From 229bd51674bb9b428683eadcf8dc7e28912a20b3 Mon Sep 17 00:00:00 2001 From: yannk Date: Wed, 27 Apr 2022 23:29:29 +0200 Subject: [PATCH] Adding seats to test basic interaction with object - related to #15 --- maps/basic_setup.tscn | 9 +- maps/imports/ashtarie-bench.gltf | 1966 +++++++++++++++++ maps/imports/ashtarie-bench.gltf.import | 44 + .../ashtarie-bench_base_material.tres | 8 + .../materials/ashtarie-bench_flower-band.tres | 34 + .../materials/ashtarie-bench_flower-side.tres | 22 + maps/objects/ashtarie-bench.gd | 44 + maps/objects/ashtarie-bench.tscn | 697 ++++++ .../ashtarie-bench_flower-band.gdshader | 42 + maps/shaders/ashtarie-bench_flower.gdshader | 42 + maps/textures/patterns/vegetal_001.png | Bin 0 -> 227266 bytes maps/textures/patterns/vegetal_001.png.import | 35 + maps/textures/patterns/vegetal_002.png | Bin 0 -> 95232 bytes maps/textures/patterns/vegetal_002.png.import | 33 + maps/textures/patterns/vegetal_003.png | Bin 0 -> 185655 bytes maps/textures/patterns/vegetal_003.png.import | 35 + maps/textures/patterns/vegetal_004.png | Bin 0 -> 55802 bytes maps/textures/patterns/vegetal_004.png.import | 33 + maps/textures/patterns/vegetal_005.png | Bin 0 -> 70469 bytes maps/textures/patterns/vegetal_005.png.import | 33 + maps/textures/patterns/vegetal_006.png | Bin 0 -> 178226 bytes maps/textures/patterns/vegetal_006.png.import | 35 + maps/textures/patterns/vegetal_007.png | Bin 0 -> 120580 bytes maps/textures/patterns/vegetal_007.png.import | 35 + maps/textures/patterns/vegetal_008.png | Bin 0 -> 148097 bytes maps/textures/patterns/vegetal_008.png.import | 35 + maps/textures/patterns/vegetal_009.png | Bin 0 -> 442873 bytes maps/textures/patterns/vegetal_009.png.import | 35 + maps/textures/patterns/vegetal_010.png | Bin 0 -> 54030 bytes maps/textures/patterns/vegetal_010.png.import | 33 + maps/textures/patterns/vegetal_011.png | Bin 0 -> 40150 bytes maps/textures/patterns/vegetal_011.png.import | 33 + maps/textures/patterns/vegetal_012.png | Bin 0 -> 31212 bytes maps/textures/patterns/vegetal_012.png.import | 33 + maps/textures/patterns/vegetal_013.png | Bin 0 -> 39128 bytes maps/textures/patterns/vegetal_013.png.import | 33 + 36 files changed, 3348 insertions(+), 1 deletion(-) create mode 100644 maps/imports/ashtarie-bench.gltf create mode 100644 maps/imports/ashtarie-bench.gltf.import create mode 100644 maps/materials/ashtarie-bench_base_material.tres create mode 100644 maps/materials/ashtarie-bench_flower-band.tres create mode 100644 maps/materials/ashtarie-bench_flower-side.tres create mode 100644 maps/objects/ashtarie-bench.gd create mode 100644 maps/objects/ashtarie-bench.tscn create mode 100644 maps/shaders/ashtarie-bench_flower-band.gdshader create mode 100644 maps/shaders/ashtarie-bench_flower.gdshader create mode 100644 maps/textures/patterns/vegetal_001.png create mode 100644 maps/textures/patterns/vegetal_001.png.import create mode 100644 maps/textures/patterns/vegetal_002.png create mode 100644 maps/textures/patterns/vegetal_002.png.import create mode 100644 maps/textures/patterns/vegetal_003.png create mode 100644 maps/textures/patterns/vegetal_003.png.import create mode 100644 maps/textures/patterns/vegetal_004.png create mode 100644 maps/textures/patterns/vegetal_004.png.import create mode 100644 maps/textures/patterns/vegetal_005.png create mode 100644 maps/textures/patterns/vegetal_005.png.import create mode 100644 maps/textures/patterns/vegetal_006.png create mode 100644 maps/textures/patterns/vegetal_006.png.import create mode 100644 maps/textures/patterns/vegetal_007.png create mode 100644 maps/textures/patterns/vegetal_007.png.import create mode 100644 maps/textures/patterns/vegetal_008.png create mode 100644 maps/textures/patterns/vegetal_008.png.import create mode 100644 maps/textures/patterns/vegetal_009.png create mode 100644 maps/textures/patterns/vegetal_009.png.import create mode 100644 maps/textures/patterns/vegetal_010.png create mode 100644 maps/textures/patterns/vegetal_010.png.import create mode 100644 maps/textures/patterns/vegetal_011.png create mode 100644 maps/textures/patterns/vegetal_011.png.import create mode 100644 maps/textures/patterns/vegetal_012.png create mode 100644 maps/textures/patterns/vegetal_012.png.import create mode 100644 maps/textures/patterns/vegetal_013.png create mode 100644 maps/textures/patterns/vegetal_013.png.import diff --git a/maps/basic_setup.tscn b/maps/basic_setup.tscn index 24d5bb3..4b41064 100644 --- a/maps/basic_setup.tscn +++ b/maps/basic_setup.tscn @@ -1,4 +1,4 @@ -[gd_scene load_steps=24 format=3 uid="uid://b8p2h0rmwy7qn"] +[gd_scene load_steps=25 format=3 uid="uid://b8p2h0rmwy7qn"] [ext_resource type="Material" uid="uid://dpegsmygxcfmv" path="res://maps/materials/basic_ground.material" id="1_lodye"] [ext_resource type="Shader" path="res://maps/shaders/khanat_sky.gdshader" id="1_mheqi"] @@ -18,6 +18,7 @@ [ext_resource type="PackedScene" uid="uid://b2vv2knvetbwf" path="res://maps/objects/panel-mega.tscn" id="11_y1j8d"] [ext_resource type="PackedScene" uid="uid://bfo13c5k8xu0x" path="res://maps/natural_ground.tscn" id="12_r7x73"] [ext_resource type="PackedScene" uid="uid://mdsxnqsijdqv" path="res://maps/dispensaire_01.tscn" id="13_ald41"] +[ext_resource type="PackedScene" uid="uid://uyxppgx6n0ws" path="res://maps/objects/ashtarie-bench.tscn" id="15_k5x3t"] [sub_resource type="ShaderMaterial" id="ShaderMaterial_s2q0l"] shader = ExtResource( "1_mheqi" ) @@ -159,3 +160,9 @@ transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 65, 0.05, -15) [node name="dispensaire_01" parent="." instance=ExtResource( "13_ald41" )] transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -7.073, -89.152) + +[node name="ashtarie-bench" parent="." instance=ExtResource( "15_k5x3t" )] +transform = Transform3D(0.707107, 0, 0.707107, 0, 1, 0, -0.707107, 0, 0.707107, -17, 0, -3) + +[node name="ashtarie-bench2" parent="." 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IWTt0+ERERERERkWEPWAa4r4bBf79HgVVTt1NERERERERk2AJWBJ6scfDf702UF0BERERERESkecBawEsNDP77TQf2S91uERERERERkWEDWAWfrT+F01ByQBERka7iUgcgIiIi+QHLmNktZrZiwSKmm9lNZnaXmU02s0XMbFMz28zMRkSW8Wcz29c5927BGERERERERESkHWBhYFzBJ/fvAt8HlmhT9nLAT4k/RvAuYLGm+0BERERERESkpwEjgesKDv5vBFaJrGc94N+R5T4MLFt320VERERERESGDeCXBQf/vwJG5qxrbuDcyPKfBVavq90iIiIiIiIiwwZweIGB/1Rg/5L1fh2YFVHXq8D6VbVXREREREREZNgBPgjMzDn4nwC8v6L6dwDeiaxzsyrqFBERERERERlWgCWBl3IO/t8C3ltxHB8AJkfU/Q6wbZV1i4iIiIiIiPQ0YA7gnzkH/68C69QUz2bApIgYpgN71BGDiIiIiIiISM8Bjsg5+H8FWLvmmDYCxkfEMgvYt85YRERERERERLoesDY+iV+ewf9qDcW2ETAxchJgryZiEhEREREREek6wJzAv3IM/icAGzYc46bA25GTAPs0GZuIiIiIiIhIVwB+kGPw/zaJMu8DOwIzIicB9k4Ro4iIiIiIiEhHaj1ZnxU5+J8BfCRxvJ8CZkfGukvKWEVEREREREQ6AjAv8Fjk4B/gwNQxm5kBX8wxYbFz6nhFREREREREkgJOyjH4PyF1vAMBx0TGPR3YKXW8IiIiIiIiIkkAaxG3nx7gYmCO1DEPBpwTGf80YIvU8YqIiIiIiIg0DrgucvD8KLBA6niHAowEbopsxyRgg9Qxi4iIiIiIiDQG2Dty0DwFWCt1vFmApYDnI9vzErBi6phFREREREREagfMD7wYMVjuA3ZPHW8MYEPgnchJgCeAJVLHLCIiIiIiIlIr4hP/nZY61jyAfVqTFjFuA+ZJHbOIiIiIiIhILYhP/DcOGJ063ryAH0ZOAAD8FZgzdcwiIiIiIiIilSMu8d80YN3UsRYBzAFcm2MS4FepYxYRERERERGpFLBt5KD4sNSxlgEsCbyaYxLgS6ljFhEREREREakE4IB7IgbD1wMudbxlAR8jPh/ADOBDqWMWERERERERKQ3YI2Ig/A6waupYqwL8NHICAOA1YNnUMYuIiIiIiIgUBowAHo4YBB+ROtYqAXMB9+aYBLgRGJE6bhEREREREZFCgM9FDH7v6sXBL/7Ug3dyTAJ8LXXMIiIiIiIiIrkBcwPPBQa9s4ANUsdaF+CgHBMA04CVU8csIiIiIiIikgvw1YhB789Sx1knfALEPEcDXpQ6ZhEREREREZFowHzA64HB7uvAwqljrRuwOjA1cgKgD1gzdcwiIiLdbo7UAYiIiAwjB5nZ4oFrjnLOTWgimJScc4+b2XGxl5vZFjWGIyIiIiIiIlINYBTwYuBJ993AsJmcB0YC90WuAjgjdbwiIiIiIiIiQcBnIwa5W6aOs2nAJvikhyG3pY5VREREREREJBM+6d24wAD376njTAU4OWICYDawdOpYRURERERERNoCdokY3K6XOs5UgHmBlyImAQ5NHauIiIiIiIhIW8DtgYHtealjTA3YL2ICQNsAREREREREpDMBHw4MamcBq6eOMzVgDnwSxJCNU8cqIiIiIiIi8l+AKwMD2nNSx9gpIiZL1F8iIiIiIiLSeYB1gb6MwexMYNXUcXYS4NLABMBUYInUcYqIiIiIiIj8H+CXepqdD7AKMD3Qbz9OHaeIiIiIiIiImZkB8wOTMgaxfcCaqePsRMCpgQmAd9GRgCIiIiIiItIJgC8GBrF/SR1jpwIWBaYE+u/U1HGKiIiIiIiIGHB/YAC7WeoYOxlwUqD/pgJjUscpIiIiIiIiwxiwWWDwekfqGDsdsCTwTqAfT04dp4iIiIiIiAxjwPmBgesuqWPsBoRzAbwNLJ46ThERERERERmG8PvXp2YMWp8DRqSOsxsAY/AJ/7KckDpOERERERERGYaArwUGrEeljrGbAD8P9OckYOHUcYqIiIiIiMgwAjjg8YzB6jRgidRxdhNguVa/Zflq6jhFRERERERkGAE2DwxUf5s6xm4EnBPo13GpYxQREREREZFhBPhFYKCqo/8KAMYG+hVg89RxioiIiIiIyDAAjATeyBigPga41HF2K+C2wATAealjFBERERERkWEA+FhggHpk6hi7GbBPoH/fRckARUREREREpG7AHzMGpzOBpVPH2M2AUcArgUmAQ1LHKSIiIiIiIj0MmBd4O2NgekXqGHsBcExgAuCW1DGKiIiIiIhIDwP2DQxM90gdYy8AxgDTM/q5D1g+dZwiIiIiIiLSo4ArMwalbwPzpI6xVwB/Cky2HJY6RhEREREREelBwJL4Pf7t/CF1jCHAnMBuwCnAicCOwKjUcQ0F2CkwAXBb6hhFRERERESkBwGHBAakO6WOMQuwOfDAEHG/1GrbnKljHAifDDDruEVtAxAREREREZHqAVdlDEbfokOfpJuZAV8le/UCwJ3ACqljHQg4PRDzEaljFBERERERkR4CzA9MyxiInp86xqEAI4CzA4PogcYD26eOux+waSDem1PHKCIiIiIiIj0E2DUwEN01dYyDASOBC3IM/vvNBr6cOn4zM8ABT2TEOhNYJHWcIiIiIiIi0iOAczIGoe8C86aOcaDW4P8vBQb/A309dTvMzIDvBeLcK3WMIiIiIiIi0gOAOYDXMgagl6WOcaBWvL8tOfjvd3QHtGfVQIwduf1CREREREREugzw/sAAdP/UMQ4EnFbJ0P8/DumANj2YEd/rwBypYxQREREREZEuB5yQMfjsA5ZKHWM/4MgKB/79ZgE7Jm7XDwMxvi9lfCIiIiIiItIDyH76fG/q+PrhExXOrmjQP9jbwNiEbdssEN+xqWITERERERGRHgCsFBh4/ih1jGZmwNjWIL1OLwNjErVvBPBGRmy3pIhLRESkU2lvnIiISH5bB16/qpEoMgBLmNllZlb3SQRjzOyPwIia6/kvzrnZZnZlxiWbAPM0FY+IiEin0wSAiIhIfh/KeO1tM7utqUCGgk9+93szWyb2LWb2mJndaGb3m9m0nFV+yMyOy/meqlyR8dooM9u0qUBERERERESkxwAvZiw7z3oi3VR8x0Qu358CfHfwEn5gND53wM2R5YDPM7B9grYuCMzIiCvVxISIiIiIiIh0M8Lnz38zcXwfJS7p393AihHl7QFMiCgPYDwJ8gEAN2bEdGPT8YiIiIiIiEgPAD4XGAT/T8LYlgVejxioXw9E5wYAVgcejigX4K91trFNfN/PiGcaMLrpmERERERERKTLAednDDanACMTxTUSuCVigP4gsGCB8hcAro6bA+BzdbQxI7ZtAvF8uMl4REREREREpAcAz2UMNK9OGNdPIgbmE4BVS9QxD3BbRD2TiNheUBX85MSsjHiSbssQERERERGRLgOsGBj4fi9RXDsAfYHYKknSBywCPBQxCfBPwFXRvsi47smI5eKm4hAREREREZEeAHwmMOjdJkFMiwKvRAzIv1NhncsCr0bUuX9VdUbEdGpGHM82FYeIiIiIiIj0AOA3GYPMPmDhBDFdGDEQv4yKn8YD2xFedfAGsFiV9WbE84lALEs0EYeIiIiIiIj0AOC+jAHmIwni2TNi8P8oBZL+Rdb/vxH1n11H3UPEsmQgjtLbH0RERERERGQYAEYB0zMGmOc2HM8YYHxg0DsZWKvGGOYC/h2IoQ/4QF0xDIrnhYw4vttEDCIiIp1sjtQBiIiIdIm1zGxUxuv3NBVIy6/NbNGM1zGz/Z1zD9cVgHNuupntZ2azsi4zs18Ac9YVxwAPZLy2cQP1i4iIdDRNAIiIiMTZIPD6vxuJwsyAz5vZjoHLfuScu6TuWJxzD5jZ6YHL1jazL9Qdi2VPAKzZQP0iIiIdrbHjeURERLoZcIqZHdbuZTNbyDk3uYE4VjA/0F0g47JrzGw759zsuuNpxbSgmT1qZktlXPaGma3unJtYYxz7mNnv27w828zmba1aaBw+CePSZrZc63/7kyMubGbTzWxy6+s1M3vWzF5yzvU1H6mIiIiIiMgwhz/Xvp0nGozjmsCe+1dIkPEe2DcQF8BJNcewTqD+teusf1As8wIfwydKvAGYFNE/A00HHgTOBg4C1m0qdhERERERkWENeDNjsPanhmLYOzBonA1s1UQsQ8TmgNsC8U0DVqkxhpGtOtrZta66W/WPxk+EXB2Io6gXgDOBHYGRdbZFRERERERkWAKWDwzMas8wDywAvByI44S64wjEuGXEIPaimmPIOqrxqJrqXA44DZgQ0f6qvN6qc7062iQiIiIiIjIsATsFBmN7NBDDaYEYbqOZTPuhOK8PxNkHbFRj/b/PqPu8iutaGvg59Tztz+Na/KoAJXcWEZFMyW8URESku+ATvq1vZmuYT2Y2pvW1gJnNN/BSM5toZhPMbJL55GZP9X85515qMOyyQnvHH62zcmBDMzsk45J3zGxf51zWcXxN+Y6Z3ZzxujOz4yx8ikFRz2a8tmIVFbQG2geb2QmWnYyxKVu2vu4DjnLOXZk6IBERERER6ULAMsABwJ+Apyt8avkWcBVwXOvp5YKp29oOcFZGO2YBc9dY9xzA7YG+PLiu+otofa4hm9ZU94EZdT5SQfkrE851kNqNQOjYShERERERETNgceCbwL0NDlpmANcBRwCrpe6DgfBZ3Nt5sua6Dwj029X4I+Y6BrBpxOd9bU11b5tR51sly/4YfuKqG8wETgbmC7dMRESGi466YRARkbTwe7MPM7M9zGyuxOHcYWa/MbMLnXNTUgYCvGBmy7Z5+Srn3HY11buY+e0Fi7a5ZKKZreuce7GO+ssAbjWz9wcu28I5d0PF9a5pZg+3e9nM5nbOzShQ7nfN7Bir5t4JM3vEzMaZ2dPmty282fr3KWa2kJktbGZLmd9qs6aZrWXFtm4+Z357SNa2DBERERERGS6AMcA5+GPkOs3bwOnAcon6Zm6y++WMGuv+TaBvDqyr7rKA3SI+28pXAQDzBupsN5HTrjwHnBrRlpCX8QkDdwAWKdCuBfArEH4GvJqz7ln4rTbK/SQiIiIiMly1BjeHAZMrGODUbTpwBg1PBACrBuL6ek31bkj2xMOtdHDWd2AEcTkjNqmh7jcy6huboxwHnBnRhnamA78DPlDlZwXMiZ8M+FvOeK4D2q0mERERERGRXoVP7ndNicFNKu8AX6ehp5nABwPx7FZTvddl1DkDWLeOequEn1wKubiGeu/JqG+rHOWcEBH/UKYA3wfGVN22IWIcC1yWI7YngbXqjktERDqTcgCIiAxDwA5mdp6131uex7Pm9zGPN3/k3wTze9P7OTNbpFXXkma2upmtZOWPor3fzD7nnLunZDmZgL3M7I8Zl2xcdQytz+evGZf82Dl3ZJV11gGY38xeMLOsEx76zGwt59xjFdb7NzPbvs3LuznnLoko40Az+2XOqmeZ2Vlmdqxz7tWc7y0F2M7Mfm5mK0dcPtHMdnDO3VZvVCIiIiIikgx+SfPRFN/rPwm4EDgU/2R8oYJxjMJniv8mcH2JeKYCn6m6nwbFekQghsUqrm9OYFxGfa/iB9ZdAfhpxOd4VsV1/iGjrs9FvH9zfBb9PP4FrFdlO/IC5sHny4gxBfhIynhFRERERKQm+GR2F+Uc1IDfT/0zYGtgVE2xLQscCbxUID6AU4ARNcV2Uka906n4CD5g/0BbOzbx31CA9SI+v+lUuFwe+EVGXYcH3rsQ8GxEzP2m4SeyOibBHrA3foAfMhXYMnW8IiIiIiJSIWBBss+yH8rjwMHAPA3GOTdwCPB6zljBJ2urfGsbcFZGnc9VXNco4JmM+h6igwaasYC7Ij6/71VY348y6jkx8N4LImLt9wLwvqrirhKwAXGnBUwmR2JEERERERHpYMDiwL05BjXP4o9wS5ZhHlgUOBvoyxE3wEk1xHJJRn13VFzXQYH27VBlfU0BvhDx2b0MjKyovqMy6rkg4337RsTZ73pgiSrirQuwGtkTSv1eA1ZNHa+IiIiIiJSAX87878gBzQz8k9PGnviHAJ/A5x3II7jHO2cM/8yo6y8V1jM3/olyO3dVVVfT8GfYvx3x2e1VUX2HZNRxe5v3rABMjIgR/CqBWrbDVA1YCT+5EvIgMF/qeEVEREREpABgXvxZ8TEeBtZOHfNQgNWBRyPbAX4Qt1yF9WdNoPyiwnq+GGjXTlXVlQJ+RUfILRXV9amMOiYwKF8EMAK4MSI+8En2kq2OKQLYkLiJtAuoYRuNiIiIiIjUCJ/tP2vp+kBXAAukjjkLfhtD1tnug/29wrqzJh9+UFEdcwJPZdRzH10+MAM+EPnZbVhBXTsF6hg76PqfRcZ2ctnYUgG2J25LzZdSxyoiIiIiIjkAx0YOaH5ElzzNxC8jj13RABXtlyd7YH5ERXXsE2jLnlXUkxJ+Uur5iM/t9Arq2iFQx/EDrg0d89jvHLp/EubEiHa+A6yWOlYREREREYlA/JO+Sp5eNwlYGHggcsD2IBUcDUj2vvz9Kyjf4Z/wt1NZcrzUyD5Ssd9bwNwl69kxUMdUfKLACyPiAbiULjx9YTBgJHB7RHtvoUsmBkVEREREhi1gMeCViBv8n6eOtShgaeIymwN8toL6so5S27mC8j8SaMOxZevoFMDGkZ/bHiXrCU0A5HEvHZQYsyxgHXzCz5CDUscqIiIiIiIZgIsjbuwvpMuf7gHrEZdV/kVgdMm63swo/0MVtOWijPJnAsuUraOTAE9EfG5/K1nHxyLqiDEeWLGipncM4McRbX8dWCh1rCIiIiIiMgRg24ib+qfp8IR/sYDdidvq8K2S9UzIKHvjkmWPIftp7KVlyu9EwPERn9lMYOkSdVQxATAL2LLKtncKYD7ijgb8SepYRURERERkEGAU4aPyZgKbpo61SsQ9yZwILFaijqzj09YqGf+3A7GXWgrfifBL0GN8rUQdoVMAYnRdjow8gK9E9ME0YEzqWEVEREREZADg0Iib+Z7ZS94Pn9Tsroi2n1qijqytBiuVjD9r0mYSJbcvdCpgXMRndmeJ8stOANwLjKqyzZ0GGE3cKoAfp45VRERERERa8E//Q8ervUgPJTIbCFgVmBxo/3Rg5YLlv5tR7lIl4l4vEPO5RcvudMAPA20Hv71j+YLl7xZRfjvTgHWqbnMnIu4IxMnAwqljFRGRanR1EigRETEzs0+b2XKBa77rnHu3iWCa5px70swOC1w2ysyKLunO+ls5tWCZZma7B16/uETZne7yiGucme1asPwyA9YTnHMPlXh/NznXzKYFrpnfzParPRIREREREQnDL1fO8jA9cIZ5FsAB1wT6oQ/4nwJlz8wos/CqCuCejHKnlim70wFzEHdc5c0Fyz8youyhPNfL/T4U4HcR/fJg6jhFRERERIY94H8ibt4/nTrOJgCrkb1cH+CGAuXOziiv0B59YPFAuVcVKbebAGdFfO/OpkASOuK2GAzl43W0tZMBH4rsm01SxyoiIuVpC4CISHc7IPD6RDP7UxOBpOace8LMjg9c9iEgtPR+sKy/leQsq9+WgXKvLFhuN4nZBjCHmW1XoOwiWwCuds5dVuB93e5mM3st4rp96g5ERERERETaAOYE3gw8tftZ6jibhD8V4IFAnzxL5JP7Vh9nKZQpHvhVoNw1i5TbTYB5CK/YAPhDgbIvjCh3oD5gbB3t7AbAmRF99HjqOEVEpDytABAR6V4fNLNFAtf8polAOoVzbqb5VRF9GZetYGZfjyxy3sDrRVcAvC/jtfFm9mjBcrtGKynltRGXbgm4nMXnXQFwhXPunpzv6SUxKx9WA1arPRIREamVJgBERLpXaL/y8865+xqJpIM45+40s9MDlx0JhE5OMPMZ0LPkTq4IzGtma2dccptzrujEQreJ2eqwhJmtn7Pc0MTYQJjZMTnL7zXXm9nMiOuKbMcQEZEOogkAEZHutUXg9Zinq73qaDN7OeP1eczsxIhyQhMAc0VH9B9jLXvi4NYCZXar2O/RrXKWGzO50+8y59y9OcvvKc65d8zs/ohLc5+iISIinUUTACIiXQhYxLKfIpsN4wkA59wUM/t24LK9gM0D1ywQeL3IBMB7A6/fVqDMrtRK3PhsxKWhya7/A8xnftVArJiJoOEgZuJJJwGIiHQ5TQCIiHSnzSz8O/y6JgLpYOeZWdaTXWdmpwJZ/VjHCoCsCQAs7klsL7km4po8A8+Vc1x7s3PujhzX97LbI65ZBShywoKIiHSI3HsXRUSkI2wYeP1l59zrjUTSoZxzfcARZvbPjMvGmtmXzezUNq/XMQGQlQDwmdbqheHkWgsfZ7k4sIJz7rmI8vJMAJyU49pe91DENc78yqNbao7lvwBLmP+9t5qZrWpmy5rZgma2UCsuM7NJZva2mT1nZi+Z2SNmdrdzLms7kIjIsKIJABGR7hRa/v9YI1F0OOfc9cBllp0w8fvAZc65Z4Z4bbFAFfPliQdYysyWz7jkgTzl9YjrzJ/aEFrRsrH5gV1I7ATAI2b218hrh4MnzWy2mY0IXLeCNTAB0EqWub35xIPvN7P3lCjrFfPfZ383s6udc29VEqSISBfSFgARke60TuB1TQD8xzcsO8P5vGZ2ZputAKsGyl4oZyyh/f/DbgLAOfemmf074tKxkUWuFHndT4bRaQtBzrnpFpePYYW6YgBGALsAl5rZG2Z2kZntbyUG/y1jzOxTZvYHM3sV+AvwMUAPwkRk2NEEgIhIl2kNVEMD054/Rz6Wc+5xMzsjcNmWZnbUEP++ZuB9C+YMZ63A6+NyltcrYvIAxE4AxKwAeMXMfh9Z3nDyeMQ1eU5YiAIsChxtZs+Y2Z/Nr9gZXXU9LSPNbGczu9zMngQOBeqqS0Sk42gCQESk+yxpZqMC17zURCBd5DgzCy37PQb4v3POgVFm9qHAe/JOAIQmFJ7MWV6vuCHimvUjy4p5Wnxa64l35YCRwMJdmizvtYhr8n7PtwUsCBxrZk+b2fethsmFgBXM7Gdm9gzwBSC0/UFEpOtp6ZOISPeJuUmeXHsUXcQ59xZwvJmdknHZCDP7M7CPc+4vZvY5Cx8DmHcwtEbg9adyltcrbjezWZZ9X7IksKRzru0gFVjAwisAppjZr/KHaAY4M1vXfDK6VVtfq5jZiubzQYwedL2Z2UQzm9D6etl87oHHWv/7aIftR38j4pp5y1bSGmgfYmbfM7NFypZXgSXNf08cDBzinBs2R3GKyPCjCQARkQytp8Brml+6vYL5vaRLmM8O358Bfqb5zNNvmdkLZva8+aXcDznnZtQQ1jIR12gC4L+dYWZfsuwB4tzmJwEeNT+wC1k8ZwxZEwBvOOcm5SyvJzjnpgD3mU/0l2U9y94usJ79JyN8O792zk2MjQ1Yzsy2NrOtzG8VWSL2vS0Ltb5WMrONzGzHQeU/aWY3tr5ucM69kLP8KsVMAMxTpgJgrPnBduyWjiZtYGY3ASeb2XfrWiUiIpKSJgBERAYAFjV/s7+ZmW1uPtle0d+VM1qDmmvN7Cozu905N6uCMGOemGkCYBDn3AzgGDM7P+Ly0JP6fkvF1g8sbdkrCobr8v9+t1j5CYDQNoFZZnZaKJDWxN+eZvZZ89tAQpMKZfSvJPhcq+4nzewSM7vAOXdfjfUOZXzENYX2y7f22R9vZodZ+KSBlEaYTxy6LbCrc264rsoRkR6lCQARGfaAMWa2t/nEU5tZdTeno8xnfX+v+QRzrwK/M7NznHMPlyg3Ztn52yXK72W/N39zHzpFIdaYHNeGJhWeLRFHL7jZ/OAwy3qB10MTANdmPWFvHT13oJkdbnErbeqwqpkdaWZHAo+Z2YVmdn5DA9FpEdfkPjkB2MzMzjaz1XNH9B+vm9nd5hMVPmM+X8EUM5thfuXOAuZ/Hlcy/32wgeU8pnOQ9czsLmAv51xMkkoRERER6VSt46Z2Bf4OzKJZfcDfWjfFRWI/NqKO1arus14B7FzhZ3l3jnoPCZR1Up3t7nTAEvifjSz3Bsq4K/D+vdu8bzTwVeDVmA89gdn4o+tCSSlLAXaPiOXmHOWNBv63FX9e04DLgYOAmJMdBtc9J/BB4IfAcwXq7zcL2C9v/SIiIiLSAYB5gK8AT5W4IazS34FcT8WAkyPKDT0pHbYAB9xZ0ecXfdoC8LNAWV+ps93dAHgk0EfTgJFt3jsCeDfw3nkGvaf/98HLcR93R7gH2AOfkLDq/o+ZHLspsqzNgccLtO8+4GCgsuSAwBzA1sBVBeIBPzE17H8+RURERLoG/knUYXTmE75pwPG0GdgM0ZbTIsrctO4+7WbAlhV9drOBucI1mgHXBMrare52dzrgzIg+f2+b964feN8TA65dFPgu8EZEfXnNwv+eeQi4Gz+gfQqYWHE9d1BwFVFG/+8YUe9dgTLmAU4l/1P/a4Atq2xPm/g2Bm7IGVu/L9Udn4iIiIiUhF/WWmYJaFPuAoKZ54GfR5RV+410twOurehzi1rBQfhp6LCftAE+HdHfh7d576GB980Gfg1cgZ90q8K7+FU8R+EHzysE2jc/sC7wGeAM4IGSM5z+yAAAIABJREFU9fcBfwJWqqj/Y1YAtM1fAnwAeCJnG+4Etqgi/jyAPYHXc8Y6G9in6VhFREREJAKwCnBdzhu8WLOACTWUOwnYNtCuX0SUs2tT/dytgPcR3nMeI/PzGlDf24FyVqy5yR0PeE9Ef1/S5r0Xlv4k47wLnA9sg89sX7bNKwNHAPeWiGky8NkKYvlURF3/dVQgsCTwK/I99R8PHADMUTbuolpx/zVnX88APpAqZhEREREZBL/H+0uEB1yx3gH+ARwHbA8sxYD9t63//xHgGOD+CuqbCXw+o31nRJQx5FPSTgXMB6yNH1TtB3wBn/zrq/inwjvgl+7OX3G9l1bweR0cUc+CEeVkHRE4LOD3aoeWyr/GEPvfqX8f/7P43ysL1dj+zYALKJY0D+ASYLES9R8cWc/7WtcvgF/9MDlnnH8BFq+u54rD/704hnyTga/gj/UUERERkZSAxYArc96MDmUmfmnvp4BcR0kBGwK/a5VRxvcZeqBzSsR7f1pdr1YPWAmfFf93wKPku/l+Fv/U7mv4vi78BBFYh+KDrX4/iahnzUAZM6ghqVs3Im5rxuqD3rNayc8wywv4yahRDfbBuviTQop4Cdi4YL1fj6xjAnALfnI0j3eoYKVCHfBbAqbnaMstgI7TFhEREUkFv6T7+Zw3pIM9ix9Yln46hb+JL7sF4XcMGngAP4p43+Vl468aftB/PD45WpVexWfY35QCg2jgtyXr/3tEHaGkg68V69XeA5wQ0edfGfSe0BGLRcwEfgLMm7AvtsNPQOQ1hcitKYPqizlitKjHgHXr6Keq4Ps76ySJwb6VOmYRERGRYQl/LNbUEjentwC7UcMTHWBX4JkSsd3EgCRf+OWqIQ9U3Y4i8MtrdwKupvyT9hiP4weD0YM2fK6IGSXqfD6ijn0DZTxarqd7B7BLRJ/fOOg9RbO6t3MfsGGqPhgIv33k3AJtmAF8OmddMUeMFnElXbLFBb/NK/b3wTRgndQxi4iIiAwrwDconsztcmCTBmKcD5+BvKi38YnC5gd+GXH9OyRcnorfy707fiCVwlv4LRRR+7WJS6zYTh+wYKD8IwNl3FZNz3c/YNnIPl+7df3aVJPMsd/ZVJDcr2rAF8k/UdUH7J2jjjK/o9o5ky5bKg/sQ/z31M1o+46IiIhIMyi+ZPUaWomsGo73Y/gkZk1Yv+n2tdr4fuCehtoY8iZ+S8fcgZhXwZ/sUNT7A+WfFnj/X6v9FLobcQn9rsXn/KjqOMfpwOdStz0L8CHynz4ylcgjJvFHJFbpxLr7pC747Uqx9kgdr4iIiEjPwz/hzesx4COJ416C/EdPFXFAgnadR7VPY6vyNOHjFf9UovyDSpb922o/je5GNacz5PE2sE3qdscAxuIntvJ4jYhjJil3FOFgweSYnQy/iil2QuQZYK7UMYuIiIj0LPzxcHnMBH5I4ElwU/B744+k/EkBWX7dYHt2AV6vsS1V+T2wRJs2/E+Jcs8O9M/NgfefVs8n052Ao0t8FnlNILCCo9MAG+C3ueRxBzAiUO4bFfXpKU31RZ3wK0xeimxzoxOuIiIiIsMG/rimPAnlHgU2Sh33UPBLeus6v/y+BuKfn2IJylIaD3yqTXvuKFjmQ4F+eizw/mNq+YC6FPDRgp9DXlNoIAdIHfAnS+TNCXB4RnmjK+rTn9FDe+Lx34sxq5qeJDDBIiIiIiI54Z985Tmm6QoCCdpSA5YC/pnzJjvGTGC+GuNeHRhXYbzP4Y9N/CNwOnAK8Ct8UrargUeodsXEFcAyg9r0pYJlzQbmz+iriYH3f7muz6kbAWMKfg55zKBLlv23AxyQs81vAQu3KWu1Cvr0XHpo8N8POCuy/bunjlVERESkZwAL45+yxOjDJ3GaI3XcMYARwKl577Yj1JLvAJ/MMDSozTILuBF/pOGHiTwiDJgH2By/feI2yh8tOBH4Jq2s78D6Jcraok3Mc0W8d8gVCcMZ+Ze459EHfDJ1G6sAnJ+z7ce0KWfLkn16Gz26Dx5YlLjtEVenjlVERESkZwAXRd6I9gFfTB1vEcBBVPuU+zs1xHgoxQfeN+PbOOQ+/AKxjMFPBjxdsp+ex58W8J0SZQzZ18ByEe/dsYr+6CXALSU+i5CuTlA3ELAg8GyOtr8MjByinCNK9OcLwFIp2t8U4lZbzAZWSB2riIiISNcD9oq8Ee0DDk0dbxnAVuQ/6qudKyuO7dsFYngXv4S2tmMJ8Rm7P061Wczz+meb2MZGvPfDdfVNt6KeM+kBbmWIAXA3I//T+62GKOOPBfvzXWDjFO1uEn6VVsyWp6NSxyoiIiLS1YDFiT/26qup460CsAb+aKmyJlDRNgjg8Jx1TwdOBhatov7IGB2wG/BUBX2X11RaWwkGxbRdxHt7fgCVF/lP+ojxBrBs6rbVAbgkRz+cPMT7Y7dXDdYTWyli4CcZQ+5MHaeIiIhIVwN+GXkjelbqWKuEXzoeyh4fY90KYvkkcZmwaV13IbByFf1QMN7R+PwCUyvovzy2HCKW/SLet0aKfupkwDY1fD77pG5XXYBVgGmR/XDjoPcuQvzP90A/T9XeVIB/BfqkD1g6dZwiIiIiXQmflG1WxI3onfRgAipgSeD+AjfmAx1UMoaNiT954RVgu6raXxbwHuCukv2XxwlDxPDdiPf15FPpMojLnZDH31K3qW74I/hivDbofZ8o0J+PA/OmamsqwE4RfbNf6jhFREREuhJwWcTN1lvAcqljrQv+6VyZQez5JepeCp/gK8alwOJVtr0KwJzAscRNJJX14BD1nxPxviGPZhvO8Ns5Jlf0uUxhGCRnA1Ym7vt8xqD3xfyeHWgWsFmqdqaE/74M5Ro5M3WcIiIiIl0HWI+4ZamlnnB3A/wkQEwCqqE8VbDOUcRlYu+jCxJf4ROlvV6wD/NYeVC9N0a8p6eS0lUFeLCiz+TI1G1pCvGnpSzUun5n8i///3HqdqYE7Bnon4dSxygiIiLSdYDfRdyI3k5FSe46HbAs8FzOG/V+uY/oAn4eUe50uugMe/yy8jsL9mGswwbV+Xzg+mmp+qPTAVdX8Hm8yBDJGXsVsEVkv+yCT+yZ99jRccDcqduZEn5VUdbP9WxgvtRxioiIiHQN/BPvUAK32cAGqWNtErAmMD7nDTvArjnr2ZrwU8GpwEframtd8AkC/1SgD2P9c0Bdc+G/T7OMT9kfnQw4u4LP44DU7WgS/kjMlyrot6HMRCdWmJkZcGSgrzZMHaOIyFCGxVMzEelKnzKz0FOmK5xz9zURTKdwzj1iZruZ2aycb42+aQcWNLPfmJnLuGy2mX3SOfePnHEk55ybamZ7mtlJNVXxQf6z4mIlC/+tfaemOHpB2cmRx8zsnCoC6RbOuT4zu6Cm4n/hnLu7prK7zbnmfw+2856G4hARyUUTACLSqWLOlj6x9ig6kHPuBjP7ds63bZTj2tPMLCupImZ2kHPuzzlj6BjOuT7n3DfM7HDz7anSCDPbq/Xf7424PmsQMdyVnRw53jmXd7KsF9TxsznezI6podyu5Jx7zcxuzrhk1aZiEREREelqwBjCy6ZvSh1nSvhM1Hkyd78WLjX6iKuf1t2+JgGHUOwM9Cx3t8r+VcS1T6Tug04FHFHiM3gKmDN1G1IARuJPPqhSzydbzQufQ6Gdnvo9KSK9QysARKQT7WDh30+/aSKQTuWcw8w+Y2YvR75lCQJnzQPzmNnPA+XcZ2bfiKyzKzjnTjezg8ysr8JixwJrmlnMUWlV1ttrytynnDhMn/6bc26mmd1aYZEPmZmOtvtvWVvQFm0sChGRHDQBICKd6EOB12eY2eVNBNLJnHMTzezLOd4SSkp1pGUv/X/XzPZ2zvVc1nrn3K/N7PNW7WD8t2a2dsR12gLQ3jwF3/eSmZ1XZSBd6MYKy/qDcy7q+xRYGFgNGAusA6zc+rdRFcbTKR7JeE0TACLSkYbl0jgR6XjvC7x+nXNuQiORdDjn3CXAFWb2sYjLNzKzK4Z6AZ+07muB9//YOfdozhC7hnPuHGCm+eReIyoocmzkdVoB0N4iBd93snNueqWRdJ8HKixrc+CD5nMyzGlmy5jZ8ma2Yut/VzCzZc1sMct4uAQ8Z2aPmtnDra+bnHOPVxhn06ZmvNaLEx4iIiIi1Wo9KQrtx9Ze1AGA5YG3I/bwXpZRxsmB9z7f2iLQ84C9gFkR/VmV+1O3uVMBVxfozwnoDHYDVqr227Q2zwC/BHYFQie/dBT836t2rk8dn4jIULQFQEQ6zeqWffycmdkdTQTSLZxzz5vZLyIuHXILALCE+T3wWb7pnHs3b2zdyDl3gZkdbNWfDtC2yobq6Sr4BH55Tq/od45z7u2q4+lCz1l3HDG5opkdaGaXmNkrwOlA7OqZ1JbIeE332CLSkfTLSUQ6zYqB1981n5BK/n8nWfhmfzlg8SH+/SuWvdf6aTO7sGhg3cg5d6aZfauh6ob90+o2tja/pDyvX1YdSDdyzvWZ2bOp48hpITP7opndDdwL7AF08r3q6hmvDfctKCLSoZQDQKTHASPNbAMzW998QrJVzO/VHGNmc5u/4TIzm2VmU1pfL5rZK2b2hJk9aH7APS42CVRJKwRev2e4ZvbO4px7HfiFhffxb2Bm1/T/H2AB8zfcWX7e0GffUZxzJwKLWP2nHixQc/ldp/X0//gCb/1Xl+8pr9r41AGUsIH5icdxwHFmdnFrUqOTZCX5fKuxKEREctAEgEgPAlYxs13NbCvzx5DNG/G2Oc1s4dbX8kO8Pgm41Xxm6ctrTAa3YOD1x2qqtxecYmaHWfbv9vVswASA+aXuC7W51sxPCJ1dPrSu9U3z2bw/V2MdCwGjnHMzaqzjv7T2W/dPCC5hZoubnxjs/++FzCcyW9jMRppfqTBv698m2/9/esEsM3tz0NdbZvaM+Uzp45xzr0XGNcrMzrL4JIoD/aXAe3pZN08A9Fvb/ETA/cDBzrnbUwc0wOYZr2kCQEQ6kiYARHoEsJCZ7WtmnzX/5KRqC5rZ9q2vE4HHzexPZnauc+7JCusJTVbEnns/7DjnXgauMrMdMy5bv/8/gNFm9tVAsZc75yZVEV83cs6BTzq5vPkl6XUYYX7rSy1ProGFzWwT85M/q5nZqq2v5ax4/oGhVi0Mtb1kYBxvmdk4M7vfzO41394XzWyS+S2JK5vZ+83skFacRdxS8H29qhcmAPqtb2a3AGea2bdSnwQDjLDsCYBe6nsR6SGaABDpcsCK5pcof8aKn5ldxOpmdrSZHQXcZGZnmNklFSwVD7VBEwDZfmOREwBmtr+ZLRkob9g/UXXOzQL2MLPbzGzNmqpZyyqaAADWN7MPm9l7zQ/8iw6mq7aImX2g9VWXp2osuxs1uqqkAXOYTxi4M/AF59zlCWPZ0LJXrD3TVCBFtLZ/zWtmo81vB5zDfI6dCWY21Tk3LWF4IlIjTQCIdCn8ue3Hmx/4j0wYijOzD7W+ngFOMbOznHNZ5yNnCSV8eqVgucPF38zsNWs/sF8DmNf87//vBMqaamZXVRhb13LOTQR2NH8CReaT7oI+YmaXFnlja7/8B8zs462vFasLq+soP8j/r1dPmFjSzC5t/b35pnNuZoIYtg+8XuXKuEJa22nWNb+dZkPzvxuWN59rJ3O1HfCm+QSwT5ufnLzLzO5wzmllg0iX0wSASJdp3ewfbmbfNrP5E4cz2Epm9lMz+wZwrPntAVXfkOupRAbn3EzgUvNPyYYyyswOMLP3mdlSgeJudc51wzFijXDOPQ3saWbXWvWn6OwOHJln4gz4HzP7pJntafVMSnSjdczsn6mDGMZmml+lNd58Fvx3zT8lH2H+981SVt3PjjP/t/D9wF7OuecqKjdWaALgiUaiGKC1LWETM9vOzLYxf4xm0QcEi7a+NhlUxxNmdqWZXWZmNykpr4iISI2AdYF76B6PAB/L2cazAmV+tK7+7RXAthV9fj9M3ZZOBPywov4d7ISIulcHjgGeqCmGbndxE98D3QI4vca+ngRcChyN/52zHH4AmhXPSGBlYBfgWOA6YFoFsbwKFEkaWbRfFwdmZ8TzeoOxjAC2Bs4DxlfQl3mMx3+PrdtUe0VERIYN4FBgesN/3KtyHbBhZDvPC5S1Td193e2AufA352XtlrotnQg/iPlXBf07lNOB1WidfQ4sC+wEnAQ8XFOdvaQP+Hzq75FOAfy+4v59BzgD2AJ/xGwVMc4D7ID/3V/m99ZkoK5EnYNj/mQglisaiGEN4ETgxRJ9VqWb8BM7vbrtRKRn6IdUpMMB85g/Emvv1LGU1Gdm55nZt51zbRP54Z/gfSKjnG2dc1dXHVwTgMXMJ2Rbzfw+zCXML4ld3Px2jgXMJ0Gcx8wmmhnm+22C+SOlXje/r/RJM3vQ/NFqQ56LDVxgfml4Gas655RUbQjARmZ2t9X3d3S6mc1VU9m9braZHWtmP+jAc+MbBfzDqju94rdmdnide8DxJ5PsbWaHmt+zntcMM9vPOffHSgMbBDjf/Kk77XzbOfeDmur+oJl9zcx2sOq3IlXhbjP7jnNO+WNEOpQmAEQ6GLC4mV1hfr92VWaaH0A+bn6f5hTzZ3rPZf8ZhC5hPtv5chXW2+8dM/uJmZ001P5y4DrzCdHa2afum7sqAGuY3zu5kfkb2fXNn6tepQlmdpOZXWBmlw7M2gzsZWZl+gkzG+2cm14uxN4F/MXMdg5cNtv8JE7KRJ15TTOfFbydKeZ/h/SZTyS2lFX/vV2FO83sa865YXs0IHCvlT8Wdor5QfWfKwgpGn6713GW/+/fbDPb3TlXywkmrSfcr1j2CSpbOucqzUUBfNzMjjJ/ukc3uNrMDnbOdfRpCCIiIh0DWJ5q9vm+A/wd+BKwDjmWbQILAJsCRwE3AjMriKffS8CB+Cc+/fXNiV/GmeXwenq8HGAp4PP4JbcvV9hPscYDX6S1Bxf/2ZXZMvJm6j7tdMD7A304Fb9nf1HghRKfRZM+jf85vHzQv08DzgU2obU9YVBfzAWsCmwHfBn4BXAHvg9SuxLYKsX3SGr437NlPEPi/d3ArsCzOeOeBmRNJJeJZ4NA3VOAylbv4P8G35Kz/Z3ibeAIArkhREREhj38vt8nS/7hvQm/T3F0uMbouBZolXk9fq9tFd7A72PcATgt4vofV9WesoClga8Dt5KdEKpJV+GPfjL8pE1R41L3b6fDJ9/KmmQZT2sgANxd4rOoyp3AwcAHgfcBP+G/v283acV78oB/Gw+sVrCP5gTWA/YDfor/WXm75na28xD+53WZKr8POhV+b32Z30uPAsumbofZ/7XlR8CsHPFPBjauIZYjA/UWOs5ziHpWAy6hur+1k4AbgFPwk3QfB8YCSw6ocxQwBp9U8JvARcDTFdR9DX5Fo4iIiAwGLAY8VvCPbB/wR2CtBuJcDZ+YbEoFNwd5/LbutgXa7fAZr/9CtSsiqnRuK9ZjSpRxR8p+7gb4m+XQKov7KDcRU9YEfGLBIZeB899Z4l/CZ3Yf6nv7LfyT2IeB24AL8b8DtifHE0/8xMk6+MmIP1L+KXVes4B/APsCmWehdzPCT6qzjANCx4Q2DtgMeCpHO16g4oEnfkVJlnZHsMaWPyfwLcqvnnkc+BmwD/Aehli5kyOmNfB/Tx4tEc8LwKZl+kZERKTnAHPjn5AV8Q8iM+1XHPPi+KeF75a4Mcjjrqbb2GqnAz5G9xzDuCs+e3xR/0rRz90EOKCiz6pqb+CX638Cn0Q0qw37VFTnRPyKgkUK9uWqwP6tuKt44hhrCnA+/mclK+9B1wH2LtgnLwF15H+pBLAwfltbrKspMfgdVPcc+Em1dvoosWoC/0T+3oKf2xTgYvzWuhWraG+bGDcC/kCx1SXvkvNoYBERkZ7W+qOa10Rg/w6IfRn8zXvd3qXh/YT41Q43NdC2Kk3Cn89d1D1N9nE3wR8D2EnHcs4C7gJ+CGxO+Cz2+fDL8j8NPFdxLBOAT1XQx8sBnwLOAp6vOMZ2JuNXJOxGYOKkGwDHFuiDScD6qWMPwQ/ET8rRru9VVO86gXoKTZzic2j8iPyryqbhV+zsRcPfs8Ba+J+XvBMBM4FPNxmriIhIR8Ivh83rejrsSQ3wUXziqDqt2WB7vkxzqxs6yf1N9XG3AFYEvkvzS9YH6wMexOfM+DgQlYEfn8DvOqrbU5zlNCp66tqKfU3gMPzy63caiP8d/NPUvYEFqmpHk/jvRI4hM4CqjgxsBD7BXMz382yg9Gk6hFf9HF2gzLH4/BR5PI6/Z1i4bJvKwv9eeThn/H3APqljFxERSQZYn/z7/X5Fjoz+TQLmxQ8A6hpo7N1AG+bEZzKvynR8Yscb8ds1Lmp9XQncjL+B6oSM6f1eqbuPuwE+0eNX8Hvemxg4D2UycC1wHH6/fe6bfnzyzqZzVpxe02cyN7AV/gnw/dT/uUzFP2X9JF0yGYDfsvRGjjb20aVPZYFDiPseuBeYs2Rd5wTqWCdHWSPxqzTy/FzeBuxChZNrVcD/TJ5MvtUA0+myCScREZFKtG4C8uz566NDj8IbDL8PfVKOtsU6rea45yffHtPBZuK3DPwA2Bl/pKOLrHtpfAbmbwNX4Ld4pDCbDp1gqhs+EeeB+BU2TZ/u0IdPtHUucBB+qX6pLS/4bQGpElZ+o6rPJaN9Y4DP4JMS1vH7ZqCp+ASg+wDz1922ovBJ2/L439Qxl4E/3SHGV0vW80BG2dHn3QPrAv/O8fk8DexUJvYmAB/BJwuNNZnEx0yKiIg0Dj/Qi9UHHJI65jzw2YfH5WhjjEdqjHdpiiVhmokfsO9Jhcsy8RNEW+GzOb9SVQdGWqGqdnQ6YEH8UXVX0uxgeTp+Bcjx+Kf7i1bcrlHky5peR/uGPIGgDq32bo3/ecl7dnxe/ZMBe9NhpwkAn83Rjn/ROjq0mwFnRLR1MrB0wfJDp378PrKM7+D37se6mshtPp0AWJt8eTseocN+fkRERGqDfzKcZ3/5V1LHXAQ+6Vje/aghy9cQ51L4vZV5jAe+R8GbypzxjQR2x5+p3MRy9C3qblNK+K0qe+GXd+e5IS9jBnAL8H38xE6tibvwy6PLeBN/Msk1+BURj5DvLHbwTzqTLFnGH4X3Hfwgt86fmf7TBD5Kw0lK27T7N5FxTwJWSR1vFfDbtq6LaHOh1Q741ThZMv8+41fi5J0Mf5UuHBzjkwJnrZYY7LzUMYuIiDQC+H2OP5A/SR1vGfibs9/maG/I5yuObxHy3bBMBI4E5qsyjhzxbogfuNY5qPl6irbVCb9XdRfgAppJJgc+0/4v8UfNNXYzj98H/kiBeB/BJ1dbtU25C/CfiahYuzXV7nbwg5KD8Nt76sy38TJ+P3RjKx+GaGvsqo+9UsVYB/wk7muBNr8NLFag7E8Gyt28zfsWwufsKfK7+lfleyUNYEnyHem5S+qYRUREaoU/Szf2huAaSiYv6gT4o5t+luv2p71LKoxrfuDOyHr78Puzl6yq/jLw30c3VNSng12cun1VwK+c2A44j2ZyKszEPy3/BjmSgtXQ7o1yxv08sAeR+SpadWxL3HLf++psa174VUl7A3+m3lM+HsR/HyzVYNs2jIztzKZiahKwQ0Tbv1+g3O8Hylxv0PWj8RNpr0d+HgP1AX+j4i1BTcPnongzss3P0YWrHURERKLhbzxjvNDtNwGD4ZPjlTUVWLCCWEbjB2sxXgG2raIPqoR/0vtp/HLRKj2fum1FASOALfBP3sZX3C9DeQU4G3+GfOnvyyoAR+eI/68UzF2BT8J3T0QdG1XdxirQzGTADOAS/IRJrdshgBMi4nmJLjnRoAjgD4H2vwXMlbPM0LaKr7SuWwx/csjLEZ/D4M/kaGAzCqxQ6FTAB8nOnTDQj1LHKyIiUgtgHeKf/m+fOt46UM1KgM9WEEfsNoxrgMWraHtdgIXxRwtWabXU7coD/7P1Y/zNdJ1mA7fjk3iOJcdT86bgs+LH+DPlj0dbAj9ZmaXjtzHRzGTAs8B3gWVrasMTETHsXkfdnQK//Dx0IsTOOcv8W0S/vkr+HBmzgP+lh59+Ez8ZORUYkzpeERGRyuGfSsY4P3WsdcFvB7gg543SYNeVjOGrkfX8mi46Eg/4PNXtb+/4PAD4m/3DyHesVhGz8dstDqELblLxy89DHqaiRIT4Iy+zPFhFPU2h/smAWfgJu7EVxvy+iHr/XlV9nYzwCTsX5CwvZpVLXg8Am9TVB50CnwPorsg+OTl1vCIiIpXCHzc2JeKP4ER6bOn/YPgjkfIkEhtsNrBMwbo/TNxxb7n3inYC/FFMeRIwtXNr6rYMBZ/Mbw/80vU6j+2bBfwT+CIN7uMuC3/DHbPs9oMV1umARzPqmk2HbI/IC5/48LP4CaDZZb6h2rgG2KqCOENby94FVq6iTzod/pSPrISA75AjiWugrCLOAUbX2QedBFiLuOSbb9Phq+1ERERywQ8kYnwndaxNwCfgK/Pk9pgCdS5H3M3cD2tocmPwy7JvK9G34Ac7HfG0Gz/A3By/ImNCyXZlmYU/TuwgOiTZY174VREht9VQ71cCdX646jqbBqyAX9Jc5ISFkFuBLQvG9UHCW8u+XXV/dDLgmEB/7BBZztwRfRtrGnBg3W3vRMCJkX10ROpYRUREKgPcFPHH7w1g/tSxNgU/IM+bMKnfq+RI5oRPDndrRLnn1tjkxuBvXP9UsG/7HZ24DSsD3wOeLNmOLLPwT2EPpAeePgErRbT5yBrqDZ2V/qmq60wJeC8+n8kbZb75hnA9bY6VaxPHooT3/nflmfJl4CdBp2X0ybGR5axVxYeKz03y3rrb3anwCRInR/RTV20XEhERaQt/DnXM8tGkA64U8DfSRffZ7pejnq9HlHcnMHeNzW0UftLj7IJ9Cz65W6PHUOJXhhwA3Ex1T94Gm41/0n8APZR12+z/JtVCtqmh3hH4JbztfKPqOjsB/qjJnYBx836ZAAAgAElEQVSLyR5w5nU9sDsZOUjwn/W/Iso6rMk+6RTAXzL65KrIMg4q/UnCOGCFutvb6YDjI/urstwYIiIiyeCTh4VMp4v2GlcJ2JNig717I8tfmfAexEn04E0afvl8mZMXdmsozo3wSTJj8mQU9QjwLWC5JtqUAv5EiJCNa6o7a6XGMXXU2UlafX8gcAvVTV69BfwW+ALwfvzJE9sCJxO3HWYiOfa79xLgExn98iYRJ3hQPmHtjRQ8ZrPXAAuRPUnY7/jUsYqIiJQGXBrxR+/C1HGmhF/qXcRHIsq+OKKczzfRzlSAHxXs35tqjGle/MkFsVmiixiPnwAZNstvCd9kV5YAcFC94zLqHG570FfB70Ovc/tKjJ+m7otU8Kc5ZCXEXCTw/rnwvz+KupAc29SGA/xkVsgdqeMUEREpBZ+VO3QuMcDWqWNNCf+k+o8FbrJuCJS7eUQZN9GB57lXjfDxWO18oOI41gNOxz+drMN0/PLfnYFRVcbeDYD7A/2zX031Zu1F7/hjJeuA/722GfBL/NP8pm2Wug9Swm+laOc9gffuWaLfzwZGNNXObgF8NKLvZqFVEyIi0s2ATSL+4E2ii86brwswmmJnLm/RpjxHOPFfH7Bp021NBTihQP9eXUG9o4HPUP50gix3AofS48dohgBnBvrp7BrqnIvsYxn3rLrOboPPF7BN6/OpOnngUCYAc6Rud0pk7zvPnBwBri3Y778c7v3eDj5XyEsRfbh96lhFREQKI27//0Wp4+wU+KO28t4c39imrF0j3nt5021MCT8pclbO/oUcmckH1bcWcCr1Pf18Hj+psUbVfdWtgE8G+mwSFZ82AmwcqHOTKuvrdviB0JbAGcQNiIqIypHSy8jOA7Bzxvs+QLE8DqcxDFaTlYGfIAmp/KQSERGRxgDnRvyx+0zqODsJ8BGynyYO5SODypgTeDTv+4aDVt/E5KUY6C4in2oBc+CX31+Xs45YM/BHHG4dG9NwAixI9t5ngB9UXOepGXVNZ5gdQ5cXsCZ+svhi4BX8ySiXlPw5eZlhPhgF1sjonyH/7uInZ+4t0N+nN92+bgTsG9GXv00dp4iISGHAfRF/7FZNHWenAQ7PefN1CwNudok7vmkcw/QGGb8kP+YIsYEyjxPDn/V8BPB0znJjPYXP4j8sT8vIA/h9oC9n0mbrTIG6FsZnVW/nhirqGU7wK3UcPpFcGecT2Ovey/DHirZzaJv3HFugny9Ck5FRgBUj+vOe1HGKiIgUgr+BC2XknsgwHYSGAJflvAk7ovW+tYDJEdcPq8zkg+Ezlcf0U79ZwF6DypgH2AF/Axx66lzEDPxT0Y+iG+xowIaElzBPBrYsWc8chE/Z+FZV7Rpu8APYO8r9CNEHXA3syDD8GaL93+AfDXHtbuRf+n8tyvafC/BioE9fTB2jiIhIIcAyETcP/0wdZ6cClibf3vFZ+IHoq5HXr5e6jakB38jRv/3ubfXzzdQz6Ae/iuAo9LS/MPzT35BZ+CMic+cEAFYG/hYofyawbB3t61RUfPIEfrVOKLFjrHHAPgyjDPW0P8rvmkHXfRS/9SKPh4AFUrWtWxFOsDgtdYwiIiKFEHcE3bA9pzkGsF/OG7JYL6RuWycA5ibN8WRDmQn8GZ8pfdg9qawafgJySmTfjwf+F39k3ZAnkuBzR4zFb/O4GZgdUe6fm253E/BP5rcDjgGuwk9YvcV/cpfMwk9E3oofvO8LLFeyzq2BJyM/z5BHgU8Dc1bVJ50KeK1NH8zGH0nq8FvGpubsw3eAtVO3rxsRlxtpvtRxioiI5EZcFnpluw2g2NGAIZekblenIO5JcZ2eAY4GxqTui16DPxYxr2nAw/gkjtcAN+IHjHlXe8ymx7L/4087OJPw1q52/g0cDCxYsP7RwA/xW2Oq8CT+1IienXDDn3rRzju0XyEQsn/qtnUr4PsR/btE6jhFRERyIy4R3adTx9npKLZMPUT7kluA42ro35A+4O/4p6g9O/hIDf90M7RMvy5npm5/VfBZ+qs81WIifiVFoe0CwLrAPyqM515gu6r7LTVgVIV9NNCVBWIZDSyF3zqzBn41zRrAInW0vZPhJ8FChl2/iNSt55d8iXSIxSKueaX2KLpfpWeWtzxaQ5ndauUG63rbzM43s5865x6LeUPrRnCh1v990zk3qa7geo1zDvyTytut2c/5FTM7qsH6aoFP7nasmR1uZkNujShoQTP7iZl9HtjNOTcuz5udcw+a2UeBbczsx2ZWNp/JBmb2d/yJDd90zt1ZsrxOUVcOkdOyXsTnvdjGfL++x/4fe2cdJkl19eFT7AKLLA4LLO5ugWDB3f3DggZ3hwQIbsHdgmsIwR2CLAR3d1lkF1ZYYW12Zt7vjzNDOkN3171V99at7r7v88xDAjN1zrnVXXXlnN8RWUhE5hKRqoK/wEQRGSoin4nImxU/HyVJ0unO7dIw0eB32r17EYlEIpGIa4AzDHa5VwrtZxlBW4uthvYXn1h/CDMRx11+FVoc42F8e/IleuI5XYo/vYC1gAuBl6ieaj0GeBU4H/2MtIygWVaAhanfqs8l44GVQ8ecF2BGtPzBN6OBLXL4OQmqlfKtI386gX8Bi7gczxAAGzoak56s08POpMAaqKDmOw7tDEZLTjYFpgg1jq4B9jWIvWnijUTKQmw5FokUAHCeiByZ8msrJknyahH+FAUqIragiCwgIrOLyGwiMouITCN6ijad/Pc5NK2IdKeA9xWR6bt+fGcqzZskydeebZQa9HTzSRFZzaOZ50RPyx5IkqSjji/TiMj+InKgiNiKpf0kIreLyN+SJIkZNTVA6/EfFZEZPZrpFJE/JUlyo0cb3gHmEx2rhQoy2SYiWyRJ8ljWC3QtmA4SkaNEn7d5aReRG0XklCRJGrItG3CUiJzr4dI/ichdou+p/iKypvjJVKtkjIj8U0QuS5LkDc+2vAIcKCKX1fmVMUmSRBHASCQSiTQewCUGu9zLh/YzD+jp09LAgcBtqFiYK4Eqn7R0ezn8nm6OA64HljHwIwH2prZStw1j0ayAmYsYw0YEWAx3J8U9mQjsEjrGvAAzAJ94GqN6jAEWc+D/VMBRuPlOgX6vzgGmdzG+RQI86GgMysaLaDvHhizpBQ5LiS+W6EUikUikMQGuMniR/y60n7YAUwLboq18fsoziwlIyyrOAzsAgzyM6Q/ACRiqNwOzoS3UXPMjsKHvcWxUgJmBRx2P+ZBmGHNUNO4Zx2Njwys4KmlBn9NHoGnkLhgOHAv0ceGfb9C0/FGOYi8rH5KjfCQU6EZtPf4d2sdIJBKJRDIB/N3gBb52aD9NAVZB6xHrtVVqFOYIPZ5FA8yL+4UfaD3+zlgomqNZI75OokHrmP9GjZ72rQ7/7X2etQVaJY8B/UPH5ALgtIxjMAp4D3gdeJt8i+69HMc0JXri+kMOnyr5AtjapY8+QDuMtAoDgN+HHnNTgPtT4rkhtI+RSCQSiWQCuMngxb1DaD/rgab4b4su8pqJZUOPbVGgJ+0Xoam8ruhE02v/kMGfVSnuZO5fxE2AmqDp7megJ/i2vE4TtY4DFkQFDE15Hz1hX7TG9WYHdkXb9XVaXPdjPLTGBPoABwEDLXypx9NA3u4D3gDucBRno9CBnqyXXjwPzVyox2GhfYxEIpFIJBNoTXwah4T2sxbA5sBH+eYkpWWT0OPrG7Tn9IW4Xfi3ATcDS2T0aWm0B3qR/JMGrZUtCrRH+Q7ArdQ+Ke5AT7cvpMG1S6oBPGz4efoB2B4wFlRGe76/bPGZXcNjnJOhKuxfWfhTi3bgSsCk5W1hoGUuLp97LpmIllMMRzNFvuj63674iBJnA6ClGWkbbauH9jMSiUQikUwAdxm8rM8I7WdPUKGwp/PNQUrPfqHH2Rfowv8C3Lb3+wW4GJg7h1/TAJ9Z2m0HngQuBe4he8r6NS7HuNlB23AuC/wBWBNYBJgytF++ABbF7JT+GTKKTAK90cWyCWe7jrGKP5MCe2D/nazGz2iZQSmybTBrwVsEX6GCqEejG+oLU2OMgKnRd++GXb//KNXboJowETgOi02qokBbt9ajA+0KE4lEIpFI4wHca/Civie0n92gE9S/YJcG26hcFXq8XYOmHF+M25OvocDJODjhA662tP0AsGCPa0wFHEq2E7Nt8sYQaU7Q700az5MzvRrVXrjZwNaLrmIz8Kk3sDtuMgI+InBZCFrWUnSWUTfj0UySQ4CFHcQyKbpgvpxsZVO3UTLRRtJ1Nt4P7WMkEolEIpnBrAXRZ6H9FBEB5kBbC7mgHXgHuBM9idkPTS/eENgY2A6tjT0GrU1/AvjekW1TXg895q5A792laPs9VwxET/SmcuTjCujJjgltaK1yzdMrdLPjAcuYhtIkYnURdwC9SN9QGoUj4VCgL+kCmINc2LL0azJgf+A7y+9VNR7GwQI4YxyXOfDflk+AI/FYCoFmUB2EfVneK8Dsvvyypcufepwb2sdIJBKJRDKDWYuzDhwtsnL4uSb5e0Z/iZ6ibUDG9D2gP6omfy3+2wtOoAHEkuqBpvpfituMjQ+A3XCcyku66nM3I4B1LK57aNe9NOVOl3FFGh9gGYPPzWmObR6TYq+TQLoVqB7EEeR/BrehpUiFpXMDS6Eb0EXQCdwNrEWBqfbohtX+wDALX78C5inKxzq+9yP9/jRMZ6RIJBKJRH4D8Kzhy3nlgD5uj90CqpLxaDrrah786gWsA9yI25PtSjZz7XcRANOhmRVZ60Or8R+0RtX5RBZVVzeprx5KBlVxYEXMW5x1Aku7jjHSuAAHGHxm5nVscyGDz2pQ4Uq0Jv148gvUfQ/8XwH+JsBzOX015TFgOd8xpcQ7M9pq2DSz6isCbwKgn6d6jMKinWwkEolEIqUD7Qttwl8C+be/xeShkrGoEnghaYXAjOiJWZ7e2tW4tgj/XYH28z4Ot4rRT+FZcRk4xcCPkeRQlgfmxVzM7DqX8UUaG9K1KT73YDOhfuZOp2ubWUE3HM8kv6joo8D8Hv3cIad/JrwIrOkrhiwAm2CuefA1gTYBUK2JtNKXO0L4FolEIpGIMzA/lXw2gG+7Ydebupu7yaEEn9PnKdHU1Cw9y6sxiAZoD4cKQR2A+efJhKfxkLlRw/93DPzZwoGdfpj1OB9Ng5d/+ABd6K0E7ASciJbi3INmMr3e9fM82t3kLGArYOrQfueF9G4tD3iyWy/F/lsfNvOA6m5cgyrMZ2UscAKOT3mByTH77mflZ7RjQulU9UVE0C4dnxjG8jkwYwAftzHwbcOi/YpEIpFIxBnohMR0ojSBAifSwGYWvnXzE7B5UT7WA21RdmmGGKqRe+HpE3TS9KmDOLt5Fo89xqv4PxPpG03O6vKBVTH7XGzqymYjgi72N0Y7PNxHdgX48cAjqHZHQ7YJJF2r5RZPduud2j7pw6YL0MXmPWTbQO7mHWBZhz7tmcOXNB6gRCJ6tUC/008ZxvRvCmzZiGa8pIkMfwf0KsqnSCQSibQgqBLz9Oipxlxd/3t6HJ0MAktaTjIKqUdH+13bthN6GuhXhH82oOJd71rG0pNHQsdRDWBltC7fFc8BawWIY70UvzpwnJKKWbtB733WywT6bNsOuAotTcpS+pPGKOAGPJeUuIb0RdO/PNicMuUenOPapmvQZ9SAHJ+XNrQ8KNdCFF1cfpjDj1oMBXZ2NV5FgH6uTO/JFQX6tbOBP2cW5U8kEolEmhRURG7prhfPmcC9wKvoLrPpyfFI9GTsNfSU6Hb05PloYGt0AVpV4Rg40NBGN7cXMCZ9sW8hdBUFnhTYgmZanE32BU0HMF/oOLpBBfPuJt/pWiXPE1BVGe2HXQ/nGzDo9z6Nx1zbLRPo829F4K/oyVtRyujdfAAcDEwXeizSQIVG6/GmB5srpdhc07VNXwCbAu/n+Ky8TQbxzwr7aZuMWXgVmNPlOBUFMC3whmGcexfgz9Skt5Zsp0Tv4UgkEok0EGhq4jFoD+KR2d77mRgI3IFuCkyOpuLZLrTH4LldEqoYbMOpPv1xCbAR2cXxgosBAjMAl6CnYi54AVi3BHGdkeLngZ7spn3/3/dhNyTAbMDu6LNoaO5PkBvGoM+dFUKPTy2AU1NimAD0dWzz5Dr2hlPiTddqoAJv+5O9deAE4M9kSAEHrstosxbXA318jFNRALMAHxvEOhrPC2/0ACaN23z6EIlEIpEmA1X/Ps3wZVcEI9GXahb29DhO62F3qnyiL198AcyHmeBcT9rwqE6d4nNvNFvEpqdzPV4E1g8RSzWAy1P89ZIuTrog1jc+7BYNMDcqjPki7rJGfPE6sBcwVehxqwTY0cD3HRza6w18WcfW+a5sFQ26+X0e2VvLvggsaGGvN+66okwADvA5PkUCLIFZC93ngEk8+bAY9btdQGzNGolEIhET0Jq/TYAn8FPLGornPI3X5NSfcPaksNpA16Dpj09nGPubAvi6LuatItN4mRIqKAOXpfidOfW3js1epG/CNewGALrpeTTwCuVf9FdjBFpKtXjosRT5NfsmrSzsPw7t7VXHTlOkQgMLoEKBWRiDboqmKu6jmjYuGAL8oYixKRLMSxEP82B7EjQTLY2HXNuORCKRSBOBLvz/D60ZbFacKSNXjNtRFvYfo8GVeNENj7TWXj3poKA0ZWB+VJPCBW9RkIBkFtDTwHr83oPN5QzGzXldt0/QBdVx6Cl60XwNvIm9eGganagA32Z4OoG0GN/nDPzdxoGdOalfnnGjg3BKA7AW+ozKwhOk1OGjrSjz8jkWWQeNBDpnesBgDMYA/R3bNtl86MTDOyASiUQiTQIqaJXWRqYZcNYSrWvcpsc8RfI7YGaX9kOBngLfZDn2r+BxIYKKMJ5NekqkCR+hm2Gl7EvdDXBkShx7eLB5m8H43evarmuAfsDh6OK7aEajm2jrVPgzCbAwKqx6G+5Sr0EXYYfiWQelzljvY+DjEGDuHDamo/69HE0DtJuzBX0W7w38mOFz8TOwBzWec8B+Ga5ZyavALEWPSZEAM6Of3TT+7tDmnJjpMMXa/0gkEon8FmAatK1XI6a6ZqEdh/XowF8M7XYSoE2cT9AFi61A1F6e/Ngd+MHSl2p8CexGg2RpAFumxHOzY3srYFYWdIJLu65As1e2BR7EvFuJC9rQDbC/oYKaqSJoaP31msAFwPeO/BiFimEWeiILTIZZmdRnZGhbCcxD+kbOUR5CKw1oeda5ZNMHeJkqJ8XohmpWHqZkehS+QDtypNGOo7IczLIOxgJzubAXiUQikSYCWAf4JvPrvTa/oG2qXu/6eQudwLpSYM/LlY7GbzLMJ+bOdv/LBLr4vspi7IcAMzm0vzJ6ypSX79DTrslc+VYE6ElQPcYB/RzZmhX41nA8S1Xvi7aFuwK3p+q1mIA+965GT76XBybP6X8vVGj0JtyUCnQAD3Vds5AsF3STzoRhwC4YZAuhGzqHoroH9XjS5HrNANrq1GSB2JPOrr9bH/28zYJ24MnCfTTYszQPwKTApwbj8oADW9sb3oPTXcQWiUTMKXXKaCSCToSOF5GTRCTvSefPIvKciAwQkRdF5PMkSYbVsd1PRJYUkWVEZFkRWVtEZs3pgy1tIrJ4kiSf57kIsJOImKTYDRORhZIkGZ7HXllBFxCXiohpy7l7kiTJVe+LnhKeJiI7S75n7hAROUtErkqSZFwen0IBfC4i9bJarkqSZP+cNmYUkcdEZHmDX/9BROZMkqQzj828oPXNu4jIriKysEdT7SLyioj8W0SeFpGXkySZ4MsYMKWIbCUi+4rIag4u+aGIXCIityZJMsbB9aoC9BaR/4iIaU3yxyJyh4i8IOrjMBHpLSKziMjiIrKBiOwoImllVT+KyDJJkgzO4HbDAqwnIheKjpUt40VkEhHJsoh/XkTWTZKkLcPfNiyohsXdBr+6bJIkb2e0MYPodyFtU/d7EVk0SZLRBtfsKyKLiX5OFhCR2US/UzOLzg97ib5jJ4jIKBEZIfqMHyQiX4p+Tz/x+cyLRCKRSE6Aqch2OlDJRFSBeGvyn2wlwDLAscBrOf2yIXeNMvCooa0j89oqO+h9vNRi/A/OaKc/epKbtQ1WNz8DxwNTux6LogEuTIm1E9gqx/XnI73tXyWnuIzP0tfe6HPpcfx2MBmHCk3uhm6OhIp3cfR7l3YCbsJw4BxShOFy+rsQZrXLrhhNQeKjZYT/tkGtJ4zokp9oEp0bW9B3oImO0rU5bFxieB9qttVEPxPrAxcBb6ClCXlpR1sEX4Fm78yWNcZIJBKJOAYVq3klx0N+AprW6q2NEtrX9iw0Jds3a+fwsx9mNcTfYlDv2wyg5QB3GI79RGBri2vPgtZCj81wnysZDZwOTO9zLIoEWNIg7vHAlhmuvS124mJjcFRyYOnnXMBpuKuVr8X7aMr5DEXHWA90Y3cv3HQxaANuBZbz5OsmuFl0mMSxgY8YGg20FeMl+Ne9OCB0rCFBn5dpjAGmy3DthTEro3yqxt8vDlxJMZtBneiz6CRgofwjG4lEIpFMoAvWj3I80B8kgzhTDn8nBXbCb1uut8ko9gYcYmjjGNdjU2ZQXYSnDMemHW2hWPMeoKJz15F/4T8O3UBoytMp4N8GY9CBnhanKsGjk8X7MozzyQWE2+1jL7TF3UP4XVCOA26mZLoGteC/35kxDmJ/GtgUx/XzwB/xf8+sN7yaHXSD/TGP496Uz1dT0HmLySbkYRmufavBdScAi/b4u2XQbMWQQs8voZ0qpnA32pFIJBKpCzAT8F7GB/cP5EgfduT/6pgtcLJwaEafXjK49hhKdlJYBGhnCZvWah+iPdg3AdYFdgUuBr6wu5VVaUNPPZz2YC4bwO8xn+CNRFM1N0NPzqfv+lkBOAB4JuNYf4bWp/uOdXbgr2QXKDPlI7RNYEN+h9G2eIei3y8XY7EPDifwwHboQt01I4A1XPnZjKCbOnkOBGrRO3RsoQFONhin9yyvOQNm35Wze/zNVRSTbWPKEOAUApZNRSKRSEsATIG2+MnCUwRI560FsDbwHzfvoV8ZC1gJhKEvVpOX6o2ehqL0ALMBgx3fKxvagRuBeUOPRVGgi/pQTARW9Bhbgtat3ovfNOZxwG3AGhSkju+brrFbC7if/LoIP6ELHCe93YEVga9z+lTJD8DSLnxrdtBa8P1x+5xeKXRcoUE3KE2eUcallJhtKgxBBf0E2JGw7980fkZ1n2JGQCQSibgGnfj9I8PDuROtpy1lL3RgC/S00RUv2cQKbGN43ZauPwU2pPi0w07gbnqkQbYCwJTAuwWPdzf7eIppKrQ9o4tT7Hr8B9iXDLW5jQQqwncVbkpqrsHB9wztX39LTn9AU9uL7ijT8AB90fe9i5KRO0PHUwbQd1AaRtmHaHaXiejtycD8mIsTl4EvgXV8349IJBJpKdAdVlsmAn8K7XsaaP/nP6Oibi74s4XtKw2u9xMxHVKAuxzdHxOeAEza1DUtwBz4T42vpBM4zkMcc6GK9MM9+v4NKgjZciJVaFnYX7ETeKxGJ/AwOQRVK3zanmzir+PRUo2myNgIBdph5TrypYx3ApuGjiU0aClbGlXF+npcZz7MT/I/w7/Iow860U3JmA0QiUQieUFTK00UYysZC2wW2ncb0EmLyW57GuMBo/7UmOkp3O479kYAFZ3yzUvAWqFjLQvAnGTX/LBhArC7Y99XRTeNfE1kf0EF/dbBsbBdIwL0QcW5XGRYvIEu4jNnjnX5cwgwyMDeRLRcY36XY9LqoF1F8pwijwQWDx1HSNDsy/dTxqmNOoKswIzAxznuQx6Go1lRd6Odn85Ea/fP7vq5AhWGfg99prrgLVqoZC8SiUScg9b926bItwGbhPY9K2jvb5NJYz0GAXOn2JkEMzGe0mdRFAX+0rc/ISp9VwUVYrzR07iD9nx2UmuNdo74I/CaJ187UWHD3emqkY38L+iCZRPciK1+gYpJZj7RQzcCtkU/w++jmV7jUYX1J4CjgTldjkHkfwHWQxdlWRgELBY6hpBg1hKwqlglmuE4IOPY29KOtoc+E9gAmN0yzl7AUuhG4m1ofX9WhgEburkDkUgk0mIAZ1k+dDuAnUP7nRdUyfyGHC8f0B3tmq2MgHkMr7NAkbGXGbRNm0uGAgcDk4aOrewAG6GLdVcMQhd3uccemBk4ERVu88HX6KmVsdhWRARYFm05ZptB1pOf0DKDqPjdoKAb3ruRraxoMLBs6BhCgW6qPZ0yRvvX+Nu/ZxhvG9rRjbRdcax7gm7oboBuBphoF