWfmxrqxNJjyE2kuB22pOiHjOs1Oh5gw5t3YAUPp/Zh9EqNpNnUpO3HQtIqOp0KxXrNzY3IsX1/TxnNPZ+f4CK6cvoL9OEmuouPpQrFRc/BAk0T+fVXzktdRL47UyGBu/f53juEmtopOow3FFs3BP9o2ZFTHRgDcUDeWOsH+PP7zZtpiIaSKDl8ebnbgZEK3VB5unuyJEeFn5o21u2itVJUJSY7jZr9y8nXvNgyoH+95LX5GA59vOUAzZa5y1HQ/Lo4qF0uu70zXhAgAbqoby63f/84ve4/TUJmq7PDtwkG2crOpfydSwktyfQyoH0eP6SvYcCyPRB1rtqbhwGWAX27pQmyAX2mMeFp99TMbcuxcrSOF0Gap5x4XSj2/GFS0xGtsbKwnh82pHnroIT7++GPGjRt3xtHYTz75hClTprB582YA2rZty+uvv06HDh2qtex6SFtf/S7Utl4IIS4kF/8Vwl/EeRbHfPbZZxQWFvLfD96ttGEvYzKZ+OT9CRQWFjJlypSzK6QOX3zxBe3atSM4OJi4uDjuuOMOjh075nl86dKlaJrG4sWLadeuHQEBAXTp0oXt27d7xRkzZgyxsbEEBwdz//33U1xcfMbnLYs7b948WrZsidVqpWPHjmzatMlrv+nTp5Oamoqfnx/Jycm8/fbbXo8nJyd7TR3UNI3//ve/3HzzzQQEBNCwYUNmz54NlNxmcdVVVwEQHh6Opmnce++9vp4yXU5obq6tG+vp3AAEWUxcmxzLCc2tL4bBzc314zydG4CYAD+urBXJcVy6YhzHzS0N4j2dG4CGYYE0jwzmOFWXwwGcVG5uqR/vlZipc1w4cf4WjumIkY+iQLm5tUG81/Yb68Zi0jRdr+UkLhxKcctpMQY2iEeBrhjHS+82HnhajFsaxONQipM6YhzDhVGDm+rGeZejfjyFSpGn4wu+47iIsVo8nXgoqbcDG8STpdzYq4xQ8r42iwjydOIBDJrGLQ0TOKb0141uCRGeTjyAxWjg5vrxnDDoq6OZldTz66See/zV9fxikZqaypEjRzw/p3/2A8yaNYvVq1eTkJBQZbylS5dy++23s2TJElauXEliYiJ9+vTh0KFD56P4ZyRt/Z8u9bZeCCEuJNKR18nXqQtKKf79739zS/8by02xq0x8fBwDbrqBDz/8EKXOT8Iju93Oq6++yoYNG5g1axbp6ekVNngvvPACb7/9NmvXrsVkMnHfffd5Hvvmm28YNWoU//znP1m7di3x8fF8+OGHup5/xIgRvPXWW6xZs4aYmBhuvPFGHA4HAL///juDBg1i8ODBbNq0idGjR/PSSy8xefLkM8Z85ZVXGDRoEBs3buS6667jzjvv5OTJk9SpU4fp06cDsH37do4cOcKECRP0nSgfWZVG2om8ctu3n8zHT+m7z9WqNLZl5XttcyvF9qx83ffsBqCxI6vAa1ux08W+vCL8dUzzNQEWTWNHtnc5ThTbOWFz6IrhVzq+vO20GOm5hTh1jILDn2uRnl6O7aXnR085yvbZftr52JFdoDtGABouBXtyC73LkV2ABjrGjkue56TNQWaRd5d9R3YBZk3T9dnij8b+vGKKnN4dux1Z+QRo+uqGtbRuuE/7bNmWlY/VhzpaUT3fJvXc46+u5xcLk8lEXFyc5+f0EddDhw7x2GOPMXXqVMzmqm83mTp1Ko888gitWrWicePGfPLJJ7jdbhYvXny+XkKFpK2v2KXa1gshxIVEOvI66U1qVebEiRNs376dW2660afjbrnpRrZv387Jkyd9Ok6v++67j2uvvZZ69erRqVMn3n33Xb7//nvy870vJP/5z3/SvXt3mjZtysiRI1mxYoXnm/jx48dz33338cADD5CSksJrr71G06ZNdT3/qFGjuPrqq2nevDmfffYZR48eZebMmQC888479OrVi5deeolGjRpx77338thjjzF27Ngzxrz33nu5/fbbadCgAa+//joFBQX89ttvGI1GIiJKRkFjYmKIi4sjNDTU11OmSwom1h7PYczaXRQ7XRQ7Xbz5+y5WH8smRefXQA2Vibl7j/HR5n04XG7y7U5Grkhjb16R7qRoDZWJyWkHmLbjEC63IqvYwWM/bybH7tR1L7aBkmRd49en8/3eYyilOFZo42+LN4IbGuh4LVY06mLi1dU7+PXwSZRS7M8r4oHFGwjQNJJ1xAjDQIJmZMSvW1l/PAco6ew8tnQz4ZqBeB33c8dhJEIz8PjPmz0do/XHcxjx61biNaOuxGqJmAjQNB78aQP784pQSvHr4ZO8sno7yZh0dTzrY0IDHvxpA0cLbSilWLjvGO+s20NDZdKV0KwRZvIcTh5duomsYgcut+KbnYeZtPUADXVMqwdojJl9+UU8tzyNfLsTh8vNx5v3MSf9KI10xpB6/qcLpZ5fLHbu3ElCQgJ169Zl8ODB7Nmzx/OY2+3m7rvvZsSIEaSmpp5V/MLCQhwOh+czvzI2m43c3Fyvn3MhbX3FLtW2XgghLiRyj/x5UtZYhvt4/1vZ/nl5eURGRlZzqWDdunWMHj2a9evXc/LkSdzukimk+/fv92qgW7Ro4fk9Pr5k2uexY8dITEwkLS2Nv//9715xO3fuzJIlS6p8/s6dO3t+j4iIICUlhbS0NADS0tK46aabvPa/4oorGD9+PC6XC6Ox4ovaU8saGBhIcHCw1xTCv0ISJlph4aXV2/nn2p1oQJHLTSssui7oAZpg5jhuHvt5M88u34rTrXC4FZ3wI07nBX0rLJxUbu7+cT0PL9lEscuNUoruWAnT+b1dJ/zIdRVx47w1hJiNFDhdGNDoiVX3iGlX/FhgL+aqmSsJs5jIsTuxahpXK2tpt7ZqPZSVBQVFtP/mV8IsJrLtToI1A311JhHT0OiprCzMKqDZlz97YoRrBq5RVd8PDmCipMw/ZGTTYMpPhJbGiNGMdNOZiMwfA72UlR/2HSdp8iICTUZyHS5qaUY66hrTh1AMdMfKl9sP8dWOw1iNBvKdLupiorWOhHsAsRjpjB8TNqTz4aa9mAwahU43jTHTRGcHWuq5twuhnl8MOnbsyJQpU2jUqBFHjx7ltddeo0uXLmzZsoXIyEj+9a9/YTKZGDZs2Fk/x8iRI6lVqxa9e/c+435vvPFGufv1z4W09RW7VNt6IYS4kEhH/jwJCiq5lzXLxzVjy/YPDg6u5hJBQUEBffr0oU+fPnzxxRdER0ezf/9++vbti93uPe331KmNZfeQll0IVLey+Eopr/tVy7ZV5fRpmJqmnbeyVkZDoyN+NMbMXldJRoUkTLo7FWUxumOlGWYOOJ0YSkf8fFlOy4hGb6wcw81hpxMzJuph0pUJvIwZjeuUP0dwkeFwYcVEPcy6pgqX8cfATcqfg7jItLsIxEpdZdK9JBdAMAYGqAD24yTL7ia4NIbeDhJAJEYGqQD24iTX7iYMK0k6R8HLxGHidhXIHpwU2N1E4U9tZdS9fB2U1IU7VCB7cFDkUMRiIUEZfeqoNcJMbYzsUU4cTkUCfsRg8ClGCyzUw0S624nLraiDiUgfRn2lnnu7UOr5he7aa6/1/N68eXM6d+5M/fr1+eyzz+jevTsTJkzgjz/+KPf5r9ebb77JV199xdKlS7Faz/wF2/PPP8/w4cM9f+fm5lKnTp2zel6Qtt4Xl0JbL4QQFxLpyJ8nkZGRpKSkMP272dw6oL/u46Z/N5uUlJQqpweejW3btpGZmcmYMWM8Fy5r1671OU6TJk1YtWoV99xzj2fbqlWrdB27atUqEhMTAcjKymLHjh00btwYgKZNm/Lrr7967b9ixQoaNWpU6Tf0VbFYSkYrXa6/JmlUKAZdS5KdSSRGnzpXp9PQiMVYZcbsqmIkYCLhHD4iDKXLoulZGq0yRjTqYqbuWUcoGVVv4MNa6xUxo/m05ntF/NBoco51IwADzc4xRhAGmp9jDKnnf7pQ6vnFJDAwkObNm7Nz504MBoNnBLiMy+Xi6aefZvz48ezdu/eMsd566y1ef/11Fi1a5DViWxk/Pz/8/PTNhNFD2vqKXeptvRBCXAjkHvnzRNM0Hn74YabPmk1GxlFdxxw5ksGM7+bwyCOPnPXIxJkkJiZisVh477332LNnD7Nnz+bVV1/1Oc4TTzzBxIkTmThxIjt27GDUqFFs2bJF17H/93//x+LFi9m8eTP33nsvUVFR9O/fH4Cnn36axYsX8+qrr7Jjxw4+++wz3n//fZ555hmfy1gmKSkJTdOYO3cux48fL3d/oBBCiL+WzWYjLS2N+Ph47r77bjZu3Mj69es9PwkJCYwYMYKFCxeeMc7YsWN59dVXWbBgAe3atfuLSu9N2vqKSVsvhBDnn3Tkz6MhQ4YQEBDAA48Ow+k88wJ2TqeTBx97goCAAK9vv6tTdHQ0kydP5n//+x9NmzZlzJgxvPXWWz7Hue2223j55Zd57rnnaNu2Lfv27ePhhx/WdeyYMWN44oknaNu2LUeOHGH27Nmeb9LbtGnDN998w7Rp02jWrBkvv/wy//d//3dOy8jUqlWLV155hZEjRxIbG8tjjz121rGEEEL47plnnuHnn38mPT2d1atXM3DgQHJzcxkyZAiRkZE0a9bM68dsNhMXF0dKSoonxj333MPzzz/v+fvNN9/kxRdfZOLEiSQnJ5ORkUFGRkaNdOCkrS9P2nohhDj/NHW+1j65iOXm5hIaGspQgjz3OkamNGTA1I9p0qQJAQEBumMtXLiQfv360bd3Lz55fwLx8XHl9jlyJIMHH3uChYsWM2/ePPr06VNtr+VCsXTpUq666iqysrII8zEp0IWmsLCQtLQ0Ztz5N05s31nTxRFCXCbsKCaRT05ODiEhITVdHN0GDx7ML7/8QmZmJtHR0XTq1IlXX3210gzoycnJPPnkkzz55JOebT169CA5OdmzRFlycjL79u0rd+yoUaMYPXq07rKVtffXYaUOZmnrz9Gl1NbDn+399Dsf5OT2XbqPy8PNZuxkam4sSqMRJpIx+ZTTJBs3m7CTpbnxVxpNMFPbx1t4TuBiEw7yNDcBSiMVM3E+xsjAxVbsFGiKYKXRDAtRPt7SdBAnaTgo0hThquT2Ll9yqygUe3GyAyd2TRGlSm4z8yW3ikKxCye7cOLUFHHKSCpmn3KruFBsx8FeXLg1RYIykooFPx/eVweKbTjYr5V86VdHmWiCGbMPMWwotmLnoObCiEayMpKC2af8P0W42YyDDM2FSUF9zDTA5FP+H6nn3s61npfxpa2Xe+TPs759+zJ37lwGDRpEYuNmDLjpBm656UbCw8LIys5m+nezmfHdHAICAi7Zhl0IIcTla9q0aT7tX9F98UuXLq1yn3Mxn2K6A1ec5fHS1l/a1mKnLkpXB+UkLuZqRfiZjVyTFMuenEJ+OJZNc8x00bnaSQYu5mtFhPmZ6ZMUx4bjOcw7mU9HLLTSudrJPpz8SBHxgVZ61o5hdUYWs3MKuRIrjXXmfNmOg58ppn5IAD3jw/n54AlmFhRyNf66VypZj53V2GgWEUTn6FB+2HecGbZCrlVW4nXGWIWNjThoHxNKg7BAvt97jJ2OQq5X/rpyrSgUSylmB066xoeTEGhl3t5j7HQ5uUH56/pCwI3iR4rZj5NedaIINpuYv/cou5WTfspf12onDhTztSKO4+aaxGgAFuw/zh6cXK/8dXXmi1HM1YrI19xcmxxDvsPF4gOZ7MNFH6y6OvN5uJmjFeEyQr/kWI4U2Fhy5CQHMXEV+lZMkXrurTrq+dmQjvxfoG/fvuzbt48pU6bw4Ycf8s30mZ7HUlJSePvttxkyZIiseyqEEELUgMEN45m5K4MOnP0kRWnrL137cWLBpWukcDU2aocEsHzgFYRbSzoS49bv4dnlaaRgrrLjqVCs1Gy0ig5hUf/OBJiNKKX4x8ptvLNuDw0xE1hFp9GNYoVm4+o60cy4rh1mowG3Ujz40wa+3n6YejpW13CUluPORrX4tFdLDJqGw+Vm4PdrWbb/BIk6Vm8pwM0abAxvVY8xXRqjaRqFDhd9vlvFymN53Kxj9ZaTuNiIg391aczw1vUByCp20PXb5azOsXEdVS8nexgXO3AyqXdL7kqpDcCRgmLaf72MtUU2rtIRYw9O9uFk/g0duLq0E74zu4CO3yxjg8NOJx2d1zQcZOLm14FdaBcTBsDvx3Lo+u1ytuLQlUR2A3ZsRvjjtitpFFayasaiA8e5dvZv7MZJIx2d17XY8Lea+G1QN2oFlZT7y+2HGLJoPY2kntdIPT9bco/8XyQsLIxhw4aRlpZGZmYm6enpZGZmkpaWxrBhwy75hr1Hjx4opS6JqXZCCCEuLSNaN8CmFJmcW9ZzaesvzbY+IcBKOmfOfwDgRHEAF4+3TPZ0bgAea55MiNnIXh0x8lEcUy6eaVOfAHNJZ0jTNJ5v1wAoGYGsSiZucpWb59o2wGwsudQ3aBovtGuETSkO64hxGBc2pXihXUMMpUkZzUYDI9s1JE+5OU7VS/8dwIkC/tGugSexY4DZyDNt6nNcucjX8cXZXpwEmYw81uLPdT3CrWaGtarLAZw4dMZIDLJyZ6Nanm3xgVYeapbEPk3f/3w6TtrHhHo68QANwwK5vVEtDhj0LYO4T3NybVKMpxMP0DYmlOuTYzxT7auy3+BicKNank48QO860XSKDdNVvwD2ay7+lprk6cQD3N4ogeQgf6nn1Ew9P1syIv8X0zSNyMhIIiMja7ooQgghhADKksdX1+WWtPWXFoMPg2kKPB2CMpqGzyNy5WKcxYje6eU2+FDPy/Y5vRyG0x7XE+P0xRl8iVF2/Omv/vRyVVWOivY2aJpP//MVPWdJDP1RKqpLvryWymL4ugJGxeXQf7zU8/IxzrWenw0ZkRdCCCHEZW3c+j1YNI1oH5MbicvDwYJiXffKmtCog4n3N6STa3d4tn+8ZT85DidJOmIEoRGtGRm3bg/Fzj9Hi99atxuARB0xojAQrBkY+8dunO6SEUWlFGN+34VF06ilI0YCRiyaxr/+2EVZXmyXWzH2j90EaQaidXQhEjGhAWP/2O3ZVux08c66PURpRoJ1dNqSMJHncPGfzX8mt8y1O3hvQzp1NJOu+8qTMbEvv5j/7Tri2Xas0MbHm/eRpPT9zydhYvXRbH4+dMKzbW9uIV9uP0Qdt74YicrE/L3H2JCZ69m2MTOXuXuPUkfpG1ut7Tbw1Y5D7Mkp9Gz75dAJVmZk6b6fO1EZ+WTLfo4W2jzbZuzOYE9ekdRzaqaeny3JWl+BirLWRzSqzy1f/pfGjRsTGBhYwyUUNamgoIBt27Yx/Y4HOLljd9UHCCFENbhYs9ZfyMrae4Bu+NG1YRNu+eq/pKSkEBQUVMXR4lKXn5/P9u3befb2u2iw86Cu0cITpUnAgiwm+tWLZXd2IcuOnKQpZrrpTAJ2GCcLKCY6wMK1yTFsOJ7L2uM5tMNCW51JwNJxsIhikoP96VknmpVHTrIlK59u+NFUx73YAFuxswwbTcOD6BIfwU8HMtmbV0gvrNTTmUjsD2yswU7b6BBaRYfy/d5jHCu0cQ3+ujpaAL9SzBYcdI0Pp0FYIPPSj5JrK0kypyezuEKxmGL24KRX7Sjig6zM3p2B0+nmRuVPiI7OmgvFAq2II7i4NimGYIuJWbsz8HPDDcpfV/Z7R2miuizNzQ3JsWgazEk/Sqgy0E/5V3k/N5Rkm5+jFVFsgJvqxVHgcDJ/3zHiMXKN8teV7C63NIbBZODGerEcLbSx6EAm9TDRS2eyO6nn3qqjnpfxpa2XjnwFKurIB0RHcef3/6Nu3bpERETUcAlFTTp58iTp6elMvWYghZknqj5ACCGqgXTkq19Ze98XK8mYsQQHMWTJHGrVqkVcXPkl5MTlJSMjg0OHDjGpRz+c+QW6j8vFzUbsZBpKl+VSJur7uCzXydIltcqW5UrBrHvEtcwxXGzGTq6mPMty+dqpOIyTLTg8y3I1x0KMjzNX9uFkW+myXGHKQAvMRPgQQ6HYjZOdOLEZFFHukqW9Qn2YWOxGsQMHuzUnDiBWGWiBpcqEaqdyoUjDQbrmxA0kKCPNMOvKWF/GXrp03P7Se/MTlZGmWHR14ssUo9iMnUOaCwOQXLqEncmHGAWly75laG7MQD1lIgWzT8vPST33dq71vIwsP3ceFGaeIGPdJowGAxaLBYNB7kq4HLndbvbv28eRPzZSeOJkTRdHCCFENUgovRyy5+WzbeZcVP/rAQgKCpL2/jLkdrvJz8/n4MGDbJ81z6dOPEAIBrpiRUeerEpFYKQ7xnO6wTYGIz3xP6cYCZhK/j/OIUYSppLp1mcZQ0OjAWYaYD7rc2pAozEWGit9o7QVMVKyvnizc4hhQaMVfrQ6h/NpRaMdfrQ7hxiBGEoy7Z9DDKnn3s61np8N6cjrpRRLR7/BwGkT2b59e02XRtQgR1ERP78yBmQyixBCXHKWvf4OANrN/Wq4JKKmbZ81z1MfhBDiQiNT6ytQ0dT6MgazmdDE2hhM8h3I5cjtdJKz/yBuh6PqnYUQohrJ1Prqd6b23hIUSFB8HJqMyF92lNtN/pEM7D6OxAshxLmSqfXnkcthJ233Lo7hwopGMiaf7muBknt9DuPiBG4CSmP4cl8LlNzrcxAX2bgJQiMJk64EF6dyodiPkzwUoRiog9Gne2OgZC3JvTgpRBGJgQSMPi8dYS+NUYwiBiOxGHyOUYxiLw7slGSg1JP85HSFuNmLExdQGyPhZxEjD7dn7cskTASfxcIQ2bg5gBNjaQxf7t8qcwIXh3BhBupixnoWdfQobqnnpaSee5N67h3jQqjnovrZ8ws4uVMSmgohhLgwSUfeBw4Ui7Ri9isnVqMBm8uNRdPopazU0Xkqi1Es1IrIUC78jQaKXG4CNI0+yp9YnRfU+bhZoBVz4pQYoZqBvsqq+6I8CxcLtWJylNsTI1Iz0ldZdV+UH8PFD1oxBafEiNOM9FX+ui+oD+DkJ60Ym1L4GQ0Uu2zU0Uxcray6lhQB2IWDX7DhQmE2GFjpttEAEz2w6r4Y3oKdldhAK1lLcoVb0RQzXfHT3dn6HRu/Y8dYupDkCmWjDRba6cy8qVAsx8YWHJgNGm6lWK5sdMaPZjozb7pQLKWYXTjxMxhwuN2swEZ3rCX3lukg9dyb1HNvUs//dKHUcyGEEEJcfmS+mA9+w8Zxg5v/XduWnIeuYc+QnvSoE8UirZginZkellOMzayx4MaO5Dx0Ddvu6kHzmFB+1Ipx6syOsFSzYQ0wseyWLuT+/VrWDb6ShNAAFmk2lI4YCsVizUZ8qD9/DO5G7t+v5ddbuuAfYOZnrVhXGVwoftSKSY0OIe3OHuQ8dA0Lb+yI3WLgV/TFKC69kO5WO5I9Q3qS89A1fHttWzINblZjqzoAJRkzl1DMgAZxHBjam+yH+jKxV0vSNRcbsOuKcQwXv2Ljb82TyLi/D1l/68s7XZuyFQfb0DeFfh9O1mLnH+0akPlgHzIf7MOL7RvyO3b2lo5cVmV7acbMt7o2Jetvfcm4vw9/b57EcmwcxVV1AGAjdtI1F//t2YLsh/py8L7eDGyYwBKKydFZR6We/0nquTep594uhHouhBBCiMuTdOR1cqPYqTl5olVd+teLw6Bp1A7yZ1LvlriB3TouYotR7MHJSx0a0atOFJqmUT80kIm9W1Kg/pyqeiY5uDmknIy9oimd4sIBaBYZzIdXNeekcnFEx4XwUVycUC4+6NGc5pEl9150jAvnra5NOaRKpndWZR9O8pWbT3u3pEFYIJqm0bNOFKM6NiK9dPpwVXbjwAVM7t2K2kH+GDSNm+rF8VTreuzUnLh0xNiOg0CzkY97tiQmwA+TwcDdjWtzb5PabNf0dSy24aBOoJVxXVMJ8zPjZzTyeMu6XJ8cww4fYrSOCmF0xxQCzSYCzSZe7tCIdtGhbNfZSdqhObg2KZonWtbFz2gkzM/MuG6pJAZZdXe0dmhO7mlciyFN6mAyGIj29+Pjni0INpt0lUPquTep5+XLIfW8xIVSz4UQQghxeZKOvE5OwKYUTSOCvbZH+/sRZTVTqONi3IbCDaSeFqNBaCBmg0aRjhiFpZ2PJqfFaBoRBKAzhio9puIYhTo6OIUojBo0Cgv0jhEehBt0dXAKUUT6mYkJ8J6S2zQiGLtSusb3ilAkB/sTYPaegto0IpgCpW9UrQhFk4hgjAbvqcWpEcEUafpGxIo1RbOo8gkpUiODKdYZo0hT5eqGQdNoGhGs6z0BKCh9LafyNxlJDvHXVTeknpePIfX8lBhSzz0ulHouhBBCiMuTdOR1MgPhmoFZuzO8tq85mk1GkZ1oHacyCI0ATWNWuneM7/cdw+FWuhJXhWPEBHy3xzvGrNK/9cSILN1nVgUxTEC4jtcSjRGXgnl7j50W4yj+mkaQjvttozBwrNjO6ows7xi7MwjTDLrulo3CwJaT+ezO+TOzrFKKmbuPEKPpu780CgPLDp/geNGf05ydbjez92QQ4db3LxKhDCzYe4wCx5/dskKHiwX7jhGh9MUIdxuYk34Uh+vPzkxmkZ1fDp8gWue9slGU1NFTF6PYk1PIphN5ROl4X6Wee5N67k3q+Z8ulHouhBBCiMuTLD9XgcqWo9mOg6UUc3vDBG5vVIs9uYX8c81OlM1Ff+WvK+HUemysxs7fUhO5qV4cmzJz+efanYQ4Na5XVl0Jp1ZQzFbNwRMt69G7ThSrj2bzr7W7qO020At/Xa/xJ4rYb3DxbNsGdI4L56eDmYxbv4emykwXrFUer1DM14rIMcE/2jWkRVQIs9Mz+GjzfjpgobWOxFduFLO0IvAz8I/2DakfEsjXuw4zdfshumOlsY6kVQ4U07VCQgIs/KN9Q+IC/Ji49QBz9h7lGvxJ0pG0qhA307VC6oQG8FzbBgRbTHywYS+/HD7BDQQQp+NiOhs3M7VCmkUFM7x1fTRg3Lo9bMjM5Wblrytp1VFczKaQbgkRPNoimQKni3+t3cX+nEIGqABdWb334+R7irg+KYb7UxM5VmTj9TU7yS6wc4sK0JWRW+r5n6See5N67u2vruey/Fz1O9Pyc0IIIcRfzZe2XjryFThTw56GnfWag1zlxgAkY+IK/AjQOblBodiAg82agwLlxgjUx0QXrPjpvIhwo1iLnTTNQbFSWDSNhspEJ/x0L3vkRLEaGzs0J3alsGoaTZSZdlh0L81lR7GiNHO0CwjUDDRTJlpi0Z0Buwg3v2JjL07cQLBmoJUy01Rn9mooWQrrV2wcKE0vFaYZaKssurNXA5zExQrNxiFVck9qpGakg7KQ6MPCDhm4WKXZOFoaI1Yz0kn56eoglTmAk980O5mlMRI0I12Un2d0WY/dOPhds5NVOuU6ESNXYCXEhwk4Us//JPXcm9TzP/3V9Vw68tVPOvJCCCEuJNKRP0dVNexuFAUoLGi6L9ZO50JRiMIP7awvHpwoilBY0XQvYXU6B4piFP5oPq99XMaOwoYiAO2s1z62obCjCETzeY3vMsUoHCiC0Hxen7tMEe6Szto5xCgove/1bNbFhpLOQQEKI+B/DjHyUZjRfF5bu4zUc29Sz71JPf/TX1XPpSNf/aQjL4QQ4kLiS1sv68ifBQMawefY4BurIYapGmKYz6FzVMZyDhevZfzO4SK6jPUcLubLnG2H4lRn27Epo6Hv3uuqYpxr3ZB67k3quTep53+6UOq5EEIIIS4fkuxOCCGEEEIIIYS4iEhHXgghhBDiLDhQ5OEuzVxxduylMVznEMNWGsN9DjGKS2Ooc4hRhJv8c4xRgNtz687ZKLltx03ROcbIx61ridHKuEvPp+0cYrhKY9jPIYazNIbjHGJIPfcm9fxPUs+9VUc994VMrRdCCCHEZW0lxVyB1edEmts1J44aTqS5HBvp55hIczk29p+SSLOdslD/HBJpRpUm0qzjw2XmUVysrOZEmrU0I53POZFmSRLMvzqR5kYcbDolkWYDTHT2MZHm79jZWg0JY6Wel7iU6vkeHKyVeg5cOPX8bMiIvBBCCCEua+mai58p1r3/L9jYaXAysl0D5t3QgUdb1WWjZmclNl3HKxQ/akUcNite69yYuf3ac1dqbVZjZz12XTHcKL7Xism1arzdrSmzr2/PDQ3jWYaNbTh0xXCgmKcV4Q408UGP5sy4rh3dkqJZRDH7cOqKUYibeVoRQaFWJvZqyTfXtKFZfBgLKOIoLl0xsnEzXyuiVlQgX/RpzRd9WlM7Koj5WhHZOkccj+JiIUU0jQ/l62vaMLFXS4JDrczXinSPfO7HySKK6ZIYxYzr2vHvHs0hyMR8rUj3aOF2HPyCjesbxPHd9e14p1sqeVaN77Vi3aN0G7CzCht3Nq3N3H7t+Wfnxhw2KxZpxbpHgVdjY4Nm55GWdZl3Qweeb9+Q3Qap51LPS+r5j1LPPS6Een62ZEReCCGEEJe1MV2b8NSyrbTDTWgVYxy5uNmJgw+vbM6DqYkA9EmMJtRi4pXVO2iLX5UJKY/h5qByMb13W26sFwdA36QYTJqBiZv30VxZqhxN2o+T48rFsus70ikuHIBrk2OwuVws3nOMFGWqciRoJw7ylJtV/TvRICwQgH7JMfScuZINGbkkqaovE9NwoAwaSwZ0JtrfrzRGLG2m/cKGbBt98K8yxibshPqZ+enmzgSaS57zhuRYGn3+E5uK7HTDWmWMjdipHxrIghs7YjaWvIfXJsVQf8pi0pwO2uFXZYwNmp0useHMuL4dBq3k3PWsHUXTqUvYiYPUKkaAFYoNmp2b68YxpU9rz/YOsWF0+XY5+3FSt4oRYBeKTZqDv6cm8V73ZkBJ3UgJD+Lm+Ws5irvK0dtiFFtx8FL7RrzQviFQUkfjA/34+5JNUs+Rei71vERV9bwNlioTBFdHPT9bMiIvhBBCiMvaDcmxAGTqGFkr2+fm0gu2Mv3rxeGiZPptVY7jwqhBv7qxp8WIpUiVLKtYdQw3MVaLp3NT5ub68WQrt65xoEzcpEYEeTo3AJqmcXP9eI4pfaOMmbjplhDp6dwAmI0GbqwXx0mDvhHCk5qba5JjPJ0bgACzkWuSYjip6YxhcHNjvVhP5wYgyt/ClQmRHNc5YnocNzfXj/N0bgDqhQbQLCKYTB2jnQ4gS5XEOFX72DDi/C0c1xEjH0WhUuXq13XJMZgNmq46moULJ3DTaTHKYko9l3ou9RyvfSqr51k6Xkt11POzJR15IYQQQlzWtmXlA+CvY9QkoHSftKw8r+1bT+aXPl71pVUAGi4FO7MLvGNk5WMAXUtMBqBxwubgWKH39M+tJ/OwaJquKZf+aOzNK6LQ4X3Bu/VkHoGavktEfzTSTubhcntfrG45mYe/0jcKZVUaWzJzy23fciIPq84Y/kpjy0nv98StFFtP5um+ZzcQjbTSulCmyOlib26RrrphAvw0jbST3jGOF9nILHZ46s6Z+KFhALaeVr925xTicCuddbTk9aadrLiOSj3/M4bU8xJSz2u2np8t6cgLIYQQ4rI2fNlWIjQD8TqSRcViJFIz8siSTWw6UXJRvjoji2d+3UqCZiRMx6VVEiaCNAP3LdrAruwClFL8dCCT/1u9g7qYdF341ceMERi6aAMH84twK8V3ezIYt24PDZUJo44YKZgpcLj4208bOFZow+l28/m2g0xOO0iKjunGAI0xc6CgmKd+3UK2zYHN5eK9DenM23uMRj7E+CMzl1dW76DA4aTA4eT/ftvB2uM5pOhMRtZImfh+33EmbEjH5nKRbXMwfNlW9ucX01hnjIbKxGdpB/ks7QBOt5vjRTYe+mkjeQ6nrnIYKEm0NX79HmbtycCtFAfzixi6aAMGoL6ObqcVjXqYePW3nSw+kIlSit05BQxdtJ5ATSNJR4xQDNTSjIxYvpVVGVkAbD6RxyNLNkk9l3ou9fwUF0o9P1uaUuqvyY9/EcnNzSU0NJShBGE5jydfCCGE0MuOYhL55OTkEBISUtPFuSSUtffBaFyLP+E6sz5n4WKhVkyOchNgMlDodBOpGemrrATrHCM5iosftSIKlMLfaKDI5SZOM9JHWau8J7PMAZws1oqxK4W1NEaiZqK3smLWef2yCwe/aDZcSmExGih2uWmAiR5YdXWSADZTkhhK0zSMGtjdiqaY6Yqf7ozNa7HxB3aMpdN9XUrRGgvtddzzCyX37S7HxhYcWAwlI2RKKTrjRzOd2c1dKJaWZp72MxhwuEuycV+JlYY6O0kOSpJ17VdO/EvPp0XT6KmsJOpMTVWMYqFWRIZyeepGgKbRR/kTq7OO5uNmgVbMCeXy1NEQzcA1yir1XOq51PNTXCj1vIwvbb105CsgHXkhhBAXGunIV7+y9v4eAn2+2HKh2IeTPBRhGKiDUfdSRWWcKPbipABFJAZqYfR5qSJ7aYxiFDEYicXgc4xiFOk4cAAJGInyYRmrMgW42Ve69FJtjLovok+VVxoDSka59F5EnyoLFwdxeZbDCjyLGJm4OIwLM1AXs88jagrFUdwcw4UfGnUx+Xw9qVAcxkUmbgLRSMbkc8IsN4qDuMjCTTAlo5x6O61lpJ57k3r+J6nn3qqjnoN05M+ZdOSFEEJcaKQjX/2kvRdCCHEh8aWtl3vkhRBCCCGEEEKIi4h05IUQQgghhBBCiIuIvmwE58no0aN55ZVXvLbFxsaSkZFRbt+HHnqIjz/+mHHjxvHkk0+eMe706dN56aWX2L17N/Xr1+ef//wnN998c7WUORc3G7GTaXBjURqNlIn6mHy6B+IkLjbhIEtz4680UjCT7ONbcQwXm7GTqykClUZTzNTyMcZhnGzBQYGmCFYazbEQ4+O9Pvtwsg0HRZoiTBlogZkIH2IoFLtxshMnNoMiym2gORZCffiOyY1iBw52a04cQKwy0AKLT/cLuVCk4SBdc+IGEpSRZph9umfSgWILdvZrJcub1FFGUrH4NF2zGMUm7BzWSu97UiaaYPbpfqEC3GzCzlHNjQmop0ykYPbpXh+p596knv9J6rm3C6WeCyGEEOLyUuMj8qmpqRw5csTzs2nTpnL7zJo1i9WrV5OQkFBlvJUrV3Lbbbdx9913s2HDBu6++24GDRrE6tWrz7msJ3AxUyvkqB9cmxJPclwIiynmV2xVH1zqME5mUkRugIHrmyQQFR3IQor43YcY6Tj4jkJcwWZuaFIL/3ArcyliK3bdMdKwM4cirOFWbmhSCxVi4TsK2YNDd4w/sLGAIiKjA7i+SQL5AQZmUsih0gQeeqzAxmKKSYwP5tqUeI5ZYZZWSCauqg+mpIP0E8X8go3GtcLpkxLPPrNiplZELm5dMVwoFmhFrNJstEmKpEeDWNKMTmZrRRTpjOFAMVcrYp3BQZd60XSpF816g4N5WhF29KWhKMLNbK2QNKOTHg1iaZsUyWrNxkKtCJfOGLm4maUVkW5W9G4UR5Pa4SzDxk8Uo3TGkHruTer5n6See7tQ6rkQQgghLj81/pW/yWQiLi6u0scPHTrEY489xsKFC7n++uurjDd+/Hiuvvpqnn/+eQCef/55fv75Z8aPH89XX311TmVdjZ3k0ACW33oFIZaS5Rk+2LiXJ5dtoQnmKrNfKhSrNDvtY0L5oX8nrKaS/Uet3s4ba3eRgpmgKr5bcaFYqdm5LimG/13bFpPBgFKKh5du4vO0gzRQ5ipHxuyl5RjauA4fXdUcTdNwuRWDFvzOT3uPk6RjXc4C3PyOnZFt6/Nqp8YA2Fwu+s5azaqjuQxQVWdqPIGLzTh4p2tTHm9ZF4Bcu4Ou367gt+xirlP+Zzwe4BAuduNkap/WDGpY8kXPsc6Naf/1MtYW2uhJ1TF24+SgcvHjTR3pUTsKgL25hbSdtoz1DjudsVYZYysOsnCz8tautIwqSUyx6UQuHb/5la3KQSsdS4Ksx47TpLH+tiupFxoAwC+HTtBr1ip246SRjiVBfsdGsL+ZNbd1IzagZCmTb3cd4faFf5CCizo6/uWlnv9J6rk3qed/ulDquRBCCCEuTzU+Ir9z504SEhKoW7cugwcPZs+ePZ7H3G43d999NyNGjCA1NVVXvJUrV9KnTx+vbX379mXFihWVHmOz2cjNzfX6OZ0TxQGcPNayrueiD+ChZomEmk2eZSTOJB/FceVieJv6nos+gGda10cD9uuIcQI3ecrNiDb1MRlK3j5N0xjZtgF2pXSNEh7GhV0pRrZtgFa6jqXRoPFsm/rkKzeZOkbn9uNEASPa1Pds8zMaGd66HpnKRZ6OUbF9OAk2G/l7syTPthCLmcdb1uWAcuLQEWMvTpKCrNzaIN6zLSbAj781S2Kfpm+0cx9OOsaGeTo3AMkhAdyRUosDBn0jlfs1J9clx3g6NwDNI0PolxzLAU3fyO1Bg5vbG9XydG4ArqwVSee4cPbqHP3dr7l4MDXR07kBuKV+HPWC/XXFkHruTeq5N6nnf7pQ6rkQQgghLk812pHv2LEjU6ZMYeHChXzyySdkZGTQpUsXTpw4AcC//vUvTCYTw4YN0x0zIyOD2NhYr22V3Xdf5o033iA0NNTzU6dOnQr30wD3aav1KYXuqZxlysXw8fiSGBX/rWfspmyf08uh71Le2+mLF5bF0DuGVHL+Tovhw4qIGuWPL4vhyzhWRc/pewx9cf+fvfOOr7o6//j73JW9gCwgkxFWGCIbQWSJgjgRbd242zprtdVq62xti7a2rp9t3bg3yBABUdmEDUkgQBaQBLLv/H7P74+bXLiA5twQNJbzfr14vczh3g/n5n685zz3Oed5QtUItUPk8eeh/nzt82PRPj/y8Wq6oWponx/7s87FazQajUaj+S5+1EB+ypQpXHTRReTm5jJhwgQ+++wzAF5++WXWrl3L008/zX//+99ANk2Vox8vpfxejfvuu4+amprAn+Li4mMeY0OQhpW/byjikOvw/dp/btpNrddQKm4UjSBJWPnLup00eo3A3B5fUwhAhoJGJyzECgt/WluI1/CHE6aUPLomnzAh6Kyg0RkrYULw6JqCwCbUa5g8saaAGGEhUcEW6U1lqR5bUxjYgDd6Df66bieJwkq0whY0Exv1PoNnNhYFxqrdXv6eV0QaNuyKGnvrXbyeXxoYK29w8fzmPWRItWJkWdhYfaCGhXsrAmOF1Q28mV9Kmqn2v0iGtDF3zwHWHKgOjK2rqOGz3QdIl2o3WNJNK3PyS8mvrg+MfVFcyYr91crFs9KllRe27KGswRUYm1NQxu56J1kKGtrnwWifB6N9fpj24nONRqPRaDSnJkKGmgY5yUycOJHu3buTk5PDnXfeicVyeINpGAYWi4W0tDR279593Oenp6dzxx13cMcddwTGZs+ezVNPPcWePXuU5lBbW0tcXBzXEB10P/EgBp8KJ2F2K1Myk9hZ3ciqA9XkYmekwv1SgH34mCtcxIfZmZSRyMaKWjYdrGMYDgYS1rIA/iOyC3GSGhXOmV07snLfIQprGhlDOL0U7pcC7MDLUlx0i41keGoCS0uqKG1wMZEI5c10Hh5W4qZfh2gGJMaxYE8F1W4vU2Q4qYoa3+JiI16GJMXRPT6KebsP4PYanCsj6KhQFVwiWYKLfHyckdqB1KgwPtt9AIshmSYjiFEI1kwk83FRjI/xXTsR47Axd/d+oqRgqoxQqujtRTJXOKnA5Oz0RISAeXsq6ISFc2WEUrDmQvKJcNIgTM7JTKbO62NxcSVdhY1JMrzF+9wAdZh8IpwYVpiamUx5g5uvyg/SAxvjCFeqxq19Hoz2+WG0z4P5oX3uQfIf6qmpqSE2NvY7FDWh8F3rvUaj0Wg0PwahrPXtKpB3u91069aNG264gVtvvZXy8vKgv588eTJXXHEF11xzDTk5OcfVuPTSS6mrq2Pu3LmBsSlTphAfH69c7O77FvY6TDbjoUKYhElBD2xkhdiuqLpJ45AwCZeCXtiVijMdSWVTAa06YRIpBX2xkxKixj4MtuKhXkhipaAfjhYLPB1NCT624cXV1JYrFwfxIRz0kEh24yMfH24hSZQW+uFQCkyO1CjERyE+fEKSIq30xU5kiG258vFShIEhJF2llT44CAvhffUi2Y6XvcJ/rzq9qaWWSnDTjBvJVjyUCgMLgkxpJQe7UnDTTCMmW/CyTxjYpKAbNrpjC6ktl/Z5MNrnh9E+D+aH9LkO5NseHchrNBqNpj3xkwnk7777bqZNm0Z6ejoHDhzgkUceYenSpWzatImMjIxjHp+Zmcntt98e1Ef+yiuvpEuXLjz++OMAfPPNN4wZM4ZHH32U6dOn89FHH3H//fezfPlyhg0bpjQvvbBrNBqNpr2hA/m2R6/3Go1Go2lPhLLW/6gX8EpKSrjsssuorKwkMTGR4cOHs2LFiuMG8d/F3r17g47fjxw5kjlz5nD//ffzwAMP0K1bN9566y3lIF6j0Wg0Go1Go9FoNJr2TLs6Wt9e0N/QazQajaa9oTPybY9e7zUajUbTnghlrf/R+8hrNBqNRqP53+Whhx5CCBH0JyUl5biPvfHGGxFC8NRTT7Wo+95779GnTx/CwsLo06cPH3zwQavn6GtF20AfkkK8rMPNLrwYrdDwItnRpLEXH2YrNJprTqzHTSm+VrVAbGyq9bAeN/sxWqVRh8kmPOThpgoj5OcD1GCyAQ8b8FDdqmahUIVBHm424qGuFRoSyX4M1uNmMx4aW6lRho/1uNmKB1dr2lIi2YuPdbjZgRdPKzQMJEVN/irEq32ufR5A+zyY9uLzUNG9bTQajUaj0ZxU+vbty6JFiwI/W63HFpz88MMPWblyJZ07d25R79tvv+XSSy/l4Ycf5oILLuCDDz5gxowZIdXDOZIPaORs1LpIgH8TPV+4qJMm8Q4b1R4PCcLC2TKCWMUcyT58LBAuXFISa7ex2ushSVg5W4YrdZEAf9eDxcKFgSTSZmWV10MXYWWSjFA+YZCPl2W4EEIQbrWwyuchCxvjUesiAbARDytwY7cIrEKw0vDQCztjCFMqHimRrMJDHh7Crf7XvsJwMxAHQ3Eoa3yFm214ibBaMKRkhelmGGEMwKH0Ogwki3GxCx9RNituw2SFdHMG4eQodkvxIlkgnJRIgxi7lUafwUo8jJPhyt1SnJh8LlwckAZxdhu1Xg8rhWBiCN1S6jCZJ5wcOsKjMcLCZBmufa59rn1+BO3F561BZ+Q1Go1Go9GcVGw2GykpKYE/iYmJQX9fWlrKL37xC15//XXs9pY3kk899RQTJ07kvvvuo1evXtx3332MHz9eKZN/PNITovhCuJQydBLJYuEiIyGKzZePpeL6yayeMZq46DCWCJfSv+dDski4OS0lnsIrz6Li+kksuXAEMszCctxKGk5MvhAuJmUksufqCVRdP5lPpg6h2gorFTVqMFmKi8tzulB27USqbpjM65MGUSIM1uNR0tiPwbe4uW1AFvuvm0TV9ZP559h+7MDLNrxKGnvwkYeHh4flUDFrEhWzJvHI8Bzy8LAbn5LGNrxsx8szY/tRdf1k9l83idsHZrECN/sUM6d5eNgrDF6bNIiq6ydTdu1Eft6rK0txKWdOV+LmkBU+PncIVddPZs/VEzg7I4nFuHAqaizHjemw8OUFI6i4fhKFV57F4JR4FgmXcrZxiXARE+Vg1YzRVFw/mS0/G0um9rn2OdrnR9JefN5adCCv0Wg0Go3mpFJQUEDnzp3Jyspi5syZ7Nq1K/B3pmlyxRVX8Otf/5q+ffsq6X377bdMmjQpaGzy5Ml888033/s8t9tNbW1t0B+Av4zuzSFpUq6wEd6HwUFp8o+x/chJiAZgYGIcT47uQ7k0OKSgsRcfDdLkxbMGkB4TgRCCUakdeHBYDkX4lDbCO5u2ui+eNYDkyDCEEJydkcSdg7IpED6lo6H5eImx2/jXmbkkhNuxCMGMHp25pk8aBUItsNiOl4zoCP40qjfRDht2q4Ub+mUwLSuZfEWNHfg4PTGOe0/vTrjNSrjNym8Gd2doUjw7FAOcAuHj3MwkbuyXgd1qIdph44mRvcmMiWCHYqBVIHxc3TuNS3t0xmoRJITbeWZsP+IcNvIVNEwkBcLH7QOzmJKZhBCC5MgwXhjfHyxQqPBaXEiK8PHAsJ6M7twBIQTpMRH83/gBNEqpFPBVY1ImDZ4c3YdBiXEA9IyP5pkz+2mfa59rnx9Be/F5a9GBvEaj0Wg0mpPGsGHDeOWVV5g/fz4vvvgi+/btY+TIkVRVVQHwpz/9CZvNxq9+9StlzX379pGcnBw0lpyczL59+773eY8//jhxcXGBP2lpaQD0iPdv4JwKQUHzY3ISooLGe8ZHKWs0IrEKyI6NDBrPiY9CglIOx4mkQ5idThHBx2l7xkfhlVIpLHAiSY8JJ9wWfAS1Z0I0jVJt8+lC0jMhCosIPhbcKyEal1DLqrmEpHfHmGPGe3WIxh2CRq+mjXgzFiHISYhW3kg3Nr2WIwm3WcmIiVB6X32AR0p6xgfPo2O4g45hdiUNd1MesddRGlmxkdiEULqH3Px6j55Hc6Cifd6koX0eQPv8x/V5a9GBvEaj0Wg0mpPGlClTuOiii8jNzWXChAl89tlnALz88susXbuWp59+mv/+978IEVrV+KMfL6VsUeO+++6jpqYm8Ke4uBiAD3ftQwCJCncqE5tu1L5bWB40/l5hOXYh6KCgkYQVQ8LHRcFfPLy7s5xIIYhRuCubiJUDLg9flx8MjEkpebewnARhUbotm4iFzQfr2XGoPjBmSsl7BWUkCbX7pYlY+KrsIPsbD29XPYbJBzvL6WiqbTM7SgvzivZT5zkcltV7fMzbvZ+OUlHDtPDBzn14jMPBzIFGN8tKq5Te1+bX8l5hOeYRDZ0KqhvYVFVHosKW2Q50EH6NI5tCfbvvEPucHpIUNKIRRAkL7+4M9tcnRfvxSan0WjpgxS4E7x3l0XcLy7XPm9A+1z6H9uPz1qKL3Wk0Go1Go/nBiIqKIjc3l4KCAiwWCwcOHCA9PT3w94ZhcNddd/HUU0+xe/fu42qkpKQck30/cODAMVn6owkLCyMsLOyY8d9+s40e2JUKG8VgoSc27vpqK8X1LkakJLC4pJJ/bdxNP+yEKwUnFtKFjasX5bHlYD39O8bwye79/HdbCcMJUyq+lY6VJGHlws/W8JvB3ciOi2JOfikfFe1nHOFKhbO6Y2ej8DLxwxXcM7gbKZHh/GfrXlbsr+ZsIlp8PkBv7Gw1fYx57xvuPq0bMXYrz27aw66aRs4jsmUBIBcHhZ5Gxr73DbcPykYAT+XtotbtY7yixgAcfFTbyIQPvuXm/pk0eA3+sm4nFtM/RxUGSQdz91cz9ZNVXNsnnf2Nbv68tpBYYaGHbFlDIBgoHXy8ez8zP1/HZTldKKpp5Im1hSQJK+my5W23FUF/aefFLXtxGybTs5LZVFXHk+t2ki5sJCkEfGEI+kg7j60p4JDby/i0Tqzcd4jZebu0z7XPtc+PoL34vLXoPvLHQfeV1Wg0Gk1743+lj7zb7aZbt27ccMMN3HrrrZSXB2dCJk+ezBVXXME111xDTk7OcTUuvfRS6urqmDt3bmBsypQpxMfH8+abbyrPpXm974uNESFUrzaQrMbNduHDLSWRwr+hHIQDi6KGF8kK3BQIH14piREWcqWdftiVghPwH/f9pqn6tAHECwsDpUO58jRAPSbf4GZ3013kjsLKYGknKwSN6iaN4qaDzknCylDpoEsI+aIKDFYIN2XSfye1s7AyTIaRpJhlBCjFx2rhYX+TRho2RuAgIQSN3XhZI7xUSQMBZGJjBGHEhHCINR8v64WHamliBbKbNFSrV0skW/CyUXipkyZ2Iegu/Rp2RW9IJOvxsEV4aZSSMCHIkTaGhhBYaJ8Ho30ejPb5YdrC582EstbrQP446EBeo9FoNO2Nn2ogf/fddzNt2jTS09M5cOAAjzzyCEuXLmXTpk1kZGQc8/jMzExuv/12br/99sDYlVdeSZcuXXj88ccB+OabbxgzZgyPPvoo06dP56OPPuL+++8Puf3cia73BhIXknBEq7MuPiSeJg3VTePReJF4kUQgQt40NuNBYjTNo7UabiTmCWo0341VyYR9F05MLAjCWqkhm95XK6LV+0CJxInEjlAOSo7GbJqHA4GtlRoGEjeSsBPwqPZ5MNrnwRra54dpC5+Hstbro/UajUaj0WhOGiUlJVx22WVUVlaSmJjI8OHDWbFixXGD+O9i7969WCyHszwjR45kzpw53H///TzwwAN069aNt956q1U95E8EK4KoE/zC33YCm9dmTmQT3Yx/I39iGmFtoHEigU0zJ9q3WSCIOMF5CASRJ6hhaQMNaxtpaJ8fRvs8WEP7/DBt4fNQ0Bn546Az8hqNRqNpb/xUM/LtGb3eazQajaY9Ecpar6vWtwIDSTXmCfUF9DVpqLRX+C68TRruE9BwN2l4T0DD1aThOwENJybVmEr9QL+LBkxqMDFPQKO+SUO2UkMiqcOk7gQ1ajCpPwF/mU0aDSegoX0ejPb5YbTPg2kvPtdoNBqNRnPqoI/Wh0BzUYY84aVBmgggAxujCSMqhMIO6/GwSXhxSYkFf3GIUYQrH7MxkKxqKsrgkRIb/oqcI0MoDuFF8i1uCvDiAxxC0CvE4hBuJMubio+YQLgQ9JN2TsOhfGeoAZPluNnTFB5FCQsDQiwOUYPJcuGipKnoR6ywMFg66BlCAZNKDL4WbvY1aSQIC0NlGJkh/C9Sho8VwkNFk0YnYWWEdNA5BI09+Fgp3Bxq6muaIqyMlGHKLUXAX3xkrfBQ26TRVVgZJcOJD7H4iPa5H+3zYLTPgzXag881Go1Go9GceuiMfAhsx8vXuJnRqwvzzxvGs+NycUVYmSdcyhm29XhYg4cb+mey6Pzh/PWMPlQ6YKFwKme2VuBmi/Bx9+BufHH+cB4e0Ys9VoOluJRfy1Jc7LYa/GF4Dl+cP5xfD+7GVuHjW9wtPxn/BnahcFLpgL+M7sOi84dzY/9M1uJhHR4lDQPJPOHCGWHhX2fmsmD6MC7t3YVvcLMNr5KGB8lnwok92sG/xw9g7rShTMpO5ktcFClqNGAyVzjplBDJG5MG8fG5QxjatSMLcVKOr2UB4BAGnwsX3ZJieHfKYN6dMpgeybHMw8UhDCWNfRgswMnpXTvw0bmn88akQSQmRDJXOJUzjrvx8SUuJmQnMXfaUP4zYQCOmDDmCqdypk/7/DDa58Ecz+c9tc9/dJ9rNBqNRqM59dAZeUUkko3Cy4xuqbxwVv/A+GmJcQx9ezl78JHdQmbMh2Sz8PKL3Ez+OroPAGO7dKRHXBRTP13NPgxSW3hLnJhsx8sfhuXwm8HdARjTpSOJEQ5mLd7I6ZgtZqRqMNmJjxfG9OeaPmkBjSi7jQe+3c5gHC0W0NiPQak0+HjiEKZkJgVeC8DzG3czQDpaLPawBx9V0uDbqcM5PSkegHFdO9Hg8fH5zv30li1nKwvw0ojJgvOHkxnr78E5Ia0TFR+62VBeQ5ZCP8xteBFWwRcXDKdDuAOASemJDJ6zjI2HXC2+JwCb8NIh3M6C84cTYfNnFSenJ9Lz1S/Z2OhlrEKmcSMecuKj+XjqEGxNRZ0mpCWS9fIXbPV5GcKxvY+P0RAexqR2YM7k0xDC/7s7I7UDOa99SQFe+uH43udrnwejfR6M9vlh2ovPNRqNRqPRnJroHYIiXqBamkzNSg4aH5QYR2pEGJUKmaQGJE4pmXaUxqT0ROwWQZWChv+OLkzNDNY4LysFgCqFrFjzY46ex7SsZAzgkMI8KjGxCcHkjMRjNFxSUq+QjarCJDnCEQhumjkvO4UaaSrlOysx6ZMQEwhuAIQQTM9OoVKqZQgrMRmd2jEQ3ABYLYKpWckcsqhlCKuFyeSMpEBwAxBuszI5I5FqoaZxyGIyNTs5ENwAJITbGdulI5WK2c4KaTItKzkQ3ABkxEaS2zFWyV/a58FonwejfX6Y9uJzjUaj0Wg0pyY6kFfEhv9u7KaquqDx/Y1uDrg8Su0K/D0FYUNlbdD49kP1eE2p1DYhsukt21QVrLGx6ecT0Wiel8r90CgEPinZdrD+GA0Lam01ohBUujyUNwQfId1YWUuYEErHRaIQFNU20uANPhq8obKWaKFm7ygEm6tqMczgoCyvspZIqXZHNVwK8ipqOLoJRF5FLRGKGhFSsKEi+D0xTMmGyhrlO7sxQhzzvjZ4feysaVDyhvZ5MNrnwWifH6a9+Fyj0Wg0Gs2piQ7kFbEg6Clt/COviDn5pfhMk101jVy5cD02oJtCwakwBN2w8ciqAj7bvR9TSrYerOPqRXlECwsZClv6OCykCRu/Xr6NpaVVSClZe6CGm7/cSEdhJUXhaGsyFjoJK7d8uYk1B6qRUvJVWRW/Xr6VrsJGnIIt0rERIyxcsyiPrQfrMKVk7u79PLwqn2xsSgFON+zYEFy5MI9dNY34TJO3C8p4Oq+IntKmVIwsBztOn8E1izZQWu/CY5j835a9vLajhBypdnOkF3bKG93csmQTlU4PjV6Dv6zbyfy9FeQoHFkG6I2djVV1/Pbb7dS4vdS4vfzu2+3kVdbSS7EYWS9pZ0FxBU+u20mj16DS6eEXSzdT2uCmt6JGT2nn9R2lvLB5D27DoKzBxXVfbKDRa5CjoKF9Hoz2eTDa54dpLz7XaDQajUZzaqL7yB+H7+or60OyGBdF+LAKMCRECMF4GU4XxXID7qbiWaXSwCb82b4YYWGiDFeu2NyAyQLh4sARGgnCwiQZoXyfsgaT+cLJIWkGNBKFlckyXDkrVoHBQuGi7giNLsLKRBlBmGImqRQfXwgXTikDGpnYGE94i3ePmynCyxLhxiNl4H3piY2xhGNR1NiGh29w48P/7ZYE+mFnBGHKVcXzcLMaT+CwtQAG4+A0hTu/4L+3uwI3m/AiABN/5nAEYfRp4c5vMyaSZbjYcYRHHUIwVoa1eOe3Ge3zYLTPg9E+P8wP7XPdR77t0X3kNRqNRtOeCGWt14H8cWhpYa/AYD8G4QgysIXcIkgi2Y9JJQZRCNJRy8odrVGGwSFMYrCQhlV5M9+MiaQEg9qmgkpdsCpv5psxkOzFRwOSTlhIboWGt0nDiSQZa0gtqJrxINmNDy+SzlhJaIWGC8kefBhIumIjthUHVhow2dtUATwdm3KweCS1mJTgw4IgA2uLBdmOxyEMyjCwN3lUNeA8Eu3zw2ifB6N9fpgf0uc6kG97dCCv0Wg0mvaEDuRPEL2wazQajaa9oQP5tkev9xqNRqNpT4Sy1us78hqNRqPRaDQajUaj0fyE0IG8RqPRaDQajUaj0Wg0PyHUKvpoNBqNRqPR/I9SjE+pW8HRz9mKl3qLJMYU5GInNYRtlURShI/twodTSBJMQS6OkOpnSCT5+CgQXjwCOpoW+mMPqX6GgWQ7XnYKHz4ByaaF/jiICSHX40OyGS+7hQ8pINW00h97oMWiCm4km/FQLAwAukoruThCqn3hxGQjXsosBkJCprTSF0dItS/qMNmIh/0WE5uEbGmjN/aQal9UY7IBD1UWE4eEHtJOT2wh1VapxGAjHg5ZJBFS0EvayApRYx8+NuGl1iKJMgV9sJMe4tZf+/ww2ufBaJ8fpi183hp0Rl6j0Wg0Gs0pzSJcbMKj/PjNeJiLk4ROkVzaN43w+HA+wUkhXmWNNXhYiIv05Bhm9O2KN8bORzRS0lRIUoWvcLMEF727JHBRn67URFr4UDipwFB6vkTyBS6+wc3gjI5M79WF8jD4UDRSg6mkYSCZJ5ysFR7OyE7inJxUdtkNPhZOGhQ1PEg+FU42W3yM75HC+B4pbLH6+FQ4caNWyqkRk4+Ek512gyk9UzkjO4l1wsvnwomhqFGDyYeikbIwmN6rC6dndORb3CzChVTUqMDgA9FIdYSFC/t0oU/XBJbgYhlupecDlODjQxrxxtiZ0bcrGSkxLMTF6hA8uhMvH+PEER/GpX3T6JQYyTyc2ufa59rnR9FefN4adEZeo9FoNBrNKc11fdJ4ZVsJPaW9xcyYG8lq4eHGvun8Y0w/hBCYUnL5/HV8vusAWbLlzgV1mKzHwwNDevD7oT0BeHKUyTkfr2RFeQ0XyZY7Y1RgsA0vz4ztx439MgB4YmQvRr/7DasONXKujGzxdRdjUISPd6YM5vzsFAAeGZHDkDlfsabBzXgiWtQoxEeZNFhy4QhGpXYA4PdDenLanGXkeTyMIrxFja14qBUmq2acQd+OMQD8ZnA3hr71FVulh0EK7S3z8IDNQt5lY0iP8c/7m/KDnPn+txTgo5fCiYs1uEmIdLDm0jF0ivC3w/x41z4umreWYgylLN8q4aZHQhTLLxpFtMP/+Be37OWWJZvog73FDJ1EskJ4GJmSwOfTh+Ow+nNuj64u4A+r8umNvcUsstGkcX5WCnPOPg2LEEgpue2rLfzf5r3a52ifa5/7aS8+by06I6/RaDQajeaU5he5mXilpEwhe1KOgUdK7hrUDSH8mzOLENw5qBsN0qRCITtX3PTv3DkwOzDmsFq4fWA2VdKgTiErthcfsXYr1/VJC4xF2W3c2j+TEmngVdTIiolgelZyYKxjuINZ/dLZK9SynXvxMSI5PhDcAKTFRHB5ThdKLWqZymJhcG5mciC4AejTIYapWcmBI8gtUWoxuSynSyC4ARiZ2oGRKQnsUcyKFQuDWX0zAsENwLSsZLrHRipp+JCUSINbcjMDwQ3Atb3TiHfYlDTqkVRJg9sHZgeCG4DbB2ZhEYe9831UYlIvTe4clI2lyaNCCO4amK193oT2ufY5tB+ftxYdyGs0Go1Gozml8TV14lXJmjQ/wmsGb/Caf1bZWFmaVLxm8AbP06ShkrsRgCnBOKqLsNc0lXM/4jhzAPAaMiQNz3E0PKFqGMdumEPWMI+jYZrKm10Lx76vzRon8js1pMSQUmkezf/O0b9TrymRUs0bzf/OsR7VPg/S0D4/RkP7PPhntXmcuM9biw7kNRqNRqPRnNL8aU0hYULQRaEwUWeshAvBH1fm42vaqLkNg0dWFxArLHRS2FqlY8UC/HF1PrIpQKn3+Pjz2p0kCSvRClu/LGzU+wxmry8KaFQ6PTydV0QaNqXCV1nYKGlw8Z9txYGx4jonz2/eQ4ZUK9KUiY21FTV8tnt/YGzbwTrezC8l3VTTyJA2Pt97gG/KDwbGVuw7xNw9B8iQardA000rc3aUsqWqLjA2b/cBVh+oIUvxJmmGtPHi5j3sqW0MjL28vYS99S4lDRuCdGw8nbeLSufhO7pP5e2izmuQqaARjYVkYeXPawup8/gzfVJKHl5d4J+jgkZHLMQJC4+uLsBt+DO9hin546p87fMmQvV5lvZ5gFPJ54k/kM9bi5BSnrx8/0+U2tpa4uLiuIZoHCf1exSNRqPRaNTwIPkP9dTU1BAbG/tjT+d/gub1HmAc4fRUrFxfgJcvcZEWHc7wlASWllZR6fQwiQjlasmb8PANbnrERTIwMY5Feyto8BqcIyNIVqx0vAo36/GQ2yGGHglRLNhTgWmYTJURShW9JZJluNmOlyFJcaRGhbNgbwVhJkyVEUQrbGJNJAtxsRsfZ6QmEOOws2BvBXFYmCojCFfYR/maContkwbjunZEIFhcUkmysHKOjMCmoOFuKiRWjcnE9E7Ue3x8VX6ITGxMJDyQNfs+GjD5RDhxC5iYkcj+BjerDlSTg42xhCtl+Kox+UQ0YrFamJSRSGF1Axur6hiIg2EKd6ABDmAwVziJtFuZkJ7Ihopa8msaGEEY/XG0LID/uO8CnHSIcHBml46s2HeI4noXZ2qfa59rnwfRXnzeTChrvQ7kj4MO5DUajUbT3tCBfNvTvN5PI4LOIdb/rcBgC14ahEmstNAXOx1C3LCV42MbXn+7ImmhHw5iQzgsKZEUY5CPF7eQJEorfbETFaJGET4K8eFFkoqV3tiJCEHDRFKIj134MJF0xUYv7CHtoXxI8vEG7tdmYKMndqXgphlPU4uxEnxYEGRhozstF6s6EheSrXgox8COoBs2skNsh9WAyRa8VAgDhxTkYCeN0Ape1WKyBQ8Hhelvy4U9ZI8ewmAzXmqFSZQU9G1FOyzt88NonwejfR7Mifq8GR3InyA6kNdoNBpNe0MH8m2PXu81Go1G054IZa3Xd+Q1Go1Go9FoNBqNRqP5CaEDeY1Go9FoNBqNRqPRaH5ChHYJQRO4p7Mfg3AE3bGFdL8G/Hds9uCjEpMoBN2wExbikT6j6a7PIUxisNBNsXLnkXiR7MJHLSbxWMjCFtIdHfAX3diJlwYknbCQgU2p0MaRODHZiQ8nkmSsId+vAajHZBc+PEg6YyW1FRo1mBThxQDSsJEU4t0YgIMY7G6695SJLeT7NeAv/lGMDyuQhZ24EP0lkZRjUHbEvSeVQi5Ha2ifH0b7PBjt88O0F59rNBqNRqM5tdB35I/Dd92ZcyOZL5yUS4OOYXZqvT6kKRlHONmKlREbMZknXFRKg6RwB1VuDzYEE2U4XRS/V6nBZJ5wUiNNkiMcHHB6iBQWJstw5eIOlRh8Llw0SpOkCAf7nR7ihIUpMkJ5Q12Gj4XChRdJxzAHB1weOgorU2S4cgGSIrwsxoWwCOLsNirdXlKFlckyQnkzvB0PX+HGbhFE2mwc8njJwMYEwpUDtvW4WY2HcKsFh8VCjddHD2ycqVgBVCJZgZuNeIm2+d+Dep9BLnZGEKYUbJlIluIiHx9xdhse08RpmAzBwWmKFUB9SBbhYg8+Ehx2nD4Dj2kyijD6KFYA1T4PRvv8MNrnwfzQPtd35NsefUdeo9FoNO2JUNZ6nZEPgZW4qbfBgnOGcWaXjhxye7llySY+2rmPFKxEKmzql+PGEm7l63OHMzQ5nn0NLq5cmMcXZQe5TEYpZWGWCBcdY8JZdu7p9OkQw+7aRmbMW8sXVfXMkJEtbshNJF8IFz06RvP2lMFkxUay7WAdF3y2hiV1LqbLyBbn4G3SGN65A69MHEhqVDhrDlRz/qerWe50M5mIFjWcmCzGxbTsFJ4bl0tCmJ2lpVVcNHctK7xuxhLeokY1Jstwc22fNJ4c1Ydou5VPivZz+fx1rDc9DFEIDPbhYxUe7jmtG/cP6YHDYuH1/FKu/2IDSXjppxAYFOFjI17+PLI3t/bPRAD/3LSbX3+9jRSsSoHBNrwU4uPFs/pzRU5XPKbJY2sKeGLtTlKwKlXxXI+HcovBO5MHMz0rmXqvwW++2cb/bdlLKlalNi3a54fRPg9G+zyY9uBzjUaj0Wg0pyb6jrwiJpJC4eOOgdmM69oJIQQdwh08e2Z/LBbBzqZjpt+HE5Pd+Pj90J4MTY4HICUqnOfP6o9TykAriu/jEAb7pMGfRvWmT4cYADJjI/nH2H7USJNyjBY19mFQLU3+PrYfWbH+YKZ3hxj+PKo3+6TBIQWNvfholJLnxuWSGuUPRE5PiufBYTnswYcTs0WNQnwIi+DZcbl0CHcghODMrp24c1A2O4UPg5YPi+TjJc5h4+kxfYlx2BBCcF52Ctf0SadAtPz7BNiBj6yYCB4enkOEzYrVIriyV1emZycra+TjY1hSPHcMysZhtWC3Wrh9YDYjkuPJV3hfAQqEj2lZyVzdOw2rRRBhs/LHYTl0i40kH6+SRqHwcU2fNM7PTkEIQYzDxuwz+pDgsCvNQ/s8GO3zYAq0zwO0F59rNBqNRqM5NdGBvCI+wCsl2XHBWbyEcDsJYXacCptxDyCB7nFRQePp0RHYhMCloOFueky3o+bRrUlTRaP5Md1ij6+h8lpcSKwCMmOCNbrHRSIBd4sKfo14h50OYcFZvOy4SLxSKoUFLiRdosIJswZn4LrFReKULQdZzRrd4qOwiODMV/f4aNxC7eaJR0h6JEQdM94jQV3DLaB7fLCGEIJu8VFK7yv437tuscEaYVYrXaLDlTS0z4/V0D4/jFv7PEB78blGo9FoNJpTEx3IK2IHOgorb+WXcWRZgeVlB9nv9JCscJQzGkGUsDCnoDRo/MNd+/BJqaSRgBWHELxdUBY0/lZBGQKUClclYkU0PedI3i4swy4EHRU0krBiSHhvZ/kx84gSFmIUjoMmY6XC5WFZ2cHAmJSSt/LL6CCsSjddk7Cy9VA9W6rqAmOGKXm7oIxkoXaPOgkLX5VWUdbgCoy5DYP3CsvpZKr9L9JRWpi7+wA17sMZxVqPl8+K9tNJqml0MgXvF5bj8h3OwpU3uFhWUqVckCwZC28VlGGYhz267WAdmw/Wkazwv7v2eTDa58F00j4P0F58rtFoNBqN5tREF7s7Dt9V/GYnXhbh4tyMJGb27ExRbSN/XbeLcJ/kPBmhdJdxMx6+xs2l3VOZnp3Cpqo6nsrbRZJh4WyF+7YAq3CTh4dr+6QxIS2RlfsO8czG3XSXNqX7tgBLcVEgfNzaP5MRKQksLqnk/7bsZQAOhikWnJqPk31Wk9sHZtG/YywfF+1nTkEZIwkjVyE8MZF8Ipw02gR3nZZNdmwkbxWU8enuA4wnnO4K9219SD4QjVjDbNx9WjbJkWH8d2sJS8uqOIcIuirct3UheV80khDl4I5B2cTYbTy3aQ95FTWcR6RSYbVaTD4QjWTERfKrAVkIIfjHhiKKqhu4QEYSqxBcVGLwEU76J8Zwc24mDV6D2et3UdXg5kIZoVRNuxQfn+HkjM4duKZPGhWNHv6yfic+l4/zZaTSnV3t82C0zw+jfR7MD+1zXeyu7dHF7jQajUbTnghlrdeB/HH4voW9EC/rhZeD0sDW1PJoBGHKlaclkm142Si81EgThxD0lDaGEqbcbkgi2YCXLcJLvTSJEIJe0s5gHE05yJYxkKzDwzbhxSkl0cJCX2ljAA7ldlY+JKtwky98uKUkTljoL+30xq6s4W6qgl2IFx/QQVgYJB1KwU0zDZiswE0RPgwgUVg5XTpID6GWY02Txh58SCBVWBkiHaSGoFGFwUrhoVj6D0unCRtDpYNOIWTV9uFjlfBQLg0EkIGN4YSF1JprLz7WCg8HpIEFyGryqGqFddA+PxLt82C0zw/zQ/tcB/Jtjw7kNRqNRtOe0IH8CdLSwi6RePCX/FcNKE6GhonEi/+YaGsrG7eFhoH/nq8DQu5p3ZYaPiQGhNzD+Ui8SCSc0IbO23Sv9UT6QHuQiBPUcCOxQsg905vRPg9G+/xYDdA+bysNFY/qQL7t0YG8RqPRaNoToaz1P+od+YceegghRNCflJSUoL/v1asXUVFRJCQkMGHCBFauXNmi7lNPPUVOTg4RERGkpaVxxx134HK5WnyeKgJBGKLVG7a20rA0aZxIe6K20LA2abQ2MGkrDVuTxolgR5zwZs6OOKHABPwB1olqhCFaHdyA9vnRaJ8fq6F93nYabeFRjUaj0Wg0pw5K5yn//ve/hyx8zTXXEBMT0+Lj+vbty6JFiwI/W4+oytyzZ0+eeeYZsrOzcTqdzJ49m0mTJlFYWEhiYuJx9V5//XXuvfde/v3vfzNy5Ejy8/O5+uqrAZg9e3bIr0Oj0Wg0mlOBk7nWazQajUajaVuUAvnbb7+drl27BgXZ30dxcTFTp05VWtxtNltQFv5ILr/88qCf//a3v/HSSy+xceNGxo8ff9znfPvtt4waNSrw3MzMTC677DJWrVqlNHeNRqPRaE5FTuZa/7+KC0kDJtFYWn1SphETJ5JYLK0+odKAiQtJHJZWn1Cpw8SDJB5Lq06XSCS1SIwmjdacLpFIapDIJo3WnF4ykdRgYkEQ28oTUEaThh1BTCsPr/qaNMIQRLdSw4ukFpMIBJGt1HAjqcckCgvhrfSG9vlhtM+D0T4Ppi18HgrKFY7WrFlDUlKS0mNDWdQLCgro3LkzYWFhDBs2jMcee4zs7OxjHufxeHjhhReIi4tjwIAB36k3evRoXnvtNVatWsXQoUPZtWsXc+fO5aqrrvrO57jdbtzuwx2ha2trleev0Wg0Gs3/CidrrW/vLMPJGCKUr5x4kSzHRSE+TMDeVOhwBGHKwYETk+VNBSwlECYEfaSd03EoBwf1mCwT7kDxyQgh6C8dDAihGOchDL4SbsqlvyVktLBwmrTTW6k5pp8DGHwt3Bxo0ogTFoZKB9khFPQswce3wsPBJo0OwsIIGabUlaOZXXhZJTzUSBPwFwUdLcNCauW4HS9rhYf6Jo1UYeUMGUaCooZEshEvG4QHZ1MZqjRh4wwZphwsSSRr8LBFeHFLfy2RLGyMJkypswf4g7QVuNkhfHilxAJ0x8YowrXP0T7XPj9Me/F5a1D6LT344INER0cri/72t7+lQ4cOLT5u2LBhvPLKK8yfP58XX3yRffv2MXLkSKqqqgKP+fTTT4mOjiY8PJzZs2ezcOFCOnXq9J2aM2fO5OGHH2b06NHY7Xa6devGuHHjuPfee7/zOY8//jhxcXGBP2lpacqvVaPRaDSa/wVO1lr/U6DcKlmCei2dJbgosZn8aVRvvrpoJA8M7UGBxcfXuFt+Mv4N7ELhoiZM8MzYfiy7aCS3DcpmAx7W4lHSMJDME07MSCv/Hj+AJReO4Op+6azEzRa8ShpuJHOFi+jYcF6fNIgvzh/O9J6pLMPNLkWNekzmCSddOkbx3pTBzD9vGGMyElmEizJ8ShoHMZiPk36pcXwydQifTB1Cbmo883FShaGkUYaPRbgYnd6Jz88bxntTBpPWKYq5wkk9ppLGLrwsxcW0Hil8cf5w3pg0iJjYcOYKF27UakNvxcsK3FzVN50vLxjBfyYMQEba+Fw4MRQ11uIhDw+/GpTNsotG8s8zc6kJEywQrqZSpS3zTVNwc//QHnx10UieHN2HUpv2ufa59vnRtAeft5Z2VbW+oaGBbt26cc8993DnnXcGxsrLy6msrOTFF19k8eLFrFy58jszBkuWLGHmzJk88sgjDBs2jMLCQm677Tauv/56HnjggeM+53gZ+bS0NF3FVqPRaDTtBl21vu1prlr/7Jn9uHnJZmYQ2WJGqhqTt2jg3+MHcEWvroHx2et3ce832/gZUS0eDy3Hx8c4+WzaUCalH675c+832/hnXhGXy6gWj2XuxMsiXKyeMZqBiXGB8asX5vFJQTkzZWSL2crNeFghPBRcMY60mAgApJSc8/EqNpUe4nwZ+b3PB1iNm3ybQdHV44kP82cmTSkZ8tZX1FQ5OZuIFjWW4qIm0kLBleMIa7ra4TYMcl75kphGk7GEt6gxHyfRHcJZc+kYrBb/665xe8l6+Qu6e60MJaxFjY9EI707xzN/+jCE8GuU1Dvp/sqXDJMOclvI3kokb4lGzumewiuTBgXGN1bWMvitrxhPeIttR31IXhcN3NQ/kydH9wmMf1Fcydkfr2QaEXRuIXvrxOR1Gnh0RC/uOq1bYPz1HSVcvWiD9jna59rnftqLz4/kpFatdzqdNDY2Bn7es2cPTz31FAsWLAhV6hiioqLIzc2loKAgaKx79+4MHz6cl156CZvNxksvvfSdGg888ABXXHEFs2bNIjc3lwsuuIDHHnuMxx9/HNM8/jdVYWFhxMbGBv3RaDQajeZU5WSu9e2RSWn+5MBBhYzWwabM2TmZwQmFKZlJmPg3hi1RhYlNCCamBZ8wnJKRhEtKGhSyUQcxSY5wBAU3zfOqlaZSHqgKkz4J0YHgBkAIwTmZSVRKtQxhFSajOncIBDcAFiGYkpFEtUUtQ1gjTCamJwaCG4Awq5WJGYlUCzWNaovJlMzkQHADEBdm54zOHZWznZXS5Nys5EBwA9A1OoLcjjFK3vACNdI8xhv9O8WSGhGmpNGAxCXlMRpnde2I3SKUNKoxMYCzM4I1zslIBrTPQftc+5ymx7QPn7cW9QsZTUyfPp0LL7yQm266ierqaoYNG4bdbqeyspK//e1v3Hzzza2ejNvtZtu2bZxxxhnf+RgpZVD2/GgaGxuxWIK/n7BarUgpaUeHDzQazRE811B8who3RekrMRpNW3Ey1/r2yIbKGgCiFPIbzY/Jq6hl/BEbt/UV6hrRWPBJyeaDdeR2PJw8WF9RgxWIUMjeRCGodLkprXfRJfpwJm99RQ3hQmBX2PJEI9hW20idx0eM4/CWcH1FDTHCgsr+MxrBxspafKaJ7Yj917qKGiKlWhYqQgrWHahGShkILqSUrDtQQ4SiRmSTxpH4TJO8ihriFfNWMUKQ1/Q+NlPv8VFY3UCOwt1hGxAuBHmVtczs2SUwXt7g4oDLTXeFbGk4Ait+f43rethfWw/W4zUlUUreaPJoZQ19Ox6uZRGKR7XPj9XQPvejfR5MW/i8tYSckV+3bl0g0H733XdJTk5mz549vPLKKyG3rrn77rtZunQpRUVFrFy5kosvvpja2lquuuoqGhoa+O1vf8uKFSvYs2cP69atY9asWZSUlHDJJZcENK688kruu+++wM/Tpk3j2WefZc6cORQVFbFw4UIeeOABzjvvPOVKvBqNRqPRnMq05Vr/U+COr7aQKKwkK2yLkrCQJKzc9OVGlpcdxDAlC/dWcPfyraQJG3EKGmlYiRUWrlqQx7qKGnymyQc7y/njqny6YVOqmNwNO3YEP1uwjm0H63AbBq9sL+HvG4roKW1KBZZysOP2GVyxYD1FtY00eg2e2VjE6ztK6SXVCnj1xs6+RjfXL95IWYOLWo+XR1cXsLC4MiSNzQfruWv5ViqdHqpcHu7+ehsbq+rorVhIrJe080VJFQ+vyqfG7aWswcUNizdS3ugOSeONHaX8fUMRjV6DotpGrly4HpfPIEdBw4IgR9r5x4YiXt5WjNsw2H6onp/NX48dQTcFjTAE3bDxx1X5vL+zHJ9psr6ihisXridGWEhXyMHFYiFd2Pj18m0s2FuBYUq+Lj/ITV9u1D7XPtc+P4L24vPWEvId+cjISLZv3056ejozZsygb9++PPjggxQXF5OTkxN0FK8lZs6cybJly6isrCQxMZHhw4fz8MMP06dPH1wuF5dffjkrV66ksrKSjh07MmTIEO6//36GDBkS0DjzzDPJzMzkv//9LwA+n49HH32UV199ldLSUhITE5k2bRqPPvoo8fHxSvNqvjOn78hrND8MOiOv0bTMD3lHvi3X+vZM83qfgIWziSBWMb9Ri8kC4aLqiGO5KcLKRBmu3D6pCsNfIEkePrqZJmyMl+HKG79yfHwh3DQcodENG2cSrtyeaw8+lggXriO2g72xM5ow5WrL+XhZLtx4mzQsQH8cDMWhXFV8Ix5W4Q4cDrYCQwhjgGJVcYlkNR424AkchrULwSgZphScgL+l19e42YY3kKQNF4KxMpxMxUOsBpIvcbHziAJoUcLCeBlGqqKGB8kXwsVeeVgjTliYKMPpqFhVvBGThcLFviM82lFYmSTDtc+b0D7XPof24/NmQlnrQw7k+/fvz6xZs7jgggvo168fn3/+OSNGjGDt2rWce+657Nu3L6TJtkd0IK/R/LDoQF6jaZkfMpA/FdZ6OLzeX00UYSEeUpRISjGowyQeCylYQ+7lbCIpwaABk05YSQyhfVQzBpJifLiQJGGlQys0vEj24sMLpGJVykIdjbtpHgbQBWureko7MSluCnHSsCq3oDqSekxKMbAA6a3MhtVgUo6BvUmjNf2gD2JwAIMwBOnYWtWzvAKDSgyisNAVa8htrCSS/RgcwiQGC11a4VHt82C0z4PRPj9MW/gcTnKxu9///vfcfffdZGZmMnToUEaMGAHAggULGDRoUAvP1mg0Go1G095py7X+oYceQggR9CclJSXo73v16kVUVBQJCQlMmDCBlStXtqj71FNPkZOTQ0REBGlpadxxxx24XOoth44k1A1b83O6YqM3DlKxtUrD0rT57Y2j1Zs+K4JM7PTC0argBggch+2FvVXBDfiPynbHTg72VgU3ABFY6ImdnthbFdyA/75qDnZ6YG/1kdY4LPTCHjjW3Ro6YKUXDrKwtyq4AUjESm8cpKN2hPxoBIKUJn91baVHtc+D0T4PRvv8MG3h81AJudjdxRdfzOjRoykvL2fAgAGB8fHjx3PBBRe06eQ0Go1Go9H88LT1Wt+3b18WLVoU+PnImjU9e/bkmWeeITs7G6fTyezZs5k0aRKFhYUkJiYeT47XX3+de++9l3//+9+MHDmS/Px8rr76agBmz54d8vw0Go1Go/mpEXIgD5CSkkJ9fT0LFy5kzJgxREREMGTIkKA2BhqNRqPRaH66tOVab7PZgrLwR3L55ZcH/fy3v/2Nl156iY0bNzJ+/PjjPufbb79l1KhRgedmZmZy2WWXsWrVqpDnptFoNBrNT5GQA/mqqipmzJjBl19+iRCCgoICsrOzmTVrFvHx8fz1r389GfNsNxzEYAMeKi0Sh4Qe0kYv7CEdBdmPwUY8HLJIIiTkSDs9QjzGUYqPzXipsUiipaCPtJGpWOSimd342Cq81AtJrCnoh52uIVhCIinExw7hpVFAginoj4PkEI6TmEi246VQ+HAL6GgKBuBQLnIB/ntTW/CyS/jwCkgyLQzEEdKxKS+STXjYLQxMAalNGiptJ5pxIdmAhxKL/95TV9PKAByEh/C+NmCSh4dyi4lFQoa00h9HSEeeajDZgIf9FhObhGxpo1+IR57ai88XL1nK7Gf+xbYd+WRlZPCLm65n+tRzlZ8P2udHon0eTHvxeVt8nrc1bb3WFxQU0LlzZ8LCwhg2bBiPPfYY2dnZxzzO4/HwwgsvEBcXF3QS4GhGjx7Na6+9xqpVqxg6dCi7du1i7ty5XHXVVSG/Vo1Go9FofoqEfDHjjjvuwG63s3fvXiIjIwPjl156KZ9//nmbTq69sR+DD4UTZ5SNK3LTOT2jI8txsxQXUqUJJbAXHx/TiDXOwdX90+ndJZ4vcbESt/I88vHyGU7iOkZw7YAM0pJjmI+LDXiUNTbiYT5OuiRFc+2ADBI6RfIZTvLxKmuswsNiXOR0jufq/unY4sL4mEb2HlHBsiWW4mI5bgZndOSK3HTc0TY+Ek72Y7T8ZPxB1kJcrBIezshO4vJ+aRyKEHwkGjmkqOFDMlc42WjxMqlHChf36UKpQ/KRcFKP2bIA/uInnwonBTaD83p15rxenSmwGXwinLgVvdGAyUfCSYlDcnGfLkzumcImi5e5wolPUaMak49EI1URgsv6pjG2WxKrhYcFuDAVNdqLz1978y0mTD2fsvJ9XHjeNNweN+df+jP+8tQ/lDXai8+XaZ8HOBV8vuIH/jw/GbTlWj9s2DBeeeUV5s+fz4svvsi+ffsYOXIkVVVVgcd8+umnREdHEx4ezuzZs1m4cCGdOnX6Ts2ZM2fy8MMPM3r0aOx2O926dWPcuHHce++93zsXt9tNbW1t0B+NRqPRaH6KhFy1PiUlhfnz5zNgwABiYmLYsGED2dnZFBUVkZubS319/cma6w/Gd1Wt/1Q00rFDJMsvHkWEzZ9Je3lbMbMWb+QCIklqIbsmkbwrnAzoHM9n04Zit/q/R/nz2kLuX7GDmUS12CrBQPKmaOTcbsm8OmkQlqYjjnct38qzG3ZzOVEtZsbcSF4XDdyYm8HfRvdBCIGUkisX5vFJ4T4uk5EtZrXqMHmTBv44LId7T+8OgM80mfrJKtaXHuJiGdliRuoABh/QyPPjcrm2TzoATp/B2Pe+YX9VA9Nk5Pc+H/ztRD7HyYfnns65mckAVLu9nD7nK6z1XiYS0aLGdjwsw83yi0cxNDkegPIGFwPfXEaqG0YT3qLGOtxstHhZd9kYesZHA1BQ3cBpby4j17RxGmEtanyNi1KHJO/ysXSO8v+bq/dXM+rdrzmDMHortCZZhBNvtI01l44hIdyf0ft8zwGmfbqayUQotRX5MXx+dNV6t9tNek4/zho7htf/8yIWi//xd9xzH8+99B9KC7bRoUNC0HOOrlqvfR6M9nkwP8XP8x+yav3JXOsbGhro1q0b99xzD3feeWdgrLy8nMrKSl588UUWL17MypUrSUpKOq7GkiVLmDlzJo888gjDhg2jsLCQ2267jeuvv54HHnjgO//thx56iD/84Q/HjOsuNRqNRqNpD5zUqvUNDQ1B3843U1lZSVhYy5u4nypeJKXS4ObczMCmD+DnOV1JcNiUsnN1SA5Kg18OyAps+gB+0T8Li4BiBY1KTBqkya8GZAU2fQC3D8jCi6RMQaMcH14puX1AVuCuoxCC2wZm0SBNKhSyc8X4EMAvB2QGxmwWC78akMVBaVKrkNEqxkec3cZVvQ4HYBE2KzflZlAmjSO6W343e/HRLTaSczIOb/biw+zM6ptOsVDLVO7FYGRKQiC4AUiNCufynC6UWdQ0SoTBuVnJgeAGoEd8FNOykylRnEepxWRmTpdAcAMwJDme0akd2KuYdS0RBtf1TQ8ENwBnZyTRIy5SyaPtxefrN2zkQEUFt//i5kAQD3Dnr27F5XKx5KuvWtTQPj9a48R9Xqp9HqC9fJ6fLE7mWh8VFUVubi4FBQVBY927d2f48OG89NJL2Gw2Xnrppe/UeOCBB7jiiiuYNWsWubm5XHDBBTz22GM8/vjjmOZ3/7993333UVNTE/hTXHzirS81Go1Go/kxCDmQHzNmDK+88krgZyEEpmny5JNPMm7cuDadXHtCNP1x+oI3mj5p4jWl0i+y+TFHa7gNE1OidFu2WcNlBG9UnIZfU+V+aPP9T+dRGi6fGfRvtKRhHmcejU0aqq/FK028R226nD4z8PtW0XD6jGNCIadhKN8+tgCNvmMDiEafoXzP1QI4vcfR8BrK/5NZ5LHeaJ6HsgbHakgpcflMpd9He/G53e4P0JxOZ9C40+lvLeVwtJy11T4/VkP73E978XlbfJ6fLE7mWu92u9m2bRupqanf+RgpJW73d19RaGxsDPqSD/yV8KWUfN9Bw7CwMGJjY4P+aDQajUbzUyTkQP7JJ5/k+eefZ8qUKXg8Hu655x769evHsmXL+NOf/nQy5tgusCHIxMZTebvY1+APJqSUPLluF/U+gyyFo5zRWEgRVp5YU0i1239H15SSB1ftwAJkKGh0wkK8sPDHVfk0Nm2ovYbJgyvyCReCzgrbx85YiRCCB1fswNu0gXT6DP6wKp84YaGTgi0ysGIFHly5A7Np01Tj9vLEmkJShFWpt2YWdhp9Jn9auzOw8drf6OapvF1kYMOmsInNxkZZo5vnN+8JjO2qaeSFTXvIlGoFzbKxsb6ylvd3lgfGNlbW8uaOUjJMtTApU9pYUFzBstLDdz6Xlx3k870HlOeRIa3MyS8jr6ImMPbhrn2sraghW7E4W6a08eLmveysaQiMvbBlL8UNLiWPthefDxrQn+ysTP74+J9pbGwEwOv18sDDjxIfH8dZY8e0qKF9fqyG9rmf9uLztvg8P1m05Vp/9913s3TpUoqKili5ciUXX3wxtbW1XHXVVTQ0NPDb3/6WFStWsGfPHtatW8esWbMoKSnhkksuCWhceeWV3HfffYGfp02bxrPPPsucOXMoKipi4cKFPPDAA5x33nlBre00Go1Go/lfJeQ78gD79u3jX//6F+vWrcM0TU477TRuvfXW7/12/afEd92Rr8HkU+HEsMC4rp3YWdPAjuoGBuPgdIW7oQAVGMwVTuw2C2d26cTGylr21DsZTRh9Fe6Ggr/C8XzhItZhY1TnDqzeX83+RjdnEU43xUrHu/DyBS6SIsIYmhLP12UHqXH7mEy4ckXvrXj4CjcZ0RH07xTLktJKvD6Tc2QEiYob0LW4WYOHnnFR9EiIYnFxJVYTpsoIpWrcEsnXuNmCl/4dY0iJDOfL0kqipGCqjFCqxm0iWYyLnfg4PSmOWLuNpWVVdMDKuTKCMIVAy0DyuXBSIg1GpyYggOXlh+gsrJwtI5SCNQ+Sz4STKgzGdu5IndfH6gP+4GY84UqVtBubPFovJOO6dGJfo4uNVXX0wc5owpQyrz+Gz4++Iw/+ivVTL55JdFQUI4cPZe36DZTv28cb//k/Zlx0bB/ro+/Ig/b5kWifB/NT/Dz/Ie/IQ9ut9TNnzmTZsmVUVlaSmJjI8OHDefjhh+nTpw8ul4vLL7+clStXUllZSceOHRkyZAj3338/Q4YMCWiceeaZZGZm8t///hcAn8/Ho48+yquvvkppaSmJiYlMmzaNRx99lPj4eOW5fdd6r9FoNBrNj0Eoa32rAvn/db5vYXdishUvBzAIQ9AzxFZWAPVNGlUYRGKhF/aQWlmBfxO6BQ81mERjoQ/2kFpZAVRhsBUvdZjEY6FviK2swF/5eTteGjHpgJW+2JWylEdSio8deHEjScJKb+xEhqAhkezFoAAvXiSd8beQUglMmjGRFOFjFz4MJGnY6Ik9pHZYRlObst1N91ozsNEDW0jHY71I8vFSjA8LgmxsZGMLqR2Wu6nVWRk+7Ai6YycDa0jtsH5onx8vkAcoKNzJsy++xPb8AjIz0rnpumvon9vvuI89XiAP2udHon0ezE/t8/yHDuRPBXQgr9FoNJr2xEkP5L/66iuef/55du3axTvvvEOXLl149dVXycrKYvTo0a2eeHtBL+wazQ/LdwXyofBdgbxG87/CDx3I/6+v9aDXe41Go9G0L05q1fr33nuPyZMnExERwbp16wLFaOrq6njsscdaN2ONRqPRaDTtBr3WazQajUbTvgk5kH/kkUd47rnnePHFFwOVpQFGjhzJunXr2nRyGo1Go9Fofnj0Wq/RaDQaTfsmtMuAwI4dOxgz5tiK0bGxsVRXV7fFnDQajUaj0fyInGprvRsZ8tF6N5KdeKlFEo+FbthCqjcB/joNhfhoQNIJC1kh1psAaMCkAF9T/Q0LGSHWmwCoxaQQL178HT+6hlhvAuAQRlP9DUjDSkorNCowAvU3MrEpFxRtRiLZh0Ex/naW2djo0AqNEgzKMLAD3bCHXFfFRLIXH/sxCUPQHVvIdVWMppomlZhENWlEhKjhRbILH4cwiUXQLcS6KqB9fjTa54fRPg+mLXweKiEH8qmpqRQWFpKZmRk0vnz5crKzs9tqXhqNRqPRaH4kTrW1/n0aOJtI5UKFBzCYL5y4kXSJCmdjvYt1wsIUGU6CokYJPhYKF1JASkQYGxpcJAgL58gI5c1wIV6W4MJusdAx3E5eo4skYWWKjCBccQO5BQ9f4ybSZiXGbiXP6aSrsDJJRihvZNfgZi0eYu1WHFYL611OsrFxFuFKG1mJZDlutuIlwWEDBOs8jSF1ojiyM0encDsew2St18NpOBii2InCi2ShcFEsfSRHOKj3GqzxeRhJGP0UO1G4kcwTTvZLgy6RYVS5vKwx3ZxJON0VOws1YDJXODkoTdKiwtnqdLNGepggw0lT3LofwmCecFEvTdKiw9nc4O+eMllG/PA+t7iRFgspSYlsKCung9XOFMOhfa59/r/l8xP8PG8NISvfeOON3HbbbaxcuRIhBGVlZbz++uvcfffd3HLLLSdjjhqNRqPRaH5ATrW1vm+nOBYLFyYt1/81kSwWLvp0imXnlePZedV4tv38TDrHRbBUuJEKGt4mjbFdO7L36gnsuno862aeQUSEneW4lebciMkSXFzcPZXS6yaw+5oJLL1wBB67YAUuJY1DGHyNm5tzMyi7diJ7r5nAp1OHUCkk6/AoaZThYy0eHhjSg/LrJlF67URemzSIPcLHVrxKGrvwP/bpMX0pu24i5ddN5B9j+7EVLzubMpctsRUvRfh4deJASq+dSPl1k3hoaE/W4aFUUWM9Hg4Ig0+mDqH4mgmUXTuRW/tn8jVuDmIoaazAjcsmWHLhCHZfM4HS6yYwo0dnluCiAVNJYzluwiLsrLn0DHZdPZ69V0/gzK6dWCxceBX8JZEsFW5SYyPY+rMz2XnVeHZddRa5iT+Cz60exo0bS9nOHewt2MbGlV8TkdiR5RY1f2mfB6N9fpiT7fMlP+DneWsJOZC/5557OP/88xk3bhz19fWMGTOGWbNmceONN/KLX/ziZMxRo9FoNBrND8ipttY/MaoXtdKkTGETW45BjTR5akxfukSHA9AtLoo/jerNfmlwSGETuwcfTin515m5dIrwZ8ByO8by4LCe7MWHU0FjJz6sFsE/xuYS6/BnwEamduDOQdnsxMBQ2IDm4yPBYefJUX2ItFsRQjA5I4nr+qZTKNSCgny8dIuN5IEhPXBYLViE4NIenbkgO1VZowAfI5LjuSU3E5vFgtUiuKlfBqNTEyhQDJIKhY/zs1OY2bMLFiFwWC389vTu9IiLJD8EjWv7pnN2RhJCCCLtVv40sjcdw+zkKwRJBpKdwscdg7IZldoBgFiHnb+P7YfNIpSCNScme/DxwNCeDOjkr1jdKcLBs+NycUkZOJL9fVRjsl8aPDGqN93jowDoHBXOU2P6/vA+Nwye+8dTdOrUEYDcfn35w+9/y17Tq32ufd6ufX7gB/w8by0hHa03DIPly5dz11138bvf/Y6tW7dimiZ9+vQhOjr6ZM1Ro9H8j9NeWse1RRs8TdvSXrxxKnEqrvXpMRGA/7hoSzQ/JjM2Mmg8I8b/s0tRwyqga9PGsZnMmEgk4AYiWtBwIYm124gPC97KZcRE4kPigxYPhbqRpEaF4bAG53UyYiNwSbXNpxvoFhuBEMHHgjNjI1goJAq/DjxCkt20ET+SrLgoCvfVKmm4xbHviRCCzNhI8mvUsmIuJJkxwb95h9VC56iwQOeG78MAvFKSERusEeewEeew43a1/EI8+F9u1lEanaPCsAmBW6FrdLMHM456LZmxP4LPLRa6dukSPI/0DO3zI9A+P8xP1ucn+HneWkLKyFutViZPnkxNTQ2RkZGcfvrpDB069H92YddoNBqN5lTjVFzr3yksRwBJCvchk7BiAd7ILw0afyO/FIcQdFTQSMGKIeHtgvKg8dfzS4kWFmIU7sqmYKXS7WVxSVVgTErJGztK6SSsSjddU7Cy5VA9GytrA2M+02ROfikpQu1uaDJWvio7yN46Z2DM6TN4t7CcRFNtm5koLXxWtJ+DrsPHnA+5vHy6ax+JUlHDFLxbWEaj93AWrqTeydLSKlIU77mmYOXN/DJ85uHgbnNVHZsO1itp2IFOwsobO0qRRwQiS0qrOODyKN3ZjUYQLSy8viPYX+8WluOTUmkeHbHiEOI4Hi374X1umrz17vtB46/NeYtoq037HO3z/xmfn+DneWsJudhdbm4uu3btIisr62TMR6PRaDQazY/MqbbW/37FDnpjJ0YhvxGNhd7Yue+bbRRWNzAiNYHFxZW8uqOU03AoVUvuiJVsbFy/eAPrK2ro3ymWT4r288GufYwmTKlwVlesdBZWLpq7htsGZpEdG8mcgjIWFVcykXClwlnZ2NgorEz8cAW3DcwiOTKMl7cWk1dRy7mKOaRe2NkmvZzx7tf8akAW0Q4bz2/aQ2m9i+mKGv1wUOhtZOQ7X3Nr/0yEgGc27MblNcglsmUBYAAOPmpwMurdr7kxN4NGr4+n84oIk4JeigW8Bkk7n1bWMu79b7m6TxoHGt08nVdER2Glm2x5yywQnCbtLCiu5JyPVzGzZ2eKaht5Oq+IVGElTbYcFFgRDJJ2XttRSr3Hx3nZKWyqquVfG3eThY1OCoGFA0F/aeev63exv9HN+LROrNxXzYtb9vzwPhcOrr3pVtblbWBAbj8++nQu73/8yU/O5721zwNonwfTFp/nrUVIqXB24QgWLFjAb37zGx5++GEGDx5MVFTwEZHY2Ng2neCPQW1tLXFxcVxDdMjtaDQazU8XfbS+/aGP1h/Gg+Q/1FNTU3PS19pTYa2Hw+v9adgZTJhyOysTSR4etgkf9dIkVljoJ+30w67cispAsgYPO4QXp5R0EBb6Swc5ihWfwe+JVbgpED48UpIorAySdrJC0HBisgI3u/DhA1KElcHSQdcQcj11mKzETRE+TKCrsDJEhillxJo5hMEqPOxpuhubgY0hOEJqq3UAg9XCTYn0t+XKwsYwwpQ29M2U4mOt8FAuDWz4g8DhhIXUEqsIL+uFlwpp4BCC7tI/j1D2lPl42SA8HJQmEULQU9o5HQc2RQ2JZAteNgsvNdIkSljoI20MxPHj+Nxq4jR8dLDa6W9Ytc+1z4H/QZ+fwOd5M6Gs9SEH8hbL4Tf4yHsiUkqEEBiGWrXD9owO5DWaUxMdyLc/dCB/mB8ykD8V1no48fVeNt3R9TeSat1+QSIx8N/zPVEN1c3v8TCRmG2gIeGEMlDNxct+bA0fEguE3Ku8LTXa0hsnqqF9Hqyhfd52GtrnwYSy1od8tP7LL79s1aQ0Go1Go9H8NNBrvRoC0Yp8y7EaIW/GToKGBXHC3Y5PJBhopi2OobaFxokEem2l0V68oX1+rMaJon1+mPbijfbi81AI+d8aO3bsyZiHRqPRaDSadoJe6zUajUajad+EHMhv3LjxuONCCMLDw0lPTycsLOyEJ9ae8SI5hEkYgrhWfq/nRlKDSQQipDstR+LEpA5JFIKoVmo0YNKAJAYR0r2YI6nHpBFJHBalohDHoxYTF5IELNhbebyxBom3SaM13w7KpvfVADpgadU3nWaTBkACllZ9a2sgOYiJtUmjNUdzfE3zsAHxrdTQPg+muKSE8n376dm9G/Hx8a3S2FW0m6qDB+md07NVFcCllOQXFFJXX0+/Pr0JDw9v+UnH0diydRsej4fcfn2x20P//tkwDDZv2QpAv759sFrV7/Y14/V62bR5Cw6Hg759eh/T0kcF7fOTh17rNRqNRqNp34QcyA8cOPB7N1x2u51LL72U559/vlWbzPaMRLIeDxuFN9DfsLOwMlaGE6u48TKRrMTNNuHD26SRIWyMkWFEKmr4kHyDm3y8GIDAX6TiDMKVA2k3kuW42Imv6Z4P9MDOKMKUg+BGTJbhDhTssAtB76ZCF6oBbC0my4SLUum/bxkmBLnSzmk4lDflVRh8Jdzsb9KIEILTpIN+itU7AfZhsFy4qWrSiBYWhkoHPUI4ZLMXH98KN9VNPUnjhIURMoyMEP43K8TLSuGhvkmjg7AyWjpIDUFjCx7WCQ+NTf5KElbGyDClFhqgfX40+/cf4Nqbf8Hc+QsACA8P55brr+NPj/wBm03tfSnavZurb7yFZcu/ASAmJoZf3/5L7v/Nr5UD2E2bt3DNTbeydn0eAB06JPCH393HL266Qen5AN+sWMn1v7iNrdu2A5CaksKTj/6Rn82coawxb/5Cbr3zbop27wEgMyOdZ/72JOeePVlZ48233+Wu++6nfN8+AHrl9OTFZ55m9MgRyhra5yeXU3mt12g0Go3mp0DIX/t/8MEH9OjRgxdeeIG8vDzWr1/PCy+8QE5ODm+88QYvvfQSixcv5v777z8Z8/1R2YyX1Xi4uX8m314yijcnn4Yj2sE84WwKE1pmDR62CC/3nt6dVTNG8+/xA3CGW1ggXE2lM1rma9zssvh4bGQvVs8YzTNj+1Fhhy+FS/m1LBEu9tslfx/bj9UzRvP4yN7sthgsR01DIlkgXDSGW3hp/ABWzRjNfad3Z4vw/45UMJDME05sUQ7emDSIFZeM5pYBmazBwya8ShpuJPOEi47xEbw3ZTDLLxrJ5b278jVuChU16jCZJ5x0T4rhs2lDWXLhCM7OTmYxLkqavqRoiSoMFuDk9C4dWDh9GAunD2No1w4sxEklakWhSvGxGBeTspL48oIRfDZtKDlJMXwuXNRhtiyA/4uA5bi5tFdXll80kvfPOZ3E+AjmCScuRX9pnx9GSsm0S2ayLm8D/33+X6z7ein33nU7T//rOR7446NKGm63m4nTLqCktIy3XvkPa5Yv4YZrruL3Dz/G0/98Vknj0KFqJkw9H4/Hw4dvvc6KJYu4aPp5/PKue3jz7XeVNPYWFzN5+kXEx8Xx+YfvsXzR55wxagQ/v+4GFi1eoqSxYeMmpl96OT26dWPx3I9ZPPdjevXsyQUzf876vA1KGouXLOVn117PqBHD+GrhPD7/8D06dujA2edfzO49e5Q0tM9PPqfyWq/RaDQazU+BkDPyjz76KE8//TSTJx/OvvTv35+uXbvywAMPsGrVKqKiorjrrrv4y1/+0qaT/TGRSDYLL1f07MKTo/sAcHpSPH06RDPgzWXsxkf3FrK3XiRbhZc7Bmbz+6E9ARiUGEd6TAQTPlxBGQZdWnhLGjHJx8ufRvTm9oHZAAxMjCM+zM7PFqznIEaLLSwOYbBb+njlzIFc1rNLQMNqEfx6+VaGYraYTSrHYL80mD/pdM5K6xR4LW7D5Kn1uzhNOlo8Il+Ej2pp8uXUIfTrGAPA4KQ4Drm9vLe9jFzZctuHfLz+YH76MDpH+bNCw1ISKKl3sb74IN1lyxn1rXgJs1mYe95QYh3+x49ISWDn2w1sqmxUak2yCQ+pUeF8NHUIDqv/dzcqtQO9XvuSzfUezlToMboJLwM6xfLm2adhacqEjUhJIOu/X7DV62UYLR9j3Sy8TOzaiefH5QayaacnxZH98mLy8dK/hVMK2ufBLP1qOavXrmPRpx8xfpz/zvCggQNwuz088/yL3P+bu49py3U0H3z8KTt3FbFp1Tf06+v/nQ4eNJBD1dX85eln+NUtNwVVCD8er7zxJoeqq1n/7TI6p6YCMGzI6ZSWlfPkU3/nshkXf+/zAZ77v/9gtVqY98E7gSqoI4YNZVfRbv7692eYcNaZLWr8/dnn6ZyawifvzsHh8Htp9MgR5Aw8nb8/+zz/ef5fLWr89e//5LSBA3jrlf8EXvfI4UPJ6J3Lc//3H554+KEWNbTPTz6n6lqv0Wg0Gs1PhZAz8ps2bSIjI+OY8YyMDDZt2gT4j+SVl5ef+OzaEV6gVppMSk8MGu/TIYbOkWEcVMiYNiJxS8nkozTGdO6A3SKUNGowMeGYeTT/fEhBo/kxx9MwgWoFjYOY2IRgXNeOx2i4paRecR4pEY5AEB/QSEukTppKef2DmPTpEB0I4puZnJ4YOCavMo+RqR0CQTyARQgmZyRSY1HLhNcKyfi0ToEgHsButTA+LZFqoZaZq7H4/WU54jhrjMPG6C4dOKiY1a+SJpMzkoKOxKZGhdOvY4ySN7TPg9mybTs2m42zzhwTND55wlnU1dVRXFLaosbW7dvp0rlzIIg/rDGe0rIyampqleaR27dPIIg/ch5bmo7Jt6yxjZHDhgW1MrFYLEwaH4rGds4aOyYQxIP/iPVZY8ewees2JY2t27cz8axxQV9exMTEMGr4MLZsU9PQPj/5nKprvUaj0Wg0PxVCDuR79erFE088gcdzOMzyer088cQT9OrVC4DS0lKSk5PbbpbtABv+u9drDtQEjZfUO9nvdBOtcJcxHIEVWH2UxsaqOrymVCqSFN30mKPnsXp/ddDfK2k0Pac1GjFY8EnJhsrgIGT1/mqsoHQ/NBrBAaeH4jpnsMaBaiKEWguIGAQF1Q3UuIOP0a/eX02sULN3DIL1FTV4jOBN88p91URJtTuqkVKwal81Uh4O2qWUrNp3SFkjSgpWHfWeeA2TNfurlQtoxQrLMe9rrcdLfnW9kke1z4PJSE/D5/OxYeOmoPFVa9bhcDhISU5qUSM9LY3yffsoLik5SmMtCQnxxMS0XPQuIz2NHQWF1NQE/z5WrVlHRrpan/WM9DTyNm4K+uxunkcoGqvXrj/G56vXriMzI11JIz2tK6vXrgsa83q9rMvbSEa6mob2+cnnVF3rNRqNRqP5qRDyLuGf//wnn376KV27dmXChAlMnDiRrl278umnn/Lss/77nrt27eKWW25p88n+mFgQ9JJ2/rlxN89v3kOtx0teRQ0zP1+HA9HiMUyAMAQ9sPPI6nze2FFKg9fHt/sOccX89cQJC2kKRyhjsJCJjXuWb+XjXfto9Bp8WVLJjYs3kiysJCm8pYlYSBZWbvpyE18UV9LoNfi0aD/3LN9KhrApFXpKw0qcsHDFgvV8U36QBq+PN/NLeXh1Ad2xKRVp6oadcCGY+fk61lfUUOvx8uKWvTyzYTc50q5UMC8HOz5DMvPzdWw7WMchl5e/rd/JnIIyeiscqwfojZ1Kp4erF+Wxq6aRCqebB1Zs58vSKmWNPtjZVl3PrUs3U1LvpLTexS+XbWbLoXr6KBbM6y3tLCmt4v5vt3Og0U1RbSPXLMqjwumht7KGjbcKynhy3U4OujxsP1TPZZ+vx2tIchQ0tM+DOXviBLIyM/j5dTfyzYqVNDQ08MZb7/Dwn57kZ5deolS9/tKLLiAhIZ5Lr7yW9XkbqK2t5YV//5d/PPcCN157jVLBvKt/fjmmaXLpldeybfsODh2q5i9P/YM33n6HW2+Y1eLzAW645moOVFRw5fU3satoNxUVlfzuoYdZ9OUSZY2bZ13L5q1bufm2OykpLaW0rIxb77ibjZu3cMv11ylp3HrD9XyxZCm/ffCPHDhQQdHu3Vx1/c3sP3CAG665SklD+/zkc6qu9RqNRqPR/FQQ8sjUiiL19fW89tpr5OfnI6WkV69eXH755cTExLT85J8AtbW1xMXFcQ3ROI4IJg0ky3CRf0QBtBhhYbwMJ1nxHqMXyZe4KDpCI0FYmCjDSVDUcGLyxRGV3gEShZWJMlw5c1uPyULh4sARGl2ElfEyXLk91yEMFgoXh+ThTHYmNs4iXLmF3H4MvhAu6o7Q6ImdMYQpt38rxscS4QpUrxZAX+yMJEy58n0hXpYLd6B6tRUYiIPBIVTP34KHlcITqF5tF4KhIVTPl0jW4WE9nsBB+jAhGC3DlAKLZo1vcbMZb6DUVqQQjJXhpCuWxDiVff5cQ/ExY9u27+D8mT8jv6AwMDZ1ymTe/O9Lyi3kVq5ew8U/u4qS0sNH8X8+cwYvPftM0DH172PBosX87LrrqaysAvzH4m+9cRZP/fmJFu/YN/PWu+9zwy9vp7bWf5LGbrfzu3vu4vf3/Ua5ev6zL77EXffdj9PpP0kTERHBk4/+kVtvvF7p+VJKHvnTkzz8xJN4vf6TNLGxsTz39N+Oe9f/pqhjTwucqj73IPkP9dTU1ARdkThZ/K+v9fDd671Go9FoND8Goaz1rQrk/9dpaWGvweQABmEIumBtVb/xgxhUYhKFoDPWVvU/rsDgECYxCFJaoSGR7Megtqn3eqdW9GGWSMowaEDSEYty66cjMZo0XEiSsLaql7MPSQkGXiQpWFvVy9mLpAQfBtAZq3L7qCNxN2kAdFU8mXA0TkxKMbAAadiUvxQ5knpMyjGwI+iKVbnV2pGcij4/XiAPYJomS5Z9RVn5Pgbk9iO3X9+QX4fX62XxkmVUVlUx9PTB9OjeLWQNl8vFwsVfUldXz+iRw0lPUzsSfyT19fUsXPwlbreHcWPOIFnhesDRHDpUzaIvlwAwYdyZJCTEh6xx4EAFi5cuw+GwM2n8Wd/5pcjxAvlmTjWf/9CB/KmADuQ1Go1G05446YH8q6++yvPPP8+uXbv49ttvycjIYPbs2WRnZzN9+vRWT7y9oBd2jebU5LsCec2Px/cF8qcaP3Qg/7++1oNe7zUajUbTvghlrQ855fjss89y5513MmXKFA4dOoRh+I8DJiQk8NRTT7VqwhqNRqPRaNoPeq3XaDQajaZ9E3Ig/49//IMXX3yR3/3ud0FFmk4//fRASxqNRqPRaDQ/XfRar9FoNBpN+0atKtARFBUVMWjQoGPGw8LCaGhoaJNJaTQajUaj+fE41db6XXjppViYtJmdeNkqvNQLSawU5EqHcrFF8Nfv2IGPHcJLo5B0MC30x05qCBomki14KRQ+3ELS0bQwEAeJIdSr8SHZhIddwsArJMlNGqoFG8F/FDQPD3uEgSkkqaaVQThCqlfjxCQPD8UWf/HbrqaFQTiUC/AC1DVplFkMLFKQIa0MwBFSvZpqTNbjZr/FxIYg27TSH0dINTgqMcjDQ6XFJEwKuksbfVHrxtNMOT424uWgxSRSCnKkjRzsIdXg2IuPzcJLjTCJloLe0q5cPLeZ/zmf28ArINkrGYi9dT63gSkg1Stb73O7/33s2qTRKp/bBRYJGT5a6XMP++0Cu4QsH63zufBSaROESejuE9rnJ+Dz1hByRj4rK4u8vLxjxufNm0efPn3aYk4ajUaj0Wh+RE61tX4pbtbhVn58Hm4W4aJn53h+cVo2nRNjmIeTbXiUNb7FzVJcnJbekVsHZRPdIZxPcLIbr9LzZVPXhBW4GZOdxE0Ds7DEOviYRsqP6KTwfZhIFggX64WXyT1SmDUgk8YoGx8JJwcxWhbAHyB9Jpxst/q4oHdnrsrNoDIcPhJO6jBbFgBcSD4RTnbbJTP7dmVm367stUs+Fk5cqJVyqsfkY+GkIhyuzM3ggt6d2W71MVc4j+hv8f0cxOAj0UhDlJVZAzKZ0iOFPOFlvnBiKmrsw8fHOCHWwY0DsxjbLYmVws2XuJCKGrvx8SlOojuEc+ugbAZndGQpbr4JwaPb8TIPJ6mJ0fzitGx6dY7nC1ynrs8tbtbbTM6+5AJuuPUmnJ0T+cjqDs3nVjfbwy1cdMVlXHPjLCo7xPCR1R2az60edkeHcfm1V3H5tVexNyacj62e0HxudVPRIYarb7iOi664jO3hFuZa3aH53OqiMbUTN9x6E1MuuZA8m8l8izs0n1tciMwu3PyrWznzvHNYafHypXBrn7fC560l5K8Jfv3rX3PrrbficrmQUrJq1SrefPNNHn/8cf7v//7vZMxRo9FoNBrND8ipttb/sn8mz27cTR8chLeQCXIhWSe83DEgiz+P8n+p8dDQnlz3xQbeyy+jh7S3mNWqxWQzXp4Y0Yu7TvN3sHhwaE/O/2w1K4uryJC2FjNSBzApxMd/Jgzg5zldAXhgaA/OfO9bVlfWc55seYu3F4Ni6WPutKFMTE8E4Hen9+D0t75iTa2HSUS0qJGPl0pp8O1FozktMQ6Ae07rxsA3l5Ln8nAG4S1qbMGDU8CGS88gOy4SgDsGZjPgjaVsMTwMJqxFjTw8hDmsrL9sLMmR/sff1C+DYW8vpwAvfRROXKzFQ2p0OGtmnkGsw5/R+3lOV87+eCV78JGlkOVbLTzkdoph6YUjCbf5s71v7CjlqkV59MUkpYUMsESySrgZ37UTn0wditXi98HsvF3c8/U2+uFosbuPgWS1cPOzHl34z4QBgfai932zjafW7zo1fW56mf/B+0yacJZf495fM2j4GazZU8ok2XJWvgAvlaaP1YsWctqggQDce9cd9Bs8jLyDdeo+twq2rFhOdlYmAHf96lb6Dh4eks/DY2PYtGZFoOvMLddfx+BRYynAouhzL527dmH9iuWBYmpXXj6TidPOZw9WNZ9bffTPzWX5F/MJD/e/9tfnvM3Pr7uBvti1z0P0eWsJOSN/zTXX8OCDD3LPPffQ2NjI5ZdfznPPPcfTTz/NzJkzT8YcNRqNRqPR/ICcamv9DX0z8AFlChm+cnx4peSX/bMCY0IIfjEgi0YpqVTI8JXgQwA352YGxqwWwS25mRySJrUKGa0SfMQ7bFzWo0tgLMxq5cbcDMqlgUdBoxgf3WMjA0E8QIzDxnV90igRapnKEgxGpSYEgniApMgwZvbsQplFTaNMGEzNSg4E8QBZsZGcl51CqeI8yi0mM3t2CQTxAAMT4zijcweKFbOuJcLg2j7pgSAeYHxaJ3LiopQ0vEjKpMGN/TICQTzAzJ6dSXDYKVbwVx2SQ9Lk1v6ZgeAG/F9KWAWBFrffRwUmjVJya//MQHAD8Iv+Waeuz7MyA0E8QExMDLOuuUrZ58UYjB4xPBDEAyQlJXL5zBmU2dWCtDIrTJt6TiCIB8jKzGT61HMpVTzhX24XXDbzkqDWsQMH9GfM6JHKPi+1mFx3zVVBFdEnnHUmOd27qfvc8HLzDdcFgniAy2ZcTIe4OO1zQvd5a2nVwf3rr7+e66+/nsrKSkzTJCkp9D7EGk1raIv2YLqd1WF0uzVNe6e9ePRU/Nw4ldb6ep9/w2dVyJo0P6bOG7xJrPOEpmECDT4fkfbDO/hmTZU9vRXwGCYe0yTCcoSGx7+pVMnUWIEGn4EpJZYjNsK1Hp/yBtHa9PijqfP6lH4X4J/r8TRq3V7ljJOFY98TmnRVb0HbgNqjNEwpqff6SFCcg38ewZv/5vfJpjCT5kfUHfX7aPAamFLVX37qj/ao9xT2eWMjpmlisRx+Rm1dHdFxsTxXsrtFjcuvnsWOgoJjxuvq60nJzuS5data1Cg45zzq64+tMVJXX0/OqKE8N+/TFjWWnz6Curr6Y8brGxoZdvF5PPfyv1vUeDc9m9rauqAx0zRxut2cf/O1PP2XP33v891uNy8ndj5mHh6PB7fXq/TZoX3eNoSckT+STp06/U8v7BqNRqPRnOqcCmv9w6vyiRCCLgpbrs5YiRSC+7/djsvnD9jqPT7+sHIH8cJCJ4WtVQY2bMDvvt2Oz/Tfr61yeXhsTQGpwkq0gkYWdpyGySOrCzClP+NTUu9k9vpdZGJTKlqVjZ3yRjd/31CEbNLYcaieFzbvIVPhyLJfw8aGqjrezC8NjK05UM2cHWVkmGpb2CxpY1FxBQv3VgTGviiuZP7eCrIU55FhWnk7v4xV+6sDY28VlLG+spZsxa8lMqWNFzfvYfshf4AipeSZjbspbXTTTUHDiiADG7PX76K4zgn4vwh4dE0BDT6DbIUjy1FYSBVWHl9TSKXTf0fXZ5r8bsV2rECGgkc7YSFBWHhoZX4gIHEbBvd/u/3U9fn+Azz9z2cP+zy/gBf+819mXHhBi88HmHHR+azL28Abb70TGFuzbj1vvvMeMy48X0njkgvPZ/6iL1iwaHFgbNHiJcxbsFB5HpdcOJ233vuAVWvWBsbmvPMea9atV57HjAsv4MX/vsz2HfmA3+f/ePZ59haXMOOilucRFhbG9KnnMPuZf1FcUgL4vwh4+IknaWhs1D4ndJ+3FiGbHf09DBo0KOjIwvexbt065X/8oYce4g9/+EPQWHJyMvv27Qv8/Zw5cyguLsbhcDB48GAeffRRhg0b9r261dXV/O53v+P999/n0KFDZGVl8de//pVzzjlHaV61tbXExcVxDdE4TtKdBk3r0Bn5tqW9ZDs1mvZOe/jc8CD5D/XU1NQEHYlsK07WWt+eaV7vLcAEwpXuhgLsxssiXMSH2RmcFM+KfYdw+gzOluF0Vgwat+NlGS5SIsPo1zGG5WUHwZScIyPopJjDycPNSjxkxkSQHRvJ8vKDhEnBVBlBrOLm8RtcbMJLz7goUqPCWF5+iDj8GiqVtJuLkRXgI7dDDLEOG9/sO0SSsHKOjFDaRxlIFuBiLz4GJ8YhBKw5UEOasDFZhitlxbxI5gon+6XB8JQEGrw+NlbV0R0bZxGudEfVicmnwkUNBqNSO7C/0c2O6gb6YWeUwh1o8FcU/0Q4cQvJ6NQO7KptZHedk6E4GKRwBxqgCoO5wom0CEZ37sDmqjr2Nbo5gzB6K3ZXKMPHfOEi3GZleEoCaw9UU+32Mv4U93lOt2507tKZr775lm7ZWSybP5ekpMQWn2+aJlfOuonX33qbgf1ziYmJZvk3Kzj9tEF88dlHxMTEtKjh8XiYPuNyPl+4iKGnD0YIwcrVa5g0/iw+eXcODkfL7219fT0Tpp7PqjVrGTViOA0NDazfsJHLLrmY1/79QtCJg++ioqKSsWefS35BIWeMGsGBikq2btvOr26+scVsfDO79+zhjInnUFFZyRkjR7Bz506K9hZrn5+Az5sJZa1XCuSPDLZdLhf/+te/6NOnDyNGjABgxYoVbNmyhVtuuYXHH39ceaIPPfQQ7777LosWLQqMWa1WEhP9/0O98cYbJCUlkZ2djdPpZPbs2bzzzjsUFhYGHnM0Ho+HUaNGkZSUxG9/+1u6du1KcXExMTExDBgwQGleOpBvv+hAvm3RgbxGo0Z7+Nw42YH8yVrr2zPN6/0FRJAU4m3Daky24qEOSTwW+mAPqQ0V+Ns3bcdLA5KOWOiNnagQNfZhsAMvLiTJWOilUODpSCSSUgwK8OLFn6HqiT2k/Y9EsgcfO/FhAmlY6U7LRaKOxESyCx+7m+61ZmIjC5vy8XzwVxYvxEcxPiz4TwtkElqhKQ+SfLyUYWAHumOnK9aQNFxItuNlPwbhCHKwkRKivxox2YaXSkwiEfTGHnJAUIfJVrxUYxLTpBFKuzX43/R5v+lTOPOM0Vz988uVAvBmTNPkk7nzeOf9j3B73Jw9cTw/u3RG0D3xlvD5fLzz/od89NlcAKafew4XXzAdu129XZrL5eKNt95h3sJFOOwOLrlwOuede45SEN9MXV0dL7/+Jl8u+4qY6Ggun3EJE8ePU/4yF+DgwUO89PKrfLtqFds+nq993gY+h5MQyB/JrFmzSE1N5eGHHw4af/DBBykuLubf/275bkYzDz30EB9++OFxW9wcj+YFd9GiRYwfP/64j3nuued48skn2b59e0j/Uxzv39GBfPtDB/Jtiw7kNRo12sPnxskO5I+kLdf69oxe7zWaUw+992l72sMa+b9CKGt9yF8TvPPOO1x55ZXHjP/85z/nvffeC1WOgoICOnfuTFZWFjNnzmTXrl3HfZzH4+GFF14gLi7uezPrH3/8MSNGjODWW28lOTmZfv368dhjj2EYapUcNRqNRqM51WnrtV6j0Wg0Gk3bEnIgHxERwfLly48ZX758eUhHSwCGDRvGK6+8wvz583nxxRfZt28fI0eOpKqqKvCYTz/9lOjoaMLDw5k9ezYLFy6kU6dO36m5a9cu3n33XQzDYO7cudx///389a9/5dFHH/3O57jdbmpra4P+aDQajUZzqtKWa71Go9FoNJq2J+T2c7fffjs333wza9euZfjw4YD/3ty///1vfv/734ekNWXKlMB/5+bmMmLECLp168bLL7/MnXfeCcC4cePIy8ujsrKSF198kRkzZrBy5crvrKDb3CLnhRdewGq1MnjwYMrKynjyySe/c36PP/74MUX3vgsDSRG+wL2nHtiVC20040OyEx+VGEQ1aYR6h8KDpBAvhzCJwUIPbEpFaY7EhaQAL7WYxGOhR4h34gAaMCkI3Aex0g0b9hA16po0nEiSsYZ8Jw5g+4583nznXWpr6xg39gzOPXsyVmto92MqMZru90nSsNElxDtxEsl+zKb7fZJMbCS3QqMUo+l+nyAbG4kh3vMxkezFoAwfdgTdsYV8V8jj8fDBx5/y7cpVdOzYgZ/PnEFWZmZIGk6nk7fefZ/1GzbSpXNnfn7ZDDqnpoakUVtbyxtvv8u27TvIyszg5zMvpVOnjiFpVFUd5LU5b7GraDe9cnrys0svCflYcnn5Pl598y1Ky8oY2D+XSy++kMjIyJafeAS79+zhtTlvU1lZxfChQ7hw+jSlwjZH0hY+z9uwkbff/xC3283ZEycwftzYkO7VSSn5duUqPvp0LlJKpk89h5HDh4V0r05KyRdfLuXzhYtwOBxcfP55Qb15VTAMg7nzF/Dl0q+Ijo7isksupnevnJA02sLn7eXzvK1py7Veo9FoNBpN2xPyHXmAt99+m6effppt27YB0Lt3b2677TZmzJhxwhOaOHEi3bt359lnnz3u3/fo0YNrr72W++6777h/P3bsWOx2e1ABvXnz5nHOOefgdruPu3F2u9243e7Az7W1taSlpR1zZ86JyTzhokIaZMdEsN/pwekzGEs4PRUrI9ZhMlc4qZEm3WIjKWlw4TNMJhBBhuL3KgcxmCdcODHJjo1kd50Ti4SzZbhykYl9GMwXTgwBmTER7KptJBwLU2Q4HRWDvj34+EK4sApB1+hwdtY2EissnCsjlAtE5ONlKS4ibFaSI8LYVddIorAyRYYfdyN7vHtNs//xT+6893ckJMSTEB/PrqLdjB45gnkfvEN0dPQxjz/ePZ6VuMnDQ4cwOxFWC6WNbjKxMQG1arkSyTLcbMdLUrgDIWC/00MONsYqVss1kHyBiyJ8dIkMw2WYVLm9DMDBMBxKGl4knwsnZdIgIzqcarePGq+P4YQx4DgVQI/3+6ysrGLC1Ols2LSZHt27sW//ARobG/n3s89w5c8ua3EOAHv27uWsc86jaPcecnr2YM/eYqSUvPPaf5k65WwljS1btzFh6vlUVFbSs0d3du4qIjw8nLnvv82oEcOVNL5ZsZJzLrwEp9NFt+ws8gsK6dSxIws/+YDcfn2VND77fD6X/PxqADLS09iRX0BmRjqL535MZkaGksarb8zhmptuJTIyktSUZPILCunfry+LPv2IxMTvPmF0JKH6/Hj89sE/8vhf/kZip05ERISzt7iEaeeczbuvv6L0pYJpmtzwi9t46eVXSU1JQQhBWXk511zxM/7vX/9Q+kLA6/Vyyc+v4qNP55Ke1hWXy82BigruueM2nnj4IaUvBBoaGjjnwktYtvwbsrMyOVRdzaFD1fzlsYe567ZfKv0uQvX58T43fujP8x/yjjyc3LW+vaDvyGs0px76jnzbo+/Itx0n9Y48wIwZM/j66685ePAgBw8e5Ouvv26Thd3tdrNt2zZSvydrJ6UMCrqPZtSoURQWFmI29fEDyM/PJzU19Ts3qmFhYcTGxgb9OR4rcWM4LHx7ySh2XHkWpddO4IpeXVmKi3rM4z7naJbjJjrSwcbLx7LtinGUXDOBszOT+FK48NDydyoSyVLhJi0+kvwrzmLrz8ex5+rxDE6OZ7FwYyhomEi+FC4GJcez+6rxbP35OPKvOIvM+EiWCjdSQcPbpDEpPZHiayew7YpxbLp8LLFRDpaL735/jqQBk2W4+FlOF0qvncCOK8ex4pLRmA4LK1DT2LxlK3fe+zvu/OWtlO/cwc7NeXw57xPWb9jIHx//s5JGKT7y8PDo8BxKr51A0dXjeXfKYIqFwWa8ShqF+NiOl+fG5VJ87QT2XjOBF8b1Zwc+Cpsq8LbEFrzsFT7ePvs0iq4eT8m1E3h8RC824KEUtRoP6/Bw0CJZMH0YhVeNp/S6Cdw5MJsVuKlS1Pj17x6gtLyc1V99Sf6GtZTv3M6Vl8/kult+SUlpacsCwE2/uhPDMNi6diXb1q2ifOd2Jo0fx+XXXE9dXV2Lz5dScsWsG+nUsSO7tuSxde1KSvK3MiC3L5deeS1eb8vvi8/n47KrryO3b1+Kd2xh69qV7NqSR3JSIlfMuhGV7zDr6+u5/JrrmTBuLGWF29i2bhXb1q1CSslNv7pT6XdRVl7Odbf8kp/PnEH5zu3syFvDmuVLKN+3n7t/e7+SRlv4fPGSpTz+l7/x+B8epGzndnZv28QHc15j3oJF/OPZ55U03nr3fV56+VVe/OffKSnYSnH+Fl761z/4z6uv8+bb7yppPPPcC3w6bz7vvfEKu7dtorRwG396+A/8efbTfPHlUiWNh594kjXr8vjis4/YuTmP8p07uPu2X3L3bx9g46bNShpt4fP28Hl+MjlZa71Go9FoNJoT50c9u3f33XezdOlSioqKWLlyJRdffDG1tbVcddVVNDQ08Nvf/pYVK1awZ88e1q1bx6xZsygpKeGSSy4JaFx55ZVB2fmbb76ZqqoqbrvtNvLz8/nss8947LHHuPXWW09orgaSnRjcMTCb05PiAYiy2/jbGX1wWCzsVAjWnJjsxccDQ3vQK8GfQYsLs/OPsf1wSxloufJ9HMLkgDR4fGQv0mMiAEiMCGP2mL7USZNyhWCtHINaafK3M/qQFOnv9ZgeE8ETo3pTIQ0OKnwpsRsfbin5x9h+xIf5TyPkJETz4NCe7JU+GhU0duLDZhHMPqMvUXZ/5mlwUhx3DspmJz6lTexrc94msVMnnnj4IcLC/K/lzDFncP3VV/LKG3NafD74TwX0jIvi16d1w2axIIRgenYKF3dLYadQC8IL8TI6NYHr+qRjEQKLEFzTJ42xnTtQoBjI7xQ+LshO5YJuqQghsFks3DUom5z4KPIVv1DYKXzM6pvOuK7+LG+Y1cojw3PoFG5X0vB6vcx5933u+MUtnH7aIACioqJ46s+PY7fbeevd91vUOHCggs8XLuKBe39Nr5yeAMTFxfHP2X+hrq6Ojz6d26LG1m3bWb9hI4//8fekp/m/5U1M7MRTf3qc0rIyliw79u7u0Sxb/jV7i0uY/afHAj1i09PSeOKPD7Fh02Y2b9naosbHn82jtraWf87+C/Hx8QDk9OzBg/f9hvmLvmD//gMtarz17vtYrVaefvIJoqKiABg8aCB3/vJW5rz7/vd+MdlMW/j81TffonevHH5z1+3YbDaEEJw/bSqXXHA+r775lpLGK2/MYewZo5h19ZVYLBYsFgvXXnUFZ40dE9I8Ljr/PC6cfp7f5zYbv77jV/Tp3YtX3nhTWWPWVVdw1pljAf+XsY/94fckJyUpvZa28Hl7+TzXaDQajUZzaqIUyHfo0IHKykpl0fT0dPbs2dPi40pKSrjsssvIycnhwgsvxOFwsGLFCjIyMrBarWzfvp2LLrqInj17MnXqVCoqKvjqq6/o2/fwkdi9e/dSXl4e+DktLY0FCxawevVq+vfvz69+9Stuu+027r33XuX5Hw8T/13ILtHBRX5i7DZiHDal7IuneY7REUHjKZFh2IRQ1PA/putRGl2j/PNyK2g0P6b5Oc00vzYVDQ8Sq/DPPWgeTfPyHO9Jx5lHtN1GrCP4+GiX6HAMUAp/q2tqSElOOqbVYNcunamuqVFQ8M+1a3T4MUd6u8ZE4BFqGTGvgPSYY+9Mp8VE4FXU8AhIiwl+T4QQpMVEKHkD/HUPjn5f7VYLKRFhau+J243L5aJr585B4zExMcTFxir9TmubMu5pXboGjackJ2O325U0mh+T1qVL0HjXpp9D0Tj6tXTt4v/5UHW1kobVaiUlOfm486hRKIxZXVNDbEzMMSd9unbpjMfjweVyKWmcqM+ra2rokpp6rM+7dFb6XTRrHP2etGYeR2sIIejaOTSNrkdp2O12UpKTlDTawuft5fO8LTlZa71Go9FoNJq2R+kSX3V1NfPmzSMuLk5JtKqqSqnd25w5353BCQ8P5/33W86KLFmy5JixESNGsGLFihafGwp2BInCymvbS/hZThcsTZvhRcWVVLg8DCGiBQWIQRAjLLy8vZgJaZ0CG+o388vwSUmqwt30jlgJE4JXt5cwYHSfwPir20uwAMkKGslYsQCv7ijl16d1C9IIE4JOsmWNFKwYEt7IL+Wq3v6MqZSSV7aXECMsxMqW7xqmYmWd28n8vRWcneEvXmhKyavbS+gkrDgU9rBnjBzB8y/9h7X/z955h0VxdXH4nd2lg4WigL1hw957jbH33ns3xWiMxhhN1BQ1JiYxMUZj7733rmBHQVFQQKUqvS1b5/sDWUXRnVWTD3Xe5+F59Lr3552dw71z5t5zzlU/ajxOlqXT6Vi7cTON6tczL/B4HKej4glNTqdEnkxnPE2nZ1NQJAWM0g6tFBAV7AmNIVatxdUuM4QjLkPL7pAYiokSNYwCm4OjmFHLC8fHLzfCktM5GRFH9Rzi23O8FlHJ2tsRTKhSAmtl5v979VESAQmpNMN8pmlHR0eqVPJm9fqN9O/TyxTzfPjocaJjYmhUv75ZjeLFilLI05MVa9bxQYtmJjtft3EzOp1O0n2pUskbJycnVq5dz0+VK5naV65dj1KppF6dWmY16tauhVKpZOXa9Uz57JNsGo6OjlSrUtmsRqP69TAYDKzdsInBA/oBmXa+cu06PD08KFmiuASN+nzz3Y8cOHSENh9+AGTGmq9at4FKFStIinV+E3beqH49pn79DaFhYaaEbmlpaWzevoPGDczf1yyNpStWEhsbZ0o6GBcXz+79Bxg6oL9kjS07djLzyy9Msf1h9+5x4vQZZs+QFmrQqH491m3azMfjRptCpq76XeOafwATJ5g/ffUm7Dy3zOdvkn9rrZeRkZGRkZF580hKdmdJRuMs7ty5h063SgABAABJREFUQ8mSJV9pUP9vXpT8Jgw9h1DT0CM/vbwKEZqczuLrYTgbBdqJdpKSkd16nNztw6JudCrpjn9cMn8H3KeoqKSlhJcBAFfRcAEt3Ut50LKoK75RCay6FU55rGgowVkDOEsGN9AxoFwh6ns4c/RBLJvvRFELa6pjY14AOIqaMMHA8IpFqeKah10h0ey//4jG2FBeguMpIrJPUBOnEBlTqTgl89qzKSiS01HxtMKW4jkkEHw2QYlGo6Fu05bce/CAsSOG4+FekJVr1+N33Z9j+3bRMAcn59mEHBpEdgjpWNuoGFelOA5WKpYG3CM0KZ1Ooh3OEh6m0zCyXVDj4mDNmErFEYA//O8Rm5ZBZ9EeRwmHXxIwsENQUyKvPSO8i5Gm0/P79TA0GXq6iPbYSLCvaAzsIZ3KrnkYVL4ID9UaFl8Pw0on0lG0Q/WMRk4JX3bv20+nnn1p3LA+vbt3IyQ0jMVLl1GzelWO7dstaT5YvnI1w8ZOoO2HrejUvi3XA26w9J+VdGrflk2rV5jtD/DdvJ+YNvMbenbrwgfNm+Fz/gIr1qxj7Mhh/LpgniSNTyZ/waI/ljCoXx8a1KvLkeMn2LhlG7O/ns6Xn0+SpNFn0DC27tzFiCGDqFq5Ejv37GPvgYMs/X0Rwwc/X2f7WYxGIx+078z5S5cZM3wopUqWYOPWbZw8fZbtG9bQqX07sxqvYufPkpiYSI2GTUlPVzNu1HAcHRxYumIV9+4/4PyJI1SsUN6sRkRkJNXrN8HBwZ7Rw4YiCAJ/LltOSkoql8+eoEjhwmY1bgbeok7TlhQtUpgRgweSmpbG4r+WYWNjzZWzp8ifP59ZjXO+52nWpgOVvSsyqF8fYh4+ZPHSZRT29OT8yaOSyqNZauc5JfL5r+fzfzvZ3fu21oOc7E5G5n1ETnb35pGT3b05LFnrXylr/bvOyxb2++i5KmiJFg3YCQKlRRW1sLGo5NoddFwXdDwSDTgICsqKKqpjLbnkmohIIDpuCHriRQN5BAXlRSuqYCW51JmIyHV03BR0JItG8gsKvEUrylugYUDkKlpuC3pSRSOugpIqohWlJWbwh8ykeZfQECzoUYsiBQUl1UTrF2Z8zmnyjY9PYNrMb1i7cTNpaWk0blifb6ZPo3HDBjlq5DTZpGHkAhpC0GMAiqCiJtYWlX5Leqxx73FQQDEybSOfBakoYjFwCS330aMESqCiNjaSXgRkEYWey4KWSNGAlSBQSszUsM3hvr5oMdt/8DCzvvuB8xcvkT9/Pgb368s3X02TnB0dYMPmrXw3/yeuB9ygYIECjBw6iOlTJksuuSaKIkv/WcmCRb8RFHyHIoULM2H0SD77eLxkh8NoNPLTot/59c8l3H8QTpnSpfjso/GMHDpYcrk0rVbL3HkLWLJsBdExMVSqWIGpkybSp2d3Sf0hc+d7xrdzWbF2HfHxCdSuWYMZUz+nXesPJWtYauc5EREZydQZs9i8fSdarZYPW7Zg9owvLSr9FnznLlO/nsWuvfsB6NiuDXNnzsCrTGnJGlf9rjH9mznZys99983Xzx2Xfxlnzvnw1bdzOHn6LA4ODvTt2Z25M2fg4uIsWcMSO3/RQ8p/OZ//11nr3xQzZ858rsRrwYIFiY6ONv37hg0bePDgAdbW1tSoUYM5c+ZQp06dl+omJiby5Zdfsm3bNhISEihRogQLFiygbdu2kscmO/IyMu8fsiP/5pEd+TeH7Mi/JlIW9qzM7pbUCH8WIyKK13xwyC0aIuJrfRdSv8+XTb6iKCKKolkn72WTzZu4r2+ThrnFzGg0IgiCRTXCn8VgMFhc6zy3ahiNxlfatcxCqo2+Lxpvwr7+Kw1zDyn/xVz8NjvyW7ZsyVYWVqlU4uaWmYRy3bp1FChQgJIlS6JWq1m4cCGbN2/mzp07ps88i1arpUGDBhQoUIBp06ZRuHBhHjx4gJOTE1WqVJE8NtmRl5F5/5Ad+TeP7Mi/OSxZ66UVupV5jtdxsLJ43Ye+3KTxut/Hm/g+X/dh/o2N4x3SeB0nLYvXdZ5zk8brfh9vxEbfIY03YV+5RiOXzMW5FZVKhbu7e47/1rdv32x//+mnn1i2bBnXr1+nRYsWOfZZvnw58fHxnDt3zpQEslixYm920DIyMjIyMrmY/2v5ORkZGRkZGZl3n+DgYDw9PSlRogS9e/cmJCQkx89ptVr++usv8ubN+9Kd9V27dlGvXj3GjRtHwYIF8fb2Zu7cuWaT72k0GpKTk7P9yMjIyMjIvI3IjryMjIyMjIzMv0adOnVYtWoVBw8eZOnSpURHR1O/fn3i4uJMn9mzZw+Ojo7Y2tqycOFCDh8+jKur6ws1Q0JC2LJlCwaDgX379jF9+nQWLFjAnDlzXjqW7777jrx585p+ihR5veOgKRiJRE8axlfWSHqsoX4NjQQMRKF/5ZKFIiJxjzV0r6HxCAPRGNC/ooYRkYcYiMGA8RU1DIhEY+ARBlOImaXoEIlGT9xraGgQiUJPAq9e2UH92DaSXsM20h5rpLyGxrtm52fO+ZCWlvZKGkajkctX/Tjne15S+dic0Ov1XLh0mfMXL6HXSym2/DwajQaf8xe4fNUPo/HVvtO0tDTO+vhy7bo/rxppnZSUxOmz52Q7f8ybsHNLkGPkc0COmcu9vIm4JjmO5wlynJiMjDRyw7zxtsbIP0taWhqlSpXi888/Z+LEiaa2qKgoYmNjWbp0KceOHeP8+fMUKFAgRw0vLy8yMjIIDQ01hc389NNPzJs3j6ioqBf+3xqNBo1GY/p7cnIyRYoUoShKmmGXY1LQHHUQOUkGoY+TmyqA0ljR0ILkt2kYOSFkEC5mPgCrgLJYUQ8byckSkx5rRD/WsBYEKopW1MJacnhVLAZOChpiH2vYCALVRGuqSCx7ChCJntOChkQx8+HVXhCoJdpQzoLkt2Ho8FEZSNbrAHBSWVFPr6SEBRq30XFR0JL2eBz5BAUNRRsKWRBJeh0tVwUtGY8fj10FJY1FG8nJb0VELqElQNChfazhLihpItpKTn5rQMQXDbfQkeXmFRZUNBVtcJCooUPkjKDhDnqMj8dRXGFNE6O1ZXau0BJq1AKgEIRMOxetLbLzkwodDx5rqBQKyhqVltu5Uke0IVPDWqGkolFpuZ2rdMQ+tq88efIw44vJfPbxBEn9AU6ePsOwsRO4GxIKgKurCz9+O4shA6WVXwXYuWcv4yd+TnhEBACFPD357acf6dyhvWSNlWvWMfnLGTyKjQWgVMkSLP3tF5o1aSxZY+GvvzPrux9ISso8lVSxfHlWLv3DVOLWHKIo8vXsuSxY9Dvp6ekAuCutaWKwstDOtdwS9Ogf/84WVlrT1GD139t5LpjPs7BkrX+lHfm7d+8yffp0+vTpw8OHDwE4cOAAN27ceBU5GRkZGRkZmVzGv7XWOzg4UKlSJYKDg7O1lS5dmrp167Js2TJUKhXLli17oYaHhwdeXl7Zcl+UL1+e6OhotFrtC/vZ2NiQJ0+ebD8AyVZwTJC+u3ZMyCDBGv5qVpnrfRqzsHFFHigNnEFjvjOZzt4hIQO9rYo1rapxrU9jZtUty21BzwWJGnpE9gtqHJxs2NqmBld7N2Zi9ZL4oeU6OkkaGY81Cjnbs7dDbS71asQw76L4oiFIokYyRg4IGVRyz8uRznXx6dGAzmU8OEkGD5C22/gIA4cFDY1aNOPs0YOcO3aIph+04Iig4ZHEnb5w9Jwgg46l3fHp0YCjnetS2T0fB4UMyTt9wejwQcPgikW52LMhezvUprCLA/sFteQdNn90XEHLp9VKcrV3Y7a1rYmjkw37BbXkkwoX0RAo6JlZtyzX+jRmbatqGOyUHBQyJJ8QOCNoeGCt4Od533Pz8nn++fN3kpzsOKZ48e/HsxxTaElwtGXZ4l+5efk8ixb8SLiNgjOCNA0RkUNKLXrXfKxfsYwbl3z59uuvuK00WmbnSi2ORT3ZsXEt/hfOMemzT/ATdJbZuVJL4fJlObBjK34+pxnYtxeTpn3F6nUbJGmEhoXRtmtPChfy5Pj+3Vw8fZzWLVswdMx4Dh4+KknjylU/uvcbRNXK3iY7r1GtCt37DeLSlauSNA4fPc7gUWNp1aI5F08f58SBPRQpXIh23XqZXjCYY+2GTUz84kv69erJ1XOnOLBjK7a2NrTq2IXY2DjzAmS+CPj2+3l8PHY0/hfOsXPTOpyKFWK/UmuZnSsNfPP1dG5c8mXDyuUYXfNzUKn9b+08F8znr4rFye5OnjxJmzZtaNCgAadOnWLOnDkUKFCA69ev8/fff7Nly5Z/Y5wyMjIyMjIy/xH/5lqv0WgIDAykUaNGL/yMKIrZds6fpUGDBqxbty5bJYmgoCA8PDwkl7h8mp8aezP06DXiMOBiZuc1HgP3RT3rmlajRxlPAMo7OyGK8OnpG9TG2uxuUiQGHooGjn5Yi8aFXACo4OxEmt7A/Mt3qSmKZneCQtGTJBo53a4m5Z2dAPB2KccjtZaNgRFUFs2Xkw1Ch06APR1q4+5gC8Avjb25l6zmwv04vETzu+GB6LBXKdnVvjaO1pmPlStaViUoIQ3/2DSKiOYfNQPQUaSQJzs2rUOlyvz8tg1r8PKuRsCDaJpJ2A33R0cNtzys/KCqKRHnrg61KLHiKDe1Wupha34cgo42Rd34tYm3qa2Kax5KrDxKkKg3e0pBRCRA0DGkXBFm1ysHgLeLE175HPBed5IQ9HiZOWGgQyRQ0DO5ekmm1Mgs61nB2QlPB1uabfchAgOFzTy+p2HkDnp+nvM9E8aMAqB8ubI4OjrSo/8g4lBJs3Ojlo2/LaFnty4mDVEU+eizKdTG/K5pJAYeGnScWLWcJo0aZl5L+XKkpafx47yF1DRKtHODDp8tGylfriwAcypW4FFsLOtXr6Oy3nzVpCw7379jK+7uBQH4dcE87t1/wPxffmVA394v7Q+wZNkKbGys2bNlo6lE6aq/lxB8N4Sffv2dDz/IOTHn0yz6YwlFChdi+4a1Jjvfum415arVYtHiP1n19xKzGj/9+ju1a9Zg9bIlJjvfs2UjxcpX4s+/lzNv7rdmNRYs+o32bT7k94XzTW1VK1eiaDlvVqxZx6RPXn5KwWg08tOvixk2aABzZ80AwLtiBcqWKUO5arUIQSnJzm8pjEyZ+AlTJ2eezKpQvhyeHu40btWWCFT/nZ3ngvn8VbF4R/6LL75g9uzZHD58ONti2axZM3x8fN7o4GRkZGRkZGT+e97kWj9p0iROnjxJaGgo58+fp3v37iQnJzNo0CDS0tKYNm0avr6+3Lt3jytXrjB8+HDCw8Pp0aOHSWPgwIFMnTrV9PcxY8YQFxfHxx9/TFBQEHv37mXu3LmMGzfula636eOHr0QJu65Zn2leJHsMf8siroggafc3ASMqQaCRp3O29haFXdGKIqkSx+FuZ21y4p/WSBWNSNmPSsBI+fyOJic+i5ZFXYkXpe2EJ2Ckrkd+kxMPmVUtWhZ1JVmQtoudohJo3qypybmBzEoHzZs3JUkl7QE4WWGkRRG3bNU0HKxU1Pd0lnRfAeLFTI2nKWhvg7ezkyQNHZAiGmle2CVbe9n8jnja20jSSEdEK4q0KJzdvhp45MdKIZAgQSMZI0ZRpEXTJtnaWzbL/Lsldv6sxgfNmyEiSrdzpZLGDRs8M46maI0G6Xbu5mZy4p/WSNXrJNt5hbJlTU58Fh80b8atoOAX9MpO4O3b1K1Vy+TEQ6adt2jahMDbQZI0bgUF07RRw+fsvGmjhhZoBNG8SePsdu7gQL3atbgVJE0j8HbQc/e1YMECVKnkLUkjNTWViMjI5zTKepXBs2BByXauMRpMNplFw/r1sFKp/nM7/3/P56+KxTvy/v7+rFu37rl2Nze3bIlrZGT+DXJDnKqMjIzMu86bXOvDw8Pp06cPsbGxuLm5UbduXXx9fSlWrBgZGRncunWLlStXEhsbi4uLC7Vq1eL06dNUrFjRpHH//v1sZQKLFCnCoUOH+PTTT6lcuTKFChXi448/ZsqUKa90vRdjEgFwkrC/kfWZ89EJtC3+xDHwiU6QrJEHBXpR5PKjJGoWyGdq941OQAXYSxxHjDqDsOR0iuexf6IRk4idIGAl4WRqHgT8E9NIyNCR3/bJDppPVAJ5BSVSTrc6IXD5YSIagwGbp0IdzkUl4ChKc8Lt9SLnzvlmO2FhNBo5d84XR4O0I7YOogKfqIRsbVqDkQvRiRSUuG+VV1BwPjoBqpQwtSVqdNxKSMVbwiOzFZn5Ac7HJNLbq5Cp/X6Kmuh0DWWwMathh4AK8I1OpOlTzvzV2GR0RpE8Eq7F8fFnfC9cpEL5cqZ2n/MXAZh7ah+1alR/qcblq34cbtgU34sXadf6Q1P7Od/zAPwaeJ5iRYu+VGPfgUO069aTy1f9qFm9WrZx2NjY8FdoIHnz5n2pxvKVqxk+7iPC7t2j+FMlJn3OX8DZOT9/h90xW172u3k/MfvH+SQkJJI/f76nruUCJYpLK1tZolgxNmzZhkajwcbmyX30OX+BEsVf/j1kUbxYUXwvXnrOzn0vXKJihXJmej+tcTFbm1ar5dIVP3p07STtWooXw/fipWxtiYmJ3Lx1m07t25rt7+joiKurC74XLtKnZ3dT+/0HD4h+9IhvFv/MsEEDX6qRnJzM9uJl8LlwMVts/1W/a+j0eqZuWUP7Nq1fqnH/wQN2lav0Qjt/m+bzV8Vi5Xz58uWYSObq1asUKlQohx4yMjIyMjIybxNvcq3fsGEDkZGRaLVaIiIi2Lp1KxUqVADA1taWbdu2ERERgUajITIykp07d1KrVq1sGidOnGDFihXZ2urVq4evry8ZGRncvXuXadOmmX2gfxEfnwrAXVDiJuGxyBUFHoKS0cf92RsWQ0KGji13ovj8zE1KoJL04FcYJfkFBQMOXuV4eCzxGVpWBD5g9sVgymCFjYRjmKVQYScI9Nx/Gd/oBB6pNfx6LZTfr4dRXrRCIUHDCysMRpEe+y9x9VES0WkZzL0UzKY7UZSXcCQeoAJWJGTo6HfwKoHxKTxIUfP52ZucioyngoSj+QAVUXH77l2GjRnP3ZBQQkLDGD52AoHBwVSQOg5RxemoeCaducmDFDWB8Sn0O3iFuAwt5SUmzCsvqth8J4rZF4OJSsvA71ESPfZfxmAUKStBQ0CgnGjFH/73WHQtlEdqDeejE+i5/zK2gkBJCRrWCJTBirmXgvnn5gPiMrScCI+l/8Er5BMUFJEQZuCEghIKaz774ks2bd1OQkIi+w4cYtRHn1K7Zo1sTvWLqF61CvXq1Gb0RxPZs/8ACQmJbN62g8nTZ9CxXRuzTjxAq5bNKVO6FP2HjeTYiZPExyfwz6o1zP5xPgP79jbrxAP07NYFVxcXevQfjO+Fizx6FMuixX/y25KljB0xTNLv/OD+fREEge79BnLV7xrR0THM/mEeG7ZsZfyoEWb7A4waNoT4hAT6DB5G4K3bPAgPZ9LU6Rw/dZoJo0dJ0hg3cjiBt24z/HHCvJDQMEaM+4gbgYGMGzlcksaE0SM5ceoME6dM40F4OIG3btNn8DBi4+IYNXSIZI2NW7bxzXc/EBUVjd+163TvNwjI/K7MoVAoGDtiGIuXLuOX3//g0aNYzl+8RI/+g3F2zk/Prl3MauTJk4fB/fsy58cFLF+5mri4eI6fPEW/YSMpVbIErT9oaVajaJEidO7QjsnTZ2Sz8xFjJ+CutH7t+bz4fzifvyoWZ63//PPP8fHxYfPmzXh5eXHlyhViYmIYOHAgAwcO5Ouvv/63xvqfIWetl3lfkLPWy8hIIzecBvovs9a/D2s9PFnvC6CgFXaSMyWnYeSokEHUU8fPiwgqmou2kjMlJ2HkiJBhyhYPmc55E2wlx1M+wsAxIcOULV4gM1NyQwsyJUeg54SgIfWxhgKohBV1sJGcETwUHacFDerHj5RWgkB10YqqEnags7iFFl+FHo3xcQZ+hZK6RhXlLcie74eWK2hNJfTsBIGGoo0kBxoyY9wvoOU6WtNhWEdBQRPRxmy8bhZGRM48zjif9YCdT1DQXLSVnPle9ziL9t2nkgW6CEpaWpD5XoPIMYWW+8Ynh8/r1KrJ1nWrKOTpKUkjMiqK7v0G4XP+gqntg+bN2LByOc7O+SVpBN+5S9c+Awi4edPU1r1LJ1b+9Qf29vYv6fmEK1f96DFgMCGhYUDmkfZhgwaw+OcFWFlJu7fHT56i39CRREVHA5lH2j8dP5YfZs/Kdkz9ZWzftZvh4z4iPj5zt9bW1paZ075gymefSOoPsGzlKj6d8iUpKSlA5u72T9/PYcSQQZI15i1cxIzZc03l75yd8/PXrz/TrbO0HXlRFJk6YxYLFv1mKn/nXrAga5b9RYtnjrq/CL1ez9hPPmPZytWm8nclihdj85qVkjPfp6enM3jUWDZv22Fqq1i+PNvWr8arTGlJGgkJifQZPIyDR54kHHRXWtPSgsz3uWU+z8KStd5iR16n0zF48GA2bNiAKIqoVCoMBgN9+/ZlxYoVr/w2PDchO/Iy7wuyIy8jI433zZF/H9Z6eLLeD8YBGwsPKYqIxGIkGSP5UJhNqvQijRgMpCHiglKyk/Y0xsd10zMQcUMpaQfpWQyIRGJAh0hBlJIfgJ9G/1jDgIgHKskPwE+jfawB4InylZ7BMh7Xb1cgUAglqlfQSMdINAasEPBEaXH5KMisSf0IAzYIeKCUdELiWRIxEocBBwQKopT8YuVp4jCQiJG5p/ZRs3o1yU5rFqIocvmqH6Fh9yjnVYZK3hXNd8pB45zveSKjoqlSyVuyk/Y0BoOB02fPERsXT60a1SSdCHgWnU7H8ZOnSUlNoX6dOnh4uFusoVarOX7yNBqthsYNGuDi4my+0zOkpKRw/NRpAJo1boSTk5OZHs8TH5/AyTNnsLa2pnmTxtjZ2VmsER0dw1lfX5wcnWjauOErJQq9d/8+Fy9fxcU5P40bNniltSEo+A7X/APw9HCnft06FtsogH/ADW4FBbN+wFjcUFj8u5Jb5nP4lx35LO7evcvVq1cxGo1Uq1aNMmXKvNJgcyOyIy/zviA78jIy0njfHPks3uW1HuT1Xub9QV7vZd4HcsNa/bpYstZbnOwui1KlSlGqVKlX7S4jIyMjIyOTy5HXehkZGRkZmdyJJEd+4sSJkgV/+umnVx6MjIyMjIyMzP8Hea2XkZGRkZF5e5DkyF+9ejXb3y9fvozBYKBs2cyajkFBQSiVSmrUqPHmR5jLiMGAH1oeCUZsESgtKqmEtUXxU+HouS7oiMeIPQJeooqKWFkUzxGGDn9BRxIijghUEK0og0qyhohIMHoCBR0piORFwFu0ooTEhDBZGjfRcVvQk46IMwoqi1aSE8JAZlyeP1qCBQMaRNxEBVWxpqAFsSk6RPzQEiro0QLuooJqWFsU36JB5Aoa7gkGDICnqKA6NuS1IL4lDSNX0BIuZMb3FRaVVMfaoljDZIxcRkOkYEQJFBOVVMPGoljDeAxcQUu0YMQaKCGqqIq1Rck2zl+8xNx5C/A5fxEXF2cG9+vLpxPGWhQ/dfT4SX746WeuXr+Op7s7I4cOZsyIYdlKSJlj5569LFj0G4G3gyhRrBjjR41gQN/ekuOnRFFkzfqN/LZkKSFhYZTz8mLihLF06dhB8hiMRiN//r2cv5avICIqiqqVKjFl4ie0bN5UsoZOp2Phr4v5Z81a4uLiqVu7JtMmf0bd2rXMd35Meno6P/z0M2s3biYlJZWmjRsy/fNJFsUrJiQkMnfeAjZv34FGo6X1By2YPmUypUqWMN/5MVFR0cz+cT479+wDoGO7NkyfMglPDw/JGiGhYXz7/Y8cOHwUa2srenTpzLTJn0lOngQQcOMms3+cz/GTp3FycqRvz+5MmfgJDg4OkjXehJ3nhvn8TSGv9TIyMjIyMm8Pkp6ojx8/bvrp0KEDTZs2JTw8nCtXrnDlyhUePHhAs2bNaNeu3b893v8rkejZTTp2+Wz5rGYp2ni5c0nQcZQMRCnFVoEQdOxDjZuLPZNrlaZxCTfOoeEMGsnjuImWg2RQyj0vU2qXpnpRZ46TwWW05js/5gpajpNBlSLOTKldmtIeeTlEBjcs0DiDhrNoaFTCjcm1SlPA1YF9qAlBJ6m/iMgxMrgk6GhTxp3PapbCPr8tu0kn4qlMrS/DiMhBQc0NhY6u5QvxSY2SGJ2s2CWoicVgXoDMFwF7BTUhKiP9vIswtloJku2U7BLSSTblrX05aozsFtRE28CwKsUYVqUY0TawW1CjlqiRgpGdQjrJdkrGVitBf++ihKiM7BXUT+W+fTlxGNgpqDE4WfFxjZJ0K1+Ymwo9BwQ1RokaJ0+fodEHbQgJvce4UcOpXaM607+ZTe9BQ5GaUmPbzl180KEziUlJfDRmFGW9yjDhs88Z9+kkSf0Bliz7h869+qFUKvlk3BgKFnBj0MgxzJr7vWSNb7//kYEjRuPq4sIn48ZgpVLRtc8A/li6TLLGhM8+Z/zEyZQpXYqPxowiOSWFVh27sGX7Tkn9RVGkz+BhfDnrW2pVr8a4UcMJu3efxq3acvzkKUkaer2etl178OPCRTRv0phRwwZzxe8a9Zq3wu/adUkaaWlpNG3djr/+WUmHtq0Z3L8vh4+doG6zloSGhUnSiI2No36LVmzatp3e3bvSu3tXNm/fQf3mrXj0KFaSRti9e9Rt2pLDx04wuH9fOrVvy9IVq2jauh2pqamSNK77B1CveSsuXbnKyKGDaNG0CfN/+Y02XbqbMvCa403YeW6Zz98U8lovIyMjIyPz9mBxsrtChQpx6NAhKlbMvgsUEBBAq1atiIyMfKMD/H/wouQ3u4R0Crs5cqJrfayVme9ANgdH0vfQVTpih4eZnWgRkU1COvWLurK9XU0Uj3cVf7seyqenb9ILB7MZDvWIrBPS6Fm2EEubVzbtTM7wvc28y3foiwN2ZjTUGFlHGp9VL8XseuUyxyaKjDruz4Zb4fQVHcxmeU3CyAbSWNCwAh9VydzNM4oi3fZd4sy9WHqK9mZ3k6LRsxM1a1pVo1eZzFIoOoOR5tt9CHuYQifRfFmSEHQcJoPDnerQtLArAGk6PbU2nkGXpOFDzGfxvIGWc2i41LsRlVwyk0rEZWipvO4kzmqRJtia1biIhkClHv++TSiWJ3PcD1LUeK87QTm9iloSSvCcIoNYW4HrfZvgape5IxgQl0LNjaeoK9rgLaEEzyHUKPJYc6lXIxytM+3xVEQcLXb48gG2z5XgySn5Tf3mrRBFkZMH95p2Jjdt3U6vgUM4dWgfjRrUf+kYjEYjXlVqUL6sFzs3rTftwP/6xxI+mjSFW1cvUtbr5Qmz1Go1hb0q0KldW5b98ZvJzqfPms28nxfx4PYNChRwe6lGbGwchb0qMHHCOObOmgFk2vmIcR+xbdduIoIDzWZ5Db5zF68qNfj5x+/4eNwY0/V16d2PgJuBBF+/YvaEwVkfXxq2bM36Fcvo3aMbkLlD37R1ewwGA74njry0P2S+GOnWdyDH9u2iWZPGQKZjXrNRM7xKl2LnpvVmNf5YuozxEyfj53PatIsfFxdPpdr1ad/mQ/767RezGjPnfMf8X37jxiUfU8bgB+HhVKhRl0/Hj+Gbr740qzH6o0/ZuWcf/hfO4erqAmTurlet14hf5n3POAk1fbv07sfNW7e5fOYEjo6OQKZj3rR1ezavWUn3LuZL8Fhq588m0Pl/zOf/ZbK792GtBznZncz7g5zsTuZ94H1LdmdxXvzk5GRiYmKea3/48KGpJuK7iA6RKNHAiIrFTE48QLfSHjjbWBEuYfc3BZFE0cho72Kmhz6A4RWKohIESbvQsRhRiyJjKhXPdrx4TKVi6IEoCeOIxoAeGF2pmKlNEATGVCqGWhR5JEEjAj0KYGTFJ+U/FILAaO9iJIpGkiXs/oZjIL+1ih6lnxzJtVIqGOFdjGjRgFaCRgQGvPLam5x4AAcrFUMqFCFCkLYjH4GBhp7OJicewMXWmj5ehYhWSNOIEgx0LOlucuIBijjZ0bGEO1ESxxGtMNLby9PkxAN4uzjR2NOFCImnCyIEA0MqFDE58QCNC7lQLp+DJBtNS0vD5/wFRgwemO14cfcunXBzdeXI8RNmNcLu3eduSChjhmc/Rj9iyCBUKhVHT5w0q+F33Z/4+ATGjRqRzc7HjRyOVqvl9LlzZjXO+Pig0WgYO3KYqU0QBMaNHE5CQiKXr/qZ1Th64iQKhYJRw4aY2hQKBWOGDyMkNMxU0/ZlHDl+AhcXZ3p262Jqs7KyYuSQQZy/eEnSvHnk+EnKlytrcuIBHBwcGNwvc1ddCkeOn6Bxw/rZjuK7uDjTu3tXDh87Lknj8LETdGjTOlvZnyKFC9OxbRuLxtGrWxeTEw/gXbECTRs1lDyOI8dPMrhfX5MTD9CkUUMqli8vSeNN2Hlumc//Ld7XtV5GRkZGRuZtwWJHvkuXLgwZMoQtW7YQHh5OeHg4W7ZsYdiwYXTt2vXfGGOuQPH4J1GT/dh4ht5Iht4gKSo8K2I7XpP9yGSyVo9eFCXF2Wf9P8+OIz5D9/jfpWhkfibhGY0sTSkaSgSMQJI2+8NqgknDPCogw2BErc/+sBqfoTV931I0krR6DMbsTn+CRic5Ul/Jk+/vWQ2puQ+UQJz6+aOwcRlayZH6SvH5e2KphhXCcxoGo0iSVi9JQ6VSoVKpSEhMzNaekZGBOiMDO1vzJxzsbDNPMMQnJGRrT05OQa/Xm/5dikZCQvZxZGlKG4ddjhpZ12Yvoeaqna0tRqORpKTkHDXs7KRcix1qdQZqtTpbe3xCAkqlEisr83kp7GxtSUpKxmDI/ruSkJgoaQxZ43j2u8jSsLc3f/olaxzP3lfTOCTcV9M4nrEvyPw+pNzXrHE8q2EwGEhKTpY0jjdh57llPv+3eF/XehkZGRkZmbcFix35P//8k3bt2tG/f3+KFStGsWLF6NevH23atGHx4sX/xhhzBUoESqBioV8IocnpQKaDNOtCEGqD8bkjyznhgAJPQcnci3eITssAQGsw8sW5QFRAcQmupwsKnAUFM3xvmx7+0nUGpvkEYi8IeEpw1zxR4iAomHruFmm6TEc8UaNjhu9tnAUlrhLMojgqrBCYcjYQrSEzBjwmXcOci8F4CkpJCd5KYkWGwcjM80EmRzwsOZ2FV0MojkrSQ2wprIhRa1lw9a4prjUgLoW//O9RQpTmypfGioD4FFYEPjBpnIuKZ2NQBCWM0lzokqKKo+Gx7Al9soO1LyyGIw9iJY+jhKhkU3AkZyLjgcxj4KtuhXM9LoXSEl9LlBCVLA24z/XYZJPGQr8QotI1lJZgozY2NnTp2J6ff//TFDdtMBj4evZ3pKWl0aNrZ7MaHh7uNG5Yn7nzfyI6OvP70Gq1fD59Bra2tnRs19asRpXKlSjrVYYZs+eS+NjZSk9P54sZM3F1daF508YvFwCaNm5IATc3vpgxi7S0NAASExOZMfs7vMqUpmqVymY1OrZri52dHZO//AqtNtNhi4l5yJwfF9Cwfj0KeXqa1ejRtRNqtZoZ3841OeJh9+6x8Lc/6NyhHbYSHM9e3bsSGRXFvIWLntj5jZv89c8KenfvZrY/QO8eXbnmH8A/q9Y8sXPf82zYso3e3aU5Zr17dOPwsePs3rff1Lb3wEEOHD5iChuQMo6NW7dz5pwPkGmjK9es4+q16/TuIXUcXVm6YiXX/QNMGgt++Y3wiAhJ43gTdp5b5vN/i/d1rZeRkZGRkXlbsDhGPou0tDTu3s10nkqXLm1RpuDczoti5lLJTDyWgkidgvkIS04nMl1DXWyoIiF+GSABA3uFDHSCSO2C+biVkEpcho6m2OIlMWN8NAYOCGqUSoEabvm4HptMmk5PS+woJtHhu4+ew6hxsFJR2TUPlx8lYjCItBZtcZeoEYSOk2SQ38aK8s6OXIxJRCVCW9EOZ4kPoNfR4oMGT3sbiuex53xMIo4ItBPtcJL4nuk8GvzQUtzRjgL2Nlx8mIiLoKSdaCcp27uIyCk03EKHV14HHK2UXIlNxkNQ0ka0k5Tt3YDIETIIQ4+3c+Zx34D4VIqjoiW2knbndIgcENREigaqueYhTWcgKCmNsqhogq2kDNYZjxP3xYkGahXIx0O1hrAUNVWwpm4Ocfo5xcw9CA+nyYfteBAeQb06tQi794AH4eHMn/stn308wewYAG4G3qJZmw4kJSdTt3ZNbt0O5lFsLP/8+TsD+/WRpOFz/gKtO3fHaDRSs3pVrvkHkJ6uZuu6VbRr/aEkjf0HD9OlT3/s7e2oUsmbS1f8EASB/ds306BeXUkaa9ZvZPCosbg4O1O+nBfnL17GydGR4/t3U7FCeUkaP/+2mE+nTKNI4cIUL1YEn/MXKeTpwalD+yhaRFo819QZs/h+wUJKlSxBATc3fC9cpGL58pw4sAcXF2ez/UVRZPjYCSxftYby5cri6ODAxctXaFCvLgd3bpU0h+t0Orr3G8iuvfupUskbgGv+AbRv8yHb1q+RdLogPT2dDzt148w5H2pWr0ZaejqBt24zuH9flv3xm6SqBnFx8TRr056Am4HUrV2Lh48ecTcklM8//ZgfZs8y2x8st/Oc4u7+6/n8v4yRz+JdXutBjpGXeX+QY+Rl3gfetxj5V3bk32VetrBrEAlCRwwGbBEoixVuFu6aqDFyGx2xGHF4rCHV8c0iDSOB6EjEiBMKymFlUak0yCx1FoiOFIzkQ0F5rCwqlQaZD7K30JGGiCsKymJlNtneszzCwG10ZCBSECVeWGFj4QNVFHqC0aNDxBMlpbGyqNyaiEg4BkLQo0ekKCpKorKorKARkXvoCXscG1sMFcVRobBAw4BICHoeoEeBQElUFEFpURkqHSJ30BGJASsESqPC8wUvZ160sCclJbFy7Xp8zl/E1dWZQf36UrN6NcljgMxkc8tXreHqtet4ergzdGB/yY5vFhGRkfy9YhW3bgdTvFhRhg8eaFGpNMgsdfb3ilWPy8+VYcSQQZJ20p/mZuAtlq1cTWRUNFUrV2LowP64ubma7/gUl65cZeXadcTGZpafG9y/L3nz5rVI4/TZc9nKz/Xr1UPysXjIdOYPHTnG5u07yMjQ0KZVS3p07WxRuTWDwcCuvfvYuWcfoijSqX1bOrVvh1IpfQ7TarVs3raDA4ePYG1tTffOnWjdqqXksoKQ+UJg3aYt2crPNW7YQHJ/sMzOX/Rw8F/O5/8PR/5dR3bkZd4XZEde5n1AduTN0KxZs5c+bB07dswSuVyJvLDLvC/IC7uMjDRyw8PBf+nIvw9rPcjrvcz7g7zey7wP5Ia1+nWxZK2Xmg/MRNWqVbP9XafT4efnR0BAAIMGDbJUTkZGRkZGRiaXIa/1MjIyMjIyuRuLHfmFCxfm2D5z5kxSU1Nfe0AyMjIyMjIy/1/ktV5GRkZGRiZ3Y7Ej/yL69+9P7dq1mT9//puSlJGRkZGRkclFvKtrfTpGrC3MbZCOkSB0JCOSDwVeWElKsPo0KY81svLMlMbK4iP+iY81NIgUQEkpiVVfniYOQ7Y8M8UtzBEDEIOBEHQYgCKP87tYkiNGRCQSQ7Y8M4UszBFjROQBhsd5ZjKr47hbeF8NiIShN+WZKYMKFws19I/z3cRgwAYBL6zIZ2H+IO3jfDdZ+Te8sJKcBDiLDESC0ZGAkR8W/Mygfn1wdy9okUZMzENWrl1vyjMzsG8fnJ3zW6Rx/8EDVq5dT0RkFFUrV6Jfrx44OTlZpBEUfIdV6zYQFx9P3Vo16dmtC3YSysg+zbXr/qzbtIWU1FSaNmpIl47tJSVpfRrfCxfZvG0HGq2W1h+0oE2rDyzKESOKIsdPnmLnnn1AZnWc5k0bW5QjxmAwsP/QYQ4cPoq1lRU9unamXp3aFl2HTqdjx+69HD91GidHR/r06Capms/TZGRksGnrdnwuXMTF2ZkBfXpR1quMRRopKSms27TFlE9pUL8+FCta1CKN+PgEVq/fQODtIPzQ4IUV9hb+ruSW+dxS3liyu9WrVzNlyhQiIyPfhNz/FTlmTuZ9QY6Zk5GRRm6Iu8sNye7epbUenqz3VsCH2FFI4v5GJHoOChkoBIEy+RwITEjFGmgj2uEq0ekLRcdRMrBVKSnuZEdgQiqOgoK2op3k5LW30HIKDXmtVXg42BKYkIqLoKStaCv5QfYqGi6gxcXGCldba24npVFQUNJWtJP0DCQi4oMGf3S421ljr1ISkqKmKCpaSazaYkTkJBkEoaeIQ2ZJzgdpGZRGRTNsJb0QMCBymAzuoaekkx3pegPRai3eWFEfG0kvBLSI7BfURIsGvPLaE6/REZuhoxbWVM+h8ktOpGNkn5BBnGigfH5HotIySNLqaYQN5SVWOEp+XCUpVTRSPr8jYSlqMvQGmmMrqdwxQCwG9iu1aBGpULYswaGhKJVKdm1aR7Mm5ku4Apw8fYb23XtjMBgo51WGgJuB5MnjxOFd26lWtYokjR2799Br4FBsbGwoWbwY/jduUsjTk+P7d0tOXrts5SpGjv+EfPnyUsjDA/8bNylfrizH9u6S/GLi+/kLmfr1LAq4ueHq6sLNwFvUrlmDw7u3S5pPRVHksy++ZOFviynk6Ym9vR3Bd+7yYcsW7Ny0Dhsb8/ZhMBgYPHIMazZsonixTGc17N59+vTozuplSyS9ENBoNHTp3Z/9hw5TpnQp0tPVRERG8tGYUfw873tJLwSSk5P5sFM3fC9cpHy5ssTHJxDz8CFzZn7FtMmfme0PmS94mrfryM3AW1SqWIGIqCgSE5P4c9FCRgyRFn4VEhpGszbtCY+IpFLFCoSE3UOj0bB+xd907dRRkobftet80LELSUnJeFcoT2DgLYx6A62M1m/dfJ6FJWu9xXXku3btmu2nS5cu1K1blyFDhjBq1ChL5WRkZGRkZGRyGe/bWl/bPT8nBA0GzO9tGBA5IWio656fe0NacKVPY0IGNaeMsyMnBQ2iBA0tIicFDR1KFCR8SEv8+jbh1oBmuDjacEbIkDTmVIycRsPQCkV4MKQl1/s24WrvxihsFPigkaQRh4ELaJlSvRQPhrQkoH9TTnWrT6oSLknUCMeAPzrmNSjPvSEtuT2wObvb1yJSMOCPVpLGHfQEoWdFyyrcHdScu4Oas+qDqtx5XJFGCgHoiBAM7GpXi9sDm3NvSEsWNKxAADoeYJCkcRkNyQqRE13rcaN/M+4PbsnUGqW5iJZYiRq+aBCsFVzp3YjrfZsQPrQlwysW5QwaUjBK0jgjaMjvYMPN/k3x69uE8CEt6VTSnZOCBo0E+xIROaXSU7qcF/dv3+DaxXNEBAdSu0Z1+g0diU6nM6uh0+noN3QkNatXJTzoJlfOneJeoD/FihRh4IgxSNkHTE5OZuCIMbRv8yGRdwLx8z3DHf8r2NhYM2rCJ1K+CsIjIhj90USGDRpARHAg1y+cw//COeLjE/hs6nRJGteu+zP161lMnTSR8OCb3Ljky7ljhwi8HcTMOd9L0jhy7AQLf1vMT9/P4f7tAIKuXWbfts0cO3mKX37/U5LGuo2bWbNhE6v/XkLIjWuE3LjG2uVLWb95C2vWb5Sk8esff3Hk+An2bt1E0LXL3L8dwM8/fseiP5Zw8PBRSRrffj+PgJuBnDlygJuXz/Mg6AZffj6JL2d+y1W/a5I0Jk2bTmxsHNfPn+X6hXNE3rnFiCGDGPPxRO4/kLZJNPqjT1GpVARdu4yf7xki7wTSsV0bBo0cS1JSktn+oigyaOQYCnt6ci/QnyvnThEZEkT9BvU4odS9VfP5q2KxI58nTx7y5s1r+nF2dqZp06bs27ePr7/++t8Yo4yMjIyMjMx/yPu21s+uV5ZU0UikBGctCgMpopH5jSrgbJu5w+rhYMvc+uWJFQ3ES3DW7qFHI4r83NgbR+vMXaMSeez5qrYX4aKBNAkad9FjrVAwr0EFbFWZu0beLk5MrFaKUPSSHmKD0eFqa8XMOl5YKTMfCeu552dExaKECNIc1zvoKJfPgY+rlEDxeDewdbEC9CjtYYGGniaezvQrWxhBEBAEgT5ehWhWyIW7gjRH/q6gp1spd9oULwCAQhCYULk45fM5cgfzjitAiGBghHcxGng4A2ClVDCjdhkK2FoTLEEjq4TsxOqlqOSSuZNmo1TyY/3y2CgV3JXwUiIdIw9EPV/VLkOpvA4AOFqr+LlxRbRiZplbc8Rj5JFey/ffzsLDwx2A/PnzseC72URFR3P85GmzGidPnyUiMpKfvptjOkrv4eHO3JkzCLh5k+v+AWY1du87QEpKCovm/4CjoyMAJYoX56spkzl64iRRUdFmNTZu2YaVlRULvpuNrW3maQ3vihWYOGEcm7fvQKMx/8Jp7cbNFCxQgG++mmY6Sl+vTm1GDB7I2o2bzfYHWLNhIxXLl+eT8WNRKDJ/V9p8+AE9u3ZhzQZpTviaDZto3qQx/fv0Mtl53149aNmsKWs2bJI8ju6dO9G2dSsAFAoFH40djXeFCqzdKFVjEyMGD6RBvboAWFlZMfPLL/Bwd5f0fWi1WjZt28HECeOo5F0RABsbG+bP/RYbGxs2btluViMm5iGHjx3nqymTTSczHB0dWTTvB1JTU02hBy8j4MZNrgfcYO7MGdnsfOEPc0k16N+q+fxVsThGfsWKFf/CMN5N3sSx5dxwnBPkI9jPkhvui3xPZGT+O96l+VwK79ta726f6SDoJO6+ZPbJfpQ26+9aiRpKAdzssh+19nCweTwO8+gQsbdS4miV/einu4MNBkAPZg+FagFXW2tUiuz7Oh4ONmgkRl5qgRIOts8d6fVwsEUriEj4OtALIh6Pj9Q/qxFIoqRx6AUR92c0BEHA09GWO4nSdsU0iM/dV5VCgZudNdoM8w6jETAABZ/RcLBS4mClRGcw/2Vk3ftnx+Fqa41KENBKuC9ZduxesEC2dg/3TGcnOSXFrEZySvJjjexH1z0eH2WXppGCUqnEzdU1x3GkpKbiYUYjJTUVRwcH04uAp8eh0+nIyMgwe6w9OSUFVxcXVKrsbo+Hu7uk68jScC9Y4Hk7dy/IGR8fSRopqamUKFbsuXb3ggUIunNXssaz91UQBDzcC1p4Ldnvq0qlws3VRZKGVqtFq9U+Nw4HBwecHB1NtvMyUtPSgOfty9U18z5Jta9MjZzt/G2az18Vi3fkS5YsSVxc3HPtiYmJlCxZ8o0MSkZGRkZGRub/x/u21q+5FY4CKCghHtIdJQrgn8DsL3f+CXyAjSBIiqn0RIlBhNW3w01toiiy/OYD8ggK8kiI5/ZASbxGx96wh6Y2g1Fkxc0HuAlKbCRoeKLkVmIa56MTTG0ag4FVt8LxlPiI6IGSU5HxBCemmdpStHo2BkdQ0ChNo6CoZE9oDDHpT5zlh+ka9oTGUFCUFqNawKhgU3Akydonj813k9I4GRGHp8Q4V09Ryepb4WgMT3byLsYkciMhVZKGFQIFBCUrAx9gMD5xAPbfe0hshg4PCRpOCOQRFPwT+CDb8fU1tyPQi6KkcbigxEapZPnqNdnal61ajUqlon5d84nR6tepg0qlYtmq1dk1Vq7GycmJahISozVp2ACDwcCqdRtMbaIosmzVaooULkzJEsUlaTyKjWXP/gOmNoPBwD+r11K1ciXy5s1rVqNpo4bcCAzk/MVLpjaNRsPq9Rto0rCB2f5ZGifPnCX4KYc7JSWFTdu207RRQ0kaTRo2YM+Bg8TEPPmdffjwEXsOHLRIY/P2nSQnP3GW74aEcuL0GYuuZc2GjdlOM1y8fIXrATckaTg6OlK9ahVWrF2H4anflX0HDxHz8CFNGzUyq1G8WFGKFinM8tVrstn56nUb0Ov1kr6PqpUrkSdPnhztXCEIb9V8/qpYnOxOoVAQHR1NgQLZ337ExMRQtGhRSUdccjtvKtndu7SDI+/+Zic33Bf5nsjIvF287rzxXya7ex/Weniy3gNUxop6PL8rnBO+ZHANHb1Ke1DPw5mjD2LZHRZDHWyoKjGh2XHU3BUMDCxXmMquTuwKieF4RBxNsaWshIRmIiIHyCBGYWB4xWKUzGvPxqBILj5MpDV2FJVw6NKAyG5BTZoSRnoXw93ehlW3wrkVn0J77CU9CGsR2SGko7BWMtK7GE7WKv6+cZ+IFDWdRDvyS9BIw8gOQY2TnRWjvIshCLDE/x7Jah2dRTscJLxUSMTITiEdTyc7hlUoQprewBL/exi1BjqJ9pJebDzEwG7SKevsyKByRYhRa1jifw97A3QU7SQl7ruPngOoqVkgL729ChGanM7fAfdxExW0EW0lJd0LQsdxMmhayIVOJQviH5fCysBwSopKmiMtU/s1tPiioWPb1nzQojm+Fy6xbtNmPh0/lgXfz5Gk8fmXM5j38yL69OhO/bq1OXriJDt27+XH2d8w+dOPJGkMHD6K9Zu3MqhfH6pU8mbX3v0cOX6CFUsWM6h/X7P9RVGkTefunDxzlhFDBlKqRAk2bt3O+YuX2L15g+mI+cvQarU0aPEhQXfuMnLIINwLFmD1+o3cCgrmxIE91K1dy6xGcnIyNRs1IzExiZFDB+Pk6MiyVauJefiI8yeOUK6sl1mNqKhoajRsilKpZOTQQQiCwF/LV6LT6bh89gSeHubOJ2Rm76/dpDkF3NwYOqA/aelpLFm2grx583Dp9HFJLzYuXLpM41ZtKVumNAP79ibm4SOWLF9BmVIlOXv0oKTEfQcOHaFdt57UrlmD3t27EhIaxtIVq2hYry4Hd22TlHRvzfqNDBg+ihZNm9CpfVuuB9xgxZp19OrWlTXL/zLbH2DBL78yadpXdGrflpbNmuJz/gLrN2+lkqh6q+bzp7FkrZfsyO/atQuAzp07s3LlymyGYjAYOHr0KIcPH+b27dsWDTY3IjvyzyM7jdnJDfdFvicyMm8Xb4Mj/z6t9fBkva+DNVWwllzqTETkBjoCBT2JogFnQYm3aIUXKskaRkSuoeW2oCdVNOIqKKkiWlHCgoc+PSJX0HJH0JMuGikoKKkmWlPYgshJDSKX0BAi6NGKIp6oqI61JCc+i3SMXERLmKBHL4oUQUVNrHG2QCMZI5fQcO9xXH0xUUlNbMhjweHReAxcQku4YEAJFBdV1MLaolJUMRi4goZIDFgLCko+HoeUFwFZhKPHT9ASLRqwExSUFlXUwNqisoCh6Lgu6HgkGnAUFHiJKqpibVFJvyB0BKiMxBt0lCxVkgmjRzJu1AhTjLc5RFHk9yVL+fXPvwgJDaN8WS8++2g8A/v1kVwuTa/XM//nX1my/B9T+bmpkz6lS8cOkq9DrVYz+4f5rFizjkexsdSrU4uvpnxOy+ZNJWskJSXx9ezvWLtpMykpmeXnZn75hSQnPouYmId89e0cNm3bjkajpU2rlnwzfRreFStI1ggNC+Orb+ayc+8+RFGkc/t2fPPVNEmnE7K4cTOQGbPnsv/QEaytrejRpTPffvWlRaUFz1+8xMw532eWn3NypG+P7syaPpV8+fJJ1jh6/CTf/vAj53wv4OriwuD+ffnqi8kWlQXcsXsP381faCo/N3LoYD7/9OPnwiBexqq161mw6DcCbwfhKEIFvYKKWL1183kW/4ojn/VLLwjCc5kqraysKF68OAsWLKB9+/YWDzi3ITvyzyM7jdnJDfdFvicyMm8Xb4Mj/z6t9SCXm5V5f5CfGWTeB3LD8/nrYslaL/l1h9GYmXGvRIkSXLx4EddnElfIyMjIyMjIvN3Ia72MjIyMjMzbgcVZ60NDQ/+NccjIyMjIyMjkEuS1XkZGRkZGJncjyZFftGgRI0eOxNbWlkWLFr30sx99JC35xduMGiNxGLFFwAWF5PiJp4mKiibgZiCeHu5UrFD+lcaRgpEkjDihIK/lBQgASMJICkbyosDpFTVu3AwkMiqaihXKSUrU8SyiKOJ37Tpx8QlUrVwJV1cXizWMRiOXrlwlJSWVmtWrSkr28Sx6vZ7zFy+h1WqpXbMGDg4OFmsYEIl5XLeyIEpJiXGeRYfIQzLj+wqgtCgeLoukpCQuXfHD0dGBWjWqS46He5rY2Dj8rvvj4pyfqlUqS46He5o3Yef37t8nKPguxYsVpUzpUq+kEXznLmH37uNVphTFihZ9JQ3Zzp+g0WhM2X/r1KopKTHOs6Snp3P+4iWsra2pU6umRfFwWbxLdv4m5vPXRV7rZWRkZGRk3h4kPTktXLiQfv36YWtry8KFC1/4OUEQ3unFXUTkPBpuoEP/uM1NUNJMtJGUlRUyM2eOnziZ5avWmEo21K9bh/Ur/qZoEWlxHTpETpJBCHpTdcOigoqmog12Eh8A1Rg5IWi4L2ZeiQCUREVjbCXHCT4ID6fP4OGc9fEFQKlUMrh/X35fOF/yg33grdv0GTyMa/4BAFhbWzNh9Eh+nPON5IfyC5cu03/YSFNJEHt7e6ZNnsi0yZ9Jfig/fPQ4w8ZO4EF4ZumIvHnz8P03Mxk9fKik/gB30eEjaEkTM4+mOggK6orWlLYg0cVNtFwUtGQ8jk11EhQ0Em0oIvHwjCiKfD9/IXPmLSDtcY3O0qVKsvrvJZITuhiNRr74aiaL/lhiykxd2bsi61cso0L5cpI03oSdp6amMmzsBDZv22GK1W3Vojlrlv2Fm5u0476xsXEMGD6KA4ePAJlzVLfOHVn+x284OTlJ0pDtPDubt+1g/MTJPHz0CAA3V1d+XfAjvbp3layxZNk/fDFjJomJSQAULlSIv39fxIcftJDUP7fb+bp/lkp+YfQm5vM3hbzWy8jIyMjIvD1IekoIDQ3FxcXF9OcX/YSEhPyrg/1/cw0t19HxZW0vbvZryr4OtXHNa8d+IQMd0qr4ffHVTFauXc+8Od9wN8CPHRvXEhkVRdsuPbPVYnwZp8ggWiWyuGklggY0Y02raqRbCxwTpJcDOiZoSLMWWPVBVYIGNOOPZpWIVomcJkNSf6PRSLuuPQmPiGD7hjXcDfBj/txvWbNhE1Omfy1JQ61W06pjV/R6Awd2bCX4+hWmT5nEwt8W88OCnyVpPHoUy4eduuKcPz/H9+8m8MoFxo4YxvRZs/ln1RrzAmTW3+zYsw/lvMrgc/ww/hfO0aNLZ8Z8PJG9Bw5K0niIgaNk0KpEAc73bMj5ng1pXbIAx8gw7dCb4z56TqOhd7lCXOndiNPd6lOnkDOHUJOEUZLGyjXrmDbzG0YNHUzglQucOLAHVxcXWnfuxsOHjyRpzFu4iPm//Mq0yRMJunaZgzu3YTSKtOrYlfT0dEkab8LOR47/hP2HjrDk158JueHH+hXL8LvuT8+BgyX1B+g1cAiXr/qxdvlSQm748ddvv3DwyDFGjP9YUn/ZzrNz8fIVeg8aSqMG9bh85gSXz5ygaeOG9B0yPFt93pex78AhRn/0KV07duD6+bP4HD9MhXJl6dSrb7b6vC8jt9t5u669/tP5/E0hr/UyMjIyMjJvDxbXkf/mm2+YNGkS9vb22drVajXz5s1jxowZb3SA/w9yymIrIrJOSKdPhcIsblrJ9Nk7iWlUWHuCptji9czO67MZQlNTUylYwotJH49n1vRppnaf8xeo37wVB3ZsfW5H6tnsi2kYWUsai5p4M9q7mKl9Z0g03fdfphv2uJo5HRCHgS2ks6l1dbqUenJE+K+Ae4w/GUBfHHB85h3Ps9dy+OhxWnXswpkjB2hQr66pfdbc7/lx4SKiQ26b3fFcvW4DA0eM5rbfJbzKlDa1j/3kM7bt3E3EnUCUypdfy/yff2X6N7N5cPtGtl3abn0HEBR8F/+L517aH2DytK/4Z81a7t8KMNm1KIo0+qANtjY2HNm787k+z96XY6jRO1kR2L8ZSkWmzRiMIhXXnkCRrJVU93WfoMbDzZEz3eubdljVegPFVxylsIbn6mHmlIG2Sp0GlCxRnO0b1praYmPjKFK2IrO+nMrnE1/uwBqNRgqXqUDHdm34c9GTHbk7d0PwqlKDFUsWM7Bfn5dqvIqdP0tkVBRFvCry20/zGDNimKl9x+49dOndn6vnTlG1SuWXalz3D6BK3YZsXbeKrp06mtqXLPuHsZ98xr1b/hQuVOilGu+7nT/LwOGj8LlwkVtXL5rGbDAYqFCjDrWqV5dU97VVhy6kpqVx9ujBJ3auVlO0nDcD+/SWVN/4bbXz153P/8s68u/DWg9y1nqZ9wc5a73M+8D7lrXe4nN7s2bNIjU19bn29PR0Zs2aZancW4MOSBWNNCmUPa61dD4HPOxtSJSwYxoVHUN6ejpNGzXM1l63di2sra25HRxsViMZIyLQ2NM5W3vWuKTs3GZ95tlraVLIBfHx/2GOoDt3UKlU1K9bJ1t700YNSU9PJyIyyqxG8N27FPL0zObcZGnEPHxIcnKKpHFULF/uuaPWTRs1JOjOHbP9szTq1KyZ7YFVEASaNGxAkMQdwlRBpHEhF5MTD6BUCDQu5EKyIO1dWYpgpGlhl2zHpO1USup55JdkX5nXcpcmDRtka3N1daFSxQqSvo/U1FSioqOfs9HSpUpSuFAhbgeb13gTdh4SGobRaHzuWrI0pdyXrM80bdToOQ2j0cjdEPPJvGQ7f1bjLo3q18v24kGpVNKofj1J9xUyv48mDRtkt3M7O+rWqmnBtbwbdv4m5vN/i/d1rZeRkZGRkXlbsNiRF0Uxx3jMa9eu4ezsnEOPFzNz5kwEQcj24+7unu3fy5Urh4ODA/nz56dly5acP39esv6GDRsQBIHOnTtbNK6csCIz5vlsVHy29tDkdKLSNeSR8FW6FyyAnZ0dZx7H2mZx6cpVtFotpUuWNKvh9Dj12dmohGztWeOSMo6szzyrcSYqHuHx/2GOUiVKoNfruXDpcnYNH19sbW3x9HB/Qc/sGpFRUc85VGd8fHBzdSVPHvMxzKVLluTmrdvExWW/L6fP+VCqZAmz/bM0Ll6+QkbGk7ACURQ54+NDaYkaDqLA2ch4jE8dcDGKImcj43ESpe3yOIoCpyPistVu1hgMnI9KkHRfs67lrG/235H4+AQCbgZSqoT5a3F0dKSAm9tzNhoaFkZ4RISk7+NN2HnxYkURBOE5jay/S7m3WWM94+OTrf30OR8EQaBE8WI5dcuGbOfZKVWiBOfOXzCVKIPM3e1z5y9Iuq9ZGmd8fLPbuUbDhUtXJNlo1rW8C3b+Jubzf4s3udbLyMjIyMjIvHkkPyXkz58fZ2dnBEHAy8sLZ2dn00/evHn54IMP6Nmzp8UDqFixIlFRUaYff39/0795eXnx22+/4e/vz5kzZyhevDitWrXi0SPzMZD37t1j0qRJNHpmN+5VERCoIKr4K+Ae867c5UGKmlMRcXTfdwl7QUEpCcnInJycGDaoP3Pn/cTiv/4mMiqKA4eO0HfIcMp6lZGU6MkRBSVRMeXsTVbfCicqLYMdIdGMPHYdT0GJq4Rb6oqSQoKSUceus+1uFFFpGay9Hc7nZwIpgUqSI/9Bi2aUK+tFv6Ej2H/wMJFRUfyxdBlzflzA0IH9JR377NG1M+4FC9Kt7wBOnDrNg/Bw5i1cxOK/ljF+9Aizx40BBvfvi7W1NZ1798P3wkXC7t3jq29ms3nbDj4eO9psf4BRw4aQlJxM936DuOp3jTt3Q/ho0uecOnOOj8aOkqRREWvuJqcz6LAfN+JSuBmfwuDDfgQnpVERa2kaojU+MYl8dOoGwYlp+D1Kouf+yyRodFSQmDDv43Gj2bJ9J9O+/obQsDDOX7xElz79UKlUDBnQz2x/hULBhDEj+fPv5fyw4GcehIdz8vQZuvUdSAE3N3p262JW403YeeFChejepROfT5/BqrXriYqKZvuu3Ywc/wkN6tWletUqZjWqVqlM44b1GTXhU7bu2ElUVDRr1m9k8pdf0aVje0lJ92Q7z8740SMICr7DgGGjuHEzkJuBtxg4fDS3bgcxYcxISRofjR3FmXM+jJ84meA7d/G7dp3u/QaSmJQkOeneu2Lnb2I+f9P8W2u9jIyMjIyMzJtFcoz8ypUrEUWRoUOH8vPPP2cre2RtbU3x4sWpV6+eRf/5zJkz2bFjB35+fpI+nxXLduTIEVq0ePFDksFgoEmTJgwZMoTTp0+TmJjIjh07JI/rRTFzRkR80HATnenAo7OgoLloi0sOcek5xSNlZGQwcvzHrNmwybQjVb1qFTavWUnJEsWf+3xOsR5aRE6QQagpdz4UEpQ0F22xl/jgl46R44KGcPGJRnFUNMUWmxziBHO6ltCwMHr0H8zlq35A5jHdvj178PfiRdja2j73+ZzwD7hBz4FDuHU7CACVSsWoYUP4Zd73khwcgLM+vvQbOoJ79zPHaGNjw+RPJvDNV19Kzua998BBho2ZQMzDh0Dmjt23X03jk/Fjc/x8TvclCB2+ggb14/tqJwjUFW2ey53wMvzRcknQon2s4SAoaCjaUDyHF0U53RNRFJk193u+X/CzKRN30SKFWbPsLxo1qC9pDAaDgU+nTOWPpcvR6zPto6xXGTauXE6VypXM9M7EUjvPieTkZAYMH8WuvftNbU0aNWDDiuW4uxeUpBET85Deg4dy4tQZU1uHtq1Z/fcSyaXb3mc7z4k16zfy0eQpJCQkApA/fz5+/uE7szHlT7No8Z98OWu26eh2wQIFWPr7L3Ro20ZS/7fVzl93Pv8vYuT/jbU+NyPHyMu8L8gx8jLvA+9bjLzFye5OnjxJ/fr1sbKS7py8iJkzZzJv3jzy5s2LjY0NderUYe7cuZTM4UiiVqtl0aJFzJ49mzt37uDq+uLyU19//TXXr19n+/btDB482Kwjr9FoTA+DkLmwFylS5IULexpGYjFig0DBl9SRf9mkee/+fa4H3MDTw4PqVau88EH8ZQaZhJEEjDgh5PgiQQrxGEhGJB8K8r3kJcCLrkUURa76XSMiKopKFStQvJj548o5aZy/eInYuDhqVK2Kh4Tjys9iMBg46+NLSmoqdWrWfKUa3VqtljPnfNBotDSoV+elvzwvui96RKIeZ6l3R4nVKzwYahGJxoAC8HhJLfqX2VdcXDy+Fy/i5OhIg3p1JTuLTxMVFc1lPz9cnJ2pU6vmK9XolmrnLyP4zl1uBQVRvGhRKnlXtLg/QMCNm4Teu0fZMmWei1WXwvtq5y9CrVZz+mxmyELD+nWfS4gmheTkZM76nMfa2ppGDephbS3t5MrTvG12/rrz+X+Z7O5NrvW5GdmRl3lfkB15mfcB2ZG3ALVajU6ny9ZmycPF/v37SU9Px8vLi5iYGGbPns2tW7e4ceOGqQTOnj176N27N+np6Xh4eLBjxw5q1XpxneCzZ8/Sq1cv/Pz8cHV1leTIz5w5M8fkPa+7sL+JSTO3GKS8AGQnN9wX+Z7IyLxdvO688V868k/zumt9bkZ25GXeF+RnBpn3gdzwfP66/KtZ69PT0xk/fjwFChTA0dGR/PnzZ/uxhDZt2tCtWzcqVapEy5Yt2bt3L5B5tC+LZs2a4efnx7lz52jdujU9e/bk4eNjoc+SkpJC//79Wbp06Ut37J9l6tSpJCUlmX4ePJAnOxkZGRmZ95c3udbLyMjIyMjIvHksduQnT57MsWPHWLx4MTY2Nvz999/MmjULT09PVq1a9VqDcXBwoFKlSgQ/VbbHwcGB0qVLU7duXZYtW4ZKpWLZsmU59r979y5hYWF06NABlUqFSqVi1apV7Nq1C5VKxd27OZdYsrGxIU+ePNl+ZGRkZGRk3lf+zbVeRkZGRkZG5vWx2JHfvXs3ixcvpnv37qhUKho1asT06dOZO3cua9eufa3BaDQaAgMD8fDweOFnRFHMFs/+NOXKlcPf3x8/Pz/TT8eOHU27+kUkZKmWkZGRkZF53/k31/rcyC20iEiPNBQRCUTLNpWGFcp0dig13EFnvuNTGBG5jpbNQjorhFR2C+ncfyrpoRQMiFxGw0YhjZVCKvsENZEWamgROY+G9aoMVirVHBIyePQ414tU1Bg5QwZrVRmsUqo5SgaJGM13fIpUjJwkg9UqNatVak6QQYqFGokYOUrmGNaqMjhDBmoLNWIxcAg1K4VU1glp+KJBa4FtAEShZ99jjY1CGpfRYLBQ4z56disz7WuzSsN1tBgt1LiLjh2PNSrXrs9fy1dgSUStKIr8vWIVVeo0II97EWo1asbGLdssGoPBYGDhr79Trlot8rgXoXGrNuw7cMgiDY1Gw7ff/0jJilXI61GUVh26cOrMWYs0UlJS+OKrmRTxqkg+z6J07tWXK4+T2EolNjaOCZ9Nxr2EF86Fi9Nn0DBuBwWb7/gUD8LDGT52Am7FSuFWrBTDxoznvoUngYOC79B38HCcCxfHvYQX4ydO5tGjWIs0rvpdo0vvfuTzLErhMhWYMv1rUlJSLNI4ffYcH3bsSl6PopSsWIVvvvvhhT7ai9h/8DCNW7Uhj3sRylWrxU+LfsNgsGz+2bR1O7UbNyePexG2qjTcfEvn81fBYkc+Pj6eEo/r9ObJk4f4+Mx6tw0bNuTUqVMWaU2aNImTJ08SGhrK+fPn6d69O8nJyQwaNIi0tDSmTZuGr68v9+7d48qVKwwfPpzw8HB69Ohh0hg4cCBTp04FwNbWFm9v72w/+fLlw8nJCW9v71dKpiQjIyMjI/O+8SbX+rcBH7RcQCv585fQcgoNDdt8wOxvZlK1aQOOkoG/BRqn0XAeDa3LFGRW3bIUL5iH/aglP0CKiBwhg2uCjm7lCzGjbllcXOzZi5pwiQ+QBkQOKDXctlUwcPhgpk//AutSRdmtkO7M6xDZq9QS7mTL6HGjmfLFJLSFCrBLmUGSRCdajZHdSi3xLnn45NOP+eTTj0lwycNupZZ0iRpJGNml1KAt5MbnUz5j9LjRROSxY49SK9kRf4SBXYIaVV4bptUuw0DvogQp9ewX1JId8XD07EFNfhc7vqrjRffyhbkm6DhMhmTn4g469qOmeM2qfDvra9p278x5QctppDtJAWg5QgaVmzRg9jczKetVhlETPuHLmd9K1pjx7RxGjPuI0qVKMuOLz3F1caH3oKH88vsfkjVGf/Qpk6Z9Ra3q1fhqymQA2nXryfpNWyT1F0WRHv0HMfuH+bRs1pRpkyYSn5BA87YdOXz0uCQNnU5H687d+W3JUjp3aMvkTz4i6M5dGn7QhktXrkrSSE1NpUnrdqzduJkBfXrx8djR+F68SL3mHxB8J+cTv8/y8OEjGrRozd4Dhxg5ZDAjhwxm38HDNGjRmujoGEkad0NCqdf8A3wuXOCjMaMY0KcX6zdvofGHbSU74leu+tHwgzbcCgpm8icf0bVTe37/629adez6XD6UF3H0+Emat+3Io9hYpn72KR80b8acHxfQre9AyS+LNm7ZRtuuPRBF+GrKZGrXqM7kL2cwcvzHkvoD/PrHEnoNHIJz/vzM+OJzmrT7kNNo3rr5/FWxONld5cqV+fXXX2nSpAmtWrWicuXKzJ8/n0WLFvHjjz8SHh4uWat3796cOnWK2NhY3NzcqFu3Lt9++y0VKlQgIyODvn37cv78eWJjY3FxcaFWrVpMnz49W7K7pk2bUrx4cVasWJHj/yEl2d2zvKnkN3Kyu3eX3HBf5HsiI/N28TYlu3uTa31uJmu9n1K9JPOvhNAXB7NlXNUYWSeomfbFJGZNn2ZqH/PxRFb8s5K+BjuzFUsSMbKRNBY1rsiYSsWBTIel5/7LHA97RE/RHoUZjUj07EbNxtbV6Voq8ySj3mjkgx2+BEUn00U0X03iLjqOkMHpw/tpWD+zrKBaraZG/cakB4fRWjRfYjMALb4KHf4XfShfrmzm9SUmUqFabfI8TKAp5jUuoCHITsnt65cp5OmZeX1RUZStXIPS6XrqYGNW4yQZJLrl4+bVi+TPnw+AW7eD8K5VjzoGFZUwv5lzEDXWeW242KsR9laZ1SPORcXTZJsPLbCltIRysjuEdEoWzMOxLnVRPa6CsSMkmh77L9MBOzxzKCf7NEZENqs0NGn9Ads3rDVVwfjz7+WM+XgiPbEnv5lKRTpE1iszGDCoP0t+/dnUPmvu98z5cQH3bwWYLeP68OEjipStyBefffKcna/fvIWI4EAcHBxeqnE7KJhy1Wrx+8L5jB05HMi08+79BnL5qh93A/zMVhs5deYsTT5sx5a1K+nWuRMAer2eFu06kpaWzqUzJ17aH2Dzth30HDD4OTuv1ag5xYoWYe+2TWY1fvvzLz75fCr+F85ls3PvWvX5sGVzlv3xm1mN6bNm88viP7l19UI2Oy9fvQ7jRg5n7qwZZjVGjPuIfQcPE3DRJ5udV6pdn/lzv+XjcWPManTs0Zs7IaFcOn3cVHXmnO95GrT4kPUrltG7RzezGnWatMDa2prj+3ejUmXa9PZdu+naZwDH9++maeNGL+1vMBgoU7k6VSp5s239mufs/Obl86bv+UWkp6dT2KsCPbp0fs7Ov537A31F+7dmPn+afzXZ3ZAhQ7h27RqQmSQuK37u008/ZfLkyRZpbdiwgcjISLRaLREREWzdupUKFSoAmbvr27ZtIyIiAo1GQ2RkJDt37nwuY/2JEyde6MQDrFixwiInXkZGRkZG5n3nTa71bwODyhXBAERL2IWOxoBeNDJq2JBs7aOHDSHDYCBWgkYEehTA0ApPXu4IgsAI72IkiUZSJOzcRmIgv7UVnUs+KWWpUigYWqEoD0WDpF3oSAyULV3K5NwA2NnZMWTgACIEaTvyERho3LB+tofufPny0adXD2KspD28RiuhY/t2JucGwNPDg04d2hMtsapkjJVA757dTc4NQLmyXjRt1JAIiacLIgUDg8oXNjnxAPU9nKmQ31GShg6RGNHAsApFTE48QKcSBXGxsZKkkYJIol7HqKFDspWyHDqwPyqlUpJGHEbUBj2jhg7O1j5q6BB0Oh1nfHzNapz19UWr1eZo50lJyVy9dt2sxrGTp1AoFAwbNMDUJggCI4cM5t79B4SEhknScHV1oUvHDqY2lUrFsIEDuHzVj+TkZEkaFcqXe87OB/Xrw7GT0k4YHTt5iiYNGzxn5726dbFIo0Ob1s/ZeYc2rS3S6Nm1c452Ll3jNAP79M5WOrZ+3TpUqlhBkkZaWhoXLl1m2MD+JiceoHOH9hRwc5OkEXbvPqFh9xg5ZPDzdq5SSdLwu+5PQkJijnZuEMW3aj5/VV7+WjAHPv30U9OfmzVrxq1bt7h06RKlSpWiSpUqb3Rw/29+jrr5f098J++65k5e9768iR39N6Eh25eMzH/H6/6+JScn849H0Tc0mpfzJtf6nEq8FixYkOjoaNO/b9iwgQcPHmBtbU2NGjWYM2cOderUkaS/YcMG+vTpQ6dOnV75xX2sJvMIpUrCrknWZx49isXzqZw+j2LjAMzu3mR9xgjEZ+jwcHjiNMaqs8ZhHhUCGQY96ToDjtZPesSqtSiQtlOjAmITk9Dr9dkeyB/FxpLPOT9/3jN/ZHjAsJFc8w9AFMVsD+SxcXEUKl2KPy/5mNW4274zj2Kfj/F9FBtLxUb1+HPvTrMa52rXJzYu7rn2hw8fSthHz8QKgdiM7MdpDUaRuAwtBST0VwBKntzHLNL1BtL1Bqwk3NmssT77fSQkJKI3GLCScDVZn4iNi8/WnqXpaGYnHcDBPvMzL7JzB3vzJz4cHRwwGo3Exyfg4fHkhVPWfXJwMK/hYO9Aerqa9PR0HB0ds12LSqWSFDbrYG+f+f3lYOeOjua/iyyNO3dDcrTzrO9KisaL7FzKPcnSyMnOH8XGUrF8+VfWMBgMxMUnSBqHlZUVVlZWJlvIIj09nbT0dBwdHF/QM/sYssb9NFn3SZqNZmq8yM4nbl9D61YtX6px6MgxDnXq+n+fz18Vi3fkn6Vo0aJ07doVZ2dnhg4d+ibGJCMjIyMjI5OLeN21vmLFikRFRZl+/P39Tf/m5eXFb7/9hr+/P2fOnKF48eK0atWKR48emdW9d+8ekyZNolGjlx/jNMcMn9s4CAoKmTmyDOCJEkeliklTp5t2A2Nj45g6YybOSitcJDxaFUOFtSAw6cxN1PrMHZ/wVDXfXgiikKDEQYJGKVRkGIxM872FzpAZRx6UmMqCq3cpgUrSS4nSWPEwNpY5P843JZi6ctWPv/5ZQR8Jx2sB+vTojv+Nm/z593JTbOzxk6fYuHU7fXt1l6TRt2d3jhw/wZbtOxFFEVEU2bpjJ4ePHadPT2nj6NuzB5u27eDo8ZNA5tHWJcv+wf9moKQj8QAlRSVLA+5z6WEikOnEf3/5DjFqrSQNJQIlUPGTXwi3E1IB0BmMTPe9TYbBSEkJGvYoKKyw4tvvfuDB4xCWjIwMPvl8KlYKBcUluAXOKHBRWTHt61nEPnZIUlJSmPzlDAq4udGsifnfl6aNG+JesCCTv5yRzc6/nPUt5cp6UbVKZbMaHdq2xsHBgYlffIlarQYgPCKCb3+YR5NGDbI5Ti+iZ7fOZGRk8MWMWab47aDgO/z062K6duqAra350I0+PbsTFR39Wnbet2ePXG3n1/wDLNDoztIVq0z5AQwGA3PnLSAyKoo+Pc1fi7W1Nd06dWThb4tNyf50Oh3Tvv4GtVpNj66dzGq4uxekWeNGzJm3IJudfzplGvb29nRs19asRuVK3lQoX47p38x+43b+X8/nr4rFMfIv4tq1a1SvXt3iTIO5kayYuaSo+//3HXmZd5PcEGMP8o68jMzbRHJyMnk9iv4nMfIv4lXW+pkzZ7Jjxw78/PwkfT5rDT5y5AgtWrR44ecMBgNNmjRhyJAhnD592uJ8OE//XyqgFXYUkbh3Eo6eQwoN1ra2VCxfjuv+AWAw0MZgQwEJLwMgMz79GBk4WanwyufA1dhkbBFoK9qajYHO4gZazqDB1daKoo52+MUmk0dQ0F60k/zweAkNl9HiUbAAHh4eXPG7RtXKlTi2b3e247svQhRFxn06iT+WLqNkieI4OjhwPeAGTRs3ZN+2zdjZ2ZnV0Ov19Bk8jC3bd1KurBeQGffbtVMHNq76J9su6otQq9W079aLYydPUaliBZKTkrkXHk55rGiEDYKEFxsaRPYJah6KBio7OxGboSUyXUN1rKklIU4fIA0jewU1SaKRqq55uJ+qJjZDRwNs8JYQpw+ZMbf7lBrUiFSrUpngO3dJTkmhmWgj+aXEIwzsV2owKpVUqeRNYFAwer2eHRvW0qplc0kaR46doGPPPqhUKrwrlMfvuj82NtYc3LmN2jVrSNLYtHU7/YaOwMnJkbJlynD5qh+uLi4c27fLdK/Nsfivvxn36SQKFihA0SKFuXzVjxLFi3Hy4N5sx9Rfxsw53zFr7g8ULlSIAm6u74ydp6WnExIaxsihg/lz0cJspwVeRGJiIi3adeKK3zWqValMbFw8D8LD+eqLyXzz1Zdm+0NmbH/T1u25GxJKjWpVuf8gnJiHD/l1wY+MHz1SkkZQ8B2atenAo9hYalSrStCdOyQlJbNm2V+S4vQBLl25SquOXVCrM6hWpTIBNwNfy87Le5X5v83nWVgSIy878jkgO/Iy/zayIy8jI2Mpb7MjP2/ePPLmzYuNjQ116tRh7ty5lCxZ8rnParVaFi1axOzZs7lz5w6urq4v1P3666+5fv0627dvl5zYVqPRZCuPlJycTJEiRSQlEHuWVIzcQkcKRvKhoBxW2Fm485KEkdvoSMOIC0rKYoWNhUl24zAQhI4MRAqipAxWko6DPs1DDASjo9aAnjRt1JCe3bpI2unMQhRFTp4+w+btO9FoNLT+oCWdO7ST5JhkYTQaOXDoCDv37gOgU7u2tG7VEoVC+neq1+vZuWcv+w8dwWflBkqiwhOlJCc+CwMid9ETiR4rBEpjRUELbUOHSDA6YjBgi4AXVrhYqKFBJAgdsRiwf2xfeS20L/Vj+0rASJ9pnzFs0ACKFC5skcaD8HCWr1pDaNg9ynl5MXRgfwoUcLNI487dEP5ZvZaIyEiqVq7EoH59JTnPT+MfcINV6zYQGxdH3dq16NerR7aj9lK4cOkyazdsIiU19Z2xc2tra3p06UTTxo0kOfFZaDQaNm3dzvFTp3FydKRvrx7UqVVTcn/IjJVfu3EzPucv4OLszKB+fajkXdEijcTERFauXc/Va9fx9PBgyIB+lCldyiKNhw8f8c/qtQTevk3xYkVfy87XzZn/f53PQXbkXxvZkZf5t5EdeRkZGUt5Wx35/fv3k56ejpeXFzExMcyePZtbt25x48YNXFxcANizZw+9e/cmPT0dDw8PduzY8Vxy26c5e/YsvXr1ws/PD1dXV8mOfE7x+sBrV6l5V3iX1oTcss7mFt6leysj82+RG+aNfzVrvYyMjIyMjIyMVNq0aUO3bt2oVKkSLVu2ZO/evQCsXLnS9JlmzZrh5+fHuXPnaN26NT179uThw4c56qWkpNC/f3+WLl360h37nJg6dSpJSUmmnwcPZOdGRkZGRubtRPJZkK5du7703xMTE193LDIyMjIyMjL/R/6Ltd7BwYFKlSoRHBycra106dKULl2aunXrUqZMGZYtW8bUqVOf63/37l3CwsLo0OFJOSqjMTPZm0ql4vbt25QqlfPRTBsbG2xspMU6y8jIyMjI5GYkO/J58+Y1++8DBw587QHldt50PEghT0+GDOhH6VLPxwq+jKfjQUoUL8bQgf0tjgcJj4hg+ao1hISGvXLc092QUJavWmOKexrcvy/58uWzSCPgxk1Wrl1vinvq37snDhLLcGRx8fIV1m7YlJkMpnEjenbrYtHDmiiKnDpzlk3bdrxW3NPBw0fZuXcfoii+UtyTEZEw9DzAgAJeM77PgBVQBivJyTqykO08O7KdP+FN2HlWfN+Bw0extrame+eOrxTft3nbDo6fOo2jgwP9eveUnHwpi3fJzt8U/8Var9FoCAwMfGmmeVEUs8WyP025cuWyZb0HmD59OikpKfzyyy8UKfL/PxopIyMjIyPzb/PGYuTfJV4UI/90hsbqVavwIDyCmIcP+e2neYwbNUKSdlaGxoePHlGjWlWC794lOTmF1X8veaUMjVUrV+JG4K1XytDYqVdfFAqFKROpra3NK2ci9Spdmit+13B1ceH4/t2U9SojSeOPpcsY+8lnFHBzo1jRIly+6kfJEsU5cWCP5Eyks+Z+z8w531O4UCHcXF24eu061apU5ujeXZIzkY6fOJnFf/1NieLFcHRwwP/GTZo1bsTebZskZSI1GAz0GTyMzdt2mK79dlAw3Tp3ZMPK5c85SjnF4OgROSioCRcNlM/nQLrewL3UDCpgRcNXzLj7KENL1Esy7uYUMyfbeXZkO3+CpXaeE2q1mg7de3P0xEm8K1QgXZ2ZcXfUsCH88ctPkjPutmzfmctX/ahWpTKPYuMIj4hgxtTPmTV9mtn+8HbaeW6IkX8VJk2aRIcOHShatCgPHz5k9uzZnDx5En9/f1xdXZkzZw4dO3bEw8ODuLg4Fi9ezJo1a7h8+TIVK2a+WBk4cCCFChXiu+++y/H/kBoj/yxZ670cI5/JuxRHnRtiXXMT79K9lZH5t8gN84YcI/8vMWnqV6SmpnHjki8XTx/nQdANJowZyUeTphB2754kjdEffYqDgz0hN/zwPXGEiOBAenTpzLCxE0hISDTbXxRFBo8cS6kSJbh/KwCf44eJCL5J4wb1GThiNFqt1qyGVqtlwPBRNKhbh4jgm/gcP8yD2zfwKl2awaPGIuXdTlJSEkPHjKdb545EBAfie+IIITf8yJPHidEffyrlq+De/fuMnziZcaNGEB58kwunjhF45QLp6Wo+mzpdksaVq37MnPM9X0+bQljgda6cO8WlMycICQtj5pycH/ie5cChIyz+629+XzifuwF+XL9wjqN7d3Lu/AUW/rZYksaqtevZvG0Hm1avIPDKBQKvXGDL2pVs27mbVWvXS9LwR0sMRg52rMP1fk0JHtic35t4cxMd95GWWOoyGtKV4NOjAZf7NCZ0UAtm1vbiCloeSdSQ7fwJsp1nZ/W6Da9t57/8/ienz/lwZM9O/C+e447/Vf5ctJAly/5h38FDkjRmzf2B4LshXDx9nCvnThEWeJ1vvprGN9/9aKqLa453xc7fBsLDw+nTpw9ly5ala9euWFtb4+vrS7FixVAqldy6dYtu3brh5eVF+/btefToEadPnzY58QD3798nKirq/3gVMjIyMjIyuQvZkZeIVqtly46dfDp+rKn2o5WVFd/N+ho7Ozs2bd1hViM6Oobjp04z/fNJpmOTtra2LPxhLunp6ex6XIriZfgH3OBGYCBzvv4KN7fMJD9OTk7Mm/MNMQ8fcuzEKbMaJ0+fJTomhnlzvjG96XF1dWHO118ReOs2fteum9XYtXc/aWlpLPx+rmknr3ChQkz/fBInTp0hUsID1+ZtO7G1teX7b77GyiqzLqpXmdJMnDCWrTt2kZGRYVZj/eateLi789UXn6NUZh4fr1GtKiOHDGbd5i1m+2dqbKFSxQqMGTHMtBvYvGkTenbtzLqNUjW20rJZU3p07YwgCAiCQLfOnfigeTPWbZKmESoY6FHGg+ZFMu+rIAiM9C6Gt7MTd9BJ1hjhXZSaBfIBoFQIfFGjNAXtrAmWoCHbeXZkO8/Ouk1bXtvO12/eQs+unWnRrAmQaeejhg2hSiVvi37fRgweSM3q1QBQKpVMm/wZnh4erNu42Wz/d8nO3wY2bNhAZGQkWq2WiIgItm7dSoUKFYDM72zbtm1ERESg0WiIjIxk586dz2WsP3HiBCtWrHjh/7FixQqLd+NlZGRkZGTeZmRHXiI6nQ6dToebq0u2dnt7exzs7UlNSzWrkZaeDoDbM1l28+fPh0qlIjUtzaxG1mdcXZyztWdpStPIHGvWg+MTDRcLNNJQKBQ4O+fP1l7ALTP2OC0tXdI47O3tnosTdnN1Ra/XS9qNSk1LI3/+fCbn5mmN1FTz15Gl4ebq+tyR3gJubpLu69Maz+Lm6irp+wTQCyKuds8ffy9gZy3Rjc88juP2jIZSIeBiK01DtvPnxyHb+fMaz1LATbqdp6al4eri8lx75u/Kq49DqVTi4pxf0jjeJTuXkZGRkZGReT+RHXmJODg4UKtGdZatWoNerze179yzl4ePHtG8SWOzGsWLFaV4saL89c+KbMd6/1m9Fr1eL0mjauVK5MuXl7/+WZmtfcnyf7CysqJhvbpmNRrUrYuVlRV/LV/xjMYK8ubNQ/WqVcxqNGvcCKPRyPJVa0xtoijy1z8rKFa0CCVLFDer0bxJY2Jj49i+a7epTa/Xs2zVampUqyopBrR5k8bcDLzFmXM+pja1Ws3KteslfZ9ZGqfOniPw1m1TW2JiIhu2bKNF0yaSNfYcOEhEZKSpLSoqmt37D0geR0Gjko1BESRkPHG5byekcjIynkISk9V5ikpWBj5ArX9yjN4nOoGbCamSNGQ7z45s589r5GTnu/ZJt/PmTRqzaduObEfPbwcFc+L0GQs0GrFq/QbUarWpzef8Bfxv3JSk8S7ZuYyMjIyMjMz7iZzsLgdelOzuyLETtOnSncreFenZtQshYWGsWLOOls2asmfrRklJmjZu2UbvQUNpWL8eHdu24XpAAOs2bWFQvz4s//N3SeP79Y8lfDRpCh+2bMEHzZvic+EiW3fs4ovPPuW7b76WpDF91mzm/DifLh3b06BuHY4cP8mBw0dY+MNcPhk/VpLG8LET+Gf1Wvr06E7VypXYtW8fp8/6sHb5Uvr26mG2vyiKdOzRm0NHjzOoXx9KlSjB5u078Lvuz75tmyUlNNPpdDT5sB3XA24wZEBfPNzdWbNhE2H37nPq0D7T0duXkZqaSp2mLYmKjmbYwAE4OjqwYs06kpKTOX/iKGVK51zG6GliYh5Ss1Ez9Ho9Qwf2RxAElq9ag0Kh4NLp47i7F8z2+ZySaSRhZKeQjou9DUMrFCFVZ2D5zfsodCKdRDtJiZgeYWC3oKZ4HnsGlCtETLqW5Tfvk9co0F60Q/mMRk7Jb2Q7z86bsPNOPftw8Mix987Oc+JuSCi1mzTHydGRIQP6kZqaxvLVayjg5saFk0dxcnIyq3Hlqh+NWrWlaJHC9O/dk5iHD1m+ai3eFcpz6tA+rK2tzWq8jXb+tia7y83Iye6y8y4lRMsNSatyE+/SvZWR+bfIDfOGJcnuZEc+B17kyAOcPnuO2T/Mx+fCRVyc8zO4f1+++OxTi0pA7TtwiO9/WsjVa/54ergzcsggPhk/9rljsy9j45ZtLFj0G4G3gyhetCgTxoxkxJBBkss3iaLIspWrWbT4T0Lv3aecVxk++2i85EzLkJnBetHiP1myfAURkVFUrVyJLz77hHatP5SsodFo+HHhL/yzei2xcfHUrVWT6VMm0bhhA8kaKSkpzP5hPms3biYlNZWmjRowY+oUalSrKlkjNjaOWd99z+ZtO9FoNbRu2ZKvp00xxc9K4UF4ODPnfM/Ox7Gxndq15etpUyiaQymkF00UiRi5jIZwwYASgeKikhpYY2fB4ZlYDFxBS6RgwBqBkqKS6tjk+JD6ooVdtvMnyHaeHUvs/EXcDgpm1twf2H/4MNZW1vTo2pmvp055LgziZVz1u8as737g+KkzODk60rdnd776YrKkFwFZvG12Ljvybx7Zkc/Ou+Ts5YYH8tzEu3RvZWT+LXLDvCE78q/Jyxx5GZk3QW6YKEBe2GVk3iZkR/7NIzvy2XmX1oTcss7mFt6leysj82+RG+YNufycjIyMjIyMjIyMjIyMjMw7iuzIy8jIyMjIyMjIyMjIyMi8Raj+3wOQkZGRkZGRkXkbicdAMiL5UZD3FfZGRERiMZKGiAsKnF5R4yFGMhBxRYHDK2gYEYnBwN4DB6lbqxYuz5RElIJWq+XMOR80Gi0N6tV5pfAPtVrNmXO+iKJIw/p1sbe3t1gjOTmZc74XiECPO8rnkrxKIQORhxhQAe4oUbyCRjpGHmHEBoGCKBBeQSMFI3EYcUDA9RU1kjCSgJGAGzfxrljB4v4AN24GEhIWRjkvL0mJUZ9FFEWu+l0jIiqKyt4VKVa06CtpnL94idi4OGpUrYqHh7vFGgaDgXO+50lOSXln7Nza2oqG9etJSvL6LHFx8Zy/eAlHRwca1KtrUW6XLKKjY7h09Souzs7UqVUThcLy+ef+gwdc8w+gkIcH1apWkZwH6WmC79zlVlAQJYoVey07D0P/f53PLUV25GVkZGRkZGTeaw4oNLQ0WmMv8cErHSPHlTrCDVpTW3GFNU2N1thIdLaSMXJMqSXGkFlyVADKCNY0Eq1RSdSIw8BxpY64xxoKQaCCqKIeNpKdz2j0nFDqSTLo2NWtFzY2Nnz+6UfMmj5N8gP1vgOHGDZ2AtExMQA4Ojoye8aXfDxujKT+AGs3bOKjyVOIj08AIH/+fPzy4/cM6Ntbssavfyxh2sxvSU1NBcBBqaKRwYpiEh93RUQuo+W6Qo/OaAQgr9KKJgYVHhI1jIj4oOEmOoyP25wFJc1FG1wklpLVI3IaDcHoyEpkVVBQ0ly0JY9EG9UickKhJdSYaaMHa9enSaMGbFixXFKFEcisVNJn8DCOnzptauvQtjWr/15C3rx5JWmEhoXRc8AQLl25CoAgCPTr1YOlvy/C1tZWkoZ/wA16DRpqKp+qUqkYPXwIP//4vWTn86yPL/2HjSTs3n2Ad8rOCxYowN+LF9G+TWtJ/UVRZNbc7/nhp1/IyMgAoFjRIqz+ewmNGtSXpGEwGJg4ZRqLly4zlXEtV9aLjSuXU7mStySNjIwMRk34hNXrN5rKuNaoVpVNq1dIKu8LmS80Bo4Yzc49+0xtb8LO/x/z+asgH62XkZGRkZGRea/R53PiqFKHiLT8v8eUOrT5nNiydiURdwJZ/fcS4u2tOS1ozXcm09k7pNRiX8idfds2Ex58k99/XsA9K/BBI0lDh8gBpRbPsqU5vn83928H8N03MwlUGLiKtHGoMXJAoaVizWr4HD9M6M1rTPp4At9+P4+l/6yUpBEUfIcuffpTvWoVrpw9SdC1ywzq14dPPp/Kzj17JWn4nL/AgOGj+LBFCwIu+nDjki9tW7Vi0MgxnPM9L0lj9779fDRpCgP69CLo2mWunjtF05bNOSxoSMAgSeMWOi6jZdLETwi54YfP8cN416rOQYWWdJNb/nL80HITHbPrlSNkYHOOdq5Lofz2HBAynnLLX44vGu4p9PzSuCJhg1qwp30t7B2tOSioMUrUOCVoibWzYuVffxBxJ5Bt61cTFHyX7v0HITXPdc+Bgwm8HZTNzk+f82HY2AmS+hsMBtp160VCYuITO184ny07dvHZ1OmSNNLT0/mwUzesraxMdj7n66/4Y+ly5vw4X5LGw4ePaNu1J4ULFXon7bxWjWp06zuQW7eDJGksW7maWXN/4NPxY012XrRIYdp160V0dIwkje8XLOS3JUuZPWM6928HcOLAHmxtbPiwUzfS0tIkaUz+8is2bdvBbz/NIzz4Jvu3byEpOZm2XXtgMEj7nR0+7iNOnD7zxu38v57PXxU5a30OyFnrZf5tckNWTJCz2MrIvE3IWevfPFnr/YaVy+g9aBhdscfNzK5pLAa2ks6OjWvp1L6dqf3vFasYOe4j+uKAo5l9kgfo2Yca3xNHqFOrpql9zo/zmfXtXPob7c1m0b+NjpOChuDrVyhVsoSpfcJnk/ln6T/0Ndia3ZX3Q4OfNUTcuZXtmHHPAYMJuBnIzcvmnYvPvviS1es3cv92gGmHVRRFmrZuh1Kh5Nj+3WY1+g0ZwWU/P25ePm86mms0GvGuVY8q3t6sX7nMrEbLdp3QaLWcOrTPtMOakZFB0TIVKBifQgPM7/5uVWlo3LYVW9evMbXFxydQqFRZKmuhGi8vTSkisk5Ip3/FIvza5MmuZGhyOmVXH6cxtpTD6qUaOkRWC2lMq1WG6bXKmNovxiRSf8tZ2mBHUTOnA1Ixso40/vz1Z0YOHWxq371vPx179OHSmRNmS5f6XbtOtfqNc7bz8R9z75Y/RQoXfqnGwcNHad25W452PvuH+cSEBpmdy1auWceQ0eNytPONW7YTFXLb7K78jz/9wtdzviM86OY7a+fFy1emd/eu/Dzve7MalWrVp6xXabasXWVqi49PoLBXBb6aMpmpkye+tL/RaMSzVDm6de7I7wufvEwJDQujlHc1li3+lSED+79UIzU1lQLFy/DFZ58wY+oUU/vFy1eo3bg5e7duom3rVi/VCI+IoGhZb/5ctPDfsfNxH9EHB7NH5N/EfP40lmStl4/Wy8j8H3gTDvSbeBnwJjTklwEyMjJvO/Xq1Aag16rf6dmty0s/u2X7Trb2H0Sj+tmPoDaqXw8RGHFgI00aNXypxu9LlnLo86nUrlkjW3vDenXRGY18fuUY5cp6vVRjxrdzCF61NptzkzmO+vz251J+CA8gf/58L9UYOf5jdFf9nosVblS/Xrajqi/jTkgItWpUz3ZMWhAEGtarx+r1GyVp3A0NpX6d2tniaxUKBfXr1Oaaf4Bkjd7du2U7Jm1ra0udOrUA+HOL+bGsdHF/7mixs3N+KpQrR/L1QLP9dUCqaKShZ/bvs0QeezzsbUhON7+rn46IThRp6JE/W3vNAnmxUggkGc1rpDzet29Yr2629kb16wHwRcPWlDLzQiEE3eM+Odi5KBISGmbWkb8TEoJKpcrRzjMyMoiMijbrqNwNDcXTw+OFdp6cnGLWzu+EhFChXNl32s5r1ajG3dBQydcybFB2R9vZOT/eFcpL0khNTSXm4UOTPWVRonhxChcqxJ0Q8xpR0TGo1ernNGpWr4a1tTV3QkLMaoSG3cvMM/ACO78bEmrWkc8a64vm85H/0Xz+NMnJyfzjIS2PhHy0XkZGRkZGRua95sw5HwC8JCTyyvrMidOns7WfOH0GQRCeczhy1iiNXq9/7jjtyTNnsbe3p5Cnh1mNMqVKEREZSVDwnefGUbBAAfLkcZI0jhuBt3j0KPY5Da/Spc32z9I4f+kS6enppjZRFDl55qyk7xOgTKmSnD7nk+04rcFg4PQ5H8qWKfOSnk9rlOLkmbPZjtOq1Wp8L16y4FoyNZ4mNjaOG7dukVfCjpoV4CgoOBkRl639TmIaUekaSQm07BGwEgRORsRna/eNSURnFMknQSPP48R4z17LidNnACSNI+szsp0/0XjX7dz/xk1JGo6OjrgXLGiypyzu3A0hPCJC0vfh4V4Qe3v75zR8L1xEq9VK+j5KlSyBQqF4oZ2/TfP5qyI78jIyMjIyMjLvNR9PnkqTRg2oWqWy2c9WruRN8yaNGf3RRNZu2ETYvXv8vWIVn0//mh5dO1O4UCGzGi2aNcG7QgX6DR3B9l27CQ0L4+ffFjN33k8MHzQAJyfzzkn3Lp0oXKgQXfsM4ODho9y5G8K33//IkmX/8NHYUZKSgA3q1wc7O1s69OjNiVOnuR0UzORpX7Ft524+GT/abH+AUcOGkJaWTude/fC9cJGAGzcZOf5jzvr48sl4aUnAJowZRUhoGL0GDuHKVT+u+l2jz+Bh3LkbwoQxIyVpfDJuDD7nLzB87AQCbtzE98JFOvfqR0pKKqOHD5Wk8en4sezYvZfPvviSW7eDOHn6DO279UQwGChrZgcbQCAz2eDfN+4z+2IwdxLTOHz/EV33XsJRUFBSwkFYKwTKiSp+uHyHn/1CCElKZ2dINP0OXMFFUFJIQsI8BxSUElRMnvYVS/9ZSdi9e6zftIURYydQSGmNqwQNF5QUVlozctzHsp3z7tt5x559sLGxZnD/vmb7KxQKPh47mr+Wr+Cb737gzt0QDh05Rpfe/fFwd6dH185mNRwdHRk5ZBDfL/iZhb/+TkhoGDt276HvkOFUKF+Ols2bmtXw9PCgV7euTPlqZjY7HzXh07duPn9V5Bj5HJBj5GXeBuQ4exmZ9ws5Rv7Nk7XeN2/SmA0rl+Pm5iqpX2xsHAOGj+LA4SNA5hHbbp07svyP3yQ/tN1/8IC+Q0Zw1scXAKVSyeD+ffl94XxsbF4ei51F4K3b9B40lOsBNwCwtrZmwuiR/DjnG8lloC5cukz/YSMJvnMXAHt7e6ZNnsi0yZ9JzuZ9+Ohxho4ZT3hEBAB58+bhu1lfM2bEMEn9ATZt3c74iZN5FJu5a+rm6sqi+T/Qu0c3yRpLlv3DlK++JikpGYDChQrx9++L+PCDFpL6i6LI9/MXMmfeAlPCrvwqK5rorSgoMeO8iIgvGm6gM6XYcxOUNBNtyC9Rw4DIGTQEPZX53kNQ0ky0lVzSSofIKYWWu0atKT1eUaU1TQ1W2EnUUGPkhELH/ceZ72U7f3ftvHSpkqz+ewl1a9eSpGE0Gpky/WsW/bEErTbTPip7V2T9imVUKF9OkoZWq2Xcp5P4Z/Va0ymFenVqs37F35JLFKampjJs7AQ2b9thOqXQqkVz1iz7662bz7OwZK2XHfkckB15mbcB2ZGXkXm/kB35N8/rrvdBwXcIu3cfrzKlKF6s2CuNIeDGTSKjovGuWB5PD8uPYIqiiN+168TGxVO1ciXJD69PYzQauXj5CikpqdSsXpV8+fJZrKHX6zl/8RIajYY6tWri4OBgsYZGo8H3wkUA6tauZfEDMEBaWhrnL17C2tqaurVroVJZng4qKSmJi5ev8nuHvhR4xfrt6sc14G1eowZ8GkbiH9eRd5b4EuBZUjCSiBEnFJKO5edEIkaG7lwt2znvpp07OTlSq0b1V6oBHxsbx9Vr13Fxzv/KNeAjo6IIuBGIp4f7K9eAD7t3j6DguxQvVhSvMtJCDJ4lN8znIDvyr43syMu8DciOvIzM+4XsyL955PVe5mXklnU2NyCv9TIy/w2WrPVyjLyMjIyMjIyMjIyMjIyMzFuE7MjLyMjIyMjIyMjIyMjIyLxFyI68hRw9fpKmrdthk78AnqXKMe3rb1Cr1RZp7Ni9hzpNWmCdz43i5Ssxd94CdDqdRRqr1q6nSp0GWOdzo2zVmvz6xxKMEmqLZiGKIr/9+RflqtXCOp8blWvXZ+WadVgSaaHX6/lu3k+UqFAZ63xu1G7cnO27dlt0HWq1mi9nfotnqXLY5C9Akw/bcuTYCYs0kpKS+GTyF7gVK4Wtc0Fad+pmij2SSkzMQ0aO/5j8hYph7+pB1z79Cbhx0yKNsHv36D90JE4FC+NUsDD9howgJDTMIo0bNwPp2qc/9q4e5PMsyohxHxEdHWORxkMM7CedZaSwWkjlLBlosCyCJhw9e4R0/iaFtUIa59Ggt1BDtvMnyHaenTdh5xcuXaZN5+7YOhfErVgpPp405X/t3XVcFPkfx/EXCogKBiZ2Ynd3gd2FWFjnGaeeZ3vm2XHq2d3d3QGiCHomKthIi6iIgOTO7w+O1VVkB8/fuern+Xj4h8PMm5ndz+x3v8zM90tISEiyMr6Xz3MhhBBC/HikI58Mx0+epmHLNkRFRTNryiTat2nJgiXLaNWxs+qOweZtO2jTqSsW5ubMnT4F2/r1mDh1Br36DVS9H/MWLsahb3/y58vLvJnTqFS+PENGjGbk7xNUZ4weP4lBw0ZSvkwZ5s2cRsEC+enx8wDmLlikOqN3/1+YMHU6DerWYe70KaRPl4629t3YuGWbqu0VRaFNp67MW7SEdq1bMGvKJGJiYmnUqi1Hj59UlREdHY1tizas27yVHl06M23iOAKfPaNu4+a4XflbVUZoaCi1GzVl/6EjDOz7ExNGj+T2XQ9q2DTm3v0HqjICAgKpXr8RThcuMnLoYEYOHYyzyyVqNGiEf0CAqoz7Dx5Sw6YR7nfuMmH0SAb168uBw0ep1bAJr1+/VpURRByHeItFxtRMq16U/mXz42Ws4ajRW+JUdsS9ieUob8mRxZxZNYvjUDIPniliOWkUiaIyQ+r8HUVRaGvfTer8H1+izq9cvUadRs3wDwhg6oRx9OzahfVbtmHTvLV29Fx9vqfPcyGEEEL8eGSwu0R8avCbijXrYm6eljNHDmrnrTx87Dgt2nfi9OEDNKhXJ8ncuLg4CpQoQ+WKFdi5ab12ZMc1GzbSZ8Bg3C+76B2tMTw8nJyFi9G1kx2L583RLp8+508mTp3BU093vaMkBgY+I0/RkkwYM5Jxo0Zolw8ePpINW7bj9+Au5ubmSWbc9fCkRMWqrFz8Fz/1dADiOyz2PXrj4nqZx3du6B1B85zTeeo3bcmBnVtp2awpEP8a2TZvTcjr11xzOZ/k9gDbd+3BvkdvXB1PU6VSRSB+NNDKteuTw8qKY/t36834a8kyho8dz92rbhQuVBCAN2/eUKJiNerXqcX6lcv0ZoyZMJmlq9Zw7/oVsmfPBkBQ0HOsy1agX+9ezJwySW9Gr34DOXXWkTt/X9LW3cNHjyleoQqzpkxi6CDdzkFig/Ac5y1pMppxxa4mqf6p0SvPQqi++yL1MaOwinlw9xtFYJ09HadaVyNlivgaPeL1jNZH/qYZqcn1wTy4Hw6AI3Wu63uq87ET/2DJytX/aZ0nplnbjnj7+PL3hXPa0X6vXL1G5dr12bJ2FZ3tOujN+BY/z2Wwuy9PBrsTSZHB7t6Rwe6E+G/IYHf/B2FhYVy9foOeXbtov/QBNGvciGxZs+Lo7Kw3w+upN94+vvTu3k1neobune0xNjbG0fmC3oyb7rd5/TqU3t276izv3b0bsbGxuLhe1pvh4uZGTEwMvbt301nex6E7oaGhXL95S2+G04WLpEyZEocu9tplRkZG9OrWFR9fX1W32jpduEiWzJlp0bSJdlnKlCnp2a0L12/eUnV1ztH5AiWKFdN2bgBSpUpFN/tOql7PhIw6NWtoOzcAFhYWdGzbWnWG04WLNG/cSNu5AciaNQstmjTm3Hn9tZGQ0aFNK52TtlDBAtStVVP1fvgbxdG9aC5tJx6gUrYMlMhojr92RttPi0HhmRJHj+J5tJ14gKZ5s5LZzIQAFRlS5x9nfC917uh8wSDq3NH5At3s7XSm7KlUoTylS5ZQlfE9fZ4LIYQQ4sckHXmVTE1NMTU1JfBZkM7y8PBw3oSFkc5C/1/yzf+ZazLwme6zoM+Dg4mNjSWdhYXeDIt/riB+uB8JmRZ6rjAC2n39cD8C/nlGVe1+xMXF8Tw4+LP3w8LcnLDwcMLCwj7ICMLExAQzMzO9GeksLAh+8YLY2Fid5QGBgar2ISEj8FnQR7fTBj4LUvVaQPyxfPh6fl6G7vuqKAqBz55hYa4uIxVGBEZE6SyL1Wh4/jYaUxXbpwBSAs8+yAiPiSM8Jg4TFfPgSp1/nCF1/mHGv6vz+GPR3Y/Y2FieB79Q9Xp8T5/nQgghhPgxSUdeJVNTUzq2bc28RUtwv30HiL+1dcTvE4iKisKufRu9GdmyZcWmXl2mzp6rvZIXFhbGkBGjSZs2La2aN9WbUbJEcUqXLMHvk6cQEBAIwKtXIQwbMw6r7NmpV6eW3ow6tWqQM0cOho0Zx8uXr4D425DHTvqDksWLU7pUSb0ZLZs1wdzcnMHDR2k7KE+8vJgyaw4N6tbByiq73oyO7doQHR3NsDHjiIyMBOD2nbv8uXAxHdq01rna9imdO7bnWVAQE6ZM1w4w5Xr5CqvWb6Rrp456twfoYteROx4e/LVkmXaAqeMnT7Nz7z662KnN6MBZp/Ns3rYDRVFQFIWtO3Zx+pxjsvZj9/4D2uemNRoNi5atwP3OXdUZBZSUrLr9FJeAl0B8J37KlQcERUZTSMVt9SkxogDGzLv2CPcXoQBExcUxysWDqDgNBUn6NnKQOv9Qx3ZtiImJ+S7qvGunjgZR513sOrBq/UZcXN2A+E785OkzCQgMpIuK2+q/p89zIYQQQvyY5Bn5RHzqmblnz4Ko36wldz08KV2yBL7+/rx6FcKKRQu0z8/q8/iJF/WaNMfXz5/SJUvw2Ospb9++ZfuGNbRt1VJVxo2bt7Bt2YbXr0MpWbwY9x48xMjIiEO7tlGvTm1VGU7OF2jevhNxcXEUtS7MHQ9PLCzMOXlgL+XLlVWVsf/QYey69yJVqlQUzJ8P9zt3yWFlxdmjBylUsICqjDUbNtL3l1/JkCE9uXLk4NbtOxQtYs25o4d0bt9Nysy58xkzcTLZsmYlUyZL7np4UrliBU4e3Ev69On1bq8oCr+NGsuCJcvImSMHadOm4f6DhzRsUJ+Du7ap6mhpNBq69+nHlh07yZc3D0ZGRjzxeop9h/ZsWrNC5/bdT4mKiqK1XReOnzqNdeFCRES8xdfPj8H9f2bBnJk6t+9C4s/uRaNwzOgtgUocRdKn5UVUNMGRMVTClPLoPw6ACDQcNYrkhRJH8Yzm+IdH8jo6llqkolgi1/UTe25O6lyX1Pk7ya3zxISGhtLon1H7ixcryosXL3kWFMTUieP4feRwvdvDt/l5Ls/If3nyjLxIijwj/448Iy/EfyM5bb105BORVMP+9u1bdu7Zx6XLV8icKRPd7O0oYl04Wflv3rxh687dXL95ixxW2eneuRP58uZNVsbLl6/YuHUbnvcfkC9PHhy62Ku6Ovi+wMBnbNiyjcdeXhS1LoxDl85YWmZMVsZTb282bNmGf0AgZUuXootdByxU3mKb4N79B2zatoPgFy+oWqkidu3bkjp16mRl3Lzlztadu3kTFkbdWjVp3aIZpqZqbiZ/x/XyFXbt3U9kVBRNGtrQpKGtqo5JAkVROOd0ngOHj6Kg0KpZM+rXra2qY5IgLi6OYydPcfzUGUxNTGjfphXVq1ZJdN1PfcGIQ8GLWPyJvxW+EMZkRv1xAMSi8IhYnhGHGUZYY0KGT9zA86nGXepcl9T5O8mp80+JiYlh/6EjnDvvjIW5OfYd2lG2TOlkZXxrn+fSkf/ypCMvkiId+XekIy/Ef0M68v+SNOziW2AoXzCkcRfivyEd+S9P2nuRFENpZw2BtPVC/Ddk1HohhBBCCCGEEOI7JR15IYQQQgghhBDiG6J/CGohhBBCiO/Yk6felFExk4XONl5erF6/icdPvChapDB9enQnZ44cycq46+HJ2o2b8fMPoGzpUvR26EbmzJmSlXH1+g3Wb97CixevqFq5Ig5d7FUNgPk+54subNmxizdvwqhbuyZd7DqQJk0a1dsrisLJ02fZtW8/UVFRNLa1oUPb1skawyMuLo6DR45y4PBRIH7WkFbNmyVrDI/o6Gh27d3P8VOnMTU1pUOb1jSybZCsMTwiIiLYunM355ycuU4khTAmRzK/LkejcJ8YnhFHKowogglZkjlWzVs03COGYDSk/SfDMpkZ4WjwJIZXaLAgBcUwIV0yr+GF/pNh79Bb6vw7rXMLC3M6d2xP7Zo1VG8P8beAb9iyjUtuV8iUKSMOXTpTsXy5ZGUEB79g7cbN2nFmenXvSonixZKV4R8QwOr1G/HwvE/+fHnp06M7BfLnS1aGoXyeJ5c8I58IeWZOfAsM5dk9eW5OiP+GPCP/5SW096ampuzdtolmjRup2u7YiVO0se9KmjSpKVOqJH9fu4GRkRHH9+9WPXDj5m076PHzADJZWlKsqDVuV65iYW7OuWOHVH+RXbB4KUNHjSVXzpzkz5eHS25XyJUzB04njpAnt7o2YuzEP5gxdx4F8ucjW9asuF6+QolixXA8fphMmSz1bq8oCn0GDGLtxs0ULWKNhbk5V65eo0a1qpw4sIe0adPqzYiNjaV9l+4cOHxU+weVm+63ad6kEXu3bcbERP/0qRERETRu3Q7ni5eoWL4c4REReHjeo0fXzqxdvkRVJ+fly1fUa9Ic9zt3qVq5EgH+AXj5+FAGU6qqnPklDA1HUkbzBg1VKlbA6+lT/AOfUY1UlE5k5pfEvCKOI0aRxBgpVM6WAc9XYbyIjKEuZlirmEoW4BlxHDN6S8oURlTImoFbwaGEx8RiQ2ryqvzDhDexnEoRRdq0aSlXrozU+Xda50HPn/Po8RNGDh3CrKmT9W4P4OPrS51GzfDx9aNq5Uo89fbBx9eXP2dM5bfBv6jK8PC8R93GzXkdGkrVyhXxvPeA58HBrFu+hO5d7FVluF6+QqNW7dBoNFQsX5ab7reJiHjLnq0bv7nP8wTfzDPykyZNwsjISOdf9uzZdX5etGhR0qZNS8aMGbGxscHNzS3JzFWrVlGrVi0yZsyo3eby5cv/70MRQgghxDeqXu1a9Px5IFFRUXrXjYqKosfPA2hQtw4+9+5w7thhfO7dplSJ4vTsNxCNRqM349WrEPoO+pXOHdvjc/8OjseP4HX3FlmyZKb/r7+p2ucnXl4MGzOOob8MwMvjFudPHuP+zb+Ji9MwbMw4VRlXrl5jxtx5TJ80gQe3ruFy9iQ3XS/gF+DPxGkzVGUcPnactRs3s2bpIu5edePy+bNcOH2cq9dvMG/RElUZ6zdv5eCRYxzYuZUbrhe44XqBQ7u3c+T4SdZv3qoqY/7ipVz++xrOp45xxfkcd/52Zd3yJazfvJVDR4+pypg0fQbevr7cuOSMy9mTPPa4xawpk7lJNM+IU5XhahRN6kwZuX/zKhfPnsT7/l2GDf4FV6J4jf7aALhgFEXOdKl52L0+59pW52kPG7oWyYkzkUSi//qbgsJ5oyhKZ0mHVw8bzrathndPGxrmzYKzUSRxKjLiUDifMgbbBvXxe+T5w9f5keMnvts6f3DrGrOmTGb2/L9wu/K3qoxhY8YRHR3DvRt/43zqGE/u3mTY4F8YPnY8jx4/UZXRb8hQMmWy5MmdmzgeP4L3vdt0s7fj58FDefnyld7tFUWhZ7+BFC9aBG/P25w7dhjf+3exrV/3m/s8/1xf/Rn5EiVKEBAQoP3n7u6u/Zm1tTWLFy/G3d2dCxcukC9fPho2bMjz588/mefo6Ii9vT3nzp3j0qVL5MmTh4YNG+Ln5/dfHI4QQgghvjGTfx/D8+Bgzjqe17uu4/kLBD1/zsw/JmqvwmXIkIEp48dy/8FDbty8pTfj0NFjvH37ljnTpmhvy82WLSvjRg7H+eIl/Pz99Wbs2nsAMzMzpk4cp70tN3++fAz9pT/7Dh4mMjJSb8b2XXvIYWXFyN+GkCJF/FfCUiVL0LdnD7bv3qN3e4Adu/dRplRJejl0014NrFGtKp3at2X77r2qMrbv2oNt/Xq0bNZUu6x5k8Y0trVh287dKjP2YteuDTWrVwPAyMiIHt26UK5MabbvUrsfe/mphwOl/7laamRkxLAhv2CVLSuPiNG7fRwKT4hl2K+DtLf2pkyZkj/GjyV16tQ8VpERjgZ/JY6xlQphldYMANOUKZhVoxixgBexejNeoOGlEseUqkXJaBZ/lTeNSUqmVytGuKLgp+KPEv7EER4Xy6ypk6XOia+N773Oc+XMyfZd+l+PqKgo9h08zNBf+n9U52nTpmXX3v16MwICAjl/wYWxw3/TTrdqamrKnGlTiIyM5MDhI3ozbt5yx/PefaaM/52MGTMAkCZNGmb+Memb+zz/XF/9GXljY2Odq/Dv69y5s87/582bx5o1a7h16xYNGjRIdJstW7bo/H/VqlXs3r2bM2fO0L179y+z00IYALmlXQghvoyMGTIAEPE2Qu+6CeskfHH8OOOtioy3pEiRgnTpLBLNePtWf+fkbeRbUqc2w8zMTGe5ZcaMxMXFER0d/dHPEtuP9OnTffR8bsYMGYiI0H8c8RkRH70W7zL0v54AbyMjyZMrV6IZj728VGa81b5+77PMmFHV+wrxr8eHGSlTpsTSMhPVmjVl+aIFSW4fHh7O6qw5P8owMzMjdapUxKrYj4QutmUq3dvwLUyMMTYyIk7FE7EJXf0MqXRv1bb8p1Mfq+KKfMI6UucJGd9/nadPl07V+xobG0tsbGzidW5mxttI/Rlv//kDjGXGjDrLLSzMMTY21v48KQn7+uH7kpD5LX2ef66vfkX+wYMH5MiRg/z589OpUyceP36c6HrR0dGsXLmS9OnTU6ZMGdX5ERERxMTEYGn56edfoqKiCA0N1fknhBBCiB/DqvUbMDU1pVb16nrXrVW9OqlSpWLpyjXaZYqisHTVGjJmzECFcmX1ZjSoWweNRsPKteu1yzQaDctWryF/vryqBmqyqVeXFy9esnPPPu2ymJgYVq7bQOWKFVSNo2Bbvy4envdwPO+sXRYeHs76LVuxqVdH7/bxGfU4f8EF99t3tMtevnzF9t17sa1fT1WGTb06HDp2HG+fd3+g9vH15eDRY6r3w6ZeXXbs2ceLFy+1y+7c9cDR+QI29eqqyrCtX5cNW7cRHh6uXXb+wkXueHioykibNi3VqlRm1fqNREdHa5fv2X+QFyEh5FIxWJ0FRmQwSsHy20/RvNdpX33Xm1hFIaeKa3CZSUFqIyOW3/bi/aGwlrk/xRiwUrEf2UmJcYoUUufaDKnzBEnV+fPgYFUZ+fLmoWCB/CxbvUbn9vVV6zYQGxtLg7r6X49yZUpjaZmRpStX69T5kpWrv9jnefmy+vucX6LOP9dXHezu2LFjREREYG1tzbNnz5g6dSqenp7cuXOHTJniR/k7fPgwnTp1IiIiAisrK/bv30+lSpVU/46BAwdy4sQJbt++/cm/2E2aNInJkz8e3EEGuxNCCGEoZLC7Ly9hsDuACWNGMnncWFXb/TFjFhOnzqBpo4ZUr1qZM+ecOHfemSXz5zKgbx9VGQN+Hcby1Wtp17olZUqV5NDR41y5eo2dm9bTvk0rvdsrikL7Lt05eOQYnTu2p2CB/OzedwDP+w84cWAP9erU1psRGxuLTfNWuF25Sjd7O7Jny8q2XXsICHzGhVPHKFumtN6M8PBwqtdviJe3D90722FhbsGmbTuIjIrEzfGMqi+xwcEvqFS7HmHh4Th0tsfIyIgNW7aRJk1qrpw/R5YsmfVmeD19SuXaDTA1NaWbvR3hEeFs2LKdPLlycencSczNzfVm3LzlTk3bJmTLmoXOHdvzLOg5m7btoGL5spw5clDVYGROzhewbdGGIoUL06FtKx499mLLjp3k0aTAVkmFEfoHI3tMDKeJpFzmdLQqmJ1bwaHsfRRIMUyoRdJXnxPcJRpnoqhlZYltnsxcCnzFsafPKY8plVQO3HeVKP4mmia2DahRvZrUudS51od1/viJF1t27NIO3Kdm0L29Bw7SvosDFcuXo2WzJty6fYfd+w7Qt1cPli+cr3d7gBVr1tFv8FDq1q6JTb26uF6+wuFjJ765z/P3JaetN6hR68PDwylYsCAjR47kt99+0y4LCAggODiYVatWcfbsWdzc3MiaNavevNmzZzNz5kwcHR0pXfrTJ2lUVJTOgAihoaHkzp1bOvJCCCEMhnTkv7yEjvzyv+bRt3dP1dM3KYrC5m07WLR8JY+9vChWpAi/DRpAm5YtVP9ujUbDijXrWL56Lf6BgZQtVYpRv/2KTf26qjNiYmKYv2gp67ds5XlwMNUqV2LsiGFUraz+gkdERASz5i3QmZZr3MjhlCpZQnXGq1chTJ/zJzv37iMqKpomDW0YN2oEBQvkV50REBDI1NlzOXD4KIqi0LpFM34fOYwcVlaqMx4/8WLqrDkcO3kaU1MTOrRpzdgRw7C0zKh/43/cvnOXqbPn6kzLNeq3X1WNSp7A7crfTJ/zJy5ul1FC3lAoFkphSkoVnfgEvsRyyyiGl2hIgxHWijElMFH1h4AEXsTgbhTDaxTMMaK4YkJhjFVnKCg8IJa7KTXEZjD/V3W+Ys06/AICpM6/0zrPnCkTPbp0ZuigAcmaju/MOSdmzVvA9Vu3yJE9O3179aD/T721YxmoceDwEf5cuBiPe/fJlycPg/r1pVvnTl/l8/zf1HmCb7YjD2Bra0uhQoVYtmxZoj8vXLgwvXr1YsyYMUnmzJ07l6lTp3L69GkqVqyYrH2Q6eeEEEIYGunIf3nS3ov/N0OZKvbfknF5hPhvfDPTz30oKioKDw8PrJL4q5SiKHqnE5gzZw5Tpkzh+PHjye7ECyGEEEIIIYQQhuyrduSHDx+Ok5MTT548wc3Njfbt2xMaGoqDgwPh4eGMHTsWV1dXnj59yrVr1+jTpw++vr506NBBm9G9e3edq/OzZ89m3LhxrF27lnz58hEYGEhgYCBhYWFf4xCFEEIIIYQQQogv6qtOP+fr64u9vT3BwcFkyZKFqlWr4urqSt68eYmMjMTT05MNGzYQHBxMpkyZqFSpEs7OzpQo8e55Fm9vb53nKJYuXUp0dDTt27fX+V0TJ05k0qRJX2S/vX18uHL1GpksLalVo/pH01mo8eDhI2663yaHVXaqVams+jmO992+cxfP+w/IlzcPFcqVTXaGoihcu3GTJ15PKWpdmJIliid7HxRF4ZLbZfwDAilTqiSFCxVMdkZcXBzOF1148fIlFcuXI2+ePMnOiImJwfH8Bd6EvaF6lSpkz54t2RmRkZGcdTxPdEw0tWvUSNazRgnevHmDo/MFAOrWqomFhYWeLT728uUrzl+8iKmJKfXq1CJ16tTJznj2LIiLrq6YpzWnbu2ayXpeKYHUuW6G1Pk7Uue6DKHOhRBCCPFj+aod+e3bt3/yZ2ZmZuzdu1dvhqOjo87/vVTOw/g5YmNjGTh0OKvXb9ROlZA/X152bd6gahoOgLdv39Lj5wE602iULF6cPVs3Yl24kKqMV69CsO/RmxOnz2iXVa1cid1bNpAzRw5VGf4BAbTv4sAlt8vaZbb167F9w1rVX+wfPHxEu87dcL9zV7usfZtWbFi5jDRp0qjKuHb9Bh269eDxEy8AUqRIQa/uXVm64E9Vo2YCOJ53pkuvvvgHBABgbGzM0F8GMGvqZNVfhvcdPMRPvwzRTudhZmbGpLGjGTXsV1XbA6zdsIlfR43lzZs3AJibmzN/1nT69OiuOmPO/IVMmDqdyIT5NS0zsmrxX7Rt1VLV9oqiMGbCZOYtWkJMTAwAVtmzs3nNCuqrmMoDpM4/JHWuS+r8HUOpcyGEEEL8eAzqGXlDN3XWHNZu3My8mdN49uQBro6nyZwpE01at9d+qdXnt9G/c/jYCdYsXUSw92POHTtEbFwsTdt2IDY2VlVGr/4DuXLtGjs2ruOFzxOO7t2Fn38A7Tp3R83YhfFTeTjg4+vH4T07eOHzhJ2b1nPt5k169hugah9iY2Np1q4j0TExnD16kGDvx6xdtpijJ04xdJS66R7CwsJo0qYDlhkzcuncKYK8HjJ/1nTWb97KlJmzVWUEBj6jeftOFLUuzLWLTvg/9GTi2FHMWbCQpStXq8rw8LxHx249qV2jOnevuuF97zYD+/Zh9IRJ7N53QFXGBZdL9B4wiHatWvDQ/ToP3a/TsW1rfho4mPMXLqrK2HvgICPHTaB/n1489XTn7lU36taqiV33Xty566EqY/nqtcyat4Bxo4bj/9CT6y7nKV60CC07dtZ2APWROn9H6lyX1LkuQ6hzIYQQQvyYDG7UekOQ2Ci2Go2GbPkL07lDe/6aO0u7rrePD/mLl2Hl4gX0dkj6ilRoaCjZ8lszfvQIxo4Ypl1+7foNKtSsy6Hd22nepHGSGT6+vuQtWorVSxbSy6GbdvmxE6do2rYDl8+fpVKF8klmJPy+w3t20KxxI+3ydRs306v/L3h53NJ72+/R4ydp1q4jf19w1Ll6NXPufCZNn8mzJ/e1c/N+yrqNm+k9YBCP79wgX9682uVDR45h0/YdPHvyQO9trjPnzmfKrDn4PbhLhgwZtMvtHXpz/dYtPK9fSXL7hN+3bdcennq6kyrVu7lV6zdpQZwmDqcTR/Vm2Dv05ubt29y+ckn7qIeiKJSqVJ0SxYuyY+M6vRn1m7RAQeHcscPaZdHR0eQtWooObVuxcK7+Tl+JilUpVaI42zes1S4LCQkhl3UJxgwfyu8jhye5vdS5LqlzXVLn73yNOv9WR62fNGkSkydP1lmWLVs2AgMDtT/fvn07Pj4+mJqaUqFCBaZNm0aVKlU+mblq1So2btzI7du3AahQoQLTp0+ncuXKydo3GbVe/L/JqPVCiOT4ZketN2RhYWEEB7+gWhXdLwl5cucmZ44cPH7yVG/Gs6DnREZGUu2DeS/LlS2Dqamp9rbbpDz19kFRlI/mzqxWJf7/T7z078fjf9ap9sEXnupV4780eT311pvx5OlTjI2NKV+2zEf7ERUVRUDgM1UZOaysdDo38RmVefHiJaGh+q+KPfbyoqh1YZ3ODUD1qpVVvRYJGRXKldXp3CTsxxMv/a8FxB9L1UoVdcZrMDIyomrliqre13cZuu+rqakpFcuXVX8sT7yoWkl3poYMGTJQvGgRVRlS57qkznVJnb9jKHX+rShRogQBAQHaf+7u7tqfWVtbs3jxYtzd3blw4QL58uWjYcOGPH/+/JN5jo6O2Nvbc+7cOS5dukSePHlo2LAhfn5+/8XhCCGEEF+ddORVMjc3J4eVFWccnXSW37v/AB9fX4oVsdabkcMqO+bm5pxxPK+z/OIlV6KjoylWpIjejIL585MyZcqP9iPh/0WtC+vNSFjnw4zT5xxJkSKFqoG8ilpbExsbi/NFl4/2I23atOTKqf/ZzqLW1vj5++Phee+jDKvs2UmfXv/VkWJFrLl914PADzpUp885qnot4jOK4Hrlis7MBoqicNbpvKr3FeJfU0fnCzq308bGxuLofCEZGdacdTqvcztteHg4ly5foai1uoxiReIz3hcU9Jxbt++oypA6/zBD6vx9UufvGEqdfyuMjY3Jnj279l+WLFm0P+vcuTM2NjYUKFCAEiVKMG/ePEJDQ7l169Yn87Zs2cKAAQMoW7YsRYsWZdWqVWg0Gs6cOfPJbYQQQojviXTkVUqRIgW/DRrA6vUbGTvxD27fucvBI0dp3akLeXLnol1r/YM0pU2blv59ejFr3gJmzJmHh+c9duzei32PPpQpVZIG9fQP0mRllZ0udh0YPWEyi5atwPPefdZv2sLPg4diU68upUuV1JtRskRxGtk0oN+QoazdsAnPe/dZsmIVo8ZPwr5De3JYWenNqFenFmVLl6JLr75s37UHD897zJw7n5l/LqBf756Ym5vrzWjbqgV58+SmdacuHDh8hNt37jJu8lRWrdvA0F8G6Fz1+5Tune2xsDCnWbuOnDh1hpu33Bk8fCQHjxxj2OBf9G4P8HPvHkRGRtG8vR2O5525ev0GDj/1w/XyFYb+ou5Z6sH9f8bH14+29l1xcXXjkttl2nXuhtdTbwYP6KcqY+gvA7j891W69f6Zv69dx8n5Ai3adyIi4i39+vRSlTFs8C8cOnqcgUOHc+PmLU6ePkuzdh1JmzYNPbp21ru91LkuqXNdUufvGEqdfysePHhAjhw5yJ8/P506deLx48eJrhcdHc3KlStJnz49ZcqUSXSdxERERBATE4OlpWWS60VFRREaGqrzTwghhPgWyTPyifjUM3OKojBhyjTmLVpKREQEAJUqlGfzmpWqRyiOiYnht9FjWbl2A9HR0QDUq12LTWtWqB6hOCIign6Dh7J1527i4uIAaNmsCeuWL1U9EverVyH07DeAA4fjn4tNkSIFnTu2Z/nC+aRNm1ZVhn9AAN16/6y9MmZqakqfHt1ZMHuG6pG4Hzx8RNfefbn891UAUqdOzdBfBjBlwu+qOjgQ/0yqQ98B3L4bP6p4unTpGD9qBMN/HaRqe4gfEbzPwME8evwEgMyZMzHrj0k6z63qc+DwEQYOHYGfvz8AOaysWDxvNm1atlCdsX7TFkaMm0Bw8AsACuTPx6rFf6keiRtg/qIlTJ4xi9ev47+gFi9WlI2rlqseiVvqXJfUuS6p83f+6zr/Vp+RP3bsGBEREVhbW/Ps2TOmTp2Kp6cnd+7cIVOmTAAcPnyYTp06ERERgZWVFfv376fSB49gJGXgwIGcOHGC27dvY2Zm9sn1EnteH5Bn5MX/jTwjL4RIjuS09dKRT4S+wW9CQkJwv3OXTJaWFC9W9LN+x/PnwXjcu4dV9uyfNSc1xHcwHj56TN48uT9rTmqAp97ePPX2oVDBAqquUCbm4aPH+AcEUKxIEbJkyfxZGXc9PHnx8iWlShT/6DlgNRRF4Zb7bd6EhVG2dClVV0o/pNFouH7zFlFRUZQvWybJL4OfEhsby9XrNwAoX7aM6o7e+6Kiorh6/QampqaUL1tGdUfvfeHh4Vy/eQsLc3NKlyr5WXNSS53rkjp/R+pc139V599qR/5D4eHhFCxYkJEjR/Lbb79plwUEBBAcHMyqVas4e/Ysbm5uZM2aVW/e7NmzmTlzJo6OjpQuXTrJdaOiooiKitL+PzQ0lNy5c0tHXvzfSEdeCJEc0pH/l2QUWyGEEIbme+nIA9ja2lKoUCGWLVuW6M8LFy5Mr169GDNmTJI5c+fOZerUqZw+fZqKFSsmuW5ipL0X/2/SkRdCJIeMWi+EEEIIgxQVFYWHhwdWSdwdoyiKzpXzxMyZM4cpU6Zw/Pjxz+rECyGEEN8y6cgLIYQQ4v9m+PDhODk58eTJE9zc3Gjfvj2hoaE4ODgQHh7O2LFjcXV15enTp1y7do0+ffrg6+tLhw4dtBndu3fXuTo/e/Zsxo0bx9q1a8mXLx+BgYEEBgbqzMrwX9FoNF89Q1GU7yrj394sqtFoDCeDf5fxb7f/UhlS518+w2Bq1EAy/q3vKUMt6cgLIYQQ4v/G19cXe3t7ihQpQtu2bTE1NcXV1ZW8efOSMmVKPD09adeuHdbW1jRv3pznz5/j7OxMiRIltBne3t4EBARo/7906VKio6Np3749VlZW2n9z