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Really 💗 your window design! A tip on working with images.... #2

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PySimpleGUI opened this issue Nov 14, 2021 · 2 comments
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@PySimpleGUI
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I'm 2 years late in responding to your GUI.... if I had seen it earlier, I'm sure I would have said something.

Your project has a number of unusual aspects. For one, you've got a GUI, something not common in Python. The next is that you added a screenshot in your Readme. Really smart of your to do that. And, you did a nice job of matching colors, creating a pleasing design for your window.

I didn't recognize your color scheme as one of the built-in PySimpleGUI themes. I've got to remember to use Light Brown 9 in some examples!

It's impressive to see your use of an Image in your window.

I was curious about the second tab, so I downloaded your source code and started to play around with it. I created a version that includes the image with the source code.

I also created an EXE file from it using a new program that is not yet fully released.... psgcompiler.. You can pip install it. The repo is not yet public.

image

The result is an EXE file, with your icon shown in File Explorer. This EXE file can be given to anyone that's running Windows.

image

When I ran the EXE file that was created, this the window that was shown:

image

I like your program! You've got good design instincts. There have been some improvements in PySimpleGUI since the 2 years when you wrote your code. For example, the size parameter is easier to specify.. you can write s=10 for many elements and it's the same as writing size=(10,1). There's a new Push element that you may like to use someday.

Keep building projects! It's the best way to learn.