/SkAzjQpU+RSCTS9KAp17YTtyND++0StL1ZntrWT4B5alx7JYO/H0GsR/0V4NUc96KS8cC5NLlQm2vQSfzmaMpmlvreduA5YBegjwN/5gMuJ78QXTXGoovXdYkp/rlAS0n+hqZ05+EXtK1n3eyqSHlBswr/gr3mzmha+EQXFeUbUWd8TqzyNztl+I6Z8j3actfqlD9H/LOhm7D1xqAWxxfhYyQSiTQFwH2WD9l7acLFKtAPXfBk5XtglSrXnYt0ZfvnQsRcRtCMCRf13HcR6wNzg2bJbANcCDyJnpJX1nCOR5WZn+n6nZ2AmRzZXg64Ez99qT9As0Li5pBjuj4zf0Uzb/IwEd2cWSp0TI0Keqo8A7qw/B2q9bMgWi/u/T2OLuiux66d5ETgEN++lRX0QKLWO/CoHr87KfC5/VcrlQ+BPYHJAo3BTOgmoG1GwLk04fw0EolEnILZ6XQlXwPTh/bbF+hkaT+ytzeaiKYo9+px3XtT/u6qUDGXDbK1oazkXaLAX0MDrI9uNrhmArqhULWONuIWYGrgKPJrrXSiInPxe50CWl+9LpqJ8TTpJ6lfAP9E33tzePRrOTQryIZbaFGld2AHqmsHrdPj97awHNM0vkdLOEqRDQUsjoqF2nBaaL8jkUik1GB34t0JrB7a5yJAe1/nERh7j5AXjU0AACAASURBVIo0RtJf0n8JGW9ZAI7MMebDgYOIrRQbEqA3sCPwZo7PQC2+RtOR+4WOsxVBBfoO7LoPeXkVzUgpxQKlLKDlFxeQTx+jA23RuJonHxNUWNOmVeebtGgmF7pp8mLFWNzX83OPnpK7YAyaej9VqHhrgWY5nIZdFsk+of2ORCKRUgIsQnpqeiU3h/a5SFBV3assxqcaH6ICiw+k/N4fQ8cbGuAw7D6P3bSj98lJ2nmkWIAp0Y2bLzPc+zSeRjffMreZi7gDncjvgWqm5OVDVJCspTf80PT+8zHrNGPDv/C0YQbMil0r3qHA+j58aQRQDZTFqZLajmZv5OV5GqA1JrAl5poSE4FNQ/sciUQipQO4zOIFMRKYNbTPIUBPLFxPrnqyQeg4Q4GeDmbdaHkdWD50DBF7gOnQcpkhjr5D3YwDrsNRy8GIe9A09R3Qcp28fImmr08eOq6iAdZGU7Z9MRhY0aP/W3fZMKEd+DOxvvt/QLU2sjIOzbprmGwaYBmLz8wIWjR7JBKJRKqCtl2xEWg6LrTPIUFT8XycUHazaugYQ4CKUWXpGz0SOIR4sttwoCeWp5JN5bkeg9ANhVlCxxgxA00J3xztKZ6X74EjgKlDx1UEwAnYpURnZQxVxG0dxtEPO72Ph4ltIn8FLa3JwofAoqH9zwKaDWHateklYvvfSCQSUdBUKlNGANOE9jk0wCzA2zZvWAtaTuUa+D+ytQv7J9C/QD8XQDcbbkXrUYehJyft6KLzHeAmYH9i27KaADOj5TCjcn5XevIG2m4wiFp1xA3AesCzDj4PQ9CNoGYWqz3HwTjZMAyYy2M8kwDHY979ZSAeNyXKArA6WorxGfAVqgdwK3A2cAyq+ZBlI/UeoG/o+PIALAn8bBjvmaH9jUQikVKALlhMOSu0v2UBPb101aO+ksVCx1YU6ELwzgxj9BWwcUE+Tg0cALxv6WMnWk+5Ew2UVukTtN73fP63dWBe2tEaYi9iZZFwoIseW7X4aoxEN5yaKiOEfCnfeXgGz+n3wBqYCwS2oR0mmrIkADjOwz3sQDdammLMgI0waxHbTiwJi0QirQ66226aPtUGzBba5zIBTAO8bP/urUtLvJzQhbFtzXcHqnTsPbUXFSk7DD3xysv7FLRhUUaA/l33bayDsezmZ+A8YJ7Q8UX8gmYEuHjOjgUuocCsIV+g7TGzpv1PQDUXXkczmWyU+LvZroAYl8a8xhtUYHcG334VCbBthnuTxhhgi9CxuQbzjZLnQvsaiUQiQQF+Z/HSeDC0v2UEmB34yfIFXI+mFrJDF4NpnRCq8QEFpXqi34uPHN7Tbv5OC5XQAHMDVwDjHY7hJ2ingJao7478F2BT3LSGHAdcRIOK2QLTY//O+Qm4EPg9VUpk0PfYAZg/994oKNYF0TR/U77Go1hhkaDiqDb6TCb81Czj0xP0QMs0Y2j70P5GIpFIMNAXvik7hPa3rKAnxa5oypNiVOTrT9jXKbahQnGFKHsDh6MnZL74AI81tGUA7UN+jcNx7ETFwTYlllO0NOhzZBvsS3KqMQbNImmo0oAun21iNO7pjmY+nYxZG9ZCNquBedGyL1MmoO/khk5vR+v7XfIpDdDiLw/ohpFJptnnROHgSCTSqgA3Gr44RgFThva3rADLZnodV+fs0PG4Bl0QPpZhLN6kIFFE9PTgcof3sR7fA0sUEVeRoDX+F+PuxL8NuIUWFMaM1Af9vu6EZoTk5Rd0sVV6RXlgLsy/Xx8Di2e0s6/B9U9zHV8df+ZCF202/AuYtigfXQJMi1uR1BeBmULHVQRoVwwTtg3tayQSiQQB87ZrD4T2tczgVqRnEE2iYo6e1u2NvcL/RPTUv5CWPWgv8ixihHkYRJOcxqCCmGfjTtxvNJqiHTspROoC9AZ2x01r1lHAaZS4awBwkmEsr5Jz8Qtcm2JjgKu4DP3pj32r2M+AZYv00wVoG0sTBqDdAOplbPwbmCJ0TEWBCveaaEe8FNrXSCQSCQI60Tbh8NC+lhFgUeAq3PdgPip0bHlB67+fyBD7h8AKBft6qcubZ8GnNOgJlcivIpgnka2FYzV+RE9vmkrIK+IfNHV9X+BbB5/DEV2fw1JlvaEbqiYbHR+6+A6hG3v1SrbGUHCaPdAXeNjyfo4D9inSzzwAkwPfGcT1Hl2HBeg8pBqf0EK6M92g7XpNaEo9hEgkEqkJ0M/wAQkNuIPuCvSEaT5gXfQ0+0zgDtycONViJNAvdOxZQU/kbNMXO9AWcYWeVOBWvyEL/yoyXhcAU6K9p10JVH0G7EcLnVJF/IAung7BTj2+Ft8Cu1IS3QlgCQOfx+GwZAbNxKlH4Z2B0IytLOVat2CohRASYH/DePav+JsFavzORSFjCQUwFWZ6QxeG9jUSiUQKBW2xY8IYSjIB8g262F8F7a/8ELp77lMQrh7XhR4PW1DV4iyp9N8Bawbwdzmy3d/xaOssVynvDSGwiS6uDkbLF1zwKrAdUYwp4hj0pPg09P2Vl1eAxUoQ054Gvp7s2OZqKfZ+59KepW+HY59990EZ7mUtgMmAbwzi6KRHO0u0NWo1BqIiqvei7+erUa2WU4BDgV2AjYF5Q8XtA+Ayg3EcSIOLRUYikYgVwJoGD0eAt0L76hP0hbtt18vRVSqzCzqAVUOPjynAH9AWTLbcTwDxLWAKVCTLhM/RydJa9BBSQlOP+wPLo5+j44H7sFt4DKLEJ1PoiduemE1M0+gEHgXWCh1XpPnp+m5eT/4yrXHAoYFjSVvQDAX6OrY5GSrGWYvVXdrL4N8WmJcydvML8MeQftcC89T176v8rQtBzBHA82g23jo0sB4R5odcK4f2NRKJRAoD2NLw4Xh7aF99gNbvXwQMsXxBFslXwHShx6oeaNbEKUC7ZWzj0NPkILvvaJZHGgPRE2rrDBg0BfFCi/E4xkeceUFPht6zvLfViIr+kWAASwGPO/gc30mgmmrgHym+XebJbj31/TV92LT0bymyleRdSUHtZU1AyzJrneL35OUqf/9DhjFIYyRwN7A5DZipBXxhEOPxof2MRCKRwkB7KZtwSmhfXQIshk7iXAv3+eLO0GNWC2AetL2QLR8BSwf0uz/p6fvP4EANHLjZcEwGUqIJFvA7VD06L6PRjZC5QscUiQAbAO/m/Ex/A6wXwPe0DYx1Pdl9p47NUmzoATMBT2e4ly8Dc4T2X0QEuMHC73/2+NsE/+WK36DimA2jTwRcYhDXg6H9jEQikcLAfAPg4NC+ugBVpb+Dxln4V7JH6PHrCbApMCxDLNcRON2d9FTat3CkAA4sazE267uwmdPfudG2Unm/Jz+i5RBR0T9SKvhvScv3OT7fnejmXv90i878TtsAmNmT3Xqp5aVYPIv8mo2WpaPLjwTOZEC1h+q18uvJuT3+ftoMcWflF+AMSp6dKPJrBlsaQ4g6AJFIpFVAU7pM2DW0r3lAa7SPxp1gWwhGUxLhInSSdRZ2kxXQ2sLtS+B/H+prPbQDizu0N0mKvUoudWU3g5/TA+eiAod5+BJV9O8TKpZIxAS0TOdE7GvIK/kFOJsC1PCBm+r40e7J5iTUfne2l/F7DvwJ++fYROBIAiwEUT2aDy393brHNWzeM64YBhwB9C56zEwBZjGMZe7QvkYikUghkK7u280WoX3NCrAC+dM9y8JnBD5NBWYDns3g+8uURGEYPWmpx90ebJqKDb7t2raBb5OjE98s2RyVfAzsBkxadAyRSB6AWVFl9Ik5Pv/j0QX68h79PCfFB+ffPeoLqb3j2p4r0Od8lm4l/wCmLthXkzT1SoZTJUMNOC5DvC54DViiyDGzAe0ylMZqof2MRCKRQkBr4U3YNLSvtqD1cIcTroWfL/5NoN12VAHfdkLVgWYLlGZRiJ4O1cO5OjTwguF4tRU1Vuh3ZCdUaDIP7wDb0yKtQiPNC7A42erIe/IMHhYUaJeReizjweaJdexd49qeS1Ctl/9kuH/vAwsV5OP62GfTXVDneisD5wEPAM+hz+cv0A3e4diL9ZoyAS35Kt17AHjEwP8dQ/sZiZQ2lSbSdAwy/L0pvHrhGPSU/AYR2dzB5SaIyIddP1+IyA8iMlxEfq74nT4iMqOI9BeRuURkERFZouvfuWZtEblIRA7ycO2aoO2vzhcRG5G6YSKyU5IkT/jxKjMzpfz3jz3YbDP8vUlFZFYR+daDD78CrCgil4jI73Nc5jUROV1EHkySBCeORaqCKpVPKSKTiEhn178ekySJ6ecqYkCSJB+IyNpoqdL5os/0LKwpIgOAJ0Xk8K7rumCAiCAitdLUNxIRZ1lEXZ+7ver8yguubPkgSZLv0Xaj54vdO3NxEXkN2ClJkof9eKfp6SJyvdS+n9VoF5Erav3HJEleEpGX6tjsJSL9RGR2EVlQRJYUkWVEZFURydPdYjLR98FKwB+TJBmZ41qu+U3LxCqURssiEolEvINZ2u8uof00BViQ+i2L0uhE09lOREskMrcIAhYCdkeFB01b+5iyv8txqxPDpGhqrC1vAfMU4aMtwFEpvjur/6+w+YTF2C3i2n6FH7Ojacq2J06VDKAEYoXNAvodWwb4P/QE7Ub0FPp9VJys3r1qQ4Xs3gQeBi4G9kf7d0fxxRwAU6Mp93mzyNrQnupOWgcCr9ex9SMO09epn1I+xlVMRQDs3OWzDR3A0Z78mQzzzLBKLvLkTy+0ZPJU9NmTh4/x+B6zBTjNwOdTQ/sZiUQihQG8YvBgbIguAGjq25CML6xvgJPwJASDTvI3AG4HxmX0sZJ2YBsfvlb4PCPZ0mFvxZGCvg+AfVL8X8uDTZt2enN6sD85OpnPI3b2OLC6a99aDXQTZmfgCvT5m1d0sRadqLDY9cCueFKIb3aARYCnHNyPH4A/klNkDtg7xc4teW102VmZ+psft+a1UTTAksCnGe7dTeQ4DKjhy3UZ/BgMTOvSjzr+LYM+o7IKCw7Dox6GDcDBBv6eHtrPSCQSKQzgWoMHY816s7KAdjQYm+El9TawAwX2X0fV1o8jXwsq0IWDr77Pi6CigzZMBA7z4Y9L0I2YehzvwabJRls3Tk9ugS3InhXTCdwP5CkVaGnQzb910fZkH2W8Dy7oQOuhjwFmDz0ujQSql7E7+YUyQeuyl8zhy1SkZ5RdBkyWw8ZqBjZWyXr9kKDt8u7PcN9eBGZ15MMxGexDgC46wHRoRuTQDP6OAFYt2ucqMexv4OuZof2MRCKRwgD2Mngw3h/az3oAm2CfpvkNKoAWrPcrmgJ4ANmUirsZjePFGbpYsS1Z+BFYw6UfvkBPYOvxlgebJirEoJtYTnRgUJFPm9KDSjpQNeylXPjSaqDptBugfeKHZ7wHPmkHHgK2ooSiXWUF6Id+L/LSBpxAxu86cKyBjdew3GhANxfOIL0bwr1Z/C4L6IbOX7AXxBsILJvTtsm9q8bVruLP6Pd0wAXoZ9eG0cAfAvt+gIGfZ4T0MRKJRAoFTYlLw4comhPQWleblPp29CVWmhR1dNJ1CtlTgYfiqAUPsC/2rbBexUPauk/QDaB6rOPQVl/Ma+6fc2BverQWPEtLs4loumtp6jcbCWABtG7cdMOnDHwC7EmOE+NWA804c3GPXyHDdw3dPDbpG9+OZvnVLW0DpkG1UX4yuGYbsGj20SsPwHrYlw2OAtbLYCsBTra01c3bQB8fY2AL2injVUv/h1FQV4UaPh9o4OMRofyLRCKRwkFfSmkn0J2UsH4UWAn4xeIl9C2Bd6LrgYoG2tSKVzKUHPV26Inl+RnsXkdJJiY2kN53+QMcLYiAjS3G86wcdiZBN3Cy6GCMB64C5nURcyuBPkPXRdtudWQY+7IQPCuqkUBPRG92MO5jgUNtxx1YA/MT7InAncDWdKWxAzMBGwJXootaU47yM6JhAOZCsyVsmAAYdxlCN4HvtrTRzTfAXD7HwBagN7qZYfO8+5xA80hUXDWNnUL4FolEIsFAVafT8Co4ZwswJ3ap88+gLXdKDbqYOJxs2QAjyZCGj4r9mfTJrWQCBXUi8AGwikGMlzmydaXFuK6Z0cYywMuW97D7Pl4CZG131rKg39WtUQX+ZuI/lES8qxFAPwMmJ+dpPI2lCC36riiSB2nCDSKgD2Z6SJWMBVYyuPYfyK798SMBT87TQMucbHQxBuCoxM3Sz8sMfFu7aL8ikUgkKMB2Bg/Hy0P72Q0wBfCGxUvnNhosvRVd0NmK8IFOSjaxsLM88JWljR8ogbBPHtDFW1oZAORMC0RTa01VlD/E/hRwajRzwzbdvwPt1hBP/DOALvretRzzRqIdOJMGe26GAtUGyCIs15ORWLbdRbs8FMHLFKRAHwrgT9iVFA6mhhgisATaAjhry9VvaQANFmBR4GuLuE4O4OM9Bn4tULRfkUgkEhR0QZ22SPkJmDS0ryIi6ILelGto0BMLtJbb9mQetEbzIIPr74t9psG7lCwdMSuosrEJJ+ewca7F2Kbesx7X3gIVpbLlEWDprDG1Mmif7AEZxjyNEWg9+H3A5WhL0mOBw9C2lUd1/f+zgRuAh9Hvoq8Wgt28SdwkMgbVUsjaNq2S6zHUqUG7TLgoRajHq8B0vsevDKCb4t9ajE0nKqh5AnAIuiFrc0BRjddooE4dqLDuJ4axtVNwKSbwVopPo4hiqJFIpBXBrCftFiXw84+GLxnQSVFDP9TRuu7TyXaKcAtVTmyAOci2sfBEtes1KujpvGlro7tsY0cFpkxP5gcCUxtedy50oWjLy2QsMWh10DKZG8h+mlfJWOBZ4FRgI3JsqKHaHQugav7nAM9jd4JpwlAyiJ61KsA8aMlZXj4AFjO0mZBNw8WE2zB8NjULwGxo27+iaQPOo0QixaYA/TFvN/sVMFVBfk1OepeoF4rwJRKJREoH2vc3jYcC+zgH5u3pnqWJ0lfRlGMboaZuvkE3TXqhytEHoqeNtlxHSTJAXIJdS6aBwPYYZJSg4lo29ytVUAoVXjoSbatkw8fo56chM2FCA+xC/hrvIeh3aBNgcs/+ToFuLFyOWZmLCROBXX363UygG7eHk38zZgywh4Xd/0Prxl0wAtjH5ziVGXTheIOjsUzjF1SksaG7K6Cbkaab6qcX5NNyBr5cWoQvkUgkUkpIT1vrxHHPeQvfEuAxwxfLQGDGEH76pOtFNthwDHoyimz9yDuB40PH7gu0BaNtGv07aFp2vyrXWwJd6NmcFN9t4OdKaCsoG8YAf6aJNsKKBJgZFT3LSgf6zNqaQJtn6EJ0deBqzDdPa9EJHBIijkYFWAx7hflq3IThiSmq7v930k89a9GGiqbN5Ht8GgF0I8e024ItZ6GL5obOVKwEfd60GcQ+Dpi/AH/2NvBlB99+RCKRSGnBLL3+8UC+mQgVgr6oVw/hYxEAC1Jcj/HxtEBrHHTCkmWC14GmPD6DKnh/n+Ea7wDT1PFtanQybtte7n5gngKHsalA1a1tuoxUMgFtqThf6DgqQTe79gPezxhXNyeHjqWRQGv0T8ZeqLMnHwJLWNidDTgN+NTw+u+gWhO/2dhsdYD1yb+B1pO3QsflC8wz6+4rwJe7UnxoB2bw7UckEomUFnSi8qXBQ3vLgv2aHPjC8IVyXpG+hQBYHLvWO1kYRhNvpPQEOMXzeFZjIHXa7wFrY/Z9rOQrLPpTR/4X9MT8FLLV+k9E0+7nCB1HPdBsqk1RYbesXEwsKbECFZD8OMeYg2b1WJ9WouVzO6ILswvQDaqzgKPRspSmy5hzDap2bzoPMeHB0DH5An2OPmUwBp3AMh796E36xk2s/49EIhFgV4OH9hBgtgJ9OsrAJ9B615YQKwI2MxyTLHwBLBI6xiJBJwpPeBzTnnxCjf7O6Kn/FdgtQiegbdsaTjyqLADTkj3l/wkMBdvKBLAx2TMCLgrtf6OBZmHY9puvxrlAr9DxtBpoWZArccD3QsfjE2B+dMMqjTs9+rC6gf0/+7IfiUQiDQMqFmcyIXwC6F2AP1NjXru+o29/ygRwu+G42PAyMEvo2EKATs59tHjryRPA9DV8WBs9xbfhaVpsw8Y1aGeFDzPcy89o8IwLdPPrAMzFuyppWn0QnwDbkE2TpZIniSf3hQP0QQX78tJJk7fYBI43GId2YAFP9i8xuAfedQgikUikIUDbl5lwC57Fa1DVehPe8+1L2QCWNRwbU/4FTBE6rpCgkzsfGyug6v3HUWXjDOiL/an/SFTgKKZi5wAVbrTp+w0qqnksnhX9iwQ93bzNchwA9g3teyMCzAk8l2G8K/kKjynUkeqgZTSn57x30OR6GsCUmGkWXeDBdh/SSyWfcW03EolEGhrgDsMX2FV4WnijL9lPDP1oerG6apDt1K4a1xBTSn8F2Jlson7V6EAXVlXr/YF1sD/1fxKYu+hxaTaA5bE/iX0ImD20775A9QFsBBDbge1C+92IoBl3J5BPIHAMLfr+Cw2wR8579zVN2F63EmBfg3EYhOP5B7CDgd1dXNqMRCKRhgdVEDZVvX0cDy2D0F7qJvxAi7Y6Q5Wb83Ie8RT5N6Dik7uhrdyyTPIGAqdSQ40fPfW/ErtT/9Goknu8XzlBM2hsFv8jsOjJ3sgA/TBvuwraMWTt0H43KmibT1vBz55cQAFleZH/BdgIfS5n5aDQMfgEPYk3aV+8gWO7/06x9zNRMycSiUR+C7CTxUvsG2BFx/ZvMLR9hku7jQT2Pex78tfQMTQCwDSoWvYZwH2oTsZgdAE5HM0WeBO4HtgfPVmueaIB/B5tIWjD0zR5zWhRoJ00hliM/Ru0WK0omoF1POYtKIfGz2d20GdMlhKMSp6ihr5IxB9oh4cfM96zn4BpQ8fgE7QNZho3O7S3goG9lp03RiKRSCrArRYvsgnA4Tg4nUSFqUzT25dyEWujAcxtcW960gkcGjqGVgNtj3QM0GZxr34BDiKe+jsBmBVNvTXlGqBPaL9DAWyJ+Qnn28BUoX1uZIBdUI2JrHwMLBg6jlYDWAD7Td1uzgntv0+AeUjfSPwRR+844P4UW78AM7uwFYlEIk0J2hrLNjXxn+QUx0LV0E34xFWsjQbawzkL7bRIKnOZQMtqbFsNDqDFTp59gopSvWI49h3A4aF9LgPA0pjrAtxJ3KzKBdpC7WXLZ0Ulw4C1QsfRagCzAK9luF8TgRVC++8T4BmDcVjCgZ2lSC+rcy46GIlEIk0Hms483vKF9gg5FOXRVGsTLnMZa6OA1tVlEambQBTsKhy0TtQmRXQiKg4WhRkdAtxsOP7jga1C+1sm0BNO083gY0P72+gAkwJ/w04jpJI2YK/QcbQaaOvipzLcrw9p4i48wGEGY3CwAzsPpNgYSxOLuEYikYhTgIMzvNDuJ+NJEPCwoY2tXcfaCKDt5GwZA2wU2vdWAhUSvAC7SfzXwCqhfW82gD0Nx398/J5UB+gPfGowhu3AeqH9bQaAzUhvZ1aP82mBjURgBrSjyq7ofOUE4DTgCGB3YAtUe8W78Bv63L8nw71q2pNpdAMxjX/ktLGRgY1TXMUUiUQiLQGa2m/LkRltmZ5uz+E6zrKDvkjHWt6HkcDqoX1vJYCFUPE4G+4Cpgvte7MBLIZugKXRBmwc2t8yA8yFir6m8QMeusO0Iqjei2npSjUeBPqGjsMlaBbclqhOkY2mRwcq2HoWsKRH/3pjLmRc6VvTbj6SPq97L8e1JyO9bfRAovJ/JBKJ2IHqAXxm+UIbi6XYCrqTb8IwX7GWFXRS8YLlPRgCLB/a91YCPYWyaQ01hpiu6wVUePFFw/vwp9D+NgLAgpiVtPwrtK/NArrAudjimdKTd4C5Q8eRF1RL5WLyCSVW8h88ZaugnTQusvRnOE2q+0L6IdI4MmarAMcajO2OrmOKRCKRlgBYrushbcNmljYWNLzuC77iLCvoqYUNg4HFQ/vdKqCpn1dZ3qO3gUVD+96soB0UTDg7tK+NBLAyZu+C3UP72kwA26IZXVkYTINuBqMn/udgn/1myj+AGT35fpKlL+/ShN00gBMNYp8vw3UXI/1Z9DxRnDQSiUSyg/Y5t8FKEArdZDDhTl8xlhFgc8x7coP2F86tqhsxA02NftXi/nQCl9DCLeZ8A/TD7KTweaB3aH8bDWBH0vUtRgLzhva1mUDLwN6yeNZU8guwSegYbACWAd7PGK8NnwMLe4rhCOy0YP5Bky1Yge0M4rbqXoFmxryZcs024lwoEolE8gPcYfEie9fmRQasYXjd833GWCaA36ETN1OGAUuH9rtVANZDSy1M+RnYPLTfzQ5wmeG9aPjU6FCgIpdpDKDJFjOhQU/Er7Z45lQyEdg3dAwmoMJuvk79q/EdnjasgAOx2wQ41YcfoUBFGNPYwvKaJh2jzvUVUyQSiRQOerq1PLAuurO6N7BP188OXf9uPWBhHJ8yAn1JF1ypZEuLa69oeM0TXcZUVtCT5R8sxvpn4Heh/W4F0BrPE1DVc1PeoklrPMsEekraZnA/GmIhVFbQEzgTgbrdQ/vajAB/xE5vpJIzKPHGDKrcPyFjbHl4E5jcU0x7Y5fJt78PP0KAilmm8UeL661O+rt3IDC1z7gikUjEG8CiaOr9DcDL6CLPlsGo4M1FwE7kXIQAS2O+M/8phjVtwJyG1zw6j/+NADANmkFhykhgxQB+9gFmB+YDpi3afgiA6VF1bRtuoIl7PZcJ4FqD+/EyMEloXxudru992iJ0EDBNaF+bEXR+8IHls6ibW4DJQsfQE2BJzDp3+OJkj7HtivmmcTtN0u4Ync+kYbThAcyK2cHIVr7jikQiEWcAUwDboKn2gw1fFFn4EbgR2IoMojPobrYpVxhec1LMdsgPsx/ZxgFV/H/cYnxHA6sW4NdMwM7A5aiydLVJ2mDgfmA/YBbfPhUNWpP6ucW9GQ/sE9rvVqHrM2qyOblSaF+bBbT3ehrnhfazWUGz8rL0ngf4NyVqPwpMDXycIY4xwDPAlcDJJ0kFPgAAIABJREFUwNnA9ejmiE3qffe1+nmMcQe0FMOEcTRBG190XptGautodG70rMG1HnLk91ToJufKaMbtuqgm03ZdPxsAKwDz0iIHIJFIxCFoOvF6aF9bVy1ubBiLnmhuj8WJQJe/JnQCexhec5jB9U7KPtrlBv0smJxgdjMGWMOzT2sAt6OLWRsmoP3tvfVcLhJgN+xqUr+mQZW3GxXgLwb35ZHQfjYTaLvF51PGvA1YJLSvzQr/LUmySTHv5j1gztAxiIigi3cb3kEX1DV7vAMLAZdiV1LgdY6BLh5NNwF+Bpbx6Y9v0HKhNI4zuM45BtfpwOJZg2YwrgMcgH5OngS+JFsWyhjgdeBmtD3hxkDffKMXiUSaDrR12J7YpXr7ZjBwJjCPgf9TA18YXrcN2Mjgml8bXOtiJzeghKAnF6aMBdbx6MsCwCMW/tSiA7iTBl0AoJMX2xZ/j+KptVSkNpjpkxReKtPsAEuRntrs5FQuUhtgU2CE5bMKVABvqcC+z4L5Ach4VF3fuIwHWIJ01fhuPvMZa5c/O2BeDjAYWNC3T75Ay+bSOCHlGltgls3xrzrX6AOsChyFZs3YaCxlZSK6QXoS8Hv3oxuJRBoGNI1pv4IePlnpQLMC6rZmQcVYTE8dxlGnpg3ohZmo0S3u70p40B1jU8YDG3r05QjMen3bMBHdXCpd3WktUMHNFyxi7EBPsWJ9ecEAyxrcn5dD+9msANcYjH8UKfUMKv77ocUzq5ufgdUC+n28oZ+jybjxjR5aPGloZ1HXMVbxZ2fMNwG+Avr79skHmIkAnlzn7xdHdY5MOK7i7/qj2RYXorovIYQle/IBcCRNWCIZiUTqgO5ifhT2+WPNG6h44KQ1YjJpB9VNO7q4/I0CMbCS4TUe93+nigXYF/NaxQnAZp78mBzVhvDJOwQ+bTIBbcE40CKuEcDGof1uVTDLntkttJ/NCrpZlraB+8/QfrYCqOja/RbPrm7G4undYuDz+wb+tQOb5rQzJfC2ga09XcWW4s+umB+ivE8DZpahNfRpVG3vDMyIne7OSDQN/xuLvwlBG3ATMF/R9yMSiRQIMBvwQNjnTW4GoqlT0/aIbQrsHtAATwELV1yjFyriY8KPxd9Bf6DaC6YTAG/KwKgI42OW9zErEyhxezBgR+zq/T+lQUscmgV0o7Ieo4idGLwCnJdyDyYCs4X2sxVAdQFOxl4EbyIFP5vRrAUTnIhJouVtaRluF7qwZejPnpjPAV6hwdrboQdIadxe5e8mBZ42HJdGpQ0Vr2zI7I5IJFIHNM3LRNyuURgJnA/MVRHjHhmu04luBJwNvGT5t3OHvKeuQEViTHqWd+NFUR6dLF5veQ/y0knJBB1RQbOzsJs0PwFMH9r3VgaYlvRU2ttC+9nsoC260hZWx4b2s5VAsw5N06e76aTAdrtoPXwaQ3C48CU9Y+geV7YM/bHJAnwSmLxI//IAnGoQ0zM9/qYXKj7cKoxGS4N/kx0biUQaDPRk/OawzxSvTETb1R0CHFSw7W1C39+8AKthpzTrbbGMWSsvX1xDCV566CLyIUvfLwZ6h/a91QE2MrhXW4b2sxUgXTDz+dA+thrAopgJZPbkXAp4NgOnG/hyimObs1JfiX+AS3uGPh1lcW9uL+LeuADVk0pjGNCr6/dbbfFfyeOUpCtHpDga4oscMQOYV0TuERFX7VuGich7IvKRiLwvIl+KyPCKnzEi0t0KZ3IRmUZE+onIXCLSX0TmFJElu/xphn6l5yZJckxoJ7KCtvV5VszvxdVJkuznyZd5RD9TU1n82VMi8pCIPC8iI0RklIjMJ/r52k5E1hYRGyG805Ik+avF7zsFVVi+X0RMhZ/aROTAJEn+7s+riCnoaeXf6vzKBBGZIUmSsQW5ZAUwjYgsICLzd/1zBtFn+GSi38spRZ/rI0Tk565/dv98LSIfJEnyTeGOVwFYWkTervMr7SIydZIkEwpy6TegpSB9ROdd03X96xEiMipJkvZQfvkELd27S0TWt/zTG0Vkb5/jAlwrInul/NpiSZJ85NjuYyKyQY3//EaSJIW3cQVOFZETDX/9vCRJCsvUyAK6STFIdD6axrEi8oyInCki6/r0y5BhIvJj1z+Hij67uplSRGYXkVlFY3Mp/PuziGydJMmzDq8ZKTFxA6BJAFYVkQdEJ3FZGS8iz4nIk10/7yVJggPfEtFJ5nIisrLoy8+72q0HPkmSpCFrroEFROQFMXshiojcKyLbJUnS4cmfh0RkE8Nff1xEjk+S5I2Uay4sIpeI+WQTEdktSZLCOzwAG4jIHSJimsY/RES2SZKk4U4y0RTapUVkIRGZV3TTZnbRZ9WMoovNSeS/G1OjRWSs6AbjcBH5QUS+6/rnpyLyseh3sa24KH6LwQLi6SRJvLXMtKFrIbaaiKwu+gxeSERcKEKPEpEPRTeK3xKRJ5Ik+cLBda1Buy3Ua7e4gG/fUNHaJUTkd6Lvu7lFN8RnE/2s12Kc6Gf9q66fL0XkExF5Q0Q+c/EeDgWarXSZiOxr+acPisj2SZKMc++VCHCjiNQT6PwxSZJZPdg9SUROrvGfX0qSZBXXNk0ALhKRQw1//bAkSUrbGhlYUkTeDe2HAR+LyAAReVP0OfpBkiTDTf4Q7Wy0uOi7dVkRWU/yz6vbRGSvEHOiSCSSAWBD7NK6e/IyWgc0Xbo1Zz7PDeyD9kXN43vRLFHUGLkCFYP8wiLGAUAfj/4shVndYRuanmi1UQkchrm40XhgMV+x1vDvCMzbMIF2MJinSB/zAMyDCkzdgnYfMb0XNkxE247dgNaxLk1XKmeBcT6b4uNx6Vfx5lsvYH3gIrQPuc3nLS+fAZcCmwA2GT55Y943xS8vJ6vo8+w44Dn8tPz6GdWtOQlVNi/0c+4KtA2Z7bNgAD0EgB36c1OK7WfSr5LJ7vZ1bD7ow6ahXwlwneF96QC2DeVrGtiVNRTJaLTMYHvAx+bSPMCBqGhjVjqBv7j2LRKJOAbYlmyTjg7gn2jqZOgY+gK7oZMcH4sFlwRLGc8CMD3wrkV87+FZXA6zln9jgczpeKgIpqm40XMu46vjU29UedeGe2kA9WVgeeAcdPEXiqHAP4A/AXMUEPMHKf4UfpIHrIAu+gf5HWpjxqLfd+9jAcxC/Y0OZ/3mgflR4U6blp2uGI6+u3ekwA0WFwBbAr9Yxvs6HtrQAael2L3Ptc0uu1vWsXmTD5sWvvUC7jK8L+Nw+J1yCXqoVRbagLuBbSiwIwywJHAZ6QKptTioKF8jkYgl2Ku5d3MfmiJVOoA5gGOxb/FXFO+FHiNT0N7DL1jE9g2e28IAfUifAE4EbGtGq9k60yL2NR2EV8+XvsCjFv4AXAC4rPFzCtqD/TjK+V3tRE9BjsRT9w7qL/7aKGiyh/asPp5sgmtF8h4q3Oot0wz4dx376+W8dgJshXbgKMtG9S/AbWi2RUNkBgC/A36wjPM9HLdyJL2L0BMu7RnadSo6mNG/yan/PapkOAVn0KUBzId9G0ofDAJOAWYPPB6zo5vCthsBHcD2IX2PRCJVQFMBbVPnvwU2D+27CWhrtI2BRyjPZKub1UOPTxpoL1sbdfmhgHddBmADA1+cCC12jcGnhvFf68JmDT/mQNP4TWkHDvblT17QdPs78JPu7INOtOXnwYCpBobJOPxcx2ZdvQpH9ucALsT+RDU0v6AtXZ3di4oxOayO3a0yXjMBNgfeLmBs8vAVcAweTstdA8yJ/Xh+hsPNPGC5tPF0ZauH3fPq2NzYh01bgGnQ0iETvsLDdzkr2G38++ALNKN1stBjUQmwAKr2b8ME4A+hfY9EIl0AC6ELNhuuQ1WfG46uB9f51J9wF8ndocekHuiE1aYV5Bhg5YJ8qzf5AT21dSZOilmvZ/C0YAOWBb63vBdb+PAlL+iE+QHKcbqSlYloJsYu5CytoP6JirdODcAiwPU0zgZMLcagZSPOaryBZerYOyLD9VYBXi1iMBwyFriakuuGoFlRti1QvwEWcmQ/Ib1UZj4XtipsTgJ8WcNWJyXavEEzvEyzu16mwPT2Oj5Pgf3c2BUDUV2rSUOPQz2AnYARFnF9Q4H6YJFIpAZoWrdNTfd4YJ/QfrsAnTAc3vVACkk7ntKKXYCmjpsyEdi0QN/SJnxOsyvQkoNRBuPwgUu7XbY3RUV/TBkM/N61H3kB+qN13GXLxMnLGFSQaVMyTNqoX351rIf7MD1wOcUK+hXBj+jEOXe5C7rAGlbDzhUW1+mLChk28me+DbiWEm8EoDXnl1jGNQhHJYzoRlo9znBhp8LeVnVsve7SlgtQrYvBhvflLgKXrKECeEUzEhUdnDxk7Dagh2qmGR4A/wjtcyTS8mAmoNbNEAo62S0SNLV7Z+Ati7FwzQWhx6EaaI2tDYUKvVBfOO19TzbvMRgHp+rLXffBZqH2ETCvSx/ygi6mDqfxUsyzMBS4AvgDBhko6ElTvUyITOnmNWwlaFeFn7yPQlhewEEZErU3GV8x/PuNCb/J7JI2tAbYq7hrHtDyHJvn5TBgBQd2V02xMwZHGyjAtGgZZi1KWfaFZn6ZbKIDnBXQzymwy7bLSwfwd0pU/mADejjyT4t4dwntc8QtzlJtI/4BdheRGwx//UcRWTdJEi+LqjKATtQ3EZG/ikjuyYAl40VkoSRJvi3Ybk2AjUR7J5uKQV2dJMl+Hl36DcBQqd0P+9QkSU7yYPNsEUk7kT02SZK/ObDVS0TOE5HDLP5sgIhsZdr/twiAhUXkehHxpd4+UbTf+aci8oOIDBGRoSIytuu/jxCRyURkKhGZTkT6isgcFT/ziYivVMtvROQOEblfRF5NkqSz5y8AS4nIO3WusaSLZy+wnGgPdZcbud+IyLci8p3o2H8rIoNFpKPK704lIv1FpJ/ouPcTHXvnLay6mCAiJ4jI+UmSkOUCwJki8udq/0lEFkyS5IsafzeTiFwkIjtnsWvJT10/I7p+unvdd3/mZxSRWURk5q5/54KhInKiiFybJEm1ex0UtK3crSJiepI6SkQ2S5JkQE67L4nISnV+5S0RWSNJktE5bEwtIo+ISC3V/DYR6Z8kydCsNnwCbCAiD4lIb4Nf/1OSJNd7duk3oNpB5xRk7n0R2TNJktcKsueFrvnKZSJiMg8cJDrn/cWvV5FI5H9Ae7mb1sAPogBBtzKBqiDn6X2aBdPNGO+gLV9GWvj+NAFq1aifTuhFAAk4ImUs2oE5HdiZAm3bZ8PtlCx1EBUwcnnq34lm61wO7AosCphMJOv5OBla770rcDEqsugjXftHNE14Z1T8cDJUdb/eyUkHOeth0dTov5I/3X8kqlp/Knqy7aTGGC0L2QJtpfYo7utunyCj6jv1dT+uqvL7fYD98ZNhMQEVoLygy6/lsNDiQbM/5kXv3VHAneQ/5XwD3cAqHcDamJ82g57Q5+3uUK8tXzdvk7HsD9XseC3l+pfliaEIgL0M70kbsHbBvs2JXbldVjpQkcFSvbPzgr5DTTg1tK+RSMuB+cJiHCWsIy4KtNdqUb3I24ElShDzrNilrH5OILEh6qdALuvJ5qkp4/GQAxvTAs9Z3AOAs3EoeJgXdCGUVhNrylh0kbw7BaVIogvzrVEBzOGO4sjC1znjmA3zNlzV+BL4G5reXEhNLlouskqXXVfP3x+AeieztXxZKuW61wJrAOugbbrShOBs+R64EtgQ6ONpvOcH9kU3X7KIQU4ATqKEgmVom8AfLWIZi55Q57H5iIGdEcCuFtecBt3ES2u/NgqYJY//RQGcYXhPhgHzF+iXSZlfXiYAOxQVU5Ggz+87DMZgDDBHaH8jkZYBsx1q0JO2ItIXSw16Snc4xXQNeIKAizj01Nkm82EEAfv2pvi6jCebN6WMyWY5rz8rdnoUnWRQJPcJMBPwH4sYavEs2uc6aMcRVCdkfeBW7Psf5+XJHH6vj93ip5vx6MbHmpRgUwlYAl385K2lH4+WvtnYnj6nzSyMA27BUEPCJejm467AgAx+v4WW+5QKtNPRV5bjv1EOe/Ng3lb5KeqIEKLvg79SW4yyJ0dn9bto0IyU2w3jeg/oW4BPuxr6k5eGuU9ZQOfNLxiMwyWhfY1EWgKgN/Cx4QPq4tD+lglgdrRtmW/2CBTfJNiJuLSTY5LkyOe/1/FvEw/2JqH+Cd/L5JiwA/Nh3ioJtOvCbi5jzAuqCJzn1HY8mjmwdOhYqoEuCA8CPswRow2/STM38HES9HTNtozhZ+B0wFdNfi7Q99d2mE0s63GipV3TxVxeBqGp+aVo34amm1+MXQnPaGCn0L73BH1/v2cRx3hydLQB9raw1YluBByIZpJsgAoZ3o9dRsbjBFbOtwWYHPNst3vwuCGGvn9tSh/zcIKvOMoCMAcqHl6PUTRoS/FIpKHA/KX0OTBlaH/LCJoq6bN11nAy1qvmjOt0Sz+DnzoDh9Tx70wP9tZIGZNaokwm114KTVM2ZRywucv48oKetH1nEUMlbcBVNEhKILrI3hKtyfbJ8ZZ+TYm9dsRY4BxgBl/j5RpgeTQjI+uz+DIMFxPYbcplYRCaZRa893k1gJlRfQabft9XU7LaZnTzzmbzaAI5nrHoZ6woBtIgqf89AWYAPjWM82RPPvRB9SyK5FXgAFQPJpeOTVlB2+KmcUhoPyORpgZ9wJlMzjuANUL7W2aw293Pwj0Fx7MZ9duQ9eS6Iv2rBVq7WosvUFVal/bqTR7vzXHdP2BXYjKCkn1HgYXJLih2DzBf6Biygp7apQlzZcU4wwOYBZ1U2vAgJe7tngawGPYbHt1cjVmbxrczXj+NCejGa0NstqOlPZeim3UmPI92QygN6AbZg5b3KFMbTrR06CkLW1n5HljQ9VgVCZptYvIO7MRhW9QK+zd4vD8mjEVLaO4Bzue/2SCFHwa5hnQ9gE9psMyVSKShQAW0TLgztK9lAU0bXB/YB03NPBVNicxSH2nLgQXFOC92ImcDAFetpHJD/YXX7g7t7FzHzkiyqzpvir78TRmMJ4HDrKDfk68tYujmczx1aygatJ51J+xqjU1Yx9B+f+Aji+sOA7bzPS5FAaxlGX83V5CyCQC8mOG6aTxJCevlTUAXa6YL28/LFidaSpKm5VJJG9pWMIutqTATBczKN5RsfLOCzrUmGsQ8Gljcod39PN4fFwxHy08PoAE3ylEh2rTsoVVD+xmJNC3AmwYPmnZgkdC+hgJYHDgandyYiu74YgKwoud4bdPevgJm9umTLWg9di2GA/M6sLEc9euA98p43V0wm/BUjn+pTnqAvpg9W3pyFQ1y8mkD+p06A/NT0jRSJ/eo6NgXFtd8jgYptbABFZ76a4axr9uOinxdFHoynJLpdmQB3fDaG7OygOHAKqF9rqTL/4ss7ttE4P8y2poUuM3uY2LEo5QswyIvqPaBCZ8B0zuwtxL/z955h1lSVP/7NDkHyTlnECQKkiRHUbIiQVBABZUMChIVBCRIEAUkiYCSUXKWIBkXWWBZ2AV2WcLuwuY48/7+ODPf3zDM7TrdXdXVfaff5+H5hrnb51PVfft2V53zOfk6X8TkRXRTKrgpoi+AEx1jOj+2xoaGtgTYzHhjuS621rJBjUrOxP/OnQ/eI+APPJoCa2UcKW7FsUBfuNLcwQdTYBEA+Brp7Qb/RQ5jInQ1P0vZxWvA4nnHEQL0ITqrMeZIKuZdEAJgLfz4A6Q+5KFlMFnc8S+jTetNu0H9AbJmAxyacrxHMx6rFfdQse9wUdDfT0tG3Dhgy9h6ewOcl+H8TQP2KRDrAPxsLIxG/W/aMm0abXtp4X4KlPmhmWt5PWuqwFjgfGqwCIRuFKRd++/E1tjQ0JagvYotrBdba1mgfaZvJ9sObAyeIsBOKdnb3VS2Zy1wsEP7aDQ92/yijv5gnYS6QbfiQ3LU6KEPb1le/v9DBQ3agF9mGAPA/yixn3NsUKPAE8mfDTDZcfwVUfMvC530I7MlNPXa0ou6m2m0KEdBa9mL8Bmwf9lzUBZoSv3vcN/TJgDbxdbbG+C3Gc7lNArUoKNt/f5Its4K3XwGXEBFukSEAs2YsGbd/C5njHnI1m63yowBTqXiGXVodlYaQVo3NzT0W9AfZ1crDoCXYmstA9Q06s4id9sI/BOY2eMcLIvuyFi51FfsEAAzYntgeAU11+lzFw598NgCXVV3GRJNBjbOofXoDPMO+vJRuTY5aM11Fgf2f1GjlEWfAOthb7/ak+Epx8zScaEDOKTMMVcF9PtmvU7H0Ye/BroAl5cngKVjjL1sgN1xt0ycBHwzttbeAKdnOKdTKNhmFu1IcAzqBZE2Zx+jGxX7U9EuESFADSeHGM9HJr8ktFTooQznuy4MpoJZNt2gXgBpG26ZOt40NDQ4ALYx3jx+EltrSIC50LY8IVv4heR6PKT8oWnbD2aI+xwVa+fUF+jOykcZxvUB8DjqIP5PYADZFkUOzqHx+AzHB13UmDPEfBUB3T3JYvr3NzwuYNURdEf6iozn/78tjrU62Tou/Kjs8VYJ4Dvoi6eF4cBSvf59Ho+LDuBkPHciqTpoTfUnjrkZQwV3+7rOl5VJeMpmQF9I10IXVfcCdkM7w6zo4/h1BS2/sxjkdgAHGI+ZADdkOM91oxMt85ot9PnJA+kdOB6Mra+hoa0A/mC8cbSdKVQ3qAdCFpOsqnITBR34gZ0zxBtFTnf7GABbYn/QL8J5ObRlTZe/j4ru+AB/zjCOP9Omtap5APbFnv77Yh//fgPUR8HKqTHGWTXQF6oxxjkbQI+sG7R0JQuTyOka3w6gpSkuX4oRVLAcCDghw3meQIV3XNsB4PvGczHN9Z1Ds2GvzXB+fTAJvZ/cDpyLXl/d/52DPtM9Q7Y2wBaeA5Yo6zxZQRe4WjGefr5R0NDgFWx1Tq/H1hkCtAb3LHSFuF14iAKp1NhbGHZQwxZtwLa401CL4Gwb1oemUzPGuJuKZl2gJRJW/4KbaF7+vwTabeQtw/wN7PXvtkKNn6w0LV17AHwDe5bPE8C8aHlR1vuJaTeynQGWx+1P8SbVLG86JsO5HkfTwiwowIXGczEdfbH+0m8Omn5ubV1ZhAlo28cTUZ8p0wst+qy6FmoOfBN+FgRGAF/3f0byg95T08oAMpdVNjQ09EHXl83y8ntRbK2+QVP+61brb+UVcvT+RVOHrZwV4ryUAZoJkCWd38rVZH/5PzNjjH9Q0VVw9GXoVeM4HqBgtko7g5ZR3OWYw1Fdcz4D8CuyGZa+RT/1XEgDXcBKM/bsyetoOm1W2tbwLwtohwpXqcqd5OiiEhqyGbWOATaMrbldQXfuH8vw/XsRNTleDc2YOgP/O+w9+RS4Bvg2noz4UD+i7dCysREFtFWu+wbppqonxtbX0NAWADsYbxJttWOBtiYaUOCm6WIaelN+DXgB3ZV/CHi66/83FPtDZl7Gk9HYC/uCyCPUvHYV+CrZ6tRdXEjG3Wzg7IwxbqTCLdqAw4zjeAuYN7bePKAPm6sD+6BlG1egBoYvoL2nR6JdJbr/ew+91zyBppeeCnwXWMV1vaAv964SrXvJXoM+hQrWWFeFrvOTpQtHHt5Gz+0P0MyDhWKPOwZoHbdrMfbXsXX2BdlatY6mDwPJBj8AC5PejrdsRgNXoR5bQZ+V0N+J7YC/ki+7cSKwfUiNWSDdcPO+2PoaGtoC7I7j68fW6gv05f/tHDfJVryFGvAdgd7sl8GwY4GazSwGbIw+BF6E9pP2vTN9H7CuQc/PjccbDizi52zEBVgEXZQpwmTgoByxXS1venMNFV50AWZD2x66GAesEVuvFfTBck/0+/k8fhfuxqC9qn8BrJqi4Rj8likdX+Yc1hHgFI/zbWU8MBA1Yf0Lulj0PXSXspYLZhaAnUjPXumggp0BRETQrjFWPqVG9766gabU522p6oOx6Ev4LkTKbkPbEx+EvZSzm0nAJjE09wbtFtKKkbH1NTS0BdjSFzupoNN4HvDz8j8VrcE+lADGiOgO49fRWrXH8NOVoBO4FTX4m6NXvAWAi7HtZEwDNvM95pgAswLX5ZzXgeRI7UTTR7NQeaM84EjjWPaLrdUFmh3ya9QoqUx/kAHAscBifWg6DD+70o9R8WupCqBlFfd6mG+ffIymx16KLgws5R5JPcDdAWUoFV0EAU7KcA6HAcvF1tyukL2NblE60PvEXlTMlBfNrrkR+2/Yp1SgswRqEppG2xqSNzSUBrr75OKz2Dp9gPbVzdNru5s30V3yUlM10X63B3edKx8vIxPR1eE7UHfZLCvmx5U59jJBH0Ct8zsYzfjIvMoPHEi2F7lrqPgLG7qIYkm/vD221lYAy6Ev/QMznJtQTEUXpdbspTGL+VhffEY/6TnvA/Te6zKqi837aBvNH1NBV28raEaca8Hl2tg6W0G2cq63gUVja25Huq6j23J8j7IyAvgtNVjMAdYlva6+J4OA+SPrnYH0TLudY+praGgLUBMjF+/F1lkUdFf9IeMNsDf/QfvuRn8JA5ZCX1J81q5bqaQZk09QA7AhLcb/OXAl2jIy1zyg/cazGLXdSIXT/rvB1oppJBUrHUFrJ3fH3+KabzrRl6Kte2j+Z4HjfS/mfNcRYHP8ZGGVQSf6e3UCsFLsucsKuuDiKiOqbOcZNDPDyqvAfLE1tyOoubXPMs+ePIPu9lfSiLcV6Ev10djaIN9WAb1pGwonxdbX0FB7cPfiBXgtts6ioK3ZsvIOsDcVfOlFX1z2wL6qW5QPiLwqXBZod4ifoi71/0GNfPalYHof2n4wS/34rVTY8K8nwLOG8RweW2c3qIPyQehuR114GX2xy/KS0ZO/xp73ugKc5u80lsprqL9Ebe7dpNf/gr7YVbUF6gxkKyf7N55c4Ru+CLAOtpddK69SIaO8vKDlpRavnqi/18BLKdqa9rUNDUVBa35cvBxbZxHQWsksTAfOpWL1XK0A1gduJpxrdQc9diAbsoNNeWJ9AAAgAElEQVQaPY7PMOd3U5MdBjS90MUAKpDJAMyCene8m/E7UHeGUNH66TqALrhmNdWqEhNRU8ENYs+lBeB2x3gquwOIZhtmSUH/FzW519cN4PBc35YvMg04kZosxlsAlsadITGRHK2kPWpMy9h9Opauhoa2oetL7uKt2DrzAiyBtmOx8h7w9di684A6RT+RYaxWfh97bHUGNZTLcg3eR0V3uPoCNZB0EXXnBN2ZO4zq13OHYBqwccz5bwdQA1nLzlnVeQEtaatcZls36O92WjuzccDisXW2Al1otPgrdfM3KlBi2I5QzA9gIrBt7DGEAP2OuRYBHo6o78EUXW/G0tXQ0Dagdc0uPoytMw+oGUyWH+GHgAVj6y4Kmq4+NsO40xhAjV5GqwawAmoWZOURapJ5IvJ/O6Oul6LnI2tcD23f11/5Zcz5byeADbEtmteBF6mwmRZqsJbGxbE1pgHMQbaskctiaw4F+iy2FpqN+Qs0w/IS4CzUfPe7wCoEWJRCzZ8tpa598QPfeqoEsDLqzZPGdyNpS8sAaFoB1pDKrjj3V4D3RcTVSmiiiMyVJAklSPIG8H0RucH48etF5IdJkkwLKKk0gLVF5AkRKZL2O0VENkiSpPYeEDEAviIiz4iINY3u3yKyY5IkE8Kp8gvam/tRx8f2TJKkdFMh1GDrLBE5XESKlB8gIu+KyMtd/70jIiNE5CMRGdXrs/OJyFdEZEHR++oKXf+tKiKriUjZaaSPicg2SZJ0lhy3bQH2FZG/ib/nmfEi8pKIvCV6bX0sImNFZFzX32cWkYVEr6llRK+l1UXEVyus50TkV0mSPOLpeF5AS1beEZEFWnxkkogsnyTJR+WpykbXGB4RkfWM/+S0JElODyipNNCU+d1FZE8R2VL0Gnbxuehzy7Ui8i9fz2No6+LHJNvvwBsiskbdnnuzgpZ3PigirTJQRojISmU/lwCPiMhWLf7cKSKzJEnSUaKkhob2AjUJslCrvpvo6rulLRnARVQ4HTIvwA+M42/F0bHHUFfQFNDHM8z1c8DcsXVnpeu7k8ZgIqS2ojtNWTIvejMeNWE8BFjMk6Y5UC+II4GbCuqz8CEVTpOuM+j1NSXneekAnkYNHdcmpzcGmsK7N3AtMKr45cJNeLrWfQH8yqH5/NgaXQALYXek76Tmu87ofe5Yincq+gTteOQlIw44NWP8P/qIWweA3zjm4vgImgY4NDXmmQ0NRcBeM75NbK1ZQH84LFxJG778i/yfGdE44zz05hGamsRcoOmO12eY6zeoaekJMNAxtl+VrGc+4JZcV7zyKvATSjLMA1ZHO07cg9/U8vHA+mWMob+CdvWwvnhPBx4GfkyAl2z0Xr8N2u2myMLS5+gCVXTDThERYAHcXgCVXzgFVsJmuAwwFdgutuY8oC1yfbffGwrs5UHbjGTzSLrQx5zUAXTDIu23/BNgrpI1ub4vlbhHNTTUFvQF2MIRsbVaQXsJWxzX/9XuNxHcq6h9MZqaZXxUCbK1DPsAWDq25jygTsJpTC/zOgI2IX+t53+Ib1Q4B/At9J78Uc5xdM/7bjHH0l9Ad3fPo++X7teBP6L1zaUt8KEP8weS797fzYvA6mVpTqNrDtP4UWyNFtDsH+si3xi0jK8WoAtQF6DZLaG4nIJO/MAy2HyvAO7xNT91ANjSMR+lZQEAs5Le1WpsWVoaGtoWNFXLwk2xtVoBTjaM5y20RritAd4xnt+e7BNbd10B9sfejnEUsEZszXlBXzLSKK2mGG33lCclexCwS1k6raC7VVugRlnDM4xnOjV5IWo30JT8tYDFqEBbNzQTaQfSzbTSmAAcXIFxrO3QGdVkNAvAHthfkocBLn+m6ACzo5spZfAgBbOzgAOMscZTI0NeH5B+Ht+jpA0z9D6axhtl6GhoaGuAXYw3w4+pQao8unLoSoGcCqwbW2to0HRo68toN9fH1l1X0Bc260voBGremg24zDHGo0rQMBPw54zXOMBk4HRgttAai4K2MPwGcA7w35QxDQN2iK23oXoAW6EZCXn4GzBPZP0u7V+NqS8LqAu+ldcoqRwpD+j99+58l1VunqTgfRv1d7EQfQGsTNCOOWl8qyQd+zt03FGGjoaGtgZYBPtLYuV/ZLEZ37WFy64L1KgqC0Op8MNGlUFbGFnrgacCO8XWXBTcrfVWDhx/buC+jNc46Et0JdKb84D2oz8QTT2/GrgU2A+YM7a2huoCzAwchaaXZ2UwsGZE7a6svlNjacsDbvPUnjwMzBJbc18Av89xLfng6oK6F8TdvhZ04amty0R7Q7p58b0laXBdVyeXoaOhoe3BXit4SmytLnD33R1MP+lrD9xrPK+gaYmbB9QyE7AaalT1HWAvYHNgeQrW9cUG7TM82DjPncD+sTUXBX2ZmJwyzncDx18IeCnD9d0993+gBrv+DQ2hABYFbs743QGtnd46kubVHdpejKErL2hWz20Z5v56KpaBCexE9gxDn3ynoP4djfoP8TVndQB9NmtFB7BoCRqedpyTb4TW0NDQLwAuNN1u9SWnUj9CPQGWwl1ft2dsnWUArGyYi55cEkDDasApwAukp8aPQxcrjgYW9q0jJOiDXJb6x+Bp8WUArOoY598Cxl4E+F+GOQet59wjlKaGhrqBtrhMc9jviynAARG0JqR7YXQCS5Stqwho7fwzGeb+xNiau0ENS7O0+esEnkKzlY5GsxN/irbmuxbbbnxvhlK8FMBlMAlaUjq/r7mrOui5TbsvHBY4/vzAtJT4I+lnWRkNDcFAV0KtBNslLgpuQ8OXY2ssC+BPGc7pe3hspYTu8rsyMVoxBe1HvaovPSEhm+P/ebH1+gJ1q0/jF4HiLoK79WBvhtEPPD8aGrICrEH2xbROIqTgAjc4dB1YtqaioJlM1rZ5HVTEsBQ4zqh5PNpjfgXH8RLU7PF07O0SAQ4vOI65gSGGOH8pEqduALenzMV9gWOnZSBAP2rP2NAQHDQ929p26obYelsBPOvQvl9sjWWA7v6nraD2xks9OrAi6fVjWZiKZqaU2ns2C8DO2LMs7gRmiK3ZF7gX27yn6AHzAC9nvI5eBhb3raWhoV1Ad/yuyfi9AjitZJ0/cui5rEw9vkB/r0cb53wMsFpkvbOifeFdPA8sk+P4c6MGs5b0/Nc8jGcbQ6xOYNuiseoC6SZ8UwhoCopmhKSdh6DeQg0N/Q7gfMPNFvTFcsXYensDzEX6S+9HVKA1Uxlgd7gFDws66Or9j9HVft+8TgWzAYAVsD+0vUybGbShqZxpLOQ53qzAYxmvnX/TmFo2NJhAd1+zUmZv8I0cWp4rS4tv0HaN041zPoiIKenAvgaNT1HwNw81dLbMyVoexmTJmBxChTckfIKm4afNfZBuM+hi5NiUuA+FiNvQ0K9BUwGtVC4dCtjOofni2BrLAH1IshrzfAIsWDDejORrw5aFscAWvuaoKOiPVFo7tp4MB5aMrdk3wD/SzleAeNdkvGbuB+bwraOhoZ1BF3KtL6LdHFGStrlIz7iaTEXd8i0Ax2eY8weJZJ6Lu+3fp3gyikO7Vrgo7KuDZpe9Z4jVL54jRURIL7U7M1DM7zvmv5Q2hA0N/Q7gEcMNEDQ9O7Wmq2yAsxyaa91z3QrZUvC/VzDWjGTLNijCOGATX/NUBOCvRs0TgPVi6w0B8ETKuF/1HOvnGa+Ve6jxi0BDQ0yAPUjv8NGbTkoqr8Ndr13b9GA0k+5vGea99FpoNBPLZRz5M4/xEuAhR7xbPMXaHvfmSQewkY94VYf0TiGPBYr5cErMZ6iwCXlDQ60BNnPc/HpSSj9QK8ADKVo/ox+4hgK7Zzh/93iId16GeD4YDSztY64KjPlIo9YOYPeYWkMCvJEy9gc8xtmEbH4WD9K0+WtoKAT6MpTWuaU3EylhsRNNLU8jSptCX6DZZVl8Tg4qWd+6huvAm6FwV8z1HTFf8RjrGsOcD6AflJMCv0yZgwl49jQC1qL1AkwnFdkAamhoW0hfgevNPrH1dgO8m6Lzztj6QkO2tjxjgKUKxtszw3Xik6eIl/q4EZr9YuGEGBrLAng/Zez/8BRjXmwOzd08TpP2X2nQrKFNgBPRMpJX0LZOY9FFs5FojfODwO+BA2jDEpo6gLZqy9JK9j08e3/0ocmVcXZQyPhlACyDzWQP9EVszRK1uer/HwwUN21R5GOPcRZE70EufuUrZlUBdnHMQWaDR0e8G1Ni3eozVkNDQx+gD2fWGvIRwHwV0Dwr6XWLv4ytMTTAmcZzBvCTgrHmIV/fXl8UrvnLMea5gcFGfdeUra9sSH9AvcpTDGupBeiLpNedpwZ/oB1CLkB/M/IwEG25WdsU7zpC9vKbxwi4QIu6w6fRFi9mwBbYF5tfp6SFT+BQh5YLAsU9JyXmBM+xDjbM+SRgFZ9xqwZuX7DtPMZantaZflOooPF4Q0NbAlxluAF2cyuR63KA1R0ad42pLzTow/Uk4/l6koKpW9g7RoTiU0p2dweuM2p7Dpi1TG0xIN2pt7BREuqKbeV9mlZ/lQTdzbyR7MZyregE7gW+GXts/QXg7Izn6OyAWlxlZ2eFil02wE8zzPnVJWk62qHj1EBxD0iJOcZzrATtIOPicdq4Jh1YwjH+Iz3G+ktKnNN8xWloaHCAtgD5yHAD7Kb0Hdleerdy6Gvr1UPgn8bzVHjVGpgPNeTLw0fA1eiu0lHobs47OY91sq/5M4zZ0vYIdGEiqkdBWZC+4HRpwWPPQXpJT0/G4KENVINfgBmAYwjTGrSb+4A1Yo+13UFfiG7LcF6mAesH0nKuI/Y5IeLGgmybMcGNGIFTHBqCLMAA30mJ+W6AeGtiy8D4vu/YVQGY0zH28z3FWZfWpUav0w82VBoaKgWwj+Hm181UIhp0AN9y6Gvb3q2467R6UrgUAvcOQF/cDWxJCyNG9Mc9zVSuLwZTwuo7uoP5mUHPdGDb0HqqAvri3Yo/FTy26yGzm05gF19javADsBDahrEMpqDXSxRfkP4CuvBrXZQDNUrz3okD+J0jrpeXkqqAljc+Y5zzsQQukQGOcGgotPibEvfAlJjPBIrputYAhtHez5dpiyBeSh3RrNS+6KAx/mtoiAPZem+PIFJrQNSsqBVe68OqBPpw8Lbx/AzCwwMZ8FKGa+IN4OvG485E9lTTbxQdj0PTjNhSAaHEjIQqgGY7tCJ3OiqwMOnlBT25xOeYGooDLIfea8rmcWCR2ONvZ4ANydYZ4LQAGn7viHme75ixAZbCZkwH6oUSrAsK6Tvx4LEDTK+4ac8GQX4H0B1wi7Fy25Sd9AbtvNSKuz0cP22jsfl9b2iIBTA72V743iFCLS7pxjTeHGKrBuqkbWUnD/GWwG4QeQc5TNmAg7C3fTuz6JgcWqw70f/Ec0ucqoPufLTi7wWOe6Fxzl+jafdXKVAjp+HG8xeC94BVY89DO4OWblmZgucdaeBaR8wTfcarCmimn/W393cBdWzgiP0JAX4LSe8CsL/veD3iurJLQcvhlgulISbA5JRxP13w2AsDH7c49ns0pr4NDXEBlsW++gya+jd/yRp/lqLnozK1lAWwOPZa/MIrtV0xDzLGe5ICdVvAkcY49/sYVwsNG2NbiHiHkq/3KkB6R4RHch5zfmzXdAfwNd9jasgPsIjjmiiLT2k8IYKB+gHcm+F83Ow5/r8c8Q7xGa9K4DZA7GYage6PaCmIy9BzA88xN0qJNQVYwGe8PuLfZZjz20JqiAGaYZrG6wWPf3uL43bSj8opGxoqDfBN7C7zAC8CC5eoL60uvS0zAIDrjediEp5KM9A2Xi4mAIt5iHWNIdZIH+PqI/Zc2MwJJ9FPX0SBV1Pm5dWcxzzJMOfQD9os1gm0fOcx47krgw+B5WPPS7uCZnpYnwc68XiPBJ53xPuWr1hVA5gZux/ASwTyxQBecMQu5AHTK9YMwNMpse7wFStFw9LYzEy3Cq2lTNAd+jSGFjj2/mVcPw0NDR4AdiZb/d8gSkqLAo5P0TGlDA1lgu5OW9MBvdWnAQ8a4p3rKdb82Mz3vDvEAhcb5/Zw37HrAukPZcNyHG8GNO3PxURgyRBjasgHcKbx+/Kl6wRtKfodYDNgR+C7aPeAv2H3N+mLV2jco4MBnJrhXNzrMe4oR6y2XpBFX0Zdc9DNcYE0uMzxJuGp8xLurIdtfMQx6DjOMN8DaGF0XEfQ9tJpfJrzuKvQ2kR4KDCP77E0NDQUBNiLbP2cPwTWLkHXLx06Su0ZHxL0Rcm1At/N+8CcHmP/zxBzPY/xXOcVPGQb9Iq5Ma1b0vTkXtq4B7AL4IGUuZkOzJzxeK5Wnt14WWBq8APawsnq2dHNJ8CPMOxQog+LZ2Az4+pNYyIVCGA2spV8FDZsBRZzxJhKP1j0AXbFtgEwgQDGzMA2hthPkvE3oFeMmYCLHDEe8zkuh56ZUd8ZFweXpSk0aOemNCbmOObcwMCUYzap/w0NVQXYD1t/1G7GAHsF1vRrh4a2MYYCDs4w93t7jp1m/AZav+1tBRytN3RlnXg7t2jN2+uGeR1FBLPLKoG7L3imB09sJR8dNKndlQGtB3/OcN568nie7w4wC/ATdFHZSifw7RBjbxABdspwLgp7AeB+8RzgY1x1AM2csfBQgNgzYCuRu5kcCzLA5mgGTxpT8bjZYNRlWfj4AJi9TF2hwN3ysZMMho/o70Xac8NNIcfT0NDgga4b4eeGm2FPLiZAX+AuPWc4YrfFQyDalsb6APxogPiulPz3A8R83BFzWY+xXNdRN/v4illXgBscc7R1hmPNgO4Ku/D+MNuQHzQjLAvnU3CBEJgXLQ+wMpw2eSCvIsAjxvMwhYK+QMCxjhg3+BpX1UF3pJ81zr333yvDuejmBQwv6mhGyb5UvO0u2vHHxfExtPkGuMIwVnO6PukeP2OBJUKOp6GhwRPAWmiKeRaeBZYOoMXVP74tWgNhb0s3DVgzQHxXi693A8S81BHzK57irIUts6VZpRbTjr3ZHwHtL27Ba0ZLQ37Q3ZwBxvMGnks30BICazlaWzyQVxFg2wzXwAkFY7levg7zNa46ACyDzQ/gA2Auz7G/gr0LEcATaB39tsB6Xf9tB/wCdYPPsqF0H5Fq7YHVcJc8jcbTc0lMsC3GmHy+us512v06iF9FQ0NDINBWdC8abhI9GQMcjsf6aeAPjpi5+5JXBdSRdaxxji8OpOEtR9wpFKj7axHztynxJuPhQQCYEbe7NOgCSO1/2H0AXOWYq8syHMvi9TCRZie3MpDtxS9ILT6wBzZj2lHAfCE0NIhgfwZ4h5w94tGa8FbGYd0s5XtsVQfYzTj35wSIfZQxtk9ewPNiRo5xX2bQWWuvGvSZyLIos6HhWMuRvlD1Ec1ve0ND/QBmJ1tKZjdPAqt40nCNI9YIH3FiAlxinNePCfSwCzxsiL+G55h/TomVq91cHzGOMYyrE9jRR7x2APiTY76ezHCsOwzz/2DI8TRkA7jFcM5Ad5GCtCPr0nGgUccvQ2no7wB7Gs8BwNdzxnBlCf3X97jqAnClYd6n4Ol5q0fcGdF2g2XxFLCAzzHkHPdCuF+OJ1HjBSlgU+M52clxnNlx+zn8vqxxNcQl1+pvQxiAOdCUpu6UrK3Q+v7NgNWBRXA8vCVJMklE9hORk0SkM0P4zUTkVTStfY4CwxARca0ILwqsXDBGNNCWOtb0xl8mSfJ5IClvGz6zp69gaJZImivs/zzEWEFEzjB89LokSe4rGq8f8VXsu33rGj7T1P9XBLTuc1fDR0eKyHeTJJkeSkuSJNeJyOWGj+4fSkOD3C4ibxk/m/rCkILLx+dfOY/bDhwtIq7yu1lE5FI8Zl4mSdIhIgeLyARfx0zhFhHZJkmSUSXESiVJkk9F5GzHx2YT23NFVdnF+LmFHH+/UETWcXym8HNcQ0NDC4C5gC2A44Fbu1bkRhpX+Oj67LPoSvMv0PTPRfuI8y00LTsrw4EfuhYbUsZ3vyHGL4rPZByw77a9Ss4US6OOHxs0jMaTUztwmCPWIR5i3GcY0yjA9UPXrwDuNMybswUo2hbIQvB2og020NR7C6W8dKML2e8Z9JTqGt6fIIMpXI5jJ8AQx3E3CzGuuoDu2Fo8MQ4KEHsX8j33WRgL/MC35qKgpoVDHNqnU9MOVNhaHgKclnKM3Y3HuI2Az60NDf0OYGXgRLS22WqWlJVhwF1oG76dumK6DPnSGAjslmOsTxmObU5JrhJo6qOl5y8ETlFHz6+FQRRMN0R/PCalxOgEFisY41vG8RxaJE47gq3u9wjDcVY3HGcsHneuGopBellON69Q4kMdto4EF5Slp78BLIm26XTRASyS8diudOTRBCwzqQvAOYb5H5l1/o2xt8HWycXKdOAvwJK+tfoC7Vrg4q+xdWYFrdm3cmOLYyyFzaCym1fRLgE7AKsCSwDz0ywMNDTYQPumH0s2d+Yq8iJaV2j68uM2pwP9QflS1kLVAR4zztljJekZYtQzHl0YyuRHACwLXIt70aNQm0NgVmCwYRzP0/wIfQG09nO0Ye5uNRxre8NxniljXA02gP8Zztn2JWtKgLcdmvpNn/gYoE7vFjJlhuA2Xbs51JjqBDAL+iLlIsh8AYsCl5O+cO9ibNcxVg+h0SfoPcfVinE6nr0XQgOcmeF8fSmjB30+sN4LrExCnzl6/zcCNRd9B/gv8AxwN7p4dDZwNLo4vDbFS40bGqoHsAp60xzv+UsXm7eAQ4BZHOO3jrtQG6KyAbY2jqsTgxurJ02nZzyHk4B/oOUDGwIL9jjWDMBiwObowtXD2HaRAFw1oa5xpPWk7ckWxWetvcDuAD8WmNVxrEMMx/lTWWNrSAeYE3dG2WAiZGygbcbSmE7zEBgMtLuPhQszHHNO3IuNR4YcV51A29la0vGtNd55NMyN7o7fAgx16OhEX96uQl/U5g6lKwTAJrg3K26IrdMKWtqQJZNjKjBvr2P8JsO/L5NOtHX5g8AZwI403WEa6gr68nQl4VL8q8IwdCXvS2Z/aJqQldxtiGIAPG0c1z9K1LQMfq43S/uuVvyPAu3/0PQySw/ju33OXSzQGun5e/03T85jLQy8nuFcpe4EA6cajuEsJWgoB2Adw/k6M5K2FQ3avhFDW38AWBB9IXBhNvQEfmI4XrCX2TqCzY+htJa2wALoi/IuwPfRF/2dgA2I3NLPB8DfHXM9nZqYUAMHG66d3uzT499/G3vJahXoQDOmz0avx6bUMCDN5HoAmE1EjheR48TtgN9OjBZ1fP5jkiQfioig5mBZ2sHtmCTJ/SHE+QSt57/X8NHpIrJGkiSDAkv6P4CrRd1/Y7FVkiS5Sx7Qurz9HB/rFJG1kiQZmDdOGaC1r6uKyFdFZCURWVZElhGRJURkQRGZR0Ra1cdOF5FRot+r0SLyiYgMF5FPu/73z0TnYbKIzC8i64m6qc+fQeL1SZIcmKL/ShH5oeMYWyZJ8kSGmA2BAL4lInc5PrZ2kiRR0u2BYaLXfiuOTJLk0rL09DfQUrQtHR/7OEkSZzle18P4GyLiSqFeK0mSxkm8C3ST41ERcWWv3ZIkyb4lSGprUNPjN0Q7LbTihiRJDihJUm7QdppfzfjPBoh2hdlZRC6S9HmoOh+IyG2i7xilPVM3NJhA2/VZajDbmanoquvOuNM+e/NU7HPoAq0te944nisi6FsCmJBx3n1xdUHtm2JboS4tqyILqM/HbsAfgBcoVm9ZBhNIyTbAZuBZWSOo/gbarSWN8RTIzvGg758OfafH0tYfQNv6WnB2VUF3iS3UYne1TFAvnTGGuftubK3tAHCFY56nAyvF1pkG9u4u/YFOtEPUjjRZAd5oJjIn6E7fL0XkZBGZObKcurNzkiSW3fUoYNtlE9H+uyslSTIisKQvARwmImUvPrwqIpskSTIpzz9GX0xeEJGvuT4qIuslSfJKnji+QXcY9hKR74jI+iIS7QUrJ0cnSfKlut+u8zFWRNLqsqeLyGxdPacbIgP8TEQuTvnI20mSRHshA/4iImltwy5OkqS2LWGrDtqOz9JxZ9MkSZ52HOtREfmm4VjbJ0nyoEVf13FnFJEVRHc6FxLNkppPRD4XkUkiMkZE3heRoSIyLEmSadZjVwm0fd5fHB/7TES+miTJsBIktS3A0iIySETSPG+uS5LkoHIUZQP12Roo+r1o+CLPi8gxSZJUfvOwoQ1Bd/0eKHkFrJ0ZDMwe+7z2Bbr7/4pxHGdF1npjsDP0Zd6m4E4wcJgx1gO+5qiA1vmAX2Brt1d1PqSP7xuwkeHfDo0w/Q0tAI5ynK+oqdjABQ5918TU1w3qlL0impG0O1oXvRtqiLp4bH15Qf1Gphm+17s6jmM1wAWDSSjqkP9tNHMwi1nyVPT3+CrUj2BNarQjCNxvGOO/gWZTqSC4u1VMBZaJrbMvsHnx9Hf+QUXPX13o971aswKsKCL3iNb5+mayiAwTrfedKLryPanrf59dRGbr+twsoivk84nW/84vIrVya+3FCiJymohUsSvAHiKyjuFzI0XkvMBaXPxAdPe2kCO/gYEisl2SJMPzHgA1G7Km/0ZznQe+JiJHiMi+kr4zXicWE81c+lWv/7+l/vQD/3IaCjDZ8XdnandgXOaWqV0pQoK2NttLtEZ+fUnx7wHGich/ROQhEbmvLjXuSZJMBN4UkTUdH23pvo2+YP8mQ9hDgEeTJLmlj2OtI/o7tZ+ILJDhmN3MLPp7vI6IHNL1//sYzU64T0TuSZLk8xzHLYvDReR/IjJnymc2FX2WaDJjivFbUW+k2Vr8fWZR365KmdoCa4lmF1eVSSIypOu/oaK+RRNFf4smic73XKL3/gVFZHlRPyTfpYN7isg2wGFJkvzd87EbGr4IWu8/ysPK1TTgOeCPwI9Qt8tFCmqbA20/+E1gf7St2pXA46hrf9XpALbyda58gO7+W/r4AhwVW6+ICDAzej4MenEAACAASURBVF2Fcn69CQ9OwcDJxngjiLAbAmwM/CvQHFaBacC2Pca7BLYa1RvLPhcNrQG+Zzhni0XUd4dD2x9K1jMTcAD2+3ornkP9Fyq/KAjcYBhPy9Z96E59Hp4HLgZ+j+58f5zzOFmYgtYK/4CKtrBDM8ks7B1ba91Br780JlLw2dsn6HN8lTzFpgH/QedxP3QDNO/Y5kQzqk5GM6h9+lZdRQ3uxQ01BVgfd//bNMYA1wN7E6HXJXpjWRvYBzgTuA0YRLVaFg6nQumWwA5G3UNx9FcvG7TFz7sez807wO6etC0AfG6MW2oLM/Q78qDHeasyE4AT0GvFWubyuzLPR0M6wGaGc5ZWgx9a33sObSeXqGVf/N4TQctpfkyFU7axpRP/usW/nYVsbUarxHjgGtQHoTKg5Sb/Mej/HPWbacgJ2pp7omOez4mtsxv0HSE2Y4Bb0Bf+LB2Gso51DvR95Hb8mCf/mwjvVg1tDrpD/1nOi/IldJe/ku0BgdmAddFdkUu79FpqBkPxHNpWMTrAo0bNlWwng+52fRd4jPzn9GXgEDwucADnG2NPA9JaiHkDWAh1Dq7SglgVOa6M8+ED1Lfh6+iL34no/e1vaN3x39EMqXOBnwLbAAvH1pwVNHPDhdmQzbO2pQ3aDi1Bx7LornBIBgGbhx5LHtBe7y7ObfFvTws7baXxCpoZWYmWaMBaaA26i/9Q4cWlOoDbh2QMAV90M+i0duwIwXjUQ2oXInxHgAXRzIARBcfxKuBsadqg1MY8JRbAsiLynIhkfTh8XUROSpLkHu+iAoOm0qwvIt8QkR1EZBMp1y/iDhHZJ6bbL7Ch6Hl38baIrFZ1V3T0B257EdlYtH5yddH6rJ50iNZ1DRSRJ0Tk/iRJBnrWsaTonFkWeUpx6QUOFJELRb00QtMh6mg9QkQ+FZGPu/77VNT7Y6So+3U300RkfI//e1ZRL4J5Re9Ji4j2WV9Z9JwuL2G7EhySJInLyToK6IPyViKyddf/XEeyz8VAEXlYRP4uIs8kSYJXkQEARohI2kNPh4gsmSTJRyVJEhER4Fhx+6JsniTJvwNq2EFEbhSRr4SK0YNOEblMRE5MkmRiCfFMAFuIyOOOj32pGwNai/yi1LuPeG8+FL0mr0iSxOWfERQ0u82SAXNOkiQnhdbTrqAp/u9KuofPr5MkKTXbsCfoQugVUv472buizz7XJUkyruTYXwLdaDpI1BMs74v8G6LdqarsBdJQdYC5gQEZV6DGoSmBdWsN1hJgYeA44KNCa3PZuDnmHAK3GnUeHEtjUdBUxIWBRYH5KWHlF911tTCVwOmPwOLAPZmuSjuT0dXoW9BdtH3Q8oKg2S3orvdu6DyPCzCu3ULqzwO6C346mo7tk3fRet1KZm91g7vOHuDskjUlaKeQNCYR8PuA/mZ1FLkAcvJfYLlQ48oKsIZB82W9/s2swAtBZykuw9AuAtEWN9A5fsOgtQPdkGjICXCeY45HAi7D0lDajsCPZ9NQ4FDgEePn7wHSzCijAcyFliq7yjda8RDaqr2hITvoA0zWl4NnKWCSUXWAebC1sfHF9cAMEca5MrYHxyE06XlmUJNKaynCJYG17ID+6PviU9Qg8WfAhlW4LtDv64X4NYT8RuxxdYN6SVxB+JKlkcCRVPSBAi0xczGRksppujRZzAkfDxj/zPyn2wsjgU1DjS8L6AKviz/3+jfWhdq6MwjYKeK52RTbs8bLVPT+UwfQEj/XgvhpJWuaAS1B88WxXcdd1/j5U8ocbx6AVdGy4DxcHlt/Q03B7tTazTX0gxs02iu5TK6i5EUA4M9GbYeXqavuoH1bLXxEIDMX9Ef3NPzsDA5EDbY2IMJClRU0I8kXIdqfZh1Pgu50+FzAsTAAWDv2+HuDGl1ZvCuuLknPfNhqOU8LFP+3+U+xV8YD24QYY8b5mNWg9doenz/c0/hHoWbDv0fvuUej39tD0QW1E9D75znAJV2ffQoYjF+HcAv/JJLhHnC5UWPTFrAAwNmO+R0LlNI2FV2Q8N1l6BW0C5jVSPBztBVqpUG9rH5NPn+mb8XW31AzUIOWLK6UZ6G9ctsedMW6bO6kpFQlYBFs534YFXP+rzJoFw3rTvT3AmmYE7g7zwXYg/How+rXQmjMClrGsSBazjA/LcyM0OwEH/T2jSgV1Dn4Zk9jycNkUlqmxQLbdd0BbBdYR4IaLVpYLUD8H+Y7rcGYRAWyZtDrNo37uz63KdpKryiPAoV8F9A04FWA7dHMqsvQ1N68hswuxqNlAaU+y6GZWh8Y9I1FPXQacoBmjI13zPEFJejYlXLLadP4FNgg9Jh9AOyMrVVxT4bTdAZosIK2vflvhgvsjNiaywKYHe3tG4OXKSGFFV3MsfDz0FraCewu3EH6zKNeB3lTyUAfHE4HFgihz6B/IfTB4SzUn+K/6ANhX0xGy1OeQuvDr+z6v4vSQVxfjiWAFz2MwweXUyGfF2BHo+6PgRUC6jjVqOPpALG3xOasXjafErk0ED3vaYxBX7Jb3VMsjAXuBfYiYDYkusi0KnAgem97v4DmvniYEstlusa0m1HbbWXqajfQfvZpTAaWDhR7eYpvQIRgEvDjEGP2DbA62Z9lroytu6EmAMdkubDoPzv/8wEPZPzi+WY4sF7AMc6Fpi26+AiYPZSOdgPd/bfwHjBvgPjLoGmleehAy3sW963LoXkGdDfud1SnD/eoMueg13zMT3XmoZsbqdYigKW3OMA7BFgEQF8grVk+3/EcewHym0C+iabN/gJtmbcz2g7rADRt/YauOSvCq0TMGMNtyJiF19GU3H3R9pkbAcsRd3FwTdT00dcGxUdo94Qyx2BNCd+hTF3tBNoS1OUZc53nmIuiWYM+MmtCcguRjBCzgLaXzfI81wGsEVt3Q8VB07+tKSaP0w9q/kX+zxTvzQxfuJCMBw4JNM6fGzXUphd6FcDmUt4JbB0g9tKom3sengTW9a3JoXdl4Df439XywVtlzkWPOZkVeKyg9g50gelF4CX0he6TgseEkurqLaA74NYX8E+A7T3FnR34Y4Y5exHPnhnY/UW6+RT9npnLEICV0AW5vOm7wdOLU7T7ypx5mgoYnKaBlg2cjn7fizCNEjP9UH8lV6kG6AJMv3j2DAHucrhOYCsPceZD7zGusoMq8TYlP/PkAViSbIuaN8fW3FBxgKuNF9NI+kktFrAn4WruinAHHg1b0JcMywPDSCreFqxKoDszlpcSr6vuXbGXJN/Of3crz9Kye4Ct0fRZn479vnmirPnoNTcX5NA6Da1D/jl6Dfa5+4pmFmyEGpPdihojZeXYsuekFcBfMujuBK4FlioQ7zvAWxlidgCbeB7zPhniT0HNwHJnGqE+FKeRvUXVdCJ5h6Bp7VZG0LoM8vYY+vOA+qPsATyR8Tz15neU9FuAvXvFEWXoaUeA9QzzO5ic9wj0/nAiMDrX1RafycBPfc+7b9AFWasRcJMF0NAadPXV6jLpNX2xiqDGYjHNtiyMwFMLH9SV2MLJPuL1F7AZgk3Ec90dMC/wvxzX1COU2MMbNbiK5auRldJr6dDykSzuv9OB68h5DlHH4c3RTiCutlE9Y3p9qc0LuqCRNeNlEtqOylTmgpanbI3uBmflQs/jnR37Tu+7eOynDqyApvZn4XFf8TNqvdaobzqaspzQd9ZNB7BzjDEUAW3NWqSF8ZWU0OkFfXkcatAzkhaGrw1u0N95F/dkOefovfdXuP026sLNwNwhz0NRgC2wl1Y0XgANfYO97+2dsbWGBvg21XEpddGJ7notWmC8c2BrW/UZAWrU2xV0hdby8naO57gzo27RWZiK1gCXtdOzAVpiUCeOLmNuesxRgqbrWxkCrO8x/oJo9oGrZhR0x2gOX7GLAHyN7LvToC93jwKH0CsrADXH3QhdKMhbnvIinr1TgJONsV8jQIsv9Lfj1ozzsJlvHQadZxi1daD37ZlpvTA5FTio7DH4APVVeSrj+eqmlBIONKvGgtfFtP4EdtPUm4FZHMdaCv2dsC4Y14k3qPjOOfbS3c9pvLsaeoOmCltWkSYRqVdsGaC7ptfluUtUgLHAScBsOcZ9vDFGv+n44ANsJTVjKdguqo+4f8547QynpFZdqFnZn9AH7TrRSck9g4HtMuh7kkAdGtDdwyEGDZW5P6AmdkVNp0ahD4BDPRxrGJ6d1dEdN8tD9zvAwj5j99IxM9ncve8KpSVF448y6JuAbQPgAQK0cgwNurB4IPl2aktZBMWWrTAVWKUMPe1G