5879rH38a8nyZH350mg0/PnXIvIVK0VKC0usy1Rg5dr1yfoyGx0dzaRpM7AqUISUFpaUqVKD7bv2JGu/w8PDGT5mHJnzFCClhSVV6jTg6PGTycp4+fIV/Yf8RnqrPBiny0S9Js0/mnJTHz9/f7r3+Zm0WXJgmiELTdt04PqNm8nKePDwER26OpAqY1ZSZcxK+y7duf/gYbIybty8RbO2HTHNkIU0ma3o1rsvvn5+ycq44HKJ+k1aYJwuE+my56bf4KG8ePEyWRnHTpyial0bUlpYsillJJeIJCaZnemHxLDXOIqVhLHFOJIrRBGXjAwFBQ+i2WUcyUrC2G4cyQ2ik9WpV1C4STTbjSOlzpE6/9D7dZ45TwGGjf492X9M3bF7L2Wq1CClhSVWBYowcep07eCxaiiKwqp1GyhStiIpLSzJW7Qkc+Yv/CY/zz+HPCOfCHlmTgghhKH5np6RNxQJ7b2RkRG/9PuJhXNnq9pu6Mgx/LV0OT26dqZalcqccXRix+69TJ04jt9HDleVYe/Qmz0HDtK3Vw9KlyzBwSPHOHL8BKuXLqS3Q3e922s0Gmybt8bt76v079OLggXys333Hs5fcGH/ji20bNZUb0ZUVBRV69rw1MeHAT/1IXu2rGzcup0bt9w5d+wQNapV1ZsREhJChZp1iYh4y8Cf+2CeNi2r1m/E28cX13OnKFG8mN4MP39/ylevQ5o0qenfpzcAy9esJSwsnGsuTuTKmVNvhofnParUtSF3rpz0cehGeEQES1euIVUqU65dPE/GjBn0Zlxyu0zdxs0pVaI4Pbp25llQEEtXrSF3zpy4Op5WNTjo4WPHadnBnlo1qtGpfTueeD1lyfKVZIyOo5kmFUboH5TTkxiciKSJrQ2tWzbH/c4dVqxeR544I2wUdQOUXieKy0TToU0rbBvUx/XyFdZv2kJxxZgaqMtwIZLbRrE4dLGnetUqUudS51qJ1fnSVWuoVKEcZ44cVDWA7bqNm+nV/xeaNmpIq+ZNcb9zh5VrN9C6RTN2bFynd3uAmXPnM2biZDq2a4NNvbq4XfmbdZu2MPDnPt/U5/n7ZLC7f0k68kIIIQyNdOS/vIT2/o9xY5k8YxZeHrf0fpn2DwggT5GSTJ0wjtHDh2qXDxv9OyvXbcD/oQcWFhZJZrjfvkPpKjVYu2wxPbt3BeKvLHXr/TPnzjvz1NMdY2PjJDNOn3XEtkVrjuzZSdPGDYH4Tk/jVu14FhTEDdcLemdy2LJ9J1179+XvC47aqRtjYmKoUqcBmTNl4uShfUluDzBv4WJGT5jMvRtXyJ8vHxB/BbVkpWrUrFaVTWtW6s0Y+fsEVq3fwP0bV7WzggQHv8C6bAV6d+/GnOlT9GY4/NQPpwsXuX3lknZGD6+nTylSthLTJo5XNVVn41btCHz2jMvnz2JqagrA9Rs3KV+jDhtXLadb5056M8pVq0UmS0tOHtqn7cycOHWGxq3b0ZTU5Cbp91WDwnbjKJq1acnWdau17+HGLdtw6Nuf9qQhEymTzIhBYUvKt/Tv15f5s2dol8+Zv5DR4ydir6TBXM9NueFo2GoUwbRJE6TOkTr/UFJ1fuLAXhra1E9y+9jYWPIVK03tGtXZsm7VR3V+45IzZUqXSjIjLCyMHIWK0bt714/qfMzEyV/k89zvwV297e2XqPP3yWB3QgghhBAqde7Ynri4OFwv/613XdfLV4iLi6NH1846y3t07UxYWBg3brnrzXB2uUTKlCnpam+nXWZkZESPrp3xDwjg8RMvFRkuZM2ShSaNbLXLUqRIQffOnbh1+w6hoaGq9qNUieLazg2AiYkJXew64OxySe/2CRl1atbQdm4A0qZNS4c2rZOV0axRI52pPTNnzkTzxo04r/L2Z2eXS7Rv3UpnWs58efNSt1ZNnF3UZ3Sx66jt3ACUK1uGMqVKqjqWhPe/e+dOOlckG9rUJ0umTAQSpzfjDQpvYmPo0aWzTgfVvmN7jI2NCVCR8YI4ohKpUYcu9mgUhSAVGc+IQ6MoUufvZUidx0uqzrNny6ZqP7yeeuPn749DF/uP6tzExETVftx0v82bN28SrfMv9Xl+0/223owvUeefS/2fB4QQQgghvkN+/zx/n17FnQ4Z0qcHwNffn+zZs2mX+/r5JysjLi6OwGfPyJ0r13sZfsnKCH3zRntXwfv7YWpqqur22Azp0/Ms6DkxMTGYmJjoZKjZh4SMew8eoiiKzhfy5Gb4Bfh/tNzPP0D7eqvJ8PXXzVAUBV9/fyqULaM+44NnjWNiYgh8FqTqWFKlSkWqVKk+2o83b94QFhFB5+njGTYk6SumQUHP2Z6/MH4fZDwLCiI2NpZ+q5fodBgSc+euBwcqVcPX31/nqmbCsY04uA3bBvWSzDjr6MSpZq2kzt/LkDqPl1Sdvw4NVXUs6f65myOxOo+JiVGV8f5ncWJ1/i19nn8uuSIvhBBCiB/amImTyZkjB/Xq1NK7bu2aNcidKxdDR40lKOg5AD6+voyeMIkypUpSqmQJPQnQomlj0qVLx8Chw3n9+jUA9+4/4I+Zs2nYoD7ZsmXVm2HXvi1xcXEMGTGaiIgIAK5dv8G8RUuwa9eGVKlS6c3o2qkjQc+fM2bCZO10f07OF1i1fiPd9HQW32XY4eF5j1l/LiA2NhZFUThw+Ai79u2nm73+W3QButnb4Xj+Ams2bESj0aDRaFi7YRNnnc6r3o9u9nbs2X+QfQcPoSgKsbGxzF2wiLsensnaj9UbNnHO6TwQ/2z175Om8CwoiK6dOurd3sTEhE7t2zJ/8VKuXr8BQEREBENHjSUmJga79m31ZmTNmoXGtjb8MXM2nvfuA/D69Wt++W0EFhYWtGqu/5nw4sWKUq5MacZMmIy3T/z878+fBzN09Fip88+s8272UucJpM51fYk6/1zyjHwi5Bl5IYQQhkaekf/yEtp7CwsLju7dSc3q1VRt5+LqRtO2HXj7NpJCBQtw7/4DMmfKxKlD+1R98QM4cvwE7bs4YGRkRL68efC8d598efNw9uhB8uXNqypj09bt9Ow3kDRp0mCVPRv3HzykVIninDlyUOf23aTMW7iYYWPGkTFjBiwzZuTR4yfUqFaV4/t369y++ymKojB24h/M/HM+WbNkIXVqM556+9C8SSP2bN2kc/vup2g0Gn4aOJi1GzeTw8oKiH92tUfXzqxZtljVwFnR0dF06OrAwSPHyJM7F5GRUQQ9f86IXwcza+pkvc9RQ/wtw03bdsD54iUKFsjPq5AQXr58xZxpU1Q9ewzxzzw3aNaSW7fvYF24EIHPgggPD2fN0kU4fHD77qc89famftOWPPF6StEi1jz19kGj0bBz0zpaNG2iKuP2nbvYtmjD8+BgilgX5uGjx5iZmXFkzw6pc6lzqfP3GEqdJ5DB7v4l6cgLIYQwNNKR//IS2vvHt2+QP3++ZG374sVLNm3brv0S2sWuQ7Lfl4CAQDZt24Gfvz9lS5fCrn1b0qRJk6wMr6dP2bx9J8HBL6hauRJtW7VQ1al4n+e9+2zduYs3b8KoW7smzRo3StbgTBA/WNaufQeIioqisa0NDerVUdUxSaAoCi6ubhw4fBSAVs2bUr1qFVUdkwQajYazjuc5dvIUpqamdGjTivLvPRetRlxcHEeOn+CckzMWFubYd2hPsaJFkpURHR3NvoOHueR2mUyZLOnaqaPOs9VqREREsHPPPq7fvEUOKyu6dbbTdv7UCg0NZevO3Xh43iNf3jx0s+9E5syZkpUhda5L6vwdqXNdX6LOQTry/5p05IUQQhga6ch/edLeCyGEMCQyar0QQgghhBBCCPGdko68EEIIIYQQQgjxDZHp55Lp5ctXrNmwiUuXL5PJ0pKe3bpQvWqVZGUEBj5j5br1XL95i5w5ctC7e1fKqZwyIsFTb29WrFmPx7175M+bl769elC0iHWyMu7df8DKtet57OVFUWtrfu7dI9kDMty85c6q9Ru1z4P07dkDK6vsycpwcXVj/eatBL94QdVKlejTozuWlhlVb68oCmfOObFlx05C37yhXu1aOHSxx+KfqS3U0Gg0HD52nJ179hMVHUVj2wZ0seuoalqTBLGxsezed4ADh4+ioNCqWVPat2mlM9WJPpGRkWzdsYvjp89gamJK+zYtadmsabKevwoLC2PDlm2cO++Medq0dLHriE39usl6/krqXJfU+TtS57oMpc6FEEII8WORK/LJ4PX0KWWr1WLcH1MJDX3DufPO1GjQiBlz5qnOcL99h5KVqzF7/kIiIt5y4PBRKtSsy5oNG1VnOF90oUTFaixbvYa3byPZsmMXpavUYP+hw6ozDh45SqnK1dm0bQdv30ayfM1aSlaqjpPzBdUZ6zZuplz12uw/dISIiLfMWbCIkpWrcfOWu+qMWX8uoEaDRpxxdOLNmzAmTJ1Omao1eeLlpTpj+Jhx2LZojdvfV3n56hVDR42lcp0G2mkk9NFoNDj81I9WHTtzx8ODwGdB/DRwCHUaNePNmzeqMqKjo2nRvhP2PXrz2MuLJ15P6dyzDy3adyI6OlpVRlhYGHUbN6fPwMH4BwRyx8ODNp260q33z2g0GlUZz58HU7lOA4aMGM2Lly+5fPUaDVu2YejIMaq2B6nzD32JOp897y+p83/8CHW+ev1/W+dCCCGE+PFIRz4Zho0Zh5ERPHS/xukjB7h/8ypjhv/G2El/8ODhI1UZ/X8dhlW27HjdvcWJg3t5cvcmvR26MXDoCIKDX+jdXqPR0HvAIMqVKY23522OH9iD973bNG/SiN4DBvH27Vu9GZGRkfQeMIimjWzxvhef4XPvDhXKlaH3gEGqvky/ePGSAUOH07NbF7w84o/lqYc7uXLkoP+vw1S9Fo8eP2HMxMmM+u1XHty6xqnD+3nofg1j45T8Nvp3VRmul68wb9ES/pwxlTt/u3Lu2GFuX7nE8+BgJkydrirj0NFjbN6+k81rVnL9kjPOp47h5nQG9zt3mfvXIlUZ6zZt4eSZsxzfvwc3pzO4OZ3h1KH9nDp7jjUbNqnKmLdoCbdu38HV8TQXTh/n+iVntq5bzdadu1R/qZ80fSbPgoJwv+zCuWOHufO3K/NnTeevpcu5eMlVVYbU+Ttfqs5HT5gkdf6PH6HOf/ntv6tzIYQQQvyYpCOvUlRUFAcOH+XXgf3JnSsXAClSpGDCmJFYWFiwe98BvRn+AQFcvOTK2BG/aadFMDY2ZsbkiURHR3PwyFG9GTdvufPg4SMm/z5ae0ttqlSpmDZxPC9fvuKs03m9GY7nLxAc/IJpE8drb6k1Nzdn8u9jePT4Cddu3NSbcejoMSIjI5n5xyTt1B2ZMlkydsQwLrldxtfPT2/G7n0HSJMmDRPHjtLeUpsrZ05+Hdifg0eOqfoSu3PPvvhtfhmgvaW2iHVh+vbswc69+/RuH5+xn3JlStOlU0ftskoVymPfoR079+5XmbGPRjYNaGTbQLvMpn5dmjS0TdZ+2LVrQ+WKFbTL7Du2p0K5sur3Y+8+furhoJ1CxMjIiMED+pEndy527tG/H1LnuqTOP94PqfN4hlLnQgghhPgxSUdepbi4OOLi4kiXTvd5VFNTU1KlMiUyKlJvRlRUFAAWFuY6y9OmTUOKFCmI/OfnSWb8c/vqh8/FJuxXlIqMhH398FjSWajPiIqOJkWKFKRNqzs/ooV5/LFFRqrJiCJVKtOP5gFNZ2GBRqMhNjZWb0ZkVJT29fswIypK3a2+kVGRH70WEH8sal4LiH89PnxfEzLUvBbxGVGJZsQfi7qMyMioj44lRYoUmJuba2snKVLnH++H1Pk7UufvGEqdCyGEEOLHJB15ldKkSUONalVZsWa9zperbTt3Exz8gkY2DZLYOl7ePHkoXKggS1asJi4uTrt82ao1xMXF0bBBfb0ZZUuXInPmTCxatgJFUbTLFy5dQapUqahdo4bejFrVq2NmZsbCpSu0yxRFYeGyFWTKZEmFcmX1ZtjUq4tGo2HpyjXaZXFxcSxZuZpCBQtQIH8+vRkNG9Tn5ctXbN2xS7ssKiqK5WvWUb1qFVWDeDWyqc+9+w84efqsdtmbN29Yu2kzjWz0v57xGQ1wvniJ6+9doQ0Kes62XXtUva/xx1KPQ0eP8/iJl3bZEy8vDh49RmNbtRn12bF7H8+eBWmX3bh5C6cLF1XvRyOb+qzbtIXQ0FDtstNnHbnr4anq9ZA61yV1/uGxSJ0nMJQ6F0IIIcSPyUh5/9uDACA0NJT06dPzOsCbdOnSaZdfvORKg2atyJsnN+1ateSxlxe79x2gXeuWbN+wVtVoyQePHKWtfTdKFCtKi6ZNuHX7NoeOHmdQ/74snDtb1f6t3bCJ3gMGUa1KZWzq1eGS2xVOn3Nk6sRx/D5yuKqMmXPnM2biZOrXqU2NalU4fc6JS26XWbVkIX16dFeV8euI0fy1dDnNmzSibOlSHDp6HPc7d9mzdSOtWzTXu72iKHTu0Yede/fRvk0rCubPz96Dh/B66s2pQ/uoVaO63oy4uDgat2rH+Ysu2LVrg1X27GzfvYeQ16FcOHWMUiVL6M14+/YttWyb4Hn/AZ07tsc8bVq27twNgJvTafLmyaM34+XLV1Sp24DgFy/oYtcRIyPYsmMXlhkz4uZ4hkyZLPVmePv4UKWODRqNhi52HQgLD2frzt1YFyrIhdPHSZMmjd6MO3c9qGHTiPTp0mHXri3PgoLYvnsvNatV5cTBvdrbw5Mida5L6vwdqXNd/3Wdh4aGkt4qD69fv9Zpm8Tn+1R7L4QQQnwNyWnrpSOfiKQa9mvXbzBz3gIuuV0hk2VGenTtzC/9+qr64pjA+aILs+f/xfWb7uSwyk7fXj3o7dAtWdMmHTtxinmLluBx7z758uZhUL++2LVvq3p7iH/eddHylTzxekpR68L8NmggTRs3VL29oiis27iZFWvX4+cfQNnSpRg5dDC1a6q/ihQbG8vSlatZt2kLwS9eUrVyRUYPG6rqammCyMhI5i1awpYdu3jzJoy6tWowZvhv2udn1QgNDWX2/IXs2refqKgoGtvaMGb4UFWdmwRBQc+Z+ed8DvzzbGyrZk0Z9duvZMuWVXWGt48PM+bO59jJU5iamtKhTWtGDh1M+vTpVWfcu/+A6XP+5Nz5C1hYmNO5Y3t+GzSQ1KlTq86QOn9H6lyX1Lmu/7LOpSP/5UlHXgghhCGRjvy/JA27EEIIQyMd+S9P2nshhBCGJDltvTwjL4QQQgghhBBCfEOkIy+EEEIIIYQQQnxD1D8IKIQQQgjxHfqcpwwVReGS22UeP/GiaBFrKpQrm6yxEQA0Gg1Ozhfw8w+gXJnSlCheLNn7ERsby5lzTgS/eEGVShUpVLBAsjMiIyM5fc6R0NA31KpRjdy5ciU7IywsjFNnzxEVFU292rWSNW5GgpCQEE6fc0JRFGzq1SVjxgzJzggKes65886YmppgW78e5uYfT3epj6+fH84XL2Funhbb+vUwMzNLdsajx09wvXyFTJaWNKhXBxMTk2Rn3LnrwfWbt8iZw4o6tWp+NAWpGlev38DD8x758+WletUqya5RqXNdUue6pM7f+RJ1nlzSkRdCCCHED612w6Yc2r2dPLlzq1rfx9eX1nZduPbedI51atVg9+aNZM6cSVWGh+c92th35d79B9plLZo2Zuu61aq/lF/++yrtuzjg4+urXdbN3o7VSxdhamqqKuPUmXN06fUTz4ODAUiRIgW//PwT82fPUP2FeueeffQdNITXr+OnhDQxMWHcqOGMHz1S9Zfh5avXMmzMOCIiIgBInTo1c6dPYUDfPqq2VxSFabPn8seM2cTExACQLl06ViycT6cO7VRlaDQaho3+nYXLVqDRaADInDkTm1evpJHKKTZjYmL4aeBgNmzZpl2WK2dOdm1eT9XKlVRlhIeH06XXTxw4fFS7zLpwIfZt20zxYkVVZbx48ZL2XbvjeP6Cdlm5MqXZv2OL1DlS51Ln7xhKnX8OubVeCCGEED+0kNevaWvfTdWVeUVRaN/FgRcvX3Lq0H7Cgvw4uGsbdz3u4dC3v6rfFxsbS/P2dhinNObimRO8eebLlrWrcHS+yJARo1VlvHnzhqZtO5AzhxXXLjrxOsCb5Qvns2PPPiZNm6kqw8/fn1Z2nSlftgx3r7rx0teLmX9MYtHylSxatkJVxu07d+ncsw+NbW14dPsGz548YMSvg5k4dQY7du9VleHkfIH+Q36jm70dPvfv4PvgLg5d7Bk4dDjnnM6ryti1dz/j/5jGsMG/8OzJAx7fuUHThrZ07d0X99t3VGUsWbGKv5YuZ/qkCbzwecLdq25ULFeONvZd8fXzU5Uxefostu7czbK/5vE6wJvrLufJkzsXzdp1JDQ0VFXGryPHcMbxPJvXrOTNM19czp7E1MSUZu06ajtv+vT4uT+373qwf8cWwoL8OHPkAK9CQqTOP7PO79z1kDp/j9T5O1+izj+XjFqfCBnFVgghhKGRUeu/vIT2fu+2zbS174qr42mqVKqY5DZXrl6jcu36HNu3m8YNbbTLN27ZhkPf/jy+c4P8+fIlmXH42HFatO/EdZfzlC1TWrt8zvyFjPtjKs+e3CdDhgxJZqzZsJG+v/yKl8ctnVuEh48Zx9pNmwnyeqh3KsVps+cyY+58/B7c1Zn+sWuvvly+epX7N68muT3A4OEj2b3vIE893XVuq7Vt3prIqCicTx3Tm2HXvSd3Pe5x6/JF7ZVNRVEoW7Um1oULsWvzBr0ZdRs3wzilMaePHNAui4mJIV+x0rRp2ZzF8+bozSharhIVypZly7pV2mWhoaHkLFyckUMHM370yCS3j4uLI2u+Qjh0tmferOna5b5+fuQrVpplf83jp54OSWaEhoaSJW8h/hg3llHDftUuv3nLnbLVanFg51ZaNmuaZMZTb2/yFSvN+hVLcejaWbv85OmzNGrVVur8H1LnUueGUufvk1HrhRBCCCFUqlCuDABPvX30rpuwTqUK5XWWJ3xh9Pbx/WibxDKMjY0pU7qUzvLKFcsTHR1N4LMgVRlW2bN/9Jxv5YoVePUqhDdvwlRlFClcSKdzA1ClUgVVr0VCRtnSpT56NrZyxeRlVKpQTuf2ZCMjIypVKI/XU+9kZOi+JyYmJpQvW5qn3snJKKezLF26dBQrYq3qWMLDw3n58tVH+5ErZ05yWFmpOpZnQc+Jjo6mckXdjNKlSmJqaqoqI6EGP9yPhEyp83hS5+9InX/dOv9c0pEXQgghxA/tjGP8ba3FixbRu26Jf57dPHnmrM7y46dOkzJlSqwLFVKVERsb+9HttCdOn8XCwoLcuXLqzShetCh+/v7cvnP3g4wz5MyRg/Tp9d+1UaJYUdzv3MU/IOCDYzmj6rWIzyjGpcuXdW6n1Wg0nDxzVvta6VO8aBHOOp0nOjpauywmJoazTueTkVGUk2fOap/5hfjbsi+6ulG8qLqMEsWKcvLMOZ1bcgMCArnpflvV6xH/3uX6qDbuenji4+ur6lhy5rDCwsKCE6d1M5ycLxAdHU2JYvoH0LIuVAhjY2NOnD6jszwhU+o84VikzhNInX/dOv9cMtidEEIIIX5oQ0eNobGtDSVLFNe7brGiRWjWuBEDhg7jVUgINapW4fQ5R8ZPmU43ezusrLLrzahTqyYVy5ejS6++zJg8gbKlS3HgyFHmLFjIsMG/kDZtWr0ZbVo2p0D+fLSy68yMyRMpWCA/23buZu3GzcybOU3VAF7dO9szfc48Grdqx5QJv2OVPTur12/k6ImTbF23Wu/2AD/37sGi5Stp0qYDE0aPxNw8LQuXreDva9c5dWi/qowhA/qxeftOWnawZ9RvQzAyMmLWvL/w9fNnyIB+qjKGDR6ITfPW2HXvya8D+xMWFs6UWXOIjo6h/0+9VGWM+HUwnRx68dPAwfzU04FnQUFMmDKd9OnS0aNrF73bGxkZMWzwQH4dOQbLjBnpbNeBx0+8GDvpD/Lny0vbVi30ZqRJk4Zffv6J2fP/wswsFa2aNeXW7TuMmfgH5cuWoV6dWnozsmXLSvfOnRg7aQpxcRps69fl0uUrjJk4Wepc6lzq/D2GUuefS56RT4Q8Iy+EEMLQyDPyX15Ce9+6RTPWr1j60a23n/L69Wt+HjyUXXv3o9FoMDY2xqGLPYv+nE3q1KlVZTx7FkSv/r9w9MRJAMzMzBjwU29mTZ2s95nfBE+8vOjx8wDOX3AB4q+Ujfh1EONGjVA9irb77Tv0+HmAdsRmS8uMTP59DL/066tqe4CLl1zpM3AwnvfuA2CVPTtzpv1Bl04dVWccO3GKAUOHaW+pzZc3D4vnzaFZ40aqM7bu2MXwseMJCAwEoGgRa1Yt/oua1aupzli6cjUTpk7nxYuXQPwI2OuWL/nottlPSRhVfPb8hbx58waAmtWrsWHlMgrkz6cqIzY2ltHjJ7Fk5WoiIyMBaGxrw7rlS8iePZuqjMjISAYPH8X6zVuJiYkhRYoUtGvdklWL/5I6R+pc6vwdQ6nzBMlp66UjnwjpyAshhDA00pH/8v5tex8QEIi3ry8F8uUjS5bMn7UP3j4+BAQ+w7pQoc+aTxri53J+8fIlxYsW+aypjhRF4d79B7wJC6Nk8WKqv7x+mHHnrgdR0dGULlnis+aTjouL0468XapkCVKmTJnsjJiYGG7dvoOpiQklSxRP9lzQEN85cL9zFwtzc4pYF/6sjLCwMO563iOTpSUFC+RP9vYQP9/4vQcPscqeTfVUWh96/jyYx15e5M4V//zy55A6182QOn9H6lzXl6hz6cj/S9KRF0IIYWikI//lSXsvhBDCkMio9UIIIYQQQgghxHdKOvKfKTIykri4uM/eXlEU3r59qzPq5Odm/JubKr5Ehkaj+dcZcXFx2udj/k1GVFTUv8qIjY391xkxMTHExMT8q4zo6Oh/nREVFfWvahSkzt8nda5L6vwdQ6lzIYQQQvw4vmpHftKkSRgZGen8y549u87PixYtStq0acmYMSM2Nja4ubnpzd2zZw/FixcnVapUFC9enH379n2xfT5w+AjlqtUidabsZMiRl4FDh+tMRaHGxi3bKFa+MmkyW5E5TwFGjZuYrC/3iqKwaNkK8hcvTZrMVuQoWJSps+YQGxurOiMuLo5ps+eSo2BR0mS2Il+xUixcujxZXyKjoqIYPX4SWfIWJE1mK4qWq8SGzVtVbw/xU2b88tsIMubMR+pM2SlbtSb7Dh5KVsbz58H0/HkA5llzYmaZjWr1bDlzzilZGU+9vbHr3pM0ma0ws8xGg6Ytufz31WRleHjeo0V7O8wss2FmmY3m7ey46+GZrIwrV6/RoGlLUmXMSprMVnTs1gOvp0+TlXHW0Ynq9RtiZpkN86w56dG3P0FBz5OVIXX+jtS5LqlzXYZQ50IIIYT48Xz1K/IlSpQgICBA+8/d3V37M2traxYvXoy7uzsXLlwgX758NGzYkOfPP/1l7dKlS9jZ2dGtWzdu3rxJt27d6Nixo6o/AOiz7+AhWtt1IUvmzKxdtphfB8ZPI9G0bUfVV2JWrl2PQ9/+FC9ahPUrltKrW1cWLltB5559VO/HlJmzGTx8FHVq1mDjquW0bdWCSdNmMmjYSNUZg4ePYuLUGbRu0YyNq5ZTr3YthowYzeTpM1VndOn1EwuWLKNHl86sX7GUUiWK0+PnASxfvVbV9hqNhmbtOrJx63YG9/+ZtcsWky1rVtrad2PP/gOqMiIjI6nftCWHj5/g95HDWLVkISlTpqRRq7Y4OV9QlfHqVQi1GzbFxfUy0yaOZ+mCP3n56hV1GzfnlvttVRnePj7UatiEew8eMn/WdObPms6DR4+o1bAJT729VWXcvnOXuo2b8+LlS5Yu+JMZkyfievlvajdsph1VVB/niy40atUOIyMjVi7+i3GjhnP0xCnqNW3B27dvVWVIneuSOn/Hx9dX6vw9hlLnQgghhPjxfNXB7iZNmsT+/fu5ceOGqvUTBqU5ffo0DRo0SHQdOzs7QkNDOXbsmHZZ48aNyZgxI9u2bUvW73l/8BtFUShTpQY5rKw4tn+3dmTHs45ONGjWimP7dtO4oU2SuTExMeQtWgqbenXYuHqFdvm2nbvp3LMPVy84Ur5cWb37lqNQMQb81JvZ0/7QLp+/aAnDx47nyd2bekd89PXzI2/RUsyeOplhQwZpl48eP4nFK1bh9+Cu3ikbbt5yp2y1WmxavYKu9nba5T1/HsDxU2fwvndb70ieJ06doXHrdpw8uA/bBvWA+Ne5WduOePv44n7FRe8Imhu3bMOhb39uXHLWTpkRGxtLtXq2pLOw4MzRg0luDzBn/kLGT5nG/Zt/a1+7t2/fUqpydSpXqMDW9frnGB02+nfWb9nKg5vXsLTMCMR3nAqXKU93+07MmzVdb0bXXn1xcXPj9pVLpEmTBojvOBUuXYHJv49h1LBf9WbYNm/Nq5AQXB1Pa6e7cL99h9JVarBu+RJ6dEt6flCpc11S57qGjxnHus1bpM75OnUug919eTLYnRBCCEPyTQ129+DBA3LkyEH+/Pnp1KkTjx8/TnS96OhoVq5cSfr06SlTpswn8y5dukTDhg11ljVq1AgXF5dPbhMVFUVoaKjOvw+FhYXhfucuXew66HzprlenNlbZs3PR1VXfofLU24eAwEC62XfSWd6hbWtMTExwcbusN8P9zl3Cw8Pp+sGclV072aHRaHC7ov82Wbcrf6PRaOjayU5neddOHQkPD+emiqtzF13dSJkyJZ06tPtoPwKfPeOJl/7bZF3c3MiWNSs29etqlxkZGdHFrgN3PDxU3eJ60dWN0iVL6Mx7aWxsjH2Hdlx0VXcXxkVXV2rXqK7zhTl16tS0a9VS1fsafyyXadaoobZzA5AxYwaaN26kej9c3Nxo16qltnMDkDtXLurWqql6Py66utGpfTudOStLlSxB2dKlVO2H1LkuqfOP90PqPJ6h1LkQQgghfkxftSNfpUoVNm7cyIkTJ1i1ahWBgYFUr16dFy9eaNc5fPgw5ubmmJmZMX/+fE6dOkXmzJ+e2y8wMJBs2bLpLMuWLRuBgYGf3GbGjBmkT59e+y93Ilf6zMzMSJ06NU99fHSWh4aG8iokBMuMGT/a5kPp06XDyMgIrw9uQfUPCCAmJkZVRsI6H2Yk7FdyMj48loRMtRlxcXH4+vl9kPEUIyMjMui50pmQEfL6NSEhr3WWP/Xx0b7eajL8AwOJjo7+YD+8VR1HQsZTH5+PnptObsaH78mXyFAUhac+Psk8Ft2M6Oho/PwDVGVInX+cIXWumyF1Hs9Q6lwIIYQQP6av2pFv0qQJ7dq1o1SpUtjY2HDkyBEANmzYoF2nXr163LhxAxcXFxo3bkzHjh0JCgpKMvfD21QVRUny1tUxY8bw+vVr7T+fD77cAZiYmNC5Y3vmLVqCyz9XfEJDQ/nltxHExcXRqX27j7b5UJYsmWnWuCF/zJitfSb1xYuX9B8yjPTp09GyWRO9GUWLWFOpQnlGT5jMo8dPgPgvjoOHjyJP7lzUqVVDb0btmjXIlzcPQ0aMxs/fH4DHT7wYPX4yFcqVpUTxYnozWjRtTMaMGeg/ZBjBwfF/eHG/fYc/ZsymSUNbsmbNojfDrl1bFEXhl99GaK9KXnK7zJ8LF2PfoR2mpqZ6M7rZ2/HixUuGjfmdiIgIFEXhxKkzrF6/CYcu9nq3B3DoYs/9Bw/5Y8YsoqOjURSFHbv3smf/wWRlOF+8xJIVq4iLiyMuLo7lq9fi5HwxWRn7Dh5m287daDQaoqOjmTprDp737qvO6NG1M2s2bObYiVPaUbBHjB3P8+Bgutnb6d1e6lyX1PnHGVLn8QylzoUQQgjxY/qqz8gnxtbWlkKFCrFs2bJEf164cGF69erFmDFjEv15njx5GDp0KEOHDtUumz9/PgsWLOCpylGRP/XM3KtXITRs2Ya/r10nb57cPA9+QUxMDBtWLsO+Y3tV2b5+ftg0b829+w/Iny8vfv4BGBsbs3frJhrZJv7c/4c8793HtkUb/Pz9yZ8vL94+vqRLZ8HRvbuoUqmiqozLf1+ladsOhIS8Jm+e3DzxekoOKytOHdpHsaJFVGWcPH2Wtp27ERMTQ84cVjzxeop14UKcPryf3LlyqcrYsXsv3fr8jLGxMVmzZOaptw8VypXl5MF9OrfvJmXJilUMHj6KtGnTkj5dOnz9/KhfpzaHdm/XuX03KZOmzWDy9FlkyJAes1RmBD57RrvWLdm2fo3eZ6ABbUdt6crVZM6cCYDg4Bf83Lsny/6ap/cZaIh/5rlzzz7s2ruf7NmyERUdxatXIYwfPYI/xv+u6jgiIiJo1bEzp885kjNHDkLfvCEsLIy/5sxkUP+fVWVIneuSOn9H6lzXf13n8oz8lyfPyAshhDAkyWnrDaojHxUVRcGCBenbty8TJkxIdJ1ChQrRtWtXJk2alOjP7ezsePPmDUePHtUua9KkCRkyZPhXg90liI2N5cjxE7i4XiZzpkx0tmtPzhw51B3gP6Kioth38DDXb94ih1V2OnfsQJYsn35cIDERERHs3LMPj3v3yZc3D507ttc7cNeHXr9+zbZde3j8xItiRazp2K4NadOmTVZGcPALtuzYiX9AIGVLl6JtqxakSpUqWRl+/v5s27mH58HBVKtSieZNGus8+6rG4ydebN+9hzdvwqhbqya2DeqRIkXybji56+HJ7v0HiIyMoklDG2pWr6aqY/K+q9dvcODwERRFoVXzZlQsXy5Z2yuKwsVLrhw7eRpTUxPat26l6srx+zQaDafPOnLuvDMWFubYtWtLwQL5k5Uhda5L6lyX1Pk7/2WdS0f+y5OOvBBCCEPyzXTkhw8fTosWLciTJw9BQUFMnToVJycn3N3dyZw5M9OmTaNly5ZYWVnx4sULli5dyubNm7l69SolSpQAoHv37uTMmZMZM2YA4OLiQu3atZk2bRqtWrXiwIEDjBs3jgsXLlClShVV+yUNuxBCCEMjHfkvT9p7IYQQhiQ5bX3yLgd9Yb6+vtjb2xMcHEyWLFmoWrUqrq6u5M2bl8jISDw9PdmwYQPBwcFkypSJSpUq4ezsrO3EA3h7e+tckapevTrbt29n3LhxjB8/noIFC7Jjxw7VnXghhBBCCCGEEMKQGdSt9YZC/kIvhBDC0MgV+S9P2nshhBCG5Ju5Ii+EEEKI79ukSZOYPHmyzrL3p4WdNGkS27dvx8fHB1NTUypUqMC0adP03km3Z88exo8fz6NHjyhYsCDTpk2jTZs2n7WPt+96UL1q8u7cc799h+Vr1vHE6ylFChdiQN8+FC5UMFkZl/++ysq167Xjb/T/qZfqQTQTnHM6z7pNW3jx8hVVKlWgX+9eqmbUSKAoCkeOn2DL9l28CYsff6NPj25kyJBBdUZcXBy79x1g1779REdH08imAT26dk7WeCTR0dFs3bGLA0fixzhq2bQJXTp1VDWzR4KIiAjWb97K8VOnMTU1pX3rVnRo25qUKVOqznj9+jWr12/k3PkLmJunpYtdB5o3aZyssUSePw9m+Zq1uF7+m0yWGenRtTP169ZRvT2Aj68vy1at5cYtd3JYZeenng6qB3pN8PDRY5auXI3n/Qfky5uHfr17UrpUyWRlSJ2/I3WuS+pc15eo8+T6qtPPCSGEEOL7V6JECQICArT/3N3dtT+ztrZm8eLFuLu7c+HCBfLly0fDhg15/vz5J/MuXbqEnZ0d3bp14+bNm3Tr1o2OHTvi5ub2WftXy7YJO/fsU73+7n0HKF+jDvsPHcHU1IQtO3ZRukoNTp91VJ2xfPVaqtRpwFmn85iYGLN01WpKVa7O1es3VGdMmTmb+k1b8vf1G6RIYcSseX9RpmpNHjx8pGp7RVEYNGwkLdp3wvP+feLi4vh98hQq1qpHQECgqgyNRoN9j950cuiFr58/b99GMmTEaGrZNuH169eqMqKiomjapgM9+w3k5atXvHz1il79f6Fxq3ZERkaqyggNDaWWbRMGDRtJRMRb/PwDsO/RG7vuPYmLi1OVERj4jIq16jF20hTi4uK4/+AhLTvYM+DXYai9gfXR4yeUqVqTmX8uwMjIiL+v36BBs1ZMnj5T1fYA167foHSVGixZuRoTE2POnXemal0blq5crTrjrKMTpavUYNP2HZiamnDwyDHK16gjdS51TmDgMyrVri91/g9DqfPPIbfWJ0JutRNCCGFovtVb6ydNmsT+/fu5ceOGqvUT2uDTp0/ToEHi0/jZ2dkRGhrKsWPHtMsaN25MxowZVc9Q8/7vatOyOefOO+P3wEPvdI5v374ll3Vx6tepzdZ1qzExMSEiIoKWHex59OQJD92v670y9vx5MLmsi9Ore1eWzJ9LihQpCAkJoUGzVhgbG+PmdEbvvt9/8JAiZSsyfvQIJo8bi5GREYGBz6hh04gSxYpycNd2vRkXXC5Ry7YJi+fNYeDPPwHxs2NUrWtDq+ZNWbVkod6MPfsP0L6LA7s2b6B9m1YA3LzlTg2bxvw6sD9TJ47Tm5EwveaZIweoW7sWAOcvXKR+05YsmD2DX/r11ZsxYco0/ly4hIunj1O2TGkA9h08RFv7buzctJ4ObVvrzfh50K/sPXgI13OntbNgLFu1hgG/DsPpxBFq16yhN6O1XWdu3b7DxdMnsLLKjqIo/DFjFpOmzcTj2mWKFrHWm1G1rg1RUVGcO3aIDBkyoNFoGDRsJKvXb8Tn3h29V6I1Gg2FS5cnb+7cHN6zgzRp0hATE0PX3n05eeas1DlS51Ln8Qylzt+XnLZersgLIYQQ4v/qwYMH5MiRg/z589OpUyceP36c6HrR0dGsXLmS9OnTU6ZMmU/mXbp0iYYNG+osa9SoES4uLknuR1RUFKGhoTr/AMaNHE5IyGvOOp3XeyznnJx5+fIVU8b/jomJCQBp0qRhwpiReD315tqNm3ozDh87TnR0NFMnjNMO2JshQwZGDxvK5b+v4uPrqzdjz/6DmJubM3bEMO3tsNmzZ2PoLwM4fOwEb9++1Zuxe98BcufKRf+femuXFcifj769erB7/wG928dnHKRi+XLazg1AmdKlsO/QTn3G/gM0aWir7dwA1K5Zg6aNbJORcZBO7dtqOzcAbVq2oHLFCsnaj596OOhMZflz757kzZNbVUZkZCSHjh7n14H9sbLKDoCRkRGjhw0lXbp07D14SG+Gr58fblf+ZvSwodrbvlOkSMGU8b8TExPDoff+ePUp12/e4vETLyaMGantyJiYmDBl/O9S5/+QOpc6B8Op888lHXkhhBBC/N9UqVKFjRs3cuLECVatWkVgYCDVq1fnxYsX2nUOHz6Mubk5ZmZmzJ8/n1OnTpE5c+ZPZgYGBpItWzadZe8/d/8pM2bMIH369Np/uXPnBsAstRkQ/4cEfWJiYwBI/c82CRK+SMbExKjIiCVFihSYmaX6ICP1P/uhJiMGExNj7ZfPBKlTm6EoiqrbbGNiY0md2kxn9p+E/VCzDwn78eFrAZAmdWpVrwVATExs4hlp0qjfj5gY7ev3vtSpzVS9rwn78WFGihQpSJ1a3euh0WjQaDSkTq2bYWxsjImJsbr6ikm8vszMUpEiRQp1tfFPxodXI1NLnX+0H1Ln8aTOE69zdRn/vs4/l3TkhRBCCPF/06RJE9q1a0epUqWwsbHhyJEjAGzYsEG7Tr169bhx4wYuLi40btyYjh07EhQUlGTuh4MyKYqid6CmMWPG8Pr1a+0/Hx8fAJasWI2ZmRl1a9VKcnuA2jVqkDp1auYvWqp9nlRRFOYvWkqWzJmpUK6s3oyGDeqhKAoLl67QLouNjWXh0hUUsS5Mgfz59GY0aWjLq1chbNi8Vbvs7du3LFu1llo1qmFubq4iw4b7Dx5y5PgJ7bKQkBDWbNhE00a2erdPyLjg4srlv69qlwUEBLJ11+5kZRw+doL7Dx5qlz14+IiDR44lK2P77r34BwRol/197TrnL7jQtFHDJLbUzVi7cTMhISHaZcdOnMLz3n1V+5EmTRrq1KrBslVrdK4Ub9q6nRcvXqraj3x581K0iDWLlq0kNjZWu3zRspVoNBoa2yb+uMn7ypUpTdYsWZi/aCkajUa7fP6ipVLn/5A6lzoH/XVesXw5vRlfos4/lzwjnwh5Rl4IIYSh+VafkU+Mra0thQoVYtmyZYn+vHDhwvTq1YsxY8Yk+vM8efIwdOhQhg4dql02f/58FixYwNOnT1XvR0J7DzBn2hSG/zpI1XbzFi5m2Jhx1KhWlepVKnPW6TxXr99g/YqlOHTtrCpj1LiJzJ7/F7b161GmVEmOnjzF/QcP2b9jC80aN1KV0aNvfzZu3U7LZk0omD8/+w4dJvBZEGeOHKBalcp6t9doNLRo34mTZ87StlULsmfNyu79B3kb+ZaLp09QrGgRvRmRkZHUa9KCG7fc6dCmFRYWFuzYsxezVGa4Op4iV86cejNCQkKo3qARvn7+2LVrg5GREdt37yWHVXYunT1FxowZ9Gb4+ftTta4tEW8jsGvXlvDwcHbu3U/pkiVwPH74o6uHifG8d5/qDRpilsqMDm1a8ez5c/bsP0iDunU4snenqlHB3a78Tf2mLcmWNQttWjTnsZcXBw4fpYtdBzauXqFqVPBjJ07RsqM9hQsVpFmjhty6fYeTZ84yfMgg5kyfond7gM3bdtD9p36UK1OaBnXr4HrlCs4XL0mdS53jee8+NWwakco0ldQ5hlPnCZLT1ktHPhHSkRdCCGFovpeOfFRUFAULFqRv375MmDAh0XUKFSpE165dmTRpUqI/t7Oz482bNxw9elS7rEmTJmTIkOGzBrvbum4V9h07JOs4Dh45yqJlK3ns5UWxIkUY+ssAGtRTP/WSoihs27mb5WvWaqcrGj5kEFUrV1KdERcXx+r1G1m/eSvPg4OpVrkSI4cOoVTJEqozoqOjWbx8JVt2vJuWa+TQIRQqWEB1RlhYGAuWLGPnnn1ERUfTxNaGEUMHkzNHDtUZL1++Yu5fizhw5CiKotC6eTOGDf6FTJksVWf4BwQwZ/5Cjp06jamJCR3atmboLwNUXbVN8OjxE2bP/4tz552xMDenc8f2/NKvL6lSpdK/8T9u37nL7Pl/4eJ2mcyZMtGja2d+6umQrOnB3K78zdy/FnH95i1yWGWnb88edOnUMVnTg511dGL+4qV43LtPvjx5GNS/L62aN1O9PXy5Ol+xdh1+/gFS51LnOqTOPyYd+X9JOvJCCCEMzbfakR8+fDgtWrQgT548BAUFMXXqVJycnHB3dydz5sxMmzaNli1bYmVlxYsXL1i6dCmbN2/m6tWrlCgR/0W9e/fu5MyZkxkzZgDg4uJC7dq1mTZtGq1ateLAgQOMGzeOCxcu6J1//n3S3gshhDAkyWnrjf+jfRJCCCHED8jX1xd7e3uCg4PJkiULVatWxdXVlbx58xIZGYmnpycbNmwgODiYTJkyUalSJZydnbWdeABvb2+dgaqqV6/O9u3bGTduHOPHj6dgwYLs2LEjWZ14IYQQ4lsmV+QTIX+hF0IIYWi+1SvyhkzaeyGEEIZErsj/n9318MT18hUyZbKksa1Nsp4nSXDt+g2u37pFjuxW2Daoh7Fx8t4KRVFwcXXD8/598uXJS706tT6aVkMfjUaD43lnnjx9SpHChalRrWqynkmB+FEZT505h39gAGVLl1Y1iumHoqKiOH7qNC9evKRKpYqUKF4s2Rnh4eEcO3maN2/eULtmDZ25MdV6/fo1R0+cIjo6mgb16qgauORDz58Hc+L0GQAa2TQgS5ZPT5/0Kb5+fpw554SpqSlNGtpo59dMjsdPvHByvoC5uTlNG9mSNm3aZGdInb8jda5L6lyXIdS5EEIIIX4s0pFPhqioKBz69mfH7r3aZdmyZmXX5vXUqlFdVUZoaCgdu/XUfgkGyJsnNwd3bqN0qZKqMoKCntPKrjOul69olxUvVpRDu7arnuLgiZcXLdrbc8fDQ7usSqWKHNixlWzZsqrKcL99h1Z2nXni9W6EYNv69di9ZYPqKxsXL7nSrnN3nr03zVCHtq3ZtHqF6i/UR46foGvvvoSEvNYu69urB0sX/Kl6wI1NW7fT/9dhhIeHA5AyZUpGDh3CtEnjVXf6Fixeyqjxk7RzTpqamjJj8gR+G/yLqu0VRWH8H9OY+ed87byoadKkYen8uapHzYyLi+OX30awYs067TQa6dOnY9PqFbRo2kRVhtS5LqlzXVLn73yqzg/s2EqZ0qVUZXyJOhdCCCHEj0f+5J8ME6ZMZ/+hI6xbvoTIl8+4e9WNokUK06JDJ525GJMyePgoLl2+wu4tG4gOec61i05YZsxI8/adtF+M9XHo258nXk85vn8PsaEvuHjmBNHR0bS174qaJyUURaFd5+5ERkXifOoYsaEvOHFgL94+vnT/qZ+qfYiJiaF5ezvSp0vH1QuORIc8Z8/WjVy+epVffhuhKuP169c0b29HEetC3L3qRuTLZ6xfsZSDR44xbvJUVRk+vr6069ydWtWr8fjODcKf+7Nw7ixWr9/IgsVLVWXccr9Nj58H0LZlc/weevA6wJuJY0cxY+48tmzfqSrjzDknho4aS7/ePXn+9BHPnz5iwE+9GTZmHKfOnFOVsW3nbqbNnsv40SMI8X+K30MPOrRpRc9+A7l+46aqjIVLl7Ny7Xrmz5pOWJAfj+/coG6tmnTo2oOn3t6qMqTO3/lSdd6iQyep83/8CHXeooP9f1bnQgghhPgxyTPyiUjsmbm4uDiy5C1I7+7ddOY2DAgIJHeREiyeN4d+fXolmRsSEkLWfIWZPmmCztyGt+/cpVTl6uzbvpnWLZonmfHEy4sCJcqyafUKutrbaZefOeeETfNWuJw9qXdOTbcrf1O1rg0nD+7DtkE97fIt23fStXdfHrpf13vL7sEjR2nVsTO33C7qTP8xb+FiRk+YzLMnD/TOh7ly7XoG/DqMp57uOlN3jBo3kRVr1xHs/VjvLapTZs5m9vyF+D/0wMLCQrvc4ad+XHR146H79SS3B/jltxHsP3QEL49bOr+vcat2vAkL4+KZE3oz2nfpzsNHj7l+yVl7ZVNRFCrUqEP+fHnZs3WT3oxatk1Ikzo1Jw6+u0IYGxtLgRJlad6kEUsX/Kk3w7pMBapWqsjG1Su0y8LCwshRqBjDBg9k4tjRSW4vda5L6lxXh64OPHj4SOqcr1Pn8oz8lyfPyAshhDAkyWnr5Yq8SuHh4bx6FUL5smV0lltZZSeHlRW+fv56M54HvyAmJobyZUvrLC9RvBimpqb4+PrpzfDzDwCgXBndjIT9UpORsM6Hx5Lw3K+vn7oMY2NjSpYo/lFGTEwMQc+f683w9fMjW9asH82/Wb5sGV6/DiUsLEzVfhQuWECnc5OwH2pei/gMX0qXLPFRZyo5Gb5+/pQrU1rn9mQjIyPKlSmdjAy/j95XY2NjSpcsgY+vr6oMH1+/j95Xc3NzihQupGo/pM4/zpA6192PxOq8fNkyUuf/+K/rXAghhBA/JunIq2RhYUHePLk5euKkznL323fw8fWl1Adf9BOTK2cO0qdPx9ETp3SWnznnRHR0tKqMIoULY2Ji8lFGwn6pyUhY58NjOXL8BMbGxhS1ttabUbpkCe0AYLoZJ0mXLh25c+kfQKtUiRL4BwRw4+YtneVHT5wkd65cqq6OlC5ZAvc7d3U6AIqicPTEKVWvRULGRVc3ndtpNRoNx06eovR7V2GTPpbinHE8T1RUlHZZVFQUp885qt6PUiWKc/zUae1zwxB/W/aFS5coVULdfpQuWYKjJ07p3JLr6+fHTffbqvZD6lyX1PnHGYnV+amz56TO//Ff17kQQgghfkwy2J1KRkZGjPrtVwb8Oox06dLRuWN7Hj/xYvyUaRQuVJA2LZO+hRIgderUDBnQj6mz5mJsbEzrFs24dfsO4yZPpUqlitSpVVNvRpYsmenVvSvj/phKVHQUtvXr4Xr5CuOnTKdF08YUK1pEb0YR68K0btGMgb+NIPjFC6pXrcIZRyf+mDGbnt26qBoErGb1alSrUpmuvfsyZcLvlClVkgOHj/LnwsWMHfEbadKk0ZvRqnlTrAsXopVdZ6aM/52CBfKzffceNm7dzqI/Z6satbmbvR3T58yjUat2TBo7muzZsrJmwyZOnD7Dzk3r9W4P8HPvnixavhLbFm0YN2o4FubmLFy2ghu33Jk3c5qqjCED+rFp2w4at27HyF+HYGRkxJwFCwl8FsSQAeqexx4+ZBD1mrSgrX1XBvfvR3hEONNm/4miQL8+PVVljPptCO06d6d7n5/p06M7Qc+DmTR9JpksLene2V7v9lLnur5UnRexLvxd1Png/j+zcet2qXMMp86FEEII8WOSZ+QT8aln5hRF4c+/FjPjz3m8fPkKAJt6dVmzbBF5cudWlR0XF8fEqTP4a+lywsLCMDIyolXzpqxc9JfqKZyio6MZNuZ3Vq/fRGRkJMbGxth3aMeS+XM/uvX2U8LCwhg4dDhbd+4mNjYWMzMzejt0488ZU1WPoh0c/IK+g4aw/9ARFEXB3NycQf3iOzxqR9H28fWld/9BnDobf8UzY8YMjP5tKCOGDlY9iraH5z36DByMi6sbED/y9JQJv/NTTwdV2wNcuXqNvr8M4cYtdyB+5Ok506bQoW1r1Rmnzzryy7AR3Lv/AADrwoVY/Occneez9dmz/wDDxozjqbcPAGVKlWTFogVUqVRRdcaaDRsZN3kagc+eAVCtSmVWL1lI8WJFVW0vda5L6lyX1Pk7/3WdyzPyX548Iy+EEMKQJKetl458IvQ17G/fvuXBw0dYWmb8rDmYIb6D8ejxE7JlzUr27Nk+KyMkJISn3j7kzJGDzJkzfVZGcPAL/Pz9yZsn92fN4wwQGPiMZ0FBFCyQH3Nz88/K8PXz4+XLVxQuVJDUqVN/VobX06e8eRNGEevCmJqaJnt7RVF49PgJUVFRFC1irbqT9mFGQgeniHXhZM9XDvGdA8979zE1NaVQwQKflREdHc29+w+wsDAnX968yd4epM4/JHWumyF1/s5/VefSkf/ypCMvhBDCkEhH/l+Shl0IIYShkY78lyftvRBCCEMio9YLIYQQQgghhBDfKenICyGEEEJ8hri4OF69CkGj0Xx2RkxMDK9ehfBvbpCMjo4mJOTfZURGRvL69evP3h7iH1V58+bNv8oIDw8nPDz8X2W8efOGt2/f/quM0NBQIiMjP3t7RVEICQkhOjr6X2W8ehVCTEzMZ2doNBpevQrRmSkkuaTOdUmdvyN1rutL1HlySEdeCCGEED+0KTPnJOtLZExMDBOmTCNb/sJY5spHzkLFmDN/YbK+AL59+5ahI8eQKXcBLHPlo0CJMqxYsy5ZXwBDQkL4aeBgMuTIS8ac+SheoQo7du9VvT3Ej//RuUcf0mXPTYYceSlfvTbHPpgSUZ9Hj5/QqqM95llzki57bmo0aMQFl0vJyrjlfpuGLdpgnjUn5llzYtu8NTf/GZhTLRdXN2raNCZd9tyYZ81Jyw6dePjocbIyjp88TYUadUhvlQeLbLmwd+hNQEBgsjJ27tlH8QpVyJgzH+mt8tBnwCBevQpRvb2iKKxat4ECJcpgmSsfmXIX4NcRo4mIiFCdodFomLtgEbkKF8cyVz6y5ivEuMlTpc6lzgGp8/cZSp1/DunICyGEEOKHtmDJMvoNHqp6/YFDhzNj7ny6dbJjx8Z1tGzWhFHjJzL+D3VTOQLYde/JirXrGdSvL9s3rKV6lSr0GzyURctWqNo+Li6OJm06sHv/AcaO+I2t61ZTuGABOjn0YvuuPaoy3r59S72mLTh33plpE8ezcdVyMqRPT/P2dpw556QqIzj4BXUaNcP9zl0WzJ7B2mWLiY2NxaZ5a67fuKkqw+vpU+o0boZfQADLF85n+cL5BAQ+o07jZjx+4qUq48bNWzRo1oro6GjWLF3EgtkzuH3Xg9oNm/L8ebCqjHNO52ne3o506SzYuGo5MyZPxOnCReo2aa66c7Fr737suvekUIH8bFm7inGjhrP34CEat26n+mrhkhWr6PvLEKpVrsz2DWsZ3P9nVq3fSMdu6qboBJg4dTojfh9P8yaN2LFxHT26dGb2/L+kzj+zzl+8eCl1/h6pc13/ts4/lwx2lwgZ/EYIIYShkcHuvryE9n72tD8YNW4ij+/c0DsDgrePD/mLl2H+rOkMHtBPu3zc5KnMW7QE/4ceemfHuHb9BhVq1mX7hrXYtW+rXf7TwMEcPHIMn/t39M5KcfT4SZq168i5Y4eoW7sWEH+Fq1VHex48eszdq256Z4NYt3EzvQcMwv2yCyWKFwPiO041bRqTKpUpjsePJLk9wMy585k8YxYP3a+RM0cOAKKioihVuTrlypRmx8Z1ejN+HTGaLTt38fDWNdKnTw/A69evKVy6AvYd2vHX3Fl6M+wdevP39eu4X3bBzMwMgICAQAqWKse4UcMZO2KY3oz6TVoQHhGBy9mT2hk9PDzvUaJiVVYt+YveDt2T3F5RFEpWqkb+vHk5tHu79vU/f+EidRo149Du7TRv0jjJjJiYGHJbl6BZ44asWbZYu3zX3v107NaDK87nqFi+XJIZr1+/JkehYgwZ0I/pkydoly9evpLBw0dJnSN1LnUeT1+d+z3wIGPGDElmfIk6f19y2npj1ak/kIS/bYT+y+dfhBBCiC8loU2Sv79/OQmvZaMG9Rn5+wScLrhgmTFjkts4OV9Eo9HQrFFDQkNDtctbNGnMtNlzueR2hRrVqiSZcc75AilSpKBhg3o6GS2bNWH1+o24375D4UIFk8w4f/EiWbNkoVyZ0h9kNOWngYPx8fUlwz+dhU9nuFCiWFFy58qpm9G0MZOmz9JZ9inOLi5Ur1IZC3NznfWbNWrI7v0HVGVcdLuMTb26GBkZadc3MjLCtn49LlxyVZVx6fJlWjVrSnR0tPZ53bRp01CjahWcL14i9Gc1GVcYN3KYzrPLOXNYUapEcc5fcKFDm9ZJbv8mLIy7Hp78OqCfzjPUZUuXInu2bDg5X6R2jepJZjx64sWzoCBaNmuqc9w29epgbGzMWafzWOupDdfLV4iIiKBFk8YfvSeDho2UOk/IkDrXLpM6T7zOXS//N3X+vuS09XJFPhG+vr7kzp37a++GEEII8REfHx9y5cr1tXfju/D48WMKFlT/BUsIIYT4L6hp66UjnwiNRoO/vz8WFhafvF0nNDSU3Llz4+Pj803f4vi9HAfIsRiq7+VYvpfjADkWQ6XvWBRF4c2bN+TIkYMUKWSImy8hJCSEjBkz4u3trb3V9Vv0I50H35Lv5Vi+l+MAORZD9b0cy5c4juS09XJrfSJSpEih+mpHunTpvumCS/C9HAfIsRiq7+VYvpfjADkWQ5XUsXzLnU1DlPAlKX369N9F/fwo58G35ns5lu/lOECOxVB9L8fyb49DbVsvf9IXQgghhBBCCCG+IdKRF0IIIYQQQgghviHSkf9MqVKlYuLEiaRKlepr78q/8r0cB8ixGKrv5Vi+l+MAORZD9T0dy7fie3nNv5fjADkWQ/S9HAfIsRiq7+VY/uvjkMHuhBBCCCGEEEKIb4hckRdCCCGEEEIIIb4h0pEXQgghhBBCCCG+IdKRF0IIIYQQQgghviHSkRdCCCGEEEIIIb4h0pEH/Pz86Nq1K5kyZSJNmjSULVuWq1evfnL9vXv3YmtrS5YsWUiXLh3VqlXjxIkTOuusX78eIyOjj/5FRkYa1LE4Ojomup+enp466+3Zs4fixYuTKlUqihcvzr59+/6vxwHJP5YePXokeiwlSpTQrvM13pd8+fIl+jsHDhz4yW2cnJyoUKECZmZmFChQgOXLl3+0zn/9niT3OAz5PEnusRjyeZLcYzHU8yQ2NpZx48aRP39+UqdOTYECBfjjjz/QaDRJbmeI58rnHIshny/fCmnLDfMz6ntoy7+XdhykLTfU80TacsM7X76Jtlz5wb18+VLJmzev0qNHD8XNzU158uSJcvr0aeXhw4ef3GbIkCHKrFmzlMuXLyv3799XxowZo5iYmCjXrl3TrrNu3TolXbp0SkBAgM4/QzuWc+fOKYBy7949nf2MjY3VruPi4qKkTJlSmT59uuLh4aFMnz5dMTY2VlxdXQ3qWEJCQnSOwcfHR7G0tFQmTpyoXedrvC9BQUE6v+vUqVMKoJw7dy7R9R8/fqykSZNGGTJkiHL37l1l1apViomJibJ7927tOl/jPUnucRjqefI5x2Ko58nnHIuhnidTp05VMmXKpBw+fFh58uSJsmvXLsXc3FxZsGDBJ7cx1HPlc47FkM+Xb4G05Yb5GfW9tOXfSzv+OcdiqOfJ5xyLoZ4nn3MshnieKIq05f/1+fLDd+RHjRql1KxZ81/nFC9eXJk8ebL2/+vWrVPSp0//r3OT43OOJeFD7dWrV59cp2PHjkrjxo11ljVq1Ejp1KnT5+ymKl/ifdm3b59iZGSkeHl5aZd9jfflQ0OGDFEKFiyoaDSaRH8+cuRIpWjRojrLfv75Z6Vq1ara/3+N9+RD+o4jMYZwniRG37EY6nmSmOS+L4ZynjRr1kzp1auXzrK2bdsqXbt2/eQ2hnqufM6xJMZQzxdDJG25YX5Gfa9t+ffSjiuKtOUf+lbfF0M5T6Qt/9j/83z54W+tP3jwIBUrVqRDhw5kzZqVcuXKsWrVqmRlaDQa3rx5g6Wlpc7ysLAw8ubNS65cuWjevDnXr1//krv+kX9zLOXKlcPKyooGDRpw7tw5nZ9dunSJhg0b6ixr1KgRLi4uX2zfP/Ql3pc1a9ZgY2ND3rx5dZb/1+/L+6Kjo9m8eTO9evXCyMgo0XU+9Xr//fffxMTEJLnO//M9eZ+a4/iQoZwnH0rOsRjaefKhz3lfDOU8qVmzJmfOnOH+/fsA3Lx5kwsXLtC0adNPbmOo58rnHMuHDPV8MVTSlscztM+o77Et/17acZC23FDOkw9JW24Y58s30ZZ/kT8HfMNSpUqlpEqVShkzZoxy7do1Zfny5YqZmZmyYcMG1RmzZ89WLC0tlWfPnmmXXbp0Sdm0aZNy48YN5fz580q7du2U1KlTK/fv3/9/HIaiKJ93LJ6ensrKlSuVq1evKi4uLkr//v0VIyMjxcnJSbuOiYmJsmXLFp3ttmzZopiamhrUsbzP399fSZkypbJjxw6d5V/jfXnfjh07lJQpUyp+fn6fXKdw4cLKtGnTdJZdvHhRARR/f39FUb7Oe/I+NcfxIUM5Tz6k5lgM9Tz5UHLfF0M6TzQajTJ69GjFyMhIMTY2VoyMjJTp06cnuY2hniufcywfMtTzxVBJW26Yn1HfY1v+vbTjiiJtuaGcJx+SttwwzpdvoS3/4TvyJiYmSrVq1XSWDRo0SOd2jqRs3bpVSZMmjXLq1Kkk14uLi1PKlCmjDBo06LP3VZ9/eywJmjdvrrRo0UInd+vWrTrrbN68WUmVKtXn76we//ZYpk+frmTKlEmJiopKcr3/4n15X8OGDZXmzZsnuU7hwoU/+qC4cOGCAmifofka78n71BzH+wzpPPlQco8lgSGcJx9K7rEY0nmybds2JVeuXMq2bduUW7duKRs3blQsLS2V9evXf3IbQz1XPudY3mfI54uhkrb8Y4bwGfU9tuXfSzuuKNKWK4phnCcfkrbcMM6Xb6Et/+FvrbeysqJ48eI6y4oVK4a3t7febXfs2EHv3r3ZuXMnNjY2Sa6bIkUKKlWqxIMHD/7V/ibl3xzL+6pWraqzn9mzZycwMFBnnaCgILJly/b5O6vHvzkWRVFYu3Yt3bp1w9TUNMl1/4v3JcHTp085ffo0ffr0SXK9T73exsbGZMqUKcl1/p/vSQK1x5HA0M6T9yX3WN5nCOfJ+5J7LIZ2nowYMYLRo0fTqVMnSpUqRbdu3Rg6dCgzZsz45DaGeq58zrEkMOTzxZBJW/4xQ/iM+t7a8u+lHQdpyxMYwnnyPmnL4xnC+fIttOU/fEe+Ro0a3Lt3T2fZ/fv3P3rG5EPbtm2jR48ebN26lWbNmun9PYqicOPGDaysrP7V/iblc4/lQ9evX9fZz2rVqnHq1CmddU6ePEn16tU/f2f1+DfH4uTkxMOHD+ndu7fedf+L9yXBunXryJo1q956+dTrXbFiRUxMTJJc5//5niRQexxgmOfJ+5JzLB8yhPPkfck9FkM7TyIiIkiRQrdJSpkyZZLTvBjqufI5xwKGf74YMmnLP2YIn1HfW1v+vbTjIG15AkM4T94nbXk8Qzhfvom2PNnX8L8zly9fVoyNjZVp06YpDx48ULZs2aKkSZNG2bx5s3ad0aNHK926ddP+f+vWrYqxsbGyZMkSnWkDQkJCtOtMmjRJOX78uPLo0SPl+vXrSs+ePRVjY2PFzc3NoI5l/vz5yr59+5T79+8rt2/fVkaPHq0Ayp49e7TrXLx4UUmZMqUyc+ZMxcPDQ5k5c+b/fcqHzzmWBF27dlWqVKmSaO7XeF8UJf62mTx58iijRo366GcfHkfCNBxDhw5V7t69q6xZs+ajaTi+xnuS3OMw1PPkc47FUM+TzzmWBIZ2njg4OCg5c+bUTvOyd+9eJXPmzMrIkSM/eSyGeq58zrEY+vli6KQtN8zPqO+pLf9e2vHkHouhniefcyyGep58zrEkMLTzRNry//Z8+eE78oqiKIcOHVJKliyppEqVSilatKiycuVKnZ87ODgoderU0f6/Tp06CvDRPwcHB+06v/76q5InTx7F1NRUyZIli9KwYUPFxcXF4I5l1qxZSsGCBRUzMzMlY8aMSs2aNZUjR458lLtr1y6lSJEiiomJiVK0aFGdD73/l+Qei6LEz6uZOnXqj9ZN8LXelxMnTmjnLv1QYsfh6OiolCtXTjE1NVXy5cunLFu27KPtvsZ7kpzjMOTzRFGSdyyGfJ4oSvLryxDPk9DQUGXIkCFKnjx5FDMzM6VAgQLK77//rvPM37dyrnzOsRj6+fItkLbcMD+jvpe2/HtpxxVF2nJDPE8URdpyQztfvoW23EhRFCX51/GFEEIIIYQQQgjxNfzwz8gLIYQQQgghhBDfEunICyGEEEIIIYQQ3xDpyAshhBBCCCGEEN8Q6cgLIYQQQgghhBDfEOnICyGEEEIIIYQQ3xDpyAshhBBCCCGEEN8Q6cgLIYQQQgghhBDfEOnIC/Gd8fLywsjIiBs3bvxf8o2MjNi/f/9nb+/o6IiRkRFGRka0bt06yXXr1q3Lr7/++tm/y5DUrVtXe9z/r/dGCCHEj0Pae8Mk7b34r0hHXogvqEePHnobq/+33LlzExAQQMmSJYF3DWlISMhX3a8P3bt3j/Xr13/t3fjP7N27l8uXL3/t3RBCCPEFSHuvnrT3Qvx/GH/tHRBCfFkpU6Yke/bsX3s39MqaNSsZMmT42rtBTEwMJiYm//ffY2lpSWho6P/99wghhPgxSHufPNLei++NXJEX4j/k5ORE5cqVSZUqFVZWVowePZrY2Fjtz+vWrcvgwYMZOXIklpaWZM+enUmTJulkeHp6UrNmTczMzChevDinT5/Wuf3t/VvtvLy8qFevHgAZM2bEyMiIHj16AJAvXz4WLFigk122bFmd3/fgwQNq166t/V2nTp366Jj8/Pyws7MjY8aMZMqUiVatWuHl5ZXs1yY8PJzu3btjbm6OlZUVf/7550frREdHM3LkSHLmzEnatGmpUqUKjo6OOuusWrWK3LlzkyZNGtq0acO8efN0vkBMmjSJsmXLsnbtWgoUKECqVKlQFIXXr1/Tt29fsmbNSrp06ahfvz43b97UyT506BAVKlTAzMyMAgUKMHnyZJ33b9KkSeTJk4dUqVKRI0cOBg8enOzXQQghxLdP2vtPk/ZeiC9DOvJC/Ef8/Pxo2rQplSpV4ubNmyxbtow1a9YwdepUnfU2bNhA2rRpcXNzY/bs2fzxxx/aBlWj0Xct2/IAAAlCSURBVNC6dWvSpEmDm5sbK1eu5Pfff//k78ydOzd79uwB4m9tCwgI4K+//lK1vxqNhrZt25IyZUpcXV1Zvnw5o0aN0lknIiKCevXqYW5uzvnz57lw4QLm5uY0btyY6Ojo5Lw8jBgxgnPnzrFv3z5OnjyJo6MjV69e1VmnZ8+eXLx4ke3bt3Pr1i06dOhA48aNefDgAQAXL16kX79+DBkyhBs3bmBra8u0adM++l0PHz5k586d7NmzR/v8WrNmzQgMDOTo0aNcvXqV8uXL06BBA16+fAnAiRMn6Nq1K4MHD+bu3busWLGC9evXa/N3797N/PnzWbFiBQ8ePGD//v2UKlUqWa+BEEKIb5+090mT9l6IL0QRQnwxDg4OSqtWrRL92dixY5UiRYooGo1Gu2zJkiWKubm5EhcXpyiKotSpU0epWbOmznaVKlVSRo0apSiKohw7dkwxNjZWAgICtD8/deqUAij79u1TFEVRnjx5ogDK9evXFUVRlHPnzimA8urVK53cvHnzKvPnz9dZVqZMGWXixImKoijKiRMnlJQpUyo+Pj7anx87dkznd61Zs+ajY4qKilJSp06tnDhxItHXIbH9efPmjWJqaqps375du+zFixdK6tSplSFDhiiKoigPHz5UjIyMFD8/P528Bg0aKGPGjFEURVHs7OyUZs2a6fy8S5cuSvr06bX/nzhxomJiYqIEBQVpl505c0ZJly6dEhkZqbNtwYIFlRUrViiKoii1atVSpk+frvPzTZs2KVZWVoqiKMqff/6pWFtbK9HR0Yket6J8/N4IIYT4Nkl7L+29tPfia5Nn5IX4j3h4eFCtWjWMjIy0y2rUqEFYWBi+vr7kyZMHgNKlS+tsZ2VlRVBQEBD/V/bcuXPrPBNXuXLl/9v+5smTh1y5cmmXVatWTWedq1ev8vDhQywsLHSWR0ZG8ujRI9W/69GjR0RHR+vkW1paUqRIEe3/r127hqIoWFtb62wbFRVFpkyZgPjXp02bNjo/r1y5MocPH9ZZljdvXrJkyaJzHGFhYdqcBG/fvtUex9WrV7ly5YrOX/zj4uKIjIwkIiKCDh06sGDBAgoUKEDjxo1p2rQpLVq0wNhYPmaFEOJHIu39p0l7L8SXIxUnxH9EURSdRj1hGaCz/MOBWIyMjNBoNJ/M+FwpUqTQ/v4EMTExH+3bh/vyPo1GQ4UKFdiyZctH677fcOqT2O/6kEajIWXKlFy9epWUKVPq/Mzc3Fyb86nX+H1p06b9KNvKyuqj5+8A7fN2Go2GyZMn07Zt24/WMTMzI3fu3Ny7d49Tp05x+vRpBgwYwJw5c3BycvpPBtcRQghhGKS9/zRp74X4cqQjL8R/pHjx4uzZs0en8XFxccHCwoKcOXOqyihatCje3t48e/aMbNmyAXDlypUktzE1NQXi/5r8vixZshAQEKD9f2hoKE+ePNHZX29vb/z9/cmRIwcAly5d0skoX748O3bs0A4Y87kKFSqEiYkJrq6u2isVr1694v79+9SpUweAcuXKERcXR1BQELVq1Uo0p2jRoh9N+fL333/r/f3ly5cnMDAQY2Nj8uXL98l17t27R6FChT6Zkzp1alq2bEnLli0ZOHAgRYsWxd3dnfLly+vdByGEEN8Hae8/Tdp7Ib4cGexOiC/s9evX3LhxQ+eft7c3AwYMwMfHh0GDBuHp6cmBAweYOHEiv/32GylSqDsVbW1tKViwIA4ODty6dYuLFy9qB7/51F/u8+bNi5GREYcPH+b58+eEhYUBUL9+fTZt2oSzszO3b9/GwcFB5y/fNjY2FClShO7du3Pz5k2cnZ0/GminS5cuZM6cmVatWuHs7MyTJ09wcnJiyJAh+Pr6qn7NzM3N6d27NyNGjODMmTPcvn2bHj166Lwu1tbWdOnShe7du7N3716ePHnClStXmDVrFkePHgVg0KBBHD16lHnz5vHgwQNWrFjBsWPH9F7VsLGxoVq1arRu3ZoTJ07g5eWFi4sL48aN034xmDBhAhs3bmTSpEncuXMHDw8PduzYwbhx4wBYv349a9as4fbt2zx+/JhNmzaROnVq8ubNq/p1EEII8e2Q9l7ae2nvxVf13z6SL8T3zcHBQQE++ufg4KAoiqI4OjoqlSpVUkxNTZXs2bMro0aNUmJiYrTb16lTRzvYS4JWrVppt1cURfHw8FBq1KihmJqaKkWLFlUOHTqkAMrx48cVRUl8gJU//vhDyZ49u2JkZKTNev36tdKxY0clXbp0Su7cuZX169frDH6jKIpy7949pWbNmoqpqalibW2tHD9+XGfwG0VRlICAAKV79+5K5syZlVSpUikFChRQfvrpJ+X169eJvkafGoznzZs3SteuXZU0adIo2bJlU2bPnv3R6xEdHa1MmDBByZcvn2JiYqJkz55dadOmjXLr1i3tOitXrlRy5syppE6dWmndurUydepUJXv27NqfT5w4USlTpsxH+xUaGqoMGjRIyZEjh2JiYqLkzp1b6dKli+Lt7a1d5/jx40r16tWV1KlTK+nSpVMqV66srFy5UlEURdm3b59SpUoVJV26dEratGmVqlWrKqdPn9b5HTL4jRBCfB+kvZf2Xtp78bUZKYqKh1WEEAbr4sWL1KxZk4cPH1KwYMGvvTt6OTo6Uq9ePV69eqUz3+v/y08//YSnpyfOzs7/99+lj5eXF/nz5+f69euULVv2a++OEEKIb4i090mT9l78aOQZeSG+Mfv27cPc3JzChQvz8OFDhgwZQo0aNb6JRv19uXLlokWLFmzbtu2L5s6dOxdbW1vSpk3LsWPH2LBhA0uXLv2iv+NzNGnShPPnz3/t3RBCCPGNkPY+adLeix+dXJEX4huzceNGpkyZgo+PD5kzZ8bGxoY///zzo6lUDNXbt2/x8/MD4p+Ve39qnS+hY8eOODo68ubNGwoUKMCgQYPo16/fF/0dn8PPz4+3b98CkCdPHu2gREIIIURipL1PmrT34kcnHXkhhBBCCCGEEOIbIqPWCyGEEEIIIYQQ3xDpyAshhBBCCCGEEN8Q6cgLIYQQQgghhBDfEOnICyGEEEIIIYQQ3xDpyAshhBBCCCGEEN8Q6cgLIYQQQgghhBDfEOnICyGEEEIIIYQQ3xDpyAshhBBCCCGEEN8Q6cgLIYQQQgghhBDfkP8BayE059Q/894AAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(12, 5))\n", "fig.suptitle(\"Figure 1. Landmask\", fontsize=18, y=1.01)\n", "gs = gridspec.GridSpec(ncols=2, nrows=1, figure=fig)\n", "\n", "ax0 = fig.add_subplot(gs[0, 0])\n", "ax0.set_title(\"A) lazy use of pcolormesh\", fontsize=11)\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "\n", "land0 = ax0.pcolormesh(\n", " lons_plot,\n", " lats_plot,\n", " landmask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", " shading=\"auto\",\n", ")\n", "ax0.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=20,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "\n", "custom_lines = [\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax0.legend(\n", " custom_lines,\n", " [\"ocean point\", \"land point\"],\n", " bbox_to_anchor=(0.01, 0.93),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ")\n", "\n", "ax1 = fig.add_subplot(gs[0, 1])\n", "ax1.set_title(\"B) correct A grid representation in Parcels\", fontsize=11)\n", "ax1.set_ylabel(\"Latitude [degrees]\")\n", "ax1.set_xlabel(\"Longitude [degrees]\")\n", "\n", "land1 = ax1.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax1.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=20,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "\n", "ax1.legend(\n", " custom_lines,\n", " [\"ocean point\", \"land point\"],\n", " bbox_to_anchor=(0.01, 0.93),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Figure 1 shows why it is important to be precise when visualizing the model land and ocean. Parcels trajectories should not cross the land boundary between two land nodes as seen in 1B.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 3:** Detect the coast\n", "\n", "We can detect the edges between land and ocean nodes by computing the Laplacian with the 4 nearest neighbors `[i+1,j]`, `[i-1,j]`, `[i,j+1]` and `[i,j-1]`:\n", "\n", "$$\\nabla^2 \\text{landmask} = \\partial_{xx} \\text{landmask} + \\partial_{yy} \\text{landmask},$$\n", "\n", "and filtering the positive and negative values. This gives us the location of _coast_ nodes (ocean nodes next to land) and _shore_ nodes (land nodes next to the ocean).\n", "\n", "Additionally, we can find the nodes that border the coast/shore diagonally by considering the 8 nearest neighbors, including `[i+1,j+1]`, `[i-1,j+1]`, `[i-1,j+1]` and `[i-1,j-1]`.\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "def get_coastal_nodes(landmask):\n", " \"\"\"Function that detects the coastal nodes, i.e. the ocean nodes directly\n", " next to land. Computes the Laplacian of landmask.\n", "\n", " - landmask: the land mask built using `make_landmask`, where land cell = 1\n", " and ocean cell = 0.\n", "\n", " Output: 2D array array containing the coastal nodes, the coastal nodes are\n", " equal to one, and the rest is zero.\n", " \"\"\"\n", " mask_lap = np.roll(landmask, -1, axis=0) + np.roll(landmask, 1, axis=0)\n", " mask_lap += np.roll(landmask, -1, axis=1) + np.roll(landmask, 1, axis=1)\n", " mask_lap -= 4 * landmask\n", " coastal = np.ma.masked_array(landmask, mask_lap > 0)\n", " coastal = coastal.mask.astype(\"int\")\n", "\n", " return coastal\n", "\n", "\n", "def get_shore_nodes(landmask):\n", " \"\"\"Function that detects the shore nodes, i.e. the land nodes directly\n", " next to the ocean. Computes the Laplacian of landmask.\n", "\n", " - landmask: the land mask built using `make_landmask`, where land cell = 1\n", " and ocean cell = 0.\n", "\n", " Output: 2D array array containing the shore nodes, the shore nodes are\n", " equal to one, and the rest is zero.\n", " \"\"\"\n", " mask_lap = np.roll(landmask, -1, axis=0) + np.roll(landmask, 1, axis=0)\n", " mask_lap += np.roll(landmask, -1, axis=1) + np.roll(landmask, 1, axis=1)\n", " mask_lap -= 4 * landmask\n", " shore = np.ma.masked_array(landmask, mask_lap < 0)\n", " shore = shore.mask.astype(\"int\")\n", "\n", " return shore" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "def get_coastal_nodes_diagonal(landmask):\n", " \"\"\"Function that detects the coastal nodes, i.e. the ocean nodes where\n", " one of the 8 nearest nodes is land. Computes the Laplacian of landmask\n", " and the Laplacian of the 45 degree rotated landmask.\n", "\n", " - landmask: the land mask built using `make_landmask`, where land cell = 1\n", " and ocean cell = 0.\n", "\n", " Output: 2D array array containing the coastal nodes, the coastal nodes are\n", " equal to one, and the rest is zero.\n", " \"\"\"\n", " mask_lap = np.roll(landmask, -1, axis=0) + np.roll(landmask, 1, axis=0)\n", " mask_lap += np.roll(landmask, -1, axis=1) + np.roll(landmask, 1, axis=1)\n", " mask_lap += np.roll(landmask, (-1, 1), axis=(0, 1)) + np.roll(\n", " landmask, (1, 1), axis=(0, 1)\n", " )\n", " mask_lap += np.roll(landmask, (-1, -1), axis=(0, 1)) + np.roll(\n", " landmask, (1, -1), axis=(0, 1)\n", " )\n", " mask_lap -= 8 * landmask\n", " coastal = np.ma.masked_array(landmask, mask_lap > 0)\n", " coastal = coastal.mask.astype(\"int\")\n", "\n", " return coastal\n", "\n", "\n", "def get_shore_nodes_diagonal(landmask):\n", " \"\"\"Function that detects the shore nodes, i.e. the land nodes where\n", " one of the 8 nearest nodes is ocean. Computes the Laplacian of landmask\n", " and the Laplacian of the 45 degree rotated landmask.\n", "\n", " - landmask: the land mask built using `make_landmask`, where land cell = 1\n", " and ocean cell = 0.\n", "\n", " Output: 2D array array containing the shore nodes, the shore nodes are\n", " equal to one, and the rest is zero.\n", " \"\"\"\n", " mask_lap = np.roll(landmask, -1, axis=0) + np.roll(landmask, 1, axis=0)\n", " mask_lap += np.roll(landmask, -1, axis=1) + np.roll(landmask, 1, axis=1)\n", " mask_lap += np.roll(landmask, (-1, 1), axis=(0, 1)) + np.roll(\n", " landmask, (1, 1), axis=(0, 1)\n", " )\n", " mask_lap += np.roll(landmask, (-1, -1), axis=(0, 1)) + np.roll(\n", " landmask, (1, -1), axis=(0, 1)\n", " )\n", " mask_lap -= 8 * landmask\n", " shore = np.ma.masked_array(landmask, mask_lap < 0)\n", " shore = shore.mask.astype(\"int\")\n", "\n", " return shore" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "coastal = get_coastal_nodes_diagonal(landmask)\n", "shore = get_shore_nodes_diagonal(landmask)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 4), constrained_layout=True)\n", "fig.suptitle(\"Figure 2. Coast and Shore\", fontsize=18, y=1.04)\n", "gs = gridspec.GridSpec(ncols=2, nrows=1, figure=fig)\n", "\n", "\n", "ax0 = fig.add_subplot(gs[0, 0])\n", "land0 = ax0.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "coa = ax0.scatter(\n", " lons_plot, lats_plot, c=coastal[latmin:latmax, lonmin:lonmax], cmap=\"Reds_r\", s=50\n", ")\n", "ax0.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=20,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", ")\n", "\n", "ax0.set_title(\"Coast\")\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "\n", "custom_lines = [\n", " Line2D([0], [0], c=color_ocean, marker=\"o\", markersize=5, lw=0),\n", " Line2D(\n", " [0],\n", " [0],\n", " c=color_ocean,\n", " marker=\"o\",\n", " markersize=7,\n", " markeredgecolor=\"w\",\n", " markeredgewidth=2,\n", " lw=0,\n", " ),\n", " Line2D(\n", " [0],\n", " [0],\n", " c=color_land,\n", " marker=\"o\",\n", " markersize=7,\n", " markeredgecolor=\"firebrick\",\n", " lw=0,\n", " ),\n", "]\n", "ax0.legend(\n", " custom_lines,\n", " [\"ocean node\", \"coast node\", \"land node\"],\n", " bbox_to_anchor=(0.01, 0.9),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", " facecolor=\"silver\",\n", ")\n", "\n", "\n", "ax1 = fig.add_subplot(gs[0, 1])\n", "land1 = ax1.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "sho = ax1.scatter(\n", " lons_plot, lats_plot, c=shore[latmin:latmax, lonmin:lonmax], cmap=\"Reds_r\", s=50\n", ")\n", "ax1.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=20,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", ")\n", "\n", "ax1.set_title(\"Shore\")\n", "ax1.set_ylabel(\"Latitude [degrees]\")\n", "ax1.set_xlabel(\"Longitude [degrees]\")\n", "\n", "custom_lines = [\n", " Line2D([0], [0], c=color_ocean, marker=\"o\", markersize=5, lw=0),\n", " Line2D(\n", " [0],\n", " [0],\n", " c=color_land,\n", " marker=\"o\",\n", " markersize=7,\n", " markeredgecolor=\"w\",\n", " markeredgewidth=2,\n", " lw=0,\n", " ),\n", " Line2D(\n", " [0],\n", " [0],\n", " c=color_land,\n", " marker=\"o\",\n", " markersize=7,\n", " markeredgecolor=\"firebrick\",\n", " lw=0,\n", " ),\n", "]\n", "ax1.legend(\n", " custom_lines,\n", " [\"ocean node\", \"shore node\", \"land node\"],\n", " bbox_to_anchor=(0.01, 0.9),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", " facecolor=\"silver\",\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 4:** Assigning coastal velocities\n", "\n", "For the displacement kernel we define a velocity field that pushes the particles back to the ocean. This velocity is a vector normal to the shore.\n", "\n", "For the shore nodes directly next to the ocean, we can take the simple derivative of `landmask` and project the result to the `shore` array, this will capture the orientation of the velocity vectors.\n", "\n", "For the shore nodes that only have a diagonal component, we need to take into account the diagonal nodes also and project the vectors only onto the inside corners that border the ocean diagonally.\n", "\n", "Then to make the vectors unitary, we normalize them by their magnitude.\n" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "def create_displacement_field(landmask, double_cell=False):\n", " \"\"\"Function that creates a displacement field 1 m/s away from the shore.\n", "\n", " - landmask: the land mask dUilt using `make_landmask`.\n", " - double_cell: Boolean for determining if you want a double cell.\n", " Default set to False.\n", "\n", " Output: two 2D arrays, one for each camponent of the velocity.\n", " \"\"\"\n", " shore = get_shore_nodes(landmask)\n", "\n", " # nodes bordering ocean directly and diagonally\n", " shore_d = get_shore_nodes_diagonal(landmask)\n", " # corner nodes that only border ocean diagonally\n", " shore_c = shore_d - shore\n", "\n", " # Simple derivative\n", " Ly = np.roll(landmask, -1, axis=0) - np.roll(landmask, 1, axis=0)\n", " Lx = np.roll(landmask, -1, axis=1) - np.roll(landmask, 1, axis=1)\n", "\n", " Ly_c = np.roll(landmask, -1, axis=0) - np.roll(landmask, 1, axis=0)\n", " # Include y-component of diagonal neighbors\n", " Ly_c += np.roll(landmask, (-1, -1), axis=(0, 1)) + np.roll(\n", " landmask, (-1, 1), axis=(0, 1)\n", " )\n", " Ly_c += -np.roll(landmask, (1, -1), axis=(0, 1)) - np.roll(\n", " landmask, (1, 1), axis=(0, 1)\n", " )\n", "\n", " Lx_c = np.roll(landmask, -1, axis=1) - np.roll(landmask, 1, axis=1)\n", " # Include x-component of diagonal neighbors\n", " Lx_c += np.roll(landmask, (-1, -1), axis=(1, 0)) + np.roll(\n", " landmask, (-1, 1), axis=(1, 0)\n", " )\n", " Lx_c += -np.roll(landmask, (1, -1), axis=(1, 0)) - np.roll(\n", " landmask, (1, 1), axis=(1, 0)\n", " )\n", "\n", " v_x = -Lx * (shore)\n", " v_y = -Ly * (shore)\n", "\n", " v_x_c = -Lx_c * (shore_c)\n", " v_y_c = -Ly_c * (shore_c)\n", "\n", " v_x = v_x + v_x_c\n", " v_y = v_y + v_y_c\n", "\n", " magnitude = np.sqrt(v_y**2 + v_x**2)\n", " # the coastal nodes between land create a problem. Magnitude there is zero\n", " # I force it to be 1 to avoid problems when normalizing.\n", " ny, nx = np.where(magnitude == 0)\n", " magnitude[ny, nx] = 1\n", "\n", " v_x = v_x / magnitude\n", " v_y = v_y / magnitude\n", "\n", " return v_x, v_y" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "v_x, v_y = create_displacement_field(landmask)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(7, 6), constrained_layout=True)\n", "fig.suptitle(\"Figure 3. Displacement field\", fontsize=18, y=1.04)\n", "gs = gridspec.GridSpec(ncols=1, nrows=1, figure=fig)\n", "\n", "ax0 = fig.add_subplot(gs[0, 0])\n", "land = ax0.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax0.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=30,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "quiv = ax0.quiver(\n", " lons_plot,\n", " lats_plot,\n", " v_x[latmin:latmax, lonmin:lonmax],\n", " v_y[latmin:latmax, lonmin:lonmax],\n", " color=\"orange\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=19,\n", " width=0.005,\n", ")\n", "\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "\n", "custom_lines = [\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax0.legend(\n", " custom_lines,\n", " [\"ocean point\", \"land point\"],\n", " bbox_to_anchor=(0.01, 0.93),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 5:** Calculate the distance to the shore\n", "\n", "In this tutorial, we will only displace particles that are within some distance (smaller than the grid size) to the shore.\n", "\n", "For this we map the distance of the coastal nodes to the shore: Coastal nodes directly neighboring the shore are $1dx$ away. Diagonal neighbors are $\\sqrt{2}dx$ away. The particles can then sample this field and will only be displaced when closer than a threshold value. This gives a crude estimate of the distance.\n" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "def distance_to_shore(landmask, dx=1):\n", " \"\"\"Function that computes the distance to the shore. It is based in the\n", " the `get_coastal_nodes` algorithm.\n", "\n", " - landmask: the land mask dUilt using `make_landmask` function.\n", " - dx: the grid cell dimension. This is a crude approxsimation of the real\n", " distance (be careful).\n", "\n", " Output: 2D array containing the distances from shore.