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shutdown_timer.py
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318 lines (227 loc) · 215 KB
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from customtkinter import *
from sb import Spinbox, myfont, color_button
from tkinter import PhotoImage
from subprocess import call
from wakepy import set_keepawake, unset_keepawake
from base64 import b64decode
from io import BytesIO
from PIL import Image
from threading import Thread
from os import startfile
from languages import *
################################ Language settings
try:
with open("language.txt", "r") as language_file:
language_file = language_file.read()
if language_file in language_list:
dict_ = globals()[f"{language_file}_dict"]
except FileNotFoundError:
language_file = ""
################################ Main Window
root = CTk()
root.resizable(False, False)
deactivate_automatic_dpi_awareness()
################################ Center Window
def centered_window(width, height):
x_cordinate = int((root.winfo_screenwidth()/2) - (width/2))
y_cordinate = int((root.winfo_screenheight()/2) - (height/2) - (height*0.05))
return "{}x{}+{}+{}".format(width, height, x_cordinate, y_cordinate)
################################ Icon Setup
icon_base64_dark = """
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
"""
icon_base64_light = """
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
"""
if AppearanceModeTracker.appearance_mode == 0:
icon_base64 = icon_base64_dark
else:
icon_base64 = icon_base64_light
icon = PhotoImage(data = (b64decode(icon_base64)))
root.wm_iconphoto(True, icon)
################################ Photo Setup
image_dark = """
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
"""
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
"""
language_dark = """
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spwbGfm1Wv6efnNF1/O0vQ+NNb2ea1L0gvmjsTF3SHSfoIAh0F9z7rPIQ/a2ERKS8ODhw9xS1fPdj27cWGxowUNt8SP7O7sshveFSw0Nin71D/AeQqLrdJtyQH/Nad/fGWRuGSEhPmEzHlpYSFLP02YpUmRARGSkgcrr8fiR2OkdzvmWZ5Oinpuz6HYO17FGZZxYCulYWbnnOyFzywgJCX6QW6qDfPadffJkuGEftxevILaHfvfW4gRpmmu+oic+/GET9Pc8cs3HRt4Te8ncMkIq1pctO+Opox30WFMnbcmoqMHp7O09Df1sD+0/7aTIHrrXisLTpannGhQ9ftFv2IKWIg3iUztm9iM+nqNrQX+RRFcNvzwb0Vyael7n4pkz39kDl5zXMbO3yL+9u/1iqTzXnuiLrrXFdg7Y2w/+m89PQX+RRFcJ52c0CnSMNr2ep907fvyLSUA1T6rnE9pXcRe3b41X1IBiwF8G0Zzoa2b7IWPu7r2zTob/Jii6W+GyY2VsGSEVs0ZUkWRLuG3za9Y8Eg5dstnBfc4i/3rmyp0lnGypOdFn9IUaFHup8Sj4b4KiR9+/lEvGlhHSsGXeMG/Tq3ngimXLfuweEgLV3PBJlaeKrOc2czc8lq6em6/opZ6APXQ9ozrW9QL+ppX73j9lbBkhDYWa15VgbWPUoXLljsSAl5xx8LDYer6v/Hak5w9jrqJnOSPib3p07oLdpmovZWsXIQVbrn73XVEbU+u5xbo8ef63OD7eE53Ksme32Hq+rfi4BEn3G9WY6CETGmSGGiRKdB/PeVmhv0qic06ZHE2anDR5jsyCe4UKHQkTcdnqYjc8Oly+oKT1XHOiZ+yWuSnUIFGi63Rr8kN/lUTnmi2LD2708zPNc8d1mTOvyiWimut0I5tdE/cpz6VlxwnS1nPNiX7sFfQbyWnvKXENAkVv2vH2eZlaRpjOyhwnjdhkOTlDO06ePHy9qMsen7hMXA+9U/nuki+b0Jjok36GmuMybPN0UX8XFN2v7pg9MrWMMJUt33Ws5m/iZ7XoqGcrg4JEVPOket791n07MT10l/sdA6Su5+Yq+sb9nviYu57H9+q4AX/Xyj8Kn4ZDKEv6EeuMO9TwExI7Lhb7k23SxKni6vn98jNkWAZpnqIPfSLy70YeX50H+ssld8nSLsI0zh9ZuLB4KdPquXvUH388m5wgbtFo+NVbdUTVc5s6B9fEyXC+l6ZEt2+2GpvnLlp0n7jb2FIZEp1Ljox5/XoFtvvfV3Eu+v3327OJvPCEiVXE1fOW5deEynEHNCW67fKWyA9sI0TX6Qpeh/4yic4h2TLcW+Hubko9t476/ffmhTw9RdZzna77Un9R9fzwwdFy1HONiZ4uN/Qryb1KQ/HNAUXfWDG9uGE+Qn4Wj9krfuvV5K9Mzs6dCxrzQaVgE1HXGX9jkkzbFGlK9P7NocZ4DW4m7vuIHlB0vwWz08vQMsJ4srW7t86k3vm60qV/LZeQECd+S6fw4WeXibiQ1+uD3eWp5+Yp+oXKRjyz/pd3xwJ/28q6CrZBFaEUV8fkM62eP+zefbTYvvl7xg1bIWYN+snyNWTbdtAsRb9hxN+2798AG3ePKid5uwhjmZmrZs17da1Nquez+8XFGVEZdLrQ7x7lEXXpZY2DZarnmhI95PYtbD93o0T3CT6yA/rrJDpHrJkSFVXKtHr+5rhx1VynG1V0QVpRl7qfXdLGJ0NDom8pXhL7nWSU6Drd4q3QXyfRuSGmXZ+p1tYm1PMVs0eM2CV6pP0DNV6JurTX7sJfOZdRCjQkerE50H21W/a2ulF/HxR96JLGGSVuGWEckx62MK2aPytYo4aYVWrJef6rqIut279I4hVrn6Il0cdATXHdkG6kUX8fFN3d4Xcad+eBkekPlbA0pXe+YsiZSF9fY3vNHpt71BFxMe+7A+YZfS0A8xPdu4uR93Pc2T8SkQtYtiwkccsIYxj3dqNp9bz5vJkmHJJS7MVGCxEXK3Jjuoz13CxFv2Xk3w86/xt2s7bNkrRdhDGEVz+0zMr4el5kyJs3Z8KNr7D2m3scFnH5tDsLX/WRsZ5rSPSQzRdfQ00xWnSdT67d0BVIdA7YdOmCKWvVai2ePn2kCfX8fNFYMVPrS93MFi9d21NCM6KH/Q3eWeNF120m0VWCR/UO903onpd8NWi9aQV2+jciLu+68952Wcu5TkOin/8fdGetDw8zfmsIUPQWDx/gW0kTcpDxRy9T9pLpuzhU3H4FXzB9jojL5a08Nkiadn8dDYkONcSvQ5jxv5FA0f3TbqVxd3bE7+nSpQN2Wl5KlBqyZMkgEzcEi09/CJtGqcfxzvLO0rQ8NcxN9OizJlxjXPv8DtBVrsg4xYlIneD1FV1cjK7nlv5/7AkLM7GeB28Z5oUPEMRek7+ea0f0YNtvoIaYJHpC+A9YpSDRmZGQ/pDYvZU/pdSrJyZPd/Ksvhyv54KQuFqKdhtCI6LHVy+MNcQk0XW6SthLRKKzImH9YBHFNDnWfo6Of5UJjTM1g8dBERGs3LNkkqLhhtCI6CMHYz/W7Fy6mHQdUPRlv4g48ImQjuD0y7GPrCkxdEjHjpkkGEYNXSLiotF/ddtu+iUNoxHRY36EmmG5+14Gk64Dip63YYNNErWMEEF8WEfj67nF3VkzZ5pez33iM76FL2rl1/tWjAI9dHMT3XrAWNPmJbTbaoEc0Ofv2ta0f1AIo0g/AFuonBIbXx3tL0WGuDIHMaf0uP918bYUFzWMmYk+38TrpDvafCN0pX30gU1xQtZvMLKeW7u6ue2uZ3o1T8LedqIzPuRvcVmZeq4R0X0ix2Fj7iaLHhf62zboSiS68qTvaGw9v/Dr5ctPxkmRwafM33g9F4TAa1JcFEEToic0LortwWey6DrdQuxKJLrSeEQUNraeOx/eFRMTmiBFCt8+Iuq5lWtJRT6t6dGE6CHFvaG76zp0msnXAkW/8mCmpwQtI2D2tDa2ntsMeXJMqhS+xUVc2P/6ratSXdgQmhDdfhh2Y3ecXWzytUDRh55q9ViClhEgocWWG7lazdomz5/SVPMkRm5qg1/Ze0HXkQr10M1M9NYS3Nf01y/YAZfyD8xq+j8qBMyeia+RzyEp4Pwq0yTJYhTIeR+/ctv2itVzMxN9uQTX2rTrG2zcfef3ElyNgAh/fMjBmHpu7ZYvX6eXktVzna4H1od8T/Fwxeq5JkT3mbkGXBMohehxHqdPQhcj0ZUjV8XXyM+sL4ieXb58A+nquU7XQczV+0h4YYNoQPTgem/GY3dWCtF1um+rQBcj0ZUipsa5Fn5GbDNhGbusV3i4R4JkQWZOENFDd6laXrILA2hA9Lh7ru7QnV3RXpLrgaLXOV1M5t2BiPdsHnbYqHE499kvy0oapPGUlvjVmxwtKOnFDaAF0Vtjd/b66nmSXA8UfePv12jcXXZGTjh+/HIpY+q5VdNl+z2k/QT6CF8Gf+Hko1BFv7+akegVJZptmL5WC+R5Wjvml+YfFiIVhk989iyPmG0YPz6fn2tLW891um7+8NWbZGom8cUNYEaid5Ro5eiiWT9i+8z0VGCHIPMmJmBt1cBAJ2O2gXRYdkPC3rme883aoF/4YqucjVF4PpX6RZ++HdvPXTLR4+zP7IUuSKLLze2KhwOxh/8FP9WUup7Xzz0e/Ren7YlmJmwlbRTqF/23U+uwuyuV6DrdP1WhC5Lo8hJz/GyUkyX28JPhsOzKlfKRCZKG2TKvogs0Jqznx/OKz49Wv+jnLKBPqInLykv2jygoeqdBz2U9Zcfc2V60k7hjiT/Qd9eDBwESh1mYowo+Ne9FpMRXN4z6RS+MPtw1ku2RD4re9G43GneXjZjRj6oYVc831rk2NlLieq7T3dgI13OHK9NCJL66YcxG9CVhCZJdMv2QvciHW2u/n2Q88NrcmTfsinH1/PeaZWXY0K+9Mxzg+q41yu8oaDaiV5TwH1HbPUWhc1WF3xX+hmI+xBR8tM24en646/oEyePYHlmCjwr+z1b6AAZRu+ij2uXG7q6UogfHn8gCXZREl4tmRZd5Yw/+M67/NkmKHaM+o/Gpdfg39EtjpQ9gELWLfrrnAuzuSim6Tlc7H3RREl0eYuZ1beluVD0f+Oh8ggznGR6tZod+WhuaeVqo9AEMonbRezhC/5JW271f0iWBoOh59o9WfnzVDDg+bKpx9bztb8cS5AjUKhaO0KTcBFkiGEDtop/D/l0vXaiGpDMUQNHd7i+nc1UlZ+T2rveNqOcOA3v2PGsrRz3PmL4N+u/O0N1dt8TJfURySpiJ6JeySdsxSz9mLjLubun+q5SrnYl3BBStYkw9v7MrQ4bnskxUaZy/JLoc/o9yNRLkiGAQMxE9Z7i0l822/eAF6MK1pJ6YYfaE3+5ax86Ier672+OgIHmK6ct8/mgPPcc4JvVc7aKPazwCu8NSi+7r2WsodGESXWqeVzyJf7L+yO5dNWTbHiBTXjhGw0VyhTCAukU/sw+8xVKLrtOdwK5MokvN6Pz+4ut54s5u/eUqpYuyX3IBY7TY2n69PCEMom7RH7lC84uzXH8i+aRzUPQ80zrTuLukNPsduvHJGXi6v2z1fGGTaujs156zRrHa7V/doqfBdvT4KX0xyVcFgqI7rzvI6seaJgk/crEEdOM/JfFOtxrBsnWNT++1Rnvovx6TL4YBzEL0KRHSzy3e83YZcnFL/xGSnNFJvKf/iwWu0DP/lDynR8m4iuRP7FOrnleSnO9mFGYh+kMZOkYxx+5hPbMh7B6u5gj9Pk0nuHx+oOmObhN8ZSukowo9RSfLVGtSeYtcMQyiZtEn9fsV+3wph+g+wTeaQhcn0aVj04tS4neUuVI7o4zb8S78KxH9ht6zQESCfEEMoGbRB011w/51l0N0nW4/ia4skRnS5LEUW89jt86fJF891+n+iQK/AbTI2l76kSIcNYt+yxt66iVnv5RlFQEoeqc0GWjcXRJsi+a1gG75p7SsHSHr9vq/YZuQCMKBhecT5AxiADWL3gUblpl9O0yWdf6g6BZ5i9rKcXlzI2Tzxdeit3t1+2t+gJzj3JvKPcR2JhCErN1ZDbi/wwxEX5VRnjvc7kUe6PupVUNa2CIB2