1zUwwHjOB6DGoLP2+PeLo4ahdxK288jHwLPAXehzw+nAT9GStcOAE7r+OwXdxHwIGITNS8LKeGC3mOcrDfRcWg3Kg7SYbqgxwG+NF89vYmsNBZpKY0k9y8M4NB37XuDv6Ivhn7r+uwW9iT6PujgXrYEeiroTm1K30PZqFuf/cURqAVdHUOd9yw/j+Z7jHpDxenmCAtkjGbXthZqP1ZG/lTFHvebrLqO2gQTu9QsshrukZCIltw9LA61/9vkgmJcPCfCigm3hdgol9LkGZkNb1VqYSoBsBIe+7XOdOdtY/g5sRc06IqEmbVbfp246gO1K0LYytu/uPaG1tCvoIlAWJuDPPLYvRqHPyGegbSFz/5agL8VrAj9BTQ+HF9Q2HTjS5/z7BF2QsXiV3Rdba0OFQI1ihhkunLG04QsgeqM4BX87kqPRlMjj0RZBC2bUMzu643YYcBX5FyXeAA7G0XoJbf9k4aJiM92/AC4zzOlkPLbXA1Yjm+PuTTjS+zzpWgBd6KojU4ErKDm9Ha1DtpSPTKSkHutoCynXw1+l0nLRlOeYi05vAisFGNcM2Gr/f+s7doqm1bGXXhxelq4ubV8hfNbRILREZDtqlGqLptxn+Y58Qgkm0Ng3pr4ZWks7gpY1fZDhvIfgXeBCtINL0DaawFrA+djKXVvxeyq60IeWcLqYTEVK9RoqALCD8cL/XWytvkGd7/+a7z7wBd5F251sTICbGLAqcAzwSg5to4CLUefXpNdxt8GWcTANWNb3uNoVdLd0kmFe/+Qx5iy0dq7ui0spx9RpY4q3oyrKBHRh7hN0B6P3f2+g9dn/RlNPr0Zrq/em5J3KHvO2r3FsZ5Ws67sOPeOpmE8Imo3zeIbrxRd3EsioDPXQcDE6VPwUXacZ5+a2MnV1abOmPPtgEmq0dhpqGJm5NK9M0N+sLN4ATxG4HSIwJza/jeeo6EtZ1QGOy3RV++Fj4Czgq5HGPBNa0pClbKknl1HB6w0txRpo0L9DbK0NFQGbS/lkYJHYWn2C7gjkcXHuOSfXoC84ZbZLWwu4iHyGK++jZQcHorsU1pXQm8oaXzuAttlyMR2PO7fAqRmug9N9xXVo+jlh6wNBU/seAv4AHIGmDm6MGhMFz24IBba+8p8ToSUn7oXIw8rW5ALdMT+KfG0OszIa+FHg8VhetC8OqaGFrvmwtf/6NIK2Swuc06JMQBeEDqKibXTRReQs/jHnlaBpT6OWvUJraUdQ36sxWS7kAryAliimZqWWCWrsmqVFaDd/pJqLALsbtHstO22oKehKmKVu5MbYWn2Cmie9mONLD3qzPIPICyLoAsavKSe91ZuzeLuDumJbPBW8Laqgi0JWk7JzfcVN0TMjcEm+Sy2VKegu/dnArrRhSVI32O5PN0TSdqhD1xMxdFlAOxtcQhhvgEnoQlTw6xJ40KDHW8u/jNouMs5XKd4jPXRtnPO8+mYsuhAf3JshD+hCmSUzsJMSdhOxdbQZROCMhFCg5V7rdf23NiVnUKFp8aHoQD0yNi5zTFlBPTxeyzi24AtgWUEXugc5dL8cW2dDBUD7PVvYIrZWX6Arnnn6jk9E6/sq9dLRNZ7zKe5S3YrHYo+xTgCHG+a0E1jbU7wEe+rm1QRetUYXQO7MdaX1zcdom8s9qHhPXp9g82XZPZK2xR26plHxHt1dYzgfP62rPkHrlUt7ocV9fYyjhBKfFtq+YZy3GO0A781/moPwKvBDKvbyimYqWDxIPiTwMxHwVaOWH4fU4Qu0tOFQ9FpslYX5MWrQexb6fQpWHw+sgH9/jOloeW1tumSgRqYXkM2I+6exdfcG9Q9LYwo1zo5s8AS2VOU3qGCqSx7QFLd/Z/hyd/MgJRlt5QV1zbW2AsnCzrHHVhfQl/E3DHP6T48x9zKexzsJb7KzMPCffJfZF5iMmgbuFFpzVcG2Q71CRH2u8qFvx9KWBdSg8jRsWTu9eQrYj5JTWoG5LNrK1NRL3wzYFlZKX8BCF37eyXGuQzMYbasWZdGmL9D0+2kG7f8oQctVBh0jqGh5RTeoh4qlxWRvRqGZS0FeqLG1XbTQAVxLAOPTskC9sSwL8KALHZV6Rgbmxm3GGsV/oaFCYHtYPzG2Tl9g+xHpyRhg/9i6raAvoD9F6w198DptsvhTBugLq4VNPcWbFdvD7FsE3j0HVkQfYovwPnAsFd89Dg26E+FiKjBTRI3POfSVak5YFPSl+hjcC3gfoLv9q0bU6srAALg1lr4ujZZni4MiaVsI7YASuitAHl4Dvk1FfnfRTADLjmjQ5yTUpNCyqHRKSB1FAM7JfVX8fzqBR/GclYtec0V5EljXp65YoNebtSRgNLBMbM09wd116fuxNTZEBK3/t7Tsifag4xPgZ8YvczfPAsvF1p0HYBXgpYzj7YtDYo+lTmCry33WY7yfGuJNANbyFbOFjqUp5vT/X+B7VCwNNia4S3pGRtbnctW/M6a+IqB1uMeghmi3AJejhpZrUYEXM2Alw3fqusgabzJoPCCyxmWBI9F6/AeBt9GH+dHYUs5Dcj+wdMz56QY42qD3MwKXwKCeRy7GEqlzSxrAj/NfCi25E0/P5+j7QN6WgJ+hXWui3xt9gvpsWTMan6FCzy9oa8802q6rW0MG0LoqF4Ni6/QBsD62VLZurqzSlzkP6C7iXzKMuTefUCG31qoDrIltp+S7nuLNDAw1xDvIR7wUHYugGQZ5eJeKpb1WBdwp9hMj63vBoe/VmPraGbRm18UdkTXeYNBYeed29D47f9d/ywAboi3EfoC2/r0ZXWwP4cEzFvWUif5ihT4TuQjaLQitnbekZlfKnA01+fPhNdIXU4ET8PAbSrZOQt28R8RStNCgmWGPGOeilO5KFlBvsLRFzFtia2yICJra5aL27SLQF+HXjV/gDuDY2Jp9gqar5uE3sbXXCWzlJcPxtLCEPoC68OY10ELD/OjufVbGoTusjRFNC3D3LO8koj8C7v7cI2Jpa3dQ3wIXL0bW6EpBBdg8pkafoAsFXwN+hC5+WGuILTxK5GxEtNzsGYPW7QPrsDy3TgQWC6kjC2jXqNA8AixRUOcSZNsomwys4WueqgpaU/+qYT6mUCHTQ9KzgKN5xDRUAOBMwwVdKXOLPGBvcdJBm6a8A9cZ56CbacBSsXXXBbSmdJJhXr3VJ+KuTxtPwLo0dGX82YzXFcDtzbXlBjVScrF6JG3z4M52GRNDW38AbbPpelCfCMweUePLhuu3liV2VtBSvOPR+2RRv4HRlNByzzGexYGRDp2DCXjdoQaTrxjm65JQGrICvFnozNsZDqxZUOttGeJd7muOqg6wFLaW209QgYwdERG0JW0rhsTW1xAR4BrDxRy1131RsLeP6SSSIVEZAMsZ5qAnUQ2k6gZwimFOJ/v6PgGbGOId4yNWi/gzkt01eDSwZyhN7Qa2mtEoBqXAtgZt42Jo6y8AAw3nYNtI2mbFbUT7ORV5UC4D9AXiV6jPQF6mowsK0eYN2Nug89eBNWxt0DCZCngooNk6WdrKFWUUsFEBvZZ7ezc7+pyrqoOaPFvO5R6xtYo4nyGm0I/uvw29AB52XMTvx9ZYFOxt8dqm00ErcNcU92TL2HrrApr6+aFhTr2ZcuFevHuHgB4WZC8reYxm1z8TwDqGeb0skrbzDNqaEoCAAH83nINrI2nbzaDtkRjaYoN26tkG7QGf98XwJmCOiGO40aFvLLBwYA33GObpzyE1GHVaFit8Mw5YO6feBPsi1Sq+56vqoMawLl6jAr5G6H0mjQVia2yIBPA/x8Vxd2yNRQC2N3xRAa6MrbUMsLu0vxZba50A9jLO63qe4s2Fe3fthz5itYj/bewPrp3A2VTgx7BuoA9irraKH1FyK8AuXe8azv3/ytTV3wCOMpyDKUSohUbLfFycVLauqgGsTv52hM8TqV0qsDDq/J7GpYE1rIa7DGYqkQ3qsHVQCMEQYMGcmo81xmiLDmFZQH2PPjLMzT4V0LqiQ2Nbl2A1pID74bLW9T3Ai4Yv6cv0A6d7YBbsbY0Oi623TuDOpAF42mM814LDEALt/qM1rWOM19FE4HshdPQXsLW92qlkTVsYz/9dZerqb6AvQBauKlnX17EtEH61TF1VBm0vadnR7s3L5HzJ86D5SIe2qcBKgTVcZpij2O0wLV4uoXiUHIvvwILYPI22DDBllQf3tQ/wTAV0LurQuE5sjQ2RwO3iHLSOKyTA5oYv6Dhg5dhaywBY1TAfoKv6c8bWWxfQftyWh919Pca82RHrp75i9Yo7F/ZuGoXqEBsU1LvDdX3dXrKme43XwNll6uqP4F7Ep+v6+WZJemYBnjNoalpE9gGwI9lbqg4gcLp9C60z4f49uDawhoXRcoM0phNxpxqbGWZvPgf+BZyLdss5FM34OR94CvtmDsDBOXVfbzj20b7nqw6g9zlLRm2uMgyPOudx6GubLiwNGQE+dlwctd0JBu4wfDl/FltnWWBrGQcVcs6tA9g6TAzDX+u/WUl/4JkIzOcjVh+xrZ0kRgBrhdDQH8HtytyJp/ISg5YNjNcAwK5laOrPoKZyFoZTggcHcLVRz5GhtdQV9B7/W7K1YxsILBpB6z4OXVNDX3fYWuzdEFJDiraZUTNCK/cCO+Ao60INJc/vml8XHwJz5dC+leHYN+afnXqDmnG6iOLR00PjHA59te/y1pAT3H1qD4qtMQ/Asrhr6l4hYg/tssFt2tPN12JrrQvAbNjawpzsMaYrsyXIDzK6M2VhGLBiCA39FbRO2LXjc39JWqxpylMItBDV8P9B27JZXxQHAPMG0pEAvzPqGEmTZeYE2JBs7eNeKnte0ZZ8Li+p3wfWMC/u1oTTCVyO0ELbmsZzNxzYLsfxv4rNjyVzNi96bl1Zwm9mPW67AHwF9+LOh8Tt2LGYQ9+3Y2lriAzu9K1DY2vMA3CiY1zQj1Jf0IczV7YHwEtl6SkjTmiA/QxzOgmP6Zm42w1u4ytWj5hzY0t3G0mkvvTtDraWrUFbMgEbYzd/vDeklob/D/Zdd9CXNa/GT8CcwK0ZNPR78z8r6L3XVfLVk7soeWMDOMChaSyBzQqB4wxzc01IDS10WZ4RBlLAqBN9yRviiDGMHGaxwDmO43YQIfOkKmDLNN4woj5X6W8l2hU2RAB42nFxHBFbYx5w11z1q/ZD2NN2vdaOo73ivw6cjBrlvccXdzLHow+kt6L1bbVKGwf+bZhTrw8dpBsOfk4AR3jgD4ZxjgU28B27QQGWxO26PZxAbX3QVNYBhuugG2+eFw3poBlvUzKcm4+BzTzF3g3bDmQ37wKz+YjdnwB+jr3u+8KStc0GfOLQFPRZEpgdvf+lMZWSXc9xZ8V8BiztIc46uMsBMm96AWs4jglwSFH9dQX4nmF+To+ob0uHtuidChoigZqMpHFKbI1ZAVY2fCFLMUSqCth6dk/C0yo9mpb6O2C0IW5vBqJtc+bxoSUU2H4YAdb1GDNBjStbcaevWD1iboK7nKYD2M137IYvAnzXcL39I1DsMy0XexfePC8abKBmYVnoQLNKcu08AuthN4PsppMcac4NCrAL6ff/nvy4ZG1nO/S8WIKGHxvm5c+hdfTSdL9Dz088xrrIEeuMnMd1bajd4WsMdQM1oXRlxT0UUd9PHNq+E0tbQ2SASxwXRxTjlCKgK+VpvBFbY5mgL41DHXMCHmrHgYWAq8i2G9WKMcAvgdl9zINvsO2K/8dzzBUc8bzusqC7vhbX/9p2C6kbwF8N58OreSuwLdn6lHt7qG2wge6Avp3hHHUzFrgc9RZJbReG3t8PRvvP56HWbYWrALA+2mHFxRQ8Lj4bdFm6DAXN8EN/r94xzEvhHfcMmj5M0TIKj9kwaCZQ2storg0CNDszjXE+x1E3gNcc8/M5OVoxetLmapO5VQxdDRUAOMJxcTwfW2NWcNfknBBbY5mgKfgWti4Y51vAR8ZYWRhCxTI2UGdVVzo2wA88x/22I96anuO57g8Ad9Mmng51AJgPtzHYNDzttKKZLpYXjm5eJ0AZSoMbNFunyOLrh8AD6MbACajfyDnADcCgAscFeBaYNfYctQOo8ZvF0+cNYI4SdblKhM4vQcP+hnkpxZkd3R1O47YAMV9NifdCzmMuirv8ZAffY6kL2NolrhJJ2wsOXaV0D2qoIOjOThrjgVli67SCupa63GBLW/2tAsAFhpvTEHKuUHbN+aWGGEXoRFNcK9G1ATjIoHk0nh++UC+FVkzFY9o12j/WVdf5EbCQr5gNNoDl0FaLaUwAti0YZxXcnWJ6Mo2IhkcNIsBhGc5XWQymgMlZw5dBFwEsi9B/LFGTy6B2UAkaZsTdlWASsHgJWlxt9M4NEDPtZTR39itwn2Ms/Ta7BzjWMTcAO0XQtRDuzL1+//wWJTWjIrzm+PucIuLFLKgkVhORNBOsgUmSvF+WmNigO7N7Gj56c5IknTmOP5OIXC8iXs0D+yARkeNE5F5g7sCxLBxk+Mz1SZJM9Bw3bfFqcJIk0zzGOk5E0n4cEJGDkyT51GPMBgNJkgwRkZ1EZFzKx+YQkXuAg/PEADYVkadEZIkM/+zUJElqlzXWTiRJ8icRCdp2LSPDRGTbJElGxBbSTiRJMkBEdhUR12/MYcCuJUgSEbnP8feVCNyKL0mSDhFxtd2dTUR+EVJHFys7buz2hwAAIABJREFU/h4ic25Uyt8mFDjuXx1//w4V2aCJwFDDZ5YJLaIPtpP099tPm+e3fg7udNIqPUykAuzlGMsFsTWWCfANx3x0s3aOY89AttZPvniEiFkpwPK4TV86gdUCxE4z3fKWToimmX/uGOP1vuI15APYGpho+M7ciLFVE1recib23vLd3EBTClIZsGV+heZ1+lnGXdmgzzyu36MRlGCqi+6+u4x/f16CjgR4zqFjDDBvYB2nOzTcGiDmn1Pi5e5+hbb6dBlQbuFzLHUBbY/r4uwIuu52aHq0bE1VpD9nAIiIPOH4e51W9lZ1/D1XDVSN2dvwmTeTJPlvjmOfJCIxeohuJSK/jBC3mwPFvXL/RJIkIcwml0z521CPcY4UkbSHozEicrzHeA05SJLkERHZRdw7O98TkbeA84HV+/oA2kv6WBEZJLqDlqWO/y4ROSRJEjL8m4aAJElytIicICIdkSTcIyKb9qeMuxgkSfIPEfmt42OLikhwo9au3ffHHR8rVJZk1IGI/MrxsXlExKtZah+43i02w79fyhopfxuT96BJkkwQkdsdH7Nkm7Yjnxs+46XDlhV04dVVdvBAGVoaKgy21lK1aBWB7nSlUas+80VAd+hdfXEBTstx7G+QfYfQJ6U6+fYY9wyoX4KLID3QSa/79vKAh7qJu3w0ykifbDACbIbuaFkZBjwE/B3dJXgT9y5iK/5K0/KvsgDbE8actRXjgV/QZIOUBvq79JDjvEyhBCMy4ESHjo9Ca+ih5VGHluEENKbEZqK7l8d4i6JeQK0oZMKI2zNsOJHc7mMCLGM4z6VmTGJr25u2WNTQH0DTfSc7LpQnY+u0ADyZMoYOamRoWBS0rZMFV9ZE7+POju0l2MI41KwsDxeHmruUsX/ToOtjAl1naMuuVnhJrQQOcYxvSKjxNeQH2AibKZgvpgFHxR53gxvgK8DV5F/ksdAJ3A4sF3u8/RFgceBTxzn6Vwk6djRcK2mZbD61bGnQckjA+FsY4r+Fp99T3C99BxQ8/oy4zWc39TGWOgEsaTjP3js+pOj5Cu5ngRfL0tNQcdAfbhdbxtbpgnT319Gx9ZUJNmf+V3Mc9wTDcXvTgbYj+T1wAOpgPHOPYy4K7Ac8nOGYoyj5RRS4zqArSK0XWteY1ornIE9x0toIQU5TuYbwoC37hlq+PAV5BVg/9ngbsgGsDdyMu6VXFqajzw8bxR5fK4D5gZXQWt1tgA27/u8FY2vzCbCn4XztGFjD4gYNu4XU0EtP2qYQaKvEILvWwEzY2jVe6CHWqrj9YNbxEOcKR4yLisaoG8DKhnPsKp/wqec8g57vl6WnoeJg++F4nYqneqJ9jFsxOLa+skBTAl0rtQAnZTzurGRLJ30S7cub1pmhd4xdce9kdFNaaxVgbjS9NY0OAu2AAbM5Yh/oIcZGjhiDaXq8Vxp0Me15w3cnDx8BP2+ugXoDLA0cAzxLvsWATtRk7QRgqdjj6Qm6S7kV8GvUNNW1E/YJcA/awm5Tal66gNv469kSNLiy+k4MraGHlu0dWiDgggRwliE+wI8KxFgYGOQ4/qd4uG8b5vMD+lkZALCO4fzeUJKWZdE2l2kMpcnibOgGfbmwvHRV2vjLceEPiK2vLLClngEsn/G4Fr8IgP8CGxfQvyLwviFOoZq2jJp+YNBzb8D4szhiH+4hxiWOGE3Kdw1Anfz/arherbwFHAXMEXtsDX4B5kJ/L44BLgP+iWZrvYrujr6Idl65BjgZ2Ako1dDKAroDeg4235s0BqOLBzHadhUGXdxxvYBvHliDq7PUpSHj96HH1RHg8YCx58XtqQO6eXBQjuOvAbxjOP5VnsYzC+5FtX5VBgDsYJj/K0rQMQPwmEFLEI+qhhqD/ui5mAisG1trK0j3MhgUW19ZYEv/z+z8D9xlOO59eDDWQVdVXQ8ywXczeuh53DD2bwWMn5Bew3t0wePPTPoi4HhgPl/jaQgPsDu2FNS++BS4CvW9qPWuaEP7gr7435nzGk9jKvo7ulDsMWYF+K1jbEG9AHAbEt4RMn4fenY1nO9gBtHA3ob4oIsAxxqPOSNwHO7d3m68ZUuiLV/T+IOvWHUAt28SwLkl6DjKoOMZmt/zht4AC+BOcQY1ATOndJeJQ/8HsfWVATajFoAzMx53Jtx9YN8DZvc4lpMd8cZRws0MWB63gdb7BG6XSfoC18kFj72dY3xedhAaygVYCLgQ2739TTQL5Juhr+WGhiJ0XdeXE74bzefoi1Ztvg+4d507CfvCe7NjTkttx4wung9waPpTYA1X2y43QLuzLJ5yrB3RzBwrg/B4/aILy2n0q24A2Mo8vJg0p2jYAPdi0FQ8+EA0tCnARYYLGeABKugHQHpq0kT6wcoX9vT/DTIe11Ln5LWvLlqa4kqfC+4oDJxuGHvwPsvA6JT4lxc89mWO8W3laxwN5YOmeu+NGnH+A7gVfYE6A9gDWCS2xoYGC6i7e5rfTwgeokbZAKinQRp/CRjb9bI7MFTsFE2uEr6gGW6of9K/LRdaFxPQ+/PuwHroAv3JwMsZjtGN104HwJy4szO38BmzymDLjN09YPylsW36/SaUhoY2AFgQdVe38HcqZgZl+BK0XFVtF7Cl/w8j42IIsI/huEsEGM8Fjphr+47Zh4bBDg3TKOHaQmtyW3F/geMmpHsujKBGO2ANDQ3tB1rjegp+uxhk4QPg67HnwQLaCiwtY28sHrP1esX+g2Me3w4R16FpVtzPh0E9btDn67dsl5o3vLUZ7DWWOxxxL/Mds6pg67yzYaDY8+DObgF9dixcmtuO9JtUFRdJkowUkVOMH99LRG6gWi8GHzv+vkIpKiLRdS72MHz0niRJyHh4l9vzJ0mSDM94TAsPOP4+b4CY/wfa7sx13dydJMmHIXV0kXZ9F+k+sJqkn987kyTpKHD8hoaGhtygmw03i8gZIhLrmWNJEXkE2CxSfDNJkowWketTPjK3iITyrJnu+Hvp2aNJkkwREVeW3E8ImLre9Xy9jYgMDRWjFx0i8oMkSaYGOLbLx2GPir0bBAHNQHUZhiIibwaI/RUReUhEXOU8HSJycNd3oKEXzQLAF/mTiFj7w+8rIrdQHXdo10vYeqWoiMcmIrKo4XN35zj2XI6/j85xTAsvO/4e2phuH8Nngju8dvFRyt+WKfCD63KFfjjncRsaGhoK0fXy/zfRTYfYzCEi/yRjCV0kXL4t3wsU17XTGOuZ+48iMinl7yuKyPYhBSRJ8oGIbC0iZXhSnZskyTOBjn2PiExL+fsiItIfygC2NHxmSJIkY30GBRYVkcdFxJJZcFGSJKUZZteNZgGgB107fQeLiHW1aA8ReZIA6d85GOH4e+VX7gtiWdEfJyKP5ji2K2MgxCqziMhISf+hmSdQXEHLJPZ2fGywlPeC/F7K32YV90pwK9IWADpF5Imcx21oaGjITcVe/ruZR0TuA1aLLSSNJEleEZFX/h975x0tS1G97bfIWSRIEryAZFAEDKBIRiQoGAEVBFSMKKgoPxVRkaiogIAkQQEJChIkioIoOUqQnJNkuNx7uek83x97zufxeKZrd093V8+cftY6izA9Vbt6OlTt2vvdGYds0dlFLJtYyPlLFfQZpbMDH6vH3nM5XYcdD0paV1KVpalPl9STMHAWIYQXZQvQLGJzp0HA4zDKXXErC2A1SVfJN9+7V/6o7nFJ6wAYRefF4SpH0mFtSdeTPj/uocjn61cZ4tUAPA6ASwqGAsU8mPMWaNNL1m9WZVjTupKWiRxzUoF0iqLExJPWK9hu1m7WXZ2J07gD00ZYClgP2A74aOdvQ2DVNqeupaVy9lc5i39kEYIPjvh7TMUd1wtL+l0fPAPOyvhsDlWTBpAqWtDDEZHPtwJi6Y4900mXXF/SpRU0f66knUMIQxW0PZJYGsCHaJhOWJl07v1tHIdmOeHy9rm9pOtk0SrRwyXtFkLIinppaflfOpPfmNDHaKYD+6W66YGtHTYOZBQAsJLzN9qpYPsfjrT7KhVUWcCEc7KoTJ0e+EWk75nUMFkYYc87IvbEdjfGanO+zjhKa7Ofwe6j72CVTrKqioCV1bkVE97cguYvBlpa+gZgK+LlV8diOvAP4EfA9sDbyBC8AyZg77djyF9d4NA6z0legFUi9p9UQZ9/jfR5dtl95rQvpsb/wxptmQX4Cr4yrTGGsJJ0tWxyAUuSPXcA2KwOW1IAbOP8XXpOhQDmJj4fHc3JZYyzZZwCLIhPYXI01wIrJLD3jQ7beiqX1lSwWsUxhrDcoSLtr+5oP7ZbXqTfLSN9VlIFAHsxPxHp+7Iq+s6waQGyJ8QPFGjzXZExfrOKsTQJrNzkZ7DFfC88h5XZG2ix0ZaWqsFKW8VKwI7mDmwxtUgP/c4OfJLsqigjmUnDS6SSXcUmFjVZpL+sajUAR5bdZ077Phmx7wlq3sQClscqa8UW1N34J7BRnTZ37L4xYtdxddtUF/jK/00B5uqxn42B+3JeDy9RcK7f0vL/wUJgPWUuRjMZ+D4VlZrJsPfZiF3PUEFZlNTgqzFbOBQJmJX4jugnyhxTp9/jIn1WsgMPbOA4n6WP12HXXRGbcuWlEp8Mvb+qsaQGm+zvgT0TymQ6Vgu7tuiQlpZBArgsx/32IJaiU1oEGuZsPc/Z/900ONQZODFi/4SS+3sl0t9XyuyvgH1zEXcueaopVWHbisDRwNOO624IuBLYiXRRtwdEbHwOqL3qQ9UAS+MrR3pFD30sis0jikRBfb3E4baMZ4CVye+NH+ZBYNsabfWkLXy6LnvqAHtQeB5GB/XYT8zjmZVvWKS/JTBHUjemUtHLBTgqMtaXSVD9Ajg+Ytc+Odv7v0h7b6lqLCkBNiK+U9UrE4GvMg7KIbW0lAUW+u/lRCp6DmMOwr847ahcPK4owC4R23cusa+lHOcqeVg48JOIjVXk5uexbxYs5e9rWOj3uViEwBnAIcDHaYCDGd9GyRap7Swb4OeOcQPsW6Dt1wE/IO5I68bTNKcyW8sggOXRPVXwggS4HHh3DXZ+3mHLHVSQr54KzAPsoacQMeK7xdOwuqhljSvmcChVXXVEv7MB/470nSS0Ddg1Ytf1OduLOToWrWosKQDmBA6leKhlES4HFks99paWpoM9e2NRTsMcWIM9S+Db/HiYhkYBAG+N2H50iX1t5jhXTVi4rkj2zuoQCdJY+w1gDuIL1RNT21kmwGLAJMd1DrBujnbnB/am+GbrMO3uf0v5AMuRPxdlNBcDntqVvdjooQr12yQApzjGO5EeUx+wB9TLkX5OLWlMhzjGdEIZfY3Rt2cSkyTvE5u4ZDFEjgkWtqPQjekMlqNsSeAGx29bBU9QkV5FS8ugAHzBeT+dR03PJkwfxMOOddiTF8zpOS3D7tLK2GI71lk8XdfvFgMLn8+i0QKPTYF4qswLDFDaLZai4eElHE5BbF5yEPEUWw/TgYXrOA8t4xDgDcSFPzxcCGxKNcrx9zj6v48exTmaAFatwZMvdn5J/R3m6GvXHtpfEPiNow+oKAefuO7Av0kY1k3cCedOA8Duw25MrHIcdQK8Bb+wV1W8xIBWIWlp6RVMZ8ajN/QysFTNdmUJ6Q1zeV025YXsdKfShACB0yPn6Myy+uoVYLeIrc8yAHPEqgG+7Lg3tkptZxkAa+BLtwX4a6St1YFfY6msZfGXus5FyzgFK0nxq5Iu2NuxB3FpD1osf8bDD8rqMxXAms6xfrmk/pYmOy8fzAu5e8525wa+RFx5f5hp9KD2nGHHrMRDsEoLmSxo488i9t2H07FGtnhkynrNpQGsjS2+m8ArwDqpz0lLS9PAV8YXCuTVlmDbHg67ZlKjYyIPZIsqzqCkEqbE39+lzEPKABN6jM1lPpnazqZDPCoRBqAkHTY3vMYx1mEO79LOJsBFFBP3i/Gbus9LyzgFEyKJhYR7eQY4kBJKaGElVTw312vAqmWci1RgOUMeSstn6/xOHi4gI90Di15YCyudFsu5H00pEQ1j2PRuR9+bVNF3Dhs3cdjoqj0L/D2jjX9XPZaqAVYjXhmkGw9j6TUHY2U2v4PpB/yR/NfrSJ6hZOXtlpZ+B/it4955FXh9Atvmwxeiu0vdtnkATo7YvXIJfSzvOD9rlDGesgBOi9j799Q29gOY2HcWL1GSkykVxAWTR3PMiO8uhjkRb87ZRl6uoSEpNv1Ce7J6AFuwHy9pw5KaHJJ0uaRjJZ0bQphe0K6rJL3Hcei9kt4ZQnipSD+pwWrRbxo57KEQwnIl9jm/pNskLev8ygOSrpb0aOe/55W0oqS3SyoqMve+EELpSr3AAZKyQuiflbRkCGFG2X17wSofPCUpK9frtyGEnRxt/VXd791XQwjz57ewGWARIrdIyiNM+ZzseXZ8COGBSPtrSNpF0qck5Y1GuVHSe0IIU3N+r6Ug2AT0jbLfaqFRf8PlaueWNDIabZKkaZImSpoh6ZXOP5+W3YNPSPp3CGGohiEMLJ1J65OSYrWrTwkhfKoGk/4HTMwstsD/TQihNFX9sgAOk7RnxiGbhxAu67GPL0k6MuOQhyUtF0Kgl37KBFOovyhy2FtCCLfXYU+/0lnsxqI+tw0hnFuHPWWDbaj8WVIeoc/pkv4iaTFJa0iqK230SkknSHpE0r0hhKdr6rdlvALsiD9828vT2G5z7t1rYPcc/VxIH5bqwhRYpzjGV3rIOrAeFuqfgqvLHs+Icd0W6fuYeCvVAxwRsXMS8DpHO5dktDFEQ5WtY2DRJRd4LyjsWj6UAuVzgHmA7+NXBh7mkCrGPp7BUonWBnbGIjdOx3ZFnsz52+RhOvA4cC3wB2B/LDpudQawBnYV4BfvTVKfvWPj9g77bkllXxadazKLnkWRgUsjfRxWxljKBAvrjj0bfpnazqYDfMhxbzRG/yEPwJvoLeIvNX8F3pv6PLYMOJhK/E+w0PoyGcJClT8HLOi0ZXHylfr6WdXnp2ywia6Hj1bU/ydznuMymAqsXtF4lnH0H4u2qAXg7Q5bv+BoJxYC2ZeKssAXHednmKeBd5bQ59LElaVHMh1Yq4zxjkeAubCUnW8AZ2Hir16BprqYhuncnA58HViHPnQ2Vw3wfuf5jEUIVGnjIsTfd6+msi8L4LsRuz/WY/sLkl1pAMATkVk7xDV1XgbmS21nk+n8/rENoSk4NiWaBCZ67hEVbzpDwLE4108tLYUBlsIeqnl3xDxMAX4HbAvMHbHjzpxtH1zXOSoD4POOMc2kArG8ETbsQvzFXxZDQGXhn8RLUL1Ig3b0iNfLvsHRRqyqQ9+VrgMWAp73XFCYuneZ6TGzEZ9QjuSKsvoedLAF/2ZYpMbVlKueXCevYFFn3wLWpUHPlFTge5e92AA7b3fY2bjFIhahlEU0XSzS/i6R9p8AZilrPGWCRTPG+FxqO5sO2XpCw+yW2k4v2CZiLCK033iSASqB3tJggEWBA6hOgXsScDYW7jlhVN8LUEz8q2+cAMAJjvHcWoMdGwJPFTjXeXgV2KHiccRCxn9XZf95Ab7qOG+ZC3hM3C6LZCG3RcG/AH8ZWKUiG2LndSSbV2HDIABMwKqDXEA1DuUm8BImNvlhCqSgDALAXo7z9K8G2PlHh52LpbZzNFid8Sx6WuCSXU0G4MdljaVssHSxxyL235TazqZD3MkEkdJ4TQGrbPCAYzz9yBC2Lmsj0VqqB1uM7wU8UvGF/SxwOfaS7mVBegR9cHMAtzjGUkveHfB6zCFRRUrA9VSsHozlDsdKAn2iShvygqXcxJSpT4i0sU3k+3vXNZ4ywHb/Y7/jMB+q2JbvOe24pEo7+g0slWIvLKe+ilJJTWYy5tT+FOMoXBP4tuPc/LMBdsYipqCZDoDDIzZH08Uy2l6J7Pt0JuAVDE4C8HPH79q1olGLBGzkOIczgaVT25oF5VY3azIXkaCiSss4BQuP3QG4Me117+JCYIHU56wbmHiNRwBw65rtWh04g3LSAu4FdqWG0EHiNainAwtVbUdegEMidr8GLJHx/QmR759a53h6Bcuz9nBhTfYc57BlJiWUP+1ngHmB3bAw0vG26O/GFOA3wLtT/z5Vg0+z45EG2LmHw87M1MQUYO/kLArXu8fK+GbReAcnvvK/J6a2s8lgYrieed+3Uts6FsCSxO+TQeN+KtLUamnpCpbLeX/iiz/G7TS0XjewgsP+6SRyYmB1T/fEIjLyiEI+D5wEbEmNOYPA0RG7rqzLljxgu6Wxl+6BGd8PZHu7H6xzPL2CT7BnJiXUvXbaMxe+2r9ZpScHFmBN4KjINdgCd2CLz4HcscGnsD+VxHoJxLUKXk5pXzeIh+gXygvGxN9i9+52ZY+nbIBZsEoeWUxiQO+/ssCitmLcTYNq1WNz1YMxbZY6mIQ5uo8C9sXEzT+A6cGsjW2iLQcsi0XWLtn57xWB92AV1/bGIm5vpfdqXC8A66X+HVrGGVh5jabzPBWHChcB+IjD9mtS2yn9f8/wO7EH3Y+AYzAhx18BR2Kh0jsCq5BIKAh4NHIuv5nCLg/AbyO2vwDMn/H9v0W+n0x5Ow/AypFxDPPnmu1aDtOwyKIR92odYJPt7YB/OH+vlv8wGVNzLk24sgkAaznHn1SUlHikwlUp7esG8fTLQuHtmJBlFvfQUPG/0RAvrQvw1dR2NhmsCpiHDRLbuQAW6v9Hyq9aNhYzsE2mdSi5tDKWvroplsZSdFP1VWCLMu1qafkvgDmB1TDRvuPpr9qav6JBAk3EQ7+hwcI7TQJ4i+Nc1rJjXARgDeJh01/L+P4vIt9tlPZBN7BycB52TGBbrAzXDGDeuu2qEywa4rM0t6zSFGwX8IHO361Yutrw352YWFhVorZ5mI6lB1QiYlk32CTWU8Lx/xLb+eWIfT9Pad9YAK8j/n7I7eTt/GZPRtr9TBVjqgLgfY7r7y4atHvdNIAPOc4hwCkJbJsAfAW4lPoryFRWvWqMca6LRQfENh1GMxX4eF12tgwg2O7OBGBzTL35cOBi4EGaV6M5L3fRkFAZ4AqHvZuktrMfIC5A9VBqG2MQr2DwMF08z8CnI989s+7xFAE433FPDJFAywGbLMd24QYy1xuYA3sXxBYLVfIitog/Hfgxpi2yKZaCsDQFnLtY+PMyWP7wjsD/YY7iS4D7qEfLYCZwFrBmFb9dnQA3OMZ7W2IbfxSxr3AufVUQL3M3iQK79MA+kXYfB+asYkxVgG1QTXRcgxumtrWpAG/A99ybQsXvYWwt8g5gf9KX86u9NCiwcGfseVIbZtJHpRpbEoGJ0K0AbIu9CE4BbsKvwN2vzMRCeZIpNGMT6ph3bwoNFCNqItiEPYtjU9sYA1jfce3u0uW774h87xX6YCKHr8rI3Qnt+2HEts+msq0KsAnYTpjzt04eAf6ALcg3BxZJNP4FgA0wLZTfYBEEVTnBh4CTgSVTjLUMMMeMh2SiVdh11Y0ZTTz/xIULbyjQ5iLEI2G+UcV4qgSrwBHj9NR2Nhn8EV57VtD3PFg+/XFUX5o6D8nC6zFHwNH4K3TNpOKS2y19BjaZeT/2kr4KnwL9IPMUtutTezgY8F6HfX+p265+BJ8z5aOp7fRAPKf6CcYIM8dK58VotJATthvrIVlVA+KpJvumsq1ssN31O5y/Sa/chaWxbAO8IfXYs8BEnT6ETciqEMGdiDk+5ko91rwAb3eO8eyENt6VYdfFqezKAvh95HzmVrcnXlYwU3emqWCRQTGm0sBSj00BCz/38AgliHoCS2D6UufT3A3Ie0h8PwDvwv9OngZsmdLeloRg6uDrYXVvb6b/w/er4kZg05p/mx847PpenTb1K8TL/8wEFk5tpwfgg47rYr8u330+8r1GTm6HAVZ1jB3gsIQ2BizcthuHp7KtLLBw+rOcv0VRngdOxVJX3ph6zL2ACUTujuWllvmOfYg+cVyOBKu84+E9CWxbJPIb1a4tEgN75sS0lj6Xs821iCuP/6iqMVUJsDi+ndJxWbXFAz4nyjCfLtjHKpiuzvX0T9nYM0isH4FFSBzvtPcVYI2U9rbUDOaF/wlxVfSW/+YSCirpFviNPGXF1q/Dln4H+E7kPOYOj0wFFnKdtUMFFu2w1Bjf/VfkezNpsPI4Vh7HQ1LHGPB0hm1HpLStF4DZsVSwvMJDXl4ATsSi0JKWgqsKrBzVV4CrKW9SewENDEvvBnGRvWFupuYoB+AzGfY8Q4NEgochnt4FOQRusdTPmFbDJBoeiZMFtqiMkSyVrOlg5eq8/AunKj4mIP59/E7CJnIMDaiKgT3LPOUDHwYWTW1vS4Vg4f1fxYSLWnrjL8AWVOTpA5Z32DCZPsjZbgLAZZFzeUBqG/OAhcLFOGmM713t+N5PEwzJBbCVw36AvRLaOC8WWteNximIe8BSGzxOybxMwvLatwTmSD3OOsFqQH+fcvJYXwB2Sj0mD5hYpnfMx9Vs240ZtnStspIS4IDIOXyaHHMVbJ4Yo28dmVIuLYqkJSmbCr6ok5F0jabAKhz9ANNPGRR+S8mlAIuAvVc9DvuLaIDToqVksIX/D4CXq7vWxy23YYuxBUr+zQ5y9N3m/zvA8v+zQrIBNk5tZx6wXPiYPscQo/K78NVkn0RDcx+xnHMPP2iwjUlLnOUFmA2LoCm7pNJd2EIjmdBqU8CeUTthAru9ch6wROoxxcC3yBwmV/h6DzZ9OMOGh2iowx24O3L+3IJ22A5sLMd6OjChwiFVDrCR89rrq82BOsEnpjjMa4yIngXeilXbiEUlVsmzWN7+jVjEy62YZkFsvujlbBqg0wJsiE83Ye/UtraUBBbG9SXguZIu5tR41S1TMAlTgN4ImLXH3+0d+MQXv1/WtTLIEFfOn0JDJ3ZZ4Hv5Pg28acR3vC/bn6QcWzfwpwAky7PHwv+y2DmVbXnBctevc55zD9OA3wEbpB5bU8GeV2fTW3rA88AHUo8lC8yx5A3znUHzKM8qAAAgAElEQVTF1TOw1IysEpaNy/2XJKweeIzPO9uaC18ptWQiq2WBlQP0LPTuT21rUwG+4Th/I5kCnAvcm/N7vTKERRccB+yMOR+6btph0Q0TsIjDH2HOgaLrj78Cr6vzd+kypveTHZkI5uRfLbWtLT3SucDL2E0og6lYrdibgQuxCeCvsF3ufTAnxaewsh4bAmtj+UXLYcrl/3OjYiIXrwfejJUozCrbUzfPYc6Aj5Fjdwt76HwSf6TGhqVeNAMK8L3IebwitY1FwFTAPdwNrAyshH9RMQlYOvUYR4OJAnm4NJF9byK+U75OCtvygu2GxkqAeZkMHAEsk3pc/QImwnZxD+d8CAsN78khXSWYQ88rijhERSXnsLlEVs77mVX0Wwb4xL5WcrYVU/0fpq8i5rpBvDTwMH3xzK4b/FEUdTMNuAW7nj9MCfntmHDk3hRzXtxCA6IqgS84bL2GNhWgP8EWkV/Hwm3q5FHgz1jZo69h3qZVgIVqHPtVNY/ZwxAWYnQKsBdWGuo9mINjVawCwwexfLRYGN9IptCA0KJ+ALg8ci77Vcn40zmul2nkL+n5+9RjHA22Q+XxxL9MgpcY5tzMYgoNz3PHdsaOyHmtdOMV4BBg8dTj6lcwp/g1PfwGl9NgsTZshy0PvwcWKbH/N5KtbfEwDU1TwdI7J0bO1xPOtj7hPP+PMCALBOCbzjEfktrWJoKlItatzj8Tc4x+HiuV/XXgKExLZRdgHSqM6MTWWB8lv17BHTTgOYxFQcSoJeWqpUQw8amqSzOB7XD/CbvhtqDGRX7G2AP5FtD9zpWpz3k/gC1mYrlPm6W2My/Y9V7Hvf6+1GMdDTYB9bBezXbt4rCp0bodWK3la4teLCOYjDk1k78bBgHsft8OeKDg7/EYsG7qcYwFlgrw15zjeQr4CD2K8GIbFVkVO6ZQ83MkD8AXHefqDEc76+Cvrf7jOsZWB1iUjYcHU9vaVCj+TMrLNGzx2ogqRViK9ZcxJ7eXf1Ki87Kg3fNgm5JZPAXMn9LOlhwAb6C6kP/pwBXAt4C3pB7rWGCh8+OJZCJn/QSwQeQ8TgfmS21nHrB7/dcVX1/D3E/DXgTA6U7bT6zRptXxKe1+pS6b8oKljfVaFnYIi3ZqXPrIIIBN3g7GV9ppNK8BH089hrHAQvBjpU3H4p/A9uRMc8CiE8+MtD0d+GBVYy4DbFcxxncjbSyBOYi8uNIJ+gGspO6LznGvkNreJoJF5FTJDKxKzPKpxzoWwDLY+sjLTSSeU2G6IbHUq1ZjrB/AQtjKVtKcCpyDhbokF7DIAstvzuOFGwQGIgevarAolSyuT22jF+DtWKhbVTXYu3FS6rGPBNjdafer1FAbHZsAeBbOM4ClqranCJj+SiyUOMbfGaHy3FIdwJrE67SPxUyaW8ruTcCDBa+9fwMnYvm+SzIqMgCLoFgR+CyWqhhLI5oJfCrVufBA3Lk9TFcxSCyE+9Yc5/mfdY6xDrBoVg9fSG1rE8EqxFTFtcCaqccYA4tiOizHuC4kcYlA4mLFz9OwzZ+WUVDcc96Nf2BCEX0RugnMx2DVDvUwFZgn9bnvB4iLaDVS7X4Y4HWYSOY/q76oIjRm5xBT5/XmHVaqVg0sij/1qJFCYlgYcS8VVp7GdmF7CsduyQcWgronxUpW/aSJvxewNOUohE/FyvbdiIUo59E/eY2GL/4lCTjDOZ5lu3x/Hsxpl4dk1VWqAr+Y7h9S29pEsDrzZfMitg7pK60JLCXAOzc5JrGtixHfOP16ShtbMsDym/OEnnRjGha2+bbUY8oDMDu9qST3K1elPvf9ALbrEyuB+aHUdo4Flpt4HPXv9nfjJWDl1OdlGOAvTruHgI9WZMMSmLqvl3dVYUcv4J/8duM3wMKpxzGeAdagWATgqTRQkBJYhHLmNUV4kgbep6PBJu+xkl7D/M9vjM2dLixwfr6cYrxVQrxM8DBPpba1iWDq+GXyRxqgmF8UTAvI61DfLbGtP4jYdx8NdBSPe7DFzWmFbzHjVeBQ4I2px5OXzvhP6XH8MSZi6sBnAPtj9UO3BTbFcmjWxkoVro29RD6KKf3/Crie6iox7J/6/PcDwPKOc9moXGVMjOmCiq6bXrmPhiz2yKf5MQl4Z8n9r4qpg3s5v8z+ewV7fh6aw/7RPAxskXocLQYWCXdqgd/xXGD21PaPBlug/px6FcavpE/mQsBXnWOaOcZ35wXOL3iO9kgx3irBKst452oTUtvbRDDHWa+8Cnw29VjKAH91ickk1FXDIhhjEWRtunHTIH/pnJFMB44Flkg9jqIAP+1h/N14EMsj3IkSHvTYi3YrTLCt1/zakfSdan0KgB0i5/Hp1DYOA7wNOI/6S+rk5QoasGuI5dzlCRWeCGxZQr8ByyN+OUff02iQcFZnDEflsH80x9DmBjYS4HMUKPdJ4nzUbgCbkM/RVoTngd3oo50u/PoP0xgRRo1N+Hup8vEYFua8Bn0Wnp0F/lSIxqTCNQn8OgrduJ4BE1nESqJ7+BcJS3oTnwvUJqbc4gCrC1w0Z/NCYNXUY+gF4BsFxz6amViN5N2AZSq2eX6sikIsJD3GNGDeKm0dFIiLslzQABsXwiJGesnBrpukuWvDYHnneZiBXROFqj5gTppLC5yvRpXNIp9Y0UheBj6W2v6WbDCBwLzVHH5HTiX9usAc6d+n/HSoydjkt6/CjYGVco5z4873tsB0Ecriecxp/XXgHTTUieQBOMQ55oNT29pE6G1D8iRgztRjKBssRdtbme2AhHa+PWLbs/TxvT1QYKJgRTziL9AHwjYxgB3pfZf0FsyJULsiN7AwNtkqynV129yvEPfq75fQtgB8Gnimh2sBbFF7JRYRsxM2+X8jttOzIlbn+kCKq2t3Y/dU527UObyogO1PYLnvizr6mAtTyD+fYs+dG2hQiDWWylSEm4A3p7a/xQewFPmFQ39Dg3d1Mc2Ng7C5TC88A+yH4/5vIh3b8zAFe+ZVzUTMQfo94L0k3NXMC5a+6SH5pkETAT5U4HqZAXwjte1VAqyAT6R1GvDWhHbGNGTWT2Vbywgwb1lezqWPw/2HwXLvpxYYP9gO6xk0ROgQyxEqsqD4WWrb+wEsRDz24N0qkW1vxC9iNxbDkSufxzmJxXJqT+ihz9FMJeELa8S4lsA81EWYgYUe/hT4CvAxbCL4WcxpcgH5Qv1H8xKwYupzNAzw7YLjOIIB3KEZdLDNgstz/ta/TG13DGBurNzfafhzj+/Ednk3pM93s4Crcv6mqXgN+BvmdHwfDU4bApZ1junB1LY2kRznb5hpwLap7a4D/O/dyxPa+OOIbd9NZVtZ9E1+VzcwxfI8pUhmSNpH0k9DCFRjVT0Aq0m6WtICOb86XdKpkg4KIdxTumE9AHxb0oE5v/axEMJZVdgzSGCL01sjhy0ZQqhV2ReryXyipCJielMlnSK7n/9VoO85JN0vqSzhw7+EEDYpqa3CABtIukjS3KltGcEMSVuFEC5NbYgkYdFfJyvfe3CapM+FEE6uxqqWqunc8ydJ2iHH1/YMIfy8GovKBxNyXVnSUpJeL2kO2bPyIUkPSHowhDA5nYXlgTniXpbUjw65GZKul/QnSRdKuq1J81LgWUmLxA6TNH8IYVINJrkBFpe0mqRVZO/3BSXNL2k2Sa/JrplnJd0u6dYQwkMl9x8kvdDpN8aQpJ1DCKeUaUNTwSIAb5XkSb1+X4o5A7bD/7eMQy4LIWxelz0towAWIJ/S5jPARqntLgPg9ZgCeR5mYoJ+b0ptfzewEOa84il9oVKcGmwXN4sXarZnDuBwikV9TMV2qXuO4sHCfMukEQqxwDb4y2JVzRANUjPGdj3zRk49D2yY2vaW3sHeMz/L8dvPALZObXfL/wK8J+d93GQeB35BQzSp8JeUXq0Bts4BbAn8kmK6Do9ic4p1SrTpGmff3yqrz34B2M55bq5PZN/sZAuVP5PCrpYO+EVKAO5nQMqVALPifzAPcx3w9tS2e8AEfaY7x/VIanv7BazKRRbX1GjLwliefhH+SInquOR7jng4tCzbegXYAPh3yePLywwS1/YdCbAK+XOm76NBqQstvYM5AY7McQ1MBNZMbXfLfwN8Iue93C9ciVXtSVZhBr8+Ss/VZHqwcVHgO5Sr6XAxJTgC8KUnj0tBOez56xUEXDeRjTHNrL4SSx1NY8VtYgDLSfqq8/C7JL03hPBwdRbVyv6S3uc89jVJe0taL4RwQ3UmlUcnLcGb+3N1lbYMGDEH0N11GIEt3q+W9N6cX71f0qYhhG1DCPeVaFLZETHzlNxeYUIIV0paR/77qWwelbRRCOGERP3/F8DrJZ0vC4v28ndJ7woh3FuNVS0p6IRaf0XSr51fmU/S+QyAdlBLX/BeSadJuhv4FGnEKG90HjehSiPGAtuh/bospWV/SUuW2Pz7JF2H6d70sjj3pNhODyHM6KGPvqTz/PVulny5SlsyuDny+UCVaewbgOOcnqPb6FNl27HARP+85dHupCGhZHkBdneOcY/UtvYDwDzEoyoqD0MD1iN/2cchbKeu9FKPWDmtF3PaE6ORQj6YSNj9JY+1G5MxEZ1C5QWrANtxOD/nOC4DGuPQaSkfLKIuTxWaK2hoecDxCPCWnPd0v3I7NaehABOctuXVberVrlU656MOrqSgWCO+SgBDNOg9WSdY2sZTjnP0WtHfoEf7vhyxqy0BXDfAm/Dltj7GAOWHY6FOXs2DU6lgwVQX2ELRw7tT29oPAO9ynMsPVmzDesArzt91mEeAykT1sPJMZXJ8VbaWATAL8EHgQvxpNnl4hIaWE8PKHObhYqBJIootFYHtJp6T49r4QWqbW/4DVmqvTp4Efo5VSVkTWA7TZVqi8+/vwBZ/X8NS764DXi2p7zOBN9R0XgO+qi/H1mFPx6atnTaVyZUUcAQDqznbH7epRViUhYftE9j2gYhN7QZk3eDL2X2ZBpTkKhPgPOeN8kNMgbRvAZZxjHMm49RzmhdgN8f5fEeF/a9L/pf2RcBCFdq0I5afXgZPAZ+kj+47YBFgF+AUzFlahClY2cADMTGuRqaVYZFTeX7rP9FHNbtbegeYE385uZk0ROyzRQIWBC7JcX/3wrkUmHdgZXjfiZU7vhjb1SzKM9S0+wj8w2FPLVWYgG0p752dl+MK2Dun095KN1+aDLC28/yf3kDb9qnbpnENMBe+Gtfbpba1TIDtHWMeAj6f2tYywOrCx8hd9m28AhzmOJ/LV9T3O8i3+B8CfkTJi0lswbsR8Bmsnn2vDGE7A7vR4HrOXrAIo02wfNOvAz/BKiScDvwKOAo4CNgHiyJ4M30QCt353fNUizkPKy3WMs7o3AMPOK+TJ+lzEahBA9i488wqa7d9LEpxlGNVrD4GnEVxZ8DxVPyswp79Mf5cpQ0dO9bHHM55mIJFpd0CXI492/8C3EMxR0JusUN81bp2r+Kc9QvAg45z9GQCu1aK2PTDum0a12CqqDEaHYabF8y7HcuTGQK+kNrWssAXOnVaajv7BXy7I3mE0bz9TgCedvQ9zETgAyXb8FbgD/i1M7J4ECuluRMDlF40yHR+ey9X0C7+xzXAqsBLzuvlEvoo6me8AMyNRSR9E0vtKLMSSumLNawqzleBuwrY8w+s5n0lAF9x2HBTVf13bHgd/ii1fwLfAFYnw0GN6SJtg+l/eJ0Bt5Lzfse32fD93s9S/0K8QtUwy9RsVywSeb867Rn3AGdHfpD7GbCwcOAYx40xUHVEsR3GGN9IbWe/gNUXzmIG5e+4vw64w/E7DvM0sHaJ/c8C7E3+eu8jeRbT09iVASkjOp4Ads7xW98BLJja5pb0AFvgdxg2psRlS3eAFYFPYxFNvUQIPAu8uSIbA5Z37Am7H8ljVJRHDmzo6P/BKvoeYYMnCuFFbIMwt0MO2+n1pv9snrPtnzraPDqvzYME/lKetUZ2E3cA7F2nPeMaYD5MXTqLWlVSqwbbCY95J3+T2s6ywTz3MSoThxsksAiSGM+W3Ods5MvJvBcr7VlW/7NjC/ciTMUcjR8kYQ3mlt7AxGK9qSePA0untrkOsMoXy2PCoFtji6LPYWlmH+38bQqsASxGQ3UdqgYTs/TwAm1pwL4CixD4MFYVpEhk2JNUrDEFbE4+B/oLlFC7fgw7FnH0/WLZ/Y7ofznic+ApQKzMcayfWbGUihi5tACwZ2uMP/Zie7/T+Y097FWzXatE7BmYqOvGA2wV+TFS1bquDOLCf7cxgGJVWJh1jIVT29kPAO92nMu7S+5zf0efw9xIiarx2OLfK5g5ksnA4YyTheCgg1/n4SXgLantrQJgWWyB/1PMIVdE7HEathA5HauksA0VpAs1DSyCyKsu//vU9rYUA4sMOBKYlPO+mALsSYUpIJgj/QvA806bXgTeVYEdsdK9M6lIDwY4wjHuI0rqK2ACsFk8krPN9zrsv6YM+/sV7Fnricr5Wc12vT1iTyNLPg8kZAuZDQFvS21jmRBfuL0GrJHazioAro2MvRZBEMwDuAOwL/YiGhZD2w8LC18LmL0OW4qCzwN9VYn9bYR/V+VmSlxMYC/w3zj7HmYIOIF2F29gwFd/GWxnabPU9pYFltf6MWwnyyOsVJQZwA2YKORmNPwZWBRMFNDrNPlQantbioMJD/+a/BEBlwJLVmzbUvidUS9TYipdp/+rHf2WXrEHWxh6nB/rldjn4sQXo+6xYlFUMe4ty/5+BXufxKhV9wvYLmJPT1EnLTkAbsr4IQZx9z+2g7VvahurAF/t2cpUZ4F1sEX+ExEbhpmICQ19ggbWDQd+4RjDL0vqa9Ec5+1WSo7iIF/kAcCdwPpl2tCSFmB+/Iu276W2t1ewiJetsHKOE3Ne/2XxHPbMfA8DJoqHKct7FoVPAguktrelN4A1sai0PDxLxSmJ2Lzoq1hEjudaLC2SDTjZ0eebyupvRL/rOPp9ivL1iw6P9Jkr/YO4qGipKZj9CPB7x2/9h5pt2ivDliHa5309AHOQLeY1UN53LCwta9LxODBPajurAFja8SAoJeRrVL+rYzmBvfAicAAlhrT3CvBnh92fLqkvr+L67cAiZfQ5ou+tsYeyl2MZwPSZ8Q6+kpcAF9LH+e2YtsfeFAvrr5KHgG8xQIKK+JyoAAemtrWld7DQ+++RT0D2NeDjNdi2Eb5d8dsoqTwt8F1Hf6ULI+KrQHBqBf1uFOlzo5zt3RZpbwYD5jjNC5aGE+P8mm3KEmDPlQrS0gNYKa9uPAXMltrGMgF+GbkRPpvaxqrAdlxilCa+gQkCHUOxurDdeBUrRZP8usRXQnL5EvrxVG4Ac16VWkIPU2v15klOBj5VZv8tzQBYAd8O2SP0qYYIFlJ6GPCK83pPxURs4VyauGcqsHfE3Y4xT6bmUlUt1QG8g3wOthnUoFSOPec89eXPp4SFJZZWFGOVMsY2qt+DHf3uU0G/C0f6XDdnex49moFxmBYBS7ONcW7NNmVFnZ9dpy3jGrIfQMentq9MgDmxneRuPMMA71xiufUxNiiprwlYHnpV3EQJi+sexhd7kQFcXUI/8wOPOvqaSMnlirDQyMudv8fLwHvL7L+lOeALI5wKvDO1rXnBFqHfofkL/9HMAI6j4jzpqgHeic9JfEpqW1vKA8sJ95aIAxMHfE8Ndi2FVc+J8bUS+nqbo5/ShVSBkxz9li7Ehs0pssilvYWlR8VYtuxx9BPAtx3nqLaKZ9j7NmszodaKBFXQT+GPEzI+u7AuI2rifZKyvIHHhhBeq8uYBHhyyf7VayeYUM6NkqoUj1xL0jWkW3Cs5jjm1yX080NJsZzDGZI+HkK4tYT+RrK7pI0dxz0naeMQwt9K7r+lAWBCUJ5UsB+EEK6r2p4ywUKL75G0v6RSwnprZFZJn5F0L/ADYL7UBhWhc80c4zh0Byoox9aShhDC05I2leQt1TaXpDOBxaqzSgohPCF77z0QOfQgene63+84popox2mOY16poN8sLachxc/5aB5zHFO6iGKfMcNxzMuVW/EfNpCUJW57ZV2GVEU/OQC6LS6QNGgCgFl5ZNMlHVWXIYmIOQCeCyE800sH2K78nyTVEQa8qKQ/l/ASLkIs/Pafkk7qpYPOufyS49BvhxBKddZhqQSHOA6dLGnrEMJNZfbf0igOlRQLd71ZvuulEQBvwErMna64g63pzCtpX0n3AR9NbUxBvivp6cgxs0j6SQ22tNRECGGqpI9K8uabLyHpFCrWGAkhPC7bMHo+47A5JZ1GDwLFIYSJkl6IHFZFJZAXHcdMraDfFTM+eyCEMDlnex4HwMCXVo3gcSA9VbkV/2HrjM+ekM0l+pp+cgB02xF/NIRQp1eoUjovjC0yDjknhFBLCbyETIh8fl8vjWO5vxdLqtRDP4r5JJ0HLF5jn5IUCyv7Qghheo99/FDxl/8Fkg7rsZ+xOFjxHdGZkrbvt13fFj/AFpJipaCmS9o1hODZaUgOJmx7h6QPp7alZBaX7ZD+vupd0rIJIbwk6RuOQzcgp1BYS7PpPDd2knSG8yubSqpcqymE8ICkj8ieb91YRVKvufIx0bMqIgA8C+cqlNizUkyvLdBeGwEQx/M7eiJRegaYVdIHMw45L4RAHbZUST85AF7X5f/fWasV1bOash8E59RlSEJiEQB5w69G8zNJpSvWOlha0pE195nlAHgghNBT/j9WDmf7yGGPSfp02Q9M4N2SdnAc+t0QQq3qsS21813HMQeFEG6r3JIewRTIfyrpD7LooTKYIulWWSTBfrKFyQckrStpedmifCFJrw8hBJnDfSHZ82NFSevLItO+Jumnki6Sb1KbxYcl3Qns2GM7dXOapH84jvt21Ya01EsIYUjSzpL+6vzKQcASFZokSQohXCG7N7PYG1ihh24ejXxeRQSAZ7E9oYJ+s6Jwi8zBY+dOaiMAPCKIPW3+5WBzSVlC1aVXnmjJALi0ixDD4altKxPgixmiE9MZcKXQzuR3esY5ANivh/Y3i7Qd40WsrN6ZwLnAvwq0kRXhUSrA3zLsOKuE9v8YGesMKhBEwkR6rnec60vp41JvLXGADRzXwe3AHKltjYGJdnrKdsZ4FPgtsDuwalX3AFaKcBNgf+Dv+CowjMXx9JGwLbCec1xrp7a1pXyA1wF3Oq+BE2qyKRAvY3xxD+3HSmFuVuZ4On3OjlVUysKjy5Gnz/dk9PUqBcpvY2XMs8p6QwXVDPoJ4tfuNHpIY8lpy9kZdtzNOC/ZWDvAJV1+jB+ntq1MgBMyLrwrUttXNcDSkYcAFCzhBswC3ONofzR3AF8DVmSMGx9YHjia+AN+GM/uUSmQXcJo3x7bXtEx5p+XNZZRfW/nOM/PU3/KRUvN0N05PJINU9sZo3M/PegYSzduB35IGq2R4THMD3wSm8zlqaEOVjGlb5SwgXMcY+rZydrSTIBVsKo2MWYAHjHeMmxaDKsSlcWWBdv+eqTd95c9nk6/v4n0W1o9dmyOeE1GX4UjOIEnIuPoG22aKiC+mXZjTXasTHa1lz3rsKNlBMCFXX6MgQqzI3vH9lup7asarNRSjHcXbHtLR9sjuRxTFve2vzHwkrPtKisPDNszJ9kL9J17bD9W2uZRoHTFcuwlfbvjHH+m7L5bmgW+8lSNT/8A1gCecoxlNJOw3fO1Uo9hNMDrgW8Aj+QYz/NUtJAoG2wBGItWmwlkCYq19DHA9s7r+g812vSJiC03UGAHE/hIpN0PVDSeDRznd8OS+toro48ZQExUOavtayNjGKhy5nnAIj1ei5yfX9ZkyykZNrxIBXPalgjA6V1+kL1T21YmZE8C35favqrBt7NbaFcXuMDRNsADQJYASFYf78EXBntgkfZz2rJixIbCqQhYqPKkSPvblDmeEX1/zHF+/04bpjXwkB0xBbZAWzW1nVkA6wDPOa7pkbwAfIc+SAnD0rq2x58uNR3YNbXdHoBTHeMpNUS5pVlgqTYxZgIr1WRPwN5/WeRerAPvirS5bYXjuTXS96Ul9LMh2XO3nmrQA2dFxlCbk6hpAGtHzg1ATGuqDDveRvbu/wFV29AyBnTfbTw4tW1lgU2UsoiJ4/U9wJci5+BVinmvF8UXov9HoJvgpLev/Rz9XN9LH047No/YUDgKgWxPOVS464rtYMRYt6r+W5oBsBAwOXIdNHrxhU04vFFDYM+/H9EHC//RYO+3LxIPUQYYAv4vtc0xsMiNochYXgHmS21rSzVgznBP9M5xNdq0NtnznZvJOY8CJkTGV4nDv9O3R7vpkz20vy62u9uNl+lRzBH4acR+r7DkwEG29hnYorzSkt3E0z9eBMZ7pYY00H1RVYvASh1ggkrdmMQ4EDPDxKSyuL1gux+ItAs2se551xiYl/iO3gxgzl77itixe8SGJXto+5aMdoeoKCQZ2MjxO15URd8tzQILL89iIg3WgMAm1E86rudhLqaPcuS7gb3nPLumAIfT8PcecJ5jHG060gADfNRxDUwGalN6J77jvHHO9uaOtLdVVWPp9N8tDXiYlykw7wA2Ja7lEKuw4Olnz0gft/baR7+CiWpnUbluFvCFiA2Nd0gPLMBOXX6UP6e2rSyApTIuvsaXryoD4MTITXhhwXYPiLT7q5LHcXikP4BKSxECB2X0PRMoVLcXWD0yrrPLHsuIvmNKsdDu/g88WFjoA5HroLECsdiuoTck/mUKCp82GSyn2JP6cAINTufBVxHgutR2tlQLcKXjOtijRnvWJDs6JXfIOdnRSpVWN8IEomPPixdxOjYwZf6DyA75BvgrVhe+V/tj2gyeUoEDB6ZV9Urk3FS6+AZWIzul9S4q3rBryYDupTleoMGTgzyQHWLVU732fgHb5cri2ILtdqsiAXAdBRfDGf29PzIOqFiZnO66GQDP9NDuwRntDgFvLXMcI/pdhvjL+oYq+m5pFsB7I9fBFBq6+48JHl0VsX+Y2xhgEY5802AAACAASURBVDlgWazKSoxGl/sFbnSMoZLnYkszwLQ8YmmGtW7kkK17NB1YOmd7WVWUSi8DOEb/WxNPuRkCjqXLcxOYB/g8cH+kHYCn6TH0f0S/W0T6mlhGP/2G47wMActX2P88ZItKz6Sg8HhLSWBhg91u/MoujjoBFsm4CK9KbV8dAP+MPAy+V7Dd2zLaLF29luxojmE2KbvfUTZcl9F3oVSKTrtZL86/lDmGUf3+0HFOd6uq/5bmgE3wsqgt3zYvwE8c1zHA7yhQc7rfABYALnKcj8YKMAGfddhfuIRY0wFmxao+LAbMm9qeVJDtdB9mhRrtiW1E/DBne1lRDpXOZ0bYEIvmHGYIKy16ArbTfxS2mz/F+f1pwEYl2r2Oo885yuqvX8Dec1lUFj2FPbfOjfR/RFX9t+SA7guP3VPbVgZk51hdkdq+OgCejdyMuxRs996MNpeqYByzRMYBJb5cutiQVXe2UOoMsFJkTDuVPY5Ov7MCj0f6fpVxsGAa72Ahgy9kXAczgZVT2zkW+HawAH5Jw3PfywQLx/Xk0jcyDxPTfYmJOT5LyZFmKQDm61zHP8MWVP8eY6xTsV21M4GvAauktrsOgLcQv79rq1yFvTcfzbDlvpztZeVqb1jRMEbbEIDfRM5xrwxRctoVFu0UY7Ey+2w6WCpcrPxfz/oLGf0fGen7Edqyf80AOK3LjzRIOgDdVK0HPgIAU4mOvTw3Ldj2XRltbl7BWALxcMDVy+53RP+zkF2j+oyC7WYJ2bxCRbs/WImeGGdV0XdLswA+FLkOzk1t41hgKSyenPfG7nRXCebYiQl9DQE7pLZ1LDCnTYxadkmrAEu7+S3x8q/duA/Yh5JCqpsKcZ2aa2q25wcRe9bJ0VbWNb5+leMYZcfswO+9F15OhoCvVGDzAo6+G+m4rgrgW5HzMZ0KUvmw+flhkb5nUPEmXUsO6B5mNx14Q2r7yoDuuSgDLxCChQ/GKPSABP6W0eY5FYxl4cg4hqhwt5rsdBIoWD0DuCyjzZ7q5Eb6PToyHoAdq+q/pTkAZ0Sug9omonkgrm8CcFRqO1OCRcHdFDlHk4G3p7Z1NPjEAH+Z2s68YJVXvJoVHqZhz/M3ph5bFQAbR8Y/kx4q8BSwJybae2iOtrKqNNWaJ41tGJ3svOa8zKDCih1YZEwW40bAGMu9Hyt6aCQXVNDvLMCvHNfCt8vuu6UHgOUzfqxCueFNAziny/hmMuAqlMRfVFCwnjLZIWMzKVmRH1g/Mo4HyuxvjP5Xi/T/iwJtzkb27s+uFY1lVuK1w2fSh7XRW/KBhYq/nHEd3J3axrEAdoxcvwB/oAS16X4Hi5SITQwfp8ZFlAdsV+nhiN1P0iepHZhD/lTHdVuUKdiCcq7UYy2TznWQlXII8MWabbovw5YHc7Tz9Yx23lXlGLrYE7Cokli0pYcXgPdXbG+s7OuWVfbfJIC9HL/JR0vuc0HgT45+f8+AiMtn0RcvomFCCA9IuqPLx3swGPm/93T5/7NImlCjHSlYJPL5KyGEVwu2fXPGZ7NIKvuFvGHk87+W3N9oYhExkwq0uYakrHusqkoV75K0aOSY20IIL1XUf2PAwqTfCLwNWBtYC1hyPLysOmwoaYGMz0+pyQ43wEKSfhY57A5JnwohzKzBpEYTQnhU0vaShjIOW0rSOTRo8RhCQNLpkcOWkLReDeb0BKbofpukKqOq5pL0HUm3AI0/J14618HxkcMqLZk3BllpUcviFyZ8MeOz2p9dIQRCCAdK2lTSQz00dYWktUMIF5ViWHeei3y+UMX9NwJgEdm9n8WLks4vsc9VJV0nKeZkuU72LqasvptKXzkAOnSrMb6IpM/VaUhFXJvxmTtXq0+JLfIKl66TdGXk809SkgJrZzEWy1O9rIy+MoiJyRRxpGR5+J9Xd+dVr3gmS3+rqO+kAHNhglvHALdImijpMZlD60ZJN0l6QtJrWCmyI4FtmrQwKpmsih2ogQ4ASYco2yE3SdLHQwiTa7Kn8YQQ/ioppr78DkmH1WBOHs50HPOhyq3oAeCbki5W/B1SFitLuoKKIsgScYqyHVjr1ey0jelkebWVshwAWeOtlM7zYg1J+0l6OcdXH5S0i6SNQwi9OBC8PB/5/PU12NAEDlLc2XFGCOG1XjvCQv73ks2XYiV175H0wRDClF77bakAYJWMsI0XaWjtZy9k58Gfltq+KgG+GAnL+UcPbQdM0TOLD5c0jm0j/bxIxdEqwFcjNuxRoM2TMtqrTKQSuCEyFmioMFhRMMXgnxJXFu/GRCzP7S2px1IW2D2cpWgdc/LVDpaKMyPyW7WlK8cAU9aP1eoeooIyrkXpXKNZ1VcAukUxJqVj+88itlfN/qnPQ1kAf4+MtTbBN+B1ZD+H/uBsJ0uMd82qx+GhM9bPAZdjlYFG8xxwFrAdNVflIC5cuG+d9qQA2ABfykbPKSVYWrFXv+Qu+nz9OC4g+8Ha94tkuuePvcAAlBHqBrBv5AbtSawP2C/S/p9KGMN8wIORfioXggJ+HLEh924L2QvxQlUFHH3OT3wBBfDWKvqvG2Ah4BeYUFYZDAFnY+FvfQ2wcmSslYk3FQXL68/icsZP+kZugK0c1/izNEhZHqs7HrsnG1fuCzjUca7roHQF9hSQXTEHao54AG7OsOV5HM8h4K0ZbaxRxzjygOkWvRlYF0uZSyo8iUXyZRFLFetrMHHsxyLnAHrU8gHe0DnXnrkjwB008JlcNf2YAiBJx2Z8tgMN2hEoSDfly9dL2qBOQ2qmyhQAya6brJCiLehhxxQTdzpR0rIZh01XPWGrVaQAZIVPPVWgPQ9rS4oJo81UdekHtQFsKxvHHpJmL6nZIGk7SbcBB9HfOikbZnw2TVKjykBi5bW2yzjkNUlfGA+5hkUJIfxJ8fStRSSdTHPE9S6OfB4kNaq8FPB1Sd9IbUeHw4CNUxtRArH85VpV82Uh0N1YSNLyjjZeyfhsej5zqieEMCOEcH8I4ZoQwk0hhMcTmxRLARhYDQDMwXSCJI8TplBFKUwf6VBJ90vaXfG5oyTdLksB+XeRPvuZprww83K6pKwb+WT8oiZN5I8Zn+1VmxX1ExMB7OkGDSE8KSmrzNYskk4DYo6I/wHTDzhRUky19NiOmGXVlOoAwEKjssTXnszTXg7e6Tjm8TJyxVKBKdsfLekcxe+Boswm6VuSbgRWr6iPqslyfl4dQsiT+1kHP5It9rrxsxDCvXUZ08d4yjFtJqkpO8eXKS6I1hgHALCppIMLfHWmpBsk/VLSPrIJ9x6S9pXN0f5V0KTZJJ0KZL1vGk8I4X5JWeWb6xY+vDPy+dqONrJ0SqblsGW8Mp41APaX9EHHcUPKqeUDrAGcLOkBmSNzfudXr5G0SQih183FljohHl51OzBvajuLQHbZsyEGJNx5NGTXmAf4cgl9vB54KtLPg8D78YXEzdI59vZImwBPU8C5UHCc10VseW/O9mJlDT9V0ThOc5zXLOHMRoNdj39xjLFMJgMfSz32PGD5yVn37bdS2zgSLPd/KMPel7DqAC0O8N0jL1LT8zUGcGvE1vtS2yiZGjf2XsrDHZheT7TsKhZ+vQ9x/Z2x+Ekd56BKyNbNGQK8C5UybNkscr4PcbQxX8b3k4bX9wPAZyO/QWVaSikBdouMeyQuQWdsTrApcBHZ79puHM+Al1YfWIC5sVrAWVxKn6phY3nA3YiVGupLgFsiv2cpixZM/MXD3cC3gU2AhTvfXRBYClv070t2fd2RDFFjjVfi9ag93v6R7X0s0l6p9VpH9Hu949z2pA2RCuBNmPBMCmZiyrh9AbBSZDyNEKAaBjg6Yu9+qW3sJ4APOq/rQ1PbKknAUQ5bky+YMDE0L//GJvK5I0exKKfPEHe+j2QasFIV464LYNfIGNeq0ZY3RWy51NHGLBnfj5UeHvcAn4j8Bo0UCO0FYHtgemTcI8kUqMau432BB3K0OZJpwJfqGn9LRRD3pgH8iT708mDqld0YYjBy5P4LshW+wWoTl9XXzz1PihI5qCzbneObHLEn18SKeIWGqhwAzzvO7YlV9F0lwBLEFc7rYO/U58ID8KmMMTxFg4T0MCfhWOrTw0wCBjnUs3SwqLiYuCqYwvfcDbA3NtEHyNKHqMPG2I7wSK6iBIVsTOT0tzn6zdJ7ajzAmpHxbV+jLXOQvVP6oLOdKV2+H40IGe8Q33yqKpUyCdh72yvEB7Yx8T+OUWzDd0csSthTQaAbzwCDrKOWi37VABjmRFkd7Cy2lPR7+iwdIIRwhyw/ZcyPJZ1AjeFjNRHLf86qQZuXb0q6pMT2sjhFliNZC8DskmKT4Kk5m60qN70r2ETeEybdV7mHWDTJpfKJLlXNwcDuqY1wkLVTdmnDhPR2kZT1vvldCKHMZ9nAE0KYKZ8w1MKStqnYHA9XO45JFrWC7eJ7Q+zPkeXJPt1rvyGEF0IIn5L0OcV1EiTpE/S3s+xOZb9ra4twCCFMk/RsxiFL46syNanL/++r93AisjQUJGkRGuTM7gVgT0knySfEN8y1w0KNwHLAl4ALJD0n6VRJm6r4uvViSWuHEBpXLjgVfe0A6EwKvqD4i2RrSVcBS1dvValklYubIKkR4Y5lgKmTxxatL5XVXwhhuqQPq7uTpSzOkrRrzQsUj2Mo78t64cjnVby0vA6uvpl4ALNKOlNSESG+STKH559lk/LTZJUtTpc5FG5TsXNxBCYE1mSyHAB/rs0KH7tEPj+6FisGD2+Vh9pSrTJ4WFJMlDJl2soHJHkq3vxZ0g6dxWNphBCOk7SzpNh7cR5Jny6z7zrpzDPuyjgkq7JOFWQ5cWaTtIyjjW6L2L55Dyck5gCYXfG5VqPBIk2Ol1W7yrvGXAo4H9NIeUDSkZK2kj0HivKSbA7+/hDCYz2009JEgEOc4R9PAu9Kba8XrIZpLOzxs6ntLANgGcfvV/qDEVgA+Jvz+snLISQoTeU8l7nEsoBjI+2VHsqIeYA9HFF231UB/Mg5JrD0h2Ow/Ofl8IlSzgNsBByI5ex6eQZYso5zkBcs7/SVDNtXTm3jMMAqkfN8c2ob+xlMgC5GI8JogX9E7MxSiE9tG5g4YKV53fjmbn+v0oaqIVtn4YaabYn97tHUUuDeMb7nieYY9wBrO6731VLbWRQsdfkaxxjr4nwaOq9pKQlgTuICcsNMB76PL9QpOcRzr2cAntIajQZYKzLOoap+M2Be4hUI8vA8Neb2jTGe1Rw2vi5nmydE2iu9BBewrPN8n1B231WALcw9+WuTMOXsntKWgLmAXYDHnOfxMhoYfgismGHzRJpT/13YuyWL/0ttYz+DObY8NEFg71cOO2vf7SPupBrmQzXYMhdxLZQZ9HHFDLKdHLWmAhGf53zc0cZYwrVT6rC/38F3722S2s68AIsDP8EE9prAk8AnU5+XptOYiVMvhBCmStpe8ZA7ycKc9pN0DbBKlXaVxK8l/Tvj81kl/Q5YvyZ7qiKWnvFqCGFGFR2HECbJ8kb/WEJz50laPYSQslLDfI5j8obrxfK4lsjZnodXncc1Xt8D02U4UvFn7lOS3h1COLBzXRYmhPBaCOHXsnSDExUPt91U0k699FkRWTv8t4UQhmqzJE6sUskfarFicLnCedzbqjTCiUfRO0UawI6OY64LIZxdtSEhhNckxZxis0ravGpbKuThjM8WBOaoyxBJsYW6x9Ey1jysDf/34XGU9Cy2WRfAWzChzoclfV2WwpCSlyV9V9IKIYRTEtvSeAbCASBJIYR7ZJNX72RwHUm3Yl6rxqqXhhCmyHJpsphb0iVUpMReEzEHQKWe8s5E5MOSiqr1/1PS5iGED4YQnirPskJ4cuen52wz9qyoIszK6wDoh92hPSStGjnmNUlbhhBuLbPjEMLLIYTdJH1J8efjocACZfZfAitkfHZLbVZEAFZV9m98V+c91VKcv8v37CqisVE29zmOybq2q+IDjmN+XLkV/+FsSbF0iL5J3RyDLOE9KYHAbgYewcWxHAB5RYXHKzENACk+F04KVobvm8BtMt2hz0pKXWltqqSfSXpzCOHHvW6ejBcGxgEgSSGE8yR9K8dX5pB5re7D1CabmhZwtKQXIsfMLekMoDa1+ZKJPfQ80R09EUIYCiHsI+kT8jscHpL0GUlrhRAuq8y4fMQiAIYKRFPEXlylRwB0nF8eO5v+wpxb0rcdhx5Q9uJ/JCGEoyXtquxIgEUl7VmVDQXJWiQ1Kac+JqR4eS1WDDCdiV2s8o/kEzOrGk+O/4SqjRgJsJikNSKHPSdTzK6Fzrvo1MhhHsHCphKbu9XpAIhFGxR1ALQRAD48DoC6hSEzwbTI1gN+3Fn0PyzpEDXjnpwp6beSVg4h7BVCeC61Qf3EQDkAJCmE8BP5y9sMs4gsPPc+4Ks0rGRgCGGiJI/QWZB0AHAa/Vc6JzZhq82jF0I4TVae59cau8IEkq6XtIOkFUMIJ3QqUjSFWARAkZd1rALDsgXa9OApPdVoB4BM7To2yXtF0i+qNiSEcLLMU57Fng2LAuiLCABJMQGtK+owYhxwm+OYJjwTHnEcU9VzsxvrKl6x5Y8d9fo6+VPk8yYsNorSTw4ATwh36wAozmTFU/FqKw05FsD8wAbAd4FLZXO/f8hSdZpyH86QlYVdNYSwUwjh4cT29CUD5wDosLeknxf43oTO9x7F1LqXKtWq3jhc0kTnsTtIuhPYtkJ7yqYxDgBJCiE8G0LYVWbXbpIOlnSALM1kyRDCO0MIp1elS9AjsQiAIi/rVyKfv5mcwoJOPCHT8wJVaBCUxR6OY84NIcTOcVnso+yd89epWVoAWQ6AB2uzIgOsvON7sw6R9LeazBl0PLn1yd/dnWiF2I7UhBpMGYknNaLq0rhjcaOyUzsW7sNNjWFei3yeqyJPj8Q2tzwisK0DoCAdvZpYusQ7ga2qtgWYFVgeeD+wF3AycKdswX+FpB9J2kzN0liaIekkSauEEHYOIdyb2J6+pqkh7z3Rqbm+JzBZcYGZsVhIJiSxD3C5LMTk7BCCJ3ynEkIILwAnSvqq8ytLSDoH+J2kvUMIj1dnXW9gKt6xiUmScx9CeFImoNZPxCIAiuzuxFIigqxW+18LtJ3F3ZI8qrhvlQnoNYpOXrhHbLS28PAQwjTgW5KyUlZ2l0VFJaXzbOjm3JlYo9MkxprKDp+9vw1PLI3bHcc0RRfkCWXv8E6oyY5hPOHFnhSLUgkhTAXuUfY8YFFVrAVUETHdlTorQZThbBhrPK0DwM9kSXNlfD6rpAuAy2SpMVeFEHI7ujtO6UVG/C0riy5YsfPPFRSPCGkK02XrsB8XORctYzOQDoBhQgjfAR6SdJSKqVMOq89uLuko4FxZqNqlIYRYWFcV/FK2m5inVNcOkrbrKHUeGELwhFTXzUqSYiHHraiHnyoiAB5zHFOVA8DDmqoxbzUH3hKdnl3N0ggh/Bm4SlK36iGrA6uFEO6s064xWFTd31NNcmpm7f5LvkVri4/7Hcc0Rdg3tmBdFJi3RtGqNziOebhqI7rwhLIdAItI6scdv1jI99y1WGHEHACeueVYFYFaB4Af7wbMZp0/Aa/KNEUelUUCv6b/riiwoGyNs8iov8aV9S3AFZK+FEK4K7Uhg8ZAOwAkKYRwPHCfpNPUm1L5/JI+2fmbCVwr6ULZgufmTinCSgkh3AdcImmLnF+dS+Y4+AxwlKQjQwie/MS68JT4SRZ90YdUoQHg8bq+vUC7Ma5zHtdUleiNHMfMlPSvqg0Zg5PU3QEgSdtKSu0AyErteL42K+LEciNbB0B5PC0LBc2av8wPzNoAbRZP5NTikh6owRYpHhkxJH+qYdnENlX6NQUgNs+uJRUXmE/xzQGPI6p1ANTPfLIKM7FKQoPGSZJ27UR1t5TMoGoA/BchhCtldYEvKqnJWSW9W1Yq52pJrwDXAocDnwBWrbC261E9fHceSd+Q9CBwCfBxIHX5DknylC9sIwD8ZIWXScVSAB5WfCdjk07YWZncJN9Cb4MK+i4Dj2jOk4nSi85TdpWFDWuyI4ssB0Ast7ZOYr9zrREeg0xnUR+LZAuqd2e1G56Q9aZEK0jS5E6echPp10VAzCFf1zz8zY5jPClVY9nbpGdxy+CwkBKLIg4y48IBIEkhhGdCCFvKxK3KzsWcQ9I7JX1F0imyXbPJwH3An4CfAp8H3ges2OOi+2LFFdljzCLbdT9d0hPAr4BtAU/9+FIB1pc5U2K0EQB+Ygvh3MKFnQXqk5HDFpGpTJdGZzL6Z8ehC0pap8y+ewV4g6TFHIe+WrUtY9HJSc8Kq1u3k4OfksY7ADqOp9jOzEN12DKOeMJxTOprV/K9q+t0AMR2aucGUoUNxxzXqaM5ihKbV9V1vj36D55yy2PNL6aM8f9aWnrlA5L+BTwOnNURK1yvIRuXfc/ApwCMJoTwW+BCSd+R9CVVJ4Ixq8zj+mZJW476DOAp2aTwIdnu6sMj/v2xbmV4QgjTgT/JatWXwcKSPtf5mw78XeZk+Lukf4YQKlucdFR9vQJ77QvGT8wBUHQn5WbF1bW3ll07ZXKppI87jttG/pSBOvDk20ppo1vuU/fd63llImUpRXeyFkeVp105WUHxxUuT9ArGBFhUVj5vOEz8GUmPhBA8i4K68Sysm+AA8FyjdToAYmH2s8oiBVM8k2LvliZW3PEQS12o6zr1OAA899VY84tGOGNbBpalJH2k8ydJ04CbJV0rq1pyTQjBo1PVMoJx5wCQpBDC85L2Ao6Q9E1Jn1a94YJBpkewpMbe/Z4JPKH/OARG//NmlecAGMnsspzl4bzloY5+wi2dv3/JxOAe71XRGthA0nHyhaVJxcLWxyuxCUVRB8ANskV2FttI+nbB9rtxjkyRPnaPbi+r3tEUvGURUzoAYlogKyqtAyArZ7UJCzxJWi3y+VTZYrpRAAvIHHbbSHqPpDeOfRj3yqJwzgghXFWjiVl47pkmXB+e3Og6HQCeSfJySqNZsVzk836torF05PO6rtO3OY6JRflJY9vbbtC01MkcMt2nd0n6miQBj0i6pPN3eUMd141iXDoAhgkhPCTpi8D3Je0qaWf5SnZVzayy+vPLSNogoR2zyPJvVpItrv4/wBTZZOIpSc/Kch1f6vxz+N9Hh+wtLtst21jxSfNoWgeAn6oiAK53HLMqsGYI4daCffwPIYQXgTNl92cWywNvDyHcUFbfPeINU2tyaGudNarHIit8tilhgLEJ/lNNEjEC3ixpb1mFmJgoWNB/3gFfAm6TdKCkMxOPyROZ1gQHgGfXuk5xO08FhdVUswMAWF7Z5RKlPoii6cIykc/rmtt4RHo9qUpjVdRqIwBaUvMm/SeaeQZwjaTfSzorhNC4EtFNYFw7AIYJITwr6WBJBwPryHZEtpR5TJsoLNYE5pbtDnrCysqgdQD4qdIBMNPR/hdkdeTL5FjFHQCS9HlZpEIT8Hqg56nUimxi5VFTC5RlLVCbUsM4FrrsEdaqHGAxSftK+qyKlcWVpLfKtGP2AD6XsEykRxOmCSWwPBEAMSdMmXhSpN4r+43rZMPI55M7kZv9yJsin3uEInsCWFxxR+V0+bQ1xorEayMA/DTGGTzAzCarcLS+pMOAKyX9Tua4bsT7uAk0wUPeKEIIN4YQvh9CeLvMM7+RLE3gV7IwyLtkYVKtKF299Gv+XwoqcQCEEF6UbwK5I+ANf/f2fbWk25x9p961HiaWbztMnQuA0cQmhakXUVnnpikRADEHQKqyapIkYM5OlNv9kr6o4ov/kawn6UZgz4SicTGaML/xnJs67bxF8d3arRP8prFKQPfUYkU1rB75vFdRZw9Z5V6HeSyE4JlnjeUAaCMAWprKrLKo4+MkPQ4cCTQh0js5bQRABiGEiZKu6PyNCTCvbCdqPtmDcXFJP1Ta0P1BpI0A8FNVBIAkXSib/Gcxn6RPyfL2y2Q/mR5AFnPJFjk/KLnvIjwp2wGM7VTHFpBV8tbI56nrO2edu1KdTD3QWAcAsJakkxVfhBRhLkmHSXonsGvNpSw9kXlNcAA0xUklSQohTAEulalrd2NpSZtKuqwOm4AJkjaJHNaUqK5cAPMprm1QeQSArOpTDG80TxsB0ByekUVtPCsrlzxRtjk5tfPvM2TX10z9byTa8HHDBFnE3yyyd+tsshS8+WXPhGVk77qlFRe9bSrzy8TfvwhcLulHIYS/JbYpGa0DoEdCCJMkTfp/7J13tCxF1bd3kaPkLJIVRFAEJAcBEVARkKwoGRURVBQlKKCiiEiOoiBBsqgISJSckwoIKDmnS7hcbj7P98ee8T3f8Uzv3dNVXT3nzLPWXS6ZPr1/1d3TU7Vrh1ZF+y1Fq5V7iq30KUffAeAnpQPgKhH5ieO4bwKndepm0SV/Eo1AWM047lvAiblDRkMIE4GHxX4fzAXMHULwRgxEAVhItMp/EU0uvDVPbgEtLAdAliKPwP4icoTE2fEvYjsRWRD4bMquMUPwLO57xQFQ9277pVLsABAR2V9qcgCI1qOw5qKe+jNNZEWxn8OmOAAecJ5ruMVfPwIgPVNEC9xdJyK3i8ijucLZW+lkHxVtvbyOaNpQzlTGsgRRJ+dGwHUickgI4c7MmmqnCT+QPQuwMLAfcJeIPCEiP5f+4j8VfQeAn5QOgAdEn3WLZUQLa0ajVXTsB45D5xCRA2ParsC9zuPKFsWMwfZiLz6sLgE5mds+pBaaEokgIv8N+f+diBwl6Rf/bdYTkatjp/4U4Nm8GEiuwqaJO2WXiO4WFrExYHV8qQywkmhNCoubUmtJhBUtJ5LYAQCsKHYhQhHtLmWdaxoZ3qnVjwBIx4CInCwii4cQPhtCODaEcHfOXPYQwishhGtCCEeEEDYVdcZvLiIXSe85gzYSkTuAS4DhOuGMWPoOgJIA0wNfaoWPPCcix4jIJzLLGg00YTLXKyRzALQW4b9zHn4IEgOpAwAAIABJREFUELW9ZgjhbyJyhePQvYFlY9ruEo9WEV+OZmx2Mj4fEJHH6xDSJTMDTdh1sDTUtsPbSkm7WkS+XJfNQawpIte2ouFS8z7HMbnTV0R8DoBaIwBaqRqnOg49CZg/lY5WePzvxHbm/D2E4Ole0EQ+aXyOiLySWMO2zuNMB4B0bsXba4u+XmG8iGwaQtg7hOAp0JiFEMKEEMLlIYTtRGQJ0aLqVSLfrhZNNZhB9JlbQrRl+ldE5KeijoaHJG5tsC+IyCPAvsCoKP7edwA4AeYAvivaE/sc0aIS/etXH00tNNVErOeyahXas8XnkFlERL5R0dZwfE3syuozisgZrR2LnFwtvhzwDVILGQywldjRSo/2QC/dZAsUD61iadYir5Z3V2vx/xfJW39mVRH5E5C6Q4PHyTDRPiQ5dbb4K8NxYhefW1RE/hDbiSsi0no+LhKRFRyHXxLbfh0A04nI2sZhL9WQNrOd45gnQwjPOY7r5OzsRwD4KbO43D6EcE0yJQkIIbwcQvi+iCwrIhd2eZqrQwjPhxAmt5wLT4cQbg8hnB1CODiEsF0IYQXRelOriHadukC0JkIVZheRY0XktlZtkhFN7slx4wFmBQ4VkWdF5BciMqpCRBpE3wHgJ6kDIITwjIhc7zz8QCBqkbvWROV7jkPXEpFvxrRdlhDCBNGcW4v1Wzn5yQFmFA0Pt7gltRYHlqPJ6mKQmhnF/r4l/51tObouELudWideEs0tPUVEThBtu3mN+FtZDmad1t+nxLOwbkIEgCdNpfaOQq3Wx55aLmuJyDUxozpa+cPXi8imjsOniMh5sWzXzNpiR6ok7W4ArC4iSzsO9dZ76JTi048A8ON1qJ0XQvhzUiUJaS3gtxeRHaT874jLiR1CmBhCuC+EcHoIYQfRIuwfF61982RJm4NZTUTuryMNqk8DAaYBdgZeoB6mAv8BLgN+AuwGfApYFq01MDswFzAvsBKwI3A+MKEmfbnJEdLakwB/Nq5l5YrKwMYl7t1fYoxriP0A3OCwPRGdBGUD+Agw4NDqqW8QQ89JzvvmKRyVWuuvDY07ZNY3l+M6ep1lVXQc5ryng3kHOApYlQ5t39DfwVWAMyj/W7NzwvE+Y9huRMoYcI/jOn09k7YZgL877+XTwEYV7c2Kto0c47QJ0KuLfwGOd4zPk4pRRcPvnNd5K+f5Vunw959POY6RBDDFcT8GgGVya40FsBzwpPNZBHgPqFzkF1gdOAedB3bDAPBjmtvqtk9sgOXx/XBX4W3gKuCHwAZoPlw3WpcF/p1Y62BeAu4ErgAuBE5DJ4cXoc6LvwEPohO0tyPa/Urs+zxSAS42rmWUisrAvSXuX3QHDrA48IbD9nMkzGV1ar3cofNVunwPlNCxp/N+vQrUVUCuSO8xhk5PJEhKfQs5rmXSFmbAeqgD2csU4FfAvCXtLIC+7z3OLND3/+IJxjsN9oSuESHJ+Ca9O2bUtzw62fYwAPwFWAfnhBiYFlgbOJny84EBwGpT2khQB/XzjjF+K6GGeYHxDg2TgDmd59ywwzk+nWocIwm0QKuHG3JrjQ36+/FP5/gBfhrR9kLAz4B3S9gfzOmMkroAoxZ0YvEdfC/NsryEeqK+BqxIxNxkYLUEegFeRxf53wDWoIuCW8AswMeBXdEqm+O61LJzrOs10gHONa5llAUJsHWJ+/cGkVMBWho2xbf4uRfwFA5LAjrRnuTQeURCDV9yagD4cSodZUC970Ucn1mfxwGQrJAiOqH8l/Oegi5KrMJkls310d8zD9Hzt53X3MpvrwV8E87PZNa4u/NeDuZZ1Bn0VTRScWVgBXSxvyVwMPp773HQdiLp7nhK0E0dD8nuPXCgU4O3UK0AW3U4x7qpxjGSAOZ03pN9c2tNAeoEeMR5Dd4Gonb6ARYETsQ/DxrMxaSvbdMnB2iY/U1dPBSdmALcBhyELoCThpAAr0TS/QbqrV+bBAXU0BfAKfh3kdrsElvLSAX4jXEtvf1+LTvTUC4K4E4gelss4FCn/ZvIWDUeDbe2mAJ4WkeVtX0Q/u/ceGqqR2ABHGBodU9eE+lb0HE9k1X5Rh3WXp4APO3APHYXBv7htLtWDJuDbHsc3k/HtNmlznlyXJ8utf7cqbUungZmz31dugWNiLQYABZMZH824DXntf5SifPu0uEc/U5YDtD3pocVc2tNBbAUurno4fBEGlZA56NlOZt+OsDIAvgEvnAti1fRXf4diJC/UnIML1bU/hiwFzUtkNCIAE8uVJvd6tA1EkAdOEX8M6KtNSnnzPG2ECyjYRo0ncbDzUT2KpfQORu+dJ1XgQ9FsvkBNGy3DD+PYTsGwN6G1qxtCoH5HddzCloRPLbtGfD/bj1PpMX/IPvzAg87bEetAQJs47B5X0ybXer8uPPeLN8ArQGd3DaB92iAU6RbUKegZ4fxkYQavuu81uMokXaG1nAYDk83h1EPuvi1eIcRvshEI2QmO67FWyRqK4umJ32b8vUBPMVT+/QCaFhslZD/F9B8ytXJ1HIM3VUvu6Pe5kVgDxJMUB26vSFqAF+rW1+vgp03/a/I9s4p+cxFz3tEi7F5FiOgIWiLx9bg1PlRfDm3L1IhEgCYCf1xG1vy3rxMxlSJoQDbG3onk7FWATCf87pG7x6D/nZ5mEyiEF1gGeBNw/5UIha0Ar7nGHP21lnAFs77k2QXuCyoI/U0p+ZUTAI2y30tqgD81DnWkxLZnwN/ROg5Jc/dKdpu8RRjGWmgBYEt7sqtsw7Q1GIPhybW8Qk04qgM/aLkvQ46Qe5m4TwV+BOwEfn7jHebwzcV3Snu1NalDt3T4Q8h3y+Xzl4DO5zz35HtLUy5XM8pwE4xNbR0fAB/147XgS1ja3Dq3NmpcSJwBCVCYdHdpwPRhXw3bJFy7GXBl0sbJVqiS33zOq/raglsX+a0/YvYtofo2M2h4YcR7Z3lsHd+LHsVdO7r0DmeBu32oZEAh1MuOi8WrwCe1oCNBXVEe4sdbpNIwy9LXPNVSp67UweZWiNeexW044rFmbl11gV2vSrQriFJNyWAuYFbXN8YZSzgaa/Zp4kAPyhxs9tMAk5t2o3H38qnzas0pGorWjDIwwG5tfYK2C3Bnkpgs0xBQEjnBPgo5apNn0aGHW+0SJaXMaiz7tMMqdyOttZaA9gPuI5qE/ff1n0dLPDtmGTr1Ys/z9vVZquE3ZnxFVR9k8QpL+ii8QFDR7SQfOAux7hPjGWvgs4THTqT9oHvFmBd4CmH/lj8GVgg97irgr8d5wAwXwL7H8Qf0nxTF+fvVNsge3E0NOptG+BYtP7Wy+hCbSq6MXBb67NPk6AWkVPjeo778qMc2nKALrw9BWWTd/tpPT9/cGhpcycZIqf7VAQ4pMRNBn1ZX0AD+3KiL7MyPECCauzdgubheFolRdtBqgIatbACGt75FeCbaKGyr6Hhyp9Gcz9nzqjRSq14LpHd35Z8FqeQpj3ghpTL63oZjaKpNZoHOLLk9WrzLrpb1m1Lm+G4iYzPbCfw5dgflFHfXM7r+53Idld22j0qpt0CPV80dEwlgqMNdTa84xj3gTHGVVHrdQ6d2VMVOoE6mb5GujbDz6MO2BFRQA6NhPM8mwD3JrAf8D1zbUpHe6FtnoeSteUm6vQ4BTsVaTAvo5uAtUbAAps4tO1Vp6bc0LmzxGBepAanDboeuaDEc/Td1Jr6RITy4fL/BjbIrbsTwI0lxnINDaysiy9nLlpP0C70rYKG1d+Dv17EFDQy4ygShP8aeq3K4C8lsjs7/jz8NlPR3fCoYbBoIc4yvdFBq5rvRE27GeiE7TC6r98Ri5tw9oGuG/QH2bqP0VvNldA3Hb77d3pku1923tta3j1oJIpV22L9CHY+4Bz31hGGVVWrpzDvr3PrtEBrA2yEhpY/5Lz+Q3kXuA+NoNwJWCL3uGKDL5y5TVSHYMu+VTB1MPfRhcOb4e//q7HH4tQyL3A83bV0a/MSNUaQ4Yt43bwuPU0BXzrbjjVpmR6NSPLwFkOiMvs0FNT75qk8CTqp+xUN3BVrg1Zg93JtU8cCrOXQf3TNmmZEi5Q8UeIaF/EPNEw+eb4ndnGV1xLaXoLuWlJeSolqxE4t+3ShAzRc8IfAsjH1FOjcmWqTmCqcTgPCN4tAU5aKeCKzPs+uX+lwW8OmJ4XtLWrML8d2Ru8RwYa3sF7WNlr4+30fnFNnN6BRL59Ai1AeijrHj0V3808CfgLsj9aG2AhYNLfm1ADr4HfkTiFyFCawNOUiwjbq0s5w7+La37/Axh20dMtx1BABiB0pBSMkIqYMaKqf5ei/rkY9M+OvT3ZCXbr6dAmwPP7wrNfJmFfqBX++yr3ArLn1dgLd5RtjjKG2nE40tP8557Uty3XAYon172FoeCux/TXorrPGP4HlIms5vAsdg3kIndBuSqJ2NC2d61G+Em0VnqJHCm5h55cPkDGCAXjWcb1fjmzTk2tcays8OhcIa1N5sYsvWmw8GTtDtHSu4dAJCeqg9KkX/O1d2/whsv1ZsN+Rg/lrl3amYfgaMw/GHI9Dw+GUj+7zcC6Jc7qBPR06RrzDbDiwQ++nknjuPETPoviKKU8iQZefOshewb4O0N72F4qIJ/z9ERFZJYRweVpV1UBbB33WceiLIrJ5CGFcYkldE0KYKiJ3GIclj15AQ8r+ICJniUiqL/SGInIPsEai84uIvGN8nvRHLoRwh4jsICKTSv7pR0TkAeBHRNqVDiH8UEROrXCK5UXkIBG5UkTeAP4FnAl8FS04OG0knTeJyIoicqyITIhxzg48LyL7iMiyIYSrEtqJybPG50FEPlaHkA686ThmAeI6kDw7+0lSfQqwHIsxnNCrOo55MIQwOYKtKqzkPC5qS9Y+WThGRMoUho69Y3ia+N9/k0Rk/y7tzCMiw/3eWfONKKA79L8RkUMkzdrli6K/vymxCrIiIq8k1tBUDhcdfyemEZHauhSFEJ4TkS9JsSYRkelFpCfblI8KB4DoC3p5x3E3isjaIYSnk6qJw06iD14RAyLy5RDCizXoqYq1W5W6DchSInKPiNTRGm4+EbkaWDnR+a2JePLKpSGEP4rIVlJ+MTujiBwq6ghYK5KcvUXk4gjnCSKyrIjsLCKniMiDIvIWWhl5CyqGEIYQ3gkhfEt0MnmkiLxQUW+b90TkjyLyeRFZIoRwYghhYqRz18EzjmO8C64UeCNqYjopPBEFddd7mdH4fKDKydF0Bk/bsib00fbonCIiD6cW0icdaK2J3Uv8ya0hhL9FtP9d0UWKl8NCCA91aa5T2sLYLs/nZtDif+fEpvYmbY93q13imBBC2Y2TEUEI4RERucU4rNbI7BDCdSJysuPQPcjUWaJPAfgqTAJc3Us3sLUTafGr3Dq9AJ83xtJV2JrT9ofQisR18xwJWnSh+ZlFTIlts0DLp/C1K+vElURwBAAzUK5gZjc8RsT2mmhqzDponu0NwGtOHa+h1ZqPAD5DQ2t/eMEuaglwdkZ9f3Tel2iFv4DPOezVurtM5xZhbSq1cgKWdV7n7EW00JovFv3Ffw8DrET5TixrR7S/M+UKyN5NhRB34LMdznt+rDEV2P5+yetchXfQCNsU4zjTsP1oCru9Alo3pIiJ1FzIHC1w+4zjuflinbr6GABz4KvEew09NElG29BZPEvkomopwa7ufHsiu+8DHndcz1SclWBMyzjs1hb9g7ZF9LxAi7gBzcOvMoFZAC3wl5KpwK4xr9+QMcwHrIg6VrZp/dsS+CSaktDIav5VQItnWvwzo77jnM/GeRFtLuiwNwAsFMumoSdg103ZvqKNvRxjnkyEdoMVdc7C8LnSQ/l9Tp19ugf9/nlqfwzmnIj2t8Bf0BpgLPDhijY7ff+idjgZxu7q1F8k9zeJxmJVl29C9FI20Pm41U2mqwKWFXVt73hmsnUj6jMMwMmOm/YADWyNVwRwkGNcKcOYooMWdyn64ncbtmbZtXathuM9tGr9AegP8Ubo4nQf4Dz0x9bLVOCjkcc0n8Nurc6hlqa/lbgunXgV/V6vS3dtjLaLoMFiLD3kUGw6wKqOaz451zXH7rrRJuqOPD7HZZnw5CpaPEXvKlXmB8532Lg51pgq6FzboRMqRkT0yQMwD9ritwwvA1b4t9f+jpRbEA8AX4hg98cdzp+sQxMaBfdIyWs9mIld/t1U4IMJxnObYfea2DZ7DeAvxjWqvXMK6uC+3dA1lh6KIh/RAKthVwp9gR6s3gjcaYzrX0QqTlYnaBX4TliFwLqxt6lxHYfyErAvhsMIDRn6AX5HwG8jj2t67NDABWLadOqaDg1LL7NzUcTraIrAYWh44iIY1b/RdI86GHF9rnOBth3zkKV9EvBpp76pRIzQQPuyWzxO4srWLS0XGzrGUuE3CZ2AveQY77dijqtLrQc4dELEdKE+9YC+i+5z3t82E4F1I9nfm/IV8A+LZPvMDuc/NMb5O9jcteRYxwJn83/zgYDOOxZBuzv9tcS5jkownkcNmzFqFfU0wPeMa/TnTLo6pcAM5jM5tPUZAna+72Qi5mPVBep9tn4A9sytsxuAywrG5Km0XcbWNJRrnXMeJSfvwFL4vNfvEnn3Ervl5ZIx7ZXUthJwf4lrX5Y30Xz824BrW/9uQR1MKdoHDeU5etAB12TwLf6+nUnb/CWejWgTBLS1rYevxrLZQccG2A7HP1W0sZxjnAPA4pGGVUXrFU6t8+fW2scPmkLm7Q3eZgoRojFRp/7xJW2DRs1ESfdDf0eHI8l7F93997bGnQocgyPKAo0e9LRtfJVI3YgG2bbq+JwR014vgm7eFvF4Jl2B4k1KgJ/n0NZnEGh+rMWBuXV2A7YXagza9rDnAI4qGNcUtAp0LFsbO54R0InaQRXszI3PCbBZrLG17Fo59yvEtNeFvulQT++bzvvQS+yc89qORNAaEBaVFpkV9T3lfDaOjGz3ZofNcSTqOAIsjK+uxlcq2vmmw8Y9scZVQee0+N5po7rYV68BfBj/d7zNBGC7CLYXQh3YZbmIiNE/dC48nSTNCH9k1dvAxiXPPTe+osBRIjdaNqfBrg2SLJ2iV0DnhuMLrtEkaohq66Dt68b9uyGHrm4ZcW0A0UXiT43D7hCRXvXUWP3jLw0hvFeLkvgUtfuaVkRi9tHewXncESEE63nqSAhhjIh8VuxWOWt2a6MDdfTk7poQwpQQwi9EZEkR+ZmIjMupJyK/DSGclVvECMSTP78ONRa3HMLdzuPWiWz3EMcxs4jIH4FFYxpGK2VfJyILG4e+LSKXVjTncZCeVdFGDFYUEU+k2E2phfSJA7CpiNwmIouX+LN/isgnQggXVrS9g4j8XUTKRqteKiJfDCFE6fjTmlcv1uHj12LYGAZPVfUJIrJJCKFU7nxrXra56H0qYv0y5zWYS3QeW8Q7Ee31JK1ntmgtML2IfKAmOUO5QESKWiivnHEO0gfY0PDQTAQ+kltnt2DvhJXyhDYJtKBeEVGKsqCe2LcMWwDXESnqAPiWYesvMewMsmd5tzeMaa8qaHjlz4BXHPelqZxCJs/0SAfNffWwUiZ9ngr1oL8/USO0gKuctp8jUuQPGqZpVf1vc0xFW7Oiu6lFjAdiOoi71bqv85rsmFtrn2LQ1rFHU67V3kPAl6j4OwC8H/hTCbuDOamq/WH0LFRgL/bmRTvceoxjrF+vaOfDFBcKvC7imD7oGM9+sez1Mmhb9iJWz6itKFUZYJlc2kY92C/NqCGYdYPmJXViPD1chRJYxbh3lfvBt+x42uRNApaOYa9lc0aKF7dR25hhv6Q+H9NeLNBJ17bA9ZSbeOVkKvDd3NduJIPmmXvIMoEClizxvEQt/gYsgb/g6FtV7AOzo7m2njZ3oPVNKhUcBTZ32InWYrEK+PL/ARbJrbVPZ4BlKZfvfxXwyQh250Qd4VYrtOGYRKJ6H8BaBXajzZMG2VvWMd57iLDbijp5OvF0hOG07Xg6pewSy14vA5xmXKdsxfaAPQxtn8qlrSwjKlQBrbxd9GCMEQ037knQHY75Cg65I4QwoS49CXjB+HzeSHY8u2DnhxD+E8mehBAmSnGIaux+3Y1OAehECGFSCOGiEMKGIrKoiOwlIpeLSFPTWl4Rkc+HEKJXDO7z//GgiOA4br3UQoYjhPCkiHjfF5tEtv2UiHhbys0hIlcBv6ZEUVO0CNlOIvKIiOwndihrmyNDCK947XTAE/6fpG93GVDn+/qOQ/8TQrB+6/pkAI0O/I6I3C8inroZz4rIp0IIm4YQ/lbB7gLAD0XkCRH5voiULQrc1nFqtxoMiooGv5rAnqejy1EhhIEItk4UkU7nWZh4BX09bSDfjmSr17GuQ85or78an3dKlWkcI8oBICJ7SvHE5OchBGth1GQ+ZHx+fy0q0vGKiEwu+LzI+VEGz45U1NZ8La4t+Gy2yLasvLxGOgAGE0J4IYRweghhc1Hnz2YicpQ05zm/WEQ+EkKImr7R539p5Ww+4Th0XfLl4HnbE0V1ALQ4VUR+7zw2iMjuIvIo2tu7Y20AYLHWgugJETlbRMq0zX1IRCpF3LXu5ebGYU+KSNeLr4isK1pvwaKf/99A0M44N4vIL8W3AH9RRNYIIXQVJt5yNqwNnC2a83yYiMxd9jQicrLo71DK56qTA2BCCCFF3vrixufjxP++LaTlQO1Uw2V68c0XPXg2sPoOAGWq8Xm2VMsQwnOiDrdO5KpPUJoRk6+K5mpvX3DI2yJyWk1yUmH1Fn+oFhWJCCEMAK9I50lmrAgAq7XL2yJyayRbg3mg4LPC/vVd8KLxeeMdAIMJIYwXkata/9rRPvuJyDekfkfmGBHZO4RwQc12Rzv3iIgVbjq3aITP39PL+R8uERFPS6xlgcVCCEWFjkoRQgCtxr20+HbPRHRie7CI/AB4RPT341lRZ+QcIrK62Ne7E++JyI4hhEld/n2btcWOjjozhOCJDkmNN7WiVMGyPukBthaRM0Sfey83hRCs39mhdmYV/V5tISJbiV1As4h/iMg+IYSbK5zDSycHQKoCgFaLzLsiR7veLnpfhiNWK0CP87TvAFAsB0Bu7pfOC/1YDqPkjBgHgIisJsVew9MTeSrrxFoAR5tQZuR16fyijBUBYBX2eziEkOIFNEZEJsnwPyhvRrZlhZj2lANgKC2v/b5o/mHUFooGfxGRPUMIL9Vos49yj/i6d6wneRwAd4rIc6KpKxabSGSHdAhhPLC56G74ciX+dFpRp0ms1qCIyO4hhBh1TbYxPp8qzaj+LyKyqeOYidJyYvbJTyvC5GhRZ3JZtgGeFZFzReTRwRX3W2HjC4guEpYWXVyuKfodqzrvflg0WuCSGh1fnTafUoT/i9iREP+ObK9o7hwjzUCk7wAog5V2kdvh+3dRJ95w9Ewb9pGUAlDUbxXp/d1/ETuHaCTkFb5e8FmsPPnnjc/fiGRnODq92IrG3Q3Ws5C9YnZVgHmkfHukbnlHRHYLIXyuv/jPhrfPe646AIjIRc7DkxThbOXbf1I0Vz8X3w0hnF/1JK3F2VbGYVeEEKz3eXLQDjUep8v1IQSrJWyfGgBmEJHzpLvFv4gu5A8QbSU3Dq1aPwZ4XrQ93QuiLafPEZG9RWQl6X7xPyAaObKdiKwYQri45qiXTpXNU0UAWJFDsTfzxhd8FssB4HEM9x0AirWLnnsztygFoGz9jmyMJAdAkff91hCCJ3+06Vhe0XdrUZGWooVwmfzTIqxnIXY4fpv5pLMDIPai0gpNjJVOkQVgehE5X0TeV4O5B0QnXSnqQvTx84CIePpab9B6PnLgLUa3IVAm3NhNywmwgXTOa00FIvLtEMLRkc63ltgh0sdGslWVLZ3H/TGpij5lOEqK00bLMIOoU30uEVlE4kTXIhrmf5CILBZC+HSrQG6sBalPhBafXrDDx6kiAIoW5CLxf/c7jU/ELqjspe8A8GO992NHzJalyOncjwCok1YRo6ICed7iSE3HmtROrEVFWupwADwmxdcqelubFkW9S++KbOtFKQ6T6lkHQCu88jciUke7lUtEZJ2Y+dp9uiOEME5E7nUcOqdoQbbaCSH8S0RucRw6g4h8NqGOV0Qr0lfeiXfyrohsH0I4JuI5dzQ+/0eVyuuR6RQOOpgBiVS4rE81gPVFZJ/cOobhMRE5XdQxsWAI4aMhhCMyR7kUza1TOQCsiMgPRrb3kQ7//c0QQqyNNWv+Or7VLaqPOtGKSBml66HIAdEz6+qeEWqwYcFniObtjgZGQk2Hohf/IjEqfIcQ3hOt9tuJpVtF5mLzhYLPbotpqFV8qyg8rycdAK2wzfNFZKfUpkTzLLdtLTz7NAPvgs+qHJ+S053HWeHtlQghjA8h7Cgie4hIyrDzB0VktRCCN/3BBJhRRLY1Djsulr0qAAuL1iCyuCNCS8Q+cfia2LWA6uB50ed4cxGZL4SwbAhhrxDChSGEVIvrshSltqRKAXjM+Hw1IErnpNZ5OtURilJroGXDSrvs7/7Lf9/9nVJO2jxdg5Qiihw1PTNfHCkOgKKcz382IUewJnq6sFuLoh+UGSReIcArjc+/GsmOiPw3SqVTuOEE8e0alqUoDcCqsts4gFlEQ2itwmCVTYlWVz60IdXF+/wfveAAuES04KfFJq1nOikhhDNEZEURuVTiFk96WzQHetUQQuyaA5+V4pS3V6U5kX1biG8x2Q//bw7rZ7b/lOg7arEQwn4hhMtDCLHrAMUiRwTAo8bns4ivIKyHvaRzG2ZPxJmHfvi/n4+JyIwFn7/cgDoqRe3K+w6AmvlYwWd1tEipC6swSs8t6obB+hGMlQZwvujCuxPfAJaNYajVovIM6dxO5pIQQqw8s8EUFQJ8fyuUvicA3idaPdtTabuSKdHF/0mJ7fTpjtvEfg+KiCwOrJhazHC02lOd4zh0FklUDHAoIYSnQwhbi1Yi/5NUa7P0uoj8TESWCiErGLZRAAAgAElEQVT8YnD184hYET6nRW4DVoWiAsRtpkp96Rh9CgCmk7wRcONFZI3Wor/WfP4uKYoAeDmRzb+LXejtkKpRAMDiInJowSG3Vzn/IPodAPxYbWxjd4DohqLN1vdqU1GRnncAtIo9fbjgkDvq0lID1uJ4sVpUpMUao8eTatIKxTy34JBZROQPQKWenq3F/69EZOOCw7whw2UpigCYXuw8q0bQqvZ/vZTL635DRB7vwtw3+4v/5tJK3/HWy+iFNIAvJlUxhBDCnSGELUTrnHxfdILrWcC/JiIXiIblLxpCODCEkCQPE5hXih19k0TklBS2ywJ8QETWcRx6TQih0V16gNmAhYAlgfkyFtJMzYDkbSP2Ro+lghRthDyXwmAIYbKI3GActqiI/KbbtNBW6s7V0nn3f4rEa9nZjwDws77x+f11iDCYveAzT/RfIxgJOePLSeedVZFmPCyxsCZcsQuj5MByACwZ0dbRIrKzdP4eLCcidwBbhhBK9xVv7VqfICJfLjjsbyGEFOH/InYrwMWkuJ1JdloOmOukc5Ge//kTEfm1iOwvIh8XkRtLmDs6hHBiKYF9cnC9+BZdm4vITxJrGZYQwiPArWK3qdwYmC+EkCqXdlhCCE+LyJEiciQws2h/8mVEU6za4ZdjRd8Pj4QQnqxR3pek+Df9wga14txBfOH/Z6YWUgZgKdEiqquJtqdbSoZZCAEvijpS7xWNpry+5YTrWUIIA8DrYrcaS8X7gfVCCDdlsu8GmEmK51wpi+P+WezimtuKyBRgjzLPJbCGaJTWUgWH3RBCiLWY8zgAcre2y04romMT47C6u9sMR9G7o18wui6ALenMlFbRsBEBsHXBWAEuy62xKsDCxhij7vwAvzTsAUwAvovT0wxMA2wLPGOcdwoJw5SB3Q37u6WyHQNgQeBhx/1p8w7wuUF//6USf3sVPZQSMZoBPu68pwPoLk8unV926vxGLo1NAwjAv4zrtXJunW2Avzvu7xtoYavcWhcBfgA84nwuh2MccCGwIRrd1pMA9zjGeiSwYOv4OdHIiA2A7wDnAi9UuI6PoIvrRkPxuzZpJXZgFmCM83o+DlgLRwHmAY5B514W0Yq0Ar922Dsrlr1eBdjOcZ2KnDZ16TyoQN+nc+sbNQD7FNwIq997TwF8zPhiNDrE0AMwAzpx78S1ke3NCjxtXNc29wEdd/Ra2ncE/uk8X6x+2Z30bGLYj9myKypoKKq1EBjMMwxxpgBHO//2MWDOXGPtUw50kfis897ulVHnjMCLDo135tLYNID1jWvVmJo+wArOZ/CEzDqXB84GJjn1erkHKCrA3FiA3xljex3DwYG+h1YBfgw838X1u4gIXY1SAuxcoD95dC2+DZrBXAUsP8x55gAOQzcJPDyO1oqINY6/OmxmfU80AeAy4xo1Yk0H/LZAY1HRzD4xAX5RcCOitlbLDbpYLVocwzAvv14DeKtgfE8lsLcBMNm4roO5HXU8rQOsBmwDnAS8UuIcN5M4xxJY2tBwTUr73YLutpTZ+b+L1k7NkPM86vjbyYBVdKZPw0C/bx6uyKzzB06dPf/ejgFwgXGdrJDg2gCOct7bLBELwPzAafh2O6vwR6Cn0g+BA4wxvUWJCAdgOjRC8+6S1+7YlOOsCrpb3vG+12B/PuDNktd0MnAxsFPrnpyAP5KgjdWCtOw4PPOZn8W02WsAS2G/qxqRogk81EHfRBoQ7TVqQD3bnfhzbn2xwQ4r3z+3xqoATxSMb0qKLxjFkSSxeYphFqwJxjQdxbs+jYsYAaYHri9xLS9Cc5iHnueDzr8/Isc4+1QD+LTz/k4ArP7LKXXOBYx16Gz0QqAOgAXQCVQnHqEhO6boe+plx33NUoMITX8qu3CqwligU5vbxgF8xjEmqxf5cOcNaBhz0RxmKEelGGMMKP4triWCEPhWiWsZg78SMb0FmBYY77B7YCybvQhwouMape4C5dE5BzC1g757cusbVQCXFjws5+XWFxtjvCPiAcTOzytqS1PF7umG3Rg8DkTpZOAc0+OGnqJe27VDcWjVUH5Khx9q4HuOv/8nfW9tT4Km27ztfE52z6z1WIfGNxjGkTWaAA40rtGuuTW2obj20GC+VLOu+YA/OLWl4Bgihk6nAljUMZai4r3W+WcBjsOO2GxzHA2sqQC8VqD56zVpmA640Xkdq/I6kednwBJO29+MabeXQN9b44zr8yoN6EwCbFGgsd9Bqk6AKwtuxkh0AOzneJFE6V+fC+BaY3xJemejntrTHNe3W+4CFkqhvWBMRd8PAE819VoA9ndex0nAV4xz3ec4z4Z1ja1PfIDznc+L1U4qtc7F8aUY1bpYbBKoQ6coj/p5GlTQF7jccT+fp8YJK1ojyFsbIyV/oQETdQvsCInKBYfRYolFi+jBHE+DnADYBZk/VaOWBahWdNHDJGD9BNqtWkxtdoltu1cATnVcn+Nz6xQRAc4s0Fg4L20ajQinq0jRrkljXqYRudVxzN7JVaTlTePzJJXzQwhTQwh7icjhErdPMCLyCxFZO0P7qn8bnzci9xjNw/eE408Uka1DCL8rONcHRVsAFnFNCOH6EhL7NI/fO49bD3h/UiUFtFruXeI4dM/EUprMNiKySMHnx4QQJtUlpgi0s4RZcVxETmj1M08O6hS/RXztxlLzGRE5m4akaxTwD+PzNaoaaP3GrCYijzgO30dEflnVZkQ+ZnxuzS2iEUJ4RfQ790oiE5NEZLsQwo0Jzu2tj/FuAtuNB/i4iHii9DrO+eoCdUJ/ruCQxhSpHRUA1xV4Y67MrS826C71q4anbCwZ816rgh2Kf3ENGtbFV0TO4mZg9dR6C8Zh1TbIXlQFeB/wH8e1HAds5DjfIcZ5BtAfnVEFMDuwOhq+vGfr3y5oPv2y9FgbRDQP+3XHcwOZa6MAKzt1rpBTZy6AewuuyZvA7Lk1tqG4BVSb2n6DgR2IV+hvQutfDKK27I0Nds7xFCI9d2hhW2+BwMNj2KwK8KMCjePJ4OBBa/t4uzZ5eR3YOKFmT247JIpsbTJoy+zbHNfmltxaRcw2hQ/n1jfqoDgU7+7c+lKAr6foj3Pr7Ba0/24Rj9WkYyY05cLKox/KZPS5/EwdOo0xWOFnNzZA47nOa/pZ5/msNozJqxc3AbQg1ZrAr9ACap0K17QZC/wNrZDdE1W9gZMdzw404McZuMGh89e5ddYN2k2liJ/m1tgGzUd+znEfj6tJz5aU62AzmAfRVqmbo3nKsw067/vQxdaOaMirp+DhcHy1juvQDcBeDv3RnPeoE8CqbwTqoN4xlt0Kev9SoPGhjLrmxDdn8HAtsFhivVZKaxvX/GYkgd2No82WubWKiKDzo078Ire+UQdaBbwTL+bWlwJ8OUVjgflza+0G4PvG2KYCs9SoZxpgI9QxcSv/26ZwHNqz/ixgd2rO8y8CuxXgGDLmHeKv5u4KjwaWcZzLjCLoZdCd8S9jO0IsbkcXAI3N5wXWLjGeNTNr3cyh8T1g3pw664bionXvAQvk1tgGbStmMQVYsgYta1DcNWE4JgO/o2TrU2BGYA98kVqDeY+G9sVuXT+LnSPbnBdfh4D3gFVi2u5Ca1Fb4wtzamvp2wydj3XDg8A2Nem0One12awOPU0B/f4Vdalq8y8akE4ErEpxUc91c2scdQBnGA/PHLk1xgYtmOTxyP82t9ZuAL7qGFvW3u3oTtDc1OiI6AbsVoBQw2S1g7aZgH877vWvSpzzu8a5HqVBhZZigy6Iqy78h/Jv1BHQuOuGRjk85RxH1vdhS2un/sGDGTXtoNDUk6LIlJNzaxwMvmrkZ9egY17KF/y7A/hoRbszUq66PWgruSa+O2Z3jCN6b3ZgeXwdTJ4C3hfbvlPjYoa2Q3LoGg50IXkUuqjvdD8HgMeAk9D0zlqeR7QbhPe70ohd7jpA587eVI4v5NYrYhbUfpoGOClGHcChxsOTddcnFcBPHF+cARpU5d0LxXk2bbK29uolsFMYsrxgsb+7AHdSYgcaO59sv5RjygXq6DmachPzstxEA3fzgMOd+t8l04R6kNadHTprrR6fEzRqqhNTgKVya2wDrOC4d5OoZ/ff04WgzQD6HYk2QUVTD8pEHzQyvxl7EXJZIrvbOK/bGSnsO/RZkS5b5NBlgaaurIBGbG4GfAbtjjFnJj0fdd5ngJ1yaKwb1CniyfsH7ZyV3XkIrGfoPDS3xlEJsJtxY7IWf0oF2sfWk/v3OINy+3oBYGPHuBpdYKhJAFcY17L2HFu0xdB7hq43KZGfh+YGFu0mDhC5x28TQHvo3uz4zsRgPM50jLoAPoC/CFotvasLtM6ALyT0izl11gG6y1gUnXRBbo2Dwdci9tQadBT1oR7KJBItLFo6PCG8AA/QgIn8UIC/GrqT1Q4BznZeu9prCWHXYWqMY67JANs67zHAvrn1pgZNT7Tmo22m0oANXDTq6RFDZ9I6En06AHzKeIhGbMEv4PfOL1JPpQIAn3CM6Z7cOnsF4FjjWtbeLQMNxbPYo+Q5P2Oc795U48kFsCC+sPLYnEXv9WUH/SHPuhABvuHQ+ffcOlODXR27MZ060JB7y2E5HihqZRhDx8zAk47np03SSDm0SK6X9VNq6QbgGEOz1ZK4iu05gBcd1+0/1PyupbjY2VhG+LspFsDBjvvb5oTcelOCLv69axZoyCYfdqTqX3JrHLWgE+AixtLwPO1uQav0eisA75pbrxd8hdwmAjPm1toLYEfJvFyznsWww0dvoeQkA/iZcc7G5C3GAF2UxGhV2S3X0JDoImznz2A8PdxTap0ZeMmhc8RWhQYWoHhBfU1ujYOhuCVaG3etkgo6PJXr2xxVg55AcSvmwZyfWk9ZHNdzgITzDOArzmtXWyQrulB7t0DLrXVp6XXwR3mM6OsKzAZcVeJavEAD6rehHWqsNVb2KIVRTethKWKr3BpTga8lIOiCa63cej2gCxsPq+bW2gug1UstFq5Rz+mGlinAR7o4r1UROFpLp9ygoeQ3Oe5ram6mAQ5WYFr81ZavaoBeq1gljOwJ4S+MsW+YW2Mb1GFTVBEddKNhvhq0eAt8PkxNu8bYhRwHX6OZ6tDkBTu3F+D9Ce0HtM6NxVvAXKl0DNFkzReOrUPHSADNYfcyFVgwt+bYoM5eT/vLwdch+/sfTa20Wr5en1vnqAc7/PPPuTWmAs2lHtqWrhOvASvm1myBFjTzFDP7Wm6tvQA6gbVypGvZbQTmwQ6lPbOL8waKdy0m0rDJZxWwnSh1ciUwXQOuiTfccgBYNrPW2YE3HFp7roirBTohHFcw5kaldwF7Ou7Tj2vQsZZDB+jzXauzH7jQqS1r9M1QgPkdmldKrMHbCreW7iDYaR0jvj5JDFCndNGcZDhGVBoAuoPudcy3OaIBumfGV6jwk7m1jnqwd1OmkqnVWR3gm6C0eRVYIbdmC+Adx1h+k1tnr4D2Ui3ihzXp+J6hYwKweBfnXcw4790JhpMFYHPHd8PDVDR66jY05eI+9Mfas5s3lGMacF0Wwl+Z/KwG6P2RQ2ft9TlSA/zKGHMt/bk9ANNgp9m8Sg3dJbBTnNpcnVrLMNrWdmr7Sd3aLLBb8m1UgwbPTvFL1JD2CFxs6GhcJ5gmgkbGlGUK8JXc2quCOj8OxV+ct82tZN5MaGn/o0PriK0v11Pga89zUm6dqUB3P28o8SV7lYr9gFODr8fx33Pr7BWAC4xrmbyQCfpitQpYnd7luTc1znti7PHkAE2P8eSPD8cUdKF/ELAyHUKE0eJUGwO/BF4vcf5t674ew2g/y6l1MpmdwsBc2I7OARpUDK8q2N0/Hgemza2zDdruzmKfmrQ84NAC8Ok69AzRNi12mgQ0IP1mKNhFVDerQcMXnPc2+eKQ4sKEb9EvAOgC2MF5T4cygNYO6MlNS2BF7HTM4XiFxEVUHdqnB853aH0PWCKn1j6DwM7VmMQIbl0CvB/fD3CbscDWuXV3Aq2CbTGZBuQf9wLAD4xr+RqJf9ix2zsO0EXuf+vc3zbO/a3Y48kB/pofg3kH3XUt3aoGmAktIul5t7wOLJBi3CX0rogvfQi6dDZF1vtzh85Lc+uMBXCCMdamtZi819BbS4V29Hvoicx5iUwLNHwFz/6TQ1sR2K0AN69Bw/T4OgLckFjHUob9a1PaH0lgt1K0GABuRB3269DwFEbUoX0C/sLkg5lCDZE2hv6ZgD879R6aU2ufIWBPLAD+kFtnSoBPlvzyDQA/BabJrX0o6IvPQ78CpwN8VdKXTqzhN4b96yqc+2jj3F+IOZYcAB+jXEjdBOAwIlTTBebGN8G/MMZYK2q9xnl9JgIfyKzVqoYPuvBbPqfOGACLtp7JTrxEgya52FFFANvVpOXDDi2QseUvdnoXwIRc+jqB7VSt5bcD+Inj+k0l4TsL+LJh/9BUtkcawNWO+1mGCWgE31HAdjQkQgDNl98X3UTqlqwdmtD0QU/OP2gkVr8DWZNAQ1o9NCa/MAXoF7Esf6Nh0RH4+3p/M7fWXgCNELFIVtwH3eGwip5tX+H85xrnXiXmeHJAuTSf24HlEmg4kOId9gEyO+WATUpcp1/n1NrSe5xD53m5dVYFOMUY4/dzaxwM9oTwbmrabcff5nKnOvR00LiFU2NjnDwiIsAPDb1Nc/J8J6GG3xq2s1dn7xUoF5HbLa+jESw/Bj5HjRF4/N/C3xO5UsRVZNyEBNbE7iTXZhwJ5lV9IoAvbPxVErZ1aQLorl9ZxqFh1I3Iv0Qri3s4O7fWXgE7n/v4hLat3bSxVEjnwN717envPP4iW6AVuVP2rraqRN+cyrZTX8DfLm0y8MHMehfFLl44BVgmp84qAIsbY3ybBvR9boNG01msX6OebRx6IGOrU2Bdp8bkBRPLAHzN0FtbqiTwiOP6dR0p57D/dIHdycCsqWyPJIBFfF+FJDwNXAR8B00diHrP0Douh9F9LaLBPAPMG1NfiXFM3xpHmajpvXJo7eMA+0Xe5m4a5oWODXal5U7cSwO8vMC/nXofya21V8DeQU5WKR87Reeciue/3zj/PLHGkgP8ETFnUYM3HTjP0LFaag2Gvl2c1wvg/JxaW3o9tR16tusJcIYxtiNzaxwMcL2h94qa9WzveD4A5q9T1xCNXgdAo8JngZ0NvbUVVURTMi0mkGAhDixp2L0rts2RCv6InTqYinYyuQA4AG07uVDJ8cyLFjW8GK2nFossef/Ax7HnjEM5OYfWPk7QIg7eUI6LaEDv6lSgu2AnlnzAB3MNsHIm7cuX0DkVmD2Hzl4DONa4lhNJ5BjDrrRcKTUHeNg4f88WiwQ+iK+w3e3UNLkGZqO4U8fv69BRoG8G/P2Hp5K5KwqwNHZ9h0l0UcgxN2hhsaJJ4wRg4dw62wDrGfdhCjW30sVfJT5bFAWwoUPfeBpWRR7bubJGjVo8kScAGyewvbth8+jYNkcqaOG+pvMuGin3J3RueCjqIPhm699RaEX8++muNbBF7cVt0Vz/33QxnisYwevFEQN2eOpgzqMhIe8pQJ0Ap5Z80AczgOYXbUaNOTrAH0rqXK8ubb0M9k4HJMjfBhakeAE7BZi7oo3HjHE1rtClF3y7QuOARWvWtUeBnvfI7JgDvu64bm0uz6m1pdeqYwE9uAuB3Zoxex2GwQA3G3prL7QHrOp4NqDie7SixqL3QZsncunrBPB5Q/OHa9QyE+oksTgwge3fGzY/E9vmSAW4xHEPRzsb1Hg/FgB+hqaaluVOYLa6tPapAFqY4qkSN/fPI/nmok4AK/zSw+Ooc6VU6FAXeg/pQtv+KTWNFPAVGfp2ArvbGTYrpx6g7biKaFTYqRdgGop32tv8KIO26SnOGU1WVNKpbybgece1a5O7eOHy2DsT42nQbrkFGr1SFNkwlcw1GAaD3ar0PTLUEwHm9z3C+Yr5ojuGFtfk0tcJ7OKFtd5vbAcURN49ReeJRTndk+hHWrrBno/0qaG4Jvr7cyJ2p51O3MQIfu57dlesEyGE8SKyT4k/+ZyI3EriFmi5CCEgInuJyJ8qnmoZETlGRJ5HuwZ8lYjOALQQ1kUicngXf97zFd5r4lERedM4Zt0Edq37c2sCm0Pp1Zf4x0TE2tl/W0R+WYOW/48QwmQRubjgkNpyZ4cjhDBBRI4q8Sc/TaXFQwjhYRGxJvYziUgvOTwPEJGiKLvLQgiP1yXGgfX7c1wI4flalAwihPCqiLzoOLS23eph8Px23J9cRXmK6iZMEZGX6xLSwnONVopsczkRWbDg87tDCGMj2xyRoEUuy7Toe03093tbEfmE6Hxpzdb/319EfiMiD4rI5LhKs3MucBmwG/AJIqUvoZvAOwE3ic559xaRmbs41TUismn/ue9BKB9GPhbYi4blp8UCmAW4q0svWBGPACehVYqXokSoNTAtmvN2IhrC3C3/SXntRhJoy5UiXifydwC7Qv+OEWxYBV2WiDGWukFz8ixOzahvnQJdT+XSNUjfzJSrVhw9t7ak3hWx6z28C8yXU6cHfN0NPpFbZxu0jVYRrwNzZtRnFd4EOCiTtoUczy3AFjn0FUFxG8Da32H4CphOJmJOMnbq7KGxbI108BfDBI3OdS1OgRmBVdB1ymnonKdMBfte4G20XtQVaPrygcCX0HnGYhQ882hhv5OANyPoOAaYPt5T0adW0JwPb0HAwdwMrJpbfwrQMEJvYaxuGQfcgxYPOR79cd0b+Ba6mDkYLcJxKzAmks0BMuY+9hLAjxzXc/nINq1+uJVDgLE7HMTeMakFfO0ws9XAAKajeBKSrSr5II37O65hm9p6uxfovcyh84icGj0AxxljuCG3xjZoqs0Dht5vZda4q+O5yFKpHf19t5hEw1oAiogApzTpGcVf7yFaQVC01lMRa8eyNdIBvue8f5XruaDFeDdAU2evJM7it8lMQdMrLkWLFu6Gdjzzdg2zGAtsH+M56JMZ1BPXjYdsAO2lPeIcAcBaXV6TpvOp3Ne2F8DOcQX4WkR7Cxi2JhChQB/2omnLGOOpG+A5Y1yTcO4gJNT4VIG+7BNHYFZsJ9Rgtsqs9+PYu6lvA3Pl1FkEMB92VFfWFJHBAF8xtD5J5joiwJzYuawD1BzthL/WRrL+9VWgODIyR8HHeR3XEmCdSPZmobjw4Fv0d0PdAH903LuHgBkS2J4G+AiwJ1p89Unns9RHHSg9GSnaLSOuBsBgQgg3i8j3uvlT0fybu9Gd6l0ZITvMIYTbpLs8+6bTrwPg4y4RGTCOiTKxaGHtUjwVQrD0eHjN+LznXuxoTpxVgOrhVt2TnDxT8Fm2omRtQgjjRORnJf7kcDJ2hwkh3C8iVp/590m5Wjd1s6+IFLXefFA0xzI7aItQq/7DwSGEiXXo6UQI4S0R+YN1mIjUHamwp4gs4jju7NRCygLMKsX59LXXpwghvC4i7zoOjZWOsr5obZFO/LVV76WPARo95ikme3AIYVJs+yGEgRDCQyGE00MIO4cQlhSd++wqWl/mvdg2RwDPisgOIYTNQgjZ0xbrZEQ7AEREQgjHSLnJ31DWEi3C8RKaP30AsDYZ++1G4BdiL5h6jcbkkjaZEMLbIvKIcVhMB4BVwO7JSHas85QpytMUPEU26y5QNRwUfDZPbSqKOVX0h97D8iKStYOBiPzYccy+NLBCMRrmvbdx2FGtArVNYH8pXsDeLyIX1KTFwhM2vFddO1nAMuIrnvm22AUuc7C6iBTtbt9bl5AheApNxvrub2J8nr1Fag+xjIhY9VkelupFud2EEJ4OIZwZQthaVNsXWvan1KWhoTwu6hhZOoTQlPd7rYx4B4CISAjhQBE5seJpZhB9Uf5cRG4RkbfQGgN/A84GjgT2BbZGw+wXp2Gtx9AQwlVF5PsiMtJaH66eW0APcafx+fuBWAtmywEQq6K25QCIWtegJjw7PG8kV2Eza5ef1UarI0CZyKcfkSBE00sI4W4Rudo4bG4RiZauE5E9pPjZfV6Ku0fUBtrJ5rvGYQdEilKqTAjhdhG50jhsBhE5kQipVUW0vh/niG8ucVorEqdpfK7gM0TkvrqEDMHq1iNSjwNgiohcFcnOaMCz+39mLudnCOG9EMIfQghbiM7NDpRmbCLUxRsi8msR+ZSILNdyjIza6JZoVUR7gG+KyKsicphomFwMFm796wgwXkTeEfWAvyMib7X+tf/bJNFwr8mtf+3Qr7fFDtVuM53oj8Gsoj/+c4nIjKI/zAuJyOKiX/bGFeCJyILAEqMthKdL7hCR3Y1j1pE4u/PWLnasBewTxuerANOGEKZGslcHRWGZbZrgZCxa7DUpd/R3oou9DzmOXVL0O1K5UFMFfix2K8VvAyeGEBoR2tlKnfiGcdiJDZp0/ViKF7BXhxCalrt+sIhsKsXzmM1E5AeSqLVla/F/kYis5jh8gogcm0JHFdC89h0KDnkihOBZiKfgbccxMWrnLCW6a92J20MIY6raGUWsZXw+ICLn1iHEIoTwsoj8DPiViHxZ9H3Rc6mSwzBF1IE2pvW/j4pG8twrIveFEEZ75MPoBdiO4oInfXqXoh/zPi2A5RzX8qxItk427Hwnkp3Z0AqxRawQw1ZdoC1/LK7NrHF247p3U4MlGWi7Ui8voPnhOfVe59C5b06Ng0Ej4Ip4l4YUL0RbLhY9u1OBj+bWORzY71VaY9smge2ZKNdm+SexNcQAu+3jeRm1Xey4rpYT32NnX8PG/jHGM1oAHjaupxV9mQ1gBrQd5OuOZy83A8CfgK8B66HFpudihLZxT8WoSAEYTAjhQhFZVfKFdvVJxxq5BfQIj4odYrhhJFtWmOLYGEZCCO+KXdug19JEPLtAuWsbrCwiRQXzotzfiFwi/nf/wmLnsqfGUwtgf5qTbraf8flZGXdVh3KUFD+754UQ/l6XmJJ8T0SsaLdpReR8YM9YRoHlRAvJeruqvCDVajClZDfj85zOVekg7qwAACAASURBVE/0Z4ydzM8bn/fz/52ghcKXMw6z0neyEUKYFEI4VkQ+KCK/leLaPrnZNoTw+RDCKSGEm0IIr4QQ3mxQXZmeYNQ5AEREQggPiS4GDhGRrJV9RzGTReQe0XCoI0TkUNEJ2ZXiW/gMR68t8LLQekl66gB4QqUtrPzQmCH5dxufN6btmJNnRL8nRSxB3h1Vq2Ckt/BeLbSe/YNK/MkBZCz4GkK4SURuNg57v4jsnF5NMWh9maIQ2AEROb4mOYUAm4rIxgWHTBCdHzSSlsNzF7EXgdOKyKnAT6jQ2QKYFviGaBjtiiX+dP8m5v4DS4ud/2/V4EiJZyHj6RTQ2QDMI8Xv78dDCI9VsTHKWEPs9OLGOgDahBDGhBB2E90EatTvd4tnQgiX5BbRZwQAfAD4NTC5tuCV0csjwM+BdYCO+c1oOPd3gLElz5+9J3qvAOzvuJ5fj2DnCsPGLjHG07K1h2HrbTIWdusG9DtjYe3ipNIWgMcMbUX5pdkArnZc1zaHZda6kUPjk0DWmj7AeYbGP+fU1waYDu3DXcRRuXV6AL7peDbaXI0u+sraWB24r4SdNtlC6C2AEw3tD2TW50kBWL+ijS8b5/9lpOGMCoCfGtfzJXosRB0Nq7/U8SzWyWgqWtinDoBlgJOANzM/3COJKWiXhG+jHvey9+TDwL9L2ozZwm7EAqzkuJaV2zYBfzRs7BpjPC1bSzvGtFEse3UAnOEYU5YWNmg71CLGkXlR2gns/O/BvANYrZ1S673NofMrGfUtgjpgi9ggl77BAHsZOsfQkDoFHoDTHc9Gm6eBtZ3nXQj4DVoLoSxP0tBWycDcaC2KIo7IrPGvjmv8kYo2rIXderHGMxpA57pF/Da3xm4Bvk9374FU9Of5feKDFrjZEbic8jvQfZT/AAcBRb2VvfdjceDFErbLhPeOWoBpgNeMazmGCmGjLTvWTsY+scbUsve4Ye+UmPZSA2zleObHkWGBCpxr6MpaoNACn3OlzdGZtW7i0PgoFb+vFfQdYWh7MIeuoaBFK182tFptARsFMD1wmeP5aDMF3a0cNlqudY1+SPfzn3eAleq+Dl6AQx1jKJPmkELjHQ6NpaM5Bp1/ZoqdIGNoqPO2iaDfwXHG/do2t84qAFsC7zmeyzpoRDRZnxEM+qVeC/0x/AMaNjgh51PfcB4Dvkjk/sNoCKI3ReOamLZHMsCFjuu5akUbvzfO/4NY42nZO96w9yY9lCaCTsbfcdynWsM10QgSa0egsTnUIv/d4fQucsYD78+s9y6Hzu0y6JoFu3J0tuiEwQBHGTqfoSA9ramgFbzLOAFAHevfAVYGFkVTTU5AU6W6ZRJQVFshK8A8jvHd3wCdjxoaK7XPxe6A0IhWdb0C8Anjeg6QOYosBsAnacbG6ADQL/rdp17QYjiLoT+a6wOboa2ldgH2BL4BHACcAryV45th8C6aV3wvtsfSyzvAPiT0GKO1A7zja1Lv8caCPq8W369o41Tj/D+PNZ6WPc9O6Rdj2kwNdr4qqGe+dJpNBU03ODQ1dhewDerc9ZI1hBP4rEPjP6g5zxT7PfIKDehSAHwEO01hp9w6uwV1AlzkeEZSMQnYPvd1KAI40jGO7G01sedmd1Q8/5nG+b1dHvqICPAD43o2tZtIadDUvyZEAjxCA35X+vQZFuCajF+OicA9wG+B76KOiiUYNDkEZgWeqGjnauADNVzLmdC8Qg99z6ADYCnHtbyuoo0fG+c/J9Z4WvamB141bN4Q02ZqgGXxRcDcRQ3OL+ALDi1WS8ZGgL4Dn3eMBzR0ulLebUWtAbjfobO2opAtTVbv66hOvgo6bzF03kfk6LW6aY3zcHSHrE7eRTsrNBbg/dgL60nkr/cxj+N6n1Xh/DNQXOvqHXooSq4JANcb9+vY3BpjgkaQdFs4/Uh0DnECvujGIn6S+1r06fM/ANtWfLDLMAX4J+rV/ToajuSqdg7c1KXNATSPsLYJE7CTU1ulXevRBLZTZQJgtfIrOr9VpfpvMcfTsnmc4xlZObbdlGBHUrQ5lYQ7wGjYvFU7AnqoFgews/PaAvwls9YtHRrvqVHPpw0tU4Gl6tJToHMXx3VrRJHCGKBRiXUVNH6CiqlidYCvsv7vGqBzFYfOrmvnYEcSNbZ7QxNBU6Cs1ODNc+uMDeU6kLT525BzzI/W4unWYTkZWDfXNejT539Aw5AndvlAe/kX6kH7PBWq7eLf/RpMllA/tHDdPx36rqpbW6+CtsC06HpHEdjBOPd/Yo6nZdMzgboott2UAAughZk8/IoETgB0d/Eqh/336KF8R/S9UqbNWbbq2K174HkHblKTHqtaefaaLOiOquW0ujy3ztgACwN/cjwrVTgXeF/usVpgO6pAFyHLN0CrxyG5eoXzn22ce4uY4xnpYKcdTgHmzK0zBditX4cy7MZA6xqWKfY9mBeA+esee58+/wOwPWkW/+PQ/L6vEKkYFbBkFzomkqnveEvzF53XqucKOeUAfV4tTq1w/tWNc08hQbgh9iJpCg3tUd8JYGvHvWpzCZHbcGH3OW5zcky7dYAWe/XuQtxFxn7OaJcai1tq0PFBxzX7QmodDp2Wk3My8OHcOlMBbAH83fHMlOFBeqSlKrpD62kn3IjK4sDRhs6JdDm/AWakuDbVO92ee7QC/NK4X7VFZNUNMBv+1FyAHQvONS92a8pOXEuPp2/16XGA/YjbK/NdtFL7NsAsCfTuXVLPVDIu/luapweedWjticlJbtAQLGsS/0yF88/tuFfRi8UBezjsnh/bbmoo1/P7P8DnItn1FIwEnZwuGcNm3WC3NRzMNhl1TotvQbN+Yh3WxPclMhdkBdbE/k3u2sHZK6BRLlujvcqrzFFuRp3GWdpNdgNakNnDWrm1irjyyW+scO7NjXMnDf9H6zBshv4+7w3sijpfZ01pNyXYzrUjc2tMCVoM3ftO+azjfLvRXZHBQ2sYbp8+/z9oWKanuqyHAbTC9nYkWPQP0e0J5x3M91Lq8YIWNbQ4KrfOXgHdzbHoOjQSO/z2yzHH07I5s8Nuz7WSQR1gZYuL3oLuApaumIu+2w7Bvzves987YBH8LY4eJ+PiFtjdofHahPZnwm7999NU9p0ap8N+t70DLJBTZ92gXYy+B/wFu07ABNRp8AMaEB5fFuwFb5vLcmsV+e/7/V1D64EVzm85OaNv8KCpKIehVds7MQG4Eq1x0kvOpQWxfxtrScfKCXCWcQ3amA6A1vlWxG6FOZSpNLgFaZ8RCPrCtnKqPLwJHAssW5PumdHe1l4uqEOXBzSn0yq68o/cOnsF4BeO+79/hfPfapw7Scg4dgcCgDvIGM7dDcD7gLsdYxvKGPSHemccLQOBVdEuH16eogfygYvAbuc0mL0z6pwBXyRU17nChn0rFWsqsEQK2yU0fttxfQ7OqTE3aGTAougu7FZotOE2wEbA4vTQYmwo6G6z1REGNGqpthaqRQCrOfSu0uW5Z6XYwfk2EcP/0bo1J2G33hzKQ/TIohn7PTiRHo5u8II6eSzHFZRoLwnMDpxf8tl5DVg05Vj79BGR/+aWXVnyAR3KM8DXSLzbP4x2T1GcNi8Ac9WpzwK7ou8AsEhunb0AsI7jGbi+wvmPNc6dpEcuOgHx/CjtksJ+SlAnwI2OsRXxEpo7dzLwfeCA1r+TgXtLnmsSsE7u61IVNEf2P84xvwLMnlHrPg6NSboWYLfUy1qIFV38WS2mnqfm390+9YBucHjfYY2JWkLfv0U8R5e5ztiL1XMjjmNnqnehOIuM71cP2DvfN+XWWBf4oqC36+K8X8fe8BvM7WROPeszwgHmxN7ZLOIZ4Ks42/Ul0P+rElo/k0NjEcCmDt275dbZC6A5xVa4/ES6/DHG7gQwlUQOJnyF696kB51F6CT3Isf4UjNADzpROoE/bBjgsIw6ZwZedtybqDU2gOUd1yVrJXF8Ld92zqmxTxrQtCXvzuHzRC6WWgXsOeUxFc5tRXNVDv9HU4N+57z2Hh6kwb/N2F20DsmtsS7QdAgrqvhLXZ57TdTh7uUXscfXp4+I/Ldw2gMlHsbBvIbu+GdZ+A8aw0NOvVfm1NkJdNFqvXwbUdW3F8D3o91V4TNgKce5S3uGnbbnwrcTcUUK+6lBJ7v7o5XMczCBLn/Umwz++ihjgQUz6rR2DAEuiWzTch6/AEwX02ZJfVZbLtCFRb9q9AgEX+oXqHPs07n1tkHnlVYxtTW7PPfCaOebTlQO/wcWQlPqYvMcsGIVbSkAPuzQ3tX96lWwIyL2rHDuJYCHnc/MVOCTMcfWp097QeEpmjbcA3k6ME8DxjBvCc0r5NbbCeAIQ/94RkH+VQyALzieh65DBLF7vP4u5niG2D7QMTaAvVJpSA3qIX/MOc4YDKCL5OVyjz0FwIfwt3M9JaPO96G1HYqYSqQ2d2hhPSvq4PAYtrrUNxO+DgmfyqWxTzrQ4oZeGtWuFLvTyr/psl4N6iQu4pyK2ldAF+qpeBtYrYrG2AD7OjRnc4TmAFjXuCbfrXj+OdC0RQ/P0bDU5T49DFpE5TbnwzeYB0hUjKkb8Of/X5hbaxHAMvRAH+peAO3nauVZvUmXuVXAmca5XyXRjyUaKu3pVTsBWDWFhjpojfOXxI0GGAvchy72zwWOQ1OXGlE0KyXYDsY2k4EPZdR5mENjlPxe4LOGnQEyFv8DDnZci0ZGtfWpBtpWztut5HEatjmAHf5fpRCv1aqu63axwEfwFVusyutEcmTGALjC0Ht5bo11g0YkFhWn/UkEGzOjndI8NKZ4eZ8eBg05L9s2bwCdkDeqIAVwkFN/48OX0L7ERZydW2OvgK+g5UZdnntbx7mTVf4FPuewD1qbY95UOuoAnZBd5xzvcLyO1k5YlVG2gzEYtMjr085rli3dCJgbu33hFCI4bbBz62+MMKRutS0GjHNch4/k0tgnDWgqjHfx/w4Ni2zE3swYT5e/S8BHjevxGl2mpKIdJF5yXvcYPEkDdnXRDRMr333f3DpzAJxScE1OiGRjNrTYnwd354E+fYaFckXzQCfRrp6XdQP80aH/ntw6PQC7GuN4g1G8iCkDWpvCoqsXOJo6Y+1MR6tC3EHD5Y7xgXqXZ0yppQ6ALSjuvTwcZ9CvjP5fgM+XuHbZ8onxtfI8o6KNubGjhHaNNaYu9F3quAan59LXJz7ojuPRjvveZiqweW7dQ8H+/v62wrmtLjzHd3neMp0WYvJnMrfuBbZ26ByVjkZ03tGJSqkmQ+zMiS8d+wUaVOizT48BfMXxkA3mbuD9uXV3AnjCMYb9cuv0gOYEWZPSxuV7AtOjO6x7AacB17Sem8da9+dh4C60cu+pwDeADUgYtoi2zrJ2UZ6l+zzEa4xzv0vCFzVaRMbTFhB0p7Nne2C3Qft874jPEXA5/cJo/wN+x9EjZIr2wleBeRLwgQo2djfO/y6Z2nYBGzvuz1hgoRz6+sQH3QUs2wXl+7l1DwWt4/FWgeapwLJdnnsmdDOqiFW6PHfZTbE2rwB3An8CrkfnO97ojTY7daM5FsA5hr6XyOykyAVaDLITUSPlgCXxFXk+LabdPqMEtOXRe543Uotrgdly6+4EWsTJ2okdABbNrdULcJkxnko7X7FAdys2QItBWj/KnRiPLkh2J4EzAJ9Hf+Uuz72z49zfij2mIRq+WuJaZyvuFhv+79n7PcP3Rz+PhvdczgU6yfD+BmQL+wROdOg7scL5rRShaLs7JXXNADzqGPuPcujrEx+0SKe3Inibrna6U4NdoK/rLh7YLXgf7vK8a2J3LGgzFbgR3ewYtgg2sAAagej5HoPWHJiz2+tSBXTzxiq8el4ObU2BzkWfb0xga3NsB9IADarD1qcHQCcWZdr9XULDQ4fRyaxFT4T/twG2N8YzhvxtFzclfrjca2jRq2i75sCPHHa7qvKN7nRYu5RPkHAXGl0Il6nlcRwjzJOPOgE/AWyDhjJmK9rWKwCHOJ+XMcD8mTQuhu7yFzGeLnbB0UgrqytCV/VBqoKvFeJzNKzoW5/uAHZCK6yX4WQa+B5HC0sX5dBPBT5W4fzXG9flgC7P682/vh34eInzTo/WqCpqWdgmi0MP2NChbZcc2poCnWtzJVlbAEc6n8XGvQP6NBTgZ46Hqs259EDIMLCRYyxH59ZZBvRH1ArtzlKPAQ2HurrEc9QNzxKp5ymwksNeV7sGrfNf6Dj/NjHGUqBhYbQ2hJcz6YHvdp90ADOilcM9ZNkJb+k806GvdBQAmkZSxLNkSB9B05asAogAX6xbW5+4oLvEnvpFQzmNhk78sR2LXbfHBZaieGd0CrBIF+fdzHndj6LL+kvAVtiRqm+SoV4NcLxj7F2nWo0E6Jwi8Ugie97f5+1T2O8zwkAraXvbad1A5h1mL/jqGWyVW2dZgPONMdU+KUd/KF9zPkNVmQocGEm3p492VwVusPvEgoZ2Jl1MoIVqyuQdXgrMnFJTn2aDL8+8Ta7d8OUdz/VEYMmS5/2Ncc4jUo3J0GW990Fb9zZyAdjHBo1Y+irdpc39rKn3Hpif4kiG8VSr2WG1Mb2my/N6ugXFaPdmFXiGmmsBoBGEzxiaHq9TUxMBTuhwbZ5OaHMTx/PyND2yVuuTidaX/CbHwwS6WMnelsQLsJ9jTI0tYNgJiiuPguY917aAA7Yjbj92LwdH0H64w85hFc7vSavZseo4HDo8YWODuY9R7tkf7eBbcII60WbKpNHqTw0lc1SB+43zdVWkrApoGovl7JgKrFq3tv/H3llHW1Jce7gPzuAwuLu7BQnu7hAkuAVNCAFCcNcQ3CUQgoXg7m6DM8Aww+Bj2Chj937vj33Oe+dd7una3V3SfW59a83KWmGm96+q+7RU7f3bETsgL/UfKq7nrowD9gmtPw3MRnJnFDj2ZLSuw26wZ47jzo259v9pLC26IJ41aTxkI04GPSsZ9EAbeQflBTi3xdx85TiuphPMgS41RCoO5pryBj8BC4TWmwXMNd6jKOmKeRpIClCaky7Ajp607Iiuhs0VuxbUv5QixscFjq9Z2f8Sx+l9yEvSsxnndiiwnktdkfKCpCFry0fOD6RxPYW2DmD5DMdM67TymsvxpGh6VjHOm0Joi+QH2YDZFnhVcX67YyiwTuhxpIE5m+gzCmxYYG5T9zM5PDGAAw3H7QSWzau7m3imMoZRePTdAk4zjB88vWeWGVpvrnzpOO5imBeo+hNbg0e6A5gUvRNp5Yw+gL8bxvReaI15AW42jO0uDxoWo3uXdS2DESO8LzC3N2zFMGCOguPQ9FddLuexp0Rqhk3k3gHJoGV24JuM8zsBOIOYStYjAfZXXicdwNqBNL6h0PcMisVe5PeaxqE+xtRF05aK8Y0gtv2rDEBv4Eiyu/s382jZzzliqPm5YRybFIzxnOH4l+U8rmlH/qUiulvENNV252pjmFOL6b2oA5jZl56yQmufhC88xDZ1BYPoCRPpDmAPxcUD8HBorXkArjKMy2qfTp9grgEajcMWjciOcpauESA1gFcCG3fVhjjirgxciK7XaTO5HvBNsTXO2rnr/JCWQCbGAksWGYdSywrkW7R5l5yLIJHqguxQml6wGwwgQFtYpMODBmPbQuTDrBVj8fzCiyzSv68YW+l6vkf+P/Vraw/gXsxdJtIYAxxOBbIXMRvhFmpbDCyrmK+lcx7bVI5RuPa/m5im7kl7247ZQseCinl9y4eWskPrhaLcmaMZYq+lOE8vu9YRqSDAB4qLZzg53FPLAOZe0f8MrTEvyAe4yXTPWW05cIDi2mkwAUmTUr08IzvVmvqmBiMo0B4QaSlmqq/9tMDxpwAGKsbxJjB53jgZ9GxBPs+Gcch5tNaKMVJ+kD7k2gyd3E7eBfRNiqQ6mhgDLGU41sop/977gjGwj2JcAyh5S96eBrJwtijij3Me8Br6XvJpvIqHhWIbYF747kfBBUOk60Eazxc4tqmN77ZFtLeIOdQQ08tCHzr/rPN8aCk7iPFqd7zuKb6m5XauRbBIm4LOoRzgrNBa84K5hUmhnePQYH743e8orjatHaS+/Tc5YtSQvvRa9ik4ppcUMYr0KN5TOY7Ti4wjg55DMsxtV4YChxJry3oMmFt4NbNfAH2HKbX1IaXeGNg35d/6duGeCt19dnufunoawPTAxcgC7TvIC/djyM7fNfU/NwN3IT3B+2P+eMzKGODPVKRFK+LNkZblMJ6ChpXAjJhbIv8u57GnUpyTdYvo7ybm0oqY59iMmaLlRYWWjX1oKTu03oh70lN8TQbrxT60RCoC5vomkJ7Ds4TWmhfMHgCVXsEENjKMbywwo4O4pi4EDT4B5i0QZxLgfmWsawuOSfMBkft6QRY0XlDE6AC2KDKWDJrOVM5tK/oBBxHIAT7iDySLRVuvPJqcrTML6OuFvg3pf2jxIUXrlOWxeM58AY5VjOUpn5p6IojTe0heAhYLPQ9agCWBHw1jOsxCnD8ZYgwhp3cNMI3ivNheALhAEdOHV9D8mDMix+LYuLgKAAukzFGm7jMFNCyquG6+8KElUgGA6dCtUJ8bWmsRMLd4q/SqGFIGYEoZ28dBXFNdH8jL+AIWYs2BzhPg3YJxZsOcFv81MEmBGMspYlAfr5cXPsxlMhoGA3+j5IZUkWIg9YbaNOYP8fyCCJya4Zq9t6s+xIW71a6lk2yqlLHMhPkjaiIWXcgjvwb5mA3FBOS+mvuZ4xukdvwLw7hutBBnEsxlP2cXOH4N873OmiEo4oE0yHhFwLG2YqZoOV6h4xnXOqoA6V3UvG0woivnjh5OkSRB6tJMdFLxPuCYd3WvCK2xKMDVhjE+ZjleDd0HubVdbOAsRbxvLcR5TBFnw4IxLlLEAGmN5PyDGnmR+qdSk4mJwOPA74HpXGuP+Afz/aaZazxrmxXJPtDyKdJCbBZgNdJNvzL3ES84Fs1uYOWfX2UHyXAKwZfAWqHHnwVgobruNF7BQsYYsJUhTgcFNyAUY/l30XE0xTK1Mmywi62YKVo0pqMnutZRBYBbU+bocI86rlCcsxN86YmUGOAOxcXyamidRcHsDl35vsnAhoYxTgBmtRhvfsW1c5+tePWYGkfakRbiaAy3Cl0zSG2hyV24wft4cB1HMkk07WSyMAZ4EtlNWJWK1K5G0kHqbr/LcB3s5Fmf5kUoK78A03scw3yYM/R+BHp71DQjPdDzA6m7982DwEyhx54FYBnMfhUfY6mkFHjWEOshCzEeNcQYD8xjIc4UmNv/NXBqAImuqwLk8HVqN5Csje9T5sibRwI6U+4HfemJlBRkB1dTK/mn0FqLgtno0OrueAgQB+whhnFaW4nE3H4QYGVb8Zri9jXEHG4hxvSYdxBHUDC1GWnFp20D1QeYvejYFJqmRD7YXTEcccu9BjgCWbhaGim9aJniitR2LwSsiXhPHIaU9twIPFzX/CSSvfFP5IV9ftfz1ZNBv1sF8oI0m0dtCyOZKDaxuqCpGMNNCk1HOog7JbA2smh3P+L50PV+OBHpaPI44m6/OTCNbS1lAf8LABdSoZT/JEmS+jUw3DCub7CUUUp6p44GhTMQ0Zmr3WUhzimKOAA/4PjaAM5W6PiZHrgY2BVge8M8OX9va9Ki+U1850tPpKQASykuFGiDl2hgLsMYPwit0QbAVYZxvmExlunlv4+tWF3imrJW+lqKc5MhDuR0Fu4S5xhFnAafAQvZGJ9BUy/CGF51Il4WXyE7m40/JofnVoxH0fM9kh/ggQzn407P2u7Oed20Yg+P2hfHvIDRF0vtQpHsn+2QxTRtq8eujEFMhTelAr3pswDsnXNOstKJxZpyHyCbScdivl6/BZawGNdkYN0XC9chOld+gL8UiLELZsO9Bk7bViPnc6BCh9cF0bKC3DNb4fVjG13XCog+TT0bdDVtbbNSRLqR0k+h9dkA2EBxTq2kjgG/M8Rx0qYGc0eHJyzFWUsxlw9biFND14mjwVBgIxtjNOjqBTyVQVdZ6cTQ8z2SH2BeJBtGi7dWdcAaFq8j3+n//1Jo2tRCnBmQTJos5Rwa3keMsdpiIQBY3fL8tOKq0GPNArK58oRiXF8Bi1qMOz9mI90DLcZ7RXn+LiBjxwEkE06bCQiwua1xtdCztlLHES51VAFgedIXbgpnhuTQpHker+5bV1moVFqVQzTtmQo5qpeMtJ3hGbFQw1UCnk+SZKjh79jqYf2L4b+/YylOVzoM//1tG0FqtdrLSfo1kyRJsgkF05prtRpJkuyf6HXPmiTJY8DJOKynr9VqY5Ik2TpJkqq3F6slSbJOaBHtSq1W+zpJkr9l+CdX4KAlaXfUarVXkySxlYn0WK1WG2HpWKkASydJspvhrz1Uq9UeLxBjEmC/JEk+TZLkpCRJbO8ILZskyb+TJHkZB6VgAfjEU5yJnuIUAql7PjhJkveSJDHVOPdLkmTdWq32mUUJRyZJkpZ+PjRJktssxtN2ivpzkiTvANuans/AKsCjSZJcmiSJdtGgX5IkuX/3SrSZjU87VVENTkrkHaMVz3nS0cwPir/jrSwhUkKQ2j0TZ4XWaQvgSsNYtwqt0QaYywC+wkL9GGaTmPVtjKebuGluqwCbWYxl6i8M8GdLsebFbJ7UlbeAFW3ET9E1NbquCGXmIJdz5Atkt3ZhpM5vJcQTIXgPZsR/5PUM5+NSj9r2tnQNeXP/B+4yaBlHgfagwCLAG5bmRcMEZMGy0vXCiHmda8YAa4QeayuAaYB90ZvVPY8lw78mDTNg9ho41XLMGvosgAZfAdcjxmzbAJsAeyHdjPqgT/lvxul9CFnYMbWUpv532iK7Jy/AuopzuEgAXX0U529/37oiJQL4XHGReG155BLS+3QCZNnFKi3oygA2sBCnF+n9cZ0sqADvpcQch8W2c0BvzPWwH1uMtzhmI8euTAAux2FNF/JScEtGXWVibVdz4wpkh3Zt4DTgGVq/lHUiBzPDFQAAIABJREFUL+O3A7sDMwTSuzzmlNwGE/DUixipidS80KYxDk9ZC5hTSgEuKXD8LdG1b3XBs1j+GPQJbjpLdMcviAlbKVqoIovAmwLXka3c5yZgSgd6jlXMn3XDUaTDwZisJ9MiL+Pe/G8LpZZHXOooO8g7kalNohMfLIU2zQLAASG0RUoCMFJxkbTFrniSJAkwB+kvVm2RzoSYOaW1JAG42VKsV1NiuHCnnpP0RQfr9VboWmVa+8BEPgDyvKCPAS4CFrSlpYuuGnBmDl2h+REHL6GuQO5Tp5M9G6TBOOA2AqRdA+dm0PkcnnaQKH7deusSg7kN50/k/IgG/kr6/dMH/YCFbc+bD8jW9cIGw5GP6E3w2GEB6YKzAdIF4hGyf/SOwdEHBrKgZ/KruNZF7Hp8jXeWC34GFnA1rqbx3abU49XQtWyg65JwXCBtmuycfUJoi5QApM2PhnVDa7UJ0s6oFeMJtHtmG8wO9iOx8EKBvFC2wvpLM3CSYVyFTbG6ibmRISZYWlBpirkiMEgRtzs6kPKe3+Fg1xLYGUmFNKVgloW/254DFwAzAReT34G9Ox5B6sl9jaEXMCCDvl086ZoHfXZCdxzsSefKmHf/j8157BMKjN82X+Ghm4ltgFnQX0cvI8+OnYEDkUW9BxEn/DxMQMpsrkBM4zYFFgOmzTmW2ZAyvi2Ag5G2gw8iHw9FFon64jC7B/iDIX4nloyOUzScVWB+8rK7yzHVxzUNuo1BgDdd6ykrwPqYfyNj8dj+r4s+zbujyWMm0q4Asyp/5CuF1moT4HzDePcOrdEGSL2ZicLlHUjKeqsb4QQsuq8jLyxpO+MDcJAeh6Rimz5qRmN58Qip9e6vOI9pTEB2Wk9DetUuiKVdV2DXgtp80InFtlOuQHYWhzmagwlI54ypPY1l4wzaPsVTXTjmuvpWdABzeNL4kEHLQGCqHMc9IufYu/Izci/8CPgaSbXOy0AcpGm7Bn1nlCtSjrEg8BfgzQLz18wY4Evk4/stpO7+yfqfZ+v/37vIufsB2eywzQRkVzTz9Zlh7icHvjDoeMhV/CYdvrPhTnA9pvq49s+oq7ReFa5AfruakrJbA+mbBN19uXJlkRFLILXNGpYNrdUmyA5LGkFqdmyDpMmZVnJttctLS1l9Ggsv+IjJ2IOG8ThbvCE906HBIQ7izkF6mUUeJiIplO8hL7P3IEZF5yMfClsBS2E4b8B6lnW5wMo17gokE+t6T3PxMZ7KAoB/ZtDlxYwI+G3OeXvJk77fKLRk3gVEfs95zMYABiPmudsBc3dz7MmQkqVjgLdzHP9FMrZMCw1wiHJs/1AebzmkzCx0aUYRXsexGW19rvZVaHFiPtxCz3649QToBP7ocTyvZdT3NTC/L32hAWYEPlTMSweePG660biw8tz96n4e6SEg6aYa2qoEIEmSBPisJ4wZ847XRBs3AWA1Q5wbKbAzj3z8X2eI0ReHLfGQXsem1M+3HMWeArjMENsFo4GXgD/Tpf85ssCk6f0ckk5gVRfnxAbIPfglz3MyBtjDw9hmRZ/R8CWePBqAd3LM2TGetJm68rxBxuwdxDMljwHiW0hWyuQZ422K2RirK+dmm6mwALMjz04T2rZxjeMujjkDpGx8CeyBBy8P5D3gU4OeV1zr6EbX0qQbE+dlNPB7j+NYPqfOYcBGvnSGAuk8oe10E2T3v65zO4W+kTg2k4yUGOQFXsMOobXaBkmHTuMV2qC9CVIDbsJK5wPMrfmeAebJcdw5gEcV49jOxjgMWu5T6HC2w4qcz58VGlzwNbIQsDNiDGVaRCsDpTUpQj6Q83yM2uI0D2P8fQY9h7nWU9eUNcUVPNSqI90eTGRamEZSQbMu0n2LfPjnfv4hjvF3Zog5EVgzb7wQIGVVJq7OeezdKd61wjVfA3/EU1lRfV5MXZwAtvSlp4u2yZGWwbZ8cV7AsY9BN2O4vIDeTqRLUFv2lgdmRp8dMRoPZo0pWv+m0PhkKH2RkoDuY+LA0Dptg+yKjDOMu/IGGciKpWmcX2Jh5xy5QZqMR0YCp6JobYTU2O2JuZsBwD1F9SvHuL5Cy42ONcwN3K/Q0Q4MRFLJ7yS7Md54AvTf1YAY5Wl3EpoZi+w03QvcjdT3fpPjOA0uxuFCJ/IbflKp5Vs8fEwgH6eae0qDt11rqut6xqDj/hzH3CPDOEF+Z1ZMQ5EPItOYmnmTCi26Ix+/Jv5d4PguSr9s8CGS9u61bAO5l5h22d8m8DWEvAedQv4FnHcouACXU3cv7LQG/Rk4A+jtU79LgIWATzLMgZeMsRS9mkXfU0NqjJQAdK0iTgmt0wWYa1S/xlPfZ5egewHfxlKsrdDVMf6A1Jv/ypwNyUzZGV0fU5D0M2+rzoiRUhpj8NDnGtkNKfLxV1Z+RloZrtRlvAdkPE5LA66QIC+yd2ccywvIYlivFsdcHDEUy+Mufp7j8S6Mvkb2aJdamjT9I8P8OG/jhNmboIOMnRyQD3CtgWgncByWPzqAecnWM/53NuO7BF2d7cMFY0yFObPOByOQErxghm/o2i/uGEpfV5Df39bADaT/DjuQkpmLgNUC6t2n0BXya0bVxzRXqDHZAGmFOSTDuF/FYSmqQu/0mDf9AH4bSmOkJACPKS6U+0LrdAGwEmZjpNtC6ywKkq5t4hGL8Y5WxGvmayTF/y7EECrLCyPArra0K8eneVD+xZOWqZEPvx8zzlkZ6Q8cRouWVsB06I3MxgBz+jgHWQGOzDAng8iQiYQYCh5K9jKRIx2PWXMPAjGc63aRw7KeFZR6OvHTd9v0HM5cyoJcB9ox/sHFuOo6NOapDSplwIvZDOxlS3FC+L98B1yLfMR6S/NvMf5JMM/1R5S4phnJxlwFaQu5Y/1/V8DD/U4D0rLSBWMRE9EFQo8xC4jfxCnovD4afA/MF1j3zgqd31Di30rEE0jfVxNfhdbpCsT93ESlSwEwG/SBrEJbq3NFUot9cIktzRnGNiXyoZLG53hcBUbM5E5BXtqqxlfIooqxUwRSW6fhAh/znhVgUfRt094l5yIGMB/Z0q8nAhvaHm+TnskxZ840yNXjPocmTYaRc0MxYFWDhg5gmYzHrKHf/T/V0dAaWqYn2wJlZdqKIS3v0vjcUpwaYqTrig4kxfkm4EDE1K40HwjovIwKtzTuqQDLOLuy/o/xiEfACqHHawLpgPRKxvFNADYtgfY7FFr/HlpnpASgT/uZNbRWFwCLYe6HO4pA7TxsgKxkanYErTkxIy8srhcBniOjQ7XF8Z2s0Ld1AF1TIAZSL5O/7ZcvOpAFyG53/FuMT5PaNoKS1h+ir4d/BZihYKxJyJbqPgSH6ZrIQqRmN2UoGa6JAnqOUmhxmhlR12EyFs3sbwKspRgbiJeID/d2UweXZi5yrccWwGaGsfxia36R57itDgE/Iq17jwTWxMPvLS/1cZvqr/tjodVwT4VszwkbPIM41ZdmkSlJ/jej8mSy+w114qmVrUH/3Ji/Z6DC3zMRiyA7UhqCOKv6AElPMjEAD3XdrkBnGjcUy624kJTurDdTDQOB2WxqzTiu2TDv5D4eSl9d43xIOcYLlK+/9DfAejnGpBnHGQ6mszDAusq5+RaYw2LcUzOcl0I1ywot2hfNv7rUUdcyH+mLZBNtnocWGpYzaOgEls9x3GsUc/wjnspkkHRnLZ/60GQDxPDNtNBq7b2hHm9ghrnsyjdIFwwvLTdtgK6TyAGhdVYV5KP3hwLXVBH6I+8o05uVOp2DGrAL8EXOcZwQUn8D4CyF1mdC64yUCKQG28R1oXW6Akmf1qROv0aJV8rTQLfbBQ76gyNeCzbbnfWnBPVkiLlPGp3A4qF1Jsn/1h9uBpwOPIW5W4NL3iLHhwfQW3HsieRoNekD4FmF/g4ctEND1xaogTMjNsTH4SuFhh+AmV3paNLzdooG522SMKdr/jfHMWvouhz80cWYWmiajGxGWjP50lYUzEbKmco3FPFWRZcJ1ZVRlOC5mQV0RpZf4rkjQTuBmMuGZjhwCbBogPGvjHhP5aGTwI7/DZAuDsMUmq0YfkfaBKTuy8Qw2jjFCthG+YN/igqtnjdAv/v4oqP4kyHZAHlcypu5h5K8HCK7dyauCa2zFcA0wLLItb8vYhp2HNLC51wkM+Ya4HYkXfRjimcSvAhMk1PvyorjP2p7nmwArKOcH2cLrUj9pYbvcGhMhZiKaXDu7wGclxJ/F8exFye9JKITWDHHcRdTzO0gPBu7ka2GfV2f2oqA2aV/IwcxTd4D3XGrbR2uQdf55aDQOqsMkiGYRgfy3P4n8CDSsUCTZp6HTuB5JOvDqTkisAhwM/nfacZToswT4DSF5ncoWdlFJDDAFsoLfvvQWl0C3Kach0cpiXOrFmB25dgAlnWoYypgb7KlpXcitdPWX6SKgiwIpfELHlsUugb5aHk/w7XUTB8K1LUD2ytiOP1oywvS4cLEcByWtSALPtpexk5b36EzXx2P4wwaWj/7BuHYXwR5+Uzj/pzH3Usxt+fbHo9C1x8UuhpUxngXc4eL3R3EnAbZ+c6Cs04PLkBS003Zqf0J5APUDgDLG+Z3HLBON/9uOmBb4Grgp4zXoZafgauAVS2PeQUk8yqLu39XfsChaW5WgAXRtdrdPLTWSMlA0qw0NUBvhdbqEsSt+GPlDeAFCpp0+QQxBNOawnnpn47U0e+G9Ip9EEkNH4C0+3keaUF0MDC/Dz15ALZSzGcpa9LzUj9nWelLQSNRzO0lv6eE2TlIat4oxRxd7EHLGujuA9/jcIcY6Q8/UqHjAVca6jqmp/sXQae/WeSFLW0XrRNYJeexL1XM60q2x6TQtaZCV4NDfevLC7CHYSxHOYqraffVTKVc8pFstLYaU9nAnP1r9IRBFmr2wJxJUISPkMzEXPct5BtnC+Bhipsj9yFAqUIaSIamiedC64yUFPR9ZrcIrdUlwBLITpyG9yjxx2kzSF2oNm1rFB7qb9sBZGHFtKv6PTnT3ssI4t6bhRFYaDGJ2azzBhvjsw2wk2KOvPlFYE5ZbrCvYx1/UepwmvkDvNEl3kQc93JGds7SeKjAsU3ZFSMIkAaK7Fprs74qs1uNubznLEdxJ0EWVrVY9/dxBWJ2aNpZ/hCPrXbbDWAOzAbNZ2Y85hrAA7jtQDQY2cE/DPnt/epdFWnVvBSSbXoTutp4E52IiW2pNhkwL0CCtCgsffvFSCCQ1F7Nj/ajsv0AbIOkNmnTg4YAa4fWbAJxvM7CiaE1VwXkIWPi8NA6bYE55bUrVj4kMfe1t55qawPg34o5es6jnkXQ3d9ec6xjcuR5YuI9HL7oAyd2iXeTq1j1eHNjfvHObQSJ+XfyvM3xZNQ2UHG+AfYLpTErwAKGsbj09dhXOZ9QoWcQkhVoYsfQOqsMYghsIpcXB+KP9EiGa7MoY5EOFwOR7ia2ux59AWxs+xwUBdmw1GTSVaa1aiQQ6H+wp4TW6hrEfEa7ijkOOJYSm2vU9WVhMDBVaN1VADE4HGCYzwG0yW4F4oGhJXMP85S4aQaSnThu2ZYXdK73x3rWdLdCUycwt2Md66G7zzoz+kIWRxvZUSNxv/v/d8NYXy54fFPHFS8lXi209VGca6jQxx2S2ZDG3Q5jT4G+o8tJrnTYBFlQMS2QvQXUQmutKkja/lDDHA+jYHcFYIP6uaoqHcAVwHS25t4WyDnU+DF9RUW7l0U8Aqyu/FGMxaFRXFnAXHPclSdx/MKcB2BDdDXIXTkwtPaqgM6teNfQOouC7NpqVpxBVuJ7W4o7gyHWhzbi2AaYRTlXy3nWtblS18EetGjMV4fgsFc0shs2Dse/UcT3ZLRhrIXMdjG/FF5oazw5tJmyExqsFUpjVpB04zTucxz/H8o5vdKlDlugK1GKZmYFAA5UzLEVo1CkVOVAdD5jZaIvJc3uBSYF/qMYQyewaWi9kYoA3Kf8cfSjQiZ4eQGOIVs908/A4QTOBkDc9jdF0o/z1mN9EnocVQHZiTG5Mr9PxXctgLUzXD/HW4y7miHWZbZi2QTZATExxPd1gWStaHrF3+JByxzIfdOE0zRGPJS2IUZWaXxKwXsu8LQhxrm2xpNDm8asCmDeUBqzgryMp5Hbz0EZfw3lnDo11LQB4tBuSt9+KbTOKoP4QZlKrzqBRSzHnRWpx3fpD2CDcUhLvVKWOiMLKtqWvpeG1hupEMCS9R+AhgfoAR+IwO4Z5qTBm8AGnvT1AlZFVlkvQ3q2/pJRbyu29TGGdgBdm6sdQussAnCy8rqx2kse+Q2m4XynOg/AUYq5eiaQtjsV2t71pOVIhZbxwJI+9LgAmBbzLljh6xgxyEoj2E4wcLviPA8NpS8vpH/UPOY4dg1dmdHbLnXYAF2GyHqhdVYZYDPFHD/hMP7Gyus1BK8AS7sauw2Ay5Vj+RCHnXwibQpwZoYfTLB0Qp8gO3l5+p0+RU4jlRY6egMbITX9/0LSlIr0MzXxoi3t7Q6SdZFWpw5Sn1vZLADgOeV1Y9XFG/ibIZ6XxbasIDsJJoJ8kCEuyibGeNIyKebadYAnfehxAebFoCFYeGEDLjHECWkCqMkwfDSUvjwg127aAsBTHjT8UzGvg1zrKAKwg2IMj4TWWXWAxxTzvI1jDTOi38X2xSXAZC7HXQQky/QG5ViG46mrUKTNQMwl+mX44VTCXKYoiDnN61nuKE28h/S0V/dCR+qeNwVOQbItvs4ZuyhruJzXdgKdb4TTh6srkEwTkzkTyC6n1fQ54EZDTKfGbXkBLlDMl5M+4Qptv1VoA09moEifeE16aOWyaBDvDFOJ0MmWYpmyZX4gkCEpul7hZ4TQlhekhCUNZ7upTRoOUszrONc68oL4KJiMdCcCy4TWWmWApTHfYz/C0yYF0iJX23bbJbf5GG9egJnQ+6d0UiET1UgJAVYhW9r7MaE1+wB5kbuQ/HVME5GXoNORm9+SwEL1P+siD/IbkJuw7VYmebk39LxXBeQjeYhhPt+kglkASOqeBuv1+MDzKfF+oaSlSMCVivn6XSBtcynPp3rR0oKmmxR6BlKx1EZgT8OYRmPPMFPT8jWIMRTmRRCArUJoywuwvGE8d3rQsJRiXqGkbuDAcQrt14fWWXWA6xTzvLdnTYuiy/5ySWk3MYHFED8uLVYWkiM9HOBPGX9EZ1PBD5s8IHVU2vY7VacDWDT0nFcF4C+KOd0ytM6sAOcor5eVHMROy375zHY8WwDXK+YryAcPYgSoWWT01g4UmBNdl4nKvOQgNdrvGcZjtTUf0rc6jX/ZjKfUNDPmhfOfKKn5ViuATQxjutqDhsmACQYdUMJMKSSDYoRB9yhgrtBaqwzSgcTkDfUVMHkAbVOjW/x1xQTgUEr0/YI8Nw7H3DWmmbhIFrFD/QL8d8Yf0o2UuI7GJsgN9cGM81NVrg0931UBmA6zw3rl+hgj5pImnJjGkf5y68WoLg/AWYo5s+YRkkPfeIO20QE0naiYs8p8EGA23ZqIfcftiwwxJ+DZ7ArYVnFer/OpyQaYW8Ce40nHQMX8ruBDSxbQ1TWfFlpn1UGyTk0cHVjjCYTtEvAcJfiNIOV5b2TUfi895Nsr4gnE2OyVjBfi88CcobX7AFkkCX3T8sE4YIHQ810VkGvChNOe4zZBrnNNrd6pDmJPa4j5mu2YtkDXGWL1QNpqmA1Evwqga2rMO9hQkd0OzLWb9ziIuSjmZ5Jzc7oumjQdAEpp5pkGcIVhTMd50qGpEV7fhxYtwMqYs5AGUdLShaqAmO6ZWq1+D0xTAq07A2MU17IrOoCbsbwoqxz7xsCTOTT/lwCZG5EeALLT/XHGC/I7YJ3Q2n0B7Er2VoEhKLJQUYkX7jKAeAGYOgJ8RkVu2sCCymvE+m8emMcQ81nbMW2BbtczyEcPYixk4vFA2nZVaJsILBdCnxakPauJtRzFfkIR+wQXsbvRsijm52M/SurlkQbwqmFcXjw+kK5AJrb3oUUD0s9cY6pcyhavVQI4STHPp4bW2QBYD8nyCslE4C6kxMfZfQlYGOlylMV4vZnbgClc6YtEGrWZn2a8MCcgKbCVqunLC3BMzh+wK4Yhvb4PQRy2Z6rrnBJYB11LpmbGAwuHnueqAByomFOr7fJcge5DdjQOHkTAMoa4pW0NBSyrmLcgXSGAFRTagjiyI9kJLyn0BVmg0IK8QKbhrDc7OtPODmAXVxrqOqZGVz60h0sdLkBaAJpqdL2kFKOroS6NOzi6zgV9iWnNhUBKEn8wzPMoYJbQWptB0uBN3hC++A7x89kZmKfguOZAWl5eTPaN1a6cScVKSSMVBZgbuSFn5UNgldD6XYPuhdo13wPnAyuiWLUE9sFcB9zMzR6msi1AjJlMN/hBlCDtzgS6HQQnH2PA2oa4XlOZs4B8IJhKJ3YPpG0/xTndOoS2ur5V0ZkUBnG0NwEsgrnEYn/HGu5WzN9E4HBH8RdAt5DzIdXc/V/NMK4OPHWsAK5RzHMpFgCA3pg/SiHg/addAI5XzPMloXV2B7AWYcsBWvENkqp/FfBXZLNn5y5/9kNKAM9BFoLfAn60FH8EsFvo8xPpYSBpo5pevl2ZiDygZgs9BhcgO+whW5l8gHzMZ3bsBnZE33JwArCYizlsR4DtFXP6t9A6TQD3KMZxuqPY6xjivuMiri0wG4UeH0iXyeB1FIFrb4FbFNfd+5Tw4xF5OUzjB6CXYw1zo99Fu4F6lpil2HtirjtuUJrU9CxgNvkc4FHL5VWZZ3TGf6Vd2K0KwDTAUMM8j6eE3SEaIB/T7e6xlYU+xHfwSCgQY0BNvVl3DEfapDl98XEJUru2MLAHkhY0wMKPOi/fA4dRME0OODVDzFttzWVPALOJ5nBgjtA600BXn7aXo9hrGOJ6N6rLAuad9qcDaJoOc2ZC8N85MBe6WtAgWRStQHxzTDtXF3jScrhi/hoMRq7X3GV7SM2sqS6+mdttjtcnyMJ7Gvd71KJZLNvYl54UnWti/qDz3qWiHUFXlnpzaJ0mkF32ns4Y4DhiSUykDCAfnmNzXsxDkR/1DKHH0QpgFiQNdde61luR1beypCTdCsxsaayTAA8r404ElrQRtyeA1LKZuDG0zlYgpQymVGZw5GYPrGKI671VXRYQB2ZTnfB6njX9UXE+g38sJEmSACcrtJbKUBNzyUwHsJBHPXco5rCZwUjbsJXQlZItCPwZSXPNwkBK/A6QBrIJYOIoj3o0z+81fOlpoXEy4F2FzlKmpFcJxHtjkGGeO4GlQms1gXjCPK24btqRTiRbz9vzIhJRgXwgf1Lg4v4Z+AewfADtkwELARsBByO18/cAb6NPXQzBWOAQB/MxE/CVUsO/bcdvZ4AHDPPZAawWWmd3APMprwkri1HdxF9eEbvUPgpIplAa3wLzetIyG+b62zcpibkQ0gZysOIaOCi01iRJEmAKxDQqjQc9a+qFrha/O4YiH5dXIAvhx9X/nIPc1z7PedzxwJo+58Em6Pqqe/u4QueoH3ThHt3C41BgxpA62wHgKMVc/ze0Ti3Iu3rozgA+mYh8j6wceu4jkZYgK40XoNslTOMN5AFhrf8mMDmwFFKLfQxwJfA4smOUxfyuLAwGVrU1P93M15ZKHR3AMq50tBvA0ph/H69TzlpmkwkfwE8O4y+uiO/sN2EDxBDOdL/5Asdt7ZBFz0cV87mJSx1ZAY5UaP6aHB4oDrTuodC6WQBdM5J9h94VE4CdfM+BLZBFHtOi1NeeNX2jmPdg2RaIIaTmA+5AhxomRxZAFwJWRsoRlgCmdxUzBEinJ9P10ImnDhW2IFupalX5DvmeWjD0fEciapBsAFO9s5aPgUuQl6klMHwYITf2JRBDu5OQ9ncfUM2P/FYMwsOOAnp/h7tda2kn0Bkf7RtaZ1cQEx4TXzqMP4Mi/n6u4tsC2UE1MRrZXbWezo58tNym0FC61nrIC+1AhfY/lUDrGwaN/QiUXQFMDzyvmEeXdFDBln/NoFvk8VbWhZQrmhjpS08LjY8pNL6FxUVwYFZgL+Ay4DXSS1ZHI90obkQMLJ1ktPkAcZ838Z/QOrOCtNAbpxhb1fgcMY3dGJg09DxHIrlAanV2B760/AMZDXyKdCC4G2mrcReSmvgp7fWh3x2D8JS+h7ToMTnHgqwgt317R1sA82D2jxhMyXYj0PVr/sixBlNJTulrRpGFDM0uHYix6EFYaiGGlFFoFme/B+a2EdM2SJcTE0MJWA6C7CiaODqUvrrGqdAZxrlgDBX/+E8Sdbr9Rh71rK/Q86EvPd3o20uhrxNLJSGIEeUjSKZJXsYjKdjr2tDkC2Sh1/T+3QEsG1prHoD/FDinZWAEUmJ3JfJMi47+AShFfWO7AkyRJMm+SZIcnyTJAmHVBGNEkiRPJ0nyapIkryVJ8m2SJHMlSXJOkiRrZzjOuCRJ1qnVam9YV9gCxFX7X4q/+nytVlvPsZy2ATg1SZJTDH/tilqt5qQvdx6A45IkOdfw196o1WpOTADrGj5IkiSt5OTZWq22gav4tkCM9R5NkkS7yj8iSZJ7kiS5P0mSZ2q12qgMsSZNkmSdJEkOSZJkhyRJNO7B29dqtfu0MXxSH8/7SZKYsqCOrdVqF3qQ9CuAO5Ik2TXlr4xOkmSeWq32sydJLQEOS5LkgiRJvPSpT5JkQJIkO9VqtXc9xXMC0krvXsNfG5gkySK1Wq3Tg6QEMRs0LYLeU6vVdvahpxlg1iRJ+iZJ0tvwV2+r1WqFOskgGxKXJkli2+zwiSRJjqzVap9aPq51gEOTJLnS8NfuqtVqafep0gIckcg5dsW45P/e10ckSTI8SZLpk///zJ4ySZK0TmYjkiQZnyTJj0mSDK3/+SZJkv61Wm2wA82RSPlAUvN/j27FvB0YhTgub0+LelSkVCELQcytgGeV+rYNoa+KIH4ZJtOsDiDLApFTgDMV14DTVnaYHa6HI4uOpQdJ8c/DeMSg9AaAcwTjAAAgAElEQVTgeCRNdaP6n3WALZB77ZnAfcBPGY9/Qui5MQHsoBjHYCxlTmTUNg/mHcerfetKA3kWvZjxOslKJ1JWVnljN+R95lPFmP/mWZdmV/QMn5qatGnKjkYCcxWIUQNOoNiOv4kxOPQnsAFimGpy/u+gAs7/rQBWdHiOxwOmhapIJJIVxHTlOrK/mFaBPkjK7nSKeZg2w3Fv8XFuWuhcDp2x4yeUqAVX2QG2VczpxxToxW0T4FyF3ucda7hYoaH0GQANgAsV4/GJKcOjFCAv+prFZG/t15q0naPQtZJvXSb4v7K9/vkvn5a8QuDWczYBDleMeSIey2iQRQlN16IdfGlq0ra58jr5c4EYkwI3KePYIMhCigbM7UcBNJmdpQU53yMznK/PgDOAS9GVtlbmPSISqRyIodPWyMpwlRcDRgHXkrEOHlhGefyhBDaiQWdcBlCalPUqgM6JvRQvGogjrYl3HGvYRaEhSNp3HpCPrjMUY3JNJ3AyJWn5pwHJeDDxLR47AiCZPd8bNL3lS08ekA4Ru1M8I2A8cD+wDRW6rkwgBmSmcwyeF+2BdZXnJfcOe05dM6BrK/weoClP6i7GJEjGpW+OsT1fRUEMD0cYdE8EFg+ttSjIhpuGPjR5wiCbbzcZ/s1AKmwAGYlUBuSlY03gNGS3IM2ltSwMQVZaZ8k5Zo2rOsA+lqc7j9ZZMPcMBxhGwBZDVQNYDPO1Ph7HbeGUWjULAP0da5hPoaGvSw0uQMyxsuxm2GQUsGPoOcgD8IxifId51HOgQs8hvvQUBVgQOBgx3NXc/79G0tCPBGYLrd8FwAOKeRiH5/Zd6DJPBvrUVNd1k0JXBwUyRAi3iNoBrGdxugqD7HCbCJZRahN0iz4dtGhziLmd4HOUoKVsJNKjQBxMVweOQNqxvAb8qPix+2AAcAgF60uRrAETr1CS3RPgMOX8VCKNuBlkJ3ZJYDvgKKQ++49ILfVvcVi3CpytmNM3ybk7YlGnpvfuEA86vlXoWMS1DtsAi+C+Drsrz1Fh92FgQ8UYv8RDaRJyD/nAoGUUFV0gRVJu50La/G6DLHbsinhOrAPMGVqja4B9lb+ryz3rqiFtJU1c51nX1sr5uqZAjC2RDKYs/Iy0GnwdKXkp0j3qSwJ4jXQHsBDm9ngTqODzsTvQ+RKltrPFvLFxFxZbUkYikZwAswFrIztmJyOLA88hO8+u+QE4GgsmY8gD+ztFzK1tzJsNkCyN9xWafwHmD63XBPJCuw1wO+bFpU7kheFUYAHLOqZBlyJ5ks24OXT+WaFxHI7716Jb9T/bpQZXIPeF3ZBFRpd8BxxASRYXiwC8qhjvnh50aFqw3eRaR8QNSDbEcMU5HoXnxRBkAUaDt0wfJGtQ844zBJgpZ4xeZGs1/RDy/jhJl+NMBayBZHS+m+F4DU60M2vFQN5lTNwYWqctgGMU4z3AcIwaUqqUxjm+xhSJRHKA1D5tBJyHmKfZYhxwETkfUi20rqaI+xEle0EHNlDOWWkNZpAP/wMwu/C3ogN5YKxoUZOmtn0cLVLZfIAuvRlgIcc6NHM1iAobUiI1rdsBTyvnXEt/JKW7FMaSNkC3y/guju+lwL8VOtZyqSHiBqRm+D3lb8x7XThws0LXWDxmn6D7GIUCi3PA6coY44D9Mhx3LfTdj0B8moKmigMrYc6EGI/n0hSXIIbbJpZWHKc38I3hOL/3MaZIJFIQZFVPs2Np4nVgSQf6TlbE3t92XBsA9yi0dwKrhtbaFaSjwTv5L4dfjfFmcnpAdKNN87H3LoHa3CGplho2c6yjF7LLZmInlzp8gZSmHAe8gK4bR1e+Ai5BXmrbLpURuddrPs42caihN2Yvj49cxY+4A1mMu0/5W3sZxxlQ3eibDt398L8eNe2knK+nybkwhzwHNL4U44DNc8Y4AGn7p2GXPDFsATyh0HhtSI22QVrgpjEK5e8R2dzqSDnWWErUljkSiaSAPLh/UdwUW/3Yj9fePHJoe9kQ/xdgehexiwIsgO6h6LQlXFaA/THXx+VhCBY+LoCl0dUinmljPnLoW145H85brwF3KnQ86VqHb4AZkVTzQ4HLEXO2JxHvgJeRzJQbgFOQNpPzhNbsA6QWPdj1gC4V9Y+u4kfcgc6jBeSZ6N1PA/Gq0eDlAxXpkqBpsza2yHyh2/2Fgju3SHmFZoHltiJxCmrcWKFvHBUozcyC4hp4OePxTL/1QcCsrsYTiUQsgeyc5eEjFGlDBXTNgBixpHG/q/g2QJ96t2torUmSJMCJOa8FLROBv1rQqXFynkCA7Ark41PDFR60bKfQ0Qms7lpLJDxIWc+nimvCWtlOU+wa8Ikh7ligt+3YEbcg3Qy0BnPeF3iQtpODFNqG4SFFvf5beEw5X6cWjKXZ8b7e0rg0ZWfeOyzUtU2Crh3elSH0uQRzlu9lGY83BdDXcMxSv5tHIpEkSRAvgKz8B5jOsa61FDqcm1YVAUm/0xjXfQNMG1jrETmug7xcSYE0a8SMSONf0ZcANYfozrnzPufIB19/hZanXWuJlANgP8X1YL39Fbr+63fYjhtxC5Jlo/34v5MAfj2IKbGG80qm5yMK+JAgZQ+mbL6BWMyiRNf+McQz+XcKXWNpw2ww4FzDuA/KcUyNz9XBLsYTiUQsgD5NvUEHskvs/CGO7kV1dtc6ioK4lWs4P6DGPcjeIqgoN1PgOkIWiNJq0RpcYHOulNoeVuiaiMO2iU1aDlGej41ca4mEB5gcsyP4WCz3pwdui9dge4EYnmqfG28BvQJonBqdy/5EPBi/If46Jh+Mhp5CmVnoFt12tzW2ekzNxo3X9zb0XRD+7lOXLzC796+Z87gmQ9dRODY7jkQiOQHuVdwUG4wHdvOozbRq+aUvLUVA0v1eUM7vUgH0LY6uds8FhR64wKWKGB14dhUHTlOOfxsPWqZG/BdMvE7JumlE3AD8SXE9FC7VaYo3C2afmQG0ofliuwIchW4BFuQDPMjOKvp7sfPadORe/KFSz4UW4pkWf7/BchcY5H3H1G56cZsxFZrOUMz3cNq0/Ij0LMAOcmaAAHMBIwzzeq/t8UQikYIAOyhuig1+Abb2rO9Wg6a7feopArAiOmfyZzzrqiHGaCH5WwH90yIpjCb64XH3CdhQOXYvOw6IUacGdQuoSHVBfCpGGq6Fr4HJLMXTpDyfaiNWxC1IWZFm4bXBKAJ5jCCL25rd9g4cdDHqRs9lyjnrB0xtIZ5pE8VJdhzwvCGuM++obrQsjM7kOvd7SJkBZiN9oe6dgsfXGLtubGs8kUikIEg7Js2uIEiJwIYBNP7XoMvaDpUPgOuU8+0zy0Jj2tOVAcgO4tLATMB8yAfvmegMxrpjjwJj2BhdGuqlNufOoKkXuk4KfT3pmQqdF8DPwNw+NEXCAlyhuB6stIhEapnT6AQWsREr4g5gGnQ13g1GA+sF0loDnlHq9LH7vyW651QH8FtLMS83xNrBRpxu4ppK4Lx1bgIeVMz5IGAaX5p8AvzeMPZ/FDz+5MDnhhgfYWkxORKJFAS4Q3FTBHkYbR9I45MGbYXa1vgGmB1JMzPxLY4NFut6asAHyuugwZ0YdiaANZCXxCyeAiOARQuM5QZFjE5g/bwxcmjSujyv5EnPlko9D/vQEwkLsATm3+izFuL8RnHNvWJjTBF3IDupbyvvIRBo46BJ794ZdM7nWMu8wPdKPZkc2Q1xrzXEWsJWrC5xX02J+aOLmC10aJ95h/rS5BvM7/qFyxCBfRVzXGrD7kikRwBsrbwpAhwZUKcpNb1yaUXAccp5L1z/p9CiTVNvkMnBGTE7MqUCNtOHnI7HSErzt4oYA/GwuFLXpO2/fLEPPXVN9yk17e1LUyQcwKOG66CTAgtz9RiadPG2fQFvB5BMMc3idYNfgE0C6l00g96zHGuZHHhJqWUgFrsBAecb4i1mK1ZTzMlJLy96w3bMFjqmBD5TzHk/LPsglAUk0zet/GEkdkpNJlPM9QdEj6FIJBxIWxhNizIomBpkQaupf+0yIfXlAXkoDVDM/Xgc18khLvxa+pEjbQ/pvXsserOoEwuMZ1tljGvzxsioZ/b6eTQxCE/pcUjXD82L8Qg81mlGwgBsrrgWzi5w/MmAwYbjjwNmsTmuiB2Q0qGrFNdIM8MJ2M0BMdp7V6n1cxynfqNvs9xpe96AvxhirmwzXj2m6Z6S+36SUceJynnf2YeeECjO/10WY2m6DXn1EYtEIk0AFylvim8CUwTWavIAWDikvrwAOyrPwbM4WjFFPsxNTr3NbFUwnsZ1HOTDc6YCcUxtaRo4d9+v69F22djCh566Jm1byv7AzL50RfyDlAF9YrgOviXnAhWwqeI6+6/tcUWKA6wKvK+8VzT4Clg2sO7rlVo7cZxFiL7uH+AaB/FN2Z6HOIhpKn1bx3bMbjTMh66z0Ru06a40snhn2uzbzmK86TB3BPBqch2JROogu38aR9zhlMCQCXMXAOvpa74AnlOcB7Dco7cp/vLK+AAvWYppWtBp8KcCMXqjKwUYBsxpY1wGPZspx1y41jqjrquVup4kmve0NcDhiusg1wIguo+xHW2PKZIfxOjvYnRda5p5G5grsPb9Mui9wbGWLHX/n2Ex9b9JwzyGuA9Yjmd63n2Ph+cJcJdy3jdwrSUUmMtNv7F9LjC/V3Tg2G8jEol0A/qU731Da02SJEFeQtJYKrTGvCBtATVp8d8BMzqIv5fyWgBLaVvAsuh2QwoZggEbKef2CRz3HUcyLfoq53ltl1q66JoKeE+py5opVaR8IK00TWUhmXs5I9kFgwzH/ZGcvh8R+wCbYHb07o6HcPABm1H7ZuhKrkBK2pzpRergX1ZqmQis4VBLv5TYHcDiluLMhnnH+UwbsQw6tN5Gj7nWEgpgVqSjTxqnOYi7hmLeT7AdNxKJpAAsgm5F/yVKkhIFHGHQukJojUVAn6roIjXwdGXsIVg0yEH3MTyBgh8FwAXK8R1ja2wpWrSLLV5fSBCjLG0ZyDk+tUX8gnnnZiwZFyKRFHIT1u9tkezU7wXacqVmOoBTgUkD61+FdOO5ZsYDqzrW848Mc3iGYy0mI8BnKLgQjqR/m4wOxwJz2BpXCx2TY245CnLdVvr9MQ3Mv+XRwGwO4k6CedH3Q9txI5FICuicmCcCK4bW2gDYyqB3y9AaiwDMgblmCmTX3GrdHPoU8Kssx9VmoRQq7wCmQLoKmBiL4xcBxAitv3Lcq7nU0o221dHVSkJcBGhb0H2sZ8oMQz4MTXjLeon8GmAW4BL0O+fNDCWg03/TGBZBFqq1HOFYzx4ZtLyFYwd6pBuPKfPu3ALH7414Rpm42ua4Wmj5s3Leb3OtJRTA/orxX+Qw/nWK+PO7ih+JRJpAWqRpVse9uKNrAZY26P1DaI1FAY5XnBcQo66pLMa9TRl3P1sx63EvU8Zd3kKsJZCVbhN9gV42xpeiRWv8+DKOyxK60bYlknWhIS4CtCmYndMzZaiQ3gscJNW8FNlmPQ2kBOgYpAQjDy8Cc5dgHPOh66rT4GbHepZH98wBGAMs6VJPky5TRyWQrIVMixHAWqSXGDQYhuNOH8DCyrkfByzoUksogBUwL+iPxGEmBrC94hxYfa+MRCItQNeeYwKwUGitzSA7p2k39PNDaywK8iKmrbm01q8Y+Kcy5iq2YtbjalaHARawFO8gZTyrmQ4ttGiNH607Myu07Yverfoq2rRvck8Gc8nVBKC38lgzYy45c5r6HPk1yDN1f/StgLsyETiXEhiDIjv/X2TQ/hoWF9G70TMT2RYjnGYidNH2W3T39/eA9RTHWwC4An17370dj68GPK3UErS9tSuAuRFjPxNOa/CBORUabnepIRKJ1AGeV/wgbw2tsztIN9J5MLQ+GwA7Kc4PSJrmcpZiXq6MabXTAuY6QZAVbJu+A9raVmstcVroWBbZfTDxEx46FHSj71D0L3TPofwYjFQD5KP9F8N5P1h5rF0U11DQdnE9CeQDaWfMLR/T6AesGXosSZIkwFLour00GICDmucmPZMAj2TQ8wSes18wd1Vq5kPgFGAbYOX6nw2QrJFH0D8nAB5wPVbgAKWWEcCsLrWEAMnyfUcx/s/wYLoKfGnQ8aVrDZFIjwdpA6O5WZfyZQypT2zFj3hOl3YFukUagNexYLgEnKCMZy0rBOiF7gP4UVsx63FnQbcy/jOOW0sCJyvn/S6XOlL07YW+HGAgFko1IuUBuN1wzlV9nIEbDMf5xPVYIgLi7P+W8jfdHR1IerjTMiktSJrz0Az6v8eS032KJq2pbkOP9/IJYHayLZrY4ANgOsfjmgtZNNdwskstIUAWbjW/705gY0+a/qPQ4vS6iER6POhWRt8KrbMVwK4G7W3xAQKshH5V/WgL8XZQxlrXxvjqMX+njHmsrZhNsTdUzu9HOHwwIS7Fbyvn4UBXOgwad0C3UAOSrXEQsZa7LUB2+dKYCMyuOM7XhuPE9H/HAL9BHN6L8DmKlHBfIC1etR97IJsEKzvWtDP68qlOYCuXegxa10R/by/KECyV8hnG9F+lnsEEblVpG6Tdn8m7pcHlHnWZOk+AZ8PjSKTHAdyl+CEW/qB0BbJ7m1ZL6q2OzjWYd80ajKLggxWp4dNwqKXhJehWqTtwtAsPnKcc8z04/KBFWm6Z+q6DdCj4jSsdBo2boe8OAPAUHl72Im5BUsVNdcyp5qvIDq2Jtli4LSOIea72o6gVE4ALKdEHE7LQmKVbgY+P/5XRm/6BQ/f1DJp/h64ldBG+BJbwMBZNqVGD0r7n5gFYEn13oU/wmMED/EGhyakvRCTS48Hc57sDxY5OSEh3k342tD5boG8LCBbS5JEUbhMPWxrblspxPWQjXgsNk6E34jvelY66Fu2Ly7cE8AOoa1yebCZbI4HDiNkAlQb4m+E8P2f492cY/n0/T0PpUSCLurdQ/OPuJSx5zdgAmBS4OOMYfHz8z4mutKzB68AULjVpQTIr87R+1PAhMI+HMcyC7Opr+BqHBpC+Qcp6tJkwI4GlPevTvO/9xaemSKRHAcyv+BH2Ca3TBOn9pDtoo56imF++m9mzYKwrFDHGUbBeEZgOsylMgw2LxFJo0dZBTsRxj2v0GQkvEaj+FpgNnXFjM2/gqdYwYh9gQdJTmjtIuSdgNpo72+d42p36b/RSiqd2DwP2o0QLeMC0iIlcFn4AVnKsa2rkg17LT5Ss9RywBuZSnazcBMzgSf8tGXSpzEvLDmI2eSJ6nx6AXQPo/K1C13m+dUUiPQZgO8WP8ILQOk0g7ulpnBhaoy2A6dH3Zh5GASd2YG1lnOsLjukaZZx38PDyidRBanY/fsDhSxvyML9HOTfPA9O70mLQOSVwo1JnM88Aa4TQHCkG6d1XAE5r8e+WU1wXTj/OegrIR+hf0WeNtaIDuBbHfdqzgpQy9M04Fh8f/zXMZpld2cmlprwgNeS3oPcwaMW3ePQ2QErUtAygDdrWImaH2laHDbq9T3vQurJC23UhtEUiPQLk5cDE5qF1akD607aiHxac8csC0n5Hy20F4tSAjxUxOoAtc8b4Y4axeNs1Bg5XanoHh7vvSGcE08dWg0+ApVxpUWg9EvElyMoDOE7HjdgFKeVI4zu6SWcGzjH8u/4hxtNOIPftPYGvcvwWu/I0sELoMXUF2JtsHiQghoVLetB2UkZdV7rWVBRgdcTHJSsDkPaxU3vUOi3ZStMqX2uOlAxm6XwBcE1AvUsp9OV+d41EIgaAqxU/wrlC69QAHGsYxx6hNdoC6en6s+LcNdi2QKyDlDF+IqMhHdn6ylvxGsio7zaltjtwawo4A9BHqWUk0tkjSJou0q3iU6XWrjwCrBVCdyQbyM6gKc10ty7/ZgbMdannhhpTOwCsA7yZ8/fXzMfA1qHH0xVkQTRPttGrwGwe9O1Jtt3yd6lQ7TmSdXEGYtjbKkuuP2JYvDUBNl6AyzLM/1fAZL412gLZ9b8vw3gb3B3i3DTp1hjB3hhKXyTS9gAPG36Aw0Nr1ALMQ/oL6Schb3i2wWyk1cwgcqZvAlOg30kajaJGFPkQ0HY0ADmv3ne2kZfNtMySZs5xrKU30jNZy+PAfC41pWidlmz1l115AlglhPaIHszPjw9perkGTlCc+3jec4B0Drm3wG+uwTAku6N0KdHAEmS7Bza4Gw870MD6ZPNZ+AlY1LUuVyDvBoshpYKrIIsDXur7UzRtTLYFGKdmvq5AjC//QLaWlw3uJPCiBzoPgKtDaoxE2hrgNcMP8I3QGrOAuaVhIVO8MoF8EGZ52bi9QKw9M8QBMT/aG5ip6Rg1pP73VPQeBg2CtUYCFkH/kHVqJIScc02rxAbDgQMJlw2wF/nrjzuR3/PiIbRHzKC7L5xb/7uLYf4dfR7qWq0qwMzAJRR3bB8NnAvMGHpMXUGeHYeRrZ1eg/OASTxoXIpsH2MdlDDDosogrv8aA98GYyjgkRQKYAPg/QzjbOZ2SpDxAGyh0Pr30DojkbYF8+7m/aE1ZgFYyzCeLwjklu4Csrsf75gzTg0xmcvDkPq8j8z5798jcIokksqo2VWYAGzhWMsMwIsZ5/AJYAGXulL0Lkh2Y6Kuc3oJJfww6ekgmR6aOuw+yGKUiUtCj6kqILuvfyL7YmpXxgGXE6iVqAkks++JHOMaDxzkSeOcZKs5BzjVh7aeBPCfjOegkHmxb4DFKZblczEeFsM0IGWKJo4NrTMSaVsQc7w0bgmtMStIi7E0zgyt0RZIDX0WhgCz5oy1MPnSzYowlJLsAANnKjWPxL3LdC+yvwiMQcwjvZkxNemtAYdQzI18CLAvJXmBiQhkdztPw2lbzXYB2BGpsy7CROBmAi0MagD2IN8z52s8eYkgi2BZsrIAHiTex6wC7J/jOlk+tG4NwHxIyWSW1n7NdABHhR5HM0i2kYndzEeKRCK5wNxC59LQGrMCbGsY01hgsdA6bQCsq7iJduWuAvG2QV4cffAzJWoHhrTk05rtfIfj+vu6ngtzzOvnwHYutaVong/xJijCa8CqIfRHfg2wVcHz2WAUMGXo8ZQZpAY+z254M51Ia1Hnbvh5QVK5TeV8rXgUT2ndwOSIcWkW+hGzmayClOllzTDsG1q3CWBu4B/k66zT4CdydmhyCeLLYSIaAkcirgDeNvwAK1eDg+w2mrwNnqcNVuARw5s87Fog5m4Urzc18RmwjM25sgEwDXo3/g/x8KKHdGnI4gXR4HECZFcgv8/9kX7ceekAriNnNkvEHshHUJFz2aBS5WY+QXaZzyPf77yZRyh5u01gdyTbJysTkbbGXp7ryAKstktMg5GU8LlWZYDJML/vdYdT094iAMsg2TlFf+8fAIuEHk93YM4+7iQulEUi7gBeMPwIg/UJLQKwkeLmWEn312aQmq48DANmLxB3E6SzgAvuoMk8sGwgbXe+Vo7labrphe5A02+Ab3LM9TjgfGA61xq70TwrktaYxbG5Kz8CR1ACU6OeDLIYUxSnBppVBdiVfL/tZp4D1g49ljSABci+m97gO2Bdz3r/kVFjJ7CLT409AeD0nNfM6qG1NwNMhZiqPk+xZ2KDm4BpQ4+rO4A5FPr7hdYZibQ1yMdWGreG1pgXJBUwjXHAaqF15gVpOVQkNezegvFnRXZAOgpoaOYjYHNb8+MSYHn09exe+u0CswPP5Jz7IUhLIe+tv4A1MGcimXgPWMe39ogAbFjw/EGglpVlBXGVz/t7bvA6JfdVQNqZ/QmdmWR3PEWBxeycmk/KofNsnxp7Aojpc56SxB8oQbcR5KN/a+BGipt5NviRki80ATsrxvGv0DojkbYGcw3xY6E15gUxrRtjGN8QSpoi1Qok9fAPwC+Km6iJ3S3oWRa4lXwtmsYjCzVbU4IHchaALdG/fNyMn1ZUkwDHkn9h6FNgB9c6u9E9KXA4xUwmO5Gd6NJmj7Qr9fM3uMC5+yD0GMoCMD3yXC5SZvUJsD0lv6cCK5LdQK/BGOAoPJfykd14F8TPoNTnomogv5PPc147bwfWvRtwJ/k7I7XicWDeUGPTgi5j7JDQOiORtgbzw6x/aI1FAE5U3Gj6A/OE1qoB+eh8VzEmLT9gqf0TUqe6K3AZ8CZSZtCV75EXviuB3wOz2IgdCiT9XMsVeHoJRDIUPsh/WfASsIYPrV10z468HBQxmhxEAY+LSD6QVnJ5OS+0/tAg3hh7IOnseQmWyZMFpJXpJeR3NX+FAEa+wC5kz3h7lQCdV9od4J85rx2QlqReMo4Q36ANgJMRA88iWZut+BHYhwosMiGeDd29GzbTSQUWMiKRSoOkUKUxgZK/TKSB9ErWfDAPAtYMrbcVwHrIR5kLHnCoe2pgpvqftnwJAi7NMNfePnSQ9MKLyV9P2HALX9SX5ibty1G8W8BDxLRybwC/LXCuvNZvlw3ExbxIuv9o4Cxg+tBjSQNZ5Nib/NkiY4Hj8FBS1Y32rcluyvY5MJtvre0OsoNelAHAZpZ1TYr8lncE/o60pM67yKXlDmAOm+NwCTp/rndC64xE2h5gOswr2pXoldoKpHWSpr5wLHACJWpFhZjtvajQXpTfhx5rVUEe+g9lmOuTPOvbEL1pYXeMR3Z35/Kpu659c6SbQl5GAkcT4IOhp4GUn+S5zn6iwovMRUDuHX8mX/kUyCLdLVQggw1YCXg55zhBuq8EcdBHnsNZS+5+ApYKobedARZFdvBt8RGyeLY1YkTZ0lAW2VCaHXmnXBPYq/5v70GeU0Vd+7PwAbC+z7m3AfAvxdi8viNFIj0WzAZcR4TWWBQkPUpLf6R+MkibQGSXZGvEwMkXw4GFQ4y3HUDKH97JMN9He9Y3E3AVxQwbxyC1yV5b7yEpgwdTrMb8DSq+kFkFgItynJu7Q+sOAeKd8kaBa7oPAcp0sgLMjJR85S3rGQ+cSqBFImBdsi/QjAc2CqG3nQF6IYavrvkByRBo/PmK/FkGwQMAACAASURBVCaVtvkeOJIKdr4B5sbsbTKRCixoRiJtAWYjwLZ4QQOuyXij/RQxJvPSSgXZQduJbB+S3dGB9MW9EHkh/0T5797EQ8u6dgVpDzhAOdedwIEBNK5KftOtBiOAM/DcoxfJVjoLs7FnKyYA5wK9fOruSQCr5TgvB4TW7RNkF/E08pv8fY8siAVZoNaCLNwdUteblxcItOtfH8Ma6Lu9NNOjrmlfIGa6PZUxwDnADKHPQ16Q57eJB0PrjER6DMDGhh/kj5QoLT4vyAtJllTtBsORNMvNcbDqWte1J5KKVoROxBhnyS7H74W0StJwke3x9SSAhYBvlXPdAewdQOOkwGEUc9wHuS+ciOdew8B8SPvJvN4G/Ym7c05Aspf6Zzwf84fW7QvgN+QvaZmI7KTPHHocJiheujMM2JeApmbAyuS7R/41lOZ2BjiwwPVUZSYCN1DxXXGgN/CzYrxbhNYaifQYgMkxr9JvG1qnDRBH1iJpl8OAq4EtgKkKapkC2J/sL8zdMQBYOyXWLOha5nQSb8CFAJZBv+vVQYBMgLrO2ZEFo7wf0g2GAsfg2eQRyWZ4oYDuW4DePjX3BBC3ay0fh9brA+S583fyp8G/BKwYehwmkLKGIuadncD1BO4Og7QnzJO5cEFI3e0K4h9ho+1xlWiY8C4Rev5tgHT9MPEWFehkEIm0FZj7ct4RWqMtgBmxY6w3CvgP4i+grotG3NkPB760oAHgURS7QsAK6GoZh1Lx1ebQIKnQ2tTRTgL6bCA1rjbqKr9F+nJ7TbEHdgA+y6l5GLCXT73tDrAg+kWlf4TW6xpgHfSlQV0ZhLRLLfVLMTAHcC3F2ne+D6xVgrGsimQ3ZeW6sp+nKoL412g2Lxp8j5TYbIMsTA/McS5D8ySwaui5twXSGUFjkLhNaK2RSI8DqXVLYxwwd2idtkDS4h8pdIv+/0xEdmn+QosVWyQF6q/IS50NOoEzyVALCvxOeexXaYOyj5AgvX+z7FocG1DrJMiHho1FqcGIs7m30gAkm+YY8rtDP0YPSkV3DfCcct63Cq3VFUhm3Vnk+ygej/i3lL2t39RIGdDIHGNsMBK5XwQ3NUNKNDRpyl25i9hpxDpISdGDGc7Da8DsXY4xFZJVUgVeBzYMNd8uQN4tNM+DN4gLaJFIGDB3A2ir+nDkBe18iqdAd0c/xIRvXaQN2/XkNy/rjg5gv5zj1jp1X2V7znsayC5Elj7AQdvfIC9LxyAuyEUZhix4efuIAeYkvz/ACMQbodTmalUA2E8x3+Pw7B/hC6RVWd5Ssxcoefs4xEdkf4q1F2141pRiYwFYm3wLiI8RzXOdgLRl1vIkKfcT4A9kexb7pC+SydZ2H8BIxwITHbRRxkMkUjmAvQ0/0pF4bgHmA2AzJO29KnRQwGUYMR18WhlrX5tz3RNBDB6ztN87uwSaZwLOw86i1Y/AKcBMHvWvg6QU5+EFYDFfWtsRpGODqdzoqdA6XYB8GOfZEf8JOIiSfwQgLXL75hhfMy9Rohd+ZKE+zzl7EUslT8g9d6H6n0WAaWwct6ogGXTa7JlnUWQsItfu2Bzn2RVfIWaXbZk9gniCaMpO42ZTJBIS5MPQZEh3fWidLkAevhdSrodDd3QCB1kYb2/gC0W8X4CVbMxxTwbZWc7CxZTgQwCYF7iRYrW9DYYjJSteDL6Q+9nR5EvpHYOU8wRPS64qwK2GOf5DaI02QYxW/5PjWgMx+5oz9BjSQBbVXs05vgYDgV0owb2tAdIFSfOR0pWnyfmRjqS2rw2cjiwitMq4+hlJnz4LWJ8ekp2EtNQdrDwPH5FhcRnYiGIlKzYYB5xNGy/yIPdDjffJN3jcHIhEIi1ADO3S6AB+E1qnK4D5gdtxUxZgg6MtjnUldDu8AwnsytwOIOnwWbiSkrzwAUsiqfU2FgJGImUoXowmEYOyvN0O3gSW86Gz3QDWS5nXDkr+wZsFpMzrmxzX17eUvMMOsBzwcI6xNTMCOJ6CnXNsg6Rd51n0f4QcXU8Qz4SjgU9zzuM3SNliKcomXICUZmpNmr8jh3cLcm+yWZKZhVeBxV3MXVlAzuGTirnoADYIrTcSiST/W9vXx/Cj/QDPTt++AVZHXv7LxC0OxrmnMvbjtGmamk/IvghwDyV6aUZqm2/CTi3luPqxvNQ7I2m+H+fQOR5xlY51vhmhdRnGi6G12YD/85HJUuLT4J+UeOcLWKCuMc/YGkxE3PHnCD2eriA+FXkWNO8lx70A2A17nX/GIgvEpZvXogDXKOfgFwqUkQCbo3Omt8n1tLm5MvINcYdyPs4JrTcSiTQBrIV5t+zG0DpdgxiiPZH7Vm+XPjjqs46uPyvAhS7i9zQQx+ssPE/JPhSQVm/XYucFqhO4Hw8twIApgVPJt+v3AbCaa43tBHBAi7m0lskUCiSz5IUc19FgYLvQ+luBlP1cRfHf9sPA8qHH0x3An8iXEXQ7GcuCgGmQhRQX/Ih4TpSmpKIIwBEZxr6nhXg74s8YsC8lyehzBeL4r73WnwImD605Eol0Ad0q7P6hdboGWCbfvd4qw3DYogyplX5WqWVvVzqqAvKQmx0xuNmw/mdlxLxJtUgDHEW2F9AP8JQynwVgPuAKsrU7TOMlYGscv9AiJQ15Pt4mIl4hbZ0BZQukPePALnM4DpgrtLYiIIvk3+a4fu4EeofW3x1I3fVlFPfBeRn4bejxtAI4I+e4ridjFhwwK/BOwfnU8BAwg6s58wHixaD9GD/PYtz9nZ2V/89IYF1bussGsrh+u3Iu+gIzhtYciUS6AZgWs4HHBGDr0FpdAqyY925viU5gcw/jnA1xpDUxFljDtZ4yAcwIbIsY871B+kvKBOAt5EV6W1J2i4BDybYI8DWwtM+xa0E+Hv6O1Pra4EOkK4mztHvEiOtAZBctK58B67nS1k4Av+8yd9ZLmXyCGHpm3R0fCewTWnt3IJkMl1B8Ee99Svw+gKQmX5FjXJ1I6VamRUnk4z9vJ5I8fAIs4Wr+XIKUlmnvww9juRwRKVPxQSdwN7CmTf2hQQz/tAvqg4EFQ2uORCIpAGsi9a9p/AKsH1qrC5D6Tm27PFd467oArILuJXAQMK8vXaEAVkBeDPI4RDf4DnG+77ZWE0mRzlJj+yOwju+50IIslhxHPkO07vgGMQ+b2aHmOdDXLDbTiaRKT+9KW7sA/Lc+Z8Op6L0DMXDLk8rdhxK2lUQWfS+k2P0NZKNgT0qc3lw/d/fmGNtoYMcc8SZFn1Vnk6HAsi7m0BXIM0PrzfIBDu63SLnn247OSSveQ0pRKm3oCPwG6Kcc82A8ef5EIpGCAIcrftRjgJ1Ca7UJMA9Sex2S7/D8cYG5C0SDPrRpGjTSg/lxy+dyOOL+/KuMAP6HvfMOl6M49nYNUeScc7TJORlMBpNzsEkGbDIGbJKxAZOzTTAim5wxwcbkIAEigwUYkQSKKCCQBCgeSUfv90ft4du77M50z/RMz+zp93n02Nf3bFd1z+7MdHXVr/Sk20aMahIpXkqLBE39PgR4z9H6TQBuAFbJ0eddSBe4GALslJdf7UDt+3AcFducdIFqXqTZIFxJyUS/0BawlwDjU8ynnhG1a1pqcczafF9LMb9hwHopbaYtM3DBcCrSYQMNlDxlOK+R5FsKuTwwNqdrEkcnetB0HBU6GQeWQDMdTd9dRlLSDMZAINACtPbN5CZ2qm9fswLMDZyBu1TmLHiptweuMfTvAdpEfEjkBy2EM8i3PdC7NDkBBQ7AToyoEzjBxzrZgvZdfgo3rTWn18b6BTl899DTqFtT+nYnoV1m2wHsQOs+7a2YhAORMpcA86HZSFmfbWPQlPjS9zBHN3VpWu69S8qTWWBVihOWa8WLVODZDFxrOJ+JwEYF+NNYruSDD9Fyw90pmV4IGrDZCu3eY1MG9QUVLU8JBLo16MboccMf+r+AhX37bAuaDnkhfiLAzXgLTw9w9Hqbdj84y4ePrkE1L0xPIrIynCbti4B9SS65aeQGKqKkiwpq3kp2kbEu+gFHkkMmCrrpM9HEaGQksK9rfwJ+AE7AvlXcl2RoT+YaYB6088W3Kb7P9YwBzqIiYnPABrXfoy13k+GeAjxpaW84uqH6FbAJWg8/N9o9YD60K8OmwLGo2J9pIPVXLtfTNWj6uwnTgf0K8inCf+ZnPdPR59wdaAbhlhTcEQjNhj0YPQgckWIOrwILFelzIBBwCDA70NvwB/8VJU9RFvlho7szWv/rSsXcFV5TitGT0E8M/OwE9vTpa1ZQsaa38ryYTRgPrNvElx1QwTAbelGhk2e05v5C7E9VW/ENcBGO017RjdNNpMtceMS1P4HiQDt9XJniuvcty3UH5gLOJJ3IZT1jgLOpyMZfRATtJGJb4jCFjFlVaDcYU54nhZBozYZJcPJDSpoFgLbfM9W++XPBvq2OfSC+aEahG+vbgL+gnQx2QjsTLYcGjnoYzndWtKvRWujv5nfove859F0+C7ea+hEIBEoMGgQwPRkGjaSW5iRE5IcI7wZoilWa04EieNv3Oon8oMxrskkbB6zp2980oOI/b+d5MWMYRpPWfqgYo+138wsqVl+HZl2cAAxwtJ6T0falKzj2cztgUAp/xgAHuPQlkD+kF4x7FpirBP7PiQpnfpNiDo3f30pt/EVEgFOwE1YFPdnM3LoQs/bJ48hYHgL8BDPxxk2zzsk1qGicaZndbXgIYgCXG/pXdqajv+NhwOfooc4XtX/DyS4A2orvCM++QKC9QDdMD1rcCKajL1Nb4y+lfRa0Zvg63KmT58lhPtapGeh1M4mGD6SCaV5oap1PXqeJejawAubKul18B+zsYx2zgNYV7oe7LIxpwH04rDlET1NvIF02wH0UnLYZSAeaDfR6imt8B55LcdAA/Sno6WAWqrrxnwX4R4r5vgos7sD+rCTrK4wF1nc0XxOhwQtd2HIF+lwz/X4+jaffFDA/9pl4AeVlYEUf1y0QCOQMeop+PvYvw/3QOqZlC/BxBeBwNL3/O4c3N1smo+Jgppu5bymZuj5wlKHvL1NyReh60LS5MnBUC/8WAt6wHKvSYpzAFmjqoQumoin8ztosATuiJye2DAW2deVHwD3AyugpmS0X4jHVGs1YOInsGW1jqeDGX+SHPuSmJYr19MTRMwvYJsHWdByW9gGLk6xP8Ywre1lBN9UmZYUA7wBzevY3TQlQd+Zr4DBKWnYSCAQcAuxJ+vrC99Agwk7AIhn9mA8VyTkaFfApyyn/VGoPfGBNzAImd7m5Om7BvDPATb59NQEVWUpT3/Y9+qL5XO0/s9bIgZZZNO1zjwpBmQpw1nMHJWs/ZgOaJvqEg7UFTTe9BJjXkW8LYJcF1cV0dLM4ows/Au4ANsM+ZX4acLRHn3ug9bppAlL1jEXriCu38RcRAVbBPnAzEcdddoBLE2ze49JezearCTY/d20zDWiQqo/htfmCjO+EjnxeCvdaANPQg5I+aFDYVmC0jExG3w8ro0MUCAQcACyN3tCyMgRVYb8VOBc4BlVFr/93KJrieDlaG/Yc2V9+8uTIhrUaZvCZPXxdyzhQwcSnDedd+vZ06IbQhtfQcoiZmoy1JLA/uilM21v75BhfZwJuTjHm6zTRGKgSqODVY7hpIfgNel9xsgEHDiRd15BewKIufAhkB9gHexHYCcBunvydBVWEH5riu1fPd+iz1klgzAfALth3NxhIEwFWB770TbC7Tg42k8oARrm2mcJHmy5So4CVfPvcBZq96ZITGsafGxXeuxrNkK0SU9H3kqV9XZ9AIOAZVDH5KMrTQq8MnNFknd5L+Mx4YDYf19AEtDPARwZznwps59vfVqCn6jb1fQ/QZOPfYuzZgV8brlM9n5GQOoee0tkyCtjezcr5A82geRB7ca9mvA9s5civpVA1b1tGkEIBPOAW9Ldqewr3NbCxB19nQZ+zg1N83+r5Ht04Ns06qgLoO8c52N8PniGHk8ratYn7Hg1ybbNm96CE+Y7Iw66FfxFwu+G1GQ9s5NPfRkgu67AlNusELV09DdXDcRH0zoNRaNedsPEPBAIK2t7rRnQD2F2ZBhzbYn2SlMSfKPqa2QKsiFmq7GhgZd/+NgPNJDHlLVIEZdAX1AOwC4olbiqA32L/++pEgwc/EhusGmiron9bzr8V/8SBHgn6knsC5srWXUxD1dpDzaQH0JIx2w3k5xR8QgnMjOqVDLT0tZFx6It7pVN10UC0bVnU9Nrccym/QTvmxPGvnOxummD3wzzsWvh3heH1mUoJBWzR7IWsopr1PGRhe2ngRDTA7Lst4RTgSTTgVNnSwkAgkDPAT1Hxve4WCBgP7N5iTeYg+SZ+etHXKg3AVgZzAegPLOjb30bQFGxTMp30oRH9DwxtnWI45lboKaQtz1DC65EGVCMgzcl7IxOBs3DwUgOsSnKWTzMeBOZwsS4BM4DfY3/C9hYF1iajm49D0ZroLIxDS54q/9tHe7Sn6Y6yZ85+/SLBh1tzsrtlgl3nugMWvp1meH2m41iPwSWokKwrppJCIR+YBy2DvYPsGUCmjEHL7w6nwtlCgUDAA8CywFWkFwqsEp8Da8asxfYGY2xS5PXJAnCk4bq8CvTw7W8XaKumDkPfnWRkAAtj1kf+UYsxlyPdZnMIFfqeJYEGQ5KEsEz4FNjGgT+zovc8283l+8DyLtYkEA/wpxTfjycoKEiDZg8djP1Gt5HxqF5O5dqzNgPVWbFtzfYRDtuBxvh2YIIf9+Zkd88Eu0ZB5Rz8Ogzze+DvffhoCsnBHVuMn/MxPi0O7IX+vp9H3y+ylMdNQDsv3IFmHaxNG2QMBgIBz6BqxfsD/8FebKkKPEVCn2/guoQxplChFnoiIuhGx4QHKMnDBNjQ4rru7dDuzgb2PrIccw7SqdFPAU50NbcyUFvfNAGRRu4FFnPgz47Yd4j4htAqMFfQLgy23IKhBogD/3bGPGOoFROAvwILF+Fz3qBBtZ4p1uGfwFwF+bh3gi9v5GT34gS7P8/DboJPe2Ge/Xl+0f7ZAsyF3eba5B13yxz8nBXtiLETGpA6Hs1uu6Th319QEdE90BKS5SjJ+1kgEGhj0E3L7uiG+H2q3QZlKnAmCTdPtGYx6eSiX1HXwBXAjGjww4RLfPsrIoKqwJswEccnfiSr/I5MMWYE/Jl00f8HgbldztEn6MnpIWRPkfwWfXnK9FIELIJ554wuplLyE7Eqgv5O/pbiu/CXgvzbiHR97OuZiPYub5sOE6jmzLuW6zANOJ0CtTXQTVfStZk9B7vvx9gcRMEbOzTwaZph17NI37KAuajvJFQL66SEv/uAih34BAKBgFPQ6OoWaEr5FcAjwCvAx2id85i6f8PRVN230Xrme4Fr0VZGJ6Jpk42tAw+s3YxvBgYY3sRNGAxsZjjH3xuM92Dea50HaG2aafuaI5NHzN3fcwx9fTIH21cn2OzIMPYuaK2rLQOBTV3O0zdoxtFpZO9K8iqwSkZfIvT3P9nS9k3AzK7WpDtTuwbXW67/VODwAnxbGT2pzqL4PQm9tyyet79FAuyH/T3tazxk0aBdSpJwqkMAbJtgr9DTdbRNrqkQ6r1U6NQZ83aA99Z95p8Jf1tIcDEQCAS6PegJ4RFkb6/yGIaiKOjLp0ktZ+lT4VqBCt2ZiNJNBXbw7OuVhtf4ohxsn51g8/uM46+CBshsmYa2BWurDScwP5oKbbv5rmcymmGRaW2AddCgpg0vkFBaFIgHvf/+3XLdxwE75uzXYmhQIotQ7lQ0ULREnr4WDRrAS5Py/w6wjCefZyBZ6+gVh/Zmqs23FdOAFVzZM/DnZ5jrMzxBxZ416AGTCUfXfWZxNJusFR3AGj7nFQgEAt0K0qdaTgNOwSK1EDPxP4Dj85xz3qAvACa1b98Da3n08xbD63FwDrZPT7DZ34GNedF2PWl4k4JbnBUBKkZ6L9kCf+8B62X0Y07MT5K6+LQdr0lRoCJZNowE1s/Rn7nRYNt4S78aeZSM2SllBFiNdFoet+JZbBaz9qRbO7KVlE12kws7hr6sR/xGt55XyKEUIm+AfQznt37D55ICB29TkL5IIBAIdHvQ8gFbJgC7prB1meH4++Ux1yJBH5ImtehD8XRqhXlf4n1ysJ20+XNyQoRqM5xneC0aGQf81oUfZQNtHfhGijXpYipwKTBbRj8OR+8npowGtnK1Dt0FdKNtw6fk1IkBmAU4gew9xfsAP8vDR5+gmRonYC8S3EHdqatPUPG7JIaSUZwRzUiKYxwOhEwNfVkDFS814U0qqjmDlqkmMY2GIBQqzJfUAchLp4ZAIBDoVqCaA7athL4nZes04CVDG5lbkJUB4GTD+falIIXmBv9OMfRv3xxsJ6WAX+XY3tbAMMP5NvIIbdA3vBF0o3Eg+iKels+ALTL6sTrmwlKgnRucZ6W0KyRvkhp5jZy+78CuQH9Lfxr5CNg9D/98g5ZD2IplAnwJbOzb/y7QMgCT3/RrpGjNiL67/MNg/D/lMb8m/qyGZsyY8F8qXM5Um2sSX7T47GEJnxsPLFvwlAKBQKB7QXIadiMTgM0z2DMVIsu0oSgTqDCjCU9ScPobcIChb6c5truBgc3dXNqs2V2I9CUBw4DtXftUBoDZ0XZINifx9UxHa7hTn2ihHVHusLT5R5fr0I6gLa5seIx8FNp/SrqNbT3DgN/SpmnCaB97E/2YRl4CFvHtfyNou2MTBmFYDoDW+x+AWdCyNzBjAfNcA/M2px9S8WAyGqRKoqlwMJqRlxQYeqLoOQUCgUC3ARWrs3nhn0yGDRB62miahl14v968qD3wTOohAa4v2LflDf26N3k0K7v3JNibCszr0mad7QjNfJhiOPd6pqNCY/Pk4ZtvgCWBu0ivDzAU2CWjD4dhd1/6OxVS0C4SdANmU/pyHY43TKgOx5Wk+7118S3wJypYL21CbY1uTbk2V1LigAh6PzGlNxrgWb5hjHlRlf+LMM9W+poCSuvQjgempSyf0gZtKYGlDObaMoMP2Nvg887LDgOBQKDbg6bnmabjg768ZUq5REW/TGmbDACRH0433zac+6kF+zbEwKfvcCQqhaZ7J20GHnBhK8GPDYEvDK9JI1+ScaNbZlARy/+mXBvQAE/qUy40xdSmS8DDeBY9KxvAdpj3IJ8OnOHYfleXmSx1/pPRDW6lT0zjAHZC7ye2jAcO8O1/Emiqvknnn0amofX0pq306pmEI4HBhLmtjXnGxgBgybx9KgI0myeJI2I+H5H8PtSfinVHCAQCgdKD9uK24RgHNueysOe0R3AZABZF+8wn0UmBIoiYnzxlFsNDsyHeNLBViLAXMA9wv+H8m3E3bbo5qV2rY1DRvTSMJIVQaJ39uUjuHV3Py1S4rtYlaImNqbaLcz0F4OdkCyB1or+tZV36VSbIdur/ObCm7zmYAqxENp0RGzqAnQuY07qYC/4NoY2+y2ingyQ2TBjDpCNUKQQtA4FAoC0AtsQuHfNmh7ZNU3tbRo+rDNqbPqk/MuhLTCH15uhprwlfklGoEDjVwM4bruZm4dcRpK9//wrYv2ifiwJYELiRdF0UQFtNpvre8P/LNUz7w/cDlna9BlUCWBHzU8lJOMxkQVOD7yNbi8lngHVc+VRGSH/qD/AfKhjoQksOTbLNsjAZ2KOAuayH2XMcYASwct4+FQn6DhnHNAzKdYAXE8YZZjJOIBAIBBJAe4DbiAy9Bszq0L5pyvVfXNksG2gLnckGazCe4k7C3zW8Lg8DUUobu5C8kZtGwslBXqBp5+8YrkMzHqOgdlM+ANYnfdvAgWQo60FfOE0Vtr8E1nA596oAzA98YrhOE3DXh31G4CTsO8rU0482FdnsAhUhtRG6rKcTOIcK612gmjP9MnxH4iikCwKwKapJYcLXwOp5+1Q0wFEJ8/7YcJyNDdbwpLznEwgEAm0NWof+nuGDCzT66nRDAzxraPt+l3bLBqpibHJKNoYCUj0x7wYAcDOWQmFo6y+TE3anrf9sQRWmz8AsQNOMscBvSBkkKTtoXfdvME99racTuIKUtfrAEmhA0oRvgS0dT7/UADOTfKLWRSZB1wa7a2Oub9KMscCJtHG9L5rJcjjpfjeg98620BxBtYAeyPB9aUZvCuiCgKatjzf06Vtgvbx98gEqvBrHfRZjJXXlGUABnRwCgUCgbQHuNXxwgb6sp273F+PDeYb2P3Btu2ygqtYmjAB+krMvEdDL4vvRC1jJYNw5UOVmk/Tx/sCcec7TFGBV0p92g25U2zaNGT3JvJ10qd4fAuumtDsLyS+fXUymjUszGsGsJzpoFs5eDuzNDlyKeXlGI51oaYl1D/gqgd5LbAR3mzEa+CWwuO/5uALVITIVqWzFSDSwkntWBNqi0TQwPI6Csvd8QPK7wrEWY/3cYD0z368CgUCgWwIcavjg6uKynPzY2dD+FDLWm1cBtKWcCSNJuWmy8OWn2L2QTQbuRNszzVE3ToSm05+FBi9M+IaS1Umiac2nkE6FGrScoScVrNc1BS1nSerp3IwpwJmkbF8G/BqtX0+ik26QQgqcbrH2mYW10A4DaTtogAo2tm2ATEQEmA24gOyb3EbGoKr676An30+igokXoG0fKxMkQIMjz6dYg1FoYHnugvw8GPNA1xTauJQFfS4m6R+sajnmKwnjvZzXfAKBQKBtQdW0ber+/4fDuv8GX+bB/IVoxzx8KBNoyvm/DNdjCppCPW+O/hxv8T2pZyoqhjcQ+/T5ycDP85pTVoCfAH1Srgvoy2ohp1Q+QE/l/0y6QMkbpAz8ABuhZUomXOR63mUB2AtzgcYrMtpaEA36pWUIepLdliUyXQB7kD5A8j6aDZWFt1FNhkI2yFlBa8FvIf495Xvg32gP+VkK9O1Y7ARQM3fLKTMkn9iPwPL3jYpixjEdWDGvOQUCgUBbgr6cm9JBziczwOOGvmR6Wa0KQA/Ma3dBLi0W2QAAIABJREFUX6I3ydGfKy18yUoHFUjvQ2vfTyJ9pwCA12nTmlCRH1S+n06xLhPQwJP1phBYHLO2kgDX0mZBGFSY0fQ7+WiW+aOnoDaB5HomouVfba3ojXZ5MdW5aWQUcBjawtFV1sC3aCbWbL7XxgQ0e2xFNFPwEDRYtAu6roXXgWNeptfFxUX7WDTA5QlrYFz/XzdmRLI45Nl5zCcQCATaEjRdy6bd0JkF+PRrQ18G0eYnRV2gWRpvWVynKeiG1Pn6oJtd1yJNzXDagqwI0JfT5zLMeRpwHTC/77nkBXAQ6TaKzwFLprDXA3Nl9TtIWXZQNtCWe8MN5/02KTff6Kn/I5bXsp6HaKMe6M1AM9v+hl173S6mo3oaC6ABrbTtAeP4lDZUo88L9Bl4jeUaP0A3eF8hucvIISnHPTFh3E9czyUQCATaFmBHiwfYJxSQWgfMjabzmbBZ3v6UBfRF27ZF0r3kcLqDvgBdaumLDeOBbV37XRTAvsDQDPP/BhXByqXUxjeoSOA9KdZlNLBnSpsnowGWJB6u+rqjAUPTji6DSdnNBX1+mOp4NPI+sJXruZcJNMD+W7T8KQ39qbViREUVs3RTSGI88Cvfa1Z2gFmBBy3X9j0qkmWRBWDDhHWYDMyTcuz5SS4jW8v1nAKBQKAtAW61eIjtUKBfVxv6dFtRPpUBYFGgr8U1A02BzqX/PCoeaSK2ZsM3wKZ5+FskaIeDS8iWrjsA+BVtenKEpvIOSbEu15PihRr4BWY9up+hounoaHDOtIzqe2CNFDZmRzNV0nR5GI3WTbd16y40Nf3DFOsDes+4kNp3HE2Btt10puVk32tXVtBMjl6W6zmOnLv0lAXg/oS1+HfG8ZMyuU5zNZdAIBBoW9CXClORrMcK9m0FzE7rOqiQqrELSPcSMpScugSgae9PWfrTik9oMzEftHtClrIAUEXvrX3PJQ/Q0+prsRPSAt1cWactox0oBhqM/zIV7DSCeSvV6cDeKcbfgOQ031b2bqf92/ptiKrvp+U5GjaM2NeaZ2E6cLCv9SsraPnF+ynWs1usJbAsyZ0QDspoY+uE8Z9zNZ9AIBBoW4DVDR9gk4AVPPiXFE3u4vKiffMN2h3gRsP16WI8sHuOPu2Fnlin5VnauyVe1rIAgCdo01pdYDPs1c0nYtFTus7WImiHgST6UBGldBERYFfMT+UvsRx7JlQwLk0d+0fAFnnNuwyggdAHLNa/kS+B/ZqMuyHmLeZcMQXYxsc6lhFUZHBQinW807fvRUGyJsI4MgZU0XvQqBgbk+gGpRaBQCCQCeA3hg+xSz35twJm6dOTgOV8+OgTtCbOlmnAcTn6NBNwIPCBhU/fA8fQpmnu9QBzotoJWcoCpgH/IIUgXtlBU8uvwT4b4FFgAUtbs2GWVv06KetWiwRYGbPyBtBTZuMUfGBp4DXLawIaoPkzBbZlK5ra2txIusAItc9dDszZZOwZSV9GkJXBVDADxjXAlmjZii3fAQv79r8IgFVJ/v5f58jWzQl2uo0uVCAQCKQCuMHgITbB50MMuMrAR4B/+vLRF8CehmvTjEvJccONlpdsB9xG603JZFSDYpm8/CgraFnAExmuH2jg6xraMxCwBfZ90ocCW1raiYCLDcZ+E5g3p+lmBg0smW4UBwELWoy9Hem6NjwJLJ/nvH0CLAH0JFswrxewWoyNgzOMPQItHeqDZmalyUzoWeSalg20I1Ha63u6b/+LAL2HJpW8TAdWdWRvhwRbv3NhJxAIBNoW9GQriWs8+7gA8Slf9ezj09ciQdNNTdelFfdSgNo52oZtU+Bw4HzgdDR4UfpT1bxBaxrfzXgdJ6MbkaV9z8cl6Ka2J3Ybl2m175hVKz80GyrpBOsdStqeEbjLcH0mAesZjhmhtecmWiz1fA0ckPecfQEshorUZhE/HY5mSrUMwqLZVLYlMV+h1+xHGXFoF5nDsGsn2wmsk++Klg/0u3+B5drXM4SKdxIxBbMg1fMO7fUg/rfXrYShA4FAwBqST3U6KMGmAtjf5ImLqse3vSAgsC7pW2810hvL1OmAW1DV9gNJV2NaTweairys7zm5BA2SDLZci1dt1wFtaTc+Ydz/UrIgALqpM+VQwzHnAR6zXHPQoGJbivyhqf5Xk9yKLI5xwDk0SfdvYs/29P82DPQq0M3tvpi3JrzHzQpWA3SDeZ/l2jfyF9/zKAJgOfS9K4mdHNt9KcbWf13aCgQCgbYCmNfgpn2rbz+7AB4x8Be0TrWHb3/zAjiKbC+gzegP/NT33Lo76IvnqcDYjNdzCqoRULhwZ16g96t7LddhLE1E1RLsbEzyC+27lESsEhUnSwpadHGz4ZirA59ZrvVQYJe85+sDtGvEHaSv8af22Z7AIhZ2bUqErDecaEtZk2yAKZTgIKAIgIVIp3XRSOXb2CaBtrl9z2At+uRg+/wYe2Nc2wsEAoG2AbMOALm0jUsDqtpteup9N20mKIdugB4ynH8axgLb+p5n4IeylyvJVlsMqhx+B7Cm7zm5AjgA+wDJtViI0KGb6qSMg3fwHARARQxNxTY/BGY3GPNXmAcUQMszbqBCnRJMAX4G/Iv0qv5d6/MQsJKl7bnR0h4T/pFhjnNg1rLwvLQ2qgL6TmSrO9KKlroO7QCaRWLapWnzHOxvn2Cz24tXBgKBQFPQmuw4+vr2sRFgc8zbIfWkTYIAwCaY9S3PylTgaN/zDSjA8mRrK1bP88AuwAy+55UVNBXbts/6G8BSFjaWJFlUz2sQAPi74dwnktA6En2hv9ByTYfQZkFDtO5+H+AVy7VoRm9go5R+7GtxDbK2VpuT5FPvd7PYKDtoC9txqa/0j/mj7znlCXCR4To8mZP9RRPsOhEcDAQCgbYD2LmKDzDgD4YPHoDrsGh1VTbQF7MrsRfhysrVVV63dgNYG63HdhEI+Aw4DoMa5DKD6iachl1a9tfA9hY25ke1BOJ4Cw/dAYBtMP8+HJkw1sxopogNt9FGIp61a3069loTzfgfsHNGf0wF6I5xNP8FiT/9ng4s6sJWmUADX+fg5t5az1RUj2U3YJ12WjvgMsM1mAyskqMfcZlgW+ZlNxAIBCoNmkobRylT2NAHts3L6uNUMB0MPa118TKalicpcduz7ggq/pg1JbmLseiLXKVre4GNsMuOmQachWEmBJoi3SthzEKDAKhAn+m94YGEseYCnrFYv5HAbkXNNW/QtO8b0Xa3WemLntxnzrLBLL16PAZlHRY2NyX+3tJWnR3Q7/6jWS+6BQOBI3zPOy3ou9fVFvM9O2d/3oixnSkAFwgEAm0LcGzMzXOUb//iQE+sbASS/kdCCmxZANYEnraYW558Tol0IAIKsB4a2HLBVOBBVGm/kuUBqD6GqUhoF09gqOYPzA48mzDemxR0Io6evpswIM4nNI3WpgXlw8CCRcwxT1DthIOBly3mHsfraMDWWckZ8LaB3Udc2auzG1cK0DbK9mgb3aQSn7zYwvf8bUEDoXdbzPF/WOiupPQpThTWSvw1EAgEug3AGTE3z6d8+5cE+lJuo9Y7Cfg9JU1tR9vp3Ir2XXbNcPTEMM3J8STgKN/rUyWAxdGTwPNQAbr70FPWB9FrfBHa9m9NMmwagA2A/2T9ctQxADibCmYFoKdTv8NcOA30RG59w/F7oFkxcbxBzkEAYEvDuU0BNowZ5ye1623CRNrgHoD+3v5O9i4bXfQCtsnJ134G9s/IwW5c5sEdru35ANgBGJ398qcm15Nx16CiqCbfxy46iLn3OPSrZ4wPv87bfiAQCFQStO6tFUbtonyDnvwl1eg20pccVGnTAqyBRtZNxQ1teJe6DQ6wBHAxMCbFWHcBc/hcqzKDbqgux16scThwCxnaRgEboifarupYO9GAxf7ArC7XKW/Q7AgbJe/JJNTI1409K/DvhPHewjCzIMXcZkJP1kw4K2Yck1aHXfyPkpaDmQDMBxyJZmi44glybvOGPqeScF6KAXwUY6+3a3tFguqG/IV8guw2DAEW8L0eJgAHYS+OeHxBvsWJlv6qCB8CgUCgcgB/jLl5XunbP1PQ1LTnLB9QoKd5m3nyeVZ0c/Uc7sWHurgV6NHC/jxo6y5b2/3IUdSniqCbqV4p1rIZb2MhUtfEl9Vr193mFDyJ0cA1wNou1y1PUEE32zKa2zFrkzcLqsMQx/vAwjnM60TDubwBzNRijI2B7wzHuQ6YzfU88ga9v+6JloW4+i1MRTtyFFIShVnA4ueObSZ1BnrFpb0iQVurPpXh+o9HA/WHod2Ifg6cRPq2gS8BC/lel1YAK5Gc8dSMewr08bQYP/Yoyo9AIBCoFOjDqxXX+fbPBvSF758pHlag9Zu/Jec+1ujp3TZoSvjXKX015VJDn7ZAVeFtGAccmOdaVQG0fvpO8gngPESGE6KabxdgfsprSj/gXGBNl2uZB8CMwCXYXZ/3gGUNxu5BchvCj4ElHM5nAcxS1ycAP2kxxnqGY4wHfunK9yJAT3c3B24iXYZTK75GS3aWLHg+JuJ0zgLYtfWLE1UD6OXKXpGgpVKDUl7/4cAJtBASRu8FD6QceyiwHyXSXkEPVC4mXeCsLwVmCaJdO1rxi6L8CAQCgUoBHBVz87zdt3+2oDXAZ5M+vW8CerJ3JAabAEOfVqmt870UV3NoJdSEainclsLO9bTIMGh30JOy4Q6vWTMGkHGjjb7MHQf0z8G/z9AXxfVcrWseoC/Y4y3mNQqDk1VgbpIF9D4HlnE0D1P17abpt8BamN2D+gNruPA5b9DA746oiv8Iw/UxpS9wOJ7ucWiqehLO0pyBIwzsPePKXlEAR5NuMzsJ7RaSmAGDihK/lMJGFx/U/JyviDVpMYcF0A31lynn8CmwSME+nxvjT+4aBIFAIFBJgF/H3Dyf9u1fWtC+u6YprnGMRJXWL0aDAtuhJ2grAIsAiwHLo6lymwJ7oyJk16Gngz5Ehi7MsG6HYLdRAk11rkR3BVegL8o2veezMBoHmzH0dG9Psr2kxjEQ1T/YGIdK6K5Axd+GWMynA/iNwbgLoy++cQwGVsro/0qYfeeebbb+wGpoYCOJxyl560+0fOlX6Knr9wZzsmEqmn3jXSMGfY4lcZkjWwtgli10kwt7RQDMiWZopeF5LH+z6LvApJT2upiM6kucBKxKzvdS9LofjP6WJmbwewgehGPRZ04rFi/an0AgEKgE6MlYKz707V8WUEX9XhkeaFXkKgfrtgp6GmHDJDRFsnQbP9eg9Z95aTa0YgQOX2bQa/w38gtQjUQzSvbD44lWI6gA5nuWc7mShK4hwDIkZ4MMJ0MgB7MWh2NpkqaOilOONPj85ZQoFbkLNLNrLfR08kU0OOOaUWigtzTdL1Adi6ST64Eurhnx7dTqKUTcLSvA2sAnKb4HXwEHZbAbtyFNw3foYcKVwDHoIcQKGGiVNPjVA73v74wGF+5ES5RciCEOAlZOu2ZZQHVbmjGFknZ7CgQCAe+gfYtbMbHqN1D01PNEskW2q8K9ONqAoz2yb07hw1PAoi58KCNohsc0h9fMhqYnuxnn0wP4JXrqm1dGw1S01/oZ6Eu51yARmrb/jOUcHiehrhXNAEramH5LipZxqE6HCYc1+ezywLCEz3UCv7P1K0+ABdFT/ttxn9rfxVS0o8Oe5NyvPC2Y6QDsm9HGsRZr5lR00DVosOh40p3E/5uMonxokDGPAFUzJqCb7/eBd9Dg2HPo/fYdNNg5GHsFfxveBRZzdf1SrHerDlADfPkUCAQCpQdNZ4+jLdTe0WyA+yn+5LYo3sPyRMBw3Q7EPsV2FLCra198g36H0pSVjEZFJh9DUzvfJn2a6ME5zm8BVKviyQz+mTAMbXm4NzmLbsbMdWbsU4PfIGFzgNlGqgM41MLXWdGTuiReoiG4AixOskL5RGCvlEvpDDTouA0qXPkW+bZp+xA4mYLrldOA/k6SGAYsmHL8fTDfsI6hxC1B0YwJk4BJI5PQoIGrAPpDKXyoIv8B5nSxZhnWupWY8r98+hUIBAKlBq1hjyO3DYcP0PrkPg4fgGVgNLB8jmv2E+zTpqejOgjOgxI+QLs3tDppaMZXwHnAujRJz0U3dVsDD6KnkKb0p0VrN8fznR1NFT0PDQh8jG4kn0dTUYda+BzHFLRM5zQKFp1Ds4NsgwD9gRUSxm2VktrItRicOgNXGIzVAaza8Ln5gf8lfG4yGVpOZgFtpfhzVOiuN27bVjZjDNAT2MDHfNOC3ntMUtnfwUK7AT0pPw67jKbr85xrFtAMnMF2XwlAg0FO7z2YBW2qzBQ0o8truRCabdGKc336FggEAqUGfQmOS/291bePeQBshrYM9JXO7RJnKtAx69UDuCGFbx8D6+TtX96gSuAmjEFPkoxVw9G0+CQl+Xp2yXOuhj7PApyJ+0yBIaia+x4UcLKEtgk0rX3u4itiNgzoSbbJiT1on/eWAprAAZhlLV3Y8Lk5SW7nNgXYzeV6xoF+Z36GbhyeRdOX86YDPaXcnwp3K0FLFEwYCGxlMN6qaLmWLT8rYr42oAGSs7ALpHZxPQYK/yl8mg03IsRl5DNKEkQjXsR6T9/+BQKBQKkh/mV1CG0s7IamdV+JeyXponi84PXaD/sXmw5UvKuSehLoxmWgwTyfBxZOaaMHZiJvAHe7nmNa0AyHzy2/D6Z01Nb0ZHIsRUI3EI9b+jaKmPaM6GmkaQp7B/BX6sTn0O/caZgFKL+gbhODbj6eN/hcaqEzw3WdC/gFmkXSm+J0WCaj1/MQSt7NwIbaGpryChqIXBvtVrMIKqJ4NFqGlKYU7iXfa9AIKob3Woq5fAPskbNvabsPlJVJwEUkaKEUCXB3C187yajlEAgEAm0PyTVzbd9LFZiXbP1vffAdTRS/C1irFdA6dlteB35StL9ZQVX/k3iYjKn56EbUpEXfcFdzcwEqqndXiu+DLQPRspK9gPkdz2E+zII89XxNfBDgPsvxpqFiXi9gptjfxc51NntgJnB4u8v1q9leDE19vgpNRy8yu2oS8C/gIGAe13MrA8BSmLVxzIOpwHq+16Ae4LekE7d7HliiAP/iBJarxkPAcnmvmQ1oGV2rtpV9ffsXCAQCpQeN6sZxhW8fi6L2UDmb/OtRXeCtxg09obwK+5OkicAfKGGrsVagyspxDMDRqQi6iTLJRvGmutwKVNPgv5bfh7RMQ4NQl6BtsTKn8QIbYd8JYRgtul4AazidcXN61dmbFdVrSOJLYK6MazU7WkZ1Mqpjkab2OiuT0OD1gXgSkywaYHvyFUdsxTm+594FsBAqqGpLB5pVU8izBy3DyauzShFMQcujShX46QL93bei27yzBgKBQGpQFeA4vqLEyr95gKbw5tUj3QVjKMFJF7A76dapD7CSb/+TQEWGkl64j3Bs8zyD9dvUpU2XoBvypyi248YkNFDzZ2BzUgYESJe224cWYn6owFiebFKz0wOtdTfhHMs1mQVYB82EuQ4N8qSpt3bBQLRuezdKlIpcJLXrUGR2xaOUJGCLCpPaZMd08Rmwvgd/bYRjy8KXwGXUlSSVEbTVYSs29+1fIBAIlB5gaYOHwgG+/SwaYEcHD9O8OMv3+nSBfn/iHsatmACcSEleLpuBphTH0UnK9lsxNpczWLsdXdrMA2A14Gb8iGFNQWuDr0AFBY20GYBDU9q7rsV4/3Y0n2a8XrMxD3b14UfGzH8BYEv0d3kb0Be/p5iTUcHAP9AmLWldgGqxFHFd/kMJgv/od/xm0gUV/4GnVnUkZ1eWhUHA1WhWT2mfx12g3UNaMaQKcwgEAoFSAIxIeEB8REVF3LKAnTp7UUyhRdqxL1A19TNJdzL4Egmt1XyBirPF8UVOdvsn2C1MvT0rqCjdfmjarmm/8TwYgqbIXwocjKb8rwAsiArWrYuZBkMrbqZOdA7VFRieyeN4TgaWxL7s4jN0g/8H4GI0hf8dYKxT79IzAM002JVuespvAprpMjCnazAd+BsFtBw1mOeO6G/XljHAvp5938/hNXHF12j3kWvRLiOlPulvBG1f+VbM/EL6f6BStK3KeqAaoMriByb82WFRFN1egDulAbhfRPb37UcDj0VRVMoWN8BGInKPiNhu6CeIyB9FpGcURTh3LCXAcyKybcyfvB5FkfPWWAZ2N4ui6FXXdvMGmE9E9hGRvUVkSxHxfrromHEi8oKIjBGR7UUkT5HOXiKyjohUXel+gIi8IiIvicgrURR97tmfyoBqOVwpIoeLu/fIL0TkmCiKnnM0XirQYNrfROSwFB9/RUQOiqJoiFuv7ECzVj7K2cx3ItJXRD4XkYkiMklEvhWRybX/+7va/zZERAZEUfR9zv7kCnCwiNzZ6v8tImtEUdSvQJcCgUCguqAtk5IYSIta13YFPRkrG7v7Xpc40NPU21LOrTcl0gYg+frn0hqLZDG3UmZM2ADMgWpI3ISK6QXan+lAP+AG9PSx8C4m7QiwOqpfkUWb4UPgN8DMJZjPzqTryDMVzUQrRbYi2tklr1KN4cBWtHGb5kaAZdDMjlY879vHQCAQqBTAopipC5/g29eiQFW8fSgux9GBp3pGW9D0x7iHdSsmAX+iHC+i/RJ8fTMnu3Fp3d/RZjWOaFrnusAZwNOka+8VKB8TUC2Gq9D2jaE3d46grQKPBx4Hxidcm8loa9bzgQ18+y7ygwbFHSm/a18AG/ueQyOYBTLeBLZA732m3OB7bkWCBlOSRBUrUxoXCHTRbSJ4gfICvCAiWyf82XgRWSuKogEFuOQNNKr+jIhs59uXBnpHUbSVbydMQU/4bpV06/iBiBwZRVEum2wTgA9FZLWYP/kiiqIVHducV0RGiUirAEilvgNpQGuP1xORLWr/NhORbtHqrcJMFJH3RORdEflv7T8/jqJomlevuiloAHUpEVlcRJYQkdlES1PGishoEekfRdFUfx7+X4CDROSvImIk2NnALSJychnT24F3RWTdhD/bKYqip2rvHT1F5BiDob8RfRcbntXHslNbl+tE5OiYP+snImtGUTS9GK8CgUCgTQAON4w896EkKXZ5AZxqEYnPynNob2MTxeC/+F4bW9DT3WNJPpFqxjRUndiXivNTCf514Pg0HhWoi+M0l/aqACoyuRbwW7RkoC/+WtEFVDCwD/rbPARNQW/rZ0IgH1AhzmdTfg+/pOQdUdDnexzjgR51fx8BtxrOvx+wvM/5FQHaljCJPXz7GQikIWQABLwDzC0qFGPSX/5PURRdnLNLXgD2EZEHRKSINOv3RQXdxtce5Emq8vtEUfRwAX45B1hRRO4QkTSieUNE5Ngoip5w61U8aJrlUQl/tmwURYMd2ZtRNPNh1Zg/W6HdM3BMAGYTFcHbQPSEbTURWUVEZvfpV5vxpYh8IiIf1/59InqqP9KrVzVQBfP1RGQZ0ZPjGURkqoh8L3ra/amIvBdF0XhvTgaagmYonCwiZ4tmJ9hyt4icEEXRWKeOOQZ4RlQQtBWvRFH0f/rWoxlQ/xKRnQxMjBaR/aIoejG9l+UEPfm/QET+lPCnb4rIJmUSEA4EAoFKAVxuGHnuADb17a9r0NZTkw3XICtfAUs12P884TOV7oWNnuSeTvo1vg9YpEB/TfrC7+fQ3vEJtl52ZasdAWZATxR3R/UE7kH1FL5P+X1rdzrRU9RX0d/WxeiJ/gZoQLh0ANuibQI/s5hjP+BCYA3f/gdEgI2B91N+Z0cCpeyC0wzgmYT5NK3lB+bEvA1xJ3AN2hWiLUDbx95nOPfSaT8EAoFApUD7Sk8yfOh8A/zUt8+uAH5Jfoq9zfiRmj/J6u9t0YUBWJVkQZ9WjEbLVXLPnAIWIVkI0klGBrrpSgqM7OrCVncEFRhbH9gHLfHpif7ePkAVtYv87RfFaHTz+zRaOnEmWmKyBbAcJRDaNAEVADsALf3IyhtA2bRdugXob/BG0ovr3gUs6HseNgAvJcyppbAy+j420mJ9BgM7Fzm/PACWRX+nJvT07W8gkIVQAhAoDcB5InKW4Z8PEpGfRVE0Ij+P8gXdSJ4pIudKcb/F26Mo+lF/Y+BqEWn1QjAxiqI58nWrONDa+eNE5EIRSXNy0UdEjoui6AOnjjUAvCIqQteKaSKyXhY/0MyOF0RksZg/+1BU5CikOeYEMJ9oKvlCIrJg7b8vXPvvC9b+9x4iMofod3ZWUXHC2Wv/3TUdouJ640VT28eKft/GiKb+flP37+vaf/7wv0dR1JmDT4UCrCwid4nIho6Hfl5EDo+iaKjjcQMN1O71R4re6+dPMcQgETk6iqJnXPpVBMCnIrJyzJ9sG0XRCzGf31JEnhORmSzMPiUip0ZR1M/iM96pvYsdJSKXidk7wXARWTWKou9ydSwQCAS6A8DswBCLqPN/UeXyyoH2In/IYq4uGAw01VkATor53LCi16cIgKWBJ1Ku5VS0xVhu6crALgZ+/JeUQoXA5mg5SBLbuJ5bwC3AfGhL1eWBtYH1LP79tPa5BfL8PlcJ4Ei0lWBejCaIh+UKmu7/TsrrMw34G1DZwDfatjWOuKBv1xgnp1i7qcANFFgylwW07fILlt+Ntu6GEwgEAoUD7G/5sPkAWMK33zYAywDvWc6zi07gUWAP9AXFlOlAy1aLwL4xnx1U4PIUDpqa/E3K6zEcOJAcygJQVea3DXx4CYs+52iN47mYqdk/4HpegUCZAc5OeS+wpRM41Pd82w1gYVTNfnrK6/IR4Drro1DQYGAcow3HiYBHUq7j96j+hfGzqUjQ97A7sC8LOce374FAINCWpHjgDAbi1MtLA7A1MMpyfl28DKxTN9afLD57dYJfm8Z8dlT+K+MXtOb+wZTXBaA3sHoOfm2IWY34CPTUsqWqNXrCexL6ezHhSypW9xoIZAG4wP6nn4lO4ADf824HgFmA36OtItMwDRUj7pFsrdwAOyTM1VjUFQ0mjEm5pqDtBnsCa+Y5Z1OAdYEhpRx5AAAgAElEQVTbSCcI/BSh7WggEAjkAzAv8IXljXkMJU7LQsWkLiKdCNEQVCgwahjTNIvgE2I2hrWxlov5/Lh8V6c8AHuhm+k0TAGuwLEiMnCKhQ/fAf8Czkdfhk9HVZr7oC+4pkxFa0ArBarGvzzaVeNE4Dzg78Al6ObuGOAXQJp64EAbg4r9+WA8Fe+y4hu0+4Zpd4Zm9AfStIktJWgnkjiushzviAxrW8/bwJ+BtfOaewv/l0CfhyYZda14n1AiFQgEAvmC1qbaRminoe2kSqVYj26uX0/xwJkKXAb8qL84sI3FGBsZ+NiD+OBE27T5SQKYH7g7xfXqYhjwS4f+RMD9GfyxZTrwI6HIsgIsBBwF/BOtrTad44dogKBtOooE0gGsSHLNdCsmkL3dY1/CyaI1qN7FixnX/lkqqiXUCqBXwpwPthwvIrmrgC2D0baae6EtVJ2V0aHP8J3Q98G+pC8H6WIosKQr/wKBQCAQA9oLPc2N+x1K8lKPntx/m2IO7wPrx4zby3Cciy18jRNgXMvNilQH9NTDtDVlM14C1nPky4zA7Rl8MWU6cLILn/MEPenfHXic7G30pqNikBv4nlfAD9hvboagGSZL1Y0xD7A9mgVkI2bbxa99rkGVQNPSbyF9W78u/gnYqNyXntr3MOmeuGKKcdci+0Y6jnHoQcmN6Gn9wcDOqJjjSuimfnE0w2tl9JBoI1S/6HS03ejzwADHfg4GVsjjWgUCgUCgBehLVhomoEJnqRTSHfg9B/CPFH5PRntmt+yTTXy9fj2fk5D63zBunBLuPm5Wplqg/dvTlgSAvqDejgOhSnTT+zfyewmbChzuYt3yorYGh6NlLa7pBG4mpHl2K0iul27kehKeK+iJ6S9Q3RZTBhCyAGIB5gTOQjeLWXmJkmULugDdOMfxWYax0woCVpWBwLIOL08gEAgETEFrxtIyEjiWmA11Dv7uWHtw2PIqBrWgwHOG4/3C0u8bY8a6LP2KVBv0xKF/iutZz3jgHBy0lUJPvtN2LWjFYGAzF+uVF6hqcy/H827G53TDjJfuCOadNkADZEekGP83mGcShZabTUAF/o5Hn+cumEDFugeZQnLQKVYQOGHstck3C6BMvIlBq8RAIBAI5AgqapPlwdMfVUBfIEcf10JTkm0ZB5wAzGBgYyvDMe9N4f8fYsZ7Ld2qtAeoiFCatN5GvkRLWxKvdYI/C6G9lm2E/ZoxFRXJm8/VWuUBmvo5KONcbfiOEouKBtyAZviY0AkclMHOzzA7tb7B5fyqDprxcyCaHeGSm3zPLQ+AVUl+T8oU6AUec3wtysj9WGRPBgKBQCBH0FqviRlv7JOAe9CNdObaP1Tdfze0PUyaesRnsEgxA14zGHMssEiKuWwUM2YH3Tw1GlgdN6mnAO8CWzjw6adoSvJ4S/sT0ZrJUmhlxIGe/pl2vHDJeAwENAPVBbjU8LtwpANbu5G8OfvExbzaAVTE7f30P99YTvA9vzwA7k2Y96dkFNsDtsvpmpSBicBxOBQkDAQCgYAD0L7owx3d7L9HT+z/AKyDYf9fVDH6YLS221R1vJExwKGWc9/VcOw/plzbmYnfSKY+AWsXUHEilzyCgxZgqObEXuim/h1+nHLcgW6i70SFKSujeg380fGa2zCKNk0VDohg1m72bof27kiwNY026EOfBWBL7LQT0nC973m6BliD5EOIVO8GDXZmwE02XNl4h9COM9CNCFGuQOUAFhKRG0RkrxyG/0pEhorIEBH5pva/zSEi84nI4iKyUu3/zsLDInJ8FEUjTT+ARqT7ikhSbfJwEVkpiqKJaRwDnheRVnWoj0dRtFuacdsFVKRrgIgs7XDYThG5V0TOjaLoC1eDou0jZxeRjiiKxrkat0hqv/WBYv6bmyYi/UVkWO3/XkJEVhaRLOJqvURkmyiKyDBGoGTUvlujEv5shIisGkXRt45sLi8in0n893G1KIo+cmGvSgCbi8i5IrJlAeYGRlG0fAF2CqH2fvCsiGwb82fjRWSZKIrGOLB3kYickXWckjBGRM4SkRujKOr07UwgEAgEEkBrA8f4CBWnZDiQKmgB7GFoI1OqKqq10IoOYPEs47cDmKcN2zIFVaF3GVyoNMBphms3CfgLsGiTMWZHld5vIF1LToBDfMw/kB/A1gbX/ZQc7PZKsLmua5tlBtiM+A40eVH68idTgF8bzPdvDu2tYrnWXwJ9KNf72njgSnLUhQoEAoFATgCLoWnPU70+SuLpAC4H5skwz7cM7HxCRl0DtN9uHBdkGb8dAA7J9nVIZDIqzNftFYgx674wGljHcLzZgd9h39rxS9qwZVh3BlWVj2MCOeieAGcn2N3Qtc0yggojmna0yYOTfK+BC4ClSO4K47zrAdo5xoRXqHVhQssHNgF6Al+nvG5ZGQ1cgGYABQKBQKDKoGJoj1C+FjWPAStmnNu2hrac1OijAnWt+BoHreyqDPCrjN8JUyYCV9BNX1QwP2XaOcXY8wD/sLweh+YwzYAniM92Ai2HysPu/gl2V8rDbllAn2cuTvynoL/h1YC7UnzeulNO2UAFUl83mOv5OdhO0rPooun9GRVQ3g7NenPd1raRaahQ8/50c42NQCAQaEvQPrU3oxFvX0wB7gM2djSnFw1sDqEWZXdgLynt+iwXdqoK+ZUAtGI8mhGwgu+5FwnaGjOJXhltHId5946XXc0t4B/grITrfWFOdnePsdkJzJqHXZ+gJ797YpbJlsQk4Fpgmbrx5wVGWo7zns81cQFa1pTECGDOHGwfZmB7MgaZU2gwYGPgdOBJVKA5KwOBW9FN//yu5x8IBAKBEgLMh6r7/9fBg8SUIcCFOEy1Q7sTmOCsVhXtud4RY+t7UrQZbAfQE5ehWb4kGehEs1wy9XGuCsCDBmvyWwd2/mCx/t1eA6NdQDUj4jg1J7txG6eBedj0BdpZ5hDgI8PfWBzj0IyopqVRwPmW440oej1cQnIpSRf75WR/ZQPb76QcOwKWA3YETkYD4PcCz6Jq/fX/XkQzQK5Ag8ZbA/O5nm8gEAgEKgawNFrv+RzuMwPeA84D1iOH3rHANQY+fEcGfYEWdpPS++5waa8qoPXjZeAt9GQjk+ZDmQE+MFiHNRzYidBTJxN+6WJuAf8Ahydc61xUzoGrYmzekofNokHbkv4OGGT4u4rjW3Rzv2CCzeUwz+ah9rezF7UmLsEsOwrg0Rx9mJlk7aW78rIfCAQCgYAxaKrZmujL33XAM0A/4tXBO9BT37eB+4FT0Shzrr3UgVkxq427KgfbaxnY3dW13TKD1ppONFiXejrRzeVfgYdxL3w0CD0hcRoA8g2aMjzJYP5OFJzRe4IJf3VhL+AfYIuEa+1881L7Xn8eY3Mf1zaLBM0euxg3au9fA3/G4t6GfYnBJnmuRx6QXLrSxVfkLCQLfJHgw6V52g8EAoFAIDPoqcV8wBLA8rV/3mrHgH0NH/RGCugp7D+TYHc4sHAetstG7TsxwPB6dDGdhvRL9LR5A+BG3NQ5djEe1b5Y39cauQRYwHDezgIfQF8De4+5shfwC7Ao8aKxI3Ckq1JnM67+/1tyqNUuAjRgfAfxpWOmDEeDmtZis2gJng0P5rEeeYAeXvQ0nFcnsH0BPiV1cWiLTguBQCAQCBQG8LjBg/7DHO2vR3JKZS/aOA1d5IdTrTQ1rFckjDsXcDTxJ4JpeAc4gopuJkRE0OCbCZk6bDTYvNHA3muu7AX8Q3zHE3BY8gHMTfyJaaWyS9Bg5k7A8yY/VAMGoaKcqVXagS0tbXZSgUw2NFjV22JezlX/W/h1Z4IfuegPBAKBQCDQlqD9yk3Szf+Ysx8mrX6uztMHn6Cp4UMM1qARY+VlYEa0teD7KezE8R1a5rJW3uvkGrSbhwm7OLRpcnr4rit7Af+QLKQ2DAeCYkAPtA1ZK6YAyzqYUu6gLTRPBD41+L2Y8Blakpc52wINstgyHviZi7XJA7TccJjFfB4GZijIt6RWqj8vwo9AIBAIBNoC9GQlienAUjn7sQRmwom5BiJ8AOxN+jT9Y1PYi4BdgD4pbcbxOnAoMFsea+UaYHXDeV3k0KZJem3IAGgjgJ+SnOX0EhmyaYClgFcSbFzmcl55gAZDb0Q3zC74H3AAMKNjP4en8GUy8BuXfmQFzRC7jvgylUbeokBhQ5LbEDrL0AoEAoFAoO1B294k0bcgX04xfPmw3vSWEVR80WT9WzGWFPWrDT5sTvyJYRbfrgM2dLVeeQCsZDiffg5tvmZg73FX9gLlAHjA4Lq/C6xmOe6CqGBbUhBxCCUt10Hbnv4SeNlgjUx5B9iTnE6pyZZJ9SSwUh5+Wc5hH+w7KHwILFSwn0nPyUp2WQgEAoFAwAuY1YVfUpAvM6CnYElMB04vwqe8ANZHWztmwVktL7AO8CB27a1M6Yd2tMhVKToNwGIW88gsgom2CjVZ47+5mF+gPACrANMMrv1k9MSzZUkNMBuwA3ATZplTncAORc7XBGBF4CK0lMkVLxUxVzTbKQsdaGq7VcDHke/rky7Y8hGwiAd/40oExxbtTyAQCAQClQVYxPChv1WBPi2HeTr8NThO68wbVHPhcsw2AklsnIN/K6Mq/5Md+NfINOA/6KnTrK59TwMadJpi6H/mdm3AtYa2DnUwvUDJAK60/M2MBJ4AbkPT4h9C069t24T+yffcu0B1Cg4AXsAu7TyO6aiY7aYFzsOkm4ep772Bo3DUbrSFvzMAu6JiimnWvS+waF7+Jfj+bIxfH/jwKRAIBAKBSoKeICUxDpilYL8OtHgpedHXS4ktwDa4U+KfkOd1QTsSXI7bFoL1jEbTOr23EwQGGvo8lQxpu8CGtTFMWMblHAPlAE11f9Pyt5KVh4CoBHNfHbga/e27YhpwD7Cmh/kMdjiPLqaiJUIXANuRMSAALAzsAdyCBpPS8gIwt6u1SzGPD2J8+48vvwKBQDLeHz6BQOD/ApwhIkniZi9HUbRFEf7UA1wsIqaCfyNF5LAoip7O0aXUoOreV4jIYeLuXtg7iqLcMzNqvh8rIieIyMI5mflQRO4QkfujKPoyJxstAZ4QkZ0M//zJKIp2TmFjURF5XUSWNfjzD6MoWsPWRqAaoCr8b4vIggWYe0JE9o6iqKMAWz+itoHdX0QOEZGNHA7dISK3icjlURQNcDiuEWgLwXEiUkRr2uEi0k9EhojIUNHn3beiazBeRGYTkR61f0uIyOIisryIrCUiSzqw/w8ROc7jdygSkdEi0qpLxt+jKDqhQJcCgUAgEKguaM13Etd48m0G4DHLU4q7gCJeqo0AZkb7TX9lOQ8Tbil4LrMBxxPfXzwrnUAv4Lc4aIlmMbe/WPpp1XMaWAi7dOHf5zXXQDkAVgW+tPze2fI4HkptUHHTPYFH0Tp3l3wPXIZnPRFgXcfzKiOTgSN8rnNtrZOEWo/07WMgEAgEApUBMxG6wz36NyfwquVLy2jgNDy2oUODF/sB/S19t+FCT3ObEa3ht70utkxGNxD7oKdtec5pe0vfxmLYSx1YEhXOMmUcMH+e8w2UA2BZ8rtH3E/xpVuboJ0/XKb4dzEKOJMCA4NxAL/LYY5l4n84ED11AfDrBF838e1jIBAIBAKVAX2pSmI9zz7OjVnbtEaGAb8H5inQ1znRU/JPU/hry4lFzStmvhujWSQuBA3j+BYVQduWHEQf0brsby19epuElmrA2ti32Drf9fwC5QVYAHjE8jsSx1S0nWohZZfAmmi9el6BjMHACZSszRvaxq8dmYZqv+QadLUB7YjRig48BvsDgUAgEKgU6KbHRAl43hL4mjYIADAeuB74GTn0g0ZPxLcEemK/icxCaWoe0ZPMK8lPMLCe4TVbG+Nwk4OWj9jyLDBXk7Ei4FDM2rPVM4wCA1aB8gDsDwxN8R2sZwCwdQG+roKWzdhkttjyP/Q3NHPe87EFmJ98uqT4pjcexBTjQLPp4oKofXz7GAgEAoFAZQCWMXghmOTbzy7Q0/VHM77gfIm2YdsDSC1oh/ZyPxBty5VFWTkLpgKJhQHMA5xMvjoB9QxBgwGZgzto+nIaPgZ2A2ZCg2o7oX3I07C7q2sRqB5oe7yjgM8svzffAX8kx1NbYEXgT8D7Kb/bJkxHWx5uRwm6FrQCzUhoJz4A9va9rs0ANk/w3UspXCAQMKe0N/NAoDsCrC0ifRP+bHAURcvm740Z6CbvIhE53dGQn4vIRyLyhYgMFJFRIjJRRLoCH3OLKiwvKiIriCorryZulJWzcn4URWf7dqIZteu0s4gcLyLbSTH3/2Ei8rCI/FNEXo2iaLrtAEBvESm840WNG6IoOsaT7UCJqP1+dhKRXUVke2neOWK6iLwkIveJyD+jKBrr2IdIRNYVkT1q/1Z3OX4DE0XkThG5OoqiT3K0kxm0BOkjEVnZty8OeEtELhORR9PcL4sAuElE4oQIN42i6LWi/AkEAvaEAEAgUCLQ2v53Ev7szSiKNi7CHxuAg0TkOhH5Ufp1N+KWKIq8KzQnAfxENBBwiGhApQiGi8gjosGAPlEUdZp8qBYUe1NEChVPE5FXRWTrKIqmFGw3UAGAJUVkMdG2gYjIIBEZFEXRZMd2ZhINgO0uuulfyuX4TRgmIj1F5KYoikbnbMsJwIEicrflxzpFxLl2SUq+Eb0v3hhF0Xu+nYkDmFtEBotIqzLEr0Rk8bIGLwKBQCAQKB3AhgapgS/69rMVwHLAy5apju1Eb9/XwAZgLlQg8eOC12kkcDOwOzCHgZ+nFezfewTV/4An0Hr2X6IaGHmo9zfjbeAASljfHwdaovG5xTwHo/edGVCdGBPR3Tz4Arga2IocRFTzAjg7YV7X+fYxEAgEAoFKgYqoJfGSbz/jQAX4TkOF/tqFt9CXxokJfzfM9/qnBfg5uuGYlPdiNjAJVe8+Bmh5uknyi6cr+gILFbn2ge4NKlC5DlrP34f8O3h00VXfv6XvNUgLcJbFfN+gIbAHbETyfd0FnUAvVI/lp77WKwvAfGi71Tg29O1nIBAIBAKVAljX4EXiFd9+mgAsAdxRe/GpMmOBRWpzeiLhb6dT8c0j+pJ3Aqr47YO+wPloNsyMDb5tDbyao+2naNJBIBBwDXrKvzdwC9ppomgGApv6XocsAGtgHrB8kRYtQlGRx7wYApwDLFvw8jgHuCRhrh/49jEQCAQCgcoBLGXwQlEpcR1gfeBpzNoblpGT6+ZykcHf7+VzvV2CKvnfTvFZAV18h2YHnAFsCsxS82tB9MR0X9xsnjrRl9uZfK95oD0BZgO2BS5G0+2LOuVvxjBgcd9rkoXaen5oON93SAjsAY85XuOJwJnArEWtSZ6gAdmpCXP+jW8/A4FAIBCoHGg9YxKf+fYzDcCaaEZAR5a3qoL5nroe8Gj6ZhJX+1znPEBPK/+Anmb5ZCLaF/sK4HfA4WSv4R0KbON7jQPtBdqCckM0ePUC/oJozfi97/XJAloycb/hXPtj0F4WbSM7wdH6TgDWLWItigANtiTpxIygTYIdgUAgEAgUDrrpjGMiJe7HnASwGPB74M2ML1lFcG2D74cZfOZDX2ubN8AswNHoprnqTAX+Skj5DzgADd5ujp76Pk3yfdwnB/herywA5xnOcySwgsW4f3a0vnfmOf+iAa4zmHOlg0qBQCAQCHgFVSBPotJ15l0Ay6On6o+TLC5UNNNpEGsCdjD87Cq+1rQIgDnQzXNSSmhZ6Ye2FwwEUgHMA+wIXAi8Akz2+YW25C7f65cW4FTDOX6P5Sk8GsT5ysH63pPX/IsGsw4sg4Eevn0NBAKBQKCyAHcaPHDbTmkXbcu0FnAEcCnwCCpENwY/G80Xmvi4huFnz/GwhIUDbIabF+aiCZv/gDFoOv86aKeK24CPqLa4aSewve91tQUtpzChA9g2pQ0TnZckJgBLup5/0QCHYKbdc5BvXwOBQCAQqDSYnXD8zrefRQPMitaiL1/3bw1gG+CmNG9pCRzTxIf5DT/7sY818gGwLNUrCbiQCpfRBPIDrS9fCdgfzXJ5hWLaxBXNeFJukosGbS17reG8OoFfZrC1DG4EGl+iwqfiwMHAFIN59ibcSwOBQCAQyAbwC4OH7v2+/SwTaCquSzqBxVrY+sxwjK2KXgdfoO0ryyRyZsIbaBeBWXyvX8APwMzA2sChwNXAy5Svdn8U6tdNwCmo8OXhaF121t/cJOBA39chDmAR4HmLOR3rwGafjOvaxZNUTBgPDYCdi9nJ/yTavNwtEAgEAoFCAOYiOfI+1LefZQE9lf8kw0taM16NsdfTcIzHilwH32AmFFVGvkc1KE4EVvO9jgH3oJuaZYGd0Ayr29DWcGXrSDIVbRF4NbAfCWnkwLGO7N5NXbeTsoBer+EW8/ijI7vnOFpXgP8Ac7jwK2+AOWvfBVNO9O1zIBAIBAJtA5pWl8Ravv30DTA77k5r6jklxuYehmN0YqFAXXWATXK4Dj74CngWbTV4KJrdUNlU3u4EWqu/IpoRdApwK9ptpGyn+l10oCUG5wJbYblRRDVTXDEY2D2va2MDsDB2G1GAix3a39ThugL0BZZy5V8eANsCAy3m9CQh9T8QqCzhxxsIlBDgzyJyQcKfXRFF0alF+FNGgLlF5HER2TyH4VeMouiLFnbnEJGhIjKfwTi3RVF0uFPPSgqwqIiM8O1HTkwTkcEiMrD2b0Ddfx8YRdHXHn3rVgAzishSIrJS7d+KIvKT2n8uJyIz+/MukWki8q6I9Kr9ezWKoglpB0Nr+J9z5FsXz4vISVEU9XM8biK1e+sfRORUEbFpz3l9FEWZU//r/JhNRMaLyAyuxhSRkSKyVxRFrzscMzPAAiJyiYj8Rsz3BJ+LyIZRFI3NzbFAIJArIQAQCJQQYE0ReT/hz4aJyNJRFE0vwKVSASwoIk+JyPo5DP9FFEUrJti/QkRONhirU0TWjKLoIyeelRhUWb+vbz880SEiX4n+JkfV/vMrERku+uI/WkTGdP1nd/zNmlAL6i0oIouJyJIi8v/au+94uYt6/+PvSUIogUjvndBCU4pRmlyuXEBRQASFC4oicEEFLuD1YgWxACLFH4IVKVdQLgiCBUSpkS69EyTUhJIQ0ut5/f6YPXg4N9mdb9vv7jnv5+OxjwSyO/OZ2d1zvjPfmc+soTjY7/372pJWlTS0rhgzmivpXkm3S7pN0tgQwrSyCge+JunUssrrY76kn0r6TgjhlQrKf4fG5OHnJR0laYWML/+lpM+V/Z0Cxktap8wyJc2TdLKk00MIC0ouOxPiUcLHK/Z7lsmWKZJ2rGOCyMzK4wkAsw4F3C/pPS2etlcI4Q/tiKdTAGtI+rOk0RVVcVEI4TMtYlhf0jNKu0N0TQhh31Ii62DACZLOzPnymyVdJelOxYHzNMXfT8s2Hmvrn3d8R0vaWtLSBUOu05uKkwG9EwNTFNv8luKdxxmN/57S+Pv0Po95jf83V9LMEMKcdge/MMBSkpaSNFJxQLGUpBGK71/vv72r8e8rKQ70V+j36OS79ylmSrpLcbB/m6S7QgizqqoM+KOkPasqX9JsST9RHLCWuroHGCZpD0mHSvqIpDzJOE+XdFIIgRJDkyQBN0qq6pSERySdEEIoe/VGS8Q8J5+VdKTi9zOL2ZJ2DyHcVnpgZtZWngAw61DAMZLObfG0eyWNqeICqBM1Bt5/UVzqW5XDQggXJsTyG0kHJJSH4kVT2y/22oWY6fppxYF6FvMlHRRC+N+M9Q1VXPa9XeMxRtJW6v4BZF6zFC/OZzf+3muq4iqUvqYofiabGaH/OyBbQtKSjb+PVLwLP7Tx98HqGUl3Nx73SHoghDCvHRUDyyiuNmlHfopZki6RdH4I4eEiBQFbS/qkpIMVV3rk0SPp+BBCq9+PuQGXSDqkqvIb7pF0tuIk8eyqKgHWkXRg47FlzmLmSNo/hHBdaYGZWW08AWDWoRp7816W1OoYoY8Ohl/KjTsXNyrtorFH0tWSnpX0Rf1z4JJiwxDCuIR41pX0eGLZ/5C0RQhhZoY4ukaGLRH9nR5CKCtz9xKKKwPeqzghMEbVThTZ4DJZccDWO9i/O4Qwqa5ggAMlXVZD1WMlXSTphhDCS62e3FgZMkbS3pL2UfFl9XMkfSqEcEXBcpoCfiLpiCrr6GOKYj6bmyXdtqj8M6kaq+R2aDx2VFxJWOR6f7ak/UIIfywSl5l1Dk8AmHUw4HzFfZHNPCRp2xDC/DaEVAtgJ0nXSFo+4ekvSTowhDC28dos+2QnhBBWzxDXqZK+lvj0AZm0EdhHcfl+noRZ7w8h3FVySG8DVlYcfPROCmynuCTdrJkXJD2omNPiQcU7+8/XG9I7AVdJ+ljNYTwu6Q7Fn7kvKq4UWE7xO7ae4vdtM0nDSqpvgqRPtmMJOnCOpLqOuXtZcTvUC43HS4r5ROb2e96SihMqayvmylhb0uYqN3fBJMXkhV72bzaAeALArIM17jI/rdZLm78RQqgiGVTtgAMkXay0pa4PStozhDCxz+tHS0pNWHRFCOETGWIbIelRSesmPH2B4laAv6aW3+mA3SX9Tq1XqSzKliGER0oMqaXGd2qrfo/15d+Hg9FMSU8o/nx4RP8c7Nd2Zz8FsKzigDDLyqZud5PidqFX21EZcJak/2zxtDsUVz49JWllxbvtB0raVQPj58mTiisMn6k7EDMr10D4AWU2oAEXSmqalE7xzsCYEMKDbQipbRqJ5c5Q2t3lOyR9OIQwpV8ZQxQv9FMGqSeEEM7KGOP7FRN+pdzlelXS1u3IrF01YH/FiZkig5DdQgh/KSmk3BrZ57dQvHs2us8jeTWIdbQ5igP9xxUn7Hr/fK4bT2QAjpJ0ft1xtMlMSSdJOq+d71XC792XJG0WQpi6kNduJukYxRwC3TpJc7mkI0II0+sOxMzK5wkAsw4HrKV4wdoq6/mjkrYv85ipujSSvJ2tuH8/xV8k7bOoM4shV0MAACAASURBVLWBpxUzyLeyRwjhhsQ6+5Z/kqTvJj79NkkfbFeysLIBQfGC/Nsq/juktBwAVWjcad1UcTJgU8XlzJsqLrX178/OMl/S84qJ+Z5u/Nn7eL7uY9fKBNyrao5A7TS/U5yULbQnPg/gt5Kand5yUgjhtBZlrCnpFEmfVvccXTlF0n+GEC6qOxAzq44vYMy6APBfikcetXKDpI906+BSkoAlJf1KzS+++rpecfC/yOPQgHsU96O2snYI4cXEevuWP0TSHxSPtUrxK0mHdNvpDY2zoy+UtFdJRT4ladMu7IelJW2id64WGK247zlPLgRLM1nS+H6P5xQH+f/o5p97qYD3KiYiHMj+JumbdW6XAm6VtHOTp2wTQrg/sazNJH1P8bjDTnaVpGMGwgo1M2vOEwBmXQBYTHF/6uiEp/9S8Si7rhpUSRKwoqRrJb0/8SU3Ku5RbHqEEvBXxX2ZzUyVtGzefmssI79V0rsTX3JOCKHVHtOO0djv/0vlP7prUT48ULJLN04i2FRxcqB3tcBoSRto8B5RmGqW4rLqCYqJzyYoJkMb3/sIIbxVV3CdAvi1pOQ8JV1krmIm/PNCCLfUHIuAV9T8Z90yWZfHAzsoTgTsVCS2CjyouNLiproDMbP28ASAWZdo3PkZq7SBxI8lfaGblr0CG0j6k9KW6ksxKdReIYRZrZ4IXKN4DFUzd4UQUiceFlXPaorZm1OzMH9X0tc6ebKmMSnzA0mfqqiKW0MIu1RUdkcAhikmitxQ0kaNPzds/L81JS1VV2wVmyfpDUmvS5qoeG79640/JyrmxHhR0ishhMl1BdktGgksn9HC840g6URJByse+9YNZisefXetpKtCCK/XHI+kt7f+vNnkKRNDCLknQoHdFN+r3VTvdfjfFbdy/a6TfweZWfk8AWDWRYATJX0/8enXKh6H1/FnzwM7S7pS0kqJL7lV8c7xQvf8L6T8SxUvjJu5MIRwWGL9zeraRNItklZJfMnPJR3Vacc4Nvb6HyLpTKW/L3ntHUK4tuI6OlZj9cgaklbt8+eK+ueRav0fIxqPKs2TNF3SNMWB2rTGf89WXC3zZuMxpfF4s9+fk0MIb1Qc46AC/FTS4Yv450dCCFtmPPWkmQck/UzxtIEZipNUyyh+/lZWvDu+quLPhpGNf1ta8TPb3xTFiZ+XFPMzPKG4jeGBZlu36tJI7HpHk6f8PYRQOAcDsIWkz0k6SPH73g6zFI/U/VEI4W9tqtPMOownAMy6SGNQ9ntJH0p8yd2S9s+zr71dgC8q3mFOXSJ9s+Ky/+Tll8DPFC+0mjkxhPCD1DJb1LeR4vaEtRNf8nvFnABTWj6zDYAxks6VNKZNVY6TtHknDgY6WWNr0NKKd4SXUUw0NjJDEVMVj6eUYrb13v6f2k2rhwYDYJRiMthF/Zy8LYTwAWC44iCvaC6K9UII4/O8EFhG8TM5pxsmoPsDjlf8nbQoY0MIpS3jb7xnu0v6qGKegNTJ41TTFRPlXi3pmoWdXGBmZmYdDFgWeIR0bwKt7n63HbAEcFGGdgBc19hnnbWu8xPKPqDk9q0NPJ2hbeOJe0Rr04j5UqAn4/tShm/W2XazTgb8qsX352VgGPCJkr6Pm9fd5roA17bom8qOLgUCsBlwJPBL4D5gRob3bR7wFHAV8F/AzsQJBjMzM+tmwFrAS5ku5+B/gbLvLOTSiP/ejPFfTrzjmae+cxPKLz0xE7AK8LcMbZwHfI+4JLxtgJWBc4DZGd+TVm35AekTCnOBrdvZbrNuALw/8Tt0HzAn9zf2nY6ru911AIYSJ82b+UObYxoCrAZsDewJ7A98Bvhs4+97A9sD65Pzd6SZmZl1AWBL4PWMF3XTgK/T5gFmv7g/ALyaMe4LgNznKBMHoq2MKrOdfeoeDvwkY3tfA75AxXduiKtJvkX8XJTtnD717EPa5MIjwOJVttmsmxAHf1knS8vwGHHL2aBC/P3Uyv/WHaeZmZkNUsSlgq/kuLibApxBTFjXrliXBE4m3ulNNRc4uoS6T0uoq9IkTMARZL/D/gbwQ0q+Mw6sBHwHeCtjPFm8p1+dHyftLuY5i4rbbLAB/qPC72gru9fd/nYjbbL2F3XHaWZmZoMYMAp4rsBF3kPAV4HU4/eyxjcSOA54PmNcEylpWT5wakJ9lR/FBmwB3J+xH3o9R7w4/RjxmKq89V8ATM8ZQ6oZLGTFBmkTMT3AfsV726y7EXNylDlJNxO4hvTtY7fU3QftRFytNSmhXzxJaWZmZvUi7jW/Nd814Ts8CVwCfBEYQ47l2MQlq6OJd65+B8zKEcdYYM0S++crLerrAYpmzU6NZTHgFOIe+bzmEff7nkO8sz6KeNZ8/7qGApsTk0GNLVBfVk8uou1DgRsTXj+FirZkmHUDYjK4P5X8vfxwo+ylgKsTX/MvdfdFuxD306f4at2xmpkVMej2d5kNVMTkP2dKOqbEYudKmiDp5T5/vqp4dNgISb171JeXtK6k9RSPvsu7d32WpK9LOjuE0JM76n6AYxSPtVuUBSGE/zOArhJxify5kspKPjhX0nOKRz5J8f1ZX/nfiyJuCSEsdOAArCrpUUkrtCjjQUk7dOMxYmZFAV+Q9P9KLPKxEMLbmf2J+UWuVDx2rpnbQwg7lxhHxwLulPS+hKd+PIRwVdXxmJmZmSUB9gUmZLkt1CHupKKcBMSMyc3Mq6LexNgOoNgWjk50WYs2H5RYzm8YhInIbHAjbtXJs3KqmZ8spJ6lgXEJr92zjn5oJ2CHDH05uu54zcyKaMuSVzNrnxDC1ZI2k3Rp3bEkmiDpcEk7hhAWunS8BNNbP6UeIYQrJI2WdILiCouB4I1m/xhCuEzSNQnlHCDpa6VEZNYFgHdJ+o2kJUou+qH+/yOEMF3SpxVXdDVzJgvZYjTAfCXxeTMkPVNlIGZmZma5EY80uivrraI2mU48FWBEG/qh1d2d2lYA9EVMQnUY8FTFfV+1MxPauirxlINWeoB929H/ZnUi5sjIs+//IVonr/tgk3pTknMWPo2lUwG7Zejr39cdr5mZmVlTxGRSHyOesd4JXiOePb9KG/tgjRYxzW1XLCmIiRT3AC6n/KXA7fC9xHamJt2aDmxbdb+b1Qk4N+P37EHgvY3X7tjiuWOa1DsCeLnF61+njT+z24U46fJwhj4vM8eOmZmZWXWIEwH/SjwGakGGC56yPAB8Dih7aWtK24cAs1vE15FbooBlgSOJdwZnVvoOleeUDO27KLHMicB6Vfa1WV2I3/Esfk6fU1qA1Vs8f/MW9bfKkwLwu+p7or2IR9SmWgCsU3fMZmZmZpkRz5c+HriDuMS6Ko8B36Si5H4Z2/xki1gr34pQFLAEcbnq94FbgMkF3ptpjT55nNZ3/7JK3rcPLAM8m1juE8DyVfaxWbsBuwJzM3y/vrGQMrZp8Zp1W8QwBLg/oe7PVtYRbQZsSrZJ1evrjtnMrAzOrmw2yAFrStpV0vaSdlBMSJfnbjiSnpY0VtLtksaGEJ4tK86igMslfbLJU1YOIbzernjK0nj/Npe0uuJxjMs1/pwraaakKYpJEF+VNLHxeKX/8XrARYoJwcpwcgghyyqA90u6TVJKorHbJf1bCGF23uDMOgWwnaQ/S1o28SXfCCGcupByjpb0oyavWz6E8GaLWHaRdHOL+qcpHs/5SKtAOxnx2Nw7JGXZWrR/COHKikIyM2sbTwCY2TsAS0naoM9jJUlLK2alHqk4mJzZ+HOSpGcVsyKPCyHMqiPmFMCJkr7f5CnrhRDGtymcjtJ4zx+VVNYS+3NDCMdljOFkSd9MfPp1kvYLIXRE8kazPIj7929Q+uD/eyGEhWarB/4oaVHH9S2QNDyE0JMQ05WS9mvxtPGSxoQQXmtVXqcCzpd0VIaXPCFpixBCqxMTzMzMzKwTALu0WN65Q90x1gU4P8My2BQX54hhCDE/RaorgKFV9IdZ1YD3AVMyfN7PblLWCJonC01e2QSsS9qy+LHAkuX0RnuRbd9/r1aTImZmZmbWSRoXyc0SAR5Yd4x1AE7McTHcynU5YxlB2j7kXhfjSQDrMsD2wFsZPucXAItcsQns3eL1T2aM7yuJcf2ZLpsEAPYD5mfoe4C/Net/MzMzM+tQwA1NLvK+Wnd87QYcQDUnQtxRIKY1yZaU8DfA8DL7xawqwAeAqRk+3xfR4oQS4Lctysg0IUc8Gu+2xPhupEsmAYADgXkZ+h7iyorak9iamZmZWQ7Afza50Ptr3fG1E7AzrY9GzGsyBe6YETOaz8hQ3/V0wSkONrgBhwFzMnyuf02LFS7AWrQe1Kbm1uhb7tqknzJyJ7Ba/p6pHvEI2qx3/gG+VHfsZmZmZpYTsGGTC705wDJ1x9gOwOjEi/se4MfAXsRzx7NYt2CM+5Ltgv0OYIWSusisNMAw4JyM359fkLC9BTg1oawP5Yz730g/nvAl4okGHQVYnPw5Tn6Ll/6bmZmZdTfiQHFRjqk7vqoBG5C+xP7z/V57WoaL531LiPVTZNuiMA4v17UOAixH861HC3MmCQNPYDgwMaG8VQrEf1iGuGcD/w2kHOdZOWAUcF/Gvu/1MLB03W0wMzMzs4KAI5tc9L3KAF4FQFzWOz7xAvjchbx+MeDBxNefUlLMhxFXIqR6E9itjLrNigA2AZ7K8NmdR4ZJSOKe9lYeLaEdX8/QBoC7gc2L1lsg3hHAd8i/xekZYI264jczMzOzEgHL0nx/+c/rjrEKwGqNC9sUN7GIu3jAtqQtzf9jibEfRbZJgHnAF8qq3ywr4HBgeobP7BRg94x13JNQblkTcV/K+B2cD/wSWKeM+hNjHAEcTdyOkNezwFrtitnMzMzM2gD4YYuLwAG1FQBYCXgs8QJ4ErBmi/IuSChnJiVmBweOTYy/r//ByQGtjYCVgaszfk4fBTbOWM8eiWVvWWLb/oPsWfRnAz8DtikrjoXEtT5wOulJCxflHmD1quI0MzMzs5oA69A8udV84JC64ywDcQ/yAxkugg9IKHMN4vFYrXy45LYcR7a7kACPABuVGYfZwgAHA69n/HxeQo5JKmBsQtlPVdDGXXO0sdc9wPGUkKeDmND1S6StgkjxG7rkOEMzMzMzy4F4vnYzC4Cj646zCGAZ4K4MF8GXZCj7rITyzq+gTQeTnpm811vAgWXHYia9PRj9Y8bP5FTgsJz17ZpYR+bj/xLrX4fmyVRTPEuc/DgR2A3YCFhuIXWNBLYC9iYO+H8LTChYd18ziFuMnO3fzMzMbCAjnp+dctb8t7rx4pA4+L89w4Xwk2RIgEhc6txqj/PzFbVtd2Bahrb1ujhLG82aIQ5OTyceIZrFXyiwNx64OaGO2cCqZba3XwxDiYP3mRnb3sp8ii/lT3UHPjXEzMzMbPAATk68UOyq5aHERIdZ7vzPBLbKUc8ZCWVXcjY4sB3wWoY29hoHjKkiJhscgCWI21FezfjZm0bBu83Ajol1XVxmm5vEsxFwbcZ+qNtE4FC6cGLXzMzMzAoAlgL+kXjReDddcDQUsCJwf8YL4iNy1rUqre8A/rTsNvapf6MM719f84BTgeFVxWYDD3HgfxTwYo7P3E3AeiXE8OfE+rYuo80Z4tqF+DOyk70BfAWvAjIzMzMbvICdifv9U7wG7FF3zItCHJA/mvGiuNA+feC8FuVPq/KCm3jCwc0Z29zrYSrMTm4DA3FFzUnEO8dZTQU+Twl3m4lbX1LcUkKz88a4KzEfQtZknVV6GjgBD/zNzMzMTJKA72e4mOwBzgVG1h13X8ScBk9lvDD+AzCsYL1r0zopX64VBhliGAack7HtvXpXAyxeZYzWfYDVidtc3srxuVoA/BJYraRYhpE2udcDbF9GnQXj3ajxvXouR9+V4S3iMaAfxEv9zczMzKwvYHHgbxkvMF8GPtkJF5fELORZl8LfDyxdUv2/aFHXvWXUkxDHweRPSvYUsGs74rTOBmxMPLt+ds7P0p2UnPuCuPUgxVVl1lsUEIAxwCnEI/tSV1vl8RTwY+AjeELPzMzMzJohLp/Ps7f3QeIRVbVMBAAfJ/sdyoeBlUqMYRTxTnozu5RVX4tYtgbGZ+yPvi4FVm5HrNZZiAPVq8g/SH2JOAlV6s8C4haElISX84CNy6y7bI227Ebci38l8BCtTxPpbzbwDPB74NvEn4Edn5/FzMzMzDoMsA1xz24eTxIzgy/bplhHAVfniPMhShz894mn1SqAW8qus0ksKxAHcnlNBr5Awe0R1vmApYHDgfsKfF5mAd8BRlQU45mJcVxQRf3tQJyA3QzYCdgH2L/P46PEJIPvAVajA1ZdmZmZmdkA0bgAzXpHqv9g4GrgIOBdFcS3I3AZ2c8eB7gXWLHsmBpxrZsQ079UUXeTmA4l3/7tXo8AH2xnzNYewFbA+QU/H3OIS87XrjDODUn7rk8EVqgqDjMzMzOzAQv4V2BGgYFBr/nEo7G+B+wLrE/Gu1fAmsQ7YD+i2NL2q6noDmWfWC9oEcOtVda/iJjWA24r0G+9fbdhu2O3cgFLAp8m7tEvYi4xR8C6Fcc7BLglMaZPVBmLmZkNHF5GZWa2EMB7JV0nqez94NMljZf0vKSJkqZJmtPn35dp1LmGpFGSyliuf5akL4UQekooa5GANSU9LWnJJk/bPYTw5yrj6A8YKulLkk6RNDxnMfMkXSjpWyGEV8qKzarX+C7/u6RDJC1XoKj5ki6VdGoI4bkyYmsG+Lyk8xKeel0I4aNVx2NmZmZmNqABGwBPFLxbWKfJwH5t7rNTWsT0NLBEO2PqE9vGwPUF+3QG8F2gyEDSKkbcT34qMK7g+w1xJc9FwKg2xj8KmJYQ21vEiTczMzMzMyuKmCTskhIGEe02Flinhv5aCni+RWyntDuufjHuS/HzyacQB5jed90hiNs9TiKeclGGGcRtLW3d/gEMJ+brSHFoO2MzMzMzMxsUiHuHJ5c0sKjSFOBoYEiNfbV/ixhnA5vUFV8jxiWJqxVmFezvqcQcDz46sAbErPDHEvf19xR8L3tNAL5KTZM7wFmJcV5cR3xmZmZmZoMCsArwPyUNMsq2gBjbanX3kyQBN7WI9xZqnKToE+dawA+BmQX7fxYxMdzouts00BG/h0cAfyUuzy/LQ8STIxavsW2fIG0i43EqTuppZmZmZmaSgB1Iz85dtR7gGmCLuvulL+J++1aD6pPrjrMXcVB5GvGOftH340/AnnTABMdAAawDHEc80WFBwfdoYe/Xbh3Qxm1Jm4iaSYd9383MzMzMBjxgN+AGylt6nMUs4ELgPXX3w6IAJ7ZowwLgQ3XH2RewHPB14jLwosYD38BJ2nIBNgW+AtxXwnvR32TgXDpkxQawNvByYuyH1h2vmZmZmdmgBWxE3Lf7UgUDlb56gHuAE4AV6253K8BQ4K4WbZoErFd3rP0BiwOHUM7gcz7wZ+BzwPJ1t62TAdsA3yYucS9bD3ArcDA1nUSxMMBKwJOJbTij7njNzMzMzEwSMATYHjgDuBuYV8KgZRJxif+x1JDVvyhgNDHpXzMPACPrjnVRgB2BK0p6P+cSjyI8lg65+1wn4ndmJ+IE2nMl9O/CvAZ8H9i47vb2B7wL+HtiO67G20rMzKygUHcAZmYDFbC0pG0lbdp4jJK0YuOxbJ+nzpf0hqTXJU2Q9JSkxyU9KumJEEJPG8MuHXCcpLNbPO0WSR8KIcyqPqJ8gLUlHS3pcEll3cl/WdLfJD0o6WFJ4yRNkjQphEBJdXQUYDFJu0raV9I+klapoJoeSTdJ+pmka0IIcyuooxDiapDrJW2X8PT7Je0cQphRbVRmZmZmZmYFAAG4NuEO542NSZOOBiwFHAk8luU2dEY9wLPAecBWdbe5DMAmxNUxEyvst8eIR/h13LaSvohJJx9KbNMLwBp1x2xmZmZmZpYEWAF4MWGwcyewUt3xpiBObOwG/J5yM9P31wNcRRdmfgcWAz4F3F5h/7wAnE6XTJQAo4CnEts2Adio7pjNzMzMzMwyIe71TtlH/xxdNtgFNgR+SPFjBJtZAPyauBWhowHDgSOobl//G8AFwM500b544hGir2do4+Z1x2xmZmZmZpYLcHzi4Gcq8JG6480KGEk8r35cpuFsNtMadQytu739EU9POAp4voJ2Twd+BexFzCPQVYgrIWYltnUKsE3dMZuZmZmZmRUCXJQ4CFoAfBnouoS1xOz2HwX+mmWEm9F9wNZ1t1V6ezvEgcTl+GWaQ8wfcSAwou525kGcFPlxhja/BWxfd9xmZmZmZmaFNQZEd2YYEF1JBx8T2AqwBfATYEaGNqeaB5wKDKuxfe8Gbiu5XXcAhwPL1dWuMgDrEydqUr0ObFt33GZmZmZmZqUBViMtKWCvp+jy/dDAcsCJwD8ytDvVWNqcG4CY2PECYH5JbXgdOAvYrJ3tqApwKNlyQrwEjK47bjMzMzMzs9IBmwOTMwyQpgMH1x13Ufxze8CNxAz/ZZkMfKxNbfg4MUldGe4G/h1YvB2xVw1YHrgiYx+Mo8OPLjQzMzMzMysE2BGYmXGwdDGwTN2xlwHYlHh6QFmDaYDzgOEVxTuS9BwOzcwFLgfeV0WcdQEOAiZm7IsHgdXqjt3MzMzMzKxywN5kX0b+DLBd3bGXhXhs3r7AJcCrGftiYe4E1ig5xp0ofqzfTOKER8cfZZgFsAFwQ47+uAZYuu74zczMzMzM2gb4DDHrfxZzgZPowOPwigAWAw4AHsgxoOxrIvCBEuIJwFcpttd/KnAasEoZfdQpGu/VV8i+igXgdGBI3W0wMzMzMzNrO/JNAkBcQv3uuuMvG3HgvT/FkgbOA75cIIZliKcw5DWHeALCgBr4SxKwA/Bozj45tO74zczMzMzMakX+SYBZwJcZYKsBJAlYkngHvsgxgpcBIzLWuznx9IU85gM/A9aqql/qAqzSaFueBI4vAtvX3QYzMzMzM7OOQDw+Le9y878DY+puQxWA9YDrcvYLwEPABol1fQKYlrOe24Ctqu6PdgNGAF8v0C9/AFasux1mZmZmZmYdhZgYMM++aogrCH4KrFB3O6oA7AM8n7Nv3gQ+1aTsxYAf5Cz7ZWIW/NDO/qgaMBQ4rNG+POYB/zXQ+sXMzMzMzKw0xD3Wk3IOuiAerXcCsETdbSkb8W706cREiHncAGzcr8w9gMdzlncxsGxd/VEVYE/gkZx9AnGixkv+zczMzMzMWgFGk/9ud68XiHdwF6+7PWUDNgNuzdkvPcDdwBXkS2YHMAHYq+5+KBvwHuAvOfukt29/Coysuy1mZmZmZmZdA1iZ/IPcviYC3wI2rLtNZSKeFvBp4NUS+iiL24DV6m5/mYBRwKXkS0TZazywW91tMTMzMzMz60rEvennFR+zvu0V4vF2XwRWr7t9ZQCWJ951zpOdPqtzgcXqbnNZiAkWLyTu18+rBzgfWKbu9piZmZmZmXU94jGBRY7DW5gFxOXe+wHD6m5jUcAuwNMl91GvecBRdbexLMDaxEmTvLkUet0P7Fh3e8zMzMzMzAYUYGPicX9VeAU4jS4/vx5YAjgZmFNi30xjgOz3J24rOQ2YVbBPJgHHAkPrbpOZmZmZmdmABAwHzqDYXu1m5gCXA++ru61FEJPZ3V9Cf7wIbFV3e4oCViNuXyg68J8H/BBYru42mZmZmZmZDQrAjhQ7pi3FrcCH6NJz3IFhwHHA1Jztv4suz5NAvOP/A2Bmwc/CAuAyYJO622RmZmZmZjboNAa4xxKXqFfpYeBTdGnyO+Ld70sytvlXwJJ1x54XsAJxK8RbBd/7HuA64N11t8nMzMzMzGzQA9al+BFuKcYDxwAj6m5zHsDuwN0t2jgD+HzdseZFHPh/l+KTQguIp0VsWXebzMzMzMzMrB9gC+B3BQd+KV4HTqJLj30jTgTczDsnTOYScx9sUHd8eQDvAr5F8Tv+bwJnAuvV3SYzMzMzMzNrgZgA70KKJ3xr5Q3ga8DIutucB7ASsDOwE12a1A5YHDi+8V4U8QRwNLB03W0yMzMzMzOzjBoD3P8GHiw4OGxlMvBNYNm62zxYAEOAQ4jbMvKaD1wD7EaXJno0MzMzMzOzfoANgC8BNxDPcK/CFOIy9OXrbu9ABuwBPFTgfZpGPBlgnbrbYmZm1i6e6TYzs0ELWF/SFpJWkLS8pFUlrStpQ0mbSxpSoPipks6WdHYI4a1ikVov4hF8Z0naM2cRkyWdJ+mHIYRJpQVmZmZmZmZm3Yl4bN5RwF+Jx8DlNYm4BaErTw3oFMBywDnERIV5zAS+h7domJmZmZmZ2aIAGwPnA9MLTARMBI4FFq+7Pd0EGEpMzJc3wd984OfAmnW3xczMzMzMzLoEsDwx0V+RY+ZeAI4AFqu7PZ0O2A74e4G+vhbYrO52mJmZmZmZWZcCVgDOAGYUGJyOAw7Cmef/D2BZ4EfAgpx9ezewU93tMDMzMzMzswGCmCfgFwUGqgD3AbvW3ZZOAfw7cbtEHpOBI4EiyRvNzMzMzMzMFg7YGhhbYBIA4Ebg3XW3pS7EyZSrC/TfFcDKdbfDzMzMzMzMBjggAIcArxQYxC4ALmQQJaxr9NsR5M+r8DiwS93tMDMzMzMzs0GGuH/9JxQ7OrD3yLpl6m5PlYB1iccs5jED+AowvO52mJmZmZmZ2SAG7AQ8UWASAOBl4GAGYKJAYgLEKTn75RZg/brbYGZmZmZmZiZJAhYHvgXMKzgRMBZ4T93tKQMwErg0Zz/MAo7HSf7MzMzMzMysEwHbAo8VnASYD/wYWKHu9uTV6Id/5Gz/vcCmdbfBzMzMzMzMrClgCeD7FDsyEGAS8Mm625MV8BniHfys5gLfAIbV3QYzMzMzMzOzZMCOwLMFJwEALgeWq7s9rQDDgfNztvFRYJu622BmZmZmZmaWC3Ef/P+UMAnwErBb3e1ZlEY782b5Px9You42mJmZmZmZmRUG7A+8WXASv3LuQQAAA9BJREFUYD5wcN1t6Q9YHrgzR3umAgfWHb+ZmZmZmZlZqYANgLsLTgLMo4PyAgCrA0/laMcDwIZ1x29mZmZmZmZWCWAx4Gygp8AkwHxg7w5oy4rkO/Hgx3jJv5mZmZmZmQ0GwN4U2xIwE9iuxvhHEo/ry2IqcFBdMZuZmZmZmZnVAhhFXAqf10vA6jXEvRRwe8ZYnwY2aXesZmZmZmZmZh0BWAL4RYFJgPuAEW2MdzhwfcYYbwKWb1eMZmZmZmZmZh0LOAKYk3MS4PI2xRiAizPG9jNgsXbEZ2ZmZmZmZtYVgB2BCTknAQ5vQ3zfzhDPfODLVcdkZmZmZmZm1pWANch3VOAsYOsK4/pshlimAR+pKhYzMzMzMzOzAQFYErgixyTAOOBdFcTzb8DcxBgmAFuUHYOZmZmZmZnZgETcb//dHJMAvy45js2BtxLrfhHYqMz6zczMzMzMzAYF4FCyJwc8qKS6lwOeSaxzPLBBGfWamZmZmZmZDUrALsDkDBMAk4E1C9Y5lPTj/p4sWp+ZmZmZmZmZSQJGAy9kmAT4CxAK1HdaYj2PA6uX2VYzMzMzMzOzQQ1YqzHgTvWFnPXsD/QklD8OWKXsdpqZmZmZmZkNesR9+bcnTgDMADbMWP66pCX9ex0n/DMzMzMzMzOrDrAU8KfESYDbgSGJ5Q4Bbksocy6wfdXtNDMzMzMzMxv0gOHA1YmTACcklnlSYnnHVt0+MzMzMzMzM2sAFgOuTBiwzwQ2aVHWlqQdN3gNBZILmpmZmZmZmVkOwDDg8oSB+13A0EWUMRS4O6GMicBK7W6jmZmZmZmZmentAXzKSoCTFvH6YxNe2wPs1e62mZmZmZmZmVkfxJwAf2wxiJ8PfKTf6zYnbhFo5YK62mZmZmZmZmZmfRBPBxjbYiD/FrBj4/kbAuMSBv9PAyPqbp+ZmZmZmZmZNQDLAo+0GNAvAO5sTAa0Mg8YU3e7zMzMzMzMzKwfYF3g1YTBfYpv1t0eMzMzMzMzM1sEYAdgdsHB/33AYnW3xczMzMzMzMyaAD5bYPA/Hdio7jaYmZmZmZmZWQLg8pwTAEfWHbuZmZmZmZmZJSImBXw+4+D/eiDUHbuZmZmZmZmZZQB8EOhJHPy/Bqxad8xmZmZmZmZmlgNwWcLgvwfYu+5YzczMzMzMzCwnYFVgSosJgDPqjtPMzMzMzMzMCgJOaDL4vwUYVneMZmZmZmZmZlYQMBS4ZyGD/wnA6nXHZ2ZmZmZmZmYlAbYE5vQZ/E8Gtqo7LjMzMzMzMzMrGbAv8DJwB7Bp3fGYmZlZ+f4/I47SSMMa1EAAAAAASUVORK5CYIIAnzdUvr+Rkz2jVp88nzdUvr+Rkz2jVp88nzdUvr+Rkz2jVp88nzdUvr+Rkz2jVp88xD1Vvr+Rkz18JZc8xD1Vvr+Rkz18JZc8xD1Vvr+Rkz18JZc8xD1Vvr+Rkz18JZc8nzdUvnWFkT18JZc8nzdUvnWFkT18JZc8nzdUvnWFkT18JZc8nzdUvnWFkT18JZc8nzdUvqeNHz6jVp88nzdUvqeNHz6jVp88nzdUvqeNHz6jVp88nzdUvqeNHz6jVp88nzdUvsyTID58JZc8nzdUvsyTID58JZc8nzdUvsyTID58JZc8nzdUvsyTID58JZc8xD1VvqeNHz58JZc8xD1VvqeNHz58JZc8xD1VvqeNHz58JZc8xD1VvqeNHz58JZc8xD1Vvr+Rkz2MJZe8xD1Vvr+Rkz2MJZe8xD1Vvr+Rkz2MJZe8xD1Vvr+Rkz2MJZe8nzdUvr+Rkz2zVp+8nzdUvr+Rkz2zVp+8nzdUvr+Rkz2zVp+8nzdUvr+Rkz2zVp+8nzdUvnWFkT2MJZe8nzdUvnWFkT2MJZe8nzdUvnWFkT2MJZe8nzdUvnWFkT2MJZe8xD1VvqeNHz6MJZe8xD1VvqeNHz6MJZe8xD1VvqeNHz6MJZe8xD1VvqeNHz6MJZe8nzdUvsyTID6MJZe8nzdUvsyTID6MJZe8nzdUvsyTID6MJZe8nzdUvsyTID6MJZe8nzdUvqeNHz6zVp+8nzdUvqeNHz6zVp+8nzdUvqeNHz6zVp+8nzdUvqeNHz6zVp+8nzdUPr+Rkz2jVp88nzdUPr+Rkz2jVp88nzdUPr+Rkz2jVp88nzdUPr+Rkz2jVp88nzdUPnWFkT18JZc8nzdUPnWFkT18JZc8nzdUPnWFkT18JZc8nzdUPnWFkT18JZc8xD1VPr+Rkz18JZc8xD1VPr+Rkz18JZc8xD1VPr+Rkz18JZc8xD1VPr+Rkz18JZc8xD1VPqeNHz58JZc8xD1VPqeNHz58JZc8xD1VPqeNHz58JZc8xD1VPqeNHz58JZc8nzdUPsyTID58JZc8nzdUPsyTID58JZc8nzdUPsyTID58JZc8nzdUPsyTID58JZc8nzdUPqeNHz6jVp88nzdUPqeNHz6jVp88nzdUPqeNHz6jVp88nzdUPqeNHz6jVp88xD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80KTk/j/4cPyQJnj+P/hw/JAmeP+/fBT995Ao/vKUcPw4GTj9F5xw/lkdOP0TnHD8OBk4/ROccPw4GTj9E5xw/DgZOPy6zfz8WsqA/LrN/PxayoD8us38/FrKgPy6zfz8WsqA/L7N/P+LSoD8vs38/4tKgPx6zfz+oUTs/HrN/P6hROz9clBg/ICVxP6n0fz8WsqA/qfR/PxayoD+o9H8/qFE7P4z+HD8VsqA/jP4cPxWyoD+M/hw/FbKgP4z+HD8VsqA/FL0cPxWyoD9elBg/fOQKPxS9HD8VsqA/uKUcP6hROz+N/hw/4dKgPz/nHD+oUTs/jf4cP+HSoD8/5xw/qFE7PwqbJj9DMyY/CpsmP0MzJj8KmyY/QzMmP8CfJj+68SU/wJ8mP7rxJT/U6zY/Y14oP9TrNj9jXig/1Os2P2NeKD9o8zY/Sh0oP2jzNj9KHSg/Vv4sPz4fJz9W/iw/Ph8nP1b+LD8+Hyc/+AYtP0beJj/4Bi0/Rt4mP4QlYD/8uis/hCVgP/y6Kz+EJWA//LorP6woYD+GeSs/rChgP4Z5Kz/crVU/+uEqP9ytVT/64So/oKlVP2AjKz+gqVU/YCMrP6CpVT9gIys/IE1LP8IfKj8gTUs/wh8qP8tHSz8UYSo/y0dLPxRhKj/LR0s/FGEqP2kGQT+RdCk/aQZBP5F0KT9pBkE/kXQpP9oMQT9YMyk/2gxBP1gzKT/5tGo/iicsP/m0aj+KJyw/+bRqP4onLD8St2o/COYrPxK3aj8I5is/qPR/P4h+LD84Kww/wXV2PyCzfz94PCw/H7N/PwJ+LD8fs38/An4sPx+zfz8Cfiw/mFJ1PzonLD+YUnU/OicsP4tRdT/CaCw/i1F1P8JoLD+LUXU/wmgsP1r+LD8VGk0/Wv4sPxUaTT9a/iw/FRpNP/wGLT8MW00//AYtPwxbTT8QmyY/EAZOPxCbJj8QBk4/EJsmPxAGTj/EnyY/mEdOP8SfJj+YR04/zEdLPz/YST/MR0s/P9hJP8xHSz8/2Ek/IE1LP5AZSj8gTUs/kBlKP3AGQT/AxEo/cAZBP8DESj9wBkE/wMRKP+AMQT/4BUs/4AxBP/gFSz/W6zY/8NpLP9brNj/w2ks/1us2P/DaSz9s8zY/CBxMP2zzNj8IHEw/OCsMPyAlcT+o9H8/zLpHP6j0fz/Mukc/qPR/P1G7Rz8gs38/UrtHPyCzfz9Su0c/ILN/P1K7Rz8gs38/2/xHPyCzfz/b/Ec/iVF1P47QRz+JUXU/jtBHP4lRdT+O0Ec/mFJ1PxQSSD+YUnU/FBJIP/q0aj/KEUg/+rRqP8oRSD/6tGo/yhFIPxS3aj9KU0g/FLdqP0pTSD+EJWA/VX5IP4QlYD9Vfkg/hCVgP1V+SD+sKGA/yr9IP6woYD/Kv0g/3K1VP1ZXST/crVU/VldJP6CpVT/wFUk/oKlVP/AVST+gqVU/8BVJP0DnHD90lWU/QOccP3SVZT9A5xw/dJVlP0DnHD90lWU/9d8FP3C76z64pRw/dJVlP7ilHD90lWU/QeccP/zWZT9B5xw//NZlPy6zfz8XIaQ/LrN/PxchpD8fs38/gp9SPx+zfz+Cn1I/H7N/P4KfUj8gs38/CuFSPyCzfz8K4VI/ILN/PwrhUj9dlBg/KAJbP6n0fz8XIaQ/qPR/PwrhUj+o9H8/CuFSP0HnHD8I4VI/QeccPwjhUj9B5xw/COFSP0HnHD8I4VI/jP4cPxchpD+M/hw/FyGkP0DnHD+An1I/QOccP4CfUj8UvRw/FyGkP12UGD9wu+s+uKUcPwjhUj+4pRw/COFSP7SlHD/a+hI/tKUcP9r6Ej/03wU/LBrhPj3nHD/b+hI/PeccP9v6Ej895xw/2/oSP7SlHD/a+hI/POccP1K5Ej885xw/UrkSPy+zfz8keKE/L7N/PyR4oT8vs38/JHihPy+zfz8keKE/qPR/P0KvJT+o9H8/JHihP12UGD/KUmA/qPR/PyR4oT8fs38/Qq8lPx+zfz9CryU/LrN/P1hXoT8us38/WFehP43+HD8keKE/jf4cPyR4oT+N/hw/JHihP43+HD8keKE/NeccP0KvJT815xw/Qq8lP43+HD9YV6E/jf4cP1hXoT+spRw/Qq8lPxS9HD8keKE/FL0cPyR4oT9elBg/KhrhPgabJj90lWU/BpsmP3SVZT8GmyY/dJVlP7yfJj/81mU/vJ8mP/zWZT/R6zY/VGpjP9HrNj9UamM/0es2P1RqYz9o8zY/bKtjP2jzNj9sq2M/V/4sP3ipZD9X/iw/eKlkP1f+LD94qWQ/+AYtP3DqZD/4Bi0/cOpkP6goYD8wT2A/qChgPzBPYD+AJWA/ug1gP4AlYD+6DWA/gCVgP7oNYD+cqVU/VKVgP5ypVT9UpWA/nKlVP1SlYD/YrVU/uuZgP9itVT+65mA/yUdLP6BnYT/JR0s/oGdhP8lHSz+gZ2E/IE1LP/KoYT8gTUs/8qhhP3EGQT8kVGI/cQZBPyRUYj9xBkE/JFRiP+AMQT9clWI/4AxBP1yVYj8Ut2o/ruJfPxS3aj+u4l8/+rRqPy6hXz/6tGo/LqFfP/q0aj8uoV8/OisMPygCWz+o9H8/LkpfP6j0fz8uSl8/qPR/P7RKXz8gs38/tEpfPyCzfz+0Sl8/ILN/P7RKXz8gs38/PIxfPyCzfz88jF8/i1F1P/FfXz+LUXU/8V9fP4tRdT/xX18/mFJ1P3ihXz+YUnU/eKFfP0z+LD/X5hM/TP4sP9fmEz9M/iw/1+YTP+4GLT/gpRM/7gYtP+ClEz8ImyY/2voSPwibJj/a+hI/CJsmP9r6Ej+8nyY/UrkSP7yfJj9SuRI/xEdLP7AoFz/ER0s/sCgXP8RHSz+wKBc/GE1LP17nFj8YTUs/XucWP2MGQT8qPBY/YwZBPyo8Fj9jBkE/KjwWP9QMQT/y+hU/1AxBP/L6FT/O6zY//CUVP87rNj/8JRU/zus2P/wlFT9i8zY/5OQUP2LzNj/k5BQ/qPR/PyBGGT86Kww/ylJgPyCzfz8RBBk/ILN/P5pFGT8gs38/mkUZPyCzfz+aRRk/mFJ1P9buGD+YUnU/1u4YP4tRdT9eMBk/i1F1P14wGT+LUXU/XjAZPxC3aj+erRg/ELdqP56tGD/1tGo/H+8YP/W0aj8f7xg/9bRqPx/vGD+oKGA/HkEYP6goYD8eQRg/gCVgP5SCGD+AJWA/lIIYP4AlYD+Ughg/nalVP/rqFz+dqVU/+uoXP52pVT/66hc/2q1VP5SpFz/arVU/lKkXP0PnHD9ye4g/Q+ccP3J7iD9D5xw/cnuIP0PnHD9ye4g/vKUcP3J7iD+8pRw/cnuIP16UGD+86S4/ReccPzaciD9F5xw/NpyIPx+zfz/wAH4/H7N/P/AAfj8qs38/04WZPyqzfz/ThZk/ILN/P3lCfj8gs38/eUJ+PyCzfz95Qn4/H7N/P/AAfj+o9H8/eUJ+P6j0fz95Qn4/NisMP4VdhD+l9H8/04WZP0TnHD93Qn4/ROccP3dCfj9E5xw/d0J+P0TnHD93Qn4/ROccP+4Afj9E5xw/7gB+P2n+HD/UhZk/af4cP9SFmT+8pRw/d0J+P7ylHD93Qn4/8LwcP9SFmT/33wU/vOkuP12UGD9eOjQ/uKUcP+iE/z64pRw/6IT/PrilHD/ohP8+P+ccP+qE/z4/5xw/6oT/Pj/nHD/qhP8+QOccP9gB/z5A5xw/2AH/Pi6zfz/l3JY/LrN/P+Xclj8us38/5dyWPy6zfz/l3JY/NisMPzW1gT+o9H8/5dyWP6j0fz/l3JY/pvR/P952Ej8us38/GbyWPy6zfz8ZvJY/HrN/P952Ej8es38/3nYSP2z+HD/l3JY/bP4cP+Xclj9s/hw/5dyWP2z+HD/l3JY/bf4cPxm8lj9t/hw/GbyWPzfnHD/adhI/N+ccP9p2Ej/0vBw/5dyWP/ffBT9dOjQ/9LwcP+Xclj+upRw/2nYSPwibJj9ye4g/CJsmP3J7iD8ImyY/cnuIP7yfJj82nIg/vJ8mPzaciD/O6zY/4WWHP87rNj/hZYc/zus2P+Flhz9k8zY/bYaHP2TzNj9thoc/VP4sP3QFiD9U/iw/dAWIP1T+LD90BYg/9gYtP+8liD/2Bi0/7yWIP6goYD9O2IU/qChgP07YhT9/JWA/lLeFP38lYD+Ut4U/fyVgP5S3hT+gqVU/YgOGP6CpVT9iA4Y/oKlVP2IDhj/crVU/FSSGP9ytVT8VJIY/yEdLP4hkhj/IR0s/iGSGP8hHSz+IZIY/HE1LPzCFhj8cTUs/MIWGP24GQT/K2oY/bgZBP8rahj9uBkE/ytqGP9wMQT9m+4Y/3AxBP2b7hj8Ut2o/DqKFPxS3aj8OooU/+rRqP06BhT/6tGo/ToGFP/q0aj9OgYU/qfR/P89VhT+p9H8/z1WFP1uUGD+FXYQ/ILN/PxJWhT8gs38/ElaFPyCzfz8SVoU/qPR/PxJWhT8gs38/1naFPyCzfz/WdoU/h1F1P7BghT+HUXU/sGCFP4dRdT+wYIU/lFJ1P3OBhT+UUnU/c4GFP1L+LD9urgA/Uv4sP26uAD9S/iw/bq4AP/YGLT92bQA/9gYtP3ZtAD8MmyY/6IT/PgybJj/ohP8+DJsmP+iE/z7AnyY/2AH/PsCfJj/YAf8+ykdLP0PwAz/KR0s/Q/ADP8pHSz9D8AM/Hk1LP/KuAz8eTUs/8q4DP2kGQT/BAwM/aQZBP8EDAz9pBkE/wQMDP9gMQT+IwgI/2AxBP4jCAj/T6zY/ku0BP9PrNj+S7QE/0+s2P5LtAT9m8zY/eqwBP2bzNj96rAE/XZQYPzW1gT+o9H8/uQ0GPyCzfz+qywU/H7N/PzUNBj8fs38/NQ0GPx+zfz81DQY/mlJ1P262BT+aUnU/brYFP4xRdT/29wU/jFF1P/b3BT+MUXU/9vcFPw63aj86dQU/DrdqPzp1BT/ytGo/vLYFP/K0aj+8tgU/8rRqP7y2BT+qKGA/tggFP6ooYD+2CAU/giVgPyxKBT+CJWA/LEoFP4IlYD8sSgU/nalVP5GyBD+dqVU/kbIEP52pVT+RsgQ/2q1VPypxBD/arVU/KnEEPzvnHD8GbNM+O+ccPwZs0z475xw/BmzTPjvnHD8GbNM+POccP/To0j485xw/9OjSPl2UGD9lmkg/tKUcPwRs0z60pRw/BGzTPi6zfz+1T5o/LrN/P7VPmj8us38/tU+aPyCzfz/oV/k+OisMP1lVHD+o9H8/tU+aP6j0fz+1T5o/qfR/P9bU+D4us38/6S6aPyGzfz/U1Pg+IbN/P9TU+D4hs38/1NT4PkDnHD/Y1Pg+QOccP9jU+D5A5xw/2NT4PkDnHD/Y1Pg+Hb0cP7VPmj/23wU/ZJpIP7ilHD/Y1Pg+uKUcP9jU+D6V/hw/tU+aP5X+HD+1T5o/QOccP+hX+T5A5xw/6Ff5PrSlHD8IVXw/XpQYP8JJQz895xw/kJZ8PzvnHD8IVXw/O+ccPwhVfD875xw/CFV8Py+zfz+n+Jw/L7N/P6f4nD8vs38/p/icPy+zfz+n+Jw/ILN/P5ygaT8vs38/cxmdPyCzfz+coGk/L7N/P3MZnT+o9H8/nKBpP6n0fz+n+Jw/OisMP/qlIT+p9H8/p/icP5b+HD+n+Jw/lv4cP6f4nD+W/hw/p/icP5b+HD+n+Jw/tKUcP5ygaT8cvRw/p/icPxy9HD+n+Jw/998FP8JJQz885xw/nKBpP5X+HD9zGZ0/POccP5ygaT+V/hw/cxmdPwibJj8GbNM+CJsmPwZs0z4ImyY/BmzTPryfJj/06NI+vJ8mP/To0j7R6zY/SMLXPtHrNj9Iwtc+0es2P0jC1z5m8zY/GEDXPmbzNj8YQNc+U/4sP/hD1T5T/iw/+EPVPlP+LD/4Q9U+9gYtPwjC1D72Bi0/CMLUPn8lYD92e94+fyVgP3Z73j5/JWA/dnvePqgoYD+M+N0+qChgP4z43T7YrVU/dMncPtitVT90ydw+nKlVP0JM3T6cqVU/QkzdPpypVT9CTN0+HE1LPwRF2z4cTUs/BEXbPslHSz+ox9s+yUdLP6jH2z7JR0s/qMfbPmwGQT+k7tk+bAZBP6Tu2T5sBkE/pO7ZPtwMQT80bNk+3AxBPzRs2T70tGo/lFTfPvS0aj+UVN8+9LRqP5RU3z4Ot2o/kNHePg63aj+Q0d4+XZQYP1lVHD+m9H8/kALgPh6zfz90ft8+G7N/P4YB4D4bs38/hgHgPhuzfz+GAeA+lFJ1P/xT3z6UUnU//FPfPodRdT8K198+h1F1PwrX3z6HUXU/CtffPk7+LD8NaXs/Tv4sPw1pez9O/iw/DWl7P/AGLT8Eqns/8AYtPwSqez8FmyY/CFV8PwWbJj8IVXw/BZsmPwhVfD+4nyY/kJZ8P7ifJj+Qlnw/w0dLPzUneD/DR0s/NSd4P8NHSz81J3g/GE1LP4ZoeD8YTUs/hmh4P2kGQT+6E3k/aQZBP7oTeT9pBkE/uhN5P9gMQT/yVHk/2AxBP/JUeT/K6zY/5il6P8rrNj/mKXo/yus2P+Ypej9g8zY//mp6P2DzNj/+ano/qfR/P8IJdj+p9H8/wgl2P12UGD/6pSE/H7N/P0cKdj8fs38/Rwp2Px+zfz9HCnY/qPR/P0cKdj8gs38/0Ut2PyCzfz/RS3Y/i1F1P4Ufdj+LUXU/hR92P4tRdT+FH3Y/mFJ1Pwxhdj+YUnU/DGF2P/e0aj/AYHY/97RqP8Bgdj/3tGo/wGB2PxC3aj9AonY/ELdqP0Cidj9/JWA/Tc12P38lYD9NzXY/fyVgP03Ndj+oKGA/wg53P6goYD/CDnc/1K1VP06mdz/UrVU/TqZ3P5epVT/oZHc/l6lVP+hkdz+XqVU/6GR3P0DnHD9DMyY/QOccP0MzJj9A5xw/QzMmP0DnHD9DMyY/QOccP7rxJT9A5xw/uvElP7ilHD9DMyY/uKUcP0MzJj/v3wU/25MFPyCzfz80KTk/LLN/PyUJnj8ss38/JQmePyyzfz8lCZ4/qPR/P6vnOD+m9H8/JQmeP16UGD/AdXY/pvR/PyUJnj8fs38/q+c4Px+zfz+r5zg/H7N/P6vnOD8ss38/WeidPzrnHD+s5zg/OuccP6znOD865xw/rOc4PzrnHD+s5zg/sqUcP6znOD+ypRw/rOc4Pxa9HD8kCZ4/XpQYP9uTBT865xw/NCk5PzrnHD80KTk/j/4cPyQJnj+P/hw/JAmeP+/fBT995Ao/vKUcPw4GTj9F5xw/lkdOP0TnHD8OBk4/ROccPw4GTj9E5xw/DgZOPy6zfz8WsqA/LrN/PxayoD8us38/FrKgPy6zfz8WsqA/L7N/P+LSoD8vs38/4tKgPx6zfz+oUTs/HrN/P6hROz9clBg/ICVxP6n0fz8WsqA/qfR/PxayoD+o9H8/qFE7P4z+HD8VsqA/jP4cPxWyoD+M/hw/FbKgP4z+HD8VsqA/FL0cPxWyoD9elBg/fOQKPxS9HD8VsqA/uKUcP6hROz+N/hw/4dKgPz/nHD+oUTs/jf4cP+HSoD8/5xw/qFE7PwqbJj9DMyY/CpsmP0MzJj8KmyY/QzMmP8CfJj+68SU/wJ8mP7rxJT/U6zY/Y14oP9TrNj9jXig/1Os2P2NeKD9o8zY/Sh0oP2jzNj9KHSg/Vv4sPz4fJz9W/iw/Ph8nP1b+LD8+Hyc/+AYtP0beJj/4Bi0/Rt4mP4QlYD/8uis/hCVgP/y6Kz+EJWA//LorP6woYD+GeSs/rChgP4Z5Kz/crVU/+uEqP9ytVT/64So/oKlVP2AjKz+gqVU/YCMrP6CpVT9gIys/IE1LP8IfKj8gTUs/wh8qP8tHSz8UYSo/y0dLPxRhKj/LR0s/FGEqP2kGQT+RdCk/aQZBP5F0KT9pBkE/kXQpP9oMQT9YMyk/2gxBP1gzKT/5tGo/iicsP/m0aj+KJyw/+bRqP4onLD8St2o/COYrPxK3aj8I5is/qPR/P4h+LD84Kww/wXV2PyCzfz94PCw/H7N/PwJ+LD8fs38/An4sPx+zfz8Cfiw/mFJ1PzonLD+YUnU/OicsP4tRdT/CaCw/i1F1P8JoLD+LUXU/wmgsP1r+LD8VGk0/Wv4sPxUaTT9a/iw/FRpNP/wGLT8MW00//AYtPwxbTT8QmyY/EAZOPxCbJj8QBk4/EJsmPxAGTj/EnyY/mEdOP8SfJj+YR04/zEdLPz/YST/MR0s/P9hJP8xHSz8/2Ek/IE1LP5AZSj8gTUs/kBlKP3AGQT/AxEo/cAZBP8DESj9wBkE/wMRKP+AMQT/4BUs/4AxBP/gFSz/W6zY/8NpLP9brNj/w2ks/1us2P/DaSz9s8zY/CBxMP2zzNj8IHEw/OCsMPyAlcT+o9H8/zLpHP6j0fz/Mukc/qPR/P1G7Rz8gs38/UrtHPyCzfz9Su0c/ILN/P1K7Rz8gs38/2/xHPyCzfz/b/Ec/iVF1P47QRz+JUXU/jtBHP4lRdT+O0Ec/mFJ1PxQSSD+YUnU/FBJIP/q0aj/KEUg/+rRqP8oRSD/6tGo/yhFIPxS3aj9KU0g/FLdqP0pTSD+EJWA/VX5IP4QlYD9Vfkg/hCVgP1V+SD+sKGA/yr9IP6woYD/Kv0g/3K1VP1ZXST/crVU/VldJP6CpVT/wFUk/oKlVP/AVST+gqVU/8BVJP0DnHD90lWU/QOccP3SVZT9A5xw/dJVlP0DnHD90lWU/9d8FP3C76z64pRw/dJVlP7ilHD90lWU/QeccP/zWZT9B5xw//NZlPy6zfz8XIaQ/LrN/PxchpD8fs38/gp9SPx+zfz+Cn1I/H7N/P4KfUj8gs38/CuFSPyCzfz8K4VI/ILN/PwrhUj9dlBg/KAJbP6n0fz8XIaQ/qPR/PwrhUj+o9H8/CuFSP0HnHD8I4VI/QeccPwjhUj9B5xw/COFSP0HnHD8I4VI/jP4cPxchpD+M/hw/FyGkP0DnHD+An1I/QOccP4CfUj8UvRw/FyGkP12UGD9wu+s+uKUcPwjhUj+4pRw/COFSP7SlHD/a+hI/tKUcP9r6Ej/03wU/LBrhPj3nHD/b+hI/PeccP9v6Ej895xw/2/oSP7SlHD/a+hI/POccP1K5Ej885xw/UrkSPy+zfz8keKE/L7N/PyR4oT8vs38/JHihPy+zfz8keKE/qPR/P0KvJT+o9H8/JHihP12UGD/KUmA/qPR/PyR4oT8fs38/Qq8lPx+zfz9CryU/LrN/P1hXoT8us38/WFehP43+HD8keKE/jf4cPyR4oT+N/hw/JHihP43+HD8keKE/NeccP0KvJT815xw/Qq8lP43+HD9YV6E/jf4cP1hXoT+spRw/Qq8lPxS9HD8keKE/FL0cPyR4oT9elBg/KhrhPgabJj90lWU/BpsmP3SVZT8GmyY/dJVlP7yfJj/81mU/vJ8mP/zWZT/R6zY/VGpjP9HrNj9UamM/0es2P1RqYz9o8zY/bKtjP2jzNj9sq2M/V/4sP3ipZD9X/iw/eKlkP1f+LD94qWQ/+AYtP3DqZD/4Bi0/cOpkP6goYD8wT2A/qChgPzBPYD+AJWA/ug1gP4AlYD+6DWA/gCVgP7oNYD+cqVU/VKVgP5ypVT9UpWA/nKlVP1SlYD/YrVU/uuZgP9itVT+65mA/yUdLP6BnYT/JR0s/oGdhP8lHSz+gZ2E/IE1LP/KoYT8gTUs/8qhhP3EGQT8kVGI/cQZBPyRUYj9xBkE/JFRiP+AMQT9clWI/4AxBP1yVYj8Ut2o/ruJfPxS3aj+u4l8/+rRqPy6hXz/6tGo/LqFfP/q0aj8uoV8/OisMPygCWz+o9H8/LkpfP6j0fz8uSl8/qPR/P7RKXz8gs38/tEpfPyCzfz+0Sl8/ILN/P7RKXz8gs38/PIxfPyCzfz88jF8/i1F1P/FfXz+LUXU/8V9fP4tRdT/xX18/mFJ1P3ihXz+YUnU/eKFfP0z+LD/X5hM/TP4sP9fmEz9M/iw/1+YTP+4GLT/gpRM/7gYtP+ClEz8ImyY/2voSPwibJj/a+hI/CJsmP9r6Ej+8nyY/UrkSP7yfJj9SuRI/xEdLP7AoFz/ER0s/sCgXP8RHSz+wKBc/GE1LP17nFj8YTUs/XucWP2MGQT8qPBY/YwZBPyo8Fj9jBkE/KjwWP9QMQT/y+hU/1AxBP/L6FT/O6zY//CUVP87rNj/8JRU/zus2P/wlFT9i8zY/5OQUP2LzNj/k5BQ/qPR/PyBGGT86Kww/ylJgPyCzfz8RBBk/ILN/P5pFGT8gs38/mkUZPyCzfz+aRRk/mFJ1P9buGD+YUnU/1u4YP4tRdT9eMBk/i1F1P14wGT+LUXU/XjAZPxC3aj+erRg/ELdqP56tGD/1tGo/H+8YP/W0aj8f7xg/9bRqPx/vGD+oKGA/HkEYP6goYD8eQRg/gCVgP5SCGD+AJWA/lIIYP4AlYD+Ughg/nalVP/rqFz+dqVU/+uoXP52pVT/66hc/2q1VP5SpFz/arVU/lKkXP0PnHD9ye4g/Q+ccP3J7iD9D5xw/cnuIP0PnHD9ye4g/vKUcP3J7iD+8pRw/cnuIP16UGD+86S4/ReccPzaciD9F5xw/NpyIPx+zfz/wAH4/H7N/P/AAfj8qs38/04WZPyqzfz/ThZk/ILN/P3lCfj8gs38/eUJ+PyCzfz95Qn4/H7N/P/AAfj+o9H8/eUJ+P6j0fz95Qn4/NisMP4VdhD+l9H8/04WZP0TnHD93Qn4/ROccP3dCfj9E5xw/d0J+P0TnHD93Qn4/ROccP+4Afj9E5xw/7gB+P2n+HD/UhZk/af4cP9SFmT+8pRw/d0J+P7ylHD93Qn4/8LwcP9SFmT/33wU/vOkuP12UGD9eOjQ/uKUcP+iE/z64pRw/6IT/PrilHD/ohP8+P+ccP+qE/z4/5xw/6oT/Pj/nHD/qhP8+QOccP9gB/z5A5xw/2AH/Pi6zfz/l3JY/LrN/P+Xclj8us38/5dyWPy6zfz/l3JY/NisMPzW1gT+o9H8/5dyWP6j0fz/l3JY/pvR/P952Ej8us38/GbyWPy6zfz8ZvJY/HrN/P952Ej8es38/3nYSP2z+HD/l3JY/bP4cP+Xclj9s/hw/5dyWP2z+HD/l3JY/bf4cPxm8lj9t/hw/GbyWPzfnHD/adhI/N+ccP9p2Ej/0vBw/5dyWP/ffBT9dOjQ/9LwcP+Xclj+upRw/2nYSPwibJj9ye4g/CJsmP3J7iD8ImyY/cnuIP7yfJj82nIg/vJ8mPzaciD/O6zY/4WWHP87rNj/hZYc/zus2P+Flhz9k8zY/bYaHP2TzNj9thoc/VP4sP3QFiD9U/iw/dAWIP1T+LD90BYg/9gYtP+8liD/2Bi0/7yWIP6goYD9O2IU/qChgP07YhT9/JWA/lLeFP38lYD+Ut4U/fyVgP5S3hT+gqVU/YgOGP6CpVT9iA4Y/oKlVP2IDhj/crVU/FSSGP9ytVT8VJIY/yEdLP4hkhj/IR0s/iGSGP8hHSz+IZIY/HE1LPzCFhj8cTUs/MIWGP24GQT/K2oY/bgZBP8rahj9uBkE/ytqGP9wMQT9m+4Y/3AxBP2b7hj8Ut2o/DqKFPxS3aj8OooU/+rRqP06BhT/6tGo/ToGFP/q0aj9OgYU/qfR/P89VhT+p9H8/z1WFP1uUGD+FXYQ/ILN/PxJWhT8gs38/ElaFPyCzfz8SVoU/qPR/PxJWhT8gs38/1naFPyCzfz/WdoU/h1F1P7BghT+HUXU/sGCFP4dRdT+wYIU/lFJ1P3OBhT+UUnU/c4GFP1L+LD9urgA/Uv4sP26uAD9S/iw/bq4AP/YGLT92bQA/9gYtP3ZtAD8MmyY/6IT/PgybJj/ohP8+DJsmP+iE/z7AnyY/2AH/PsCfJj/YAf8+ykdLP0PwAz/KR0s/Q/ADP8pHSz9D8AM/Hk1LP/KuAz8eTUs/8q4DP2kGQT/BAwM/aQZBP8EDAz9pBkE/wQMDP9gMQT+IwgI/2AxBP4jCAj/T6zY/ku0BP9PrNj+S7QE/0+s2P5LtAT9m8zY/eqwBP2bzNj96rAE/XZQYPzW1gT+o9H8/uQ0GPyCzfz+qywU/H7N/PzUNBj8fs38/NQ0GPx+zfz81DQY/mlJ1P262BT+aUnU/brYFP4xRdT/29wU/jFF1P/b3BT+MUXU/9vcFPw63aj86dQU/DrdqPzp1BT/ytGo/vLYFP/K0aj+8tgU/8rRqP7y2BT+qKGA/tggFP6ooYD+2CAU/giVgPyxKBT+CJWA/LEoFP4IlYD8sSgU/nalVP5GyBD+dqVU/kbIEP52pVT+RsgQ/2q1VPypxBD/arVU/KnEEPzvnHD8GbNM+O+ccPwZs0z475xw/BmzTPjvnHD8GbNM+POccP/To0j485xw/9OjSPl2UGD9lmkg/tKUcPwRs0z60pRw/BGzTPi6zfz+1T5o/LrN/P7VPmj8us38/tU+aPyCzfz/oV/k+OisMP1lVHD+o9H8/tU+aP6j0fz+1T5o/qfR/P9bU+D4us38/6S6aPyGzfz/U1Pg+IbN/P9TU+D4hs38/1NT4PkDnHD/Y1Pg+QOccP9jU+D5A5xw/2NT4PkDnHD/Y1Pg+Hb0cP7VPmj/23wU/ZJpIP7ilHD/Y1Pg+uKUcP9jU+D6V/hw/tU+aP5X+HD+1T5o/QOccP+hX+T5A5xw/6Ff5PrSlHD8IVXw/XpQYP8JJQz895xw/kJZ8PzvnHD8IVXw/O+ccPwhVfD875xw/CFV8Py+zfz+n+Jw/L7N/P6f4nD8vs38/p/icPy+zfz+n+Jw/ILN/P5ygaT8vs38/cxmdPyCzfz+coGk/L7N/P3MZnT+o9H8/nKBpP6n0fz+n+Jw/OisMP/qlIT+p9H8/p/icP5b+HD+n+Jw/lv4cP6f4nD+W/hw/p/icP5b+HD+n+Jw/tKUcP5ygaT8cvRw/p/icPxy9HD+n+Jw/998FP8JJQz885xw/nKBpP5X+HD9zGZ0/POccP5ygaT+V/hw/cxmdPwibJj8GbNM+CJsmPwZs0z4ImyY/BmzTPryfJj/06NI+vJ8mP/To0j7R6zY/SMLXPtHrNj9Iwtc+0es2P0jC1z5m8zY/GEDXPmbzNj8YQNc+U/4sP/hD1T5T/iw/+EPVPlP+LD/4Q9U+9gYtPwjC1D72Bi0/CMLUPn8lYD92e94+fyVgP3Z73j5/JWA/dnvePqgoYD+M+N0+qChgP4z43T7YrVU/dMncPtitVT90ydw+nKlVP0JM3T6cqVU/QkzdPpypVT9CTN0+HE1LPwRF2z4cTUs/BEXbPslHSz+ox9s+yUdLP6jH2z7JR0s/qMfbPmwGQT+k7tk+bAZBP6Tu2T5sBkE/pO7ZPtwMQT80bNk+3AxBPzRs2T70tGo/lFTfPvS0aj+UVN8+9LRqP5RU3z4Ot2o/kNHePg63aj+Q0d4+XZQYP1lVHD+m9H8/kALgPh6zfz90ft8+G7N/P4YB4D4bs38/hgHgPhuzfz+GAeA+lFJ1P/xT3z6UUnU//FPfPodRdT8K198+h1F1PwrX3z6HUXU/CtffPk7+LD8NaXs/Tv4sPw1pez9O/iw/DWl7P/AGLT8Eqns/8AYtPwSqez8FmyY/CFV8PwWbJj8IVXw/BZsmPwhVfD+4nyY/kJZ8P7ifJj+Qlnw/w0dLPzUneD/DR0s/NSd4P8NHSz81J3g/GE1LP4ZoeD8YTUs/hmh4P2kGQT+6E3k/aQZBP7oTeT9pBkE/uhN5P9gMQT/yVHk/2AxBP/JUeT/K6zY/5il6P8rrNj/mKXo/yus2P+Ypej9g8zY//mp6P2DzNj/+ano/qfR/P8IJdj+p9H8/wgl2P12UGD/6pSE/H7N/P0cKdj8fs38/Rwp2Px+zfz9HCnY/qPR/P0cKdj8gs38/0Ut2PyCzfz/RS3Y/i1F1P4Ufdj+LUXU/hR92P4tRdT+FH3Y/mFJ1Pwxhdj+YUnU/DGF2P/e0aj/AYHY/97RqP8Bgdj/3tGo/wGB2PxC3aj9AonY/ELdqP0Cidj9/JWA/Tc12P38lYD9NzXY/fyVgP03Ndj+oKGA/wg53P6goYD/CDnc/1K1VP06mdz/UrVU/TqZ3P5epVT/oZHc/l6lVP+hkdz+XqVU/6GR3P2gADwAvAGgALwCLAJYAkQAuAC4APgAmACYAeQB0ACYAdACIAJsAlgAuAKAAmwAuAC4AJgCIAC4AiACDAKcAoAAuAC4AgwB+AC4AfgCnAD8AAAAVABUAEQBqABUAagBvAEkAPwAVAEQASQAVABUAbwBiABUAYgBOAF0ARAAVAFoAXQAVABUATgBVABUAVQBaAAwAHwAzAAwAMwAoAOkAywCsAOkArADGABIBOgHYABIB2AC5ANoAPAFBAdoAQQFGAcwA4gDaACABJQHMADQBIAHMANoARgFLAdoASwFOATQBzADaAC8BNAHaANoATgEqASoBLwHaAMAAqwDsAMAA7AD2ABgBuADAAB0BGAHAAMAA9gDxAMAA8QAKAREBHQHAAP0AEQHAAMAACgEFAQAB/QDAAAUBAAHAALIA1QDgALIA4ADBAJIBdAFZAZIBWQFzAb8B5AGBAb8BgQFmAYgB6QHuAYgB7gHzAXoBkAGIAc0B0gF6AeEBzQF6AYgB8wH4AYgB+AH7AeEBegGIAdwB4QGIAYgB+wHXAdcB3AGIAWgBUwGVAWgBlQGfAcABYAFoAcYBwAFoAWgBnwGaAWgBmgGzAboBxgFoAaYBugFoAWgBswGuAakBpgFoAa4BqQFoAV8BfgGJAV8BiQFuATgCGAIEAjgCBAIgAmUCCwIvAmUCLwKLApICjAIpAikCOQIiAiICdQJwAiICcAKEApcCkgIpApwClwIpAikCIgKEAikChAJ/AqMCnAIpAikCfwJ6AikCegKjAj8CAQIWAhYCEgJqAhYCagJvAkkCPwIWAkQCSQIWAhYCbwJiAhYCYgJOAl0CRAIWAloCXQIWAhYCTgJVAhYCVQ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+ } + ] +} diff --git a/maps/imports/ashtarie-bench.gltf.import b/maps/imports/ashtarie-bench.gltf.import new file mode 100644 index 0000000..8b7f96a --- /dev/null +++ b/maps/imports/ashtarie-bench.gltf.import @@ -0,0 +1,44 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://ckwdwt46rba5d" +path="res://.godot/imported/ashtarie-bench.gltf-5ae5dc019689f1bdc241bac5c3dda7f3.scn" + +[deps] + +source_file="res://maps/imports/ashtarie-bench.gltf" +dest_files=["res://.godot/imported/ashtarie-bench.gltf-5ae5dc019689f1bdc241bac5c3dda7f3.scn"] + +[params] + +nodes/root_type="Node3D" +nodes/root_name="Scene Root" +nodes/root_scale=1.0 +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.1 +skins/use_named_skins=true +animation/import=true +animation/fps=30 +import_script/path="" +_subresources={} +blender/nodes/visible=2 +blender/nodes/punctual_lights=true +blender/nodes/cameras=true +blender/nodes/custom_properties=true +blender/nodes/modifiers=1 +blender/meshes/colors=false +blender/meshes/uvs=true +blender/meshes/normals=true +blender/meshes/tangents=true +blender/meshes/skins=2 +blender/meshes/export_bones_deforming_mesh_only=false +blender/materials/unpack_enabled=true +blender/materials/export_materials=1 +blender/animation/limit_playback=true +blender/animation/always_sample=true +blender/animation/group_tracks=true diff --git a/maps/materials/ashtarie-bench_base_material.tres b/maps/materials/ashtarie-bench_base_material.tres new file mode 100644 index 0000000..1f586fa --- /dev/null +++ b/maps/materials/ashtarie-bench_base_material.tres @@ -0,0 +1,8 @@ +[gd_resource type="StandardMaterial3D" format=3 uid="uid://3w4rshtsvlcd"] + +[resource] +resource_local_to_scene = true +cull_mode = 2 +vertex_color_use_as_albedo = true +albedo_color = Color(0.0980392, 0.231373, 0.494118, 1) +roughness = 0.5 diff --git a/maps/materials/ashtarie-bench_flower-band.tres b/maps/materials/ashtarie-bench_flower-band.tres new file mode 100644 index 0000000..dd9fcd3 --- /dev/null +++ b/maps/materials/ashtarie-bench_flower-band.tres @@ -0,0 +1,34 @@ +[gd_resource type="ShaderMaterial" load_steps=4 format=3 uid="uid://cq7a0lmxmre32"] + +[ext_resource type="Shader" path="res://maps/shaders/ashtarie-bench_flower-band.gdshader" id="1_2uxdq"] + +[sub_resource type="Image" id="Image_v2asj"] +data = { +"data": PackedByteArray(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 255, 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Vector3(0, 0, 0) +shader_param/uv2_scale = Vector3(1, 1, 1) +shader_param/uv2_offset = Vector3(0, 0, 0) +shader_param/texture_albedo = SubResource( "ImageTexture_fu25f" ) diff --git a/maps/materials/ashtarie-bench_flower-side.tres b/maps/materials/ashtarie-bench_flower-side.tres new file mode 100644 index 0000000..0f76c75 --- /dev/null +++ b/maps/materials/ashtarie-bench_flower-side.tres @@ -0,0 +1,22 @@ +[gd_resource type="ShaderMaterial" load_steps=3 format=3 uid="uid://h7isf7si1v6q"] + +[ext_resource type="Shader" path="res://maps/shaders/ashtarie-bench_flower.gdshader" id="1_i81qr"] +[ext_resource type="Texture2D" uid="uid://7uol8n12o25s" path="res://maps/textures/patterns/vegetal_009.png" id="2_q832q"] + +[resource] +resource_local_to_scene = true +resource_name = "bench_plant" +render_priority = 0 +shader = ExtResource( "1_i81qr" ) +shader_param/base_color = Color(0.494118, 0.141176, 0.117647, 1) +shader_param/decor_color = Color(0.862745, 0.6, 0.117647, 1) +shader_param/point_size = 1.0 +shader_param/roughness = 0.5 +shader_param/metallic_texture_channel = Plane(1, 0, 0, 0) +shader_param/specular = 0.5 +shader_param/metallic = 0.0 +shader_param/uv1_scale = Vector3(1, 1, 1) +shader_param/uv1_offset = Vector3(0, 0.01, 0) +shader_param/uv2_scale = Vector3(1, 1, 1) +shader_param/uv2_offset = Vector3(0, 0, 0) +shader_param/texture_albedo = ExtResource( "2_q832q" ) diff --git a/maps/objects/ashtarie-bench.gd b/maps/objects/ashtarie-bench.gd new file mode 100644 index 0000000..3549968 --- /dev/null +++ b/maps/objects/ashtarie-bench.gd @@ -0,0 +1,44 @@ +@tool +extends Node3D + +@export var railways: bool = true: + get: + return railways + set(value): + railways = value + +@export var main_color: Color = Color(0.494117647059, 0.141176470588, 0.117647058824, 1.0): + get: + return main_color + set(value): + main_color = value + _set_main_color(value) + +@export var secondary_color: Color = Color(0.862745098039, 0.6, 0.117647058824, 1.0): + get: + return secondary_color + set(value): + secondary_color = value + _set_secondary_color(value) + +func _set_main_color(value) -> void: + get_node("railways/back-fence").mesh.surface_get_material(1).set_shader_param("base_color", value) + get_node("railways/sidewaysL").mesh.surface_get_material(1).set_shader_param("base_color", value) + get_node("railways/sidewaysR").mesh.surface_get_material(1).set_shader_param("base_color", value) + get_node("polesL").mesh.surface_get_material(0).set_shader_param("base_color", value) + get_node("polesR").mesh.surface_get_material(0).set_shader_param("base_color", value) + get_node("supports-back").mesh.surface_get_material(1).set_shader_param("base_color", value) + get_node("supports-side").mesh.surface_get_material(1).set_shader_param("base_color", value) + get_node("back-top-bottom").mesh.surface_get_material(0).albedo_color = value + +func _set_secondary_color(value) -> void: + get_node("railways/back-fence").mesh.surface_get_material(1).set_shader_param("decor_color", value) + get_node("railways/sidewaysL").mesh.surface_get_material(1).set_shader_param("decor_color", value) + get_node("railways/sidewaysR").mesh.surface_get_material(1).set_shader_param("decor_color", value) + get_node("polesL").mesh.surface_get_material(0).set_shader_param("decor_color", value) + get_node("polesR").mesh.surface_get_material(0).set_shader_param("decor_color", value) + get_node("supports-back").mesh.surface_get_material(1).set_shader_param("decor_color", value) + get_node("supports-side").mesh.surface_get_material(1).set_shader_param("decor_color", value) + + + diff --git a/maps/objects/ashtarie-bench.tscn b/maps/objects/ashtarie-bench.tscn new file mode 100644 index 0000000..4758e56 --- /dev/null +++ b/maps/objects/ashtarie-bench.tscn @@ -0,0 +1,697 @@ +[gd_scene load_steps=34 format=3 uid="uid://uyxppgx6n0ws"] + +[ext_resource type="Script" 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59, 255, 25, 214, 60, 255, 85, 82, 201, 179, 145, 108, 62, 140, 63, 43, 63, 140, 118, 244, 59, 255, 209, 74, 59, 255, 1, 240, 223) +}] +blend_shape_mode = 0 +shadow_mesh = SubResource( "ArrayMesh_e5fcv" ) + +[sub_resource type="ArrayMesh" id="ArrayMesh_ngcr4"] +_surfaces = [{ +"aabb": AABB(-0.0335296, 0.138843, -0.00746042, 0.265554, 0.531096, 0.0149208), +"format": 4097, +"index_count": 306, +"index_data": PackedByteArray(14, 0, 3, 0, 16, 0, 14, 0, 1, 0, 3, 0, 19, 0, 17, 0, 21, 0, 19, 0, 13, 0, 17, 0, 29, 0, 35, 0, 41, 0, 29, 0, 23, 0, 35, 0, 20, 0, 4, 0, 9, 0, 20, 0, 15, 0, 4, 0, 2, 0, 11, 0, 5, 0, 2, 0, 7, 0, 11, 0, 37, 0, 26, 0, 39, 0, 37, 0, 24, 0, 26, 0, 42, 0, 40, 0, 44, 0, 42, 0, 36, 0, 40, 0, 52, 0, 58, 0, 64, 0, 52, 0, 46, 0, 58, 0, 43, 0, 27, 0, 32, 0, 43, 0, 38, 0, 27, 0, 25, 0, 34, 0, 28, 0, 25, 0, 30, 0, 34, 0, 60, 0, 49, 0, 62, 0, 60, 0, 47, 0, 49, 0, 65, 0, 63, 0, 67, 0, 65, 0, 59, 0, 63, 0, 66, 0, 50, 0, 55, 0, 66, 0, 61, 0, 50, 0, 48, 0, 57, 0, 51, 0, 48, 0, 53, 0, 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189, 237, 50, 15, 62, 240, 177, 211, 187, 184, 61, 5, 189, 237, 50, 15, 62, 140, 118, 244, 187, 184, 61, 5, 189, 21, 129, 43, 63, 240, 177, 211, 187, 184, 61, 5, 189, 140, 63, 43, 63, 140, 118, 244, 187, 75, 86, 9, 189, 140, 63, 43, 63, 240, 177, 211, 187, 184, 61, 5, 61, 200, 44, 14, 62, 240, 177, 211, 59, 75, 86, 9, 61, 237, 50, 15, 62, 240, 177, 211, 59, 184, 61, 5, 61, 237, 50, 15, 62, 140, 118, 244, 59, 184, 61, 5, 61, 21, 129, 43, 63, 240, 177, 211, 59, 184, 61, 5, 61, 140, 63, 43, 63, 140, 118, 244, 59, 75, 86, 9, 61, 140, 63, 43, 63, 240, 177, 211, 59, 184, 61, 5, 61, 200, 44, 14, 62, 240, 177, 211, 187, 75, 86, 9, 61, 237, 50, 15, 62, 240, 177, 211, 187, 184, 61, 5, 61, 21, 129, 43, 63, 240, 177, 211, 187, 75, 86, 9, 61, 140, 63, 43, 63, 240, 177, 211, 187, 184, 61, 5, 61, 140, 63, 43, 63, 140, 118, 244, 187, 106, 163, 136, 61, 200, 44, 14, 62, 240, 177, 211, 59, 106, 163, 136, 61, 237, 50, 15, 62, 140, 118, 244, 59, 32, 151, 134, 61, 237, 50, 15, 62, 240, 177, 211, 59, 106, 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0, 27, 0, 28, 0, 23, 0, 24, 0, 32, 0, 30, 0, 24, 0, 25, 0, 32, 0, 31, 0, 28, 0, 29, 0, 31, 0, 32, 0, 28, 0), +"name": "bench_plant", +"primitive": 3, +"vertex_count": 33, +"vertex_data": PackedByteArray(184, 61, 5, 189, 200, 44, 14, 62, 240, 177, 211, 187, 184, 61, 5, 189, 237, 50, 15, 62, 140, 118, 244, 187, 184, 61, 5, 189, 21, 129, 43, 63, 240, 177, 211, 187, 184, 61, 5, 189, 140, 63, 43, 63, 140, 118, 244, 187, 75, 86, 9, 189, 140, 63, 43, 63, 240, 177, 211, 187, 184, 61, 5, 61, 200, 44, 14, 62, 240, 177, 211, 187, 184, 61, 5, 61, 237, 50, 15, 62, 140, 118, 244, 187, 75, 86, 9, 61, 237, 50, 15, 62, 240, 177, 211, 187, 184, 61, 5, 61, 21, 129, 43, 63, 240, 177, 211, 187, 75, 86, 9, 61, 140, 63, 43, 63, 240, 177, 211, 187, 184, 61, 5, 61, 140, 63, 43, 63, 140, 118, 244, 187, 106, 163, 136, 61, 200, 44, 14, 62, 240, 177, 211, 187, 106, 163, 136, 61, 237, 50, 15, 62, 140, 118, 244, 187, 106, 163, 136, 61, 21, 129, 43, 63, 240, 177, 211, 187, 106, 163, 136, 61, 140, 63, 43, 63, 140, 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187) +}] +blend_shape_mode = 0 + +[sub_resource type="ArrayMesh" id="ArrayMesh_x3u04"] +resource_local_to_scene = true +_surfaces = [{ +"aabb": AABB(-0.0335296, 0.138843, -0.00746042, 0.265554, 0.531096, 0.0149208), +"attribute_data": PackedByteArray(244, 184, 127, 63, 12, 41, 219, 62, 244, 184, 127, 63, 12, 41, 219, 62, 244, 184, 127, 63, 86, 34, 107, 63, 244, 184, 127, 63, 86, 34, 107, 63, 255, 59, 200, 62, 170, 185, 22, 63, 255, 59, 200, 62, 170, 185, 22, 63, 244, 184, 127, 63, 86, 34, 107, 63, 244, 184, 127, 63, 86, 34, 107, 63, 61, 113, 127, 63, 162, 153, 218, 62, 61, 113, 127, 63, 162, 153, 218, 62, 62, 113, 127, 63, 12, 106, 107, 63, 62, 113, 127, 63, 12, 106, 107, 63, 60, 113, 127, 63, 86, 34, 107, 63, 60, 113, 127, 63, 86, 34, 107, 63, 60, 113, 127, 63, 86, 34, 107, 63, 60, 113, 127, 63, 86, 34, 107, 63, 63, 113, 127, 63, 10, 41, 219, 62, 63, 113, 127, 63, 10, 41, 219, 62, 63, 113, 127, 63, 10, 41, 219, 62, 63, 113, 127, 63, 10, 41, 219, 62, 63, 113, 127, 63, 10, 41, 219, 62, 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0, 11, 0, 5, 0, 2, 0, 7, 0, 11, 0, 8, 0, 22, 0, 10, 0, 8, 0, 18, 0, 22, 0, 36, 0, 26, 0, 25, 0, 36, 0, 40, 0, 26, 0, 42, 0, 39, 0, 37, 0, 42, 0, 46, 0, 39, 0, 24, 0, 33, 0, 31, 0, 24, 0, 27, 0, 33, 0, 30, 0, 45, 0, 43, 0, 30, 0, 34, 0, 45, 0, 0, 0, 2, 0, 1, 0, 3, 0, 5, 0, 4, 0, 6, 0, 8, 0, 7, 0, 9, 0, 11, 0, 10, 0, 14, 0, 16, 0, 15, 0, 17, 0, 19, 0, 18, 0, 23, 0, 25, 0, 24, 0, 26, 0, 28, 0, 27, 0, 29, 0, 31, 0, 30, 0, 32, 0, 34, 0, 33, 0, 35, 0, 37, 0, 36, 0, 38, 0, 40, 0, 39, 0, 41, 0, 43, 0, 42, 0, 44, 0, 46, 0, 45, 0, 6, 0, 2, 0, 0, 0, 6, 0, 7, 0, 2, 0, 1, 0, 5, 0, 3, 0, 1, 0, 2, 0, 5, 0, 4, 0, 11, 0, 9, 0, 4, 0, 5, 0, 11, 0, 10, 0, 7, 0, 8, 0, 10, 0, 11, 0, 7, 0, 17, 0, 8, 0, 6, 0, 17, 0, 18, 0, 8, 0, 9, 0, 22, 0, 20, 0, 9, 0, 10, 0, 22, 0, 21, 0, 18, 0, 19, 0, 21, 0, 22, 0, 18, 0, 0, 0, 13, 0, 12, 0, 0, 0, 1, 0, 13, 0, 14, 0, 3, 0, 4, 0, 14, 0, 15, 0, 3, 0, 31, 0, 23, 0, 24, 0, 31, 0, 29, 0, 23, 0, 24, 0, 26, 0, 27, 0, 24, 0, 25, 0, 26, 0, 27, 0, 32, 0, 33, 0, 27, 0, 28, 0, 32, 0, 33, 0, 30, 0, 31, 0, 33, 0, 34, 0, 30, 0, 43, 0, 29, 0, 30, 0, 43, 0, 41, 0, 29, 0, 34, 0, 44, 0, 45, 0, 34, 0, 32, 0, 44, 0, 45, 0, 42, 0, 43, 0, 45, 0, 46, 0, 42, 0, 37, 0, 41, 0, 42, 0, 37, 0, 35, 0, 41, 0, 46, 0, 38, 0, 39, 0, 46, 0, 44, 0, 38, 0, 39, 0, 36, 0, 37, 0, 39, 0, 40, 0, 36, 0, 25, 0, 35, 0, 36, 0, 25, 0, 23, 0, 35, 0, 40, 0, 28, 0, 26, 0, 40, 0, 38, 0, 28, 0), +"name": "bench_red", +"primitive": 3, +"vertex_count": 47, +"vertex_data": PackedByteArray(214, 215, 76, 62, 0, 0, 0, 0, 249, 225, 248, 60, 214, 215, 76, 62, 111, 18, 131, 58, 144, 137, 0, 61, 177, 209, 75, 62, 112, 18, 131, 58, 249, 225, 248, 60, 214, 215, 76, 62, 209, 51, 65, 63, 144, 137, 0, 61, 214, 215, 76, 62, 90, 117, 65, 63, 249, 225, 248, 60, 177, 209, 75, 62, 209, 51, 65, 63, 249, 225, 248, 60, 214, 215, 76, 62, 0, 0, 0, 0, 249, 225, 248, 188, 177, 209, 75, 62, 111, 18, 131, 58, 249, 225, 248, 188, 214, 215, 76, 62, 111, 18, 131, 58, 144, 137, 0, 189, 214, 215, 76, 62, 90, 117, 65, 63, 249, 225, 248, 188, 214, 215, 76, 62, 209, 51, 65, 63, 144, 137, 0, 189, 177, 209, 75, 62, 209, 51, 65, 63, 249, 225, 248, 188, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 42, 136, 133, 62, 111, 18, 131, 58, 144, 137, 0, 61, 42, 136, 133, 62, 90, 117, 65, 63, 249, 225, 248, 60, 42, 136, 133, 62, 209, 51, 65, 63, 144, 137, 0, 61, 60, 11, 134, 62, 209, 51, 65, 63, 249, 225, 248, 60, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 188, 42, 136, 133, 62, 111, 18, 131, 58, 144, 137, 0, 189, 60, 11, 134, 62, 112, 18, 131, 58, 249, 225, 248, 188, 42, 136, 133, 62, 90, 117, 65, 63, 249, 225, 248, 188, 60, 11, 134, 62, 209, 51, 65, 63, 249, 225, 248, 188, 42, 136, 133, 62, 209, 51, 65, 63, 144, 137, 0, 189, 214, 215, 76, 190, 0, 0, 0, 0, 249, 225, 248, 60, 177, 209, 75, 190, 111, 18, 131, 58, 249, 225, 248, 60, 214, 215, 76, 190, 111, 18, 131, 58, 144, 137, 0, 61, 214, 215, 76, 190, 209, 51, 65, 63, 144, 137, 0, 61, 177, 209, 75, 190, 209, 51, 65, 63, 249, 225, 248, 60, 214, 215, 76, 190, 90, 117, 65, 63, 249, 225, 248, 60, 214, 215, 76, 190, 0, 0, 0, 0, 249, 225, 248, 188, 214, 215, 76, 190, 111, 18, 131, 58, 144, 137, 0, 189, 177, 209, 75, 190, 112, 18, 131, 58, 249, 225, 248, 188, 214, 215, 76, 190, 90, 117, 65, 63, 249, 225, 248, 188, 177, 209, 75, 190, 209, 51, 65, 63, 249, 225, 248, 188, 214, 215, 76, 190, 209, 51, 65, 63, 144, 137, 0, 189, 42, 136, 133, 190, 0, 0, 0, 0, 249, 225, 248, 60, 42, 136, 133, 190, 111, 18, 131, 58, 144, 137, 0, 61, 60, 11, 134, 190, 112, 18, 131, 58, 249, 225, 248, 60, 42, 136, 133, 190, 90, 117, 65, 63, 249, 225, 248, 60, 60, 11, 134, 190, 209, 51, 65, 63, 249, 225, 248, 60, 42, 136, 133, 190, 209, 51, 65, 63, 144, 137, 0, 61, 42, 136, 133, 190, 0, 0, 0, 0, 249, 225, 248, 188, 60, 11, 134, 190, 111, 18, 131, 58, 249, 225, 248, 188, 42, 136, 133, 190, 111, 18, 131, 58, 144, 137, 0, 189, 42, 136, 133, 190, 90, 117, 65, 63, 249, 225, 248, 188, 42, 136, 133, 190, 209, 51, 65, 63, 144, 137, 0, 189, 60, 11, 134, 190, 209, 51, 65, 63, 249, 225, 248, 188) +}] +blend_shape_mode = 0 + +[sub_resource type="ArrayMesh" id="ArrayMesh_u3eb5"] +resource_local_to_scene = true +_surfaces = [{ +"aabb": AABB(-0.260804, 0, -0.0313812, 0.522609, 0.755697, 0.0627624), +"attribute_data": PackedByteArray(206, 220, 21, 62, 19, 55, 15, 63, 206, 220, 21, 62, 19, 55, 15, 63, 206, 220, 21, 62, 140, 230, 108, 63, 206, 220, 21, 62, 140, 230, 108, 63, 214, 71, 175, 61, 20, 55, 15, 63, 214, 71, 175, 61, 20, 55, 15, 63, 230, 71, 175, 61, 140, 230, 108, 63, 230, 71, 175, 61, 140, 230, 108, 63, 198, 220, 21, 62, 74, 197, 30, 63, 198, 220, 21, 62, 74, 197, 30, 63, 170, 37, 122, 62, 86, 88, 93, 63, 181, 67, 123, 63, 201, 11, 16, 64, 170, 37, 122, 62, 86, 88, 93, 63, 181, 67, 123, 63, 201, 11, 16, 64, 170, 37, 122, 62, 86, 88, 93, 63, 181, 67, 123, 63, 201, 11, 16, 64, 206, 43, 123, 62, 86, 88, 93, 63, 179, 67, 123, 63, 174, 202, 15, 64, 206, 43, 123, 62, 86, 88, 93, 63, 179, 67, 123, 63, 174, 202, 15, 64, 206, 43, 123, 62, 86, 88, 93, 63, 179, 67, 123, 63, 174, 202, 15, 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16, 64, 206, 43, 123, 62, 86, 88, 93, 63, 179, 67, 123, 63, 174, 202, 15, 64, 206, 43, 123, 62, 86, 88, 93, 63, 179, 67, 123, 63, 174, 202, 15, 64, 94, 190, 127, 63, 85, 88, 93, 63, 212, 67, 123, 63, 8, 143, 63, 191, 204, 43, 123, 62, 140, 230, 108, 63, 218, 112, 128, 60, 174, 202, 15, 64, 232, 255, 127, 63, 140, 230, 108, 63, 32, 115, 128, 60, 116, 147, 64, 191, 94, 190, 127, 63, 140, 230, 108, 63, 32, 115, 128, 60, 8, 143, 63, 191), +"format": 4151, +"index_count": 54, +"index_data": PackedByteArray(22, 0, 18, 0, 28, 0, 22, 0, 10, 0, 18, 0, 32, 0, 34, 0, 30, 0, 32, 0, 36, 0, 34, 0, 23, 0, 1, 0, 3, 0, 23, 0, 13, 0, 1, 0, 37, 0, 31, 0, 35, 0, 37, 0, 33, 0, 31, 0, 5, 0, 11, 0, 7, 0, 24, 0, 29, 0, 26, 0, 6, 0, 21, 0, 20, 0, 6, 0, 8, 0, 21, 0, 25, 0, 16, 0, 14, 0, 25, 0, 27, 0, 16, 0, 15, 0, 9, 0, 12, 0, 15, 0, 17, 0, 9, 0, 2, 0, 4, 0, 19, 0, 2, 0, 0, 0, 4, 0), +"lods": [0.040966, PackedByteArray(42, 0, 41, 0, 44, 0, 43, 0, 44, 0, 41, 0, 43, 0, 41, 0, 14, 0, 42, 0, 39, 0, 41, 0, 43, 0, 29, 0, 26, 0, 38, 0, 39, 0, 42, 0, 38, 0, 42, 0, 20, 0, 38, 0, 11, 0, 7, 0, 15, 0, 40, 0, 11, 0, 15, 0, 17, 0, 40, 0, 23, 0, 13, 0, 3, 0, 0, 0, 4, 0, 19, 0)], +"material": ExtResource( "4_dgogt" ), +"name": "bench_flower-band", +"primitive": 3, +"vertex_count": 45, +"vertex_data": PackedByteArray(214, 215, 76, 62, 0, 0, 0, 0, 249, 225, 248, 60, 255, 1, 240, 31, 255, 253, 247, 255, 214, 215, 76, 62, 90, 117, 65, 63, 249, 225, 248, 60, 255, 253, 255, 31, 255, 253, 231, 255, 214, 215, 76, 62, 0, 0, 0, 0, 249, 225, 248, 188, 255, 1, 240, 31, 255, 253, 231, 255, 214, 215, 76, 62, 90, 117, 65, 63, 249, 225, 248, 188, 255, 253, 255, 31, 255, 253, 247, 255, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 255, 1, 240, 31, 255, 253, 231, 255, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 38, 99, 99, 50, 255, 255, 247, 31, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 105, 87, 242, 31, 105, 167, 253, 223, 60, 11, 134, 62, 111, 18, 131, 58, 249, 225, 248, 60, 38, 99, 99, 50, 255, 255, 247, 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0.0627624), +"attribute_data": PackedByteArray(81, 255, 127, 63, 128, 31, 73, 63, 150, 67, 123, 63, 201, 11, 16, 64, 81, 255, 127, 63, 128, 31, 73, 63, 150, 67, 123, 63, 201, 11, 16, 64, 81, 255, 127, 63, 128, 31, 73, 63, 150, 67, 123, 63, 201, 11, 16, 64, 198, 189, 127, 63, 128, 31, 73, 63, 149, 67, 123, 63, 174, 202, 15, 64, 198, 189, 127, 63, 128, 31, 73, 63, 149, 67, 123, 63, 174, 202, 15, 64, 198, 189, 127, 63, 128, 31, 73, 63, 149, 67, 123, 63, 174, 202, 15, 64, 201, 189, 127, 63, 10, 97, 73, 63, 74, 85, 127, 63, 176, 202, 15, 64, 201, 189, 127, 63, 10, 97, 73, 63, 74, 85, 127, 63, 176, 202, 15, 64, 89, 35, 122, 62, 131, 31, 73, 63, 212, 67, 123, 63, 98, 147, 64, 191, 126, 41, 123, 62, 12, 97, 73, 63, 136, 85, 127, 63, 246, 142, 63, 191, 127, 41, 123, 62, 131, 31, 73, 63, 212, 67, 123, 63, 246, 142, 63, 191, 127, 41, 123, 62, 131, 31, 73, 63, 212, 67, 123, 63, 246, 142, 63, 191, 127, 41, 123, 62, 131, 31, 73, 63, 212, 67, 123, 63, 246, 142, 63, 191, 80, 255, 127, 63, 73, 145, 57, 63, 87, 107, 128, 60, 201, 11, 16, 64, 199, 189, 127, 63, 73, 145, 57, 63, 68, 107, 128, 60, 174, 202, 15, 64, 199, 189, 127, 63, 73, 145, 57, 63, 68, 107, 128, 60, 174, 202, 15, 64, 89, 35, 122, 62, 76, 145, 57, 63, 111, 115, 128, 60, 100, 147, 64, 191, 89, 35, 122, 62, 76, 145, 57, 63, 111, 115, 128, 60, 100, 147, 64, 191, 89, 35, 122, 62, 76, 145, 57, 63, 111, 115, 128, 60, 100, 147, 64, 191, 127, 41, 123, 62, 76, 145, 57, 63, 109, 115, 128, 60, 246, 142, 63, 191, 127, 41, 123, 62, 76, 145, 57, 63, 109, 115, 128, 60, 246, 142, 63, 191, 124, 41, 123, 62, 194, 79, 57, 63, 99, 129, 97, 185, 248, 142, 63, 191), +"format": 4151, +"index_count": 30, +"index_data": PackedByteArray(15, 0, 12, 0, 20, 0, 15, 0, 5, 0, 12, 0, 0, 0, 6, 0, 2, 0, 16, 0, 21, 0, 18, 0, 1, 0, 14, 0, 13, 0, 1, 0, 3, 0, 14, 0, 17, 0, 10, 0, 8, 0, 17, 0, 19, 0, 10, 0, 9, 0, 4, 0, 7, 0, 9, 0, 11, 0, 4, 0), +"material": ExtResource( "4_dgogt" ), +"name": "bench_flower-band", +"primitive": 3, +"vertex_count": 22, +"vertex_data": PackedByteArray(42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 38, 99, 99, 50, 255, 255, 247, 31, 42, 136, 133, 62, 0, 0, 0, 0, 249, 225, 248, 60, 105, 87, 242, 31, 149, 84, 242, 223, 60, 11, 134, 62, 111, 18, 131, 58, 249, 225, 248, 60, 38, 99, 99, 50, 255, 255, 247, 31, 60, 11, 134, 62, 111, 18, 131, 58, 249, 225, 248, 60, 105, 87, 242, 31, 149, 84, 242, 223, 60, 11, 134, 62, 111, 18, 131, 58, 249, 225, 248, 60, 105, 255, 151, 54, 255, 1, 240, 223, 60, 11, 134, 62, 111, 18, 131, 58, 249, 225, 248, 60, 255, 255, 247, 31, 255, 1, 240, 223, 42, 136, 133, 62, 111, 18, 131, 58, 144, 137, 0, 61, 38, 99, 99, 50, 255, 255, 247, 31, 42, 136, 133, 62, 111, 18, 131, 58, 144, 137, 0, 61, 105, 255, 151, 54, 255, 1, 240, 223, 42, 136, 133, 62, 90, 117, 65, 63, 249, 225, 248, 60, 105, 167, 253, 31, 105, 87, 242, 223, 42, 136, 133, 62, 209, 51, 65, 63, 144, 137, 0, 61, 105, 255, 151, 54, 255, 1, 240, 223, 60, 11, 134, 62, 209, 51, 65, 63, 249, 225, 248, 60, 105, 167, 253, 31, 105, 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255, 255, 247, 223) +}, { +"aabb": AABB(-0.261804, 0, -0.0313812, 0.523609, 0.755697, 0.0627624), +"attribute_data": PackedByteArray(81, 255, 127, 63, 225, 226, 93, 63, 81, 255, 127, 63, 225, 226, 93, 63, 81, 255, 127, 63, 110, 9, 91, 63, 81, 255, 127, 63, 110, 9, 91, 63, 119, 182, 24, 62, 131, 31, 73, 63, 119, 182, 24, 62, 131, 31, 73, 63, 81, 255, 127, 63, 110, 9, 91, 63, 81, 255, 127, 63, 110, 9, 91, 63, 199, 189, 127, 63, 88, 161, 93, 63, 199, 189, 127, 63, 88, 161, 93, 63, 81, 255, 127, 63, 110, 9, 91, 63, 81, 255, 127, 63, 110, 9, 91, 63, 198, 189, 127, 63, 110, 9, 91, 63, 198, 189, 127, 63, 110, 9, 91, 63, 198, 189, 127, 63, 110, 9, 91, 63, 198, 189, 127, 63, 110, 9, 91, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 225, 226, 93, 63, 200, 189, 127, 63, 248, 74, 91, 63, 200, 189, 127, 63, 248, 74, 91, 63, 122, 41, 123, 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238, 169, 61, 113, 220, 53, 191, 149, 125, 89, 188, 55, 255, 169, 61, 232, 154, 53, 191, 176, 189, 67, 188, 0, 0, 0, 0, 113, 220, 53, 191, 18, 223, 67, 188, 111, 18, 131, 58, 232, 154, 53, 191, 130, 65, 84, 188, 93, 17, 131, 58, 113, 220, 53, 191, 87, 46, 73, 188, 161, 51, 42, 61, 232, 154, 53, 191, 62, 144, 89, 188, 220, 34, 42, 61, 113, 220, 53, 191, 252, 228, 6, 189, 89, 238, 165, 62, 170, 110, 59, 191, 118, 244, 10, 189, 20, 221, 165, 62, 33, 45, 59, 191, 195, 164, 21, 189, 15, 181, 178, 62, 170, 110, 59, 191, 86, 189, 25, 189, 166, 171, 178, 62, 33, 45, 59, 191, 194, 141, 165, 188, 156, 181, 82, 62, 170, 110, 59, 191, 12, 184, 173, 188, 78, 160, 82, 62, 33, 45, 59, 191, 184, 30, 195, 188, 126, 187, 123, 62, 170, 110, 59, 191, 204, 69, 203, 188, 187, 161, 123, 62, 33, 45, 59, 191, 197, 228, 229, 188, 42, 19, 146, 62, 170, 110, 59, 191, 236, 7, 238, 188, 0, 4, 146, 62, 33, 45, 59, 191, 169, 189, 67, 188, 0, 0, 0, 0, 33, 45, 59, 191, 123, 65, 84, 188, 93, 17, 131, 58, 33, 45, 59, 191, 11, 223, 67, 188, 111, 18, 131, 58, 170, 110, 59, 191, 55, 144, 89, 188, 220, 34, 42, 61, 33, 45, 59, 191, 80, 46, 73, 188, 161, 51, 42, 61, 170, 110, 59, 191, 215, 221, 105, 188, 106, 238, 169, 61, 33, 45, 59, 191, 142, 125, 89, 188, 55, 255, 169, 61, 170, 110, 59, 191, 76, 127, 130, 188, 154, 98, 254, 61, 33, 45, 59, 191, 8, 161, 116, 188, 228, 123, 254, 61, 170, 110, 59, 191, 21, 68, 141, 188, 228, 45, 41, 62, 170, 110, 59, 191, 236, 112, 149, 188, 243, 28, 41, 62, 33, 45, 59, 191) +}, { +"aabb": AABB(-0.0375341, 0, -0.732157, 0.025587, 0.387939, 0.743539), +"format": 4097, +"index_count": 153, +"index_data": PackedByteArray(5, 0, 17, 0, 7, 0, 5, 0, 18, 0, 17, 0, 18, 0, 0, 0, 3, 0, 18, 0, 5, 0, 0, 0, 7, 0, 21, 0, 6, 0, 7, 0, 17, 0, 21, 0, 6, 0, 20, 0, 11, 0, 6, 0, 21, 0, 20, 0, 9, 0, 26, 0, 8, 0, 9, 0, 27, 0, 26, 0, 12, 0, 24, 0, 16, 0, 12, 0, 25, 0, 24, 0, 11, 0, 19, 0, 10, 0, 11, 0, 20, 0, 19, 0, 8, 0, 25, 0, 12, 0, 8, 0, 26, 0, 25, 0, 10, 0, 27, 0, 9, 0, 10, 0, 19, 0, 27, 0, 23, 0, 16, 0, 24, 0, 23, 0, 14, 0, 16, 0, 32, 0, 43, 0, 44, 0, 32, 0, 34, 0, 43, 0, 44, 0, 29, 0, 32, 0, 44, 0, 31, 0, 29, 0, 34, 0, 47, 0, 43, 0, 34, 0, 33, 0, 47, 0, 33, 0, 46, 0, 47, 0, 33, 0, 38, 0, 46, 0, 36, 0, 53, 0, 54, 0, 36, 0, 35, 0, 53, 0, 39, 0, 51, 0, 52, 0, 39, 0, 42, 0, 51, 0, 38, 0, 45, 0, 46, 0, 38, 0, 37, 0, 45, 0, 35, 0, 52, 0, 53, 0, 35, 0, 39, 0, 52, 0, 37, 0, 54, 0, 45, 0, 37, 0, 36, 0, 54, 0, 49, 0, 42, 0, 41, 0, 49, 0, 51, 0, 42, 0, 2, 0, 4, 0, 3, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0, 0, 0, 2, 0, 3, 0, 0, 0, 1, 0, 2, 0, 13, 0, 23, 0, 22, 0, 13, 0, 14, 0, 23, 0, 28, 0, 31, 0, 30, 0, 28, 0, 29, 0, 31, 0, 41, 0, 48, 0, 49, 0, 41, 0, 40, 0, 48, 0), +"lods": [0.00256726, PackedByteArray(20, 0, 1, 0, 3, 0, 20, 0, 11, 0, 1, 0, 11, 0, 20, 0, 19, 0, 11, 0, 19, 0, 10, 0, 10, 0, 19, 0, 25, 0, 10, 0, 25, 0, 12, 0, 22, 0, 12, 0, 25, 0, 22, 0, 14, 0, 12, 0, 13, 0, 14, 0, 22, 0, 1, 0, 2, 0, 3, 0, 2, 0, 4, 0, 3, 0, 46, 0, 28, 0, 32, 0, 46, 0, 30, 0, 28, 0, 32, 0, 37, 0, 46, 0, 37, 0, 45, 0, 46, 0, 37, 0, 52, 0, 45, 0, 37, 0, 39, 0, 52, 0, 49, 0, 52, 0, 39, 0, 49, 0, 39, 0, 40, 0, 40, 0, 48, 0, 49, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0), 0.0185739, PackedByteArray(22, 0, 1, 0, 3, 0, 22, 0, 14, 0, 1, 0, 13, 0, 14, 0, 22, 0, 1, 0, 2, 0, 3, 0, 2, 0, 4, 0, 3, 0, 30, 0, 39, 0, 46, 0, 49, 0, 46, 0, 39, 0, 49, 0, 39, 0, 40, 0, 40, 0, 48, 0, 49, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0)], +"name": "bench_flower-band", +"primitive": 3, +"vertex_count": 55, +"vertex_data": PackedByteArray(96, 189, 25, 189, 208, 28, 198, 62, 231, 21, 42, 188, 205, 164, 21, 189, 226, 159, 198, 62, 231, 21, 42, 188, 205, 164, 21, 189, 226, 159, 198, 62, 237, 21, 42, 60, 96, 189, 25, 189, 208, 28, 198, 62, 237, 21, 42, 60, 205, 164, 21, 189, 208, 28, 198, 62, 59, 120, 58, 60, 96, 189, 25, 189, 166, 171, 178, 62, 231, 21, 42, 188, 0, 8, 238, 188, 0, 4, 146, 62, 232, 21, 42, 188, 128, 244, 10, 189, 20, 221, 165, 62, 231, 21, 42, 188, 96, 127, 130, 188, 154, 98, 254, 61, 233, 21, 42, 188, 0, 113, 149, 188, 243, 28, 41, 62, 233, 21, 42, 188, 32, 184, 173, 188, 78, 160, 82, 62, 232, 21, 42, 188, 224, 69, 203, 188, 187, 161, 123, 62, 232, 21, 42, 188, 1, 222, 105, 188, 106, 238, 169, 61, 233, 21, 42, 188, 211, 189, 67, 188, 0, 0, 0, 0, 233, 21, 42, 188, 165, 65, 84, 188, 93, 17, 131, 58, 233, 21, 42, 188, 53, 223, 67, 188, 111, 18, 131, 58, 55, 120, 58, 188, 97, 144, 89, 188, 220, 34, 42, 61, 233, 21, 42, 188, 128, 244, 10, 189, 20, 221, 165, 62, 237, 21, 42, 60, 96, 189, 25, 189, 166, 171, 178, 62, 237, 21, 42, 60, 32, 184, 173, 188, 78, 160, 82, 62, 236, 21, 42, 60, 224, 69, 203, 188, 187, 161, 123, 62, 236, 21, 42, 60, 0, 8, 238, 188, 0, 4, 146, 62, 236, 21, 42, 60, 209, 189, 67, 188, 0, 0, 0, 0, 235, 21, 42, 60, 163, 65, 84, 188, 93, 17, 131, 58, 235, 21, 42, 60, 95, 144, 89, 188, 220, 34, 42, 61, 235, 21, 42, 60, 255, 221, 105, 188, 106, 238, 169, 61, 235, 21, 42, 60, 96, 127, 130, 188, 154, 98, 254, 61, 235, 21, 42, 60, 0, 113, 149, 188, 243, 28, 41, 62, 235, 21, 42, 60, 196, 164, 21, 189, 226, 159, 198, 62, 113, 220, 53, 191, 87, 189, 25, 189, 208, 28, 198, 62, 113, 220, 53, 191, 195, 164, 21, 189, 226, 159, 198, 62, 33, 45, 59, 191, 86, 189, 25, 189, 208, 28, 198, 62, 33, 45, 59, 191, 87, 189, 25, 189, 166, 171, 178, 62, 113, 220, 53, 191, 239, 7, 238, 188, 0, 4, 146, 62, 113, 220, 53, 191, 119, 244, 10, 189, 20, 221, 165, 62, 113, 220, 53, 191, 79, 127, 130, 188, 154, 98, 254, 61, 113, 220, 53, 191, 239, 112, 149, 188, 243, 28, 41, 62, 113, 220, 53, 191, 15, 184, 173, 188, 78, 160, 82, 62, 113, 220, 53, 191, 207, 69, 203, 188, 187, 161, 123, 62, 113, 220, 53, 191, 222, 221, 105, 188, 106, 238, 169, 61, 113, 220, 53, 191, 176, 189, 67, 188, 0, 0, 0, 0, 113, 220, 53, 191, 130, 65, 84, 188, 93, 17, 131, 58, 113, 220, 53, 191, 62, 144, 89, 188, 220, 34, 42, 61, 113, 220, 53, 191, 118, 244, 10, 189, 20, 221, 165, 62, 33, 45, 59, 191, 86, 189, 25, 189, 166, 171, 178, 62, 33, 45, 59, 191, 12, 184, 173, 188, 78, 160, 82, 62, 33, 45, 59, 191, 204, 69, 203, 188, 187, 161, 123, 62, 33, 45, 59, 191, 236, 7, 238, 188, 0, 4, 146, 62, 33, 45, 59, 191, 169, 189, 67, 188, 0, 0, 0, 0, 33, 45, 59, 191, 123, 65, 84, 188, 93, 17, 131, 58, 33, 45, 59, 191, 11, 223, 67, 188, 111, 18, 131, 58, 170, 110, 59, 191, 55, 144, 89, 188, 220, 34, 42, 61, 33, 45, 59, 191, 215, 221, 105, 188, 106, 238, 169, 61, 33, 45, 59, 191, 76, 127, 130, 188, 154, 98, 254, 61, 33, 45, 59, 191, 236, 112, 149, 188, 243, 28, 41, 62, 33, 45, 59, 191) +}] +blend_shape_mode = 0 + +[sub_resource type="ArrayMesh" id="ArrayMesh_5iint"] +resource_local_to_scene = true +_surfaces = [{ +"aabb": AABB(-0.0375341, 0, -0.732157, 0.0750683, 0.387939, 0.743539), +"attribute_data": PackedByteArray(97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 97, 231, 28, 63, 64, 21, 10, 60, 98, 231, 28, 63, 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228, 62, 62, 100, 231, 28, 63, 200, 228, 62, 62, 100, 231, 28, 63, 200, 228, 62, 62, 70, 231, 28, 63, 136, 18, 208, 62, 70, 231, 28, 63, 136, 18, 208, 62, 70, 231, 28, 63, 136, 18, 208, 62, 70, 231, 28, 63, 136, 18, 208, 62, 41, 155, 38, 63, 128, 21, 10, 60, 41, 155, 38, 63, 128, 21, 10, 60, 41, 155, 38, 63, 128, 21, 10, 60, 41, 155, 38, 63, 128, 21, 10, 60, 41, 155, 38, 63, 128, 21, 10, 60, 41, 155, 38, 63, 128, 21, 10, 60, 222, 159, 38, 63, 0, 102, 243, 59, 222, 159, 38, 63, 0, 102, 243, 59, 222, 159, 38, 63, 0, 102, 243, 59, 222, 159, 38, 63, 0, 102, 243, 59, 234, 235, 54, 63, 32, 110, 138, 60, 234, 235, 54, 63, 32, 110, 138, 60, 234, 235, 54, 63, 32, 110, 138, 60, 234, 235, 54, 63, 32, 110, 138, 60, 234, 235, 54, 63, 32, 110, 138, 60, 234, 235, 54, 63, 32, 110, 138, 60, 126, 243, 54, 63, 64, 75, 130, 60, 126, 243, 54, 63, 64, 75, 130, 60, 126, 243, 54, 63, 64, 75, 130, 60, 126, 243, 54, 63, 64, 75, 130, 60, 112, 254, 44, 63, 128, 18, 69, 60, 112, 254, 44, 63, 128, 18, 69, 60, 112, 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"bench_red", +"primitive": 3, +"vertex_count": 373, +"vertex_data": PackedByteArray(205, 164, 21, 189, 208, 28, 198, 62, 53, 120, 58, 188, 149, 252, 87, 9, 255, 1, 240, 223, 205, 164, 21, 189, 208, 28, 198, 62, 53, 120, 58, 188, 216, 152, 140, 13, 255, 85, 82, 201, 205, 164, 21, 189, 208, 28, 198, 62, 53, 120, 58, 188, 255, 253, 7, 0, 255, 1, 240, 223, 205, 164, 21, 189, 208, 28, 198, 62, 53, 120, 58, 188, 255, 165, 93, 9, 255, 85, 82, 201, 96, 189, 25, 189, 208, 28, 198, 62, 231, 21, 42, 188, 149, 252, 87, 9, 255, 1, 240, 223, 96, 189, 25, 189, 208, 28, 198, 62, 231, 21, 42, 188, 216, 152, 140, 13, 255, 85, 82, 201, 205, 164, 21, 189, 226, 159, 198, 62, 231, 21, 42, 188, 216, 152, 140, 13, 255, 85, 82, 201, 205, 164, 21, 189, 226, 159, 198, 62, 231, 21, 42, 188, 255, 253, 255, 31, 254, 255, 247, 223, 205, 164, 21, 189, 226, 159, 198, 62, 231, 21, 42, 188, 255, 165, 93, 9, 255, 85, 82, 201, 96, 189, 25, 61, 111, 18, 131, 58, 237, 21, 42, 188, 38, 99, 131, 13, 149, 84, 242, 223, 96, 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77, 63, 227, 224, 18, 63, 86, 177, 70, 63, 188, 193, 142, 62, 172, 52, 77, 63, 227, 224, 18, 63, 114, 26, 81, 63, 190, 193, 142, 62, 172, 52, 77, 63, 244, 211, 143, 62, 114, 26, 81, 63, 188, 193, 142, 62, 172, 52, 77, 63, 244, 211, 143, 62, 246, 101, 91, 63, 190, 193, 142, 62, 200, 52, 77, 63, 128, 245, 13, 188, 246, 101, 91, 63, 188, 193, 142, 62, 200, 52, 77, 63, 128, 245, 13, 188, 6, 160, 49, 63, 190, 193, 142, 62, 172, 52, 77, 63, 132, 74, 149, 63, 6, 160, 49, 63, 188, 193, 142, 62, 172, 52, 77, 63, 132, 74, 149, 63, 250, 101, 28, 63, 188, 193, 142, 62, 174, 52, 77, 63, 60, 183, 225, 63, 116, 101, 28, 63, 190, 193, 142, 62, 174, 52, 77, 63, 30, 185, 225, 63, 110, 167, 28, 63, 190, 193, 142, 62, 173, 52, 77, 63, 148, 203, 224, 63, 110, 167, 28, 63, 190, 193, 142, 62, 173, 52, 77, 63, 148, 203, 224, 63, 250, 101, 28, 63, 188, 193, 142, 62, 174, 52, 77, 63, 60, 183, 225, 63, 233, 166, 28, 63, 156, 62, 142, 62, 50, 149, 84, 63, 116, 205, 224, 63, 210, 4, 39, 63, 190, 193, 142, 62, 172, 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42, 80, 62, 142, 203, 224, 63, 211, 4, 39, 63, 96, 100, 153, 62, 86, 41, 80, 62, 82, 122, 187, 63, 210, 4, 39, 63, 96, 100, 153, 62, 84, 41, 80, 62, 82, 122, 187, 63, 6, 160, 49, 63, 96, 100, 153, 62, 86, 41, 80, 62, 132, 74, 149, 63, 6, 160, 49, 63, 96, 100, 153, 62, 84, 41, 80, 62, 132, 74, 149, 63, 11, 49, 60, 63, 96, 100, 153, 62, 86, 41, 80, 62, 195, 126, 94, 63, 10, 49, 60, 63, 96, 100, 153, 62, 84, 41, 80, 62, 195, 126, 94, 63, 86, 177, 70, 63, 96, 100, 153, 62, 86, 41, 80, 62, 227, 224, 18, 63, 86, 177, 70, 63, 96, 100, 153, 62, 84, 41, 80, 62, 227, 224, 18, 63, 240, 101, 28, 63, 230, 235, 163, 62, 154, 52, 77, 63, 230, 186, 132, 191, 92, 167, 28, 63, 228, 235, 163, 62, 155, 52, 77, 63, 94, 207, 131, 191, 92, 167, 28, 63, 228, 235, 163, 62, 155, 52, 77, 63, 94, 207, 131, 191, 240, 101, 28, 63, 134, 142, 174, 62, 158, 41, 80, 62, 230, 186, 132, 191, 91, 167, 28, 63, 136, 142, 174, 62, 164, 41, 80, 62, 92, 207, 131, 191, 91, 167, 28, 63, 136, 142, 174, 62, 164, 41, 80, 62, 92, 207, 131, 191, 144, 91, 38, 63, 226, 235, 163, 62, 209, 52, 77, 63, 128, 190, 65, 191, 144, 91, 38, 63, 226, 235, 163, 62, 209, 52, 77, 63, 128, 190, 65, 191, 21, 205, 54, 63, 226, 235, 163, 62, 209, 52, 77, 63, 64, 173, 150, 190, 21, 205, 54, 63, 226, 235, 163, 62, 209, 52, 77, 63, 64, 173, 150, 190, 189, 207, 44, 63, 226, 235, 163, 62, 209, 52, 77, 63, 138, 69, 19, 191, 188, 207, 44, 63, 226, 235, 163, 62, 209, 52, 77, 63, 136, 69, 19, 191, 152, 41, 96, 63, 226, 235, 163, 62, 180, 52, 77, 63, 26, 127, 94, 63, 152, 41, 96, 63, 226, 235, 163, 62, 180, 52, 77, 63, 26, 127, 