Here is the code I was using. I'm running PySimpleGUI version 4.55.1

# Esse app foi desenvoldo com o objetivo de facilitar as operações financeiras da Plumeria Arte e Design

# IMPORTÇÕES

import PySimpleGUI as sg

# TELA CONVITES
icon = b'iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAEAAElEQVR4nOx9d5wV1fn+854z5fZ7t++y9N5BQATBAorYa9RYElNMYiyJSfwmv8TEmF5M1RTTY43G2DWCqEhHxULvfWHZvnv7nZlz3t8fcy9ggyUJaAzP57Oy7r0zZ+bMvOdtz/se4CiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4iiO4ii6CXqvL+Ao/rM4e2kaDiuwAIJaEgEgYgYBrAmPT46815d4FO8Bjgr6BwhnL8khkMsAxHCtgABDQ5uA4QowMQAGGI9Pib7Xl3oURxjivb6Ao/gPgBnnL0rDEgGEYwrtZpl8fEpEO0Y+0SjtqsfXRbQDkBYgFsA5S1M4d2Hmvb7qoziCOKrR/8tx3pIMmBWIASJQTgeMVmW6ZVKdFRK5+2xyg+0qfmsTix/UCVeGqMCktSYAyjDxxKTQe30LR3EEcFSj/xfjvMVJsNZFg5xERttih2e6AYELg1R46Jtlt8fvrPqaMcjc+v0I8L05z5lqeTLCWkBmykNwogbOWZJ6r2/jKI4Ajmr0/1KcsywJKviPz4UhcgjoOqM9vMMp/+4gc9fnvpT4PY0MvMFgkzpVQv+483q5ID92Vhklr1+Wj20ebmnpuEJVGZ3QpoXHJoff4zs6isOJoxr9vxTCESAiFGCKHV5AS3b7tXqR+WeHFtx4e9UteqS9ElpHBXOAEjIpv1P+ffXZ6IOng+TrIwLq0pWOUFkDIhHsgMfyvb6dozjMOKrR/0txwYIOuNKkRi/MdTJTryFf/GzsvoFnRx93mYMGs0kCGgDAIGgwpOhSq/LHiu923EBtKnFuWssnK2VGBrStnDqFJwYG3tubOorDhqOC/l+Ii5nhLE0jrLNibq5aDw3g/k/GHrjsivhdrlIVpgCDwG86hgEoNmDINvVKbqr8VvsXNpWJztHrvNpcvUxTaFOB//bRyvfkfs5bnELBFiAGDE+TAIGZWfjhBzhB4JlxR1OC/w6OCvr7DOcuzgDQIJJgZoC1ACCI/GfFzBokNBHTejeiTULf46wda2+v/EYgSA4zBL1VyPeHhoQQSfXdti/LxzNTrs4y/jTQzBgAFMCC3uzOaQ1STqVEoM2F1hJPTvnP+vLnLkmDfMMDTPCvncEECAYx/FmAEAYemxz8j479v4SjPvr7AOOXMS5a0oVzX8ohSQCEIGJPmnCEQUqb5HmPHx91y2WbG5MpVSlbAGZTa8BgzBxjrQkEZZfSkAcUcgDFTzUPszYiIDDW1YAJVwhSkNCKoN3Hj4+6BnmuAU/Z5Ipgqys9krAYOKupgLPnduHi1Qcepzs4b3EWQikQPDCxeKJ3mLNSWDtglQ+wNspmFYYUShAA1grnvZz+t8f8X8VRQX8vwYzzlqTQ00vBFQKkPKOcPaM/bcFj34uqOivGK534wI1u4nPj5/O3VhT6fGtNoceMJU5fw2JWLgOC0DMisgBczd0w0AgaYJMGmTtQIVKDX4t9Cg9nEk4BUatRxabv8mK3jpvP39zuJr69QyWmqExCv5SMqinWEmLhGHKza5gBCbcrg/MXpwE+dIG/mBnnLkxCKw0tJBQZRqeK6FO2cZ3piUWDRKptlTPi4X5mU8hgT4PYcISA1oTzFqX+pTH/12G81xfwv4zzFmXge08EAqiBwl40ABR0P2viV3DGmry+7szQhmlj7TUGgaGZeIPbn5Y7Q9ft4tg3BeHvYDDzoXtgmgUYJKKNf8C0hL5KafWtCfbWPqOs9WyTQ5oF3nCG37yaBsyr1cb375PD5965K+ZdUicwEWlC0Tg4b1Eajx/CuCfP9eMLJAiCNKVVSGx0pTfcyg3IceDRSyNPjfpI9BHvts7PnPNE5qQnqszURdvdaGe9yEmC1mDw+YvTeIx9htBRdA9HBf09xONTI5i5pIAxoRQ8gmzrCn4slREDw4Y4/YTgqjHnhebwpOCrZIpOxdCaIAAOyRX5UUN+l7rswbXoPyIPkXVgAt0w2wE/Ag/y0KBqkOPgnmkJ/lV/s+G6T0Qf4kmBV1mIlMdQIBA8nTCW5iZMezx76rSNmb7Lv1hLs/qDN9cbdBcJ4Wx2TcyaYh7SPccDPkHHpgJt9irp1WaoKdW4UhL/4guxv1ScG3lKAYb8ctmvvErRMf3BzJmvhgnXrXKDswYbrgzA0ZI1n78ohcf+hTn/X8XRJfE9xNmL0wjAla06oWxyvzHGWvvtkdZ6NdpaL0cHlmsih6FDQsHY+5wENEhkVF6H6YftnxfP5iYunxJYMfQHFT+yjW4IuoKAFGn8tesj+G3yosw5oSWBGxO/p4hsB+uwYPgxewCQ8ACRVVrbtNkdJF7Jj1IrnKFyuTP8ewVtfb1KdsgsTPXU8d2LiJ//cgaNFSH0buuk6499iml7yryl4bO/H25t+tj1sb/qYYEV0DoqCASGhhBp9VJ2qvht8kra5tX9/KflP/vyhG1f8i4va0KGw1CQeOr4oxTe7uCoRj8ILl7MKCAJEPyKECJiAGSa/Ph4C+csTePJyf9a6kcQY4jcojdlxqHGEqNnhudgeuRxV6tqAltCsw0BDQn1puOUjsoAObi5/Gc623bzmBXOMOzyqtHHbACz9bbU2v6QUFA6jHm5STghsDp0c/lPNUEIpWOQUL4PvxcEraOSoDHA2qAHBRe6PdNnyuXOiPHbHeAHtXfr73d9stv3m0/mUa9crHcSOGn2lTg5grtmBBdd9uWyO1yDHKl1XAgo7A0Z6pg8LrRYj7TXet9u/8IXbmr/khW2cH2DVyOqjHZNfGjWxP8yjgbjDoCLVzMKSME3fAQxs2CtmTQDjiPOX5iC4THOeeVfjAarAFZ6g2RWAG1KrtzgDAFUuaF1SBB87f1OkFDQbMIkT3w+8Xs2oPBY5nSACtAHeKQKEhBZvJibjDZVhi8k7iQCpGb7bYtJCQIaBEDroIBOGOudYWjT5htSAj/o+oRU8u264gxmnMKMM5lRyYxLmfEdZgwyovDYMEDgSWF8dJK9/LKvlf/MNcCG5nBRyH2U7l/pqAiLlPGN8p+owea260bZmN7F0AUOyG39ogAzGIyhaxmVLYwPPcS49AE+GrB7C45q9HfB+Ys6UehMgwDYlKcNhSr8our79MWOm8oybOU6gPwESgtO5TRlBc5fnMJj3TRhS3hiqolzF6dYMVAgLGpWlQDbhkHeQY8V0FAcRL25na6IPoI/JS/DKcHFPDKwHEpH6a2CyxCQVEBKlfGfkpfSeZHZqDe3QenEuwr5/pCkALZkqyqHy3jJj4MRP31c0F8QO5NQpCCFAVqSJotZABBTAeQBXkakyGY8kYl6P+x5n1jQdtF1F0WeAEhJxaG3Xe/ecaHg6RBFZAefFXoeG9xPfqRF4YUK0clyq6Y+W5nOXww5tANAO+D2ADsk1DlLcmzP18gbaTx1fOyg9/dBx1GN/g44f3EXAAVBHgyh5PJCFb2xGvzdji//dqBMtQ+WmRWjhTOhSUU0YjHTjghirXHuwi5c8FKy2+OcsygPKsbHPMb2JlVRcDgAQHdLHwlogAOYFlyCkMjyjzqvVXvcepKUf5NmZxAICszQt3VcT206gTNCLwIcfFer4a0gaPZ0gJpUhesAG1wATOCL57VgqwBsZhhsyJDOya0qwstVVI2U61wB1zWR9WzdxWAtKwzgjuYr4hWyfegwayugA+8q5CX4i0xQTgq8gWrZfpoLhO7a3UODtSDWmli7jx0fcwWxaxB7Jjw2YEnPSJGEixv/uRGXLmzH1Nf/dyv1jgr6W3DBog4IKBARmIVs0wl1fXyOMWk07h1vr/rUvdVfUDfE7hokQE9GJU/Z4tpuRoek8DPCgOvhvIWd3RrrySkBEIijBIQJ+ZSOKJcN+D5qd3LiDLCBatmGEeZ6d7NbM/unndc4eR2AgFckwhYzYaT4ts5r6bnchO1jrTVujWwF2DigP19C6RwuTKR0xLMI2RABBLBrmLJ3e6cJuOLxl6Pqn9lqlVOoiGhcNss59lvbdfl3t3o1V23S9YmrEnnVlgPaXIT7GLtkkArduk//IgghysGAG40aCA2uAr4ena23q/iwBhX/6vj5/K3tXux7O7zY5eu8uLVZRVSbJznESm6LV5kFIqrMKJy/qBPnL2rv3pgfIBw13ffDBYvbUYCCLQQybkhu8Gw1wPSOfTQ77bcXhF8c//nE75VJrpgRma1CIlv7y86PP6tkxa1XRmb//KMd5+oL7S6SpNmnrnY3z6uhAHhATrFQXMyroxsCCJSi6F3eaHu9tbQwbt2i/KiX70x+5Fs3lv1asY5KBkOKrH40dZ6YnT1xboB4xxhr7VVSpJTSMSm7pdH9a1FMKLClFCNjACDtkdakHzMSio2zMXn8U+NM4s/2NxsvOc5+PRYWWTAITaoSywqjOn7WVvPLHX2//b2Bu29h5kNUMrR3waECI9efsoO+krzg58fZm88Ya68VAcpDgHmL24tec0Z8u9GL3pZC4P6rWv+SuqX2etWzkCJtEAQDnvjfe+3/9+743cAMsaAD0YSDPR11Yq0HNcJSH6sU7X/4eOwRY2b4WaXZksw2mG05JbRQ9zN22r/qvOrHd6fPOPPSQPNHOnS8Ich5YYL1hxZ14h/dGJZYo8sF6k2k89re06CqokNlBzMHibohhAIMcFCeFlyAWZkTr93k1o9/ITPl9BMDr0weF1ymtQ5Su1ctHk2dnmemv/QyGm87JbQI4IAQ3VxMAAGQg0ZVgby2WkOMVJMHrFAJ3c/wZhzr4MTTvEfGj7a2nn5qaBGdFlqAuLFHA65iEIgt2ez1jP8pecmtn2r7yrSJFq7f5VXnc2wHw5QtuhYHh8cGiDndA7g0TrmfXxn7W+yM0Dw2ZafHUOxbOCG5qTB4wGOZU+98tTDqu98v++zfZR67tMQ9SoudBYCemRz+n4vUHRX0Ii5d2AlHFpBJJmQ7Q42w9MeHmFv//PXyO1S9tUUpHZeiWPDpR6Gjooe5i79f9V33j51XnfxwZuZjw80tJ65zBmSFyJHqnpsNZs0TAp3GJjdRaEbi7ifTM74ztGKVYg4JXwAOfBqfMWdRhdmgZoQWBncnP/RtB+L2P3VdPLlTReml/FhdJrtksy571IA699Tgwpoac7vSOia745+X7lhS3nsiPdNsUWV/7/CQrzWAqPBm9DN3PDsxsBx9jV2YGnyFbdnhgYNS66hgkAD8xajKaOSvVvzE69916Ul/TV34jwyHqV0lEDZTBJY4kAXjz4NLW7x6dOhEpK+x6zdfK/u1PSSwXLGOCa1jRin3L6Ax0F6nb7LXcotXX7kkf8w1a52B4uX86At2cmRSl0vqvEWd9PiUxP+UsP/P+egDmTGJGSOZMYUZDzODmfHg1ASIAqJVB1W1ofr3lE2/+Er5b1BvbSelElJCv0noBBQ0B0hzwLy67I/O9OCS8W8Uhn51t2fBgCeEFODiuS9jxlnM2Fj8//1TPzsDZQBYlRsKA63tt8/PHbfqufRMU8pWl6Gh8eaiU7+VKxUFUEBBQDP5Wj00X1fJ1g9FRe7KJlXV9tuuK+nlwhj5bPYEHaHscVWy7YJTQwsADkjNAgrybefffwz/M4aUberF9AxzXu64zfVm0y/X152EdgVktDF1nL0Knyz/RXZa5Hllk0Naxwxmg0r5/1JunjlASkeMS+MP6I9EHx3c6FXGX8uPBMg9YEoQKLH5FF7OjwEzIt8s/4U5JLCaPVUhAXrLWAzNIaE5JKuMFj439g91XdnvOUz5ITlN0aAADPqfknEA/yPMuA8tbIXjaZgCENKPslHJRyQwEzQRNDMZ65xKLy7xrY9HH77lE+V/cj2v0jxQuktDQFCed7g96f9avt7Y6JUPyWiR6me1k2QFAHIv1YzADFawwGm3gJC2oESg6M9DtKu4jorMWIu8f14aebruwsgsbcokwAEBLvnugB9c0wC5mqFApLjTraXfdX5UvF4YrpM6QkGR14qlZAA2uchykMOU5WPs1eKaxN06Ye5hZkkECbAp4GfDUBJzv9tkXns6gsfTp4n7U+d2AOLsFhVfXCU6zC1umWsSRhwXWP/6j6t+aAbIYQAHpOGWgnpEjv5qy9dEiyrHb6q/DosUGOIdrReGAFEBzV4FPtv0Q3w6cT9mRp6BUgk/Gn8AKD+lqF7Pj5Hfa792/tDwjpO+9+xYfGhKG/1jSuX/lLR/YE33T63IorWjGYN798HOXU0QBoQAC5tdT4OUIqnun9oDlyxogmCAATnE2s4RUkhq47hxgVWADghxkJfJT3FZ6Gk0YbC5uXqjUzmkS2OZya7xWHuN2zbxc971W26CrRXuXNMP6AdcwbtlBAE2Wen7j9+Fjy6uwV3HV+rzFqXlinzkjXGB9ml/7vrQzxfmxp9+RngeHR94DWGRg1nUfo620Kmj2OL2Eo1eNQJUQFhk8XJhFAgsvlT2R/3PzMnSgMJgaysW5cbhsugTeDB1lnglPwqT8yNFJjsRGQ6i3mhCP7MBlbIDJhUACLhsIaOCWJI/RszKnIStXq/1va2mv1UYyX45bQ8QxG3DQjtaW92EavfiuawOmkEjAz4IU61IbAWBxcfiD+LGpm/h4fQZfFn879A69o5pNgaD4PEfO6+gPmYDZoZfBOvYQYW8NCIoy2sLA9DklS9Z216OS45vNZjEwYkKHzB84AT94oV7YChGqrMLlrDFtoY90iZHb/TqVKs0dJDIslxMDQJTprzI1i6FLkX8yNI3aMvw0dUIAfFhVsOxPY1mAIboXtxckBBp1cvYIwPARIewLGh4+pgoqk5bd/sFAHoD0FMHcwcRP9Di1DTucCUmhHeLDy8slySy+pZVb6ixsQ1qaIBxf8e4DVmNM6Oy9tzfdF75nT/ikuEGPKPKaEdWB5DUURikshpyfQFWs0meE6FMwoIzwYAKbnd7UEpF8I2q29DLXo+Wpm9go9OHIpRBmkP5vyQveTXN4TaXpWnDqQJ4uAk3VGO0Is8WWr1yuDAKLqw1VWbXnBOiK1Z3qmgox3aVINYAKjXLoRGZo6xnZDI6GKvoZmDPXxhtDDK3Y5y9Qt/TdaHqazQYk8OLWeso7R830BAQIs2PJc/l57LH46byPxCogAMx+d4MBkDssAkwCrb/N9oeKu/WtX6Q8IETdEMCkH4UN6cDOuPY7LHkuKF7hpW+qtZo/eSx0RX96owWaAhkdBDLC0N/EB/b+5GwyH1xt1feAcDqbnprfxSz32L1GqDHqMqfDLZ2fHJcYHW0QnaBwOhQMbySH/XNBtT+OSzkz3aX92hIpD0dyDQh31CFfFUqHBRu3bU1L9eszfQ6LevZp/czdvYdYm0R5bJrrweQ0UGsdQYE2lW8VwwpzyOZ7FBx24DLDhirC4OoXHZgVuo0jHN7Yo9XiQJb6NIRKJac84J2XKaCBinLg6gtE12BYfYWhCkHQRomeUiqsLnGGdiv0as+cUV2gD0wsGu1YuH4twiPARbExEC2wBYOZb78lGBGj7Y3iJfyYxf/quOjfRIi2WtYYB1rDpIoxiaEyPBzqVPoz50X7a6VzfGx9roIivz/7qAUnlMsIJi1BIFYIxTYemgP9gOAD5ygN0kL4awkgmYSapAH88OmcHv1EM0fPi68PHp25EX0srYzRF75RGmD8qpcPpU++ZJ/JE+fUSbSlzHzy+0qMb3SaO4Wc0VAAzog0yqkbbjywtHJJdPCSyddEXuKy8w9isnVRXILtbn18dnpqV9YmJtw3a7W6qeadXyFbRlr7ERjF7HVx2Qv9FpywOXVomXiRxJzMCX4BkKyCyAHe5cSNqB0SLSrRGWrSlQmdQTNXgVeK4zAouw4nJGYx1ucXvR8ZhLmZ49FQiRxengeft95GcYHVgUnBldMKBNJBEUetbIV1UYbDJEByN13U2yKgo4mVhcGTfpHcuakFekBc0dEdvzd0aYAQAwii1xXsUx2qBhAmpmpW6WyfkrQxNjAWlSn2oJNbsUXftd52T9+UH0bBckpxj0KvLkwgP7SeVFHQVsPjLXX3tjDaOo2yad4EwAb0mUDHtN2VwNg5mGrq/BiN8/wQcEHTtCrnQLtoUq2yIvVipZZM8KL+/cy9ujJwddFldXggU3BbAutggbg+4