So2dYSe96eM/zObrAcZZr9jg65Dz8p2ybI5iC5TQbWPOIetrchNoptMUIaL+6Cb/SkuPbutkTfWt3PBKNVqlS8mbxQDqFf0NZl+xk7ckkt0na69FxSARDcZ37DWsWLruZXl3JfrZa3nPsE/oKLfLTA2Qc4oBlGv6IOi0iJdNkvrN6xFf5aO4WirJkjI1W0gdKs/xattD5n35ny8681GMEzP7fJGMYh6RS+PzVep2vD0SLkigKLX6VCd9nc3hYSwjuLrufvJTGGy1nOdrvpWZ6yHbumelfU5fJoX/afO4bLV0xsO0FyJ6AtFz8sVwRzwzXU5M/SsP8W77UXZR78WotPuqw1ZzbaHbgai55DxDIXvB+zGZkW9iZAvhOYJmjlAdD239DvZK0zm4+mD7R9MBePsKxSTIG8Yg6hV9ASPrjZQcjlFt8+2HHsDSXQTyNVHfD13bbJW9nr++GVDbPMRQdh5RO4wBlGr6M2mZcUck1N0ne4RNlWLRDeakJn3Loiu5xZRreSu5zrd5rZgD90/7dLbcocxiFpF/3OuKzLH2N37oazftkDRn02yp4F348i1vAJ0iz8lsMnZ7vInq5QHjFPt2SD2exKoVfReDlDuk5fKxcgZAxS9xMSFyh+rpw3Oiq/nrutuyl/PPcf+swwMVKce8x665kVfOjxU1vPsbpQKRD7m+7kMZnEMjxY4BD3nZDe7ybWC8ud63Ks5uiXkvj3yxzGIxkU/NUHeGIsvbsVOxb40U94gGiU0Y0Xo9n7Eyntd5Zmy13OdbnhWb+yLi7tbfvZDcWoV3T5iLbZ0TG7RQ8I2YI+bRDeKPa3FznB3bzJNgXqu021Ghw5afFObhynQ6hR93vye2E4jcouu03Uj0WUjfNTyRHE9dCuvqrfGKlDPg7b0qwNGavlPeIL8gQyiTtFrjrdAxtwdN/6YTu4ooOjPmo2lcXex7Pl7H9Yx+g/rJpUVmWu66cbPaA/9ymQlAhlEnaK/7A2lnvt3Y9nHwEDRxz+sJ/PEa80xsn+HodHQzf0Pm6rXlKjnOt320q7YN3Qnh1oZlAhkEE2Lfv17D1nH3PW0WgfN0HPyKk4bSokj18TX6LaLH2hyQ6G1I8N3gIlavP2H/Td0PZoWPf9x+aPMu9EEe+QvPOQPoyHGPu9TLVrc1lFu6x7FKFLP4xftOgxmqrIrNEGJSAZRo+jh43pgy4CVED0+5iD2yHNfPc900zCVsXnYYWzT/o9cX61QPR81rS86y31qIWUiGUSNoncuvhsbc1dCdJ2uA/bI6zZ8IHs/QjOMnXQ5i8h6fqHuWmXquU7XbHYg1kP36/1zO2UiGUSNoj9o6YiMubsWaVRDiTig6E7e91gdsKc+MrzII3IcTmh7VJHv53rmXQczDW0zi/U69A+oUfRdRaDM4zukl3We+wdA0QVhMImOUjtKZD2PHZ9G7v1kPhAyrjY6i2fdGY84ZUIZRMOi/7VZmSVjq6eCW3uT6DCDWmC39D/+eNJdqY5RsUc90Z3iTpZTKJNhNCz6dYWGZo7XXoo9dhIdJKxZYWyG8weatry4RbFpCmVfWYA99JK/plcqlEHUJ/rYGeewf+6VEj0ofCKUR8jxPS8dNs7J8OMycT30vzI1U+4n8vH8YCqHRpMzKpbKEOoTfXGjOtiYu1Ki63w2YA9+RemaCiVSNWEFz+11EtNDb3q/m22Qcp8uYdEXnLDnpYeuRtF/ue+HjLk7V6ko+4KWf0FFdw88pFAiVXPkaQlxZyluHTRayU4RLHqRXQqmMoT6RC93Ekq8Lc1iRcbcdbjogrBBoUQqJuzq5apO4EnE72jaaf4iT+XqeUjZE9hZEn5Vm1dXLJVh1CZ62NVDpaDEO/fEK7VczOfowGpQJhLdMMOfTsV6Zh+48/K4ksuFMs7fhw0UxhbNNV3BXIZQm+i3L4HvwY7hyoV6PutnKBOJbpj6dcTV88OXNylYz3W6Gjn8sKWz1XrF8zQTUm2iL8wDvgdKip4w9gWUiUQ3zC/jsVv5L3cblFVo3uu/TDgFJuv9UtFchlCb6IXQwzGUFF0X9DcWikQ3wPrv7uUDH7CepvvOpUtQsp6HjD6KnSbhVPdZJQVzGUajotvU6ThJwVQJTw5AIwdDCigy+169LH5zUsyIe+YGk5St5xHnll2Akrn8fXuLoskMoVHRt1WeEapgKt902aFeerWBgxRMpTrWf38oyk7MF/Sl3RWt5zrdplXuWA898YYnTz10tYmeLUNh7JfdwOoJim7RFre+DRLL2mm+kqnUxtU3VcV9QS9dVuGEj3OAyRx6KZzMEOoSffGqFdibUGGzwslCG2EvAE2Z+SphGfrM9RdTzxPvXlR6myZQdPdtq1YqnMwQ6hJ95WvoTXB5vUHpf+pR0Yf8otR8PdXRfUoRcV/QM5/ur2wPHRbdufWM9QonM4S6RJ98BUpb5cYEpTdoQ0XfWOeEwslUw/cHrEXV8zvdagQr20OP334TG3N3aR/H2+bemhS902SF3wBcdEuLNAonUw0Z7mK38F9en96k9MGV5wuvcIayuZRXOJlhNCl6HuU/YaKiC+49FM+mCsL23IsCb6GepgfmP/dV+l9z22/A3xwkukmcX9m6JJSWgejxDWph22GQ6CkzelU1Macv1aldTOn+eZLoq8B0JLpJ3B6SF9uPgIHovtkWv4KykegpMbP6vSoiOugXts4/pvje2fGLb2E9dLv7b/maFadHTaLvGQi9Cy47D61RPpxPtrfQnfSffTpA+XS8U/abjWLqeYna05U/4GrmhmquUDqLAZvCFU9nCFWJjm2+OTeTrdKjNHrCnkLprGzqPmGQjmtiqi/fBt28D7xmsdJ7/UMwnWsXBukMoUHRSyxkki7yzK97sfegK5N8HPP8fw5i9oizshzIYtNFVHRL51sM0hlCPaL7+FZ/DWVlJLrvzO2/QvkCSfTPKFsaunEfiG2b5hiDlKDo1p2W8NdDV5PoEYVeYGPujERPSvgNlI9ET45PQndwv+x3WNrdr31e+R66T1zGN1A+944ZlVxPhaIe0bf/Goucumdplyc7o4Sg6BZpgvha2MSYkdk7itlswq3JWhajmZ65umE9Ryc+Z0SpR/QjO6GkLtfTKD3P/QOg6E6lV49mlJBDfOPXTGmK99At/ZY1OK/8F3SdLrTwRmw9FYluIqDoVZ8weQ/0bLlkYQcktHI+SavS/yO8QGt00yA9Lr+fZfDtVJ8zJ5iQRDcRUPS53zJLGPrbG2wWp1dlZhm5o9gSMfXcouUJRv+Oo6L7NZ3GJJ8h1CJ6cGR2bFoSQ9F9Y27/BGUk0T+y6Rl0y/69cVm7KnLkfQqAoltl3pCLUcLUUYvoEf3eLoCSMhRdpxuFvbUk+gd8QwvOhm7Ze0rdzMamnvtE9sfG3C0HT1d6hTSGWkRv9soNGXNXh+jOPcJYjSNwhkehYWLmxC04zShn3MrimCiW5xglNIRaRN/eE3wX1CB69PVHSh0AyTW+4TPeXsB76NbOeX5glDS+Q1NoLn7gUB6nv+rRnOjrTkxnR2fsxBbLtHP/ZHw/ucB+ViMxI+7epSuz6qGHVMQi3j2XgVFCQ2hO9NjZG9jRpgqYsulqxveTC8YOFlPPbe4/Wc+oxzPy+RQsZNEtkWwSGkQdoiesr78bfB/8nZuyww19b0l0PeCCv/e4li7Pqp77Zi+KbW0kFGaU0DDqEH36oGdZRLwT/EOi63Q+YfNGwDfM0mXZamYjmMGXL4Cr5Ul001iTw8sdfifUgNv8UTyufFCUoHpv8TnujrX2z2CWNLgjGpNEN41mWeE3Qh04HujQmekdZY7P+u5PXfzgG+bcYya7L5Ko6DZFeFyJ/h4SnQmWgeN3Mb2jzImrN0XMmjUblnOMUNF33LrNMGXqkOiMaGHmC1s879ng9dwyMQ+rqTJJZJsBjrkv2WLPLqUB1CB6ULEfxO3trwbMXfSgiSJultPPL1mtPU6i0Dfg7L3WcexCGkINok9vVau3iLdCHZi56BHbG8K3yiqx0/4Y5feU+Y+LXtBvjwt1u3C8oYgaRJ/QMC2yzltdJPaZFMPwnjLGp1yOufCt8v/5T4b1XKdbjsXs2eoqbweufYIaRA/AFn+qC4t9fw9neE8Z49PHGe+h+7+p/t08hoA99J8bf88ypQFuYv+wkuhSY+k49QHDe8oYn+JibtW2V0wBf3tUPcU2ZursdIMaQaJLD7M1l+zJOBzvoSfh580UbH204JSWbczUsbCGGsFQ9KBxNbFNpNSGGYv+z0/rWN99IkUYir6ly195WTdfFsxW9GJHnrpqa0azdmAoerpV0N6q6mPovYJhzO4qSx6Ursr63hNfgaHo47DjiNWHRYlLR5jdVZY8cqZ6ziskuvRY+pWox+yusqSbNn+haQISXQ7W/cPsrrJj1J45/qxvPPE1mIkeVLaBNsfc9Zil6A+alLRkfeOJr8FM9GxpXjdl3XjZMEvRb7nQL3d+YSZ6sTd+2Jd+NdJiw5HzjO4rOx6BuzIRLGAm+iJRU6hUhmPUqu8Z3VdWPM7+DTjRjGABiS4HVnb3CzG6r6z4Z0cp6qFzDIkuD+N/YXRf2fC4wENn7fbEtAAj0YO6H9XumLseMxO93I5q5DnXMBI97NxcbHWdWjEz0XttpN/tfMNI9C3/89f2m1FqcPUIJneWDftjWd9wInVYiY4dSq1eonsPMZ9x93S/fOPN+oYTqUOiy4OVZZ3sTO4sC37YnUg9dM4h0eXifgEmd5YFJ1pYsb7bhAGYiO7Z+ab29nP/HLMR3ccnkzY3ENEUTEQfuTxLWtYNl51lC318GNxb5en/YI4X65tNGIKJ6GMvsW62AmQZ1ng6g3urPN/ujqXlqdxDosuFk8Ps7xjcW+X5Mx/rW00YhkSXj9fVGdxbpYkLyZSF9Y0mDMNAdB/PjP/Dwrk78okTNtnHLESvUTu3tuc4agQGoidkSJMZymaV5xKf/I7NAzML0RvfcaMeugpgILp9n2quSDQnmwGP+WRQFezezork+LhdifiNdnhWBQxEj3yBRctTsZLi2TAK3IcakOXtb7aso8qM58hMRUx4+wjF4Fj0YaPCFc+GUf2AK/Jz1Sn2VGfWUWWmxpPmF0x6/wiF4Fj0DoonQznWvjTWS7+bgXVUmZm8w4V66KpAcdF9PNKBY+78ih6/JVMU1ATNi/4tNlpBMEdx0X0rDTiMReNXdJ1u1nioCRoXPT5bJjo8VSUoLnrc5Y2BSDDXoV0VTiYGUPTD9cI8WUeVkeetTml3b36NobjoCYOxYJk75FI4mRhA0Us1fFmMdVQZqd7Ths5sUAncir4kY6jCycSwsucF5BV3chtSkHVUGVm4zKR3j1AQbkUv7qtwMFE8f9IcG3ffept1VNkIyfhkrglvHqEoSos+8xg45s636EHrj2ITRTQs+vNp+amHrhqUFr3AEmxWGeei63QPsPFmDYu++boz1kOPbrGCHxywzIGlWAdFaeEHNUhp0XvEWiCxbPZe43x7FlD0fb9ljGcdVSYqgZ9JhQU52/PDMxcoc5WDrIOiXCoFNUhp0Qdg78ada8OVzSUaUPRqP7fS5ri7/eMn27BnKdSpl40XanzX0QFI7JpvymLWUVH+KQE9BE5Fv5QxUtlcoinze153oCHuzs2Ps44qC88fNUF76PvSsw77H9sL30VWTtY9mH0m66goZTpBD4FT0ScGKRtLPP37zcHG3Zt0Zx1VFoZnTYvNcnfM13A767D/Ue9KILJpyIHqocGso6JwKfqWZlOgVCoQ3TNmP7aFkkZF31wBe5L6TTL5OZyq314o8x9XWQfF4VL0WavAfh3/out0pxdATdGk6JHPe2FdQ0Fo+SCUn+03SHRlWGsTjYSK3XZLBVPEQdEH1h6nvXH3cT12oD30K5NZh/0EEl0Z+mDvRs9eBTn/iq4HFH1o2y4ZWUeVnO35A8Ee+t4xi1mH/QQSXRlA0R8WC1EylZFMrrUAGXe3c81xjHVUyVm8A3uSQqnBK/npoZPoSgGKvoTn9Sz/MarxU2zyRemyrKNKTGTAanB+o1ClH0cbZIZ1P1QNyOxdpaiK/mnmUPSM34FnqKpD9ASPG9jhgpoTvf+5CtinRUHYVoh12E9YvOQ+shdClR7fxbCOisOh6D/8BO5Hog7RdbpBSH3QoOjNfnLEzkN3PDmHp2OpCl3xQ76i764UooIhog9wKPo1G6RPK2w8PM1euVCmAIqe+WWAGsYccApeh9otCNU6ZjjPOuwn1KsLpb7D0z9OBuFQ9IuQ50LbXWX56dalCih6YuaLWtrf3WNGK+zdEoSqp+N5mmFGoisDKPqbRZ6cr1z7wORfqyJNso7OPY51VAl5vLwOetpaVDnWYZNBoisDKPrbMOUimcb0zY28oCb9+px1VAkpe8oJ7KFXefM967DJgET3uj84gHVQMXAn+qZKc7A1/+oRPTj+JjY/TFOiH88PtVkQhhbuvJ512GRAolfpMprXE4JShDvRf+uZDzttWD2i63SrE6EmmafoJc948jR6ff77Db2B1K9XJvCU2iDciT4NO7ynxZ2bKvoHFRS9Qq9m2hl3h0Uvsot11GQcabjCEUg9sB3roOLgTvRr0LkNwu+z+qtkzF0PKLpby0M8TQQ1BY+r7fNAbXac+r/NrMMmY+EVfysgN4luIqDoq0bx9EHGEJOfzUUGHiztxoxiHVUiRnU86Qw9yMTlM/japaVxSyg3iW4ioOjfTFcqkBRka/Z3WqhZzzaxjioRz4dYI3VREKqdCObrKymJrgT9C43BtqVVl+g+wdNsoGZpRvQJp6D2CkLvl6yjfgaJrgQ1B27ExtzVJbpOV9msRI+8fQvb5Nlv2VPezs6DRLfJXFhlKxM4E/2mC/SDr/f1G2OVCSQVoOiZb27Xwj4zGVuXxLoqFw49H8k67GdAoo/v9VglCy0+wJnooA9ZV9qqaMxdD/gvmHeRAdlYR5WAxzmgxygIDr1YR/0CSHTFzyI0GXWKrr5fuJPftMQ2VVJbnyQFfIJrNIfaamXd4gnrsJ/hE/fLVCA5iW4Svgm3tCr62OetkWkYmhDd/vuzWA/dqVNO3oa0bOu/QM4uItFN4nm/HNCRayoUXafrqsXvhilyvmM+rIfufG8cbz30I7OHIp99SHST6Pc6FlnwZO00R4XzSkDRx6RL4Ou7snhs50AtFQSXm6yjfsFKnnyQEq5EB2eKLpidia/JVBCg6APXfq/2cXcSnUM4Ej0hsj22mvP6yi0qG3PXUznRCWmcd5blKtpyMEVIdA7hSPRJL19hXTt1ruas/iIPthHDUxWtv00BH/uAEVA7raLzHWUd9gsg0a0Dd+xhHVQsHIlebuAFzAR1ih6TbiK2o8ac/iFq7qWHVF+OvVPuFYrztbOMHkj02L7XVLSj+3s4Eh3cQ1Gtout0PbA9sl6fa6eCI+W+ytgN1ZCzxQXBYsMm3rYUSBj5ADkU8uQTW9XtG6A+0Z283vSXP4wcTNsIfTxM27tPJOuoJrD+LfQYBcH1GuuoX7Do9BvkJWxZn3VQ8ahP9L2ravO1xRjMnoP7oBYKjVRyMkUK+ISveQa10cq15GrWYb9g8eymyIgpiW4CIdluDYWi9CyTLUHuMPIwclNRqIVqFj1ocscrUBv9dx7ib7vkdpmh7CS6Cay5WcsbilJ6jdxR5AM8PVLFonvcG4rNF3DvWIy/VpLo8ov+7UAXbMzdDET/ZtJItY67h+fEmig4pWEdNQVIdPlFP10SfEPMQPQ6rcuocEbQO1DRnffuZx01BSDR7WKbVGcdVDxqEz1648MJckeRj2mloB0TA4eeU+sHNlB0qx1phrOOmgKQ6E1HZFLh0VlqE71qm3Iq3pnh+/k7oVYKE4NYRzUKn/Xdc0Pts/p7ugfrsCkAiV71aDYVrkbgRHSPUdeQ4zEE4cDkmWr9VZtEqG0jqJVqFT1h1o/Y1opW51hHTRFI9Lo/sI5pDJyIPvridWwb8CYF5Q0iNwOgVqpV9KAOTbHtNbgUPWTRmWVAdhLdBOpndsbG3M1E9DmjVTkpKL4i1jw+RX9cuTQylYNEN4EHUeAbYiail3haX40f2FDRY+vyOOa+/ScvZDUCiW4CoOiB+Z5OkjeI3LSPckMa6hjbTcuiX281j3XUFPjuABSeRDcBUPSowQtV+ZP2I50r/wW1VCiuPtF9pt/GxtyFiut53BWdRJdb9PAJZ/NBMXZPDlfxmLsee9s2UEvVKLpvudxzscYVZh01RUh0uUVvdm8nNua+9bacMRTBczDUUlWKfs4GOjgvseUN1lFTBBLdL8vs9KyDGgNj0T0mTPDQ6bJnDsTG3M1I9Dnbp/tkLLgleJF6xt99O2JN+31QM9ZRUwQSPfHSrEWsgxoDY9EnzJ//XKebNR57Q8xJ9Lkj6gX3m7PQ/uUl1RQQVPRGnM4sg0Qv+SQ8gXVQY2Aiumf/2//yZPfuTLdvny2CvSFCnUwf/sN0CVIGkp8t8/4N/j22L4Pg55zzyMPEwdVzZyn8/j+cwf2xkqjorRNYJ00ZSPS9NVnHNA4moq+/eepfdsbG7jx1ah/WQ0/63XTgw3/YSmV7Imef82/wn9eBbRXq/rzOf2r+In7L3v+HE7ezboMBFqH/hvEpukfA/vtAeBIdxnPct6W9/8XC39/C29sR66ELgv7//J7ZhfonSBdJXrJdPXKkdd5/g6eFdnfX45TWycrP1d0q+v1/OP7RaL5res38K7CG8Sn6uHMVLgDhSXSYsTd7ovu9fp1Sf+znb4OSr5D+Tf7847EdYFPBu1NFHmeZfGR+INTGvK/3c/mJtGAtqN6Q6BDB43Ll+vYnC2yD89SwszhVf1ywNKHkJVvnwlkCA52g49FTwzJ6atfuPHdYlmPtWPpgki/rqClxtS0Un0SHCFndpMkB0+u5nt5bV6tic+1234yHvi4bxvtKRT6/S70HFL3N+gTWSVOERNcjlegefzs6Rvtjb4QB/B2HNB7HZW34lGyL7y1wN7mav8fSr8S1grydM/wRUPRhPM5+1ZHo75FMdHDjBYjed3pxv+PS5m+qREvXYudlFY+zbtFXSLcyB9YGVYvud7JhO9ZBjUNR0X2f/1Iaexsg/P1eNa7B+UzRH7bZSVTP9Vi63782j8+a/uedLFgbVC16YsfF51kHNQ5FRU9oNbAF9jaAVKtwlHPRH8CfzTGcp1YMYN2mFLkYDX0j7X1gNaeb50Ci986UwH1vMWUUFT3ooDv6xRzD2r0w1/f9/PfFpRl5/A8ru7Z8TgOejz3ZWtkfc/rEINFLNWAd01iUFf1v6GJiKM7pa/OeDLmrYnuoiWDHYtatShFQ9KfreX1gJLoeSUQ/9kMt6GJiODWL5zOUC7W0lrCH/p6pZzvz2EsHRf+R25kAJLoeKUT3uVHCAbqYGDbe72V6MtmAl+WJIO26F8dYt+sLxhUaYQml51X08NuPkJPRSXQAnwGWkpc3wcrykOnJZEMO0QXL3/nbILNBHQfs2fIq+vMXe9MC8Ul0AJ8N0KXE0sH0ZLIhi+jCdf5EP4tNFshy/Wgk66gpM2Mp1AASHYBElwj1iv7THltO1yeQ6O8h0Y2CRE/OFG5nm5Do7yHRjYJET47KRbfyX1GbdVBjIdHlhERPjspFdzw87HvWQY2FRJcTMxE9IXI+Irq/Yxtuj7yGRI/t85zHKQwQJLqcmInoa17+jGwus/fXBuGso34NSPSNT1jHNB4SXU7MRPQz92OR6TL590RwOuZOon+AW9GdvC+ankw25BDdP3D2aNbt+oxp3lDyhsVYB/06JPp7uBW9xMPGpieTDTlEb1HrJm9Hhahe9GCPDMhMdxIdwueyjYSbrfzL20lhpieTjQLoWVMieP1bRt5WdKte9LGNByPHQ5LoGI1/RNYNiIPvZarHL163kbrF3C1TDVl/GZkm7ueS05Z11K/RP2c1C6AJJDpGWNk30MVwHGPnc73DTOSiygukbbG7189XWbfqM5pV7otsc7vuTT9uv00dmw3dfBIdRPKNJ+6/KMC16NJvJdXi19WjWLfpM04vc0HG3Pu2y8blwQ16SPQPSCO65zkH5BcSzptJM6XIJSP1K3hJs7v1O9xd2v4wnbceeivkJCNBaN6fddCvQ6J/QBrR4wpUvAJdDmUiby/9Fxy/1tdLuvbmfXX0MesWfYG5iG7pdb8m66DGo6joPmMDig4NhC6I4Jr3Mvf7uttn7NXJRqKRd/cLfzyI4O9ocXMR3fH6I95mKolA4QMcPLP/jZxNi9HpYBlue30fmXFrKfb1ySAbmx9Nx7o1KWAuottczujBOqjxKCy679jjL7JkaWF6VXdtkSXLxEkxnA/F6bG3XV0nSxZovCpV3Jv2/G0Lf/XcfER3u8E6pikofmxySPbLlydOhS6aGstaX75chvse+ntGt798OavJ2z4njsg0jnVLUiD88SFkqkBg72G8zef7BBL9A9KJ7htTrNi8SyVLVjO+qgf2LllyyehixWK4nizzEfuIYsXatyxZ0s3ovTHtmpYsubXmeR7r+e0+O5D5jlUm1ud0W0g9JPoHpBNdT/jCtWsrInMOU2bb4LVrs3O6yeDX6N5+7dq2Rg/K2QxZu/ZEDdZtSJFdLb2RXkmTzTEcj6eQ6B+QVvTgmOnTh0+paixvO0+frpZq/oHIiOnTH9U1tsV3G0yfno3Heq7TPRkKvUA/T2IdNDVIdHlE1zOz8S1jWcjxj8DU2N7e2Baf4O/Ihg+Q6OqAmehxMVuMZSTHPwJTI9LoFq/ns5rrIdHVATPRCW0Aie69tyKPMwD+xXPUL1tJdBKdSA1I9G3Lq3O7ck2nW9/rpywkOolOfJ2ZawrHAq/PH5tDud0tTqfb9D9nZG9LEp0wW44MO4zMBOrL2y53yUjXHHKARCfMln7jHaG16CQ6a0h0wgTOIJ1bEp0DSHTCBMxHdOtSPX9gHdQUSHTCBMxHdMdVhThefmcYEp0wAfMRPW2ayATWQU2BRCdMwIxEv8U6pmmQ6IQJQKLblCjO40r6/yDRSXQidSDR77cvGMo6aGqQ6CQ6kRpbhh9MBF6ev44kcL3lF4lOohOpsedZFLK7zB/bWQdNHRKdRCdS45+T1sjuWCQ6B5DohNH0WwG9PCQ6B5DohNFoQvT4GZnukugkOvF1NCF6tj7jXUh0Ep34OpDobq+X87l/7b9kHAMZQKITZgsk+v0nz+1ZB00NEp1EJ1IHEv3OEdYxU4dEJ9GJ1PBNqL3XbET3d6vMOqhpkOiEkWQssMTBXES3Hj+mAOugpkGiE0aS/qfeTuYiutOLGetZBzUNEp0wknrY6XmaED16LeuYpkKiE0ZCoqsJEp0wEhJdTZDohJFAovu79r3NOmjqkOgkOpEakOgOfa9xvqciiU6iE6kBiV6iwagQ1kFTh0Qn0YnUgEQf2I51TEOQ6CQ68XWCZp5YR6KrBxKdMIr+Zxoi8+JIdE4g0Qmj2LPUATlrmETnBBKdMIrGJaAXh0TnBBKdMAqNiO478/ZsEp1EJ76GRkS3r190KolOohNfQyOiz+yYN5BEJ9GJr6ER0bP9D2oGiU6YKZDofkOHcD7TnUQn0YnUgESv9ub0ItZBU4dEJ9GJ1IBEn7prfRDroKlDopPoRGpAotfh/rUh0Ul0IjXMSXSrpi0zsQ5qKiQ6YRTmJLpl1v3dWQc1FRKdMAKPGpWRtWsaEd26YzauD5tBINEJIyg7/y83MxL9MuuYpkOiE0bQ7i9XfxJdTZDohBGsxF4bEp0bSHTCCEh0tUGiE0ZAoqsNEp0wAkh0ixWrOJ/pTqKT6ERqQKJnOZh+C+ughiDRSXTi60Cij38QEsw6qCFIdBKd+DqQ6FPrs45pGBKdRCe+DomuNkh0wghIdLVBohNGQKKrDRKdMAISXW2Q6IQRkOhqg0QnjIBEVxskOmEEJLraINEJ8fhOJtFVBolOiKf+uaokurog0Qnx1KmKnGPEv+g+wbZvSHQSnfgK0DujAtETRg/aSqKT6MRX0IrooWu3XSDRSXTiK2hF9Jg2UENIdMI8IdFVB4lOiIdEVx0kOiEeyA7HgdlZ5zQEiU6iE6mAvDJed5Y3Y53TECQ6iU6kAvLKlLxWI5x1TkOQ6CQ6kQrIK1P3B9YpDUOik+hEKpDoqoNEJ8RDoqsOEp0QD4muOkh0Qjwkuuog0QnxmJfori2msQ5qOiQ6IR7zEn3fwT2sg5oOiU6Ix7xEzzluLOugpkOiE+IxL9HvsY4pBSQ6IR4SXXWQ6IR4SHTVQaIT4iHRVQeJToiHRFcdJDohHuSVKdL+GPdsH4G05EfWMaUg0zZI9G2ZWAclDFFDuY9AyCvj9vsL7nkKvf2dWMeUgtIOkOgOpVkHJQxxcDNXovs7J3JPU0ekJYGsY0qBlx0kup0X66CEIRacC0iixkhORCcIQg7cB15KonBnEp0gNIxV4IUkqnQ9fvy53Hs4sW4qQZg7rnenTFnenUQnCE1jGWhjU+LmBHlrOutGEgQhCF47740m0QlC41hb3C9/LJREJwiNY7P73nESnSA0jmX0zvQkOkFonk4rSXSC0Dx1pw0fTqIThMbxOty3L4lOEBrHys7Jj0QnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgEQnCDOARCcIM4BEJwgzgKnodm7VuCevK9ISb9YxpSDWCXplnGJZB5UCb6SprnlZxzSMmx301JiKHvvzBu6ZeB9pSWbWMaWg+VDolRnanHVQKciMNPX+RNYxDfNzLPTUmIq+t1U67mmWG2nJEtYxpaDBVOiVmdqAdVApWII0NXcz1jENc2Mv9NSYil73B9kuLxkxbZCW3GMdUwrKdIJemU5lWAeVgntIU9vEsI5pmB/qQk9NtusjFyfRuYJE/xwS3TDIxUl0riDRP4dENwxycRKdK0j0zyHRDYNcnETnChL9c0h0wyAX147olyaFsQ5qOmYketikS0hTSXTDIBfXjuhXck5mHdR0zEj0yTmvIE0l0Q2DXFw7olskXmMd1HTMSPRriRZIU0l0wyAX147ogvVl1kFNx4xEv2wNNZVENwxycRKdK0j0zyHRDYNcnETnChL9c0h0wyAXJ9G5gkT/HBLdMMjFSXSuINE/h0Q3DHLxBWcDRsoWQCJI9M8h0TliZMDaBVBTZEuAXNz79d/zZAsgEST655DoHDHv79fQFhpsRbd071RAtgASQaJ/DonOEQU6uVtCTZEtAXR1YWp92QJIBIn+OSQ6R9THNgsh0Q1Con+O2YjetMQjD9ZBDUGiSwWJ/jlmI/oftcvGsQ5qCBJdKjy63m8KNIREVxWQ6P/b4sM6p0HYi24FXZ5/0eMm/XYdaAiJriow0bOxjmkYUHQrK9kSDJyLbIjOv+g6Xbb/AQ0h0VWFeYnuOndgZtkSVEqzDohAonMEiZ4czYi+Lk2lSvJFWIm8NiQ6R5DoydGM6J1WyhmBRFcbJHpySHQIEl1tkOjJIdEhSHS1QaInh0SHINHVBomeHBIdgkRXGyR6ckh0CBJdbZDoySHRIUh0tUGiJ4dEhyDR1QaJnhwSHQISvUrNUO4XCJHon702JDovxIXWrII8Mfai937R2FbOEFJAon/22pDovGDb+EVv5ImxFz06X47hcoaQAhL9s9eGROeF4TnyRSNPjL3oglCH+9eGRP/steH+iRlGI6KXqYM9MRIdgUT/7LXh/okZhkSXDhJdbZDoySHRIXJd97IDQpDo3ECiJ0cjott5Xc8lZ4hjXfrGAjFIdG4g0ZOjEdFj+3Y5JmeIyFH7TwIxtCL6YFvutwY2hNmI7mE72IxEP7l/VKS8MRqXAGJoRHTLvx7dZh3UVMxG9NuP/kKON9GI6CUayx3DnES3cjnZi3VQUzEb0XuddEE2KSbRQcxJdEGIXss6qKmYjehrkVkmJDoMJPq2MxHxcgcxDRI9OSQ6J8RHnNkGNIMT0YeOePJY7iCmQaInh0TnhMdPRgwFmsGJ6O6xP3E+251ETw6JzgnDf4p1B5rBieiCMLCd3EFMg0RPDonOCe0GQs0g0UFmbiiVFmgGia4aINHTlhowk3XQ1CHRpSWkzID7QDNIdNUAiX5lwMoQ1kFTh0SXFt/w7r8CzSDRVQMk+pDu4b6sg6YOiS41GccAzSDRVQMk+piMrGMaghvRc9XK6wQEIdE5gUT/FI2I7pS3lqxr1/SMevAQ+c5HonMCif4pGhF96MMHo+QOkhB6JgqIQqJzAon+KRoRPerP0AT5o9SbC0Qh0TmBRP8UjYg+t54SUSDRW2ZKZ69EGOMh0T+FROcC+3SZWgLN4Ej02K09nisRxnhI9E8h0bngeY+tyA5OHIlu6Xed89nuJPqnkOhcMLytH7J7BkeiC8KdI0qEMR4S/VNIdC44cgd6WiS6CEj0TyHRuYBElx4S/VNIdC7gSvQ9vy7wA8JoQnSnJQXPsw5qGmYi+vmCS5AJm5oQ3W/Br3uUCBPRbjAyN04ToltGzZ7FOqhpmInos2ZHIaNYmhB96OB2EcrE6bcCiKMJ0QUh7S3WQU3DTES/hewuoBHRV/RTKg4k+s4MfC8IJNE/hUTnAd8MO4FGcCZ6ifJruD7mhET/FBKdAzzWlEcWgXMmus2VjhOUCmQMGb+xQ3p1JLoqgES3tPuGa9EndLxiAzSDM9EF4Y/tSgUyhvVp8jQFGkGiqwJI9KZ50qxnHTQ1tv8BPSsSXRRBAX8iIx8kuiqARL/zZ0AQ66CpQaLLQ7rmQCNIdFUAid48HeuYqcOd6A/GOyHn2ZHoHECif0QTols5jX+gVKAMD1s6ApFIdA4g0T+iCdEdWz7MoFSg9VcHOACRduQK4fpTOon+ERKdOb4huXYAjXAYcFXBEcUzWYBIUy9+N1K5SOIh0T9CojNn5HcXpwKNyHJGyVCQ6M5z/66hZCixkOgfIdGZU+Pvuc5AIzgUXRD6jlYylFhI9I+Q6MwZ3Rd6UiS6aCDRXbvFcP3t1RBmIXpQTDdXoJEkumjMR/To5jW5nslrCLMQfULN5si2EyS6aMxHdOu8O/9hHdQUzEL0f3bmtQYaSaKLxnxEFwS3G6yDmoJZiH7DDWokiS6af5a5Iku/erYLD1YyljhI9I+Q6IwJDt/TE2iCpesyRX9g3h5w1wKIVaX45BglY4mDRP8Iic6YmOzFqwBNsLg74LaisSb0QU6UcF3wguN7O+qpG7LLJYnOPZDofm5PZT+C1HjSvViAfDiI7fNc4dL5BNkgUhB+nqRsLDHMPPOsCNAEEp17INGLPDszk3XQrzPpZ+g5DX2idDANiJ5gWwBZRUCicw8k+h8FpiewDvp1SHQ5OTYbaAKJzj2Q6LOPsY6ZGiS6nJDoHyDRGUOiywmJ/gESnTHcit7vig3yJf16+rA4paPhkOgfINGZEheW/jrQBEubK4ptI/WBgo+aILvMRF16MFbpaDgk+gdIdKaMfXApCmiCY5NHBZWOFmk73wWJ5tCG44+XkOg25xZxfRJF6piB6B6LziHbofMs+qg2DkjZdJlvG6l8uFYXoFeoeX/lo6FAojv27HaVdVDjMQPRr3briVjCs+j9sUmaF1qxCGcuolt6T93FOqjxmIHou6Z6I8NFJLqRmIvogrBR8aFO6TAD0Z9shJpIohsJia4GSPQPkOhGQqKrARL9AyS6kezqFIt0jX6vFMHtl3QS/QMkOkPiIir9DjTAMrYTk8GiNSdmIxt1FWn+kts16ST6B0h0hsS8bI4so4yefWINi3ie4ReRPXbtXN/asoiHkO5FFmQRMInONZDorln43RrB9q2rHdCEtBfDPdkEnOYNvUQNi7GJZ5iR1ZdvAxpAonMNJPrUDtW5PTaoWEPoGXlPYxVQ9aL7Bt1uAjSAROcaSPQmt4O4PQiQRJefGUuBBpDoXAOJvnQG65hfh3vRa+dJRMbdl1bKyO24O4n+HhKdGXEZKyEbPVsm5qnNKuKEByPcgYhZ+vYKZxXRECT6e0h0Zozs1Rc5JcF9xANmRwb5xl1EPrBZ+b89zyqiISDRLywP4HitbepoXvSxAcuRmVv8in7+ob8V0IDoNHEMBxnOIqILwhR1i+7X8mEu1kGNRfOit3vYEtm0m2PRp0BPKPosy5DmIboglFL0HBwp0bzoZ0pBDSTRTQIU/U2ED8uUqYCK3oB1UGPRvOgNVC66T8QbqAGqED1/9k2cnsFGor+HRGdE8Kbs+aEGsBW9K3TWolBtRytOd2M6XssaGQkh0bkFEt3KutZx1kFTxqPVjmrIA7J07coy5q6dvRFPBOFHThe2jGu9zQuIT6JzCyS617bW41gHTZmYH6HnY9V7J9Ntjh6XaQiVdG5FDy3Y/j4Qn0TnFkj0++0LhrIOmjKg6JYNyzxmG3S+NRSUV9F1uqttgfgkOrdAorfldntPUHTr+ayDgqI/jEhgnfQrkOh6SHQ2JEQ8hJ6PakTPWu4Yp+PuJLoeEp0JwcfKZYWeD3vR16ZF1swLQweWD2IdNWUg0XsfDeF2XU7qaFz0uJBevYHm8Sp6fPmB0BmGdmnXso76W9+90JskDLNnHTVlINFjh6Xndpuc1NG46Lbph8UCzeNVdPth0NMRVvT9jXXURRnGYFlVLbrfilfVWQc1Do2LXv3VCmSmu9pFH5NhEeuoOt1yLKuqRReEvTVZBzUOjYtecy/UPLWLvpx1UD2g6D9GxLNOmiIkuh4SnQXxEZeg+KoS/fqgZlxu2kWi6yHRGeDbbBByKrrAieg9nJFekpC4rDKXA9fdZ7v6A/FJdC6BRPd3nd2dddCUiKtcIhF5OH7OPVhH1fPDiLrQuyS0TmAdNSXSne2J3G0SnUsg0RN7nuVyT/eE1tCzEeqO+IF1VD3Tt6/C8vIpun2NE1eA8CQ6l0Ci1zlRg8uRYFT0Vduns476Dt+OWF4+RdfpvjsAhCfRuQQS/cB3rGOmDCp6R04Gt1DRc06PZB01RSDRF/Qay+g8HNPQtOieY3stABrHqeiR03NCz0Z1ov9VuTPrqCkCiR77TT8u+3mG0LTo6fp9g8yL41T0zpX/gp4NP6LPj3VE8rpFtWcdNUUg0Z1aLK3EOqgxaFr0SktbIAcLcCp6+yg35NE4xs7nRfT6T1tCb5NQmHXUFIFEF4S6XAx9ikXTov+Afe/hVPTCUHih5dP6nIjus340OO4+LILHreNIdBJdeTwiwOmvc0av52YP5fiKWOYdZ4ezjpoCJDqJrjzDz+6AwgsVOZo6jopuU/Im66gpcPWUG9LTI9G5AxLd3e0UjxNgb5a0gZ6MKkUXrM6xjpoCo540bwFkJ9G5AxK9RfMno1gHTYFz2PbJfIke1GdjIBSaS9GDImoic+NIdO6ARL9SM4LHzY1A0QOHnuMofdzk1nWg2FyKrtO1ywxkJ9G5AxI9czvWMVMEFL1O68kcrQXzGTkJG3e3qriIx6PSIdFX7I8IYR1UPBoWPSRi/wqgaVyKHr6oIib6qkkjuRlz1xOOzeazqnAvA+uoKQCJfuGnysdYBxWPhkU/Vvkn5GR0LkXffK8CJnpOzgojKLrg2pvHcXdIdH+vHStZBxWPhkVfucMZ2UmAS9Fv9naFnotqRRec0rCOmgKQ6ILQsj7roOLRsOj1sfmYXIqexgnKzp/oHh16p4WCu7d+PJJ12C8g0Ul0JRn5uDUyc0MQ0vbuwNlcUs92515D0a33DebvxpPoJLqStBu8Dzvg6PXldpwtjvYJGQeOu0e3KM867BfcHrIR2feOROcKSHS/jUNusw76BeVbRINj7uNCuBpz17P+LRRdEFyvsY76Bbb12mQBkpPoXAGJnqVNPf7O2LkGjsQJb9ezjvolY+9lwXrpFh3789ZLD7afhZySfnL1Ii73HksNzYpuv2j1SaBh92fZ83a658hxHS2gh5I2372xrMN+Sfz3a/dB8e06NdrDOuwXrER8cPtrflnWQcWiWdHLzv8L2behE3+fRPc06gQdTCrsW/s9R/PcP+CT0L8hFN/Kbuh+1mG/ABLd0r2C6k5g06zo1Su4WyIN40/0/UPtsB56w/4J3PXQ9djOgeILggt/k2Yg0dXog2ZFRxvGn+g3XaDkgjCHv9GFd5DoHEKisw76BSQ6Q0h01kHFQqIz4/yAIt5QA5w3TIhhHfYzvhtSDfmSrl0ftNkwv2pDeNtGKmbCBmfokXgXGXCeddiUCdl+E5th5t5yCm+DWluqt0a+pGvUB802LEvr6ltYB/2M6lNaYtNfM9/czu2y6Mc5oCYIgkMv1lG/oDEy/UKjPmi2YS0bs475Bb0coAciCDkes476dTbltsY+HDjsD+btwwEkep3s3OU2gEZF9wnOjuxpxJ3oPsH7MdGtrHNvYh3260wvPBfb2tKt+GjeJvdBotetPCmUdVBxaFT00EmVkW2kuBN9/eji0PEsgs3cwnwcoZoiIQVvDISa4TR+Dm+9dEh0r06tj7MOKg6Nin68dScvoFnciV59znhsJfrAGwW57aHrmXAKaoYg9H7JOupnQKInPQD+Fj2mikZFb4cVFO5Ef9kbyi0Ipyawjpo6z5tDExMFodoTT74WG5DoakKdogd7Hq0G5bZ0H/GcddjUKdbhPtYHaXpwMV9fCUl0NaFO0c8vPtgUyu12v0Mx1mFTx370fmynGb+6Dflaw5Y9D/RbhETnAkh0S/c82VkHTcaehnWRaVmC8Hr/aO4XRB/PDzVFEIrsYh01GbefbkNOmyHRuQASPXDbU752l9lVBHoYgpBfBUO+sOgLBoXw1EsP63wImRv3Ons8T6kNoknRg+OzHwYaleVQ5zDWUT8hOGTQAuhhaEz0jX/nimAdNhn1kC+zJ7st5nDXj6+jSdHHLu6G7C5Ttx7roMmIaPf3RuhhqEP0sq8ckW31BSG66rNcrMMmAxLde/yLNayDikGToq95MR5ZPsWZ6LmeVY2GHoa/4ysV7GQ0qsfdRKg5ghBVjnXYZECiC8Id3tZDpYomRf/uDtQozkQvFwWlFoTEuz14POj5M+wnnUD6T3qqnvHg6KRIEl01qFH0OI8zVaHUgnD4xCTux9z1FLwONihv0ck8La0n0dWCGkW3nTwsL5RaEK4XZB0WY/TsQLCXXmQET2er1s9jgXxJr1DGQ0Xj7hoUPdhjcgWgSZYWeXjahz/DiCJgD9119mjWYTE2ne2JrrndVoh12E+42nogsjP9yXvVZ7KOiqNB0WdWv4eMuacdePAq66ifUGgb9CAEwaHnWY4XqH6KfY1ByFphPXN3hSewjvsfMQHdkJnIrivaBLCOiqNB0QParEBOOqnWLYCfDcsSwnfNhR6EINQZVEMVPXQ9i3eAjaq2ZFZG1mE/od9eKPUfPFUKA2hQ9Kt/QE3a24910E/IOGsJtpxFEHYsZh0W52otb+wsiugszY+wDvsJJLoaUKPoR5pnwXrodt61VPR2peuSFZ0DdGUy67CfQKKrATWKPvkKlFkQNmbtko51WJyQTS+RQwv1tPwtJoF13P8g0dWA+kRPiPkNWwQtCPdfbuJ6Z5nP2Yx8ANHT++kDfnrpJLoaUJ/oGR88RXeWqbCZdVhxDF/qhfXS/fK+4mfw4Zc83tZA5jtlYnia0ZcqmhM9LqYMMl3G2jvPL6yj/sfiV3mxdeh2Xkv5sQGif/mf0F76vvSsw/5H9x5/IIsl1r34lrc9bL+K5kRf/+0LZCqp9x89urOO+h/psQPFk3roP5XvzzqsOOJtG6C9kisPInihxu0ByFQfx7y5M7COilKzBPQQStRkHRQlQ+68jkCDHAbcrsE66n88QIfiWjaw5fBE9NSphC5tKfWmGz/MRjYRFoSoJayDoqzCPt9WW8U6KMoSbA2Y12zWQT/hTSkosyAcrsRaW/FkyOqC9dKdmvbmBzdslr6jA+ugKLHYNuJOsayDojgg9VwQ/N1YB/2EpthDsHPJytPaD5D+vV6hvXSCIJJ66K96qayHrido/ZkqrO8cQaiIKmfWB7HW1hgWLmN95whCRSxbyFpZ40h/3Q3rpRMEYed2nZ8PzaLo//IZui6dIMwdh9wvVdhD15Mw8gy6HR5BmDsnz4xMYK2ssXxLw3EEgVHlW9a6Gk+ZnrHUSycIw9jF9lTNLOQvSbdrDnZ6JEGYN03n7FLROvTPCQ75cwXrO0gQKmDFn1ydRCia39BN6wnCnKn6G2tVTWPh1qbUSyeI1LFrulWlk2U+8PiH/11gfRcJgnMu/K/eY9aqmoaPz5l8rO8iQXBOvjM+PqxVNZXaC6xY30aC4BqrBbVZa2o6hXY4YGu8CcI88XfYwdPRZEayqf5DF9Z3kiA4xuVtfZWctpY6J9DjYgnCHMl7grWi0jCoFLKHMkGYJ9alBrFWVBpmte1NvXSCSBn/3m1nsVZUGkZNfuvM+m4SBJ9YX/hx8ijWikrF/ljWt5MguMQ/S9t6rPWUjqMt/OljOkF8SeDDMpqp50m99KUlqZdOEF/i3J61nFJSLH0b2ieSIL7AzuEGazml5dule+kbG0Ekx3rvUhVvIJUSxdo9xA6OJQjzwe9hu2Ks1ZSaR9iZWQRhPjg+Yq2l9EyLdWd9WwmCK9xjNTUU955fTkVZsr6xBMERllGnfmGtpfTYDn9In9gI4iP+D4fbstZSDrrRFzaC+IhdN9ZKykNXN+w8eIIwB5zcurJWUh5+eUYnNBHEB6o808iqtc+JKNjImT6mE4QeP+dGBSNYKykXvzQcz/r+EgQXjG+owRH3D2xp9kbErbCKtmFKNBbTz4ttzNRxxT51+LuyDpoaXuAPQdYvjJglmm+abWGto4z4FBdxK6yvTGFKCSzm3FVsY6bOdWwrgNjrrIOmxqq52KMowTbmFTHLOYqrfiP31PC57ALWySTsHma4WpYhl7CYp8psZ5nSAEexAdAqR1kHTYXtZU5hj+ISy5RXMzzEvx9Hu1zWtuiF3raEb4Z13/3dWYZdjsXc2fU7X5YxU6dMJ6gRnTg+nNv3u647sUexnGXM7vv74hW95dtCmhZdF3b8G/hmWLmNrxwWwi5rGjdoHY5XybMcH3irAdGDz5b0Qtrg6JaGXciQsMrj3fA++jfHw9hlVYSgifDNEAT3vuWbsYs6udEVLGbrOHYhDaEB0eNaY4/hSqPJ7EI2K99XzKKtiUHsoipDUIcLeC/dymVqA3ZRY2o8xWLmtI1kl9IA6hc90jYn9hie1ohhl7LBVBe8nkdf6ODJLqoyxC18sQy+IYJgU5lh1uCOWMjd8zMwTJk66hc9w/zd2GPoyLIHVdkGC/mOZS8WcvwjUBp8Yo41isX3oHDulo1dLx0V3TUvv/sHqF/0R3ldscfAUPSQbPPxowscYxsdi9H2UNw7PBsXxWt6dJOuBZklRUUXhMLMMhpC/aIXRh8CQ9ELdm2Cd0iXFV2o+R/uenzCyzaEb4pV2ro3z7Oq6cHdEi2wmCS6fICiWyR2YyV6yPmbddPiPfSGZcPNoJ7rCQMHud4ReP0sq6/pvukLv8ZCkujyAYr+unB6Vvp0P3s9EAv5jqda/7L2H2MPNsV76ZaBc2+wqumRi8DZcS9sQ9kkNIjaRQ+1fYE9gkvF7NkkDDl/Y24gvkuaY9ODY9kEVZ6QyR3vwzdGENJeT8Pqa3pIRSzi69bVGSU0hNpFr94a/FFVkVUHr3ua62mxiO+433Eyw0lgyuJr/zxnooia7jj1H0ZJ4/tshH6U+dmcZZTQEGoXfa0NtHItcGOfeEYJ/5nqKKKeJ+Z8bs/xjGmpiSyzQczX9AWnGeWMy3V5IJTQ8hyjhIZQu+jnMIkGXs7F6sv06QVQwvcs21CG38lVMuAbFDBExO3pXTmCzc8dH8/pb6GEln8X47OXrm7RQ4tNxER/O92TzVBcSET73lDC97wKCDKjeq5n0zMRt8d76zlWI+/h2PxLq06NVjJKmDrqFn1lo07YZ6uc4YwSdj+31RtK+J5nmxjlZEbGFw54L93KLmo1o5oOii74e/M5O07doj/yBs8CYCR6SMTqKDv8C7qjw4uMTHIyxCP9ITEj7147+oxmkhMVXXBiuEYyFdQtehp0g3BGojfrswNaQfsv9w+l92CSkyW+4y5tFFHTLes+YVLTPe6BU61JdBkARXfNu5yFQCERT+paiqjnGy+NM7MO+jvC95wDd2V7h82BQzMYpExYfOsulI9Elx4fUPS70xYnMEg349AdMWvWSpzbw2okgTFlS4u4TYJQ5YQti5q+/iGUzr3145EM0hlCzaKPfNwa28zh4XoG6UJsT4g7kKR0WQYpuaBsLTH74woud/qwuFWg6NYt32RnkM4QahY9+5uW2C5sTEQve+iOC5TuXyx/MlvRa7TpDa4O+5fXLCaagqIn9RS7MEhnCDWL3gVciM5G9Org3Nx/sejdpgaDlFwQnqHbMmsxRf3wSl/lp0WsfwpmdO0azN/yQ/WK7hPcFRPdyvqp8qL7+K48DKX7kHFZtwxm2kPXM+nSAvRfbT1Tj6ZTfonS2ENVsU8oFoMD+FuAqF7RwwL+xn7veVXto/x6MPt0R6dC6d7juuDHSYpn5IiYDN1K+OM13a3CveOKV82gefuxbcXtxq/ir5euXtGzrxqPHYiwc/88pfdU9Qk+XriCG5ROj5V/iW4ZGO5cyQNrLu0VU9OXPamh/KIA21VgOpfyimczhHpFL48Oda2yVTxbZI2jYhZlue69tEbxjJwx9sj8uiJu2YWB98rGKV3TbafYYUsrSHQJAUW3tJuitOg+cWXvDbwApXtP3flHzGazia+TAZuQ8oE6T44pXdOzXd6G/Uwj0SUEFN1t6uVsCieLPPakDpTtA3f53Q5cQY5sBevley7sW34sQdmaHt/sKPaPkcs0T95OZ1Kr6MFB0zDR7x5tpuyWEz4Jx5bvE1PPLe22HlE0IaeMzjlXzFY8gnD4SYDSY++Pc0DJvIctjlA4mSHUKnrE4hfY8s8cjxVOZl/2iZgPa4KQdm5ONguyOGPs7TTb3MXU9NjXfUYpnBEU3S7qFW/j7moVvcCrKGzMXXHRNx16jZ05/x5L96lpblMP/R3dc24TV9MVnzUMii4IDr0UTmYItYreywG844qLLnKFRtqpOZke/s0TM7enGe8kpqb3nafwxkGb5vhhs64Tb4bwdaqWOkWPC7mZCOW29puj7J4tPp7z+kLJ3mPpND7N9pmKJuSa7UtKiPma/rpVM2V76VvWZsYqjM2SPXztIaJO0TPuWYItAHXIvHaLosnsu7cS00N3LbFku6L5OGfmvPli9tJ0uz/geZCSNT1+0p/YuLv7itl89dLVKXr22SuwBap3/5yk5Ji7T9DzAffxGXGCsGD+PKrnyfhlvIjbJwgDWxVUdm36hFNgst4vFc1lCHWK/hLdWfXUBEVzhRRshW3//YHxvyiaTwU0zuMnppfuVuJef0Vreo3cjtg+hS322/PUS1ej6HGR+1tAqf0dcyu59NMnqP+9lmLquaVfnsYK5lMF2yvmETfyXqH8VSV/tNl23boRyuXWpsAiBXMZQo2iLyrwI6bTxq1dlZz+Gn+1fAUo1wfS5qlIPfTPiDl+tm60qJq+7d7jeOVqenyNXbuhXO75avEkjRpFL1MrH9ZD372rhnL/2PvEP743XlQ9j6579riZr1lLicUVD4s5fFYQ7t7srOSB8sfzg7mK7FIwlSHUKPquIuCdzn9cwVSenW+KW5UR+LribQXzqYaYgDTrxNX0uR0WKVjTYdEXPPFIUCyVIdQneoLHE/QLjIKi+8Qv6jBXXD1flyaA6nmKDJ+4T9wecjsrd05QLB0setOH9ZSeovt11Cf6qHoPm4J3WkHREzpXxrYf+YDFvr+HK5ZOZcQc64PNh/qAS9QhW8U6aQEjXLHZ1+7V8ldSKpRB1Cd6pfzVsB66neuIAKVCxdseihK156uQ2OcY1fOvMgj7rPKRA9NuK7Uw1PZmfjTdyXIKZTKM+kQvdxK8yy3yl1dqzD349rQDYKr/0g1SKJsqOV1XxKHyemz2njuv0MyZoIzl0I8rVRuEJygTyiBqEz0hvEFV8C5XKJdRob3iQs6f2yvmTJakHrpj3dPKZFMnwzfsxs9je8+BW4uVSjfvOpjJ4U0/Xo7HVZvom2q+QdetXZ+nVKjFt8TWc8fdGxR7LdVI6OO1JR1FHd8ieC24HKZQTR/9a1qwl56Y9f/tnXtcTVn/x0fpOQc5M/jVi34kuUS6mGnyoMuYn8uY5iEhM8aJiNKJQmem36nMlDSJIblkSvGQTEV5Js1oEMf00giVy/w8MyXK/TKqkQzzNOa3d6Ekzlr7rLX3Pp3v+2/2+q61zqfPXmuv9f0a8ROSRnRN6EavVyGu0A2+5ymdQ2jklTScmqlSqczWJvd+GD/R6SrdQ6oDsQZVKv1hPk/bm0NyvndGjGnzAH5C0oiuCX0AarZ05+9zhvATUvT8HxBjekpgdUh3fmLTXcKGdOhqiOfpc+x9+fF0+YXxRYgxbf85Vs1HSBrRLaGrY3/ejjjCReMv8HJcKjTS1x4tqdVTZIZdOwwBP9dI95pqtBfkZvJzeVoQRaP+bc/7ckJHfkLSgG4JveOEL9FuFDDvcTy9xmXm5iNG9BTz6mzwcwRikhZMxTs3I3VbVMmPpx/93zmIq/SxN2byEZBGdEvoM2+MRVyhz/lfXq6LhEZWLsJJicJg6Lwgif8iIzpJ6awCtMRNzzDJr+TF09N/+h31pvTVTXwEpBHdEvqmq4iju+j3n3i5I5hZmY/7UyyYBcmdEbHstjMPz9NlwYvKvuPB09VxX/VGDGnasR1q+gFpRJeErt5xbBri6JZ8FaemH1Dod2WLgvE2jAzzdnbjvxCozlK6BO9gMfMul+/Ly1Whg6iHZiKm1Ithla5LQu9YPyUCcXQdD/IR0K+++bjbRQVLwM8xOJx8CnOAZbb28/nw9Og9TmhzH+T2sRgK8eiS0Dt97IaWxcfcaQ8PW3Gh3823xzzUIZWeiuO3bozOU4w5wFJpYP4VHjw9/eI/Ub+lF/1IPxyN6JLQf0T9eOn8z4s8rNB/vZKPe6RDKi2mH1f7om4y5s67VBbY9U436p6ustyKWmBvzDt8rCM1oDtCV8e9g7oVN2arJfWrTKHd7nQNxPVzw8l1tONqb0SX4R5Hkkptf1jiQz+yv6Nux0Vsu8l3FZEX0R2h37+5DXWF3puHa8A+xT/gXruQSn8ogzvomGSElldhe7p5V69u1JdIByd6o63SJe7+wk+77gg92h+xAp+590TqW3GHu3l1Ncf286orIqvToxNEz8e9MiSVBp+cdY12XOnH7qHeSy8QfgdWd4ReivqhZeq9Y9RX6NdmncRLYMhykq9LF+2LgNBifE+XpL1N29MVqgGoX3uLtiar6QajEV0Rujp5K+pW3LQBKsqZAg93eztNgu/nxaEBdONqpwRkzsP9mi6VGtytoe7pXw9FDCZij5fQ99J1RegHvPagrtCHfk07mGs1d/GKDLDcnZcJOudITI0VrqdLpTYnLlD2dJf/G4t6jsJf6AT+uiL0o/6II2o+9v8o3/U/fOGEDWIwzRhaZcMBd86oM+8UyHBfoebcrfGj+2o3ZPxHqO7j78NvfecX0BGhK3xQhR7x0Xi699AV/Wvu4t1LZZaMsoI7mWqqYbVzYgdOxbw8xDAqJ4ny9/Q3UG9NO351iM8iEy+iG0KXH/oK9Wjx9jfohhKalIOatK4Zt6kDY+mG1d6RZyZWY2+LeFfXeARQddKv4hFzWEbcmCdsJTbdEHr6vBuI70gSuvVJFQEeNdV4eaPYLeDqxExh/563A77b3xV/Y2TcwlVUrxD9/YwV2r1pqfR1D5qBaEQ3hO7xOuJouludoXpYxnLVwnGIoTRj0HX/dzSD0g8OZyY6muB6+tjqmi00v8EM+ccM1FylZ1LpvlxoQBeErghIPYM4mnkz/kFxha5Qra6pxqvTwPi5iWNiJtxkIcAK60FOmIMvlR453ZGqpx9DXcgVOqTzlH28TXRB6Mp0B7RKtVLpqGM0A7HsePoIYiDNOA2yXkEzKP3B0ifROAivrgPj6Y4152h6+l/jEF8z8vLLDtA+4PEKxC90hepAGWLteZnJuN9oBnKuxhHXzyVBxok+kGmCEOmn1uJ7etZpV4oT8KaFPeoq/aTDfeF2asQvdPl9B9Szzu72FhTjtHQ9nYUYSDNOa08Ju9varojx8Qo3x/X0ScY1b2VQs9LOb36AWvMz4uR14d7txC/0FddPop5KmPzBm51phaHIeKvGGKcuchO9E33goAxB7n+4Hd/Tr9avpzgJF/siB/KfdfTC0ID4hb7uP8jj2PcivTBi1tejXodvybu8FXTVDzyv3cGfhoqi7I1qap7+86gg1I8B3y+m92qhAbELXZGx+HvEUZQFjaJWuFCh3phdVIEYSDMS9+830gpJX/FA/QLTkpL6xdTW6W9uO26HGMYPo9cLtfMudqEr149GXaHbHd9GLUrLt+pLEMNoiem0/ULfWmp3rH4XMS9BSypKsh/S8vSkmY9Ql3RWxnXd6AShEbELvVudMeqJhEmPZibRCUKhflhTwsXPw2/6wQqdMOv2Z+F++mApqj9H7dx7lz7IYbwv1Nas2IWe/j7yGPbpQisIy3P1qJfhWzI2a79wmy/tFk+Pmw12HDx9bva60FA6rv6HDXK2of+i9mKhAXELnbHS/0IcQZm5zR90QggNXZc9l4Of2zXc9PCkEZK+s956jCn2dEiljvX9+u2jskTetPI86rf0HybsE+ZburiFLt83ATUHqPv5lVSKXCnP9etXj3p1riWmY6zX0wgICNvydm8unl7r6LhziJyCoa6IHoz6za9q7oJeNELQiJiFrpD3WjC3CnEEnQZHUziNoJAP2enoWMvFz3u/vQVqI1NisXVvLp7OGOqy1VQMdfou5BAuTdiiphGCBsQsdPWWCZeQx2/XdBohyFcvw08rzmLa2xq+oFMjbN/tq4H4ns78Smp3JtEw1NP27qir9Mm1dUIYgJiFHlZXi3q6UOZuf5p8AAp50s5a9L/VzUgCr97eB35OkXP7i7h5+qWfPCik3N70TTx6Fb7LceQD0IiYhR53GXnszOO/obBCz/D4Cf2VoiWmRfvPkQ8HaCZs8e0sbp6+ecEF8m/v3foPR890lUBlo0AD4hU6szxOQB47t+H9yZ9EkF/w3czNz7NuLwY/p8zq/cb4p95Z/Ov9KBTs8kIPJv90f/7reIhX6Bn9T+cjj52TF/kAVH71qBkpWwVjvH81+XCA5wlbP2IzJ0+vGNkhOSyMtKtP72OHukqv2F7GQ13nVohW6MpuvttRN7tldn1Ib8XJw8KSO4zE321n/XzziPXg5zzgt9+Rm6d/fHrZMtIZ3P51byhaTW+WR/yflxSr0ANST6Avj4Oy7v2LcPsey5ad/hg5gJY4Oe73IxwM0CZhrl4jU7h4+qS148bNI+zpkYtnV6DebZFeXsH73RaxCj1j/lrky992FbMXRxJtXR42b9w49ABaIEkZOcIV/JwnUgcW4GeGbeL1etKevulBLepfnR9u+/BdtUesQld/hjxlktoHpHfcPepR0862xqBgYCrhYICX4nk/8byBQQpubliWSWsTo8h6etzD5agv796DriTz7OkiFboy8gPkKQta/pDsh0l5VCInN5elGBicT7wP59t55FrN48eF+IXqGUyW5pBeYvmir9LzE30IN64BkQrdJxF9xz3Il3DjfjmvmyC33gLbwseP6ZfwBFrimf7pp2VpXDxdZrp2BGFPnz82ELV1p66+sbx6uiiFroz17Yq8nxo4dj7RxuVRXmtNufxwUtLKPv00Hfycd6JDqlPw50sqNV96k+w6/V+P0NTUSP68X4k2rgFRCv3Xeeh+Lp37iOyOu8fNpeinGVuQUh0STTQQABHPzh0WcfJ0p/Nv79hB0NWj0pejt27gfIdYwwiIUuh3nDH2UpenRxFrWB61Y8fttU6c/HxRh87g5gLRvaYa9UL4c6Tsyc29SfKw8iyc1pcQbFgjohT6EpzhmkWw4XM3czvs4fQa6F5d051gIAAWlocqI7hMm8TAyupIPUFPr