94, 63, 72, 169, 85, 63, 226, 235, 163, 62, 178, 52, 77, 63, 30, 225, 18, 63, 72, 169, 85, 63, 226, 235, 163, 62, 178, 52, 77, 63, 30, 225, 18, 63, 40, 64, 75, 63, 226, 235, 163, 62, 180, 52, 77, 63, 50, 212, 143, 62, 40, 64, 75, 63, 226, 235, 163, 62, 180, 52, 77, 63, 50, 212, 143, 62, 168, 244, 64, 63, 226, 235, 163, 62, 211, 52, 77, 63, 0, 231, 13, 188, 168, 244, 64, 63, 226, 235, 163, 62, 211, 52, 77, 63, 0, 231, 13, 188, 156, 186, 106, 63, 226, 235, 163, 62, 180, 52, 77, 63, 178, 74, 149, 63, 156, 186, 106, 63, 226, 235, 163, 62, 180, 52, 77, 63, 178, 74, 149, 63, 168, 244, 127, 63, 226, 235, 163, 62, 178, 52, 77, 63, 104, 183, 225, 63, 51, 179, 127, 63, 228, 235, 163, 62, 178, 52, 77, 63, 192, 203, 224, 63, 51, 179, 127, 63, 228, 235, 163, 62, 178, 52, 77, 63, 192, 203, 224, 63, 208, 85, 117, 63, 226, 235, 163, 62, 183, 52, 77, 63, 132, 122, 187, 63, 208, 85, 117, 63, 226, 235, 163, 62, 183, 52, 77, 63, 132, 122, 187, 63, 188, 207, 44, 63, 130, 142, 174, 62, 132, 42, 80, 62, 136, 69, 19, 191, 189, 207, 44, 63, 130, 142, 174, 62, 133, 42, 80, 62, 138, 69, 19, 191, 144, 91, 38, 63, 130, 142, 174, 62, 133, 42, 80, 62, 128, 190, 65, 191, 144, 91, 38, 63, 130, 142, 174, 62, 132, 42, 80, 62, 128, 190, 65, 191, 40, 64, 75, 63, 130, 142, 174, 62, 20, 42, 80, 62, 50, 212, 143, 62, 40, 64, 75, 63, 130, 142, 174, 62, 21, 42, 80, 62, 50, 212, 143, 62, 168, 244, 64, 63, 126, 142, 174, 62, 96, 43, 80, 62, 0, 231, 13, 188, 168, 244, 64, 63, 126, 142, 174, 62, 97, 43, 80, 62, 0, 231, 13, 188, 23, 205, 54, 63, 130, 142, 174, 62, 132, 42, 80, 62, 8, 173, 150, 190, 24, 205, 54, 63, 130, 142, 174, 62, 133, 42, 80, 62, 8, 173, 150, 190, 169, 244, 127, 63, 134, 142, 174, 62, 59, 41, 80, 62, 104, 183, 225, 63, 47, 245, 127, 63, 134, 142, 174, 62, 60, 41, 80, 62, 74, 185, 225, 63, 50, 179, 127, 63, 136, 142, 174, 62, 65, 41, 80, 62, 192, 203, 224, 63, 50, 179, 127, 63, 136, 142, 174, 62, 65, 41, 80, 62, 192, 203, 224, 63, 52, 179, 127, 63, 168, 17, 175, 62, 69, 167, 50, 62, 192, 203, 224, 63, 185, 179, 127, 63, 168, 17, 175, 62, 69, 167, 50, 62, 160, 205, 224, 63, 208, 85, 117, 63, 126, 142, 174, 62, 239, 42, 80, 62, 132, 122, 187, 63, 208, 85, 117, 63, 126, 142, 174, 62, 240, 42, 80, 62, 132, 122, 187, 63, 156, 186, 106, 63, 130, 142, 174, 62, 20, 42, 80, 62, 178, 74, 149, 63, 156, 186, 106, 63, 130, 142, 174, 62, 21, 42, 80, 62, 178, 74, 149, 63, 152, 41, 96, 63, 130, 142, 174, 62, 20, 42, 80, 62, 26, 127, 94, 63, 152, 41, 96, 63, 130, 142, 174, 62, 21, 42, 80, 62, 26, 127, 94, 63, 76, 169, 85, 63, 134, 142, 174, 62, 58, 41, 80, 62, 57, 225, 18, 63, 76, 169, 85, 63, 134, 142, 174, 62, 59, 41, 80, 62, 57, 225, 18, 63, 166, 244, 127, 63, 190, 193, 142, 62, 200, 52, 77, 63, 230, 186, 132, 191, 61, 179, 127, 63, 98, 100, 153, 62, 197, 41, 80, 62, 94, 207, 131, 191, 110, 167, 28, 63, 190, 193, 142, 62, 173, 52, 77, 63, 148, 203, 224, 63, 252, 101, 28, 63, 96, 100, 153, 62, 46, 42, 80, 62, 54, 183, 225, 63, 240, 101, 28, 63, 134, 142, 174, 62, 158, 41, 80, 62, 230, 186, 132, 191, 168, 244, 127, 63, 226, 235, 163, 62, 178, 52, 77, 63, 104, 183, 225, 63, 50, 179, 127, 63, 136, 142, 174, 62, 65, 41, 80, 62, 192, 203, 224, 63, 166, 244, 127, 63, 190, 193, 142, 62, 200, 52, 77, 63, 230, 186, 132, 191, 61, 179, 127, 63, 98, 100, 153, 62, 197, 41, 80, 62, 94, 207, 131, 191, 110, 167, 28, 63, 190, 193, 142, 62, 173, 52, 77, 63, 148, 203, 224, 63, 252, 101, 28, 63, 96, 100, 153, 62, 46, 42, 80, 62, 54, 183, 225, 63, 240, 101, 28, 63, 230, 235, 163, 62, 154, 52, 77, 63, 230, 186, 132, 191, 240, 101, 28, 63, 134, 142, 174, 62, 158, 41, 80, 62, 230, 186, 132, 191, 168, 244, 127, 63, 226, 235, 163, 62, 178, 52, 77, 63, 104, 183, 225, 63, 50, 179, 127, 63, 136, 142, 174, 62, 65, 41, 80, 62, 192, 203, 224, 63), +"format": 4151, +"index_count": 153, +"index_data": PackedByteArray(10, 0, 34, 0, 14, 0, 10, 0, 36, 0, 34, 0, 35, 0, 0, 0, 5, 0, 35, 0, 9, 0, 0, 0, 13, 0, 42, 0, 12, 0, 13, 0, 33, 0, 42, 0, 11, 0, 40, 0, 22, 0, 11, 0, 41, 0, 40, 0, 17, 0, 51, 0, 16, 0, 17, 0, 52, 0, 51, 0, 23, 0, 47, 0, 32, 0, 23, 0, 48, 0, 47, 0, 21, 0, 38, 0, 20, 0, 21, 0, 39, 0, 38, 0, 15, 0, 49, 0, 24, 0, 15, 0, 50, 0, 49, 0, 19, 0, 53, 0, 18, 0, 19, 0, 37, 0, 53, 0, 44, 0, 31, 0, 46, 0, 44, 0, 27, 0, 31, 0, 61, 0, 82, 0, 84, 0, 61, 0, 65, 0, 82, 0, 83, 0, 55, 0, 60, 0, 83, 0, 58, 0, 55, 0, 64, 0, 90, 0, 81, 0, 64, 0, 63, 0, 90, 0, 62, 0, 88, 0, 89, 0, 62, 0, 73, 0, 88, 0, 68, 0, 102, 0, 103, 0, 68, 0, 67, 0, 102, 0, 74, 0, 98, 0, 99, 0, 74, 0, 80, 0, 98, 0, 72, 0, 86, 0, 87, 0, 72, 0, 71, 0, 86, 0, 66, 0, 100, 0, 101, 0, 66, 0, 75, 0, 100, 0, 70, 0, 104, 0, 85, 0, 70, 0, 69, 0, 104, 0, 93, 0, 79, 0, 77, 0, 93, 0, 97, 0, 79, 0, 4, 0, 8, 0, 7, 0, 26, 0, 30, 0, 29, 0, 92, 0, 96, 0, 95, 0, 1, 0, 3, 0, 6, 0, 1, 0, 2, 0, 3, 0, 25, 0, 45, 0, 43, 0, 25, 0, 28, 0, 45, 0, 54, 0, 59, 0, 57, 0, 54, 0, 56, 0, 59, 0, 78, 0, 91, 0, 94, 0, 78, 0, 76, 0, 91, 0), +"lods": [0.00256726, PackedByteArray(39, 0, 112, 0, 113, 0, 39, 0, 21, 0, 112, 0, 21, 0, 39, 0, 37, 0, 21, 0, 37, 0, 19, 0, 19, 0, 37, 0, 48, 0, 19, 0, 48, 0, 23, 0, 115, 0, 23, 0, 48, 0, 115, 0, 114, 0, 23, 0, 25, 0, 114, 0, 115, 0, 2, 0, 3, 0, 113, 0, 3, 0, 8, 0, 7, 0, 87, 0, 116, 0, 60, 0, 87, 0, 117, 0, 116, 0, 60, 0, 70, 0, 87, 0, 70, 0, 85, 0, 87, 0, 70, 0, 99, 0, 85, 0, 70, 0, 74, 0, 99, 0, 119, 0, 99, 0, 74, 0, 119, 0, 74, 0, 118, 0, 118, 0, 91, 0, 119, 0, 26, 0, 30, 0, 29, 0, 92, 0, 96, 0, 95, 0), 0.0185739, PackedByteArray(108, 0, 105, 0, 5, 0, 108, 0, 107, 0, 105, 0, 25, 0, 107, 0, 108, 0, 105, 0, 3, 0, 106, 0, 3, 0, 8, 0, 7, 0, 109, 0, 74, 0, 87, 0, 111, 0, 87, 0, 74, 0, 111, 0, 74, 0, 110, 0, 110, 0, 91, 0, 111, 0, 26, 0, 30, 0, 29, 0, 92, 0, 96, 0, 95, 0)], +"material": ExtResource( "4_dgogt" ), +"name": "bench_flower-band", +"primitive": 3, +"vertex_count": 120, +"vertex_data": PackedByteArray(96, 189, 25, 189, 208, 28, 198, 62, 231, 21, 42, 188, 0, 252, 247, 31, 255, 253, 255, 223, 96, 189, 25, 189, 208, 28, 198, 62, 231, 21, 42, 188, 149, 164, 253, 31, 105, 167, 253, 223, 205, 164, 21, 189, 226, 159, 198, 62, 231, 21, 42, 188, 149, 164, 253, 31, 105, 167, 253, 223, 205, 164, 21, 189, 226, 159, 198, 62, 237, 21, 42, 60, 149, 164, 253, 31, 105, 167, 253, 223, 205, 164, 21, 189, 226, 159, 198, 62, 237, 21, 42, 60, 216, 152, 108, 50, 255, 255, 247, 31, 96, 189, 25, 189, 208, 28, 198, 62, 237, 21, 42, 60, 0, 252, 247, 31, 255, 253, 255, 223, 96, 189, 25, 189, 208, 28, 198, 62, 237, 21, 42, 60, 149, 164, 253, 31, 105, 167, 253, 223, 96, 189, 25, 189, 208, 28, 198, 62, 237, 21, 42, 60, 216, 152, 108, 50, 255, 255, 247, 31, 205, 164, 21, 189, 208, 28, 198, 62, 59, 120, 58, 60, 216, 152, 108, 50, 255, 255, 247, 31, 96, 189, 25, 189, 166, 171, 178, 62, 231, 21, 42, 188, 0, 252, 247, 31, 255, 253, 255, 223, 96, 189, 25, 189, 166, 171, 178, 62, 231, 21, 42, 188, 5, 216, 246, 31, 182, 229, 255, 223, 0, 8, 238, 188, 0, 4, 146, 62, 232, 21, 42, 188, 2, 32, 247, 31, 200, 241, 255, 223, 0, 8, 238, 188, 0, 4, 146, 62, 232, 21, 42, 188, 3, 252, 246, 31, 191, 237, 255, 223, 128, 244, 10, 189, 20, 221, 165, 62, 231, 21, 42, 188, 3, 252, 246, 31, 191, 237, 255, 223, 128, 244, 10, 189, 20, 221, 165, 62, 231, 21, 42, 188, 5, 216, 246, 31, 182, 229, 255, 223, 96, 127, 130, 188, 154, 98, 254, 61, 233, 21, 42, 188, 0, 168, 247, 31, 234, 249, 255, 223, 96, 127, 130, 188, 154, 98, 254, 61, 233, 21, 42, 188, 0, 136, 247, 31, 226, 249, 255, 223, 0, 113, 149, 188, 243, 28, 41, 62, 233, 21, 42, 188, 0, 136, 247, 31, 226, 249, 255, 223, 0, 113, 149, 188, 243, 28, 41, 62, 233, 21, 42, 188, 1, 104, 247, 31, 218, 245, 255, 223, 32, 184, 173, 188, 78, 160, 82, 62, 232, 21, 42, 188, 1, 104, 247, 31, 218, 245, 255, 223, 32, 184, 173, 188, 78, 160, 82, 62, 232, 21, 42, 188, 2, 68, 247, 31, 209, 241, 255, 223, 224, 69, 203, 188, 187, 161, 123, 62, 232, 21, 42, 188, 2, 68, 247, 31, 209, 241, 255, 223, 224, 69, 203, 188, 187, 161, 123, 62, 232, 21, 42, 188, 2, 32, 247, 31, 200, 241, 255, 223, 1, 222, 105, 188, 106, 238, 169, 61, 233, 21, 42, 188, 0, 204, 247, 31, 243, 249, 255, 223, 1, 222, 105, 188, 106, 238, 169, 61, 233, 21, 42, 188, 0, 168, 247, 31, 234, 249, 255, 223, 211, 189, 67, 188, 0, 0, 0, 0, 233, 21, 42, 188, 151, 80, 242, 31, 148, 156, 253, 223, 211, 189, 67, 188, 0, 0, 0, 0, 233, 21, 42, 188, 216, 88, 131, 13, 148, 156, 253, 223, 165, 65, 84, 188, 93, 17, 131, 58, 233, 21, 42, 188, 0, 236, 247, 31, 251, 249, 255, 223, 165, 65, 84, 188, 93, 17, 131, 58, 233, 21, 42, 188, 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+"index_data": PackedByteArray(5, 0, 17, 0, 7, 0, 5, 0, 18, 0, 17, 0, 18, 0, 0, 0, 3, 0, 18, 0, 5, 0, 0, 0, 7, 0, 21, 0, 6, 0, 7, 0, 17, 0, 21, 0, 6, 0, 20, 0, 11, 0, 6, 0, 21, 0, 20, 0, 9, 0, 26, 0, 8, 0, 9, 0, 27, 0, 26, 0, 12, 0, 24, 0, 16, 0, 12, 0, 25, 0, 24, 0, 11, 0, 19, 0, 10, 0, 11, 0, 20, 0, 19, 0, 8, 0, 25, 0, 12, 0, 8, 0, 26, 0, 25, 0, 10, 0, 27, 0, 9, 0, 10, 0, 19, 0, 27, 0, 23, 0, 16, 0, 24, 0, 23, 0, 14, 0, 16, 0, 32, 0, 43, 0, 44, 0, 32, 0, 34, 0, 43, 0, 44, 0, 29, 0, 32, 0, 44, 0, 31, 0, 29, 0, 34, 0, 47, 0, 43, 0, 34, 0, 33, 0, 47, 0, 33, 0, 46, 0, 47, 0, 33, 0, 38, 0, 46, 0, 36, 0, 53, 0, 54, 0, 36, 0, 35, 0, 53, 0, 39, 0, 51, 0, 52, 0, 39, 0, 42, 0, 51, 0, 38, 0, 45, 0, 46, 0, 38, 0, 37, 0, 45, 0, 35, 0, 52, 0, 53, 0, 35, 0, 39, 0, 52, 0, 37, 0, 54, 0, 45, 0, 37, 0, 36, 0, 54, 0, 49, 0, 42, 0, 41, 0, 49, 0, 51, 0, 42, 0, 59, 0, 70, 0, 71, 0, 59, 0, 61, 0, 70, 0, 71, 0, 56, 0, 59, 0, 71, 0, 58, 0, 56, 0, 61, 0, 74, 0, 70, 0, 61, 0, 60, 0, 74, 0, 60, 0, 73, 0, 74, 0, 60, 0, 65, 0, 73, 0, 63, 0, 80, 0, 81, 0, 63, 0, 62, 0, 80, 0, 66, 0, 78, 0, 79, 0, 66, 0, 69, 0, 78, 0, 65, 0, 72, 0, 73, 0, 65, 0, 64, 0, 72, 0, 62, 0, 79, 0, 80, 0, 62, 0, 66, 0, 79, 0, 64, 0, 81, 0, 72, 0, 64, 0, 63, 0, 81, 0, 76, 0, 69, 0, 68, 0, 76, 0, 78, 0, 69, 0, 87, 0, 99, 0, 89, 0, 87, 0, 100, 0, 99, 0, 100, 0, 82, 0, 85, 0, 100, 0, 87, 0, 82, 0, 89, 0, 103, 0, 88, 0, 89, 0, 99, 0, 103, 0, 88, 0, 102, 0, 93, 0, 88, 0, 103, 0, 102, 0, 91, 0, 108, 0, 90, 0, 91, 0, 109, 0, 108, 0, 94, 0, 106, 0, 98, 0, 94, 0, 107, 0, 106, 0, 93, 0, 101, 0, 92, 0, 93, 0, 102, 0, 101, 0, 90, 0, 107, 0, 94, 0, 90, 0, 108, 0, 107, 0, 92, 0, 109, 0, 91, 0, 92, 0, 101, 0, 109, 0, 105, 0, 98, 0, 106, 0, 105, 0, 96, 0, 98, 0, 2, 0, 4, 0, 3, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0, 75, 0, 77, 0, 76, 0, 84, 0, 86, 0, 85, 0, 95, 0, 97, 0, 96, 0, 0, 0, 2, 0, 3, 0, 0, 0, 1, 0, 2, 0, 13, 0, 23, 0, 22, 0, 13, 0, 14, 0, 23, 0, 28, 0, 31, 0, 30, 0, 28, 0, 29, 0, 31, 0, 41, 0, 48, 0, 49, 0, 41, 0, 40, 0, 48, 0, 55, 0, 58, 0, 57, 0, 55, 0, 56, 0, 58, 0, 68, 0, 75, 0, 76, 0, 68, 0, 67, 0, 75, 0, 82, 0, 84, 0, 85, 0, 82, 0, 83, 0, 84, 0, 95, 0, 105, 0, 104, 0, 95, 0, 96, 0, 105, 0), +"lods": [0.00425681, PackedByteArray(20, 0, 1, 0, 3, 0, 1, 0, 2, 0, 3, 0, 20, 0, 11, 0, 1, 0, 2, 0, 4, 0, 3, 0, 11, 0, 20, 0, 26, 0, 11, 0, 26, 0, 10, 0, 10, 0, 26, 0, 16, 0, 16, 0, 26, 0, 24, 0, 24, 0, 14, 0, 16, 0, 13, 0, 14, 0, 24, 0, 13, 0, 24, 0, 22, 0, 46, 0, 28, 0, 32, 0, 46, 0, 30, 0, 28, 0, 32, 0, 37, 0, 46, 0, 37, 0, 45, 0, 46, 0, 37, 0, 51, 0, 45, 0, 37, 0, 42, 0, 51, 0, 49, 0, 51, 0, 42, 0, 49, 0, 42, 0, 40, 0, 40, 0, 48, 0, 49, 0, 73, 0, 55, 0, 59, 0, 73, 0, 57, 0, 55, 0, 59, 0, 64, 0, 73, 0, 64, 0, 72, 0, 73, 0, 64, 0, 78, 0, 72, 0, 64, 0, 69, 0, 78, 0, 76, 0, 78, 0, 69, 0, 76, 0, 69, 0, 67, 0, 67, 0, 75, 0, 76, 0, 102, 0, 83, 0, 85, 0, 83, 0, 84, 0, 85, 0, 102, 0, 93, 0, 83, 0, 84, 0, 86, 0, 85, 0, 93, 0, 102, 0, 108, 0, 93, 0, 108, 0, 92, 0, 92, 0, 108, 0, 98, 0, 98, 0, 108, 0, 106, 0, 106, 0, 96, 0, 98, 0, 95, 0, 96, 0, 106, 0, 95, 0, 106, 0, 104, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0, 75, 0, 77, 0, 76, 0, 95, 0, 97, 0, 96, 0), 0.017178, PackedByteArray(20, 0, 1, 0, 3, 0, 1, 0, 20, 0, 22, 0, 22, 0, 14, 0, 1, 0, 13, 0, 14, 0, 22, 0, 1, 0, 2, 0, 3, 0, 2, 0, 4, 0, 3, 0, 28, 0, 42, 0, 51, 0, 49, 0, 51, 0, 42, 0, 42, 0, 48, 0, 49, 0, 55, 0, 69, 0, 78, 0, 76, 0, 78, 0, 69, 0, 69, 0, 75, 0, 76, 0, 102, 0, 83, 0, 85, 0, 83, 0, 102, 0, 104, 0, 104, 0, 96, 0, 83, 0, 95, 0, 96, 0, 104, 0, 83, 0, 84, 0, 85, 0, 84, 0, 86, 0, 85, 0, 13, 0, 15, 0, 14, 0, 48, 0, 50, 0, 49, 0, 75, 0, 77, 0, 76, 0, 95, 0, 97, 0, 96, 0)], +"name": "bench_flower-band", +"primitive": 3, +"vertex_count": 110, +"vertex_data": PackedByteArray(234, 21, 42, 188, 208, 28, 198, 62, 96, 189, 25, 61, 234, 21, 42, 188, 226, 159, 198, 62, 205, 164, 21, 61, 234, 21, 42, 60, 226, 159, 198, 62, 205, 164, 21, 61, 234, 21, 42, 60, 208, 28, 198, 62, 96, 189, 25, 61, 56, 120, 58, 60, 208, 28, 198, 62, 205, 164, 21, 61, 234, 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+"aabb": AABB(-0.472488, 0, -0.824982, 0.483869, 0.387939, 0.862526), +"attribute_data": PackedByteArray(59, 167, 28, 63, 1, 154, 146, 63, 202, 131, 73, 62, 14, 88, 105, 191, 59, 167, 28, 63, 1, 154, 146, 63, 202, 131, 73, 62, 14, 88, 105, 191, 200, 101, 28, 63, 1, 154, 146, 63, 202, 131, 73, 62, 232, 58, 107, 191, 201, 101, 28, 63, 86, 241, 143, 63, 75, 80, 79, 63, 234, 58, 107, 191, 201, 101, 28, 63, 86, 241, 143, 63, 75, 80, 79, 63, 234, 58, 107, 191, 58, 167, 28, 63, 86, 241, 143, 63, 74, 80, 79, 63, 14, 88, 105, 191, 58, 167, 28, 63, 86, 241, 143, 63, 74, 80, 79, 63, 14, 88, 105, 191, 201, 101, 28, 63, 86, 241, 143, 63, 75, 80, 79, 63, 234, 58, 107, 191, 58, 167, 28, 63, 141, 208, 143, 63, 74, 223, 86, 63, 12, 88, 105, 191, 108, 92, 38, 63, 1, 154, 146, 63, 192, 131, 73, 62, 116, 184, 33, 191, 109, 92, 38, 63, 1, 154, 146, 63, 193, 131, 73, 62, 118, 184, 33, 191, 48, 204, 54, 63, 1, 154, 146, 63, 182, 131, 73, 62, 80, 207, 33, 190, 48, 204, 54, 63, 1, 154, 146, 63, 181, 131, 73, 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45, 0, 46, 0, 45, 0, 47, 0, 46, 0, 43, 0, 47, 0, 45, 0, 31, 0, 43, 0, 45, 0, 43, 0, 44, 0, 47, 0, 42, 0, 44, 0, 43, 0, 31, 0, 32, 0, 42, 0, 31, 0, 42, 0, 43, 0, 27, 0, 29, 0, 28, 0, 27, 0, 28, 0, 41, 0, 27, 0, 41, 0, 39, 0, 2, 0, 0, 0, 75, 0, 3, 0, 75, 0, 0, 0, 17, 0, 75, 0, 3, 0, 17, 0, 13, 0, 75, 0, 3, 0, 16, 0, 17, 0, 3, 0, 4, 0, 16, 0)], +"name": "bench_red", +"primitive": 3, +"vertex_count": 92, +"vertex_data": PackedByteArray(159, 55, 84, 190, 191, 145, 147, 61, 163, 86, 159, 60, 196, 61, 85, 190, 191, 145, 147, 61, 124, 37, 151, 60, 159, 55, 84, 190, 117, 133, 145, 61, 124, 37, 151, 60, 159, 55, 84, 190, 167, 141, 31, 62, 163, 86, 159, 60, 159, 55, 84, 190, 204, 147, 32, 62, 124, 37, 151, 60, 196, 61, 85, 190, 167, 141, 31, 62, 124, 37, 151, 60, 196, 61, 85, 190, 191, 145, 147, 61, 140, 37, 151, 188, 159, 55, 84, 190, 191, 145, 147, 61, 179, 86, 159, 188, 159, 55, 84, 190, 117, 133, 145, 61, 140, 37, 151, 188, 196, 61, 85, 190, 167, 141, 31, 62, 140, 37, 151, 188, 159, 55, 84, 190, 204, 147, 32, 62, 140, 37, 151, 188, 159, 55, 84, 190, 167, 141, 31, 62, 179, 86, 159, 188, 159, 55, 84, 62, 191, 145, 147, 61, 163, 86, 159, 60, 159, 55, 84, 62, 117, 133, 145, 61, 124, 37, 151, 60, 196, 61, 85, 62, 191, 145, 147, 61, 124, 37, 151, 60, 196, 61, 85, 62, 167, 141, 31, 62, 124, 37, 151, 60, 159, 55, 84, 62, 204, 147, 32, 62, 124, 37, 151, 60, 159, 55, 84, 62, 167, 141, 31, 62, 163, 86, 159, 60, 196, 61, 85, 62, 191, 145, 147, 61, 140, 37, 151, 188, 159, 55, 84, 62, 117, 133, 145, 61, 140, 37, 151, 188, 159, 55, 84, 62, 191, 145, 147, 61, 179, 86, 159, 188, 159, 55, 84, 62, 167, 141, 31, 62, 179, 86, 159, 188, 159, 55, 84, 62, 204, 147, 32, 62, 140, 37, 151, 188, 196, 61, 85, 62, 167, 141, 31, 62, 140, 37, 151, 188, 196, 61, 85, 62, 158, 194, 43, 63, 33, 122, 150, 188, 159, 55, 84, 62, 21, 129, 43, 63, 33, 122, 150, 188, 159, 55, 84, 62, 158, 194, 43, 63, 72, 171, 158, 188, 159, 55, 84, 62, 209, 51, 65, 63, 72, 171, 158, 188, 159, 55, 84, 62, 90, 117, 65, 63, 33, 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61, 179, 86, 159, 188, 243, 5, 27, 62, 249, 97, 173, 61, 140, 37, 151, 188, 55, 70, 27, 62, 242, 94, 175, 61, 179, 86, 159, 188, 104, 191, 89, 61, 211, 132, 204, 61, 140, 37, 151, 188, 222, 13, 90, 61, 6, 144, 206, 61, 179, 86, 159, 188, 77, 225, 213, 61, 131, 173, 194, 61, 163, 86, 159, 60, 81, 144, 213, 61, 12, 167, 192, 61, 124, 37, 151, 60, 243, 5, 27, 62, 249, 97, 173, 61, 124, 37, 151, 60, 55, 70, 27, 62, 242, 94, 175, 61, 163, 86, 159, 60, 198, 171, 69, 190, 109, 94, 149, 61, 163, 86, 159, 60, 164, 78, 69, 190, 41, 115, 147, 61, 124, 37, 151, 60, 175, 165, 71, 190, 191, 145, 147, 61, 163, 86, 159, 60, 208, 108, 71, 190, 117, 133, 145, 61, 124, 37, 151, 60, 76, 225, 213, 189, 132, 173, 194, 61, 163, 86, 159, 60, 80, 144, 213, 189, 13, 167, 192, 61, 124, 37, 151, 60, 56, 70, 27, 190, 242, 94, 175, 61, 163, 86, 159, 60, 244, 5, 27, 190, 249, 97, 173, 61, 124, 37, 151, 60, 98, 191, 89, 189, 211, 132, 204, 61, 124, 37, 151, 60, 216, 13, 90, 189, 6, 144, 206, 61, 163, 86, 159, 60, 222, 13, 90, 61, 6, 144, 206, 61, 163, 86, 159, 60, 104, 191, 89, 61, 211, 132, 204, 61, 124, 37, 151, 60, 0, 0, 0, 0, 142, 134, 208, 61, 124, 37, 151, 60, 0, 0, 128, 173, 51, 147, 210, 61, 163, 86, 159, 60, 161, 78, 69, 62, 42, 115, 147, 61, 124, 37, 151, 60, 195, 171, 69, 62, 110, 94, 149, 61, 163, 86, 159, 60, 206, 108, 71, 62, 117, 133, 145, 61, 124, 37, 151, 60, 173, 165, 71, 62, 191, 145, 147, 61, 163, 86, 159, 60) +}] +blend_shape_mode = 0 + +[sub_resource type="ArrayMesh" id="ArrayMesh_8m1aa"] +resource_local_to_scene = true +_surfaces = [{ +"aabb": AABB(-0.211227, 0.0710553, -0.0194505, 0.419471, 0.684642, 0.0389828), +"attribute_data": PackedByteArray(30, 248, 166, 62, 255, 189, 78, 63, 30, 248, 166, 62, 255, 189, 78, 63, 42, 162, 127, 63, 238, 107, 189, 62, 42, 162, 127, 63, 238, 107, 189, 62, 30, 248, 166, 62, 237, 105, 78, 63, 30, 248, 166, 62, 237, 105, 78, 63, 30, 248, 166, 62, 237, 105, 78, 63, 30, 248, 166, 62, 255, 189, 78, 63, 249, 79, 166, 62, 236, 105, 78, 63, 249, 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17, 0, 51, 0, 3, 0, 17, 0, 13, 0, 51, 0, 3, 0, 16, 0, 17, 0, 3, 0, 4, 0, 16, 0)], +"name": "bench_red", +"primitive": 3, +"vertex_count": 68, +"vertex_data": PackedByteArray(159, 55, 84, 190, 195, 145, 147, 61, 128, 45, 12, 57, 196, 61, 85, 190, 195, 145, 147, 61, 126, 25, 99, 186, 159, 55, 84, 190, 121, 133, 145, 61, 126, 25, 99, 186, 159, 55, 84, 190, 169, 141, 31, 62, 128, 45, 12, 57, 159, 55, 84, 190, 206, 147, 32, 62, 126, 25, 99, 186, 196, 61, 85, 190, 169, 141, 31, 62, 126, 25, 99, 186, 196, 61, 85, 190, 195, 145, 147, 61, 232, 222, 49, 188, 159, 55, 84, 190, 195, 145, 147, 61, 54, 65, 66, 188, 159, 55, 84, 190, 121, 133, 145, 61, 232, 222, 49, 188, 196, 61, 85, 190, 169, 141, 31, 62, 232, 222, 49, 188, 159, 55, 84, 190, 206, 147, 32, 62, 232, 222, 49, 188, 159, 55, 84, 190, 169, 141, 31, 62, 54, 65, 66, 188, 159, 55, 84, 62, 195, 145, 147, 61, 128, 45, 12, 57, 159, 55, 84, 62, 121, 133, 145, 61, 126, 25, 99, 186, 196, 61, 85, 62, 195, 145, 147, 61, 126, 25, 99, 186, 196, 61, 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63, 182, 35, 49, 63, 127, 164, 41, 63, 222, 101, 70, 63, 187, 45, 77, 63, 0, 208, 48, 63, 127, 164, 41, 63, 222, 101, 70, 63, 187, 45, 77, 63, 0, 208, 48, 63, 89, 49, 9, 63, 143, 150, 82, 63, 93, 38, 10, 63, 119, 86, 90, 63, 89, 49, 9, 63, 143, 150, 82, 63, 93, 38, 10, 63, 119, 86, 90, 63, 205, 17, 10, 63, 231, 167, 90, 63, 205, 17, 10, 63, 231, 167, 90, 63, 205, 17, 10, 63, 231, 167, 90, 63, 110, 137, 25, 63, 188, 190, 93, 63, 110, 137, 25, 63, 188, 190, 93, 63, 110, 137, 25, 63, 188, 190, 93, 63, 121, 193, 24, 63, 143, 150, 82, 63, 99, 150, 25, 63, 200, 107, 93, 63, 121, 193, 24, 63, 143, 150, 82, 63, 99, 150, 25, 63, 200, 107, 93, 63, 194, 3, 123, 63, 213, 126, 86, 63, 194, 3, 123, 63, 213, 126, 86, 63, 194, 3, 123, 63, 213, 126, 86, 63, 245, 229, 122, 63, 58, 48, 86, 63, 245, 229, 122, 63, 58, 48, 86, 63, 89, 219, 122, 63, 141, 150, 82, 63, 89, 219, 122, 63, 141, 150, 82, 63, 67, 138, 123, 63, 141, 150, 82, 63, 115, 147, 123, 63, 61, 225, 85, 63, 115, 147, 123, 63, 61, 225, 85, 63, 67, 138, 123, 63, 141, 150, 82, 63, 169, 165, 123, 63, 32, 53, 86, 63, 169, 165, 123, 63, 32, 53, 86, 63, 169, 165, 123, 63, 32, 53, 86, 63, 230, 250, 93, 63, 188, 190, 93, 63, 230, 250, 93, 63, 188, 190, 93, 63, 230, 250, 93, 63, 188, 190, 93, 63, 241, 237, 93, 63, 200, 107, 93, 63, 29, 167, 93, 63, 141, 150, 82, 63, 241, 237, 93, 63, 200, 107, 93, 63, 29, 167, 93, 63, 141, 150, 82, 63, 249, 93, 109, 63, 119, 86, 90, 63, 62, 55, 109, 63, 141, 150, 82, 63, 249, 93, 109, 63, 119, 86, 90, 63, 63, 55, 109, 63, 141, 150, 82, 63, 138, 114, 109, 63, 231, 167, 90, 63, 138, 114, 109, 63, 231, 167, 90, 63, 138, 114, 109, 63, 231, 167, 90, 63, 191, 45, 77, 63, 212, 81, 95, 63, 20, 196, 76, 63, 141, 150, 82, 63, 191, 45, 77, 63, 212, 81, 95, 63, 21, 196, 76, 63, 141, 150, 82, 63, 5, 52, 77, 63, 139, 165, 95, 63, 5, 52, 77, 63, 139, 165, 95, 63, 5, 52, 77, 63, 139, 165, 95, 63, 80, 80, 42, 63, 139, 165, 95, 63, 80, 80, 42, 63, 139, 165, 95, 63, 80, 80, 42, 63, 139, 165, 95, 63, 127, 164, 41, 63, 143, 150, 82, 63, 151, 86, 42, 63, 212, 81, 95, 63, 127, 164, 41, 63, 143, 150, 82, 63, 151, 86, 42, 63, 212, 81, 95, 63, 74, 52, 59, 63, 143, 150, 82, 63, 45, 194, 59, 63, 240, 245, 95, 63, 45, 194, 59, 63, 240, 245, 95, 63, 75, 52, 59, 63, 143, 150, 82, 63, 45, 194, 59, 63, 227, 73, 96, 63, 45, 194, 59, 63, 227, 73, 96, 63, 45, 194, 59, 63, 227, 73, 96, 63, 116, 26, 247, 62, 143, 150, 82, 63, 116, 26, 247, 62, 143, 150, 82, 63, 198, 60, 249, 62, 58, 48, 86, 63, 198, 60, 249, 62, 58, 48, 86, 63, 40, 1, 249, 62, 213, 126, 86, 63, 40, 1, 249, 62, 213, 126, 86, 63, 40, 1, 249, 62, 213, 126, 86, 63, 164, 188, 245, 62, 143, 150, 82, 63, 198, 225, 247, 62, 61, 225, 85, 63, 164, 188, 245, 62, 143, 150, 82, 63, 198, 225, 247, 62, 61, 225, 85, 63, 98, 189, 247, 62, 32, 53, 86, 63, 98, 189, 247, 62, 32, 53, 86, 63, 98, 189, 247, 62, 32, 53, 86, 63, 169, 115, 135, 62, 227, 47, 104, 63, 169, 115, 135, 62, 227, 47, 104, 63, 96, 88, 190, 62, 198, 131, 104, 63, 96, 88, 190, 62, 198, 131, 104, 63, 105, 171, 127, 63, 117, 167, 113, 63, 107, 171, 127, 63, 88, 251, 113, 63, 169, 115, 135, 62, 114, 196, 91, 63, 200, 177, 239, 62, 76, 179, 39, 63, 38, 0, 191, 62, 87, 24, 92, 63, 234, 203, 134, 62, 231, 188, 46, 63, 38, 0, 191, 62, 231, 188, 46, 63, 218, 177, 239, 62, 117, 167, 113, 63, 95, 88, 190, 62, 4, 105, 46, 63, 234, 203, 134, 62, 116, 212, 58, 63, 177, 115, 135, 62, 88, 40, 59, 63, 104, 171, 127, 63, 160, 37, 67, 63, 96, 88, 190, 62, 116, 212, 58, 63, 96, 88, 190, 62, 116, 212, 58, 63, 180, 60, 249, 62, 102, 174, 39, 63, 243, 229, 122, 63, 102, 174, 39, 63, 169, 115, 135, 62, 227, 47, 104, 63, 169, 115, 135, 62, 227, 47, 104, 63, 96, 88, 190, 62, 198, 131, 104, 63, 96, 88, 190, 62, 198, 131, 104, 63, 105, 171, 127, 63, 117, 167, 113, 63, 107, 171, 127, 63, 88, 251, 113, 63, 169, 115, 135, 62, 114, 196, 91, 63, 38, 0, 191, 62, 87, 24, 92, 63, 38, 0, 191, 62, 87, 24, 92, 63, 202, 177, 239, 62, 160, 37, 67, 63, 234, 203, 134, 62, 231, 188, 46, 63, 177, 115, 135, 62, 231, 188, 46, 63, 38, 0, 191, 62, 231, 188, 46, 63, 38, 0, 191, 62, 231, 188, 46, 63, 218, 177, 239, 62, 117, 167, 113, 63, 95, 88, 190, 62, 4, 105, 46, 63, 234, 203, 134, 62, 116, 212, 58, 63, 177, 115, 135, 62, 88, 40, 59, 63, 104, 171, 127, 63, 160, 37, 67, 63, 104, 171, 127, 63, 160, 37, 67, 63, 96, 88, 190, 62, 116, 212, 58, 63, 105, 137, 25, 63, 231, 60, 47, 63, 37, 194, 59, 63, 28, 116, 49, 63, 194, 3, 123, 63, 213, 126, 86, 63, 230, 250, 93, 63, 188, 190, 93, 63), +"format": 4119, +"index_count": 396, +"index_data": PackedByteArray(10, 0, 110, 0, 34, 0, 10, 0, 194, 0, 110, 0, 75, 0, 63, 0, 95, 0, 75, 0, 59, 0, 63, 0, 154, 0, 52, 0, 76, 0, 154, 0, 245, 0, 52, 0, 4, 0, 36, 0, 20, 0, 4, 0, 24, 0, 36, 0, 104, 0, 207, 0, 102, 0, 104, 0, 209, 0, 207, 0, 89, 0, 19, 0, 43, 0, 89, 0, 65, 0, 19, 0, 115, 0, 46, 0, 31, 0, 84, 0, 158, 0, 81, 0, 84, 0, 147, 0, 158, 0, 117, 0, 46, 0, 115, 0, 107, 0, 46, 0, 117, 0, 84, 0, 165, 0, 147, 0, 84, 0, 140, 0, 165, 0, 96, 0, 46, 0, 107, 0, 135, 0, 46, 0, 96, 0, 46, 0, 140, 0, 84, 0, 46, 0, 168, 0, 140, 0, 125, 0, 46, 0, 135, 0, 46, 0, 125, 0, 168, 0, 169, 0, 185, 0, 143, 0, 169, 0, 225, 0, 185, 0, 141, 0, 175, 0, 161, 0, 141, 0, 183, 0, 175, 0, 159, 0, 237, 0, 149, 0, 159, 0, 173, 0, 237, 0, 243, 0, 148, 0, 236, 0, 243, 0, 152, 0, 148, 0, 132, 0, 232, 0, 130, 0, 132, 0, 216, 0, 232, 0, 113, 0, 193, 0, 123, 0, 113, 0, 197, 0, 193, 0, 100, 0, 218, 0, 134, 0, 100, 0, 205, 0, 218, 0, 122, 0, 211, 0, 106, 0, 122, 0, 192, 0, 211, 0, 127, 0, 227, 0, 171, 0, 127, 0, 229, 0, 227, 0, 1, 0, 9, 0, 7, 0, 13, 0, 23, 0, 17, 0, 27, 0, 33, 0, 29, 0, 39, 0, 45, 0, 41, 0, 50, 0, 56, 0, 54, 0, 60, 0, 70, 0, 66, 0, 72, 0, 82, 0, 78, 0, 86, 0, 92, 0, 90, 0, 0, 0, 21, 0, 12, 0, 0, 0, 5, 0, 21, 0, 6, 0, 32, 0, 26, 0, 6, 0, 8, 0, 32, 0, 16, 0, 38, 0, 40, 0, 16, 0, 22, 0, 38, 0, 58, 0, 71, 0, 62, 0, 58, 0, 51, 0, 71, 0, 55, 0, 73, 0, 79, 0, 55, 0, 57, 0, 73, 0, 42, 0, 85, 0, 88, 0, 42, 0, 47, 0, 85, 0, 116, 0, 121, 0, 119, 0, 116, 0, 112, 0, 121, 0, 101, 0, 108, 0, 103, 0, 101, 0, 98, 0, 108, 0, 30, 0, 111, 0, 114, 0, 30, 0, 35, 0, 111, 0, 105, 0, 118, 0, 120, 0, 105, 0, 109, 0, 118, 0, 129, 0, 136, 0, 131, 0, 129, 0, 126, 0, 136, 0, 77, 0, 157, 0, 155, 0, 77, 0, 80, 0, 157, 0, 151, 0, 163, 0, 160, 0, 151, 0, 146, 0, 163, 0, 144, 0, 166, 0, 170, 0, 144, 0, 139, 0, 166, 0, 178, 0, 184, 0, 180, 0, 178, 0, 176, 0, 184, 0, 11, 0, 198, 0, 195, 0, 11, 0, 2, 0, 198, 0, 189, 0, 196, 0, 200, 0, 189, 0, 191, 0, 196, 0, 190, 0, 214, 0, 210, 0, 190, 0, 188, 0, 214, 0, 204, 0, 221, 0, 217, 0, 204, 0, 202, 0, 221, 0, 181, 0, 226, 0, 222, 0, 181, 0, 186, 0, 226, 0, 215, 0, 235, 0, 231, 0, 215, 0, 220, 0, 235, 0, 174, 0, 241, 0, 239, 0, 174, 0, 177, 0, 241, 0, 238, 0, 247, 0, 244, 0, 238, 0, 240, 0, 247, 0, 25, 0, 44, 0, 37, 0, 25, 0, 28, 0, 44, 0, 15, 0, 64, 0, 69, 0, 15, 0, 18, 0, 64, 0, 203, 0, 208, 0, 213, 0, 203, 0, 206, 0, 208, 0, 48, 0, 246, 0, 248, 0, 48, 0, 53, 0, 246, 0, 124, 0, 172, 0, 167, 0, 124, 0, 128, 0, 172, 0, 97, 0, 133, 0, 137, 0, 97, 0, 99, 0, 133, 0, 138, 0, 162, 0, 164, 0, 138, 0, 142, 0, 162, 0, 145, 0, 153, 0, 156, 0, 145, 0, 150, 0, 153, 0, 61, 0, 91, 0, 93, 0, 61, 0, 67, 0, 91, 0, 83, 0, 94, 0, 87, 0, 83, 0, 74, 0, 94, 0, 223, 0, 230, 0, 233, 0, 223, 0, 228, 0, 230, 0, 242, 0, 49, 0, 249, 0, 14, 0, 199, 0, 3, 0, 14, 0, 187, 0, 199, 0, 242, 0, 68, 0, 49, 0, 179, 0, 68, 0, 242, 0, 14, 0, 212, 0, 187, 0, 14, 0, 201, 0, 212, 0, 182, 0, 68, 0, 179, 0, 224, 0, 68, 0, 182, 0, 68, 0, 201, 0, 14, 0, 68, 0, 219, 0, 201, 0, 234, 0, 68, 0, 224, 0, 68, 0, 234, 0, 219, 0), +"lods": [0.0168981, PackedByteArray(10, 0, 110, 0, 34, 0, 10, 0, 194, 0, 110, 0, 110, 0, 194, 0, 205, 0, 110, 0, 205, 0, 104, 0, 104, 0, 205, 0, 100, 0, 100, 0, 205, 0, 216, 0, 100, 0, 216, 0, 229, 0, 100, 0, 229, 0, 127, 0, 127, 0, 229, 0, 225, 0, 127, 0, 225, 0, 159, 0, 159, 0, 225, 0, 173, 0, 159, 0, 173, 0, 243, 0, 159, 0, 243, 0, 148, 0, 148, 0, 243, 0, 52, 0, 148, 0, 52, 0, 76, 0, 34, 1, 25, 1, 26, 1, 25, 1, 29, 1, 26, 1, 25, 1, 51, 0, 29, 1, 24, 1, 34, 1, 30, 1, 34, 1, 31, 1, 30, 1, 14, 1, 21, 1, 16, 1, 0, 0, 14, 1, 16, 1, 14, 1, 20, 1, 21, 1, 20, 1, 44, 0, 22, 1, 16, 0, 17, 1, 21, 1, 0, 0, 8, 0, 7, 0, 15, 1, 8, 0, 32, 0, 4, 0, 32, 0, 28, 0, 89, 0, 19, 0, 43, 0, 89, 0, 65, 0, 19, 0, 111, 0, 46, 0, 30, 0, 30, 0, 35, 0, 111, 0, 117, 0, 46, 0, 111, 0, 103, 0, 117, 0, 111, 0, 103, 0, 46, 0, 117, 0, 96, 0, 46, 0, 103, 0, 128, 0, 46, 0, 96, 0, 46, 0, 128, 0, 160, 0, 46, 0, 160, 0, 84, 0, 84, 0, 160, 0, 150, 0, 84, 0, 150, 0, 80, 0, 77, 0, 80, 0, 150, 0, 99, 0, 35, 1, 103, 0, 35, 1, 99, 0, 36, 1, 48, 0, 56, 0, 53, 0, 48, 0, 53, 0, 244, 0, 244, 0, 68, 0, 48, 0, 174, 0, 68, 0, 244, 0, 226, 0, 68, 0, 174, 0, 230, 0, 68, 0, 226, 0, 68, 0, 230, 0, 215, 0, 68, 0, 215, 0, 201, 0, 68, 0, 201, 0, 13, 0, 13, 0, 201, 0, 187, 0, 13, 0, 187, 0, 195, 0, 13, 0, 195, 0, 2, 0, 11, 0, 2, 0, 195, 0, 195, 0, 187, 0, 204, 0, 204, 0, 38, 1, 215, 0, 38, 1, 204, 0, 37, 1, 32, 1, 92, 0, 88, 0, 42, 0, 32, 1, 88, 0, 42, 0, 23, 1, 32, 1, 83, 0, 92, 0, 33, 1, 55, 0, 57, 0, 93, 0, 27, 1, 91, 0, 93, 0, 18, 1, 64, 0, 28, 1, 18, 1, 19, 1, 64, 0), 0.0733667, PackedByteArray(10, 0, 122, 0, 34, 0, 10, 0, 192, 0, 122, 0, 122, 0, 192, 0, 148, 0, 148, 0, 192, 0, 52, 0, 148, 0, 52, 0, 76, 0, 10, 1, 6, 1, 4, 1, 4, 1, 91, 0, 10, 1, 3, 1, 6, 1, 10, 1, 3, 1, 10, 1, 7, 1, 11, 1, 8, 1, 7, 1, 250, 0, 2, 1, 252, 0, 250, 0, 0, 1, 2, 1, 0, 0, 250, 0, 252, 0, 16, 0, 253, 0, 2, 1, 0, 0, 8, 0, 7, 0, 251, 0, 8, 0, 32, 0, 4, 0, 32, 0, 28, 0, 89, 0, 19, 0, 43, 0, 89, 0, 65, 0, 19, 0, 84, 0, 150, 0, 80, 0, 30, 0, 150, 0, 84, 0, 42, 0, 30, 0, 84, 0, 77, 0, 80, 0, 13, 1, 1, 1, 12, 1, 13, 1, 1, 1, 35, 0, 12, 1, 42, 0, 9, 1, 88, 0, 9, 1, 92, 0, 88, 0, 83, 0, 92, 0, 9, 1, 11, 0, 2, 0, 190, 0, 13, 0, 190, 0, 2, 0, 68, 0, 190, 0, 13, 0, 68, 0, 53, 0, 190, 0, 254, 0, 64, 0, 5, 1, 254, 0, 255, 0, 64, 0)], +"material": SubResource( "StandardMaterial3D_x4xdu" ), +"name": "bench_red", +"primitive": 3, +"vertex_count": 295, +"vertex_data": PackedByteArray(159, 55, 84, 190, 195, 145, 147, 61, 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188, 173, 165, 71, 62, 191, 145, 147, 61, 171, 86, 159, 188, 243, 5, 27, 62, 249, 97, 173, 61, 132, 37, 151, 188, 55, 70, 27, 62, 242, 94, 175, 61, 171, 86, 159, 188, 104, 191, 89, 61, 211, 132, 204, 61, 132, 37, 151, 188, 222, 13, 90, 61, 6, 144, 206, 61, 171, 86, 159, 188, 77, 225, 213, 61, 131, 173, 194, 61, 171, 86, 159, 60, 81, 144, 213, 61, 12, 167, 192, 61, 132, 37, 151, 60, 243, 5, 27, 62, 249, 97, 173, 61, 132, 37, 151, 60, 55, 70, 27, 62, 242, 94, 175, 61, 171, 86, 159, 60, 198, 171, 69, 190, 109, 94, 149, 61, 171, 86, 159, 60, 164, 78, 69, 190, 41, 115, 147, 61, 132, 37, 151, 60, 175, 165, 71, 190, 191, 145, 147, 61, 171, 86, 159, 60, 208, 108, 71, 190, 117, 133, 145, 61, 132, 37, 151, 60, 76, 225, 213, 189, 132, 173, 194, 61, 171, 86, 159, 60, 80, 144, 213, 189, 13, 167, 192, 61, 132, 37, 151, 60, 56, 70, 27, 190, 242, 94, 175, 61, 171, 86, 159, 60, 244, 5, 27, 190, 249, 97, 173, 61, 132, 37, 151, 60, 98, 191, 89, 189, 211, 132, 204, 61, 132, 37, 151, 60, 216, 13, 90, 189, 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type="BoxShape3D" id="BoxShape3D_x7bll"] +size = Vector3(0.59868, 0.523201, 0.886891) + +[node name="ashtarie-bench" type="Node3D"] +script = ExtResource( "1_ubp61" ) + +[node name="seat-center" type="Node3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.531622, 0) + +[node name="railways" type="Node3D" parent="."] + +[node name="back-fence" type="MeshInstance3D" parent="railways"] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.2478, 0, 0, -0.249976, 0, 0.247499) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_84mlt" ) +skeleton = NodePath("") + +[node name="sidewaysL" type="MeshInstance3D" parent="railways"] +transform = Transform3D(1.2478, 0, 0, 0, 1, 0, 0, 0, 1, -0.143343, 0, 0.359455) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_gyar8" ) +skeleton = NodePath("") + +[node name="sidewaysR" type="MeshInstance3D" parent="railways"] +transform = Transform3D(1.2478, 0, 0, 0, 1, 0, 0, 0, 1, -0.143343, 0, -0.360872) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_x3u04" ) +skeleton = NodePath("") + +[node name="polesL" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0192887, 0, 0.359455) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_u3eb5" ) +skeleton = NodePath("") + +[node name="polesR" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0192887, 0, -0.360872) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_tiov5" ) +skeleton = NodePath("") + +[node name="supports-back" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.284628, 0.367758, 0.360388) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_5iint" ) +skeleton = NodePath("") + +[node name="supports-side" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.211265, 0.367758, 0.393724) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_xvn11" ) +skeleton = NodePath("") + +[node name="back-top-bottom" type="MeshInstance3D" parent="."] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.71386, 0, 0, -0.249976, 0, 0.00343424) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_8m1aa" ) +skeleton = NodePath("") + +[node name="seat-back-top" type="MeshInstance3D" parent="."] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.71386, 0, 0, -0.230659, 0.34615, 0.00343424) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_vvfsg" ) +skeleton = NodePath("") + +[node name="seat-front" type="MeshInstance3D" parent="."] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.71386, 0, 0, 0.211399, 0.34615, 0.00343424) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_eb5ct" ) +skeleton = NodePath("") + +[node name="seat-top" type="MeshInstance3D" parent="."] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.66619, 0, 0, 0, 0.517293, 0) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_5e652" ) +skeleton = NodePath("") + +[node name="top" type="MeshInstance3D" parent="."] +transform = Transform3D(0, 0, 1, 0, 1, 0, -1.66619, 0, 0, -0.249976, 0.34615, -0.0174814) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_3heub" ) +skeleton = NodePath("") + +[node name="upper-bottom-partsL" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0192887, 0, 0.359455) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_f4yye" ) +skeleton = NodePath("") + +[node name="upper-bottom-partsR" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0192887, 0, -0.360872) +gi_mode = 1 +mesh = SubResource( "ArrayMesh_08mlu" ) +skeleton = NodePath("") + +[node name="StaticBody3D" type="StaticBody3D" parent="."] + +[node name="CollisionShape3D" type="CollisionShape3D" parent="StaticBody3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.0376246, 0.263597, 0) +shape = SubResource( "BoxShape3D_x7bll" ) diff --git a/maps/shaders/ashtarie-bench_flower-band.gdshader b/maps/shaders/ashtarie-bench_flower-band.gdshader new file mode 100644 index 0000000..7c5884e --- /dev/null +++ b/maps/shaders/ashtarie-bench_flower-band.gdshader @@ -0,0 +1,42 @@ +// NOTE: Shader automatically converted from Godot Engine 4.0.alpha6's StandardMaterial3D. + +shader_type spatial; +render_mode blend_mix,depth_draw_opaque,cull_disabled,diffuse_burley,specular_schlick_ggx; +uniform vec4 base_color : hint_color; +uniform vec4 decor_color : hint_color; +uniform sampler2D texture_albedo : hint_albedo,filter_linear_mipmap,repeat_enable; +uniform float point_size : hint_range(0,128); +uniform float roughness : hint_range(0,1); +uniform sampler2D texture_metallic : hint_white,filter_linear_mipmap,repeat_enable; +uniform vec4 metallic_texture_channel; +uniform sampler2D texture_roughness : hint_roughness_r,filter_linear_mipmap,repeat_enable; +uniform float specular; +uniform float metallic; +uniform vec3 uv1_scale; +uniform vec3 uv1_offset; +uniform vec3 uv2_scale; +uniform vec3 uv2_offset; + + +void vertex() { + UV=UV*uv1_scale.xy+uv1_offset.xy; +} + + + + +void fragment() { + vec2 base_uv = UV2; + vec4 base_color_tex = texture(texture_albedo,base_uv); + base_color_tex *= COLOR; + ALBEDO = base_color.rgb * (1.0 - base_color_tex.rgb); + vec4 decor_tex = texture(texture_albedo,base_uv); + decor_tex.rgb = decor_color.rgb * decor_tex.rgb; + ALBEDO += decor_tex.rgb; + float metallic_tex = dot(texture(texture_metallic,base_uv),metallic_texture_channel); + METALLIC = metallic_tex * metallic; + vec4 roughness_texture_channel = vec4(1.0,0.0,0.0,0.0); + float roughness_tex = dot(texture(texture_roughness,base_uv),roughness_texture_channel); + ROUGHNESS = roughness_tex * roughness; + SPECULAR = specular; +} diff --git a/maps/shaders/ashtarie-bench_flower.gdshader b/maps/shaders/ashtarie-bench_flower.gdshader new file mode 100644 index 0000000..31db19c --- /dev/null +++ b/maps/shaders/ashtarie-bench_flower.gdshader @@ -0,0 +1,42 @@ +// NOTE: Shader automatically converted from Godot Engine 4.0.alpha6's StandardMaterial3D. + +shader_type spatial; +render_mode blend_mix,depth_draw_opaque,cull_disabled,diffuse_burley,specular_schlick_ggx; +uniform vec4 base_color : hint_color; +uniform vec4 decor_color : hint_color; +uniform sampler2D texture_albedo : hint_albedo,filter_linear_mipmap,repeat_disable; +uniform float point_size : hint_range(0,128); +uniform float roughness : hint_range(0,1); +uniform sampler2D texture_metallic : hint_white,filter_linear_mipmap,repeat_enable; +uniform vec4 metallic_texture_channel; +uniform sampler2D texture_roughness : hint_roughness_r,filter_linear_mipmap,repeat_enable; +uniform float specular; +uniform float metallic; +uniform vec3 uv1_scale; +uniform vec3 uv1_offset; +uniform vec3 uv2_scale; +uniform vec3 uv2_offset; + + +void vertex() { + UV=UV*uv1_scale.xy+uv1_offset.xy; +} + + + + +void fragment() { + vec2 base_uv = UV2; + vec4 base_color_tex = texture(texture_albedo,base_uv); + base_color_tex *= COLOR; + ALBEDO = base_color.rgb * (1.0 - base_color_tex.rgb); + vec4 decor_tex = texture(texture_albedo,base_uv); + decor_tex.rgb = decor_color.rgb * decor_tex.rgb; + ALBEDO += decor_tex.rgb; + float metallic_tex = dot(texture(texture_metallic,base_uv),metallic_texture_channel); + METALLIC = metallic_tex * metallic; + vec4 roughness_texture_channel = vec4(1.0,0.0,0.0,0.0); + float roughness_tex = dot(texture(texture_roughness,base_uv),roughness_texture_channel); + ROUGHNESS = roughness_tex * roughness; + SPECULAR = specular; +} diff --git a/maps/textures/patterns/vegetal_001.png b/maps/textures/patterns/vegetal_001.png new file mode 100644 index 0000000000000000000000000000000000000000..6a12a4660752b4ba55d7263a64da75a9820023af GIT binary patch literal 227266 zcmYIQ2{_bU)W1Wb#Y<6%vScEmjLE*0QYeIwU15+lvNf1_-z14_g|Vavm7Tj3AfLHS$o$F=}N+aLh``N;Vn(dhro4gTT&8wQteSo&jbgkA}B2ce;%$GrT! zgIuo!xF7Qm^vIgg76m{O7@awFDJ*+xAT-0rfS@-wYajgX&dwC!JqE%%9~%mzo|K3L z1e;WiXOCn$;(o<>w}zWMt2!DJ?1=XMpz`>tDPLZ|sf)WFJ|0?n{$h4Ev48r0sDG|* z(VrX43BoKRJnW=dEu#h?YEJWK*QS> zAG4Hd?w*4u{afam!J2r30cbrO9z$4HAg`=P)w5mE=Xb0K!e_Xhy#xez?Xta!484z{ zBO0cS#N9F7z7t)zEpvO&tp9>$@-fTBX*2Th9Xs;4@UgK?DN-cY`1wa*hI_~w{6R;# 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