\n", " \"\"\"\n", " ci = get_coastal_nodes(landmask) # direct neighbors\n", " dist = ci * dx # 1 dx away\n", "\n", " ci_d = get_coastal_nodes_diagonal(landmask) # diagonal neighbors\n", " dist_d = (ci_d - ci) * np.sqrt(2 * dx**2) # sqrt(2) dx away\n", "\n", " return dist + dist_d" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "d_2_s = distance_to_shore(landmask)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(6, 5), constrained_layout=True)\n", "\n", "ax0 = fig.add_subplot()\n", "ax0.set_title(\"Figure 4. Distance to shore\", fontsize=18)\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "\n", "land = ax0.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "d2s = ax0.scatter(lons_plot, lats_plot, c=d_2_s[latmin:latmax, lonmin:lonmax])\n", "\n", "plt.colorbar(d2s, ax=ax0, label=\"Distance [gridcells]\");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 6:** Particle and Kernels\n", "\n", "The distance to shore, used to flag whether a particle must be displaced, is stored in a particle `Variable` `d2s`. To visualize the displacement, the zonal and meridional displacements are stored in the variables `dU` and `dV`.\n", "\n", "To write the displacement vector to the output before displacing the particle, the `set_displacement` kernel is invoked after the advection kernel. Then only in the next timestep are particles displaced by `displace`, before resuming the advection.\n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "DisplacementParticle = JITParticle.add_variables(\n", " [\n", " Variable(\"dU\"),\n", " Variable(\"dV\"),\n", " Variable(\"d2s\", initial=1e3),\n", " ]\n", ")\n", "\n", "\n", "def set_displacement(particle, fieldset, time):\n", " particle.d2s = fieldset.distance2shore[\n", " time, particle.depth, particle.lat, particle.lon\n", " ]\n", " if particle.d2s < 0.5:\n", " dispUab = fieldset.dispU[time, particle.depth, particle.lat, particle.lon]\n", " dispVab = fieldset.dispV[time, particle.depth, particle.lat, particle.lon]\n", " particle.dU = dispUab\n", " particle.dV = dispVab\n", " else:\n", " particle.dU = 0.0\n", " particle.dV = 0.0\n", "\n", "\n", "def displace(particle, fieldset, time):\n", " if particle.d2s < 0.5:\n", " particle_dlon += particle.dU * particle.dt\n", " particle_dlat += particle.dV * particle.dt" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 7:** Simulation\n", "\n", "Let us first do a simulation with the default AdvectionRK4 kernel for comparison later\n" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "SMOCfile = \"SMOC_201907*.nc\"\n", "filenames = {\"U\": SMOCfile, \"V\": SMOCfile}\n", "\n", "variables = {\"U\": \"uo\", \"V\": \"vo\"}\n", "\n", "dims = {\"lon\": \"longitude\", \"lat\": \"latitude\", \"depth\": \"depth\", \"time\": \"time\"}\n", "dimensions = {\"U\": dims, \"V\": dims}\n", "\n", "indices = {\n", " \"lon\": range(lonmin, lonmax),\n", " \"lat\": range(latmin, latmax),\n", "} # to load only a small part of the domain\n", "\n", "fieldset = FieldSet.from_netcdf(filenames, variables, dimensions, indices=indices)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "And we use the following set of 9 particles\n" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "npart = 9 # number of particles to be released\n", "lon = np.linspace(7, 7.2, int(np.sqrt(npart)), dtype=np.float32)\n", "lat = np.linspace(53.45, 53.65, int(np.sqrt(npart)), dtype=np.float32)\n", "lons, lats = np.meshgrid(lon, lat)\n", "time = np.zeros(lons.size)\n", "\n", "runtime = delta(hours=100)\n", "dt = delta(minutes=10)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in SMOC.zarr.\n", "100%|██████████| 360000.0/360000.0 [00:07<00:00, 45768.71it/s]\n" ] } ], "source": [ "pset = ParticleSet(fieldset=fieldset, pclass=JITParticle, lon=lons, lat=lats, time=time)\n", "\n", "kernels = AdvectionRK4\n", "\n", "output_file = pset.ParticleFile(name=\"SMOC.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(kernels, runtime=runtime, dt=dt, output_file=output_file)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Now let's add the Fields we created above to the FieldSet and do a simulation to test the displacement of the particles as they approach the shore.\n" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "fieldset = FieldSet.from_netcdf(filenames, variables, dimensions, indices=indices)\n", "u_displacement = v_x\n", "v_displacement = v_y\n", "fieldset.add_field(\n", " Field(\n", " \"dispU\",\n", " data=u_displacement[latmin:latmax, lonmin:lonmax],\n", " lon=fieldset.U.grid.lon,\n", " lat=fieldset.U.grid.lat,\n", " mesh=\"spherical\",\n", " )\n", ")\n", "fieldset.add_field(\n", " Field(\n", " \"dispV\",\n", " data=v_displacement[latmin:latmax, lonmin:lonmax],\n", " lon=fieldset.U.grid.lon,\n", " lat=fieldset.U.grid.lat,\n", " mesh=\"spherical\",\n", " )\n", ")\n", "fieldset.dispU.units = GeographicPolar()\n", "fieldset.dispV.units = Geographic()" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "fieldset.add_field(\n", " Field(\n", " \"landmask\",\n", " landmask[latmin:latmax, lonmin:lonmax],\n", " lon=fieldset.U.grid.lon,\n", " lat=fieldset.U.grid.lat,\n", " mesh=\"spherical\",\n", " )\n", ")\n", "fieldset.add_field(\n", " Field(\n", " \"distance2shore\",\n", " d_2_s[latmin:latmax, lonmin:lonmax],\n", " lon=fieldset.U.grid.lon,\n", " lat=fieldset.U.grid.lat,\n", " mesh=\"spherical\",\n", " )\n", ")" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in SMOC-disp.zarr.\n", "100%|██████████| 360000.0/360000.0 [00:09<00:00, 37981.51it/s]\n" ] } ], "source": [ "pset = ParticleSet(\n", " fieldset=fieldset, pclass=DisplacementParticle, lon=lons, lat=lats, time=time\n", ")\n", "\n", "kernels = [displace, AdvectionRK4, set_displacement]\n", "\n", "output_file = pset.ParticleFile(name=\"SMOC-disp.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(kernels, runtime=runtime, dt=dt, output_file=output_file)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Step 10:** Output\n", "\n", "To visualize the effect of the displacement, the particle trajectory output can be compared to the simulation without the displacement kernel.\n" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "ds_SMOC = xr.open_zarr(\"SMOC.zarr\")\n", "ds_SMOC_disp = xr.open_zarr(\"SMOC-disp.zarr\")" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(16, 4), facecolor=\"silver\", constrained_layout=True)\n", "fig.suptitle(\"Figure 5. Trajectory difference\", fontsize=18, y=1.06)\n", "gs = gridspec.GridSpec(ncols=4, nrows=1, width_ratios=[1, 1, 1, 0.3], figure=fig)\n", "\n", "ax0 = fig.add_subplot(gs[0, 0])\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "ax0.set_title(\"A) No displacement\", fontsize=14, fontweight=\"bold\")\n", "ax0.set_xlim(6.9, 7.6)\n", "ax0.set_ylim(53.4, 53.8)\n", "\n", "land = ax0.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax0.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=50,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax0.plot(ds_SMOC[\"lon\"].T, ds_SMOC[\"lat\"].T, linewidth=3, zorder=1)\n", "ax0.scatter(ds_SMOC[\"lon\"], ds_SMOC[\"lat\"], color=\"limegreen\", zorder=2)\n", "\n", "n_p0 = 0\n", "ax1 = fig.add_subplot(gs[0, 1])\n", "ax1.set_ylabel(\"Latitude [degrees]\")\n", "ax1.set_xlabel(\"Longitude [degrees]\")\n", "ax1.set_title(\"B) Displacement trajectory \" + str(n_p0), fontsize=14, fontweight=\"bold\")\n", "ax1.set_xlim(6.9, 7.3)\n", "ax1.set_ylim(53.4, 53.55)\n", "\n", "land = ax1.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax1.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=50,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "quiv = ax1.quiver(\n", " lons_plot,\n", " lats_plot,\n", " v_x[latmin:latmax, lonmin:lonmax],\n", " v_y[latmin:latmax, lonmin:lonmax],\n", " color=\"orange\",\n", " scale=19,\n", " width=0.005,\n", ")\n", "ax1.plot(\n", " ds_SMOC_disp[\"lon\"][n_p0].T, ds_SMOC_disp[\"lat\"][n_p0].T, linewidth=3, zorder=1\n", ")\n", "ax1.scatter(ds_SMOC[\"lon\"][n_p0], ds_SMOC[\"lat\"][n_p0], color=\"limegreen\", zorder=2)\n", "ax1.scatter(ds_SMOC_disp[\"lon\"][n_p0], ds_SMOC_disp[\"lat\"][n_p0], color=\"C00\", zorder=2)\n", "ax1.quiver(\n", " ds_SMOC_disp[\"lon\"][n_p0],\n", " ds_SMOC_disp[\"lat\"][n_p0],\n", " ds_SMOC_disp[\"dU\"][n_p0],\n", " ds_SMOC_disp[\"dV\"][n_p0],\n", " color=\"w\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=2e-4,\n", " zorder=3,\n", ")\n", "\n", "n_p1 = 4\n", "ax2 = fig.add_subplot(gs[0, 2])\n", "ax2.set_ylabel(\"Latitude [degrees]\")\n", "ax2.set_xlabel(\"Longitude [degrees]\")\n", "ax2.set_title(\"C) Displacement trajectory \" + str(n_p1), fontsize=14, fontweight=\"bold\")\n", "ax2.set_xlim(7.0, 7.6)\n", "ax2.set_ylim(53.4, 53.8)\n", "\n", "land = ax2.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax2.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=50,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "q1 = ax2.quiver(\n", " lons_plot,\n", " lats_plot,\n", " v_x[latmin:latmax, lonmin:lonmax],\n", " v_y[latmin:latmax, lonmin:lonmax],\n", " color=\"orange\",\n", " scale=19,\n", " width=0.005,\n", ")\n", "ax2.plot(\n", " ds_SMOC_disp[\"lon\"][n_p1].T, ds_SMOC_disp[\"lat\"][n_p1].T, linewidth=3, zorder=1\n", ")\n", "ax2.scatter(ds_SMOC[\"lon\"][n_p1], ds_SMOC[\"lat\"][n_p1], color=\"limegreen\", zorder=2)\n", "ax2.scatter(ds_SMOC_disp[\"lon\"][n_p1], ds_SMOC_disp[\"lat\"][n_p1], zorder=2)\n", "q2 = ax2.quiver(\n", " ds_SMOC_disp[\"lon\"][n_p1],\n", " ds_SMOC_disp[\"lat\"][n_p1],\n", " ds_SMOC_disp[\"dU\"][n_p1],\n", " ds_SMOC_disp[\"dV\"][n_p1],\n", " color=\"w\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=2e-4,\n", " zorder=3,\n", ")\n", "\n", "ax3 = fig.add_subplot(gs[0, 3])\n", "ax3.axis(\"off\")\n", "custom_lines = [\n", " Line2D([0], [0], c=\"tab:blue\", marker=\"o\", markersize=10),\n", " Line2D([0], [0], c=\"limegreen\", marker=\"o\", markersize=10),\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax3.legend(\n", " custom_lines,\n", " [\"with displacement\", \"without displacement\", \"ocean point\", \"land point\"],\n", " bbox_to_anchor=(0.0, 0.6),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ")\n", "\n", "ax2.quiverkey(q1, 1.3, 0.9, 2, \"displacement field\", coordinates=\"axes\")\n", "ax2.quiverkey(q2, 1.3, 0.8, 1e-5, \"particle displacement\", coordinates=\"axes\")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Conclusion\n", "\n", "Figure 5 shows how particles are prevented from approaching the coast in a 5 day simulation. Note that to show each computation, the integration timestep (`dt`) is equal to the output timestep (`outputdt`): 1 hour. This is relatively large, and causes the displacement to be on the order of 4 km and be relatively infrequent. It is advised to use smaller `dt` in real simulations.\n" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "d2s_cmap = copy(plt.get_cmap(\"cmo.deep_r\"))\n", "d2s_cmap.set_over(\"gold\")" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(11, 6), constrained_layout=True)\n", "\n", "ax0 = fig.add_subplot()\n", "ax0.set_title(\"Figure 6. Distance to shore\", fontsize=18)\n", "land = ax0.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", ")\n", "ax0.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=50,\n", " cmap=\"Reds_r\",\n", " edgecolor=\"k\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", ")\n", "ax0.plot(ds_SMOC_disp[\"lon\"].T, ds_SMOC_disp[\"lat\"].T, linewidth=3, zorder=1)\n", "d2s = ax0.scatter(\n", " ds_SMOC_disp[\"lon\"],\n", " ds_SMOC_disp[\"lat\"],\n", " c=ds_SMOC_disp[\"d2s\"],\n", " cmap=d2s_cmap,\n", " s=20,\n", " vmax=0.5,\n", " zorder=2,\n", ")\n", "q2 = ax0.quiver(\n", " ds_SMOC_disp[\"lon\"],\n", " ds_SMOC_disp[\"lat\"],\n", " ds_SMOC_disp[\"dU\"],\n", " ds_SMOC_disp[\"dV\"],\n", " color=\"k\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=2.3e-4,\n", " width=0.003,\n", " zorder=3,\n", ")\n", "\n", "ax0.set_xlim(6.9, 8)\n", "ax0.set_ylim(53.4, 53.8)\n", "ax0.set_ylabel(\"Latitude [degrees]\")\n", "ax0.set_xlabel(\"Longitude [degrees]\")\n", "plt.colorbar(d2s, ax=ax0, label=\"Distance [gridcells]\", extend=\"max\")\n", "\n", "color_land = copy(plt.get_cmap(\"Reds\"))(0)\n", "color_ocean = copy(plt.get_cmap(\"Reds\"))(128)\n", "\n", "custom_lines = [\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax0.legend(\n", " custom_lines,\n", " [\"ocean point\", \"land point\"],\n", " bbox_to_anchor=(0.01, 0.95),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Slip boundary conditions\n", "\n", "The reason trajectories do not neatly follow the coast in A grid velocity fields is that the lack of staggering causes both velocity components to go to zero in the same way towards the cell edge. This no-slip condition can be turned into a free-slip or partial-slip condition by separately considering the cross-shore and along-shore velocity components as in [a staggered C-grid](https://docs.oceanparcels.org/en/latest/examples/documentation_stuck_particles.html#2.-C-grids). Each interpolation of the velocity field must then be corrected with a factor depending on the direction of the boundary.\n", "\n", "These boundary conditions have been implemented in Parcels as `interp_method=partialslip` and `interp_method=freeslip`, which we will show in the plot below\n" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cells_x = np.array([[0, 0], [1, 1], [2, 2]])\n", "cells_y = np.array([[0, 1], [0, 1], [0, 1]])\n", "U0 = 1\n", "V0 = 1\n", "U = np.array([U0, U0, 0, 0, 0, 0])\n", "V = np.array([V0, V0, 0, 0, 0, 0])\n", "xsi = np.linspace(0.001, 0.999)\n", "\n", "u_interp = U0 * (1 - xsi)\n", "v_interp = V0 * (1 - xsi)\n", "\n", "u_freeslip = u_interp\n", "v_freeslip = v_interp / (1 - xsi)\n", "\n", "u_partslip = u_interp\n", "v_partslip = v_interp * (1 - 0.5 * xsi) / (1 - xsi)\n", "\n", "\n", "fig = plt.figure(figsize=(15, 4), constrained_layout=True)\n", "fig.suptitle(\"Figure 7. Boundary conditions\", fontsize=18, y=1.06)\n", "gs = gridspec.GridSpec(ncols=3, nrows=1, figure=fig)\n", "\n", "ax0 = fig.add_subplot(gs[0, 0])\n", "\n", "ax0.pcolormesh(cells_x, cells_y, np.array([[0], [1]]), cmap=\"Greys\", edgecolor=\"k\")\n", "ax0.scatter(cells_x, cells_y, c=\"w\", edgecolor=\"k\")\n", "ax0.quiver(cells_x, cells_y, U, V, scale=15)\n", "\n", "ax0.plot(xsi, u_interp, linewidth=5, label=\"u_interpolation\")\n", "ax0.plot(xsi, v_interp, linestyle=\"dashed\", linewidth=5, label=\"v_interpolation\")\n", "ax0.set_xlim(-0.3, 2.3)\n", "ax0.set_ylim(-0.5, 1.5)\n", "ax0.set_ylabel(\"u - v [-]\", fontsize=14)\n", "ax0.set_xlabel(r\"$\\xi$\", fontsize=14)\n", "ax0.set_title(\"A) Bilinear interpolation\")\n", "ax0.legend(loc=\"lower right\")\n", "\n", "\n", "ax1 = fig.add_subplot(gs[0, 1])\n", "\n", "ax1.pcolormesh(cells_x, cells_y, np.array([[0], [1]]), cmap=\"Greys\", edgecolor=\"k\")\n", "ax1.scatter(cells_x, cells_y, c=\"w\", edgecolor=\"k\")\n", "ax1.quiver(cells_x, cells_y, U, V, scale=15)\n", "\n", "ax1.plot(xsi, u_freeslip, linewidth=5, label=\"u_freeslip\")\n", "ax1.plot(xsi, v_freeslip, linestyle=\"dashed\", linewidth=5, label=\"v_freeslip\")\n", "ax1.set_xlim(-0.3, 2.3)\n", "ax1.set_ylim(-0.5, 1.5)\n", "ax1.set_xlabel(r\"$\\xi$\", fontsize=14)\n", "ax1.text(0.0, 1.3, r\"$v_{freeslip} = v_{interpolation}*\\frac{1}{1-\\xi}$\", fontsize=18)\n", "ax1.set_title(\"B) Free slip condition\")\n", "ax1.legend(loc=\"lower right\")\n", "\n", "ax2 = fig.add_subplot(gs[0, 2])\n", "\n", "ax2.pcolormesh(cells_x, cells_y, np.array([[0], [1]]), cmap=\"Greys\", edgecolor=\"k\")\n", "ax2.scatter(cells_x, cells_y, c=\"w\", edgecolor=\"k\")\n", "ax2.quiver(cells_x, cells_y, U, V, scale=15)\n", "\n", "ax2.plot(xsi, u_partslip, linewidth=5, label=\"u_partialslip\")\n", "ax2.plot(xsi, v_partslip, linestyle=\"dashed\", linewidth=5, label=\"v_partialslip\")\n", "ax2.set_xlim(-0.3, 2.3)\n", "ax2.set_ylim(-0.5, 1.5)\n", "ax2.set_xlabel(r\"$\\xi$\", fontsize=14)\n", "ax2.text(\n", " 0.0,\n", " 1.3,\n", " r\"$v_{partialslip} = v_{interpolation}*\\frac{1-1/2\\xi}{1-\\xi}$\",\n", " fontsize=18,\n", ")\n", "ax2.set_title(\"C) Partial slip condition\")\n", "ax2.legend(loc=\"lower right\");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Consider a grid cell with a solid boundary to the right and vectors $(U0, V0)$ = $(1, 1)$ on the left-hand nodes, as in **figure 7**. Parcels bilinear interpolation will interpolate in the $x$ and $y$ directions. This cell is invariant in the $y$-direction, we will only consider the effect in the direction normal to the boundary. In the x-direction, both u and v will be interpolated along $\\xi$, the normalized $x$-coordinate within the cell. This is plotted with the blue and orange dashed lines in **subfigure 7A**.\n", "\n", "A free slip boundary condition is defined with $\\frac{\\delta v}{\\delta \\xi}=0$. This means that the tangential velocity is constant in the direction normal to the boundary. This can be achieved in a kernel after interpolation by dividing by $(1-\\xi)$. The resulting velocity profiles are shown in **subfigure 7B**.\n", "\n", "A partial slip boundary condition is defined with a tangential velocity profile that decreases toward the boundary, but not to zero. This can be achieved by multiplying the interpolated velocity by $\\frac{1-1/2\\xi}{1-\\xi}$. This is shown in **subfigure 7C**.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "For each direction and boundary condition a different factor must be used (where $\\xi$ and $\\eta$ are the normalized x- and y-coordinates within the cell, respectively):\n", "\n", "- Free slip\n", "\n", " 1: $f_u = \\frac{1}{\\eta}$\n", "\n", " 2: $f_u = \\frac{1}{(1-\\eta)}$\n", "\n", " 4: $f_v = \\frac{1}{\\xi}$\n", "\n", " 8: $f_v = \\frac{1}{(1-\\xi)}$\n", "\n", "- Partial slip\n", "\n", " 1: $f_u = \\frac{1/2+1/2\\eta}{\\eta}$\n", "\n", " 2: $f_u = \\frac{1-1/2\\eta}{1-\\eta}$\n", "\n", " 4: $f_v = \\frac{1/2+1/2\\xi}{\\xi}$\n", "\n", " 8: $f_v = \\frac{1-1/2\\xi}{1-\\xi}$\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We now simulate the three different boundary conditions by advecting the 9 particles from above in a time-evolving SMOC dataset from the [Copernicus Marine Data Store](https://data.marine.copernicus.eu/product/GLOBAL_ANALYSISFORECAST_PHY_001_024/services).\n" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "SMOCfiles = \"SMOC_201907*.nc\"\n", "filenames = {\"U\": SMOCfile, \"V\": SMOCfile}\n", "\n", "variables = {\"U\": \"uo\", \"V\": \"vo\"}\n", "\n", "dims = {\"lon\": \"longitude\", \"lat\": \"latitude\", \"depth\": \"depth\", \"time\": \"time\"}\n", "dimensions = {\"U\": dims, \"V\": dims}\n", "\n", "indices = {\"lon\": range(lonmin, lonmax), \"lat\": range(latmin, latmax)}" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "First up is the **partialslip interpolation** (note that we have to redefine the `FieldSet` because the `interp_method=partialslip` is set there)\n" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in SMOC_partialslip.zarr.\n", "100%|██████████| 360000.0/360000.0 [00:07<00:00, 48812.02it/s]\n" ] } ], "source": [ "fieldset = FieldSet.from_netcdf(\n", " filenames,\n", " variables,\n", " dimensions,\n", " indices=indices,\n", " interp_method={\n", " \"U\": \"partialslip\",\n", " \"V\": \"partialslip\",\n", " }, # Setting the interpolation for U and V\n", ")\n", "\n", "pset = ParticleSet(fieldset=fieldset, pclass=JITParticle, lon=lons, lat=lats, time=time)\n", "\n", "kernels = pset.Kernel(AdvectionRK4)\n", "\n", "output_file = pset.ParticleFile(name=\"SMOC_partialslip.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(kernels, runtime=runtime, dt=dt, output_file=output_file)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "And then we also use the **freeslip** interpolation\n" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in SMOC_freeslip.zarr.\n", "100%|██████████| 360000.0/360000.0 [00:07<00:00, 50729.37it/s]\n" ] } ], "source": [ "fieldset = FieldSet.from_netcdf(\n", " filenames,\n", " variables,\n", " dimensions,\n", " indices=indices,\n", " interp_method={\n", " \"U\": \"freeslip\",\n", " \"V\": \"freeslip\",\n", " }, # Setting the interpolation for U and V\n", ")\n", "pset = ParticleSet(fieldset=fieldset, pclass=JITParticle, lon=lons, lat=lats, time=time)\n", "\n", "kernels = pset.Kernel(AdvectionRK4)\n", "\n", "output_file = pset.ParticleFile(name=\"SMOC_freeslip.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(kernels, runtime=runtime, dt=dt, output_file=output_file)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Now we can load and plot the three different `interpolation_methods`\n" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "ds_SMOC = xr.open_zarr(\"SMOC.zarr\")\n", "ds_SMOC_part = xr.open_zarr(\"SMOC_partialslip.zarr\")\n", "ds_SMOC_free = xr.open_zarr(\"SMOC_freeslip.zarr\")" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(18, 5), constrained_layout=True)\n", "fig.suptitle(\"Figure 8. Solution comparison\", fontsize=18, y=1.06)\n", "gs = gridspec.GridSpec(ncols=3, nrows=1, figure=fig)\n", "\n", "n_p = [[0, 1, 3, 4, 6, 7, 8], 0, 6]\n", "\n", "for i in range(3):\n", " ax = fig.add_subplot(gs[0, i])\n", " ax.set_title(chr(i + 65) + \") Trajectory \" + str(n_p[i]), fontsize=18)\n", " land = ax.pcolormesh(\n", " lon_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lat_vals[latmin : latmax + 1, lonmin : lonmax + 1],\n", " lmask.mask[latmin:latmax, lonmin:lonmax],\n", " cmap=\"Reds_r\",\n", " )\n", " ax.scatter(\n", " lons_plot,\n", " lats_plot,\n", " c=landmask[latmin:latmax, lonmin:lonmax],\n", " s=50,\n", " cmap=\"Reds_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", " )\n", "\n", " ax.scatter(\n", " ds_SMOC[\"lon\"][n_p[i]],\n", " ds_SMOC[\"lat\"][n_p[i]],\n", " s=30,\n", " color=\"limegreen\",\n", " zorder=2,\n", " )\n", "\n", " ax.scatter(\n", " ds_SMOC_disp[\"lon\"][n_p[i]],\n", " ds_SMOC_disp[\"lat\"][n_p[i]],\n", " s=25,\n", " color=\"tab:blue\",\n", " zorder=2,\n", " )\n", "\n", " ax.scatter(\n", " ds_SMOC_part[\"lon\"][n_p[i]],\n", " ds_SMOC_part[\"lat\"][n_p[i]],\n", " s=20,\n", " color=\"magenta\",\n", " zorder=2,\n", " )\n", "\n", " ax.scatter(\n", " ds_SMOC_free[\"lon\"][n_p[i]],\n", " ds_SMOC_free[\"lat\"][n_p[i]],\n", " s=15,\n", " color=\"gold\",\n", " zorder=2,\n", " )\n", "\n", " ax.set_xlim(6.9, 7.6)\n", " ax.set_ylim(53.4, 53.9)\n", " ax.set_ylabel(\"Latitude [degrees]\")\n", " ax.set_xlabel(\"Longitude [degrees]\")\n", "\n", " color_land = copy(plt.get_cmap(\"Reds\"))(0)\n", " color_ocean = copy(plt.get_cmap(\"Reds\"))(128)\n", "\n", " custom_lines = [\n", " Line2D([0], [0], c=\"limegreen\", marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=\"tab:blue\", marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=\"magenta\", marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=\"gold\", marker=\"o\", markersize=10, lw=0),\n", " Line2D(\n", " [0],\n", " [0],\n", " c=color_ocean,\n", " marker=\"o\",\n", " markersize=10,\n", " markeredgecolor=\"k\",\n", " lw=0,\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " ]\n", " ax.legend(\n", " custom_lines,\n", " [\n", " \"basic RK4\",\n", " \"displacement\",\n", " \"partial slip\",\n", " \"free slip\",\n", " \"ocean point\",\n", " \"land point\",\n", " ],\n", " bbox_to_anchor=(0.01, 0.8),\n", " loc=\"center left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", " )" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Figure 8** shows the influence of the different solutions on the particle trajectories near the shore. **Subfigure 8B** shows how the different solutions make trajectory 0 move along the shore and around the corner of the model geometry. **Subfigure 8C** shows how trajectories are unaffected by the different interpolation scheme as long as they do not cross a coastal gridcell.\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": 4 }