3RCXqVLpbN38FipS4RCP7xjNvpgBXpXEmtYHlt/xMrKgMsRjJSIykNQj0VAzGYVcNpAZV6hh90m5+kupxrQWz65gEdvEKHQuy9AzfvK0HDKhVjD50YM43j8IqhgVimxMAAOHE72nczpVUxq4nZkWSwpT7fshrFKt7WqjOPN00Un9MNxlVYY30WXdyNlpPLYn464cXOFlMm+yVAvVWBKlxRwmjyp1MnCax+pKAKsMRo2OXmFt/1b0Qk9+spJHLVZEztKuM/LgtsVCam0oBz8XHCUUeVjuXm6JGXzhOTkKDWJKALKvTFW6YF5t0k0ioLohH47D2egTMuJCF0dlZw8YTOnCxKMn48tjxKy8jXwBLOd1ZwmUCoda3Hq1IizJGJQzJxljNFw8HUSjaIgOqFfD8YYJ+NZM4nk6jg74tQpCy5lAViqd5qRiAHQFrVlsSlHT7eztR3zV6yaRBBx1qboVmVYztcqXWRCPxxXbog8SoGm1nFqAo2qY/8aY2vLIYEwS4rpEksSQQAEMFvAdZ0ulU4e5vWQRAyqmUvCkRt1rx7I06pPZEI3G1iIfvIhvHwmkZxAD72GoSahfJGCBeDnokFlmc1xnS6VykzmvhMZGaV9kidV8gz0Vk125fKzjysqoR9Ozt2FsRM3I1l7nWdERUa+M9eEy0VHlpSx2ZYUEpABHFGVduC6TpdKrSx2775NoChm2G6MRgML9/PyNV1UQu++vxBjJ066m0CCh/u3d++2QC0S8SLVHUpB56LCMgT9ClkbOPbT3tM9Z2OFUJVDot+aEJXQc3AUFzjWWuuz5RlR/bhUW2oOIQSOw4mMjNKyQpmM6xuatM+w26sUCu12eOVmucYYAVTl8JH8WUxCV5zAELrMONdMu/NMzHweuD0MveJt6wBkssKyUv7z9gIaiJ2dl8fxlBzL3R69esVpOa3JpyajH/qqyD3EQ1JYEQk99FAuetZV28mntEwrkxHXq1ePu8gNtiZlcl6edSyZngMkUZrl5FQ2SLiaurPFn39OT9LOZA+b5aLX2U4J/8wsgLqpi0boigCzz8LR/w4X5Zppt1mpSJr+558WzsgNPo9M0lCZk2MG52REStLgCPTPtC9yw+g7LT096W8YzeXVdaae/1k0Qo/pXJeHMTZ/S9KuuYzvjG5gNNcaw4jBWgYA0CSmU4cSzp4uldoPm35BpdLGZZP+xGjesOhWd9qeLhKhKwJKbxWh/w2WSRK00ZlCpTo0fZg9cnMvNl/SoRP/OfgBDNKXL8I5Y9mapUaurhe0+KDSbbY9ejE2Zr0w/wDlrCUiEbrngfk4b9Fu9rO1KLWmuuDqarQUo7nWBC8anE6u7wANPM1ye3M+HiGVdl06ZcrpHdwvUoRmzjPGaN6taEOmVm8QGhGF0BWq6A1F6H8AZSbG8zK5b1QG7Dg9ZcrSrsjNvdh871wzyBolejo+SsMx1RfZ1mmFFlemen1oMwejsbTr66jW/RCF0MPWXU/DGJM5Nh/24t5YwIpO2zAaexG3tEcdyfUdoEVUae4YLTyd0d6e+qiMDK5at8ycV4LRmEHJhl9peroIhK5Q/bqhBCe1S8mdTK7nVAIyMqLql+L8VWmNzGRMbim5dJQARdZ/cFw7T//8oJ8f982gh99jNbZ3Hs3anCIQetj6eXuxRuR77reMkvz8Dn6O1Vhr3I5/sJ5g5wGKxHbPrTU3D+Lu6mlnLCwmKLnuyblOCcK5ETmn963+RLv/HCIQev9bvXEWM5KgKa4cW1Ip/7CwOMPdz2VB5ua1ud3hmIzOsHj31aujtHP196M7c2w83Xq7N1ZTtT2Idv45RCD0HrVYo+G93Zrrlnfn6PexmmqN26irV3cvJtp5gCqxmQMG+MZr4elS6aCJv8jlci6uHnPtdrg5jqdnvcd5R0Ajggs9IOO9LIyxkJiH377G5RO2ipmtXyYOwmiqNbKgeN8BAzLBz3WM/g/Oa+fp35iZlXJz9Y6zj+B4+rd1W3YQ7vwzBBf6ji1132KMhfeR2dy2vDuXmpl9g9HQi7idf0C6/CbAA8mZvtvNtfF0G3//10crlRxc3bP/iKsYDc3JenRUTcnTBRZ6gProoyycFfqYEf3xP2Gr5Erl6Nf9/W0wGmqNzHy7b2YyhSEAqHP0wUhtTskxuK8xMurE5Ztu/4lY7Yyb70fpjVFgocf6zR+HNRITuWxM9upkZLSGU3GuZoJHPjhKvPsALyT7+K61s9PG1U1s7t4d9g4HV/ezcMdZpTtNe9SfjqcLKvQAdf9H03CSqUvcLXDfnlk3dxh2964Nx4o9LDJzO7u1vj7g5zpL5oNLl+K1uc/GMGdGjx49cb+quw4cMwmrlfi6a1Q8XVChx16ri8cahUljBuJ+Wkvq2aPHDJzFQRsYxl+69CCTxggA/JCc2rNncZpWK3WpuY2x8bb3ML+qe+470YDn6UeWe8gpnJATUOgKucfyI3h+3nBiH94KXaV8b5uxsQ2ngudPkZmnFffsmQp+ruMcTDjCPe/MEyYvN8Jdqa8fWIJXMWBanQ+Fk5cCCj3Kp24a1giMLRmIeyitl9Fy7pmcn5ByJOEg+d4DfPNd/1n22nm6VGpn88XXoaFYru751oneeJ6+ffk58p4umNAV8nPLt+P5ee8Tb+H4uUoZGvr1FzZ2GG20gczcflb/70j3HhCCH9dM0yZDbCN5gx0cXFZgNbt4YDiep2fVRRP3dMGEHhVdh3NQhvHz8IF4h9JWuDg4DLbCaqMNAqet+ZF03wFhiFxdMzUlRTtXD0zLyvqPC+Pq6HvjnmffxtuKcjo/eDFpTxdI6Ar54sHn8YqXxr99Ft3PAxg3d/lPVlaaVn/BZeYpKVNrVkeS7TsgHEb3/v3vaVrt2LB0vTV6tAtO5hMXnAurLGPKuhPOeCCQ0D27l+EcGWIpccF4fjeX0aNvcc8t8QTzaf/+9z0jsj0HhCR5n4fH7AptlW7bNT7+v80sLZFdfWYBZmU/p73DH5L1dEGErpCvH74Xz88ldgUzEZ8eoLS0NPvv+Piu6Km128a8YraHxz7YbW9n9EiYpsWZiqfsPTVhggvqb+Ot4ru4tXrnlpkRzUooiNBjzHLRmm1m7N3itxCfnuwyYcIpvBvubWIyLYHitUFAKJI3fuik9du71HbR2rV/HkV09Zj7C2sxPX2OzYZPSXq6AEJXyD/dgJVOi/Xz2oX3Uf7AsW5+9M+1axdp6+aMn3t/uBHcvF3S495QLT+zNbE95PRpF7T7ZueWnDTFfHpJZSeCBb8EELplp0rcvQnTH5acQ3r2DpfTp0O2Yz69TWRZ98DP2ylxrrfcDA21d3VD50GDHuyLiVFqdt6YVQs3Y3q6gf1nB8h5Ou9CV8gP3LLHyRDH+vnmhas0/3FTKGNi9j0YNMiZgJsbGrrdctWy5hMgXvo9vrcG77TWyxhac/OmEcoO+eryfLx8M1Jp0YJOxGoB8S50ZacFDZj99c4vX43wZE+jmzdryMzetDX3Hvcj1WNAfOy4f3/dbgKeztbssbf/YJ2np0ZXt+yVsz0Qz9ODp57qjPC2gATPQlcoO384Fe9usCRwZE4vTX6uUHp6rvvA3l6riltPMTfcve7+fWq5PgBRELD18WYCPxaWMbPu3Jmp2Xv9rlzCvV1V5NtTu5LBz+BZ6PKevuhlJpuYc+mK5qupypl37swag/nkl7H58QBqqbsA0RC1bkZwMBlXr4qI+KyXp6cGTYYe8lqE+2Sr2YfIvL3zK3TlodlWuJ5r76WpfLTc07PXZxERVWTcPDh4xjrI264PqAcMH/54JIEfDUtDcW7uQU3+8D/4GYjDr/TUogRcM7wKXdXzSjh2T9P+R8NTAw7m5hbjrvtfxsjHw4cPUJPoLCB2FJ4XLmxMIOLpUqntpF27Bu4IC3ulq38yMhD3u55txf5kEm/vfApdnry/AndHXBY48pNXPjMsbEfIrl2TtN9pZzE3TNh44YIn9ar0gFjwHP8RKU+XSh3Ld/qWvqo1v9yJeB+cWIyLexLoKJ9C71lsjN1Lg4m5r1yhl/ruLHfEfurLGPnReKieqFcEWC7+p5ubYRCRn0+gt7fplTAGT3XbrcmjcvZie3qgU02U9p7On9DlUQOdcO+SyQL35rysk2pPdkivmHp7a33HuJEgQze3fy62hG04PSNsfE3N5bVEfkIMsoJshg4vzSPqVzcRfyvJMVt7T+dP6D2z8Z3XcGLdS/38aAd2SAuInGVkWXu5pmY81cq1gBhRKGM8PaYYkHJ1d0NDw+CpiVEvcfWMmOl9sT3dPDj71Wt/BPgSujwsG3vXQxaYNj0mo62nqT2johKnMkNqqGUS5ycEGRoYTPFAOssItEMi3ykvf3CcyE+pkRR/a+uXLTn7zzuDn7rOOERbT+dL6D1D8NfnKWfmvSSLe/9ca2t/rTP9NXP8QXn5O5BfQm9RZMjlvw4j5OlStnqXu3vawqiotlxdpX7bGdvTgwyXREVp5ep8CF0eFhW1BHsUZYHOb6vb+ITIuvnCNHd3rSrnPUeQ4TAfuTwD3FyvOfTXZW0q872AwccbNpRtaaul/olnsF9ETYw3bBj4yh19DfAh9NKBGzYYY9/1dz+T2KafbynbsOFj/I8Ur2DQ5b8OadE9oH2gyFxqYGBIICfFE2Qy2bcXoxhaLz8VCi8r7A1k5mneZVp4On2hy8PKvJkocTsWaDVC0cpjM2LYYbv4LYenvRQTZnW+NBPMHHjttSSH69cf2xP7aTGMnfgBw52HrX/JqSPOcFgm2FXv5+7p9IVeur+aQ8bloDMjUp9/jkLx8A47bBNxk/K8EvvH16874NbZAdotMy+5EVupP2XuG5GRYa1c/U4Vly2mivlxXE++0xa6Mq6ugkOPUqruPP+cjLDIyDdw809pJMjtEmomOkAvSP/rgTPJN0YWqz2XL4+4r2B51k7qzYkcWrEttO6uaP16gAZVoTMxdbcuxD+dKpNNvJna8ikKxf0Rly/v0TpJe6tWZIse/JXOpWNA++Xv+VVVTsRdvbrfCoYdLTaX51dxKeWcN2/Fim6HOXSLptAPd1uxYl4eh94EV81vfopqBztE/ao5POeVBDlVVeX/nUO3gHbNKocTJxKqJBKyrj7VIoHh9IUAhiZHTj0xkUMbwY4JCQOvcTB1ekJXKK4NTEhwxP+zJZNMPNHk5wp2WC4sZIfIYir2c17dhqQq4cQJB/BzoA0GFDo7m5Lbf3/G0oOrGOKeHLMum8rt45HNzRUaLm63AT2hh664acOpHwZTy5qeEBDHDsvBpZye8kpMTJ2dCwdgdwnQEzo6dOnyjSlpV5dK+777JcMvYU2+nprzMacW5lSHpD57MUCFjtBZK04NKeRSllwmuZGT2uTlYRPYYXm3L4envLoFiek3Xbo4dMTqEqBn/NVgY1OBl+MNkZXXXBmSX3tNXtkXr4zJU0ZNd3XtjJcLmo7QLTu7uk4fxakPTn0r5a+9lswOxbWVnJ6gAUmFjU3DX1jdAfSQdb/98svvwTSUvveLlQzHVCr50en5nJ7gXbhyZfYWLE+nIXRFwJbslSsLcZPbNpE//ahcpTrGDsUXBMqtvIAk+PdffvltHe60A/rIxdpdVDyd5fFihqO/c/7/m7scwPF0GkK3PNCFe37N34+yA3CP8//XgGTX1Yu40w3oKw8dfrc1MaGj9bXbGN49zvn/TyrM3qdSIbs6aaErAlSqfdmFkzjHf/xddgCIJQJ4DomJie3vDg+5Tjugf/wxJj5+MpUfo/ZkdfHw6Ii6/05a6KEdPTy6ZFHuIVcmx8eP+YPrlAP6yMOvHBy+DwoKovYGrwUVxsOGlbtmZKhQXJ2k0BWqjAzX8mHDjLkceqWNhJmtzx0cvgI/BzDJqa0dWiX07/clFF308fkU5aQcSaEf/tTH5yJufQa+qBpaW5uj7ZQD+sj6rVsd3hWpq08OP3NmwSrG1TV1gpjQGTdfteDMmXAxLmhYN3/XYevW9WQmHtA7lCNKSmrF6uonR5eWumq6qU5K6HLX0tLRJyn3iCtVtSUlI4jVpQT0D9XZfv0+ed3cXJSuXhXu7193SN1WOqZmiAhdpVYfqvP3DxfjnzxJkLn565/063eWSGEbQH+JnV9YOFeML6wsH//244+ubSZSfQIJoWe4/vjjbx9T7glXJs8tLJwfS3rSAf1DfdbF5Wd/kbq6VVFBQWLsK1xda6Ezbh6bWFBQRPauOBlYN/f/2cXlrJrKzAN6x6HK/PySXUL/rl+CxRubNrm+LHKthe66adMbFpR7wJVdJfn5lZD3ESCG8uzBgxMK3N3Nxejqeb3Dw6cr5Qxt+LoWQlexj1RODw/vzSW5BG0k5u7uBRMOHjwLm3AAUQ6U37jRwP3oJ122bX3vvff6tXExUwuhd+zHPHPrNsqRc2VSw40b5QfoTzugb1iuj47uUsK4Ounb6iTIm8tQOIH1YPVzZQQ5CT1AzT5oQiH7UDG6uYxx85Iu0dHr8a7sAgAi67P37Gkgmo6YJHbvj2fot6plxJyEvqof+6D3OWRx5oexDXv2ZMPpGIAaMQ9TU6cPJVkuiCSSiGkM/g4tfR1T6I1ernTwZx8UIcYNCbbsld3Q6ampD2OE+xkA+sC5kG3birgkUeIJ03ufMPTo1RQtptA792D/8z1TyjFqwZyibdtCzgk3/YC+4Lluyxav83Z24nR1qdS8z3YGi03KRv5xFek/jflH0z/fZMH+5z64BZB5QhZkZ3fea8uWdZ5C/wgA/eDaqZUrG7jkZ+eNqY9+aeQztEytNp81/fMPyGZdJkxww8qVp64JPfmA/uDZcePGujQ7BuIlHwhh12dUI1PRSkClTG36533EugEXxA52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HKT6V0GE/IOj0UMz5W5nVo2pnNkt9KIdbfS+nFacr90DfVdBDZ73DuzsdFHP+dmb5uOINzRYmpuObu3d3eigGPaz697vucNxHKVVK+4EqNft+VjNOUymJuQf60QY9dta7vN33KXGKSjsWuGRHGvTiz1/wsHcRdJL9oLRjP4yrn1u9oduywCQ/lZZ2P8hrx+kprVjkYdL3qEoNevCsd/th536cmuwDvVQ/rvoFUXkpPpboYe8m6KQqLVjygX4MQS/VSXxz9+5OMkEv+VHnsS9d+nH3jpyS4kb/OLBBcvmGdkviUiqTHLtSxx/ltuR0ZG906YcksPwFiUHP/H265Egn04gD/QiC3v/N/ZJ/HEei0nKFbtdxBj39sbQ2/Ul2U05Dabl+mtwgtH5Dv6Cgp4595qcjfl04CT9J363euxvygfIfS5Ggk6S0WqG7VYpMZP0LQj5Q+mNpb+vdnQCl1fpZdoPI+jkN0x9L2c/G/L6we++kb9ZRBj3/sVQIOinyT670Bg0N52XlnWFv7uXG71w6+x+skL/Q3ROz5iO9c+byO8UD/fLNP8yb+1bvYuOz/6X2ZufeTQ96qUNogwtWfKTi47jXu0lTvzuwN7tXWqefp3cIbRDXsSVrWWlrai3pLJQfwyMKelPWctLWlnNJZ5n8N/dSemJfGVo6Nn2m1rBlpK219eVfxPdm/0qr9Mv0FrENWjo2tWwOW/wH+MXA3pyADpvUf1cXfqgZYQs/VttbO9KZr7jb+S1iO1yw8EPNCFv4JxjZm/0r7VH+m7ugb6o3+9dhjwas6sKWI8M2sjf712GPCh1+FdyioaWgc8J+3SGFAzZ1YTpGhm1kb3Zv0ApHt2hoGRz08HeSkb3ZvYWJmOM3+S0uWPixftsetvCRR/Zm70oh/G1wjxGrurRnc9aiH9Lg3uxcjxD26BHVs/lYTZi5tbecM1uPHR6xq4s/13sDw9bWW86Zb1DQo1u09Gxs+l5D3N57L2fqpt45rdm13/XYpOMK+uG4ZcV8dG/2a00e1jQJ79HQc0bT9yblTT26N3sl6HACCnH4fXSPPwg6DNUlg0MyJ+jwgS5xEHQYa1TQw//2oKWpoHOqRgU9vEdLU0HnVBXS8MceTcJ7tDQVdE7Un7qkQdBhqD5pEHQYqksa/izoMFQhDH/p0UTQoaMuYRB0GOqvo4Ie/9rQ0lXQOU19wjAmcYIOtwk6nIBCFv7WpUt8k5augs5p6pMFQYeR/i7osH+dsiDoMFKfLHR6bzhP0OGWPlkYlDhBh1sKUfhHly6CDv30iYKgw1DDgp7w3tDSVtA5Rf8cFvSELi1tBZ1T1CkKgg4jCTqcgEIS/tWnTUKXlraCzinqlARBh5EEHU6AoMMJEHQ4AYIO+/dvQYf965SEXr8n5wk6nOmUhFGBE3Q4I+hwAgpB+E+fNoIO3XQKgqDDSIIOJ0DQ4QSMC/r/ZPRp6CvonKBxQc9o09JX0DlBgg4nQNDhBBSC8L8JOrVp6duncX+jN4lNKyWBYyTrTBi9ngT63/8bvU5s1ejdJJSkUzZ6M4kl6RSNXkyCjV4otmn0XhLs/43eKDZp9F4SbfRGsUmj15JoozeKTRq9lkQbvVFs0ui1JNrojWKTRq8l0UZvFJs0ei2JNnqj2KTRa0m00RvFJo1eS6KN3ig2afRaEm30RrFJo9eSaKM3ik0avZZEG71RbNLotSTa6I1ik0avJdFGbxSbVNiUjH+hWac2LX2HNe7UZvRGsUmdNmXUQpaCPqrxEbfh6O18IQUdzux8IQUdzoxbyF3/t9f+R9DZlHELuev/mmqvvoJOG0E/6r6CThtBP+q+gk6bwqb8p0+bXQVuUN//CDptOm3kzgM3qu+oj8fR2flGbqjvv/u0EXRKOq3Kv7cTuFF9O7URdEp6JXA7gdt50DNeHNgBQe/U94jbsAP7XklBh5v2vZKCDjfteyUFHW7a90oKOtxU2JV/9WmT0KWl7Y6C/i9Bp1WnKGwncDsK+qhPxxES9E59+3QRdMr+Keh9+vbp8s+ENuzCsJ38R0KbhrY9gv6PYQ81oQv7MGwneyzlvtsKOu0K25Jw1u47cWPadnpvYB/6LOWuEzeo7aAPx3Hqsy5/33PiWtr+vUsXQaem07psJnGD2vbpIujUdDprN5O4XQc94b2BvRD0Hm2Ptgt7UdiXv3XpEt+kpetugv43QWeOPmHYTOJ2E/RBn41jJeg92nZpIujU/XXUWib8DUJD1w5h6PNSXWjy1/gu7MeOz589dx3y0ThihY35S48mu4nckK5/EXTm6bKXf95v5Fq6/rlHE0FnSp+V2UrkxnTt0kTQmfInQU/v2qXJn+K7sCeFnfljjybhPVqa7iTofxzyyThqXeKwlcjtJOhjPhlHbVTQfx/epKFpfhy6HLaCzmyjgp6/mfttKujM9ofC0oSftvvN3Iimvy/0+EN0E/amx2qWfk2ie1ywlaCHZ3DIB+PYdVmbjWRuSNMePQSdQwQ9uWmPHoLOIb8rrM170U02krldBP29Qo/fRTdhf3oEosePSUPP9KCXQhjdY8gPGMdvUNDTl3OvPQWdRfa6nHvtKegs8pvC4vw2uMdeQzeg528LLX4T3INd6rCdpR+T4BYXbCTo0SEc8bHYhR6rs43QjejZoYWg0+LXhdX5VXCPbYRuB0H/VaHFr4N7sFMdItHht6ShZXbQSykMbjHi54udGBP07P3cZ0tBZ7HS8vwyv0Vsh9NoWXpnEHTa/CJ/e0otYjtcsI2g/yK9Q3QL9qtDJjaRugEt8zs40GlVWp/8d/fYBi0djz7ovxR0Vng3f38KDX4e26GhY3ImSjGM7VD6TN7caTYk6Mmx22PH/p+JXSktUOyBu8fYde/4c0Fnlfx391KH0AYXbCLo72Y3CO7AzuWnYgux698xvYEDnTlKK/Sz7A6xDRoa5qbiZ9kNSw0EnTneSd+h7ku6v4alBu+EdmD3SksUeuLuL3e9GzrQWa+0RKFb9JO95a6l4U+S6ws6M5VymP7iGVq/oV/3htn1Y39JOAWlNfppcoPQ+g39UoP+0+R+pfoOdOYqrVHoHvXe0731S/+COAk/Ku3RjwMb7C14nfv9uFT/R4ENOBHZJ0bplySw/AUbCHpkDrO/Hk7FiCM9snxDu8xglE7c5PIOdJbIPjM6J29f7bK/HE6HoG+4naAT5QelXfphbv246heMD/oP4qr/sPRpAutzSrJPjeHJ69wut7oDnYWyj/Tc6g3dEqNROnJzqzvQWSr53OgbvT11S/5iODHfL+3T22Hl9xS9rt3eLlX/flh5Tk7uyVH6HQkrfsHwoMclMfdr4fQUNyr1SI8r3tAsLxxvZzYrFRd0Vvhe7kp13df9NCt+Kd8LK88JKu7UW5nVo2rvt9lbxS8lqjonKfdIL1V/K6r4eT3TUcpi2JFb/Eoc6KxS3Kq3MqtH1d5rLwc6Cb6bulZ7CV/PXsUv5LtR1TlVxb16M7F4UOm99nqz+IUEFed0pR7ppeJRPyLndcxHKYxRZ27x63Cgs1pxs94Mkll7n62KX8foHWEHvlNcLTbkO6N3hD0YvcYcMnpD2AVH+sY50AkxepGZNno/2Ilvj95kpnx79H6wF6NXmSmjt4PdcKRvmAOdMKOXmbrRu8GOfGv0NlPzrdG7wZ6MXmdqRm8Gu+JI3ygHOqFGLzRFck6sb45eaUpGrwW7I+kb9M3RW8H+jF5qLhq9E+zQN0ZvNec50Ekweq05b/RGsEuO9I35xuiNYJ8kfVPknCSVjfvaWilF99Ok8thHbwO7VVm5r6+tm1K0pUl0j69nNCkWvfH7ETEwlFTOlrWhLP6AhAx8l1E91gayknMHOnmy3iIzfj1aegS3SDnQK4/cgU6iN8pb99WVZVN+PRp6dGixtocXd0aonC8rk178/YgZ+AODWryxruRXKw88ZmCoqBzpa5OeULKlRWyHYigTSq7/+YBDaklPqBoz8PvGdFiZSDlnlMrufTm+6sqSDR1CG3w5vkOxZPTcUPKVlKTn7/OQBus61HL+laCJYUJK0otFoya+aUiDVZGUc4aq7N+6pIcXbGkQWT/8zb2Wcy/u9PGljA1MX+kR9eOfyA1fipoYptWS/sXommsKnpcc9C9GZ7JYUM7pKSPpxYJhE6cHPXp8OWcDKlu4JunFH4+4iUcEfUUoazn3N+j09IXaHn5+ec3gci3l46p/PrZ8sdyZL8SNDIdVk768ZHC5lvK51aOfhZzTXy3py8/gYsW4Iz016MUTeHkqawe6nNNd7dBZHs1iudR5U4svr159cQ+bF1p9rraNnw2tuLjaeZnB+Wyp+OdCq62qCMvFJ71YLWrc3rUXF5dztiU86bE/Gw3Fg0qXoxlaTM4Zp7aSS8NZ/uVIHDax9NJcVnPub9AZ5dPVpfzMsoKRtVpqx1T+TGAuy7XOfDpmWJgvOunlejGz9q28MJdyziZFJz2wVEvpkMKBB7qcs1HBSU880rsWXhZMOWezPlldzk8tKRdXqaVyRN1PFUeOq3TmkxGDwhrV7VyUz/LvRtacWXUXJbOec//AnfHqR/qipIcVaikcUDbsQJ/IuQOdDfhEfUM/HlUtYMyOZZckU87ZutikR9Vpqbu+6seL40bVuekT66eECKFJzzrS+1VdEE055xiEJj2oTEvZ1UWDDnQ55zh8tL6pH4uptXrEbkXnZ1POORaRSY+p0lJ1bc2PFUeNqXLTR9dOCLECk14utTbpCUEvJ3RuOOWcYxKY9HKVlfN1Kjm76ETO/R9l2KCJhX19XqWPRBRpGW9dxZADfSrnDnQ2qBzPRSEtF1k3Xp+Kc2u+PvHQPrJuPMgxmfRZUc840sODXs7orHS+Luccoamkz4tpQImWkmvqVTIaUELO2bjXpjb31fWF1szWo968eMo5xyos6esrtFRcUe7V8oTrK9zy2orRIN100tuDGn+kx5arpPS19gJyzjGbTPqMI7lcZ8WRHhv01TmffEztdWCQl1+eWuFXmuusvb+l3uJ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"""
language_light = """
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
"""
image = CTkImage(light_image=Image.open(BytesIO(b64decode(image_dark))),
dark_image=Image.open(BytesIO(b64decode(image_light))),
size=(200,153))
lang_image = CTkImage(light_image=Image.open(BytesIO(b64decode(language_dark))),
dark_image=Image.open(BytesIO(b64decode(language_light))),
size=(30,30))
################################ Spinbox Setup
spinbox_hour = Spinbox(root)
spinbox_minute = Spinbox(root)
spinbox_second = Spinbox(root)
def spinbox_set(start: int = 0, limit1: int = 99, limit2: int = 59): # Set Start and Limit Spinbox
spinbox_hour.set(start = start, limit = limit1)
spinbox_minute.set(start = start, limit = limit2)
spinbox_second.set(start = start, limit = limit2)
def spinbox_disable(toggle: bool = False): # Enable and disable interaction Spinbox
spinbox_hour.disable(toggle)
spinbox_minute.disable(toggle)
spinbox_second.disable(toggle)
spinbox_set()
################################ Window
class window():
def __init__(self, app):
if language_file in language_list:
self.main_window(app)
else:
self.language_window(app)
def main_window(self, app):
root.geometry(centered_window(400, 300))
root.title(dict_[0])
self.running = False
label = CTkLabel(root, text="", image= image).place(relx=0.28,rely=0.27, anchor = "center")
hour_label = CTkLabel(root, text = dict_[1], font=(myfont,21), height = 10, width = 10).place(relx=0.64,rely=0.09, anchor = "center")
min_label = CTkLabel(root, text = dict_[2], font=(myfont,21), height = 10, width = 10).place(relx=0.78,rely=0.09, anchor = "center")
sec_label = CTkLabel(root, text = dict_[3], font=(myfont,21), height = 10, width = 10).place(relx=0.92,rely=0.09, anchor = "center")
spinbox_hour.place(relx=0.64,rely=0.34, anchor = "center")
spinbox_minute.place(relx=0.78,rely=0.34, anchor = "center")
spinbox_second.place(relx=0.92,rely=0.34, anchor = "center")
self.start_button = CTkButton(root, text = dict_[4], font = (myfont, 27), width = 388, height = 40, fg_color=color_button,