025fhDib97A83tZT9v//g9zap89yanJwYHVkNzAPKAASa/a0uOg9jg9HVjIn3zNWUPVM2IzvaYA1LrsGSQLI1VYbTy5WUPqgtjz1rLcqMuXOf0v/DV3AhuceK/7BVoW/laqt+Vx9orJnyh4i/Kll3EOiiYbWje1y+NwJCkUGU2c5W5h/2may5WtwwQQSrwvV3nUkpHEKQ8XDbQrMrxaOo0mOSyhKKzY/8stoeVAASBDdIcwv4NLPx5cTAutEyPCazE7W2fmLYoPd4cEW64P8+WDUAHhZPNcbB1q9sTE7HEb4DRDV+HwGC2xRB7nRpprx+/UB9rrS4M/PZDyTNu+Wj5PV7BrTaCRoYf7DqH2nXspwEqjDo5tFRC5JTWkW6lBQFAgNnjoNji9HRAeNUggAj6txf+7200+YFLrxEzpTwDXV6gLC6SdVeX36XPTTyqqsxW1jpqMNuCwHvTMf5LI8nzyo2xoWX6/yp+X2HBHbMyPwRg86CkEoYAhIO1hb7Y7dXYnyl7oHJGdJZWOmag2HJ5/7GYTdI6agQoz1MiC9XVlXcWhtqbKanCkU25urFDzS0Tvlz1W2WLvFAqJlCMRpfOse+ayT8X20LroHBVmfhE/BGMDqzlNpXoGmht4zLZhf7mDtQbe9Ch4qqPsQsfTzwMT0WF1hGhOSiYLQII+1/n/mNoHRUCRF+o/L0aa62duibbq39MptcCKBS0aVSaXWsWZ8cho8pICuegqbK3QFwUewYxkfpJhWh/cVb6xPbnkzONH7Z9Wj/UeYHY7PRe47HkcYHVl04PLwF8qnG3TuyxAYi0XpI9BhucfssWnUwr1+WLiY//wc40HzhBBxR3KsBhNHaq6I5dhf4COiJ1UejeyewjMAxSUCouRgaX08cS/+DFufHY4PQHvaVA5O1ggAmPJE/H5ODrOCP2LLSOi7fm3fcfS/hd1ol0UKadXvYGp59Tbqa3Op6YeUHsGQhyhdI2SVIHVJD+uXybwpQp3uHWYadbt1qDNp4ZmUdfq/wtX1N+D38q8XcEKd/Z5FVs2uL2giHTDJRKUA+8kPl8AYNAms6OzYHU7tSg99Lscpn8S9oznh4R2XbHVq/ng39uv1SACg5Rgd85N1/K/VNxGSEoHaIh1jY9yl7Xw4P5IwG9+Y+dF2OT05v/kZwJF1LERfqmk8OLAeHAZaN4rMA+Hv/epwCGH8DTEDBkp9rj9KZ7u86DB/GN6S86OCfWKPNW4X8qrVbCB07QCYJPC6+TNuB06ti8DU5fgHK6O09XkgZ0mM6JzqV+ZgPu6biQAakF1JteqhIUSwiR5gWZSbzJ6YOPJR4C2OiWn+pfrMtdKoK8ttsVCxEXXb2H28WKrm6lj3wBEuRyp1tFd3Wd37rLrX75GHvNMScEX0OduYfqjWYaFlyNmZH5FR0q3nl/59lte5x6EuRwd5pJ7puXAA22dqBCdoz6R9cNNY+1TSq0FmJ7Vnb02XxOeMFVL2SPm3Vby/VWp1fBQqQVyGGfwlui3ygQeRAiz1KktJRdWou8/m3HFdTkVUEzjVcQYwkaGR2UBim42hxqwk38MzUdL2fHadNs8kikPCHSiqjARPvXr2uf4iOyWlBev5aZKL/dcr1o9io+s8mNv2DBEbV2qwqkrO49mw8YPnA+ukM20ipIrgKyFGzvVFGfXNIt/5GLmxykcELwFdzZcanzl/aLjY+XP8DMgTcZfBoCUmawKT8Ut7deRZNCr6OHuQfMdjcrwgAize0qTgD25LUh+8kWM7B/QKwbYBCIHMxKn4CthZ7b62XzjI8mHpNC5FjpkN8PRwdwSeyf2FjoO/K13PDmF9KTKy4vf5gO1o3mzSCEyEFPY0/gDR7WK6Wwxw64ZEstO4KFwmBv20ULMhO+vb7Q74YTQsusGeElqDQ6YJIHgOGyhawKYIdbRw1uLTlsoN5oRqtbho2FPvhk4h9I65A5PzsB58bmYn5mAsYFV3ODV4dXcyMw1u4v8iosmr0KlBud6Gc2oNZoRVDkABA8NuHBwNrMcHomfSItLwzdkmfrS2ud8seGWe1SOEo15Sogov+b20994ARdxySog8kkgKA9/zUmfy+AboBIA2zw8MBmqjNatz6ZmtZRaXRMPif+T611ROxN/VAe2wp98ZOWT2YcNtpHBjb1BnmsOUAHCt7tNxIAzRkdgqvlyia3fN2xkdeloAIzW922CgQUHBWjl7JjVIAKQz9T/rfw4MB61jq81yrQMBCWaVxbfl/wm82f77UoO44/FH+WLCplyw4OBhFRQZfJpLTJGRCS1isFZSCvSK1sm0ieFg6xvqndS/zwga4zb30mdeKlEqoyLlIsSVO7ikOQdhlyvQOrkQmFCOVsye6YctFZ3a7itM3piVMjC/Hhmp9BNX0RK3IjKCKyiIo05mQmz2lTiXk5HTTDItsjLHInC+hB1bKNGUTtKs4FtinP1oakDt/23LTQnybMYZoU3GHc1HC1d8OAZ9G7sBP3Hlffrfv9oOEDJ+h1QxNILekssbhdzQJg6nb4pZT6GWRtRw+jacDqwqALHuw643v9re1jRgTXaaUDQkKB2eY/t3+IGr3Ku+vMlpmjA+sBttDdirBS4WeLiiOtQpuZuS4isoDIe1rZZncWCz/XnMXr6ZHY4vSUV5U9Gp4cWcpaR95EPBHQ0BxAT3sHbqz4K32n+Vp6LTcEkyLLoHWoW3lpDYIUBRUWOSHJG2ywCQKLYCCp2tM1tMyp8saFmnt7yrihj7H7zCH21lit0QpJmnxum8Q2p97Y4db1ilAmD6JUWofNjLbJgoM1hYFULjuxudAPS9ovw9ZCXwCMTU5vSFLo8OLRqMiUVRntESIeG6RCr0H2dlTITpKkYZAijyXWF/rWb3frbzznxfYeA4K77+jS4c4f9/iTGJDbogHgows24+4TBnTrGX2Q8IET9F9bhKvmb9GCFJj55Z1uDcAB2f2STEBDkiFT6sTwMnOD0/dD7Sr2pYc6z3humL1ZKBaQMqOf7TpFrHf6L4sa+ei4wOoBdVYDsw523z8vprJavXLk2CpUy7Zj+loNAJvdYuMBextP8GPJU2m4vQkXxmeDdYje6V4FNJSKYFT4dZoZXYDHk6diUvj1bpvu/n5Qpuhj7kKF6Jy42Qnh8vLl3rPtU+Rap0IdE2q5IoHUb6bHl8ZmRJZwtdlCoAKwdxGRYB2glIrGW1TZhIwOotVLYIvTC8+mp2BMYC36mjvxx45L0OhWIKXD+Ez533F/19kwoHBB9LlJdWbLpLDIoVx2oVJ2ICAz+/EL/LtUOhxpdGtGPJU68dsLMhOuCFP+Q5vyvVb1NJqE5wpdaXd2c3Y/WPjABeM+084QxNoQwPjY2hdW5QevXZ4bRhBZpbq5PbBPgAnKmZFFPNTa+rG4SMffyA994MHOs/G3zrPV3W0fFstyI5UlVXMY6QvPjs0FWHY7Z6NZQIo8N7t1xqu5kSmDeEGZTJ45PvwKSvHpA0X6/Q0TJUimeHbyBGwo9MPF8WcA8vx037sIryAN6BDOjz2P3W41ZidPZJIpfbB50XsLThjHhl/mWqP1hBoDFZ9rOJeTiKgxwaar+pkN9369+s7IFRUPeFVmM5gNKB2BUjEoHYPWYRAIMaMLA+wtemRwtZ6emKUH21vZIpcXZ47hezrPBwFw2QRD4O7O85DTAQgwToou1pOjC71RwVWqp9WgAyIPZgtKR/0xVBxaRyDBqLd28jVVf3avLnt4iGRv9hB726ACTB0PZIQ8xBjIBwUfOI3+u3LCOUu3ch+9Uy7vGuwERP7m+9rPfaSvtRNxo0NpHS6SV3xNs6+Xiy+n7GdaoSFgigymhl7Flo7639TI1tefTR0PApNiAUmqoFlPPia8OtzD3M1Kh6joyaJUp7W/tuT9/ipEngF272m7yNrlVP78yWmJRZ9esC71aMe5lVNCb4g+ge1akAPWpZr0klb0S+1AGtLoUktSU+TdHee39TIbo8MDWy3oA9NDfaKKgQqjBZNDb+BP7R+iOrOFRodfV0rFJO03FsE31/2t4DJKs0Xb8oPE4sxoymsrWSXbnTPCEjGR6hUR2Z9eW3Ev+gU3sfIShiBdzP3z20IAzAbgd7KA5wYwObSCtxXq6enUSdkqo8Mcbm02UzqMCtmJRdljdEIm+eqyh2SMHKFVXOxbxPgAY1hCK1tMi89xM9rucW/HuT9fli4/+1Plm7lBleHi1avx0IgR7zhHH5u/Hjb7i6zyzS7BDC2L++EUJOGvJw5+1zl+v+IDJ+gAUAUNCwUFYrEiV/2oSd4tP2i65tsfL3uMh4TWawZA2hSlN4T2viweE3laA2yKPOZ3TRdz0xNhk1Od1cFTLXI5p21hkIIAB5kR3FLohYc7zsJF5U94PkONADaE/yNQWkr8MRQTedzs1OPP7edbr+eGP/DoMWd+6yPztkEQX/hQ52mfeCE98fT+VsOgmZHFmBB5XQm/+2pRvTNI5hW0RY+3nysf6TpldUYHFkwPbLwmINLMbB/UdfCbSHi6t7lbuGzMvqPlivjlXvmkadEFCqQZbMviUBDC1WDCsvSxcnZqMrY4vda1eok5CSP9D8c1UznYEKw+dnp0fsWA4AZXeQnzYGnB/a/PEAVucOrojfzQnS4by0YGNlzwqYoHucMrp5BMo2VPOW9w+jYtyo6tHRlaK7qbJfCr6AGoqDEjuggLMuNnjA2Hhi3OD1/bx2wUPVaUveNqePXi9aCU6ycFbSmIWTORIiJoYmImlhr41Lw1+MNJww96He8nfCAF3XMJEhJx6tTjwlmxONvjO5pp2w+bP/mjY4Jr62ZEl3J/qwEGeZCk4LIFRxvY41bRDqdOdqooepjN2Jzvg035XpgaeY2PD70h/tx+AZ0ZXYCtTj2iIkMxmeYnu05GD6OZlqWPNRqcGoREHr2sPehpNiEsM34gDAY8lmhyKvB8+jixJDMm3aHiP/1IxezvIfGqDkuH9njlb4QD/DmDpLUsO/yStbn+t4xLjx80M7aI+9q7SUAjp22szA2WizNjaVV+wKIpkUUzn0nOvDFMWUA4nlaBgwbxfEGRXG20o0wkU68VhlyYaQv+6dXMsA+fFF2GofY2CPIpKbsKVeKJrpPp1ezwVzt17Nu9w/mnP50br+4Vi+mGuvvp/taz2UZu4ujgeoAtQdQ91pp/HQAg6MGOM7Gl0PPeaqPt4lMjiyGFhzKjE1Lk+YL4s/KXrR815qWP3T3K3tTz+NhS1jpE3Qke+u6PJFtm1HB7s7UqO2C6ZlorWInXP/xNjcv2ffdWZjS8uBoskzDKLRTSIdmpy1VQZGu7vMjkhEgtcWHsCYuMDHlZ5THhU/PW4g8nDev2/b7X+MByAT8+bxM0DAAEyXnjyeRgr/kEQee92nxNRGS/aJMzMCjyiIgsOlTM39yAsSalw/NzbO+JiJxOyOTMvLanDA1s5ZhIkcMWPl//M2zPDcGdTVeh1mzhFfkhZJOzMaNDD3V4sZwl3IqoSE8U4ElxmRJhkUeninJaB0nBaO1S4btClPu+x2Z7XHQaSljKp2VCEFhkEPXidg6SvcDubOKyctH1kYjMTgBAminbqhIvZHXowcnhNc882zWhEDGy37uq7ImvfajyEVd5cVMeRNj8vHtBbcwPlD9p+tj8328bevJJdcwmZU6tM1s+XiaTxzOoksDI6sCrLar87p7B1vscbRUyyqYg8hJgbM739DREeFRgw5Zb635bXWm2MXeTLFTMFvBL6fH0m+bLlrswMpeXPX382WXPaq3CorgXDojyuLvtQn6sc3rLmOCG8q/X/c7oXurSh2IBaXS5D7VeaN7Vcd730l7464PtbUYmIrz7j/XN70/OXw3h+nXvQjDlVFDuVlVejdV+bITy/xgR3Nx7eW7wxhYvMbPA1taeRpMp2PMAKoZTNf4wfWS3r+m9wgdSo18zdw20lwUAeGSJghHzzi/bFLro1d1X1RitH+9nNfToZ+9mi1wq+eRNXgU2FXr1DYp8pwZxTgecThVNREQWGwu96ZjgWjS6FZjXfgY2FPpAkoctTk8AjA4vykQcq7caIxI8WJAe1sdspB5WM0woSNJE0NjlVkc3FPpc3OyWJwypf/5iZtjqiYHt8v5TFqvrHx+uc4mwjsg0qbwSjicLOWX+ZYPqdRdJESESwtCeG9vcnikf3InNhSqrWJmS8SAAFt3KIfqCrrjFSyCn7W1n1nfwYHubUV1+zHMNmchzc1o4UG5yAGDekqN0XzupykkIQUoGjYL2HOXZBiggXBCRCSBoHWKAy88WCFqRHYIuHRlwXnxu8OzEC2AdEmL/hYpNXFH+JLV6ZVUvZUbxqtwAjAmvhtbd70cPCAqLHIKUD+fIgi0KzJkAAOBTL66C9Hy3jQkip0PUpCu9OqvtTGb624Vlc2Izy2Z7czunD/pr+/mz21XswrW5vqsG2jtlUOSZiimFq+cuxx+njTmkOTjS+EAKOuCiQ8chBcQOp4ceiO1jHcJdJ0dfGX16bBEPsHeSEDkAquhCE8AWciocavXKju9U0eMzOojdbiVeSE2ECQ/nxF7ET1uuwpNdJ2OnW4tLE7Ow06mh13PDcGZsweB6q3lwpdGJiMii2uhARKYBkcf+RB3WAbvTLeu1KDP2k7OTx3/02KD3sa2Fnvdf+sIJYkjVZt3smlBscNIIqZBwqa/eY8RkUik2kjucOjR5VRgwslEkdYQIUCZ50Fq8uKXQQ7MOGd1q9sgEkOLthR7oUuHNjjaQUQHa1LpR1ohWtuTkfEK05YfZ23BiSFG7ihkFaSu4njY8ByoWBrJp8hhswamvNDoCIZEH+J1bQb1tfBCIPHR45XglOwKTQivCH614lMFvfRUZ/u4yHj5d9SDtdGppQXo8xoRXdfstEMQAmzTA3oly2TXymOA6fG3yKeoz89b4n7PfMstlU3Rly3Sf8I5wjq0fxih97VWVT9DE6GtaqYQxLb5Alxtdg+5pO2fRVu7x/f7mrjsy+VC20wiThGb5X5C8ev9f4b8A1kCZkREeSz3M2jzSIuf5qyseHX1DzZ+9gcFNLMDQOgSlolBeFEpHwGwiKHLoZe/UI0Or1aTYIm9S5FWWrJHTNv+o6eNIemEUtIkwZfF8ciLW5vuzAYWBga08vWy2Ghlao/oHtumIkQYgoHXEP3/xB2wgYXbg7PKnvS9V32X0MFruG2hvvzjvGXp3vlpKKQHSCGoHlelGHtyxyutSMU7qCJWZaRoW2kxdHNGRlKeIle5QIXyy7p6lG/N9Xn8jOxiQmQOmEP20XoGTboWxPDvEkXD/bqMAglbsOaoF5XpicB3Vmu3UyXFqUQket/BVr2ZHC+uAgd9NGw4776ckWAOS1WkDrJ2mITOeRvfSi5oFIAqYm5oAVxu4qvJRkqSEhnzbQkFgaG0iIpP4RMUjeC0zHFvyfSFE3j9PtwY0RA+zBRHKTF6UGVN7+px2AEyfXbACQjA8GNSpo7os3FbXqhLPnhh59fpv1v1WT4wug9ZBIaGhdViMCa/Ut9TdGT45uuyHW9we87Km2a/AJmtAaGZ86vkV3bue9wgfOI1+1dIVoByhxmrnP+wajisqtvzkI+VPlk9NvOgqr8ykYgRcQL89LQMBsBQMgFUAVTKDKyuewp9aL3AcNtWowIZQo1eJieEVWJwey3lt8XmJF2lCaAMpt0oS6b2v6ruOwQYpL2H0DW5Wn61+UP5sz1W/si1nfkpFmkzVRX88edQ7qcW3/e3ri5/lCYC8d8/FKigK336w/fTHe1rNqLIblVYRWbrPEjQLCJlnxVL9ueUiY7tT89NGt2bd8OAWQaw02Rb+eMLQt431x7cO7KVwU+X96padX0bEap8xKrwKEDkNHSjm2/W7Bn4US0iZ4e25vvxkxzRxcuxl1FmN0CoE8S6xBUEarIMYFVqLoYHNuLvlPNza81eaiovDu1kxpYIdTUA00OCMCa0Pby3UX5nRgZ8QaxkPkteeBrVyiM+seNFc1HHs3y8om3v8eRVPO6xtU+vw3qCfgIZWIRE1UnxD7Z+dh1rPnfBU1wl33T190Ennzl6p6yym308b/b6uivvAafS7Jo0GGGJZahifF2+cNCywZcYpsaVgL26IvWWd74xS7lsUhdQkB0vTo7gA+/UK2YWrqx/GjTX34SOVj/PE8CpyWW5ekR3UkdEWpHD2Hn8gE7bUNEKpqBwY2uCOD6+q7nBjH015IUCzvPzlzd26z4b0IIRkRmW8CC1M93ui0a382g8bPyFfTx0jhcgoht73soMgZEY3Fur4R7uvNl7OjPjLA//X92tx0UURSmtoA38+obsRZMYf2s+ngNUCAbVjYdckrEhOlB5LLURGAQzN+8pUuTi+ZgEp07qxUI87my/VgpQ7KbwCYIGD1SGUuAOTI8uxLt/X+2vLhQTylKAC7z+Wf3V+m2oih0nkdadbRnPbTjM353siIrNbEjIFKQCyNIRm6ThhPNt60nWTQyunnlfxtKtVxOJiSfP+EH4NBGkdsi6ufNIdH1p3wofm7LxaUw0ECXnls6sAZlw/dzmum/sGrn3hDVw/7w187vnl+Nzzy/HpZcu6Ob+HBx84Qb/89eUgaKmYQKRnDra3CymznmbRbXqqhgBEnp/pmoJluZEvgzkwPfpSKGZ0cq3ZAkDigrLn0NvaU7k633/9ox2nAN0sKy2ByA9IDbB3IiKzQwCNuExyIpvt1vFGMA0nb6NPx1Y+MbxJrsgO/MEet3Lar5ouXXZ/y4VSgRSRYu0TdNT8rinie7uvdlbnBt74tx/1+8TU7+RoWGgr8myBZffTYr+bNhqtKsYBIwdLOl9bmBl7yy+aLlv0nd2fxjPtp8o8m1oYaY/IYyLt/4i8EkbKW5MZIX7S+FG1zan9vzLZ1VFvtgIw+KCbVPi+Ng+1d6DOaml7LjnxuV80XiXb3EoWRsoDOZpIM0gzyNVCpr2GQj39qekS8e3dV+fu7jj3tWZR97u+5ZlsfTQd6lVnetkkxCvpYV5QdhpVRsfHT4kvAdiUfhOOd76eYhARgJAnx15ChdH10afvr8Kda0d6cVPR9XNfN0KUktNCL4lxwbXCUI6hiAVJB+wqXDf3VXz+uZXdnuv/JD5wgh7tBEzyWDPBghcPisIhHc8ABHlIueW0IDku5WmRGR9cPfa0+BJAB0hAQGuTEmYnX1w2pywmM32WpYe3b8/1Bh1CjXeRpy76WnuQEMnhz8ypoh+tnKKgVLdO8McTRkFZEqJOImzk1YTwWnF/Q78Xe5btOe7RjpN/dnvjR2SOpRIy7TzYco78Y8t5b2RUYNxup+qXH/t/6+XI8CbklM0E4PfTRnV7fj49dzlMclgzkFVWR0Bmv/OXY4aetLnQa+p9bac/+6PdnxALOyfLTjdBWRWitBehFemR4k97Ljd+1XTJ7jYVPXNFpt9fK2RXNCAcgLuzHZOfbguKPCTrgA3n8lezw7/yvd2fyD/cco6xq1BPGRWinApSq1NJDzWfa/yo8WOZhfljHwtEA/9vcFXyJxURd5HDxuBE0D11QGin/cv7evCrKQO7VO9wVKT79jBbAW0cNEfv04hNGmjvRlRmRp9+eVt5oifAxERaeTllqw8d9xl99eTLtCLhCXhaaxKBnCEFiDQ5uG7xcly7eA2un/dat+f938V/jY9+w4uvQEtg1VQbY+YWCADyd05g+yOrQUEHt586DgBgaIWBoQbd7JYjJlN1NWYbwNKvy+4GmAVI5LEiOwA7nRoMC2yZclXV4wAxmP0tkogYWgdpXHQFLvYSNX9tOY9fyQxHn+A2Kn2nexAUlVlIqAFnnNIa0owMgXHjvFfxi5PGH/To3508CtfMXYkTGueguaxef7aPJ/d0VqHdi3/p5czwFBqv+GaZTGJReswLFqmL2lS8c0hgm+FvF8sMJrQ3H1oO2IABDQUmggmGDce4aeVL6ie7j1uCv2Lmh/+fPGVHofaTZTJ5miC2GEBKhV5p9xKPJYy2e15ODu00BfqUyRQbpHAoVA6fyKNlq1chNOsfE/MjD7dPv2Z+8phzLOHVAzAUiy0tXvnjPcuyW6vMpNOQjIxtTxrnhkUmriFUiw57O7v6HP/lj++67ZWucFtTLmhXRTvIOqRrIRikEKWMaWgvPtlsa8/qcDil7EsjIjfh83OXJRQL1e7F9uS1fV86F3gtYuToiwMf4Cf3HCfTuRCIXWWQwnVzX8Gvpx17SM/gX8F/haBfN+cNmJwHPGDsCwVBgNZCI3DNK0KQ0iDguudfw6+nHwMx91V6uv04HSA3UGMUJvW0motdX7oH30w08EpmBOIiHf149WMcNdLQb+GRC2hoHcDMxAJqKNSIJanROLtsAQLkoHubBvpaKiTyCAgnLAVCEpwRAmhZ+Hy35+bOaaOg5q+CqRWIoQQpqpBJ8XRbn1tNeNs0i+r+9o5fa60ztuFI01OegELesnHnyaO7PU4Jv5nmc8Svm7canzlpOP9+4Rov6wpc22u55G+ATVbP9/Zan3/eOyaSZ1Pa7OlcQWaiZk6bhhCb8sD4iJdt8RLaYQN+Dr57T8f3x6FcYueZtlp8unbl5t256puSTuRmT4pA0Mwn4+EGHuy9Irckx38ziNxnRthrqseXreV6u5kcbaLBqeHl2cFT1qb6nTvM3PiRdcnRa9IqKBSL4lZNB74Wv2EIQ2mBApsMcEeVbDs3QunfTI2/Vj84sJ17WK3kssSWQj1ezQy7cauof6xdxX7+mz2XvtTMVW5ctaG/2gkAsLrVn/7fx/te0D/33CuwRBeUNuCyLZZnR+u+oU0B5ZrIcCjfR+4Shva0jTw+P/cVaAgKSpct8vqXG131CZkqVpZ1g7HlR6axMduXV2QG0VVVT6I+sJOUF8E7Mc78V8Kgy6r+iW/suA5zu8bjjIq50F7koDuJEABmSUGZ0QPtHeGNufqZOW3fy1rJ+27+8qHsJEJ/ONHXypM/fSOPuehyrjJb8bGaVmLQX4kYnTouQESCWSlDoCDEvyTk++PXJ43ArwHc8PxKAArQUDYBBZKy3QqjkKN0uexEH7MJMqgpxwGDAT0t2oqgzKXa3XhzqxeL9LCawX5t+7uOVbSy9MbCYJlRoWXrMzWdfDnh+rmvU7/QLnn7xPEFhFH41PMrP2tm7Rldou8Jk4KvV06LvYbBoS0M4Wpog0CMIZF1fEpiCS1Ojhv2YNupL54eX/vZnLbTDpthmwrF3bEODpcNKBbZcqPrOwPshuuurJxF/UOblM+INwgAD42sxYz4UvlKeuSFS9IjL9zlVK0NqNTrhnTvaaH4LIs8IUWh+wGSfwPvWwrs9c8uhGn465CEoowOGh0q7iZk+gSDvL8B8DyWFydV9JUy0WnaMu9qLaFJmNsLdW5QFG69pHLONy+ofSSnnYqg300V7/pC+V1jPCiGvm3Xx0Vem/hGzz+/o4C/6TgWEDKLOR0n4rH2k/C1nn/U9fYeUir0rn3f9jU21CzMdmdBxxT77qYL/9TqlF89IrxBpnVI/XL6xINNUWmztNKiQADEbQ6rVc/MhQyEETJNAwCYoUornQeBO08Ze7BzHzJumLscHrv+HPubqBKDIJjBAHs1CVi7mmCYwtiSr/eiInPz2eULvntpzWOucuOmoHfOVuzdr00U3F/tvtJcmh75mZy2fl9vtRh3TjvW++zcV2Srm1C2cC4ZHNzx4FmJRbreahXlZqsGabAOvGlXWj+CzxAyrTZmhsjfNn0oV9Ambqh9IDg0vLloub37ouPTd3NYnh6GOxovc4YGtxnX1D6EiJGC1kEBLlqFxbEEKYbIa60Dos0tx+uZQTSra3Jjh44Oyym7q9rooDumH3vYU3PvS43+xTmLAUEAM8AQWQ6IPU6FW2akThLwHv5k9eMVeW3jr81nPR4RyQt2uxUv1aLNCFJeA6QTMgVLuBvXZ/tiUet0e1RoM2JWuwZL0toiKr5UpfJUZoIQDnsscVfTuWplpn/y8qrZCSmzrFWI3i3HC+yNCGNCeA2eap/Cf206D9fWPcRlVhtrLyTwlheYWUAIj0kUVM6NG+s7JxmvJUfBhNNSbrSjoKyD8dtKAVRd/BEALAAOAPV/Fu2rvN23CBx23PF2CujbXt6TVzdj9J7tKkAOqsyuOxZ2jflwP6tx5MTEK65WIROQ2H9PeM0CJFwmcr2/N59lrsz0X3Tv8M/88ZaNNyOtw8olAM8z5bQNZtT2NJswKva6yypiMVuCGW/rR1sSQuXF5KDwRr66+lH7p7uuFG9khmBoeFOxt+AB5K740WvpYSiTSesztQ/piMySVkH/PdlPdRY5+6R1WBI0quwmdaLZLuYnx0a2OT0DDOoSRvshzvS/hvdd1P26517ygy6sQNC0IVXPvz51qoobqWvLjOQzn655tGJsbIWaFH9VfaL6ybqgKMxJyPTHf/udcd6y3Bg2yNV/PW04/jBj9H0b8r0++pfmsx78wa6P5v7WdLZodiohjIwGuYxi6gfkaGGkvA63jO/YdRktTo26t9psX9zb2oPu9Jrzo+cSMZlFf3tXbmOu1wO/3HWZtyY1TAgj65EoKNo7lmZhZLyMF+QnW2YYP274iPfbPec/+0Zm8E3VsuP7PcwW5LWl7zjlHbU5AShtJK4BjAHwQwDzAawFsBDAOSg5/+9DjNyzHRrgCqNdNLvxpMPmlfe0nL7xb3vONwtsKhJ5LjHeNASEzOmkF9W/3XWZ+ULX+MUVRtdl16/7sU7psGC2+cbnXgMRK0kKCvKBNdl+mXShxi6VmxxIM0tSUF6YhkfWiTPKFmFhcgyanUoI4eDdMif+NRXQkK/D6+kh+Gj104gaKaG1dUBlIPZyGog2Z/tTyguvur7pn02Pbe8B0kfEcn//vRA3zVkAACjAEluc3npIYFtZygvcPzS04/Qrq2epartJaBUkECBEVu/K9+T7mk+Xm3L1T1TJjk80e2VtYcqRmQhTMCi1VtwjV+BPprJiahnap54YfT10bHQtYkYWmgVa3Ti/lh5Mr6aHeo1uxTdqzdZfu2xtuqnn/dVVVvcqshgEEgV9356zxTMdkz8SldltJnl3HxPe0G9KfAXXWy1EBGgGlmcGY07HBGd7oe4uReZtrZ65sVZ0UThQgEHu3oF+cfIJ+w9RKmxXAIYCuBXAhQDMvZew7/NTAbwIf1E4MpGeQ8CNz78CAiOvDdHmRnW12RHL6ODP+tu7P3l59WzdP7SNPBUiQ2b1itRw8WDLqe4et/zHk2Krv/PpP3y4cOMVLxOYmAn45SkTceNzS2hFuh9L6MDY6OY1N/X8W79qq0Uzm6Jbz40Ukl4Y39r+KfQP7MJ19X9nP6azv2FU/C40QEr/ZOdHhS0c3NDzfrDuXtdfv5Iu5c1qPcV4oGXGz9vd6BeHBHcYnjC8X0w/7t+d1oPifWe6s/YAaVOnE9ej7A2VaRV89uzyxcecU/miR4DcayIB0Cok6gON/KWed3sPt5x67oKuMfNq7Y6Tt7VHW3v1CHC+kK8XoPNti1ojIXV/OptY/FTq5KnzU+PGmPASDHYcbW5p8RL/NEj/tcOJrEt6kcTAwM5DqsjypUxrmxxBrOvanOi91WbHuHldx3xsRWbgxSGZG138WrbDiz2TVsE70yr0UljkaHigSSiQYCUUyAQY+OXMqfuffr9Ny/EFAN8GEMG+t7CkElz4Jvwn4Av6+5KS6Qog4CkESeketiOynpVuL0SvBvd4+o5dF9/7idonQ6MSrxUWtJ5kP9AyY4+jjUs6VHTB6+nB8sYrXhIANIihi7aogObnz6vFHxc9mF+Xr9+U9EL9qm3m7ty933FHImYmMS6yFnM6jnMfbZlmXFD9XNFXf+sBHh5snkmrs331p2sfF0Ax5dqN1G1Ro7KjDSimjAEPGoAnj8z2UO8r0/2Lc+eDhQlbeFif64MOFfntaWUvH3Nu9WyH2TCYzTeZSD4P2iICGZfUPuWcEF8+otmJ/ygXroTK5csFiZkgkpohCo6I2xY1VlXQfRwt+3GnXX3y4vYhNTvytcd25YP/z6b8+mt6Pk27nURagTanVRB+kODgKDZOlCkVhAKtTakgAtJJKy1/0ZCvPml1tn/9G7mBvV5LDxnwmxnjP57J2i/1D+6SVXYXaRJa23nPcIlhMH5x6iSw2utaS/iCXA7gEQA/gy/kjcX/fwBACv5zLFWzDNvvuPedxfbracfCMSQ0M4hZh40C6gMtRlrZj2bZOv++5tNyD+6+yH687YRdDtMpXW5sQb3VZgZEQYNZgwEmxh3TJhXPyHhy2Z20JtcHikW6oA9tZ9dSNV9fuxFRK79hbvLYrQs6xkMU3Qgu0ndJ5PQLHRMxt3P8qjqzrX1QsAFgg7vLz/BBJaWgDKEgwLRa9DmE4/91HDGN/tX58+HkGAyG9AudiBjEzCC/7ymrAjNJFluz1XpocNOEgYFdF55RsYihQibhnYko/t8EoAPmWRULsT7T63LPNW6TJg3WGgkAORSjPFqz5WgkpNTzg6ZcOrpnli7s8Rd+euPphseGfrF9pKg327x2J/bi+lyvsfWhHVp7lpAHeJil+u60F6KtuR4ZwXi1TGbATLrGbjPKjJRy2UhuyPdEs07gm3NfkL3jzWhwylR/kUXeyIOT9fjpmYPeemoDfjBtCIB/ABgJYBOAHwN4CEAX/Df6FADPYZ9Ql7ZHed/ijmkTcevcuejSNtgydUxnNbMwWguJOYGAc+qs9uPOSpjJPzteYHON1WaMrFvlFlYxtlcMxc9mTH7zyZjwcnKQ2J6rVpVWV1OzG8MIUtxtTUsa0BZGhbdgVkdnn5RVcfdTbVM/1j/YEKq3W6DYgJQOb8n2FbPaJm9xtXiob2D3tyutdp+I1d2pJgZYCkcbYKY9/tZBzHOn3nPI8/ev4LBr9P/3zFz835wX4Dg5GHBhEAvJrmBPsFJSh82s7hffo390yu/ZNlxJrA1PC4D5nMHBHcKQWU8dZEL9ckaDwmZKDw9tCUhJXzMkKsHsFZ+GZ0gumAZrw8QSO+stlclW007vFk+uO4MUmd6rsUm6oH3etcPGw2+kBkOpgJDC43criWQUyy5l1luSHIl2NzZnZ66mcXRoMwkobTB7HV4UKRWkWqudxgQ3U0bbymZX9THbkJQKPz9lKu54dyGfCOAF+EL+FwDHAvgDfCEvCfYCAOux71muwb5o/PtW4G+dNg0/P+V4CFchn1UI6C6vV7BRSHiLy43kzYKxudLqEAHKext3D8SW6qH42Yzj33Ye1oy8NskUDlwtdu0uVAKHcN9+klNSzOrQx4bXRLSrB+SM6CNPtUwFiHWHGwOzwAsd49DhhW8vk6mTJsdWAuTpd6/TezsEmF0VlFtzdQ5YLzDYA5j1vKtO7/Y5/h0cFo1+8d//jgFllQABmjUEQ0g2BAvSvUI79ezG01Eeaa5MOqF6XagLmWnuWPjM6IZ4LJeuKLSRB4GQzNeUGSkA3d98AdCIGxlIqHqwICFFgQg6n0d53jPKHY+SnWmjrYfZHvrlaSdmn3rpF1iUGiXgFeTxXXMVE1SF7BLL04MWhkTuTw81nfrJD9fNcoVUhlb2m9yGUoJOmilveecYc3bbxJRFzneHhTej1YuQkh7/5JTp/lcPDRK+kB8H4CkAlQD+D8BPsC/yvr/WNuD75iU8Vfz3fWe2vxN+Nn0SvvDCQhgugRW0lhAESAaUYNYAoAzCL6e/XcgB4Oczp+LLc17UFUYXQrJw34r0wK9MzfaO9Ak28IG4DPvDtycNMb3iVbySGjazYETvWZvv1/T3PTNqdhaqdbXZKXYWalZK0qOGh7eeMiq6QbMOHHSnXaCkDCSkmVSLW483duRr5s5rHbH65l4P0GbdQ590V1/g7kOYsH8Rh0XQByfK/e4PDEiARCGgN3I1z20bxGdWvzGkV3jbLZVm5/n9o41WSOZFqxvXDfmqlvZU7K60af40JrOtNrmRkMzD7wzcXVnxOcgCSpimzKU7vDEqV5hRRp3DRwSazGggq1pk4pvb87Wtn5m17H6bnNsVGzsUiMvRxUQQCSujZ4aXoyrYfMPirpFlrW78wgur5useoV2sVVD4HUYJJFxWWurZTdOM5zvGtXksL99TKHu10kyKdR0D9NCyrf/K1JUi5SMBPApfyD8H4A74z0pjXyS99N0JAEqO3kIADxd/PzJ5m/8Afj79TcHHEj+gW/jC7EUAuzok83J3oXJrmZH69j+apv/40/WPqajVJVgFBLN4mxnvR1+oSOsBPG3BJg9DQtvxSmrYBUHDSb+cHAZJGrsLlTDIqwlS/spBwQZAm0KzwN5mmHvdhP27ERT/LhRLI6nWJYcaz7Qd12lJ78unV7+OLaoHab9w4l+ctUPDYRvl2tkLcUL9MuxJV4o3Wof3Y5bjYkb28jq77Zzx0Q3yuPhaJMwkAA1mA+1ujOd3jKElXcObiNRpXV7sog9Vz7vl1KoFnvYixoHylEApfZHRs5tPEE90TZtlG6qlTLV85NSyVzE2uhlBmQPIH6shX41FXSOxKt0v2+FGnvRYPh80nKd35Xrt9rTE4NgGasnH6S9nH6M/88yyzyaM1G3nViwOH1/+htLakkI43FKo0A/sOUWuzfZ5usJMfmZZcsSuAaEdEmAVEnmQCfx42rR3u1yCb1qrt/yNAVQDeB6+sH8dwPfgC7nCvjdpf9LMbACnAcjAT60tLX7+XyPo/y5uenYeAuRgR75aLO0armdWvPLrWrv92jMrlurR0c1CyAKgJUodBwANkJ8qA4TfLYQ07mo4T6zO9BUA2CKX8joAMGAJF4I0PJasWNC51fPVCVVLWHthCFL+s2RJ2Nvdh4vn18