command = lambda: Thread(target = self.start()))
self.pause_play_button = CTkButton(root, text = dict_[6], font = (myfont, 27), width = 192, height = 40, fg_color=color_button,
command = lambda: Thread(target = self.pause()))
self.reset_button = CTkButton(root, text = dict_[7], font = (myfont, 27), width = 192, height = 40, fg_color=color_button,
command = lambda: Thread(target = self.reset()))
self.start_button.place(relx = 0.5, rely=0.62, anchor = "center")
self.text_out = CTkLabel(root, text = "00:00:00", font = (myfont, 67))
self.text_out.place(relx=0.5,rely=0.838, anchor = "center")
self.language_button = CTkButton(root, text = "", image = lang_image, width= 30, height = 30, fg_color = ("#ebebeb","#242424"), hover_color = ("#d2d2d2","#333333"), command=lambda: Thread(target = self.reset_language()))
self.language_button.place(relx=0.926,rely=0.90, anchor = "center")
def language_window(self, app):
root.geometry(centered_window(260, 220))
root.title("Select language")
root.grid_rowconfigure(0, weight=0)
root.grid_columnconfigure((0, 1), weight=1)
select_text = "Select language"
select_label = CTkLabel(root, text = select_text, font=(myfont,30))
select_label.grid(row=0, column=0, columnspan=2, pady=(10, 20))
self.language_var = StringVar()
en_radio = CTkRadioButton(root, text="English", value="en", font=(myfont,25), variable=self.language_var).grid(row = 1, column = 0, sticky="ew", padx = (19, 0))
it_radio = CTkRadioButton(root, text="Italiano", value="it", font=(myfont,25), variable=self.language_var).grid(row = 1, column = 1, sticky="ew")
fr_radio = CTkRadioButton(root, text="Français", value="fr", font=(myfont,25), variable=self.language_var).grid(row = 2, column = 0, sticky="ew", padx = (19, 0))
es_radio = CTkRadioButton(root, text="Español", value="sp", font=(myfont,25), variable=self.language_var).grid(row = 2, column = 1, sticky="ew")
ch_radio = CTkRadioButton(root, text="中文", value="ch", font=(myfont,25), variable=self.language_var).grid(row = 3, column = 0, sticky="ew", padx = (19, 0))
language_confirm = CTkButton(root, text = "Start", font = (myfont, 27), height = 40, fg_color=color_button,
command = lambda: Thread(target = self.reboot_language())).grid(row=4, column=0, columnspan=2, pady=(20, 5), padx = 10, sticky="ew") #.pack()
def calculate(self):
self.mins, self.secs = divmod(self.result, 60)
self.hours, self.mins = divmod(self.mins, 60)
return "{:02d}:{:02d}:{:02d}".format(self.hours, self.mins, self.secs)
def start(self):
try:
self.result = (int(spinbox_hour.get()) * 3600) + (int(spinbox_minute.get()) * 60) + int(spinbox_second.get())
except TypeError:
error_value()
except:
self.result = 0
if self.result > 0:
self.start_button.place_forget()
self.reset_button.place(relx = 0.745, rely=0.62, anchor = "center")
self.pause_play_button.place(relx = 0.255, rely=0.62, anchor = "center")
set_keepawake(keep_screen_awake = True)
self.language_button.configure(state = "disabled")
spinbox_disable(True)
root.protocol("WM_DELETE_WINDOW", lambda: Thread(target = on_closing()))
self.running = True
self.timer()
def resume(self):
self.pause_play_button.configure(text = dict_[6], command = lambda: Thread(target = self.pause()))
self.running = True
set_keepawake(keep_screen_awake = True)
self.timer()
def pause(self):
self.pause_play_button.configure(text = dict_[5], command = lambda: Thread(target = self.resume()))
self.running = False
unset_keepawake()
self.timer()
def reset(self):
self.reset_w = CTkToplevel()
self.reset_w.geometry(centered_window(200, 130))
self.reset_w.title(f"{dict_[7]}?")
self.reset_w.minsize(200,130)
self.reset_w.maxsize(200,130)
reset_label = CTkLabel(self.reset_w, text = dict_[14], font = (myfont, 20)).place(relx=0.5,rely=0.3, anchor= "center")
okay_button = CTkButton(self.reset_w, text = dict_[10], font = (myfont, 18), width= 75, height= 35, fg_color=color_button,
command=lambda: Thread(target=self.reset_confirm())).place(relx=0.28,rely=0.8, anchor = "center")
cancel_button = CTkButton(self.reset_w, text = dict_[11], font = (myfont, 18), width= 75, height= 35,fg_color=color_button,
command=lambda: Thread(target=self.reset_w.destroy()).start()).place(relx=0.72,rely=0.8, anchor = "center")
def reset_confirm(self):
self.reset_w.destroy()
self.reset_button.place_forget()
self.pause_play_button.place_forget()
self.pause_play_button.configure(text = dict_[6], command = lambda: Thread(target = self.pause()))
self.language_button.configure(state = "normal")
spinbox_disable()
spinbox_set()
self.start_button.place(relx = 0.5, rely=0.62, anchor = "center")
root.protocol("WM_DELETE_WINDOW", lambda: Thread(target = root.destroy()))
unset_keepawake()
self.running = False
self.result = 0
self.text_out.configure(text = "00:00:00")
def timer(self):
if self.running:
if self.result <= 0:
call(["shutdown", "-s", "-t", "20"])
else:
self.text_out.configure(text=self.calculate())
self.result -= 1
root.after(1000, self.timer)
def reboot_language(self):
with open("language.txt", "w") as language_file:
language_file.write(self.language_var.get())
root.destroy()
startfile("Shutdown Timer.exe")
def reset_language(self):
with open("language.txt", "w") as language_file:
language_file.write("")
root.destroy()
startfile("Shutdown Timer.exe")
################################ If you try to close the window with the timer active
class on_closing():
def __init__(self):
self.quit = CTkToplevel()
self.quit.geometry(centered_window(200, 130))
self.quit.title(dict_[8])
self.quit.minsize(200,130)
self.quit.maxsize(200,130)
quit_label = CTkLabel(self.quit, text = dict_[9], font = (myfont, 20)).place(relx=0.5,rely=0.3, anchor= "center")
okay_button = CTkButton(self.quit, text = dict_[10], font = (myfont, 18), width= 75, height= 35, fg_color=color_button,
command=lambda: Thread(target=self.root_closing()).start()).place(relx=0.28,rely=0.8, anchor = "center")
cancel_button = CTkButton(self.quit, text = dict_[11], font = (myfont, 18), width= 75, height= 35,fg_color=color_button,
command=lambda: Thread(target=self.quit_closing()).start()).place(relx=0.72,rely=0.8, anchor = "center")
def root_closing(self): # Close main window
root.destroy()
def quit_closing(self): # Close toplevel window
self.quit.destroy()
################################ Error: If an invalid value was entered
class error_value():
def __init__(self):
spinbox_set()
self.error = CTkToplevel()
self.error.geometry(centered_window(200, 130))
self.error.title(dict_[12])
self.error.minsize(200,130)
self.error.maxsize(200,130)
error_label = CTkLabel(self.error, text = dict_[13], font = (myfont, 20)).place(relx=0.5,rely=0.3, anchor= "center")
error_okay_button = CTkButton(self.error, text = dict_[10], font = (myfont, 18), width= 180, height= 35, fg_color=color_button,
command=lambda: Thread(target=self.error_closing())).place(relx=0.5,rely=0.8, anchor = "center")
def error_closing(self): # Close error toplevel window
self.error.destroy()
################################
if __name__ == "__main__":
app = window(root)
root.mainloop()