g6MV7QOZrmdoxNF7R1/h6n/PkKMym35GrV8PB2/HTmSUdkjg6LoH919hxACJH0wjokct+pNLu+3jvQrHsGWsT42AYEzaSCNgVYokRPZFJMoqBXdw03/t500p4mt3zF2RVLTju7Zh5rHXjHbYb2h69lHTzWdDJmtR/XOiq0OXF53XNGmd2mWdtE7PPhCMwQLkBKteRqjOXpAdiRr8bWXJ3jaONszWKOSZ7wyOCCtkRDrkr1Cu4Z4rH8+4zyV0efVze70JDpY/6h4Vxqcss+97vtx/7qkvrN1C+4U0CzAgAlLPxkxtQDXW5JqPdPnZWE8+8ALgbwIIAPv+U7tN/3GMAvAHy+eM5PAvgz9pn2bx1r31Qd+Lre7Tv7vyvvK9//y3PmAQDCIkNz2qdg4cUx/vwziz5NxDcPDO7qNS62kXraLYgaWQgwstpGc6EMe5xyZJUNxRJhmcOmXD3WZ3vjytpnkfTCvCw1hM6tXIy5HcdgSGg7t7hltKRrBI6NrUWlmURW2bCEh4jMoV+wEdVWJ5gJBTbR7kaxLVeLV1ODsw35qqcDsnDLxnTvdb2CzVJrUlEzAzJN/Gj6CQe5u/8MDougf232HNqVr2BbOJEau2v7tb2eKK8N7VIMAdKm0NrYS0MtwU9jEKSR0VvS/eh3Dee6NVa78fneDx8w6r0PDJcN/GDr5YjKHF/T+1EEZQFaWUSk3/KWFjduII+18JQQjvdM4ymBx1uO/3HKC32lX7DR+OvAKu+yLV0kNGSXG/TCMl9JwJxx0Q1jG51yvTHb6yMdKnJ/z0CrYZKnqWjHKc247bTp73aRJaGrhM9se774NwtAAcDV8INtDQCOB7AT+9hwJQuAAcQA/AbAFcXzfh7A7egeSWb/hePfQWnRKaHE2HtP8NVnnysthUJrEgEz6ymIUHuh4g8ei8tjRkaHZV4AQFYFkFZBeCyWC2AxgLwGcdzIjDdJndQnsAc78tWYWrYSZ/T+B17YdRZmt0zmCjNJ7V4062jr6ZQK7pDQUrGIAZgRlIVeMSPDJnkEgNNeiNq9aIPLxpUu87xKIy2iMieJ2QUIEMD3T5txxObnsPjoTMzHlm2mee2j02FdeH5Hoeri2lAjKy9kSFLv2B/Mb7HEUF5Y9I9s5Qur5xn3Ns4Q6zK9MCK2CVoF3rWvmGYBYeSwvGMwssrGp3o+gaDMk1b2u44FAMwGac8yhAT5RAaxk8j3wS9a3YqAMFgTeXEzIw24rYL47IVdIz9jkFrcWojNqgm0GzYcpQBmBqRr4bYzTzzQ1JSE9SYAX4FPfvkxfLO7HsAtxe99D76Ql6LvwL5I+gXFz4fCj75fAz+fvr8mD8NfPOIAogCai5/lAKT3TsObhd0sfl8D6MTbhbayeD354vW6ePui8tZzHhF8Y/ZsQHvwIJH1bOxwqr063XFagJxvjQxvGTsk3MDlZlJUml1gEJqdBNrcGLbna/o1FiriBNYuG+xpmVAskFU2xkU3YHlyAIwdF2BDtifGRjfRukxvELNtU2FK3EqNE8QUknmjf7CxMm5kUW11UJmRhilc6nBj2JGvrlqf7fnY5myPZ/Pa/Pqy5IiNI8MbZQgFJeDhK3Pm4EczjoywHxZB/8Fpp+Frs+YYNnJu2g2uasyXX4y9ncQODEkarEJ0XGI1LesaglmtEzEssl0LUoLx9pbCDIIQHgpeEHNaJ+CU8tdQF2wi7b17w8ESCAyDPPZUSG7N1TqelnOKRrG+/ZwZ+H/PPg/yA4pKwyBi7C4zMrcwA4PCuwQJw2NYEOzhh++uxd98uT5eg090uQXAlQB+CmAsgF4AVsFPpQG+IAXgC/V0AB8DUGoHMwe+Jl+LN0fiy+Gb9NvhC/wYAPcB6AfABrAcvhYrRQtLVsCHAJwEvzjmBQCPYd9CEwdwM4C24nFlxbEk/MWjq3gdK/Gfsxi6hVuZ4T39FETEwuZtVfTgVWP5C8/M/0XPQMvnZ1S8ihHRbZAy57eAYn8Xrl6hBoAYnheKpVUo5mqJrLKxPVeDJ1smo8xIcZXZSS85wzCr9VgYpDAitA1bqA6WcOXZ1Ut7VFmdCAoHAeEgaOTg7wJRHAOE6kArhkQ329NVwHo9OfCSZ1qPPdOEd+l2p/qfPa02MTj+su5IHrmdXg5LHv2W516AIFXsBcZbPC0BNmT3u7z4zQCnlK3E9ly1++ieEwDhvePBVExgPNQ4jVNeEJMTqwFtdYss4QdeGY42kPKCBSm5JWA4EIL5c08+ix+edgo0McAaxJoVGAw2iVga2tHSy4DgdFfIgX1stb8DmAxfWPsD+BV8sx0AquBHzh+HT2XdAeB1+Om1UQDmATgPwOnYJ+T7a1YJYBf8YhcC8AaAM+EL51r4ufkvAigl7xWAIPzo/SIAL8EPCFrYZ00E4FsGXcV7CADoC3/h2AOgJ4CL4McWjqj5zk88DjJN5POGEAnJN/5z/q3Dw9s/f32fR7zRiXVKgKG9ELS2wWyCtQmtAtBeCAZpJMwkV9id3Ce6lW1RQEA4vDnbg55pnQiCRkjkIaEwq/VYFJTJlvBQF2jhHqFGTlhJDhoFZjbePAYb0Nraa4VOqHjD+2TPZyI97LZH+lpNUxxl6D3JEaKQbDli83RYNHrOcxAAs9ICCtTkaANgcdAigxLI77jJA4J7qM5sTy5sH7EhYaQmn1LzimZl7z2PXwSo8HjjVH6pc2hmcmJNJGJkidk4hHZOgGa/btr1hBKsAVPj9nN8IsOPTjt1/68yfJP130HJ314NX1hPBvBL+FF2Bd9EPmu/7+4G8CT81Nkz8DV+6RxvjdwDQAhADXzhnQjgdwCWATi7+P8b4TPszoHv5+fhC70JXzu3Fa+pHvu0vgX/XamHT8HdAl/I6wAMhr8YzQIwHMCN8C2KI4JvnXc+vjFrlkg6IV1tdAyrs9q/ckmP59mWjtSeXxfx1j3h/IxWyX0TRCAoN4rjytZwRgXpmZaJ7RVmMjwiss1udhLoHWzGC23HaGaoMyuXmtVWF2kvuPe8pfZibxoDKKWFSblRo0dot3dhzQL7rw0zfzG6avVxd287S09JaPrK3Ln8o3fPzvzHcFg0+m2nnw4Cs4SCAHfllKWKqYduc8eZJUWtFPcP7a5w2PzjC23HzFvbNUCQKGjNwucfS4eXtI/AwuSYdQFTr+8b2EMQnmY+tBijxxIMndOalWL4uxMcXmjsM7cXYN+8zIdvpo+CL0DV8E3uc+H78qUWoqVj3xpdB4AK+Jq3Hr5mnwPgb/B9+b7wBTQFXwuXFY8phy/gafgLSxuAgW+53jx8330L/IzADwF8Df7iMwbADPiL1wgAl+53nYcVtz73PAhK5JUBzeKK0dHNdtzu9JQ6cOloCaVJk9Lhhlw1Le0YttXT9GrfYKN9Tt0Cvrz+Bcyofhljo5tFSke2zm0bW8gpG0J0vzBQkgKroDE4spMHhhomLG065uS+djOIWRwJIQcOIwWWCBwyCjClamhx4rm8Ng+B+FKC1qNjW1BuJC9KesGbZ7eMR0EFhBAuC1lAZz5Bc9vG5DkQXFQlW4ePiW0FtHkIu3oSQEo3OXEUlLW8zvTSd59xLfyC0iOGmdjnd8+Gr23Xwde8rfAtCIKvUUv+7zu9ZaVn6cI3p18snmto8e8p+C7BQPiC3QigB3xhPAu+Tz8GvgneE/tMe8DPCKQAJIq/l8Zz4BfX3Fa8hwB8y6OUWzz8K6aXx9T4OlVndiFhpEb2C+0BtCHEIbxrBAa0oOdaxquWQuyFcjN9zIkVKwGWsIUHsODpla+h2myv2JzvuXNB2yiAXD6UpBUzAcL16gPtEKRPKha3iC/MX/Qv3PWh4/AJOmu+c/i3Mbdx2O4uJ7R0baoXIByturmVDoHB2pbDYlv1kPDOMyXrnrtyFT+Z3XQsNqR6q5fbRujXuwaiHZWLjEJm7HGxtaGwndRay25Pf6lyaUVXf6Tc4JxOV+HWud8wbPOIBo739w1KG4uVUlclhgfD95cPJDgl4ffga+7e8E3ujv2+sw6+cPeDr82b4AcBJXxfvgeASfAXHA9+vADwTXrADxZmir/vT8NdA9+3T8BfMLbDd0FKuf/DBsGa/rTzVN6arQwERWF0pZUEWHR7TM0ECIdXpfpiY7rH7pAsTJ9Z9Uplj1ATa22QKNZRVAXacFbVkooA8lWvdw1wM06MiNShRRyJySQPJryI0gRBzGWZjoMf9x/AYRN0nWnHrRuvkzNqVsBl4ydzW8Yg5URJSt/0PlD8vRSy9VdBJcaXrUVMZn6XMFLWG1393Yd2TzGeapooFrcPL4Q43aOaWo6dVLEa0IYodhg74APQ7OfshZn2VncONlYm+67vYbX9PiazEMzq5lPO+Q/PxttQahIh4AflAF8T7y7+rrBPkA72LpUm8lT4rOlPwxfG/gCOgS/EVfCDbVfCF9Zy+BZCA/xofhbAxwE8Db8ybiR87Xxh8dxO8TqqAJQiSKVrk/C1fTP8xWN58ZoS3ZmIfwc/ePJxCABlZhoJM2sTc2VAOPC98O7Gg/z/rk/1RE6ZtTOrlvWZWL4Gfm2Dfw5BDNY2xiQ2YEblsnhTPm6uz/QAhIfuu4kMsES5mUREZqviMoMaq13zEYpdHj5BD1cgLlPKFq7YnqmZ3ezEv3rvjlNFa74Cwsh6ID+KXiLK7KW0EMNvu6S0MHJ6R6onb0z24YB04ikv9AkGyNMSAVGAx2S7LoZK0ry4dRRcLZmkq4g8f+eOIi+9JNh7iTLS0cIoeKvahxmP7p6c9bT4VGMh0RU2shIG+FvPPnm4puWtKINfhlrCv9Pj7ToAH4GvoU34mvxpAJ8C8GsAo+E/77vgLwJzisf1he93t8E31yfDr5JrhZ+eS8BfeLrg++ilrjZvRQ5+LfwI+NbEYcdXzzkPzJo0AxJun4SZDgZldzeF2FtijPZCAiuS/XB8+RrzxKo3iLX5tjZUvoVpYXr1azw2vhkvdQwBtER3XQQiAFqKHoF22MI9Ps+Gvah9qAaYbu1e24N/C4dN0KNSoNMJI2qn9IDQbrk+3eOH27NVN/xu60znqV1TjY5CHCANkgUIIwchCwBpuMpEpxOlxlyV6MyXi5xn09KOISSgeUbV66GQKBhhI4+okUVUZjE+sZGaC3F6tbM/Um6YmnMVsilXIdJuiBRL//xmDsLIg4QLBrAt1ZPu2Xqa8fddUzfllTlzj5NYIISWK7MDFHuEb552RDQ64GvXcPH3EmHlUM/D8E30UvCsAb4p3Qrfn9bw8+Jp+D57BXzTfA78RaGk2V34vnkYvguRLJ57BPaRdQj7zPmSW1F6h+qKx46Dv4DtOsR7OWT84PEnQcRCM8MgdWa/0B5DGnlPcfd2di36zbygdTgMeJhZswz72ki9EwhgonPqlqIlH8eaZB9AOt3c2ZUBllRmplFhJfuFRGFUTOYAZrr1CBS2HLbGE1+ZcQa+NesJEEtE7ZwaTjtkUz7yq4BwHpjfOvKaNzr7f6na7kpUWEm2hEcahIwXQFM+oVyW2wR4NQA2hB4aEvm6qMzGqq0OGFC4uu+zMIWLP209DRVGF8Iiz4pF21+3n7JDgzaDUa5YjIqY+eqewVaYpOCxRF5Z3FSIU5sTW572gt+pCbY8+fzSy9xJE54UQntqrL0WbAYP15Tsj9KTTWBfVZqAr1EXovtFKSVB7w8/6JaD74dfBd98j8DX5i3wBX0tfL+8tXh8XfFvXfBN7m3Fa+iCnyoz4fvtFnwt3w4/n74/XPjpvEkAlhS/Px+lhh+HsW+dMj3EjSwnjBCC0ulTF2wFjLwntBTMUuBdmpUARTalmeWNnf14SdswTK9aQVErDe29OwOztI1zmd2JsfHNeHL3cegXbuSgdEhr8wDMTYIghhauNq2k2zfYFNiUqjubNZYJ1vJWZn24hf2wdpgxlO/aMQRZrBEUAaTdYG1QFuotckOm8GCQIgKjy4nw7nw5KRbptBdYmlX2ZgJYktocNzPT2pzIMc82HQMA6HTCEKSRVRbmt42EJK3znv1K0gsuB4s8ADtuZthjOd0kT9QGOiGg/QokLWGQZ0qo+owbLk8MfaNJeUSnTH0VfywbgyGzcge8p8OEkqBPhM+K664tV1oQzoEvVJsBvALf/N4Iv3z1Kfgm91vpqQEAU+Br/z7wU3kx+II+Fr7GXwU/TTcA/oIQwT7/vhy+MFfAp/Muhi/gn4ZP9ind12EDmQppN0AWuSCoNS+1DUVzvswaGtklekX2KADEyhQ+38I/htlvbSTMrFrf0V8+tGtKZ1jmjWGxnVG8Qznr28b0O8VgVHwbXukYpB/aeaK4tNd8to08tLKKHv9bxjIKSnk2re0cILdlquXGdA8VMbJzg0KAcPhzucBhjIj+8OkH/QGIqDqQ4riRDrzSOfAHtYGOz00o2yTGxrdxyMwRhAeAAW3A0xaSbhCb07Xo8kIAgJyysD1bjQ4ngiv6zMWi1mHYlqmFZsLo+FYkrAyeax6LQeFG1AXbYRQLWGoDHegTakbIzIFEkePCAkrZaMyX8Rud/WhFV5/2jGd9qikfe6TW7pSmm1SBgIl8VuLWSy45XFMD7BPQkfDpsCW/dzf8FFcrDs4bL50jAZ/RNhzAt+Cn0G6CL/BD4QthBvuKY1A8bhj8irdX4PvUd8A39Rm+YH8DPhvvePgCPRq+9i4Uf/LwTf1G+PGADfDdh9cArED3rZJ/Czc/9QS+d/Y54OxY+uKzP5kgwOckzPRH+oSa+55ctZp7xXYpZhKkJUFoDdKsPVu81DZEPNc8pjXP1ifKzeQfP9t/VnXIKDC4G6qVGFnPxm+2nJlp0xUrexsNk86sfQ19YrsUA0xa+nMtPM3aECs6BohFbUPRVEgsSbrh+0My/+K2rppVQcOlPok9fMsZFx50yH8Xh02jU5Dh5SV2dMb5t03TceWARQ+MjW857/z6lzzLzGpo0wALaGX75bvEMISHcruLy4NtGuTv3sDKwu83nSE8LWhe0yhqLsQhWINZYEu6FhEjB9ZAfaBVz+i5RLM2SquugJYCLKC9gH9N5JMX6sNN3DO6S42Obyt7uGHSwwK4stOJ3ldhQ8p4WgXpsHfYKgncDvhCUg0/ENcDwA0Avol9PPO3Cvtbq8a+BV/IO+Cz4PoAqIW/ALjYlxormdClYz8KPw1mwBfSPPYRXDbDT5fdDF+zlxfHuAu+7x2Fb31kip+fCD9lN6f4ebHo+/Die7MfAeDhe7MfxY8Wfp1Z0zLF9ErAzv94dbL3Z3ZmK788PLazelCkkasDXdThhGVDtoI3ZeqoIVc5K2Zmr1nSPKLtvB4LQyapQ2Hns0GaLHJNlJU/ujNvL79nZ/yiYeEdlcPjDVxhJYlB1JyP0/KuvrQhXb8or81bxtdsnjdu2Ab1wMLpNKJ8JwHM0D5f/7/XdC8IELMM2lCX9V9yzdDo7vMu6TPPBUtDe8G9paP+HjbFY9gvM2HPkAzfr/G0xMTyjVjUMpS3ZqqdukCHlfFslFtptDlR7M6VY3h0Bw+J7hbsRoTeG3H1aYkEvCUySn6HEGWJ3tFd6sO9F8i/bT/xdyC9PKOsVVbSFpaRO9wvaSm/nITvk++/pN8Mn9v+GPYFwErCWSpTLQntd+F3oAF85lxj8fd/wrcKVmIfv35/bS7hm+we/ADaI/t9VsLv4afdTPh+v4Rv1kv4vr0Df6EIwOfuN+93rUfEHL155oX4zj8fARNBwUBlIEkAy9356oxm/DRupP62pHXINSs6+5wblE5fRxsLu9zQSoCe+PHYW5fOnPcXDhmZygC5fCgEGwAkwLDgkefBNiprlmazkdUv7QlFVyd7HROUzgQAhbQXnJdV9uwh1Q2Pe5BqS0ed2LyozhCk9cDtad1WbqI1Zh92IQcOo6AzMzXkqlRVpMMOeOrGk2uWAyCptTzwFkd7u+swNBNMM8dhmaM0h3YKAXFS1cqeEcPhiJXFyo4+9ELTyJa0GzBjdjpBpCAgD8pzL3GTlReUddE97riyzeE5jWM+m3ED11VbXeQ59n90Lt4FJZ76P+ALekkYJXzK6tfhc9FzeHM+PQCfi/5V+JoU8AX7h8VzNMLnzu+Pt06IAnAP9rWJdt/hewq+Bi/hWfj8eRO+6e7gnSm4R7So5RtnXghmxrefegi9Epbe0rlZV9l9CGCplNgdktlboPm77V7QmreZ0rbwcMawPH649iYZQkHVWim3wwlpV0tIo/ta3WOBrDIVGSIPxwlqw5KiX99H8tr7fuuO5iBnC6pXtM1RsNDcmRAgSBJQKyY161EvVWFbnwi+cubhN9lLOCyC/uOXfw3VrEmw4q50aHCfxPb+tYEuf6P57lawgSCE4o5cjJ5qPLaji+MbhgY2nTIsvhskPAIIx1etw6ZUbWhjsu71WbuOOf7DfRd1u3AGKGp6zzKGxxqwrG3AWWnP+tKmrpp8/2jzkairLgnEAwCuh+8Lu9jX7PEn8LX1fPi+uwE/HXccfJ+6dPxi+FH2Eva3ABjvLniliHjJunin+92fq67ha/j9sf84R5ROuD/2bx/6/X/+A0K7rJmVFIaQzCIq4Zgi6Qwd49CeQkR6WrCA0s2OxLXj7ku+sn362p25skmD4rtYe9YB31HNBCFdvSNbI7Ic2iJsMw2tCWCmQuG4cKZpkxOM52oHR2FtbZVKpgGDlEsEQ2mMXVqNr55x0ZGYljfhsAi6saY3uCIliJU2SU2osbtMKTzN+uDb5LwJpLGkZQg6VHx7GbWNmV67kkh4rJS/k6ApHZ5Wsyrcko/125Ssa1rf1aNuSNlOZs/fSPGgpy8WgcXMHAzyKizhRS3LyxM0buVbcSvd+q9OQXdQqkDTAK6F799WYR9phuEL9JUHOPYB+MUqXXizydydlFbpOweaqHdqLLH/Me+7vnRfO/NDYGZ89+kH4LGno3ZApx2XoCwwWUwh00sVcsjlXZxXt8p4dsM5niW83y1rHThpUGyXItLv2EwS8PPuJDTAQi9rHSgyVtlSkkYBygmDyGWiRFe4tjdLa0tnc4uIcEi5WoMcRtTU+OIZhzXAe0AcFkFPT3sVgRWDyYCGJNXTEh4glGJliu64I6Xy03QhTBuSdZ6tsgNm9nwt2ivazOxZVNrKmJVJ/eO7cWrtirond07wVnf2wpDEru7RovaDJI2wLBikKe5q2SIsUOyxQUdCQ5XSasvhU1jvgp/a2l/LlqiyYr+/r4YfhPvHfp8dCaF7z7T2oeAdGoS/7bp/+YvFcAdt8XbvjuCBjsl/vXXM45f/c8exM87svcwFtMHKeJOy8DW5x8xQT26fYGzI9HyWelct1q4b3q8OVgjQYCncLSpexp1WHNnyKO4Y1Pew3Wt3cVjCy5Hl/SBJs9ICBlQ0IF3gEFJ5RY47Nqdq0FEIGydWr4mOqdwC/RZNTeRH5SdUbaQp1eusDV090J6Pwi826OZwTGRKh6vtrgDBG+FzjzV98YIrDnrofwglYV8B33z/FHziSSlaXuoAuxF+88ezAYzHPiE/kHl+FO+CzJAt4DjjmP676AcTHkFFIHPFa+395ty/6USzLRfTZDiaS61TQBBGQbdkE/reTScZr7f3e3BoZcsFWnGxH/neBdgFobdb8KJewWMlmG5/Hwg5cJgEXZOguc2DvIm911HUzJ3YK9QGaNktbQ4USQnawLK2/hgU3YMTa1czK/MdecV+iaGkGfXLUWkn8VLLQEB63dw1rVi9JD0vZmVhCjUJDBAz/WT2kdkqp3QZ8J9FHsAf4Zd5DoYfdJsOn4Y6An4Xmqfh+/Jv3cjhKA4BXzvjSqCTAGY22KMV7bWtV/ZbeubGZN1Nd286sbCmrY8gw1UAmISrVrYOEPdsnprbkq654eZzn7tiefm0LMBb8HZ+QsQQsp8kAUlEX3pj5btew5HEYYq6Mw0Jt/CqXX1HD4s3HNMr2sxgSVxc9w4k7z41McdvNA9CYyZBVw6aDxAT63ffS0uzgJAOTqxdg0e2TcTosu26PtpK2rMPGOHfq/VZyBFlO7G8rc9Frie+tS1Vme+HliMRkNsfpTRYSYAbADT0qDKwu8V32xMxKUMBoo9fWKZuua5Kg0FCAFR0VoqLG4HJn7MSBZTpENwZLj2m0n+Lc+DXIJWqA4mYmQnMXDSVfd4DMSDJwLa+K9E3WAOsqwSNWP1vT87hAAsD8BQUEw+Itov7t0xEVyHwUwPe3Me2T3g47Qb6TqxdrxbtHiFf3DN0IxFf2JENr/rBrDON/MAEAmjeyOBj8GaFqZmoX0jKFaY0dFchj6uXr8Mfxwx9t8s4Ijgsgk6sYZEDU3hSaSGbM2VUFUxqaRY0lClZv8POGSAwA8LM662d9fRswyjVJ9Ise4fbCdo4YJWQIAaUiQHRZpRZKX56xzi6fOAijtgZ1p4lSvn0fWPBr3CSniZidt0AtWTjYGYRMvKseO+3jgj06hGg4RFgS4abGl117xOdtGJDQVgmifpqg8YMDdDwAQFOxKWuLrfV7UNf5nVn2hh+5zSYfeYe2YvdD+4rI2D2jQHEUI05YmLSgkmzpp7bRpDnS772Vo1gzYBpOwxiaE9CDlv/Xlzym/DlMz+Mn8+6B54jQIC2TcV1stPMuPZrEnrmwqbB/9iYrBm1JxdfqTSdpVjurI+2mZ4d9b6cuA/fWD6utXJgeSMYfeCnGwmAR0BtTjvRrHJSwVwHjWzYjF88/icukV1DvTx8ZsJnjui9HpZM/U+f+As2dvamgpI8pGznDZZQNyWsbP2wxG45pmKHDtpZhjJEqZaXALBQTELp1S39jGd3j2roVNH2U6vfGH1C/ZqDpjyAYkTUcHluw0ia1zh0Td9Ia9/Teq4K9Yg1e6wMSSz2dUEgDQilmtPl8vW2PrQ1VZVLe/YiBn1TabnYFJ4ohKS+ecY7Bbz/PfDGgfAytp/LNzQ0S3+jWMDnZGuhW4NZbQCoyIYhxqzYe2xqVV8ALjQLskXQJGUY0mCbmGIMxJgRBxADUwzEEQYCBNhgskE42H7CBMADOMtAgYA8g/IE5AHOw3cr8gTkmShL4A5mpJXyHMdxXCLNRAYi47e86aTOilFFIhSBhJIir3TzrX259ekohry4FvbJ7w/T9idP3Qsjm4NWgBcKitZ8QIdNL9CYjVf0ira3pzwzV24WhMgL3dGjB5RdKQDSLHAMgGnwYyolf90GMMczAqsqWtcZ4dQeD8wCgpjZN3s+f+7Vh7Sr4L+LwzLSbY/dB0MCrhb00tpGHj+43nAZxwqor1QFUudMrt4khpY1wpSuz5XUBppzEX6ttS+t7ahdW0jU3uTmnM+dVb545oQem5R2bXkwQfcbSeS9hbtGGM/vGv7doOG+ZAnvnjHlOxLjK7dz1MoTCQUwIeMGeGnTAFrZ3rOl0w3/HIy7bv3QpbsfePZPeLaxFn/52FkHHOtfAa8eDlcDCgoGCQBCMgjSdZXwXDjhCEjn4cGBYCEkBYIE1DGjL0B9QOgNnypbU/y3En5Zaxg+icXAkdkGW8NPAXrwX+5W+FVtbdjXdy4LIAnwDhA2CabNeRetyoGyshrkCClsoQACKw3rlFXvNtYRxU+fuAt6r/9T3PSPJZOyACNPzIIBDR1IoK1qQMm1KwP4w9jnq/uCzrwh02vk05Ma7hDrNleH3Tyn6xNJKBYgMBMBeZb4ynmfPCL3dlgE/WdP/AWM0oQJGZN5tbStPy1uGcKX91l4oinUTQk7e2rvSFtAgLkpF/Na85GdKS/0l2Fbnv3pS+d8c2Dllpf/dmHtwpGDK3dr9kxxsLy4L+gFb1njYOPZnSN+014IXVcTTNYVtPm1hJW9sjaUDCWsrOloyTvSFZ2t+cg9ktT32rxoi9YCAyItwmWDJGvFDLiGgZvO/uh/ZD7clcP3/1/BIFBqtVYjXVDn7VJ2/bkPEx0H8Bj4jSD6FX8SePdGD+8G3u8H7/DvwVCqM3+n3/8VaPhMuo0A/5U69d2yv25T26XQmX3b9VinrPkXT/+fxS+fvheeToIVIGRoX1yJJBMTNFzs7jcJMu9hW64NX6s+CfenV19IPufBAQBibTKJ1EBr033JTe2/NoX6REEbP1vRNOymYRWbZNTKMHQxeCQIN5z3qcN+X4fNdvjpE3+BpxQkEQwpCcyCGewK1vcENuKcjvE1jicGKS0cQ6qmMju3J2lWF/qlX5dbRl5wVnj76q+cU7Xo+LF127R2rYM2+ysJ+pJdQ405DSNu68yHvtwv1mq8PHSE13v5jljesesIXKWBnMtiwyvGiNQ0awVqzC4JgDWxbjw7hD5/y6BQzbjp1KsPOF534a0a4b/JRABIQLczcRezMXQa3OZLwep4GPEhYGWBShsBvg2l1lKEgwvf4bQH3+kh7L+QvPXzUo7f/5xAyKJLt9PXnEb+jVEHYYdZd+6KIFqTgnny2sN13f9xfHvpVqSttACgBYsJDD4RQJ5YS23YBRMuW1tWn39MYsuZ0+rX68e3jRVbk1W//Mbll994zS9m0fD6HYIMKBCBXcbnzj+8PvthdxJ+/PRfYLkM5ATcEMMES6C4KwL8Ah7SGs21I+lLt03CL740P5Evqz/b3rb+wlNiS84/qc/abgl60UdXs7aNkS839bve0cavq4MpiyBUMgdVUECPBLB2k4PyMomyuJSKwXBZ2wbgCMIXzvvEf/z+vZXDiwQgEgRLM1QNQ98BnbmYgiOYEucSRU4CJ/+pddMdCiIsAL2/MANH4DkdRrx5IWCQbiYBhR9x3vh/ZLMg6WphEIyT35/R+XfCDRs3Iph0SuZ7DwJfCGawHczYXXv6BNt2Xj4qum3Q6X1XeoZ0ZdYJqH9uG2Ns7Kp+ImrkP7upq3p3z1CHiATS2tUSgoHrz7/2sF3vEXuBfvb4HyH89g8gKBARAUzkV+ejvXww8sFyTVoNZ8OcLjOdiQFdr379ssFL7aDhMWvxrrTWEmupsxCiv607Lp1W9jDXMxpido48lgwiEsU+QOwvLUxQDFcCBHReuPOw0F3dNcUtd7QoMtfEEABPQacHiqpPK1FzE4OkAIh08y9JN/0SEBH8e/yXd3+k/I6f/yuvAL/pd3rXz94BApo7wZwkSRZfwh49BEBao1IKqyRoxpYDH/8+wc3LNsFFDmAFQzmGZ4SuEIYMhZs2nZjINV40tXajObZ2u2IWElqAhIIG1NLdg+Sy5j6dWc/6dEs2+lBtsEue1bZSzasejObyPbh12q2H5XrfF5riy0tfgwgE/WSs551E4GO1HWyLbV/x4UnhFaed0n+NxywklHybsJeEXDN5j20cZ25OVv2w0wl+tUeoS2gWOieOXMDjrVCrR4A1k9AuE4mAJ+35UMljRfW1rqj5PxNg6I6HwC1/AjtbAXp71dw+4dxbfPumz2kvMW7/3re899tv/Z7vdPLbju2+C7+vCzWTABet831nFGBI0LtxeQTAGWhuJwGBdYh4x8BFHq4kBATbU94fUfju4P+WvI5QxKDWwSM5tHHziWU7ln+7N2876fR+a3VFpBPsmQIocZmL/zVctSdZQc/tHCoaM7FrO53wbyvsjCyLJFU+bePaiw6PVj8SUdoD4jeP/Bq74MLYvYNr2laLHcPOqQGgyCkE0z0GP/H6zmx9fqMx4sRem3U0kOH9A3MMgjAd3ZmJ8ZztQ83tqfKH/2/y41+nSx7Db778a2Zt4ysXvDdCDqAYb5FCCVtBGF+E6jyWYqd5oub/TLAHvftW6La7wSIIUAgEF4S3CCJrCCjsc9NL2r4UJTIAmGAywDCgi4Lm/0t7fzQF4VEYChY0DGgyoBCAixAU2VCwod9tY5XiUBIuDOQhOQcDWZicgckpGJyGgAZBw+A8DO6AR1G806aYYIAkBBMUGEMpLy9hxt0gSHvKyn+nC+4RR53bAWxrkHLjGs+QPKDOaD7pvEHLvYidk9p9c0q4NA/atWRtrE2d0/8NPLJx/G2uJ+Z15e01FgWFq7KHjcr8nmr03z18BxjAmpGX4JqfDqd7rn3R9Ni8AlIawnVMwK8SiO5cPbVS7zn3xF6bQ0Mqd2ut/Co4kp5a3dxTLtg1IJ9xA9/40oeu/9mVP/snnzh4FXKuxSDGjRd89j25N7VuCFgZBIBJBCq0yq0EWXWy/31MgeGk9/wIuumXYLMWktMQcOBRAhqyqBUJGiZcUYa8qEKeKpBHDC6CUDCgWEBBwBUxOJSAK+JwEYGHIFwE4MGCgglFEswSGv4Pk6+R/QVA7jfewUF7j1QgVhBQIHgQ8CChYKKACDejr3oBQ9x7ITkPDRNv0uwEwAF0C3kADAj+ky6Iq8GQRsxT5onvj4Dc7x/9lU87ZIbWfsyEfXsEADQxsScETy3bSb9cfhKPrt/xzIw+604fXrOzmA5+d5lVLCCtvPtqwwBz7s5Bv8o6gRvqI10yD1am34+lOBYAsCZA70rtRmWoGvFABFed8+lDvp/3RND/8PDtUMJ/+JKYshw204g4YZm/GETfVTCaOmqHP+IYwaxQbtyNlD/ea9lDFgdC/5hYs33I8X02OGDCvG1Drdeae74O4o+0pOKrqyMpaRpK+6QE4PrzrzmipIS3wl05wq/5FsHL4TXfR+WXadnzh4Jzq6G2XAqGgIkMWsVIrDUuQYs8Bm5R6yqY0EXx0WQX///NhnaJwPf2MHzx07eZ6fym79Bb/36gqSrJKtG+M/I+i6FU/MEgeCQwWC/EjPwNkCiA96eDF2k5upk0NAQMrKde7mjOk4MOSfZJq98z7v7t/7wdwRwQgEBBMpRmAWYBaG/frJVcFwCAsTtb5gkgXh9r33HFsGWxoOkctO+cH5zV3JUP0d/Xj9u+uaN8WEc+nBtXvcMAs2/VULFoy/9V+Exj0oBiaWooT+IzF3yh2/d2xE333z98OxTp4gtKIq8M0Z6znKiZmhGwCn84o9+a+Mb2ysHLduiqVL8xv3bMYFekZavTXj1qQ2Vy84kvN/aepZiO0Ux4dU/PF8sC2XObspFUz0SHwcLf2ZgIEAa9p0Ku1w+GckBgD+DCcIgARPw0DUBw52NglYYpbeySU/GM/VvkKASDS4HpkpACvl+tQcgVjXLsbZFV4hUSAbTfvwKAIIIkQLzpMxSPAETpb0UafIme150Z23uVDOji9RY7/IHB0FphD03FOv44Rud/BpfioFJp+1uI9AAnuJNMaHK6HSb4D+POR34BWzNCnTl02RZlwVIqzRva61VFOKPBbINomCTveEEsJelXDNBrPat3OA9vHIfh/5+9946z66rOhp+19z7l1ulVM+qSVSz3jhu9BRKaQw02PQkhtEB4UyAEQq+BYGNq6L1DTLXBuNuyLUuyujTS9HLn9lP23uv749w7GskqI1uWed8vz+93NTNXp9y971l77dWe1T6SOqOrKjypG9UAx0Zz+L6K4ZDuyDhRVrOsv+59f6c/8MYveYZwmiR9CYNcC7qlxa3e090yY4rVHNgoZSPBYNhrv/cxJgCucXHNVX97zHueUkG/7nsfA1g3cj1JbN7fwx//+xeZj3372tfl3PBjT1q6zV/cOWEWtc5C7OE19+6N31bqWHb92OWPH3rc5/9B1fO9E6zc598zNvC3RDZs86ofZ2PLrX4gSUtNGtA+8LfPOfagTwWMVgCRhakAlOmHbAGlzwUAcP0+EElo8nGL+w6ESCPNFWiWEETwBUGKhrACkESQJEGUCDERIEEQBMxvN9Bc1w7R8PPeOxIevmwdIq2HXpMFOgmIxOXQ4fUHhfzQUxsHk4uQBJgeRQb4Y0NaCw2g5DrETDwT+jqOGX25Qj8z/irvh69oT9VWtXk1jq3EVD1LxcDfuW9i4L2/2rniS2suGBZK6IU3fJsDQZCFIWEvXbrN6X/rZ1+fccO/6fBrK9v8OithMFXPYKTScsvQdO8Hz1y69aff/vGr9eKzbkOnLAuRxKwQq+O7Nk6poDvEKIUeIEmM17J2w5LxRZ/4zn99YUl+5ilPWLrDtKYrbKMk3fXxK7bb3vHy4B+Hy/+S//a26ktf+eGPffBrnxMtbn2vo/gtBIu6dYUgJmYyUBZWMf72OX93Kod0dFhApXzWo8NAy7I+croB2UKwVdhoGA5pDMvzMSNWweU6YnaQVoReT8AVDWE9TEgPEUo+PMh1KOb873zk/z8cjzTIdui1CGAglAMwlILiMhjq0DOaVBkWEsHDkJGTiIAE4tAjCWahTJsE/tzzcFmrX33B8tbp3OldY2j3ayBpLEDQWsmhUuvyO0YWf/GTT/7eswXx380GqSi2Iu2qhWl1IOnZay1F7U51+fB0x3+u7xy58Ny+Ydvu1yCktiCGNUrsLnQ+7u6xRT96cP+qTatPv/mH0tiNLPAbzShZK+j1V73huOv1KRP0L3z7WixuzWLXzJQIjbJLczNnRpp+eXH/3u7zF+0zRBCsnTlPJRsl1vaM8KJ8Udy0d8VHPvntT52xdbrj6rOcUZl1IwUCQiONYbAiC2mBVz/vDcf5FKcQBIqCCotzbpPY9cJeyBYAINYFwEYANIq0DAYSxAxPAgO+gBLJA8BoFn4eftmH+3FOPo59TQtDKWiRh9LFIxw8t4d3pGfzbKj0KHzEBcEDC+HEVpJdqwT/cnX71EBnusqr2qYol6kaWEGwQrCVkgAoYbG8YwJLWmf0r3ad9pxt012LtBG6rh24Km6kAB4dTUqq2SCFSAt2Kf7BpYN7F53ed0CDScBKsJUSIAgwVnaOmWVtU7S30LHhQKll3VQ9I2fq6R8xVf9ioK2I67/3n3j1846t4B51AvO5G/lD2FOYpNgq+/Kz75Taii9cvGio+4Ilu2KwkHxYjJzAYO1Q3q+LZ615QC9vnXn5Gd0jLwtiadgytDU6VsSB46Bdz/xpCTkOCqid/KzDoDZwY19qK2AYAAQDOecKa3UEHAGYwySbDnv93wICg8lBTG1IIml0+AHNny5DdEAQ+DFyqhBYlgMP1ci5alXb5MBT1mwKzh7Ya3J+wBw7kpOEp0NGYLUjJLF62qqtdl3n+PnFwGsfLuUBYel4HVYZAISl/cUW1GKn7QnLdvafvmi/tdpRbNTcvZpuT9aOlIBY0Tlur1i5zTxz5RZ4Mn7idL2n/YHRVUykjztvJ0Wjf/EHH4PVAaw1EMIBCaLEJdb4eglso4gZLMuB0p+784KXnNYxec5Zi/Zrjl0HwBFJJYgY1kgSSovzF+3DaCn7DwUbfmPbZKte3TlLOa4ygagsMvSF734w8VQCXIfPigwyCPCS577jZAzxhEFNt1iwywE5LRwdAFgT9AxgQyQJJ4mgCwI8Md9P9X83EroLhoWCFrlG8swhB8yHZOKWI/7PqYMFGMx0YyHwYUPfJ4CZ+KjZmEkrZQESVlyxbKedrGbEAxM9WNs1cdwOq0JYhKGLLZPdOLf3gFjdPcY2Onqad/MzWO0IIa2qhB60oWGCqZZDB92p44ffH5FG//oPP47rv/leXPOJN0ERQZIjfWHlvtkM3zHaYX0yFoYsNDFZV3kihrWAK8xFi1sLAHGyjTnWByQGjBTd6Sr6cqV1MKmzWz0NxVoJDUGaWRhrXWGsA2tdMkjZunRNSHUL3POFD+KL333/Ixnmw0LToy3MVB7kuNDTMHteDDv673PHcKMLJyFxvJ2C7rmPOhhA3AzrkYChFI64hM372pnJb4bqHgsQsxWwsJY2FmqpUl0rkLDH/TREDGsFXKXF4wb3YLySxeaJbobSCUXZEZBQlxm+a3gAkhgXDg7hSBmfR4XUdn+pBeXQ+7UORbi6dVpaPq4L5sQ1+re//S5UKQUwEEUBHKXEF//2fQJsbWyr5poXvAcf/sZ/5bJufdFoPdviKjMlFA5YovD1l/+A/uUHL3L6c8EFfZkKYMVxy0+Bhk3jaN2Zqikl9ONjK+7UrHjxkn3YObS0L45lXxRKlwmT2ZQecqSJ+1KzNFtJqftylgXYfvXHH2SjGWwsrn7BKdDyDEJCy5QBSIEEuHYfkjJnF2AG07zw9P8D+twykFWEZRmJHRWNugX42HwXSfwlaUrxSEIAjwgEi4lyCq609e40D4da5TNeyLwAW6KhiDDYWkR/rsi37Fts2vy6WtQ2C9bqkJ0qM0E4Me+e7OR7Rvpx8eAQuW4EGx+ZD/Eo4MhIGEszQmhohvBV+rjxihPW6DV4jbiuJYDFyy/4st091qEvX72fq1HPRZ/55sc+3+OV9yxvnb5/Zdv0LW1e/UHXxptEaN90x6ZLHTIQgm23khZY4JPNyZEMZgi2GWEZ1uDJe/cu/nVehrsH88U7zugZ++PqtukHPRP9sV6VfzlUaJNbpvv0dC1j2DDruiaOTfI0ngI0ouFgohQgJGwNcuBDEP3/DNgqkkj2QZwwR/WfKJqx+4PefnmUkdH839z5UYZTDWKLD//N1bjm7AdjZh6PjAROYNlhJghleHF+lupI7bpxz/JKoZIGSYOmvZ5UVxoem22hG3cvm02pqDrYUgTsEdKEj3s/QMJaBQvBjKsev+y455ywRr/6qnfgk1//GN7w4ufwr377BXz4d3+9or2lfvkvt6y4Zllb4bJVndNY2jYL39FJEpQVYrycWXHfaO9H7x1vfcnq7pmrtBFba5Ez2JqBPcaTMAcCAEvCWIISZrozXX5f1o3+cUPvBC9vL5CnNKRgWCYxUsqdt2Wi85ujpdz9/ZnCtzSL32sp7wfLkjZEs3/5FsZfnuioTxzzHuMUwwqQB3jLQKQAkULCznSk4//vhSCgqBn3FDQUMRbQq5KRpHseJcn+1ICY+be/+Sf6+fZFnHGi6Xqskk+VkGwu4AoMMPFAvkjpaR0NO0t+evOe6gufuW4nN8K/IGERRA7dvGdxvR6pr/flKq/qSNcSQV/gl08AwETWAmCuNHISuf1F3zjuuScs6F/69vuQy0R43xf+B/snM9euap9+TUe6xr25Ki3rnGGptIGRshlLdJXGYEcBg+2z+s59A+duGuv+aWzE6EzNR397gXghvdKIYbSShbofCObXLsqX1l25Yp9Np+rMRopm3FYQ00B7wQ60zdJkKXvG3tnWDVOVNE1UM9vZxleCxWjvd95HwDsedbU+dwNmCQgCh0C4G/DX4WCyyfHtwP9bQABiBgZSAt0e4YGiRsxoeNyPDU4YN5qXeQxAODCTk/VQacF232zNB8R8NtzjnE0AjBB9LRUe9MY3TKqlv99dHrxj03DxgjOXjlqOlSBlzMa9A3Kymr5Wks0tayv4yo0Nx45cqH2e9DGQqlD3QWzvliAQM2/+9DVYtuzLxzz3hLfuAkwHJl3kZLXLV/GLn7J6Fy5dtces7Jk0EiCOHZUwYjUjBESslWAr1PnLhux5i0bWsMUTJqupxEY/zmOQhCIYldDBeCnjL2ubXffUNTtN2gvJxo4EU9OLkyx4Wkm2QnS1VOx5S4fM00/fFq9on1ldjdxXlkMXdIpyB7ihCxgsAAuQDzP2fph9r0STxl1wfDAZ5v8BiScAbQ6h3SWkZLPhVYyHiEszSeDQN/BYGenXXPV2WMucdkJIMjcOFfIwkRJC8IIdpMwABOOMvjF0Fnc9o96+6Kb7x3rNyFSruPdAL++fbJNDhZYhYe3ernTlmnU9k4CRCxbyhhPPjhRzmChl9nalK3d6IgKxtcuWXXnc809Y0AmMwAjELKrMmIqMBIwUVisJHMzDPuScxnuslThjcBRre6awZ6oNM9UUSFocM+7IBAiLLWOd8JXGFav2sBRWspEkjnkvKRA7ElqqaugAzHcRAwR7aruacGOOSQF6FognQI21Rs41MaXH6hl/xDgk3RaAatZcgSBgILnW+J+jp/5IQizoYGnYqcaXv/NJSGJTgI+P3Xz+TybK6V/fNdQvoHQMATQ7thwJB9csAhtB/R1lXpIeX9Y+s+sZsfSGbto5iE2jXXzjziXQhmpK2H9c2zMlvXTA1oojJkU99PqJDyDWyty1rx/a0genqulKzoukUAtzOj2M8Brz0paiNDFq1UD9eng2CyhjF+xVs4LOXzwMT2rcu783WTmOsqo1HBgolNO8fbwDFy4ZRtqPyBp51GYOTRAxSFjUI0UzVb8ES7dIshDgUyvoc0FkToSdmmWbBBfVOX7gBURI/qTQ1L+aky17aAFfAnlFiC0jtICAgeLikd0wyXCTXRhDH++BfzRhuAJAYYU/I95xxc3IecGrt4517Lpt+2LHWtLkaHOI97z5CzFIMEhZS0obS7CbhnrIsgTVq2spjBZpIyHYCgGLKBZrlDA948UMj021QjjaQllD0tqmDBy+ryFhQY7WxUrK3rB5uTNV8f/7jzsHPlMNHHKENhwvTIRPWNANGUSGiIgRazFWjxSAhe1wiABrBdKpCGu6p7Bjos1sGe5iUoaPpNVJWMRa2j/sHETWC7G8owBouaBQRLLIMgdaAszjxViF03Wn0Yfk0YcAuMGMqDH33c3fokp4PAsBjYXWg/8pgJEELgQAXwDtLmEgRTgtJ3BWq4QjgNHAILQCrp2Frw+A6bA894de8zElnHjFVf8HxmhoK6wiiDhWe11hnrx1vOOPP7pvldqyv1uEsUpGIG2yCwUQa4lSzcPITF7sn2qVpaonRopZDM3ksbZnhpZ3zLiCDAbbSiBmLOuY5Y50QNsn2mm66lO16osDUy1yfDYraqEDywSSFiQNIJIck9lqCrdsH1Q/e2C5mCynP/rCsza/4sv/+mKs6CzAkLNgN+YJ26stdglqGCIlDATxXMbmQk3MRosg7mupUNqJJu7a1xNm3Hjpkq4Cs1YPSRy4ZeciMzybKV+wZKxdKPOQ2OTxbhYZCWYevmrd/nDV4z6Er37r3Qse6yNDsyKFNebKiptgMCmk7SgUh9Bw0KDO+5NOmmEkGXyrsgI5RfDk/EExAIuxusGeKmClQm/5u3DtJDRlH5odx4f8GuMxhuMKWK0BwAppxVQpt/cNr3jTpV/6xnuecPvevnfee6Dr8pSjOZ8KSRJQjRSqiXDOMmgzAyNK2CUErMg4UVuLXxcTlQxWdxdw/ro9uGPLMtRCRVk3QMpxa9vG28a3jHbs1FZUiDgDpgt9J25pTwfMIApiyeXAo1DLMNDqvzKe/iSk3fvdTafJr3z7vRRoyQSDv/rLf17Q+E5Yoz/5qicDbCGsBbGN2QLHK7SfDyIAVqA7V0NrKshFsfjwbbt6S4VKikhatkyJ40EZs3GoG7smWn6Tc8IdHZk6Hvq0HAONBymKJaxF6fe7WvHgLX/XrOU/BWhobp6v0RMQkqKtFI9DIYCFgPmTkHA+5EUNeiiCgYAGWMMli06P4EuCZkJJE8YiwvaqwG2zEvdXXRi4WFz7NhZX/wuGUg+Nqhy0VQgABCGezwv9WEDpKhDHQByDY4OMivgrX39POo7EYk/qjqwboytbQ86N4UgDawjWEoyh7eWac1u55u6YrXi3VurqHiJrNg13YrrsI4wFTDkNrQX2z+R4uJCFhB2bKvs3zFS8jeWau6dWd6atRWRMkluRUhqtqZDyfghFVjhkcsWqM/iKF/4TgiqxyyGcxuu66xbGNnPCGj1Li/D1b77LUsKnel85cAAjFuw9BAC2RMrVekl7KTtZ8pdUI+8t9+7ruv7x6/dbklaStDxVyMhto207CPb7beng2sXtZUDLBWXSAcljSsJyse4gjOTwbN3Dvfs7hIQ9JVXP8yyRpkY/DEllkoc6qtwKwwddVo/cAX/47Q4ni5x/l/lBC9H4Xcx9/jmxT+oIMGuBW2cAwRrGRmAOIPU0lJ1E1k6g246iLfoDWqI7YcnBoc1GDxtc40MRca2hKx6z1Y6NwMte+m+47gvvFYWaZ3tb6lcI4s+e1ju7em3fDHdm6yBpCQ1mJNYSkZaYrvgXTJbTF1hOTJogVtg92YJVPbPoydVw6+5+jBXT0Ebg0pUH6J6hbhCwfFV34XVKWhAInqPR11JF3o8gHUNz9roRCELH2V/IvnLHeOurvvSV93ynqy24phxnqogiIrbc2tq7oPGdsKAzM7757X+xnhMi5cW3TBRT01MVv6MzX2fWC8vZJWLACHlabwH7JjNvHkX/S/eUxOZlY8X1vmstM7BvJk9lnfqmT/WrTustCOEYy7FYcOtlQQxoScOFLIjsbXkvAFumF73o1Gzd6aAzNGAig0PmOin48LiAHnsfxmkAzCEAF/OPecg1DxHU+T+btU6HCyyhSf005+SheWLOB73mgi0IMQRrCA6guAjHFqHsLByehWNnG7/PQJkCHFuAy9NwbAGSQwjEEByCOIQlF5bSRx3HIfsyRsxazD6WTopvfesd2L/Lwde+/i5ZixzT11p9Wso1P7t4+ZgY6C5qZhJkBLEVgEmWYyLAczT6O8q2v6tom47jPQc6xI7xFhqdzWBsNk1gwGiCsYQHDnQg1gKOsLxhcNKm0lFDBRDBCAEmYiPmtAQRI+XFWD0wbVb1FHDbrr4X7Bhv7e7JTT59bzVXz6eYYA+vdzwyHpby+NY3/xnWkixUPZP243f1t9Te+aQz9kcEOGwE4Qhhr/lgAGwJwo95y54OumNoYA+lvKm8njkfRDaIpVAK9br19vakimufcvYQkxYLarvMjWwmcrV+YE+Xumdv1z1/9aStF3znxtWGAdq844X87n89/eEM+4SgN68lAEzgfstyB4A0DpExAYermFLn4nveV5B3XAz4ulGmmmxi5xNGNa2j+SLe1LrETWFNElQIGsQGBAPJFTh2Bo4tJD+5DMkVSFsBcQSJoCHAJShbhMNFSFsGQTfi/PHcz6TnhgSj8SKFhNzqoDORSSWm3dH8a4QmOWRzLqpC8XK2mABA7pMeG864b3zjX6kSKM6n47wxdPcVa4ZX9neXtA0dRQ3BPhIazaIBJMpluuJh60gb9k3ltaOsyLiRCLVE1tMYL6WQcjXWLSrw8q4S+Y5JHHAAjiUzzJQ08pImuu3BfnfbeMuny3Xv9b0tdREba5VycNVV7zrm+B5W8kjILjwR2Bdcfjc6282/f+V/zjrnps39z7pk9bh2vZhghATTXHyxuQI2nkgGA8K1mJzOYrbms0/BMl2L+0OpLFsIIRhawycdrXGylncNt9LynhILOd953eDRmX99AOQYA0v2wb2dzgND7YEn9Zu++uvTjCOtFDt/as49s/xwhnzCmBNMQg3moSRJBIuYMug0d+KJ0T/hXvUv0GgBGjYxwUCwBRr2sTTlRMNyqfEqQ9kypE0EV3El+RsVKFuB5GpCw8wBiPU8gU2uDRxcSOa42Wk+8WGT9NGBITeJDAgB0bgWsUk0ODSSAh0PlhwIWwERECNz9IzHQ9821iBoTtZjgW9//x2wgZVxTLpcVVevG5hZ2d9V1jZ01PEiPAkX38FjOnIBtBVxVWZ3Ls+Mr7l45TiKdRe5VITfPLDIVENnzJW6309F4PjY7cAP3oOToDAJ58ylkxidTb3Cgj5UqKl9LalI+H54XN/VwxJ0BwbGOvz7+9bSc1/wM3P+qr7n37W9+7qfbxy8elVPkVf0luG7GqQ4EW5LgBWIYolIC4qNQMbTmCj62D6aR0c25L7WortrIkdZX6MeKbRlIvIdw3smcmQZWNxRoTBO6rddZeEqA+HYRk4yACtgtcCBsZx4cKRVTpX9nUqaa8qBc7PrQNw5ea45Z6WLq/78nQ9nyCcOCzRWpBhJ19Hc4YckLftyWBF/H32VO1EJN0BAQ9kiBAeQHEAgaGyJNYhjCDQFTSdZZ5yQWOCQZgoNSmdKqJwTDd/8UAd54Zu+zTndygIWqlFaSpjfhIEQQ9kqtGhDJLoRiW5U0YVYdsGoboSiG7Fog2Nn0Fr5EfrsLTCHmCIHcYjfkWDhNlykjxFnnA0J7enIVmoOUm58QV9rDQkLxgn4nZhAjuGNOzrpwdLAxjRVu9f0zlAmG3HKj0lIy+sHCvKWbT3jd+3uquZS8eqethqzFgui2yAC2BClPG36WqupmQPuM4yhz8CyePaz3/foCPoLX/hv+MbX/wWRFvy9bz2TCnXXvPnH515z7V/cdu29+9rfvX205SltmZAznqZGsQmqoUKx5hQa4QhLYAjBvq90T3smUD0tNZ6puHjKGSOYKPq4b6gd3bk6jRZSCEIx9cv7+4vaSGos++mMpzs6cqEiAMYSQi24UPWoEjg3aEPfavGi7zOjBJ8Eg+z5XfdAylMbxWn4ro1IWgl34wi+NoKFpix8O450sB9ziXSNJ594PsFzU6CTrbOhNCw5ONgZJblrsmkSEIggOEYkOmFkHqHoQSAXIRKt82zoxufgGA6XkNK70KrvAjjxIzS7uTAE9mXfgBH/eQioCyAHPSkHVQsUYjQY4RhKEn47cyXOid6LS7I/QmxThwZLkpDDwZkgGFLMsIk591hAWKYHhnJWCPbbsvqi9nQIWFpwQSEDIGl5tujR7qmW/dJEOK1zbOlAd405StxKzJJW9RYxWfROf3Ck9cEHD7RyT0v9hDh1Egcz25RjJBiLrAaIGd/9/jvx/Of+2zHPfdh5374N0FQSeWnw8affjtjSuCPtkLWwlUDNMWZMVzzERrCxtC2I5F2COAKBpTCLPGX/bLSQyo4WfORSGtoIEDGKVYXZSiskGZRqzv2xERvBEMzkKGmXRFpcEUQi35KJWRBTue5QEInYWp7RFruf/cI3lj776euovaU2l2IrTlGJKoBkPbIEMMVQXDzWoQQLCxdMEpLrMJSFoRQi0YVA9kOL/JyWFRxBcRnSluDaAnx7AA7K0Dw/jEUQCBGLduzK/TOmncfBQIGFj5glpDjyLlkCMAaoDn8fT3X+HR4FMHChuIy92TfhwezfoVtZLHIFdlcN2pSBZyxKgYEjCJYBVxCsiXBD6YU4O30zPBRhDyeGnK9/CJF1rYVFsiSeYnz3G38PMCPnawjAI3C3o+x8a/D4YACCsW8qi3JVqDU9I2eet3IasHSYIBMuWDXp1kO5dngmxVNlnzrzAdjQgm42Z51KA0fqTMAOBFmmODzuuQ9L0L/31bcAzBCCqD/LrBG4e418T0smesOynopa1l1FytUgmTRMtVogiiVNlr2LChX3ImMFtCHUIonZqgtmwhXrx+gPW7rx07v6EcQS6wdnUYsU9k5k0dtae0LKMU/wHAtBjIyv0dtaRzalk5AHklBEPZTOSCH9oqHJzIu/8d+fvInAV0+XM3tbUoFwYKxUp3JvyHD2bUG4/hKDerE49+YRQRAcQos27M2+CSXnbARyEWLR2lgADs2cS5xuGpIMdP0A+mb+A2ucmxBzem67zZDY2vJhjLuXIEsWWUmIjEW7qzEaNOryH/JwJbx1t4RPAsIR/EXLJ2GMgRatGPGfjRYBbMgzFAEjdcbWckJFrYRK7kqAZQGBGDWTwqRdjsXyDhh2DrXXm3H0pOywKrPacETg4NRr9NSsQj3PJMiyIG53pXEceWJBThKAiSQNTabRk6/3XnjaJEnJDxFgtoCSjItOm1Q33NNP+8Yz6GytA6aZCH08MGCJ2jMR0o5el20Dnvvcvea7311y3DMf1hJKRkIokJ8OOZ8vOQeK/k+W95Tf/NSzR2n98hmTTsVziTEwAkIAvqcx2FOxZ6yc1mevmtLnr53QF6ycMmwYbNjev6cVsRawNuEuHyukUCi7MBpY0V22F28Y12evmtJnrZ7SqxYXTS6TVH6xEeBGokHa11g5OGufcOaoPntZ4QpBfHN7trpOW1hWEH5s8T9ffOPDGfLDmCRwtOxMErUyABxDoxMAAyOy2Nz6KezMvAqT6mzURS8YLggWgmMojiA5grQRCHFDVhwEznJ8bfafsU+fA4dqsFCQXMOsewmmnEvQpyJc1A6c00rIKUCSAFHTY374SwAkkJNlbK5fgJBbISmChYsYeQymAFdIbCkb1AygjiALDG6sIdTwyB8Bhz7TZbUm0rLHLqR+/aTjmX/9ETCz0IbBbJ/Yngl85RrDC+S1SqrKLA5Mp1CrS1ywagquY4+opRM7WyCTjun8lVPYN5FGteY0CruOf69Epki0ZCIoYS4u1bjji19ZebxAFICHIei/+927ABUDVogDYy3YuLf1nYs7q0+8+PSJyHGM4EjJh9hajVgQx0JwpJSNpYKWCiC5srcCQRbjBT9yhAFbRms6QLGiUKlJHuyoIuNpgVgo1lJxpBRHYu4eBwNQjXsk91enLSvE5ywvLGJLX3r2uQekrgsbuIo2D5warZF0QNHU2KceVaMzBBRXMJ56Dibc89AnA5yRt8hLDcsGTWO26WiTUs51V2G2SIs6IuPirtoTAWqqyRhVuQyCgFVZCYLAlpLBZMTYU0seKnvUJyvpcBNogmFqCKyBRyG6fKCiLSZChqSHDqY5s8yJOaIofKiNwGi0f587fab2j4vNZO/zH5NQ+ve+9la0+LF1mJF29OV9HXVAWua5qNHRwQwIaRHHwt6/uxUDnTV0tAXE+uhbcSIGtMBgdw35VIx7d7VyI7xyXDAnTr9UJo772+o5yfbFMAxie9yM9xMW9Pq2SQgIKlaFSXlhTz6l//bMFQXAksONYpejiVJCmMgNBk1CKhPbTCpGrMXdUvLIeStncM7KGb789En0t9cQspolgu5oTR4YQZxUpR1jCZsrUw2ls2KwpPs7auf/6I5FL6sZAcOQb/7++IkO+WFBJNkoTb6o6aMfyWA4KMrT0aqADa0Ouj2VtFIiAUECzMmYhSBsHZ7EXbuHk4eQCBYSjogxbQZhkYWABZihyUdKAWkF7K1aDNUsmBmeIExXavj91j2YrQUgokMKfThpKggDiZAbITK28CmET0Ap5iPv+ufOTxYRIoZEhCMeaXkuJkWMYXFRGfnv3SCkPJVOlASCLSwDnqshhbXVmoKuKwhlDTlsE+F66HnMBJLMlmHv3NqBaiCjZb2VBYUIm7Xry3srGBpP8679OSI3yXw58r2Sn81jamVHhJGAEjZUwh49jDl/nMc94jA843WfBpglG4A1nt7bVm9Np7RJhHxh12AGSFmenvHEfTtbNscRbulrrS3t765jaX+V/JThDcuLyLuR3jeeuv/+XS2AsideeEZAX3sdrjSXWcNIOTH/8JKFpQw+UtC6LaAGKwbARxX0hP9cIaYMFqUSNti7CxpFDURxjEoYwXUUrGVs3DOCzQfGYW3TU9ToecYWdc7A8MF0U+bE3gaAqmG4kuAqCd+ViI1FsRYg0gZpV0KKg48BM6CNASBh4CXXYwOP6sn/H3fkzYXAQiFEsy/4vP8Gm4ManS0NUVpDZGMhH4OGLc956UdRrUsk6ah437b9uV/8z5098e0PtIvJKV+QYkMqCX3wXCAFTK7RUSTsH+/rFPvGU9/J+XGpIxslfVaPM4zGFpy7W0JkPT29cWfrfQ9sb5VMbMixzW3c3P3IscYw7O6hrPz9vZ30q3u6948XvHeuHax+fkVfFbSA6r8TFvTffO/tIGawZQjiFSnHAPIEik3mBgraPpRFENKduVT8l+uXlpLnVguwJsplY143ONvlCpPeP54qlUoukTyBihQCYEh05CKkXH1RGFt3x/6UIZyaGM7MrRfjYM7anEY/2oYOIAlfAMWIUYwZvpIYL1bwh617MD5bxv1DY9g1Po0lnW04b8XA3IUsA8YmToiDHUIIAjGiRhiLiBBpgz2TBWzaP4Gx2TJcKTE8U8T9Q+OYLtfQzC22zIi0gSALhTqYRJJgY2sADu31djQwJzF6ifDIQ56/YgtEJAGSILro1LdM/ubX34ZYCRsZAI7a/tXPDj+jUhNLdo+k33bzpvaROx5ok+WyQwwQSSYAFIaC9gxl1Y33dorRae89cWhf6ynjSnECmogJrrKQZJ0opGdt3Zf52u/v6ZRjEylhLRGI5+43Op6SN27spLu2tf7iwKR/eansnra4O/3uvWNZ87TX5fCcl37kuLc7Ya97PQggiNhahhI2K+VcetrCxscASUah5GCi4JZSrnnyuacVelvyMXNMB1syaUErBqooVdWqrfuy8ciUj3w+SnKNFxqKYFDDUz+Qca0P10YExs++9rd45ks+faJDPyG0d05BR25z03VMQU8Ibk2DrIFBRIi1weLOVsxUarh1xxAIwIreDpy1uA9AIpCSBGJjYDkxhw5mtRMc1BFoYHfVIrASlSDEpqExGJvoWCUFRgtl7B6fwcreDnTm0yAGtLUIYgNXWLiogVlCwMCYKjQw1xfuaI90snUHktSbAA8x5BiNfPHGqiTmWDKZb1kLuuTUCnvKxLBCwPMBGEsv/5t+Gh2nSd/nD7dk4i/sHUv9zdiM96q2XDSYT2tRC2VcKDthLVC/ig19ZGLW/SNbGlg1WFNK8sKc5w0QMaQwKtQqHprMvFQb+m6h7Lwrl9FrW7OxcCTL2aqKp4vuxjgW79y6K33Dkv4aLerRPFKIpSHYL75fM9Fb8LyXHFvYT1ijW8N41kuHTTZj4Dt6fUsmTpILTgSCMTzhI4ooe95ps319PQFzfOjWPxFUwlmri2Jxd83fP+6B9cIZM5tXkYKhhJWKOCPQSNSLHn33Lq3eMf/PycbPI8RRCGADyQEK8cE8EkYijK6Sc3avKyUoMd6TM4kQxjGMBTwRgGAbez0BxSUQgD01RiW26MymceW65XjC+hU4f+UgLDO68hk84fQVWNPflSwARKhFMWJj4asklNmkhGJTRVkDLh0vwHxw696kypo7vDkwnve2xGzDz3jKhRwA/vxlHwNrQAqNbFvVsmHb12moNWtlJfBnPEe9pxy5a3aPpM++e1vLlZv3ZM+aKsolL3jFR56b8fQthRlCytFBPRTW2IUpofmwFlaC44yo40Wv+sgPYyPOH570lt+7I3/R3dvyV+7cn1lVK4vHAXzDGWsroq3NinokSGhtNIUMMnjujockXT4EJ6zRBUDfvHaApeBWx7UXtCaCvqCqMuYk5hjUJfaO+Fg5UBWL+utJ9tCRdnhJDQWdt7aI39zRgZEJD4v6A3C8sAQDMMhxrW3LRZmZWXWlMeIbYBbPuuY/T0lAfV62/7gFxQCcI3xEABo+SjgQApXQQCCxm3eNTWP76BT6WnNoyaSwbXgSlSDCWUv64CgJIqAWxogtIStmoShGzBKAhGunIdiA5sXgM54LIkLGd+EqiSCO0ZlLJ3a5tXCkRLkeIDJAXlWgSIOZIBvcb9urQIoTYsujgYHGDuOQeMhBHAwkJD3GCKPzTn1M8NyXH9SGP/7K3wOOYbZkfFgCSKQ8EZDH9wtuGkeMH33lTQKAWLGopqXkIKhTUI9ENps+fjfVxq6Wy3VFVmO3DYJiteTjJ199o8qmtM74NEzEwwZzRftkrZDCKmPsarDcAgmJF77kEwse48NQbVZaZjDMX3S1RS2prDFsQAt2lCnmbXsyYMs4bUkVMEf3wDTye+GnLZYvqmHL7jRMTEziyN7J+WAA1hKg2Pa0R/Bd82fWAhnf8E//+/ULH+4jAnGj1dA4gOAox4BYw7EzsAyEJtGYxlrsnyki63vYsKQPZyzuxXkrFmGsWMbmA+NzNnUlCKCtQjvtBVADNzbNvhmGRAiLxGvPSK6pjQEBWNTeAikEYmNhmOFIAW0NhqdnYeGgW+yComojq03DQRWzMTAVHZ+impkhBI64GHOzniaxWCJheQdZgOxjJ+jz8eyXfQLPfuGnQEaCNTEZGAVLClYIsEySQywRs1XG6s7WWGotKvVQfGdo1Acc1sejH2UAUGz2j/qo1cW3leuaDWtDRTbU2hCsZdIGAoYkGSE4FjyWDkzdqSNjHsRzXvpxPOtlHz2hcZ14Zhxzo2yC88QWNiIkgTUQ60R9HP4Fz5WXumz37kvRrv0+lg/UkU4bHCvmCDSuZQhL+wPs3JfCfQ9m6ZwNZUMgyfYI92r8Q5KZFFvEgowGlLA5yRFa/IDrYeqEh/1wYBu+U2tRE5KmkRS2HJZ2lWxzPDMxL8udIUjg7KX9EA0NHMYaS7rakPW9JH7bcLBNFCtwVAY5VZ6TIpCEMlNAPAXlL4ZAUm/AOEhfvHZR95ytro1FJYiw9cAECtUKpOxEhxoGEICRA7GGtFVISpJkGmU0B+Pm8wfNOCQqcAgSJ+z8GQiMppHkvBNgLjkFePbLPj7/z4MGxzxs/t2V2LNvPac9A0fyx/YdcF7Q1ep2dvXEhkOSR5MD4Vs9vN939o95D+Yz0bXlmgSxNc/c0wN617ua9zmp83HCgi6ZTXc2gifttWNTzsW/vq31eR2tsRroiainKzIgEAwJnifw5LAFw2zbnna2D6V2SuKJ1py+JAn6LmBXYQHftehui4I9w94+MJ92xpqqVR4zYpJzcUZCo+aDbaUoxb5RT07MuLZWF/cS7L/lc4TRgkfPuvpTp+ShEmBIq4GwHupMfgzA0ocelcTRfbMXDllI5cBYBjMjn0qE2tpkK6yNRXc+AxBQjzQ27x9HOYjgSwcdagrN0hILCY/KmB35NbbgKizJV+G7HpR04CgJJRItXwkiFKp1FKo1FCo1xDqCJR9pWcMafyNgfTQLUiRXG5+WoBp57Xae6mqG6AxbWADqoYG1BAe37okjLmUsLAELZDP9U8LuPevxxms+Zd/7tX+W09bboTz5zjs2j376rKBIiwa0hU1SYZpcgEnzXDY7d6TVg3tSY9bwS8p1VfA9K8DS/nzpMdItHiFOWNCffvV/8a++9Wr89qbO6K+u3vPiu+7v7CodkM8dmXDf0tUWr1yzvM6tecPksIaFsDHJmUmHdg35zviMs81R5oUk8KF8xmChQTnmZLHIprQP63xu/5jbW6rIt6xeWkdvVwyhOCnitpD1mhS7D3hy/6g7Ww3kddrgi2Egd924cbt+/DlrEUwP2s/+80fxmve8+USHfsJgYo5ViqB8JpiR5tvzjyEwLLlIx9uwY/8upDK96MoQlHJhTZKlBgCGGdpYjBfLKFTqmCxXUQtqYPKRl0UsVXfDsgfRcMhZlrjSvx57pzrwh6lz4YoaXBFBiblcFWhjEJskLx7CBVMeKVHHs1s/h17xwMHceRKQXAEYECQwUihh93gB2tq5ZJ6062LD4l64SjQWJp4b4cEJQfM7T0SdMCP7bcx1Ak/96Qr6r69/FcKkbQFEw+3iCMuMEC+97VZ84CXvMfcQ4Q0Pjm9bcuCWjwY7/vCC5dMzg6evjazjsLAaEA5zvSbsfQ9m1NiUe5NUuLpSk3vTKSu0ca0rYzzz5Z961MZwwoL+sy/9DcI6cO4FRdq0pZ2E0ROOx9dKia+MTjivKczKN7a36sXZtFFhJKhclVypyfFY43OdrdEH79uZClcORKtdxwK8QKcaAAgYIhbMnKvW6K1ay1/c/UDmvS05c0FrXhMAJ4oIM0VVqwXiS2zwb+WKmHClRWdnTM974jLBHFi07ICbPjXswiQAGCMAGBAONN4+TMkxLBykqIDT4//Et/a+CSCJtIzhOwRPJQkxUawRaYNQW2hLEELCUB6CJJ7ech3SNDUnmATAwEFWzOA13e/GfcETsSc6HbvDtajEHkzDJyiEREZqZFUF3WoYg85mrPXvQr/chJhTDS9+wiCjuJpkBUiB2WqAmUoNGc+FFIQg1of4TCwzpEiy4w4ZbTO01syKA/ZUftoWRfs9anv25J/U1r2JX1//KmhHQIJBDGIBeurLf2r/50vPlJKsmc4uwRPv2ow3371NZcujS0a6z9o+3bHq/eWtP35O+a7dTzpnQ91kO7WZGXXUPZvTVKqqf3jua+79yLXveSIPLp4SzMIyooTi+VHECQu6EgIRa1giViAWKSJiEqFRtW0jXR87e3Div/aPiMcJ4itAmBTgjS15vu/x11xbAV6Ge9+dkbB8QGtafDA3ewFgCDCDrC3CEDKOvZFS0aXjk6kV45PyQimxAozdUuBnsymaylqgO61lUmVBtnt1Fx/YNIxUNoWnvvAzJz5TDwNq3VbED6xvDm/kaMcRLDR7uDB7A9qdWWwKLsFQvB5TYQtm6ylodsBwIYjgSI2UrCGjKljq3oNz07/GaucWxHxwm51ck6HZhUKAC/xv4fzUjxHaHMq2AzV0AkimNE0zyNM4XBFBoAi2zrwquOQoBkFyBcm6ZbG6vxMrezsghYAgmsubT8yLROjFUbZrrBsXBcAWm/2VNXgra1IJ85hyux8JN3z+FdAEwCZlq1Iy7RpO8/c+9Sxn11g2PmN5USwfu5XHW09jsrrVCuV7UUlaUubec1/xNX3f12d505bnD/RquWe/y5WqeGE9wLd/8oUz1ZLF09YClsjCtQJPfem1j+pYTljQn/pXB7cX//Pfr0Nkma2BcWVMZy4bkUwIsw5+y4zfWiT1CyVD+PmXX6sUWepqCeIgwF2ForiktRMW+rD+wUcAEZhjkuWK0Fbjd5T0jRU29kw2Z7cB2CZcB2GxAhIC3eRIAnNFB6ZDtSCyES645N9OdKiPGBO3X4CEcwJg4EBjSTvqHjW2Lla5N2OVdwtizqPC3Rg3K1C2rQitB0GErCihg3agXY7CF2UQR4cJ5kEkvi8HhttAVsOjInwxiYT0pqlABcAK1kjESIPJOcK1BJStImmYmNjoTEAQawRxDGuBXMoDyWZ2HSDoCDnYB7fujcvSLLkMAogu2b7wiT0F+PXnX4GqZyEY8GKSfs41HOvMQE/4GSHwuNOXlf+9XHa+2Da713lg6TPiztLufgCeJRkQG5kqT2S3rv2LX2Y3Fe4pbh0dlB7dEIX4US5rlVLWMChhi7MWT73m0Vc8j6jh4NP+KlmFfv7F16Fei9h1pXEcRWytIEAIgCXDgogJpFmzlARYg99PTKo3LFsSHzc/vmGfc2FG0eysfDCbMg/MzEgIY7V1CLANDqUgFJ6nGCS0MGwMCeSkj5YgwHmv/ewjGebDRlfHNHTgNbepza17M2nmISMnMCLOAwxI1NGKnWiTmwAZYc6LxQKAkwindmDJBVHCAHOogBIIGoqLsOTDUAqB6EIkuqFFCwx8gA96xyXX4ZlhpG3CcmPgoskry2ja6BpSutg3OYNto5MIYwNmhrYW5yzrx4qeDsQ6cSRKMocKepIucNA6J4AkzzaiJGxvPRPi4vtO8jdw4mAGfvWFa8BgZCKQZohKRRopo1ylJr6zbHH01MUDsblvs/+FOEJnfO/dH5p8Sgq9s7rfCNXI8xIMQLhhhW4646UfzUa1cPHERlo1drtIWUc7GijJGE+/+tHV4vNxUjqLPuOaQz4wI3kqDzE6fvDRv0O2NbZtVcKT/s/q7/38uq1/2L3HuWz56ijmkJyjheVIgU1MvGObQhzhg9og7u6OpYyM4aTYiUkSFl0T6QOf80DEwhrJCoCTquO81379ZAzxYYFW7oLevK7xtPMQMwUA/KMdn5Ss1kCIoSmHmFoRyD6Eohea8jDkN7rUMIgZEgFSei+yegsk1WG4SdskQBxCi3bsTb8OZbUWoRxEpPpgKYW52vP5nxUGDmqQpd9jRe0T6JL7GuYAAw1BJ2gwXLhKoDOXQdptePFl8rdpeOEtkpKYBg/owfHpxn8Smp6tnZQQxjMFj72QA8CvP39NcwWmWAtRrJDJps0FQUDXrVgSnbV+XRhDQpx7Zt3ct8n/oERq7dW/+Y+33nTa1S2Z2pS1QjaDDYJJTD3npg/HMq1VVeU4JhgrIwjLePrV15/ScZ2ycqGbf/RClIbbobxQRDFZ1+HTLePXK5ZGPStWakOUEIw2hZ0ZIBdcL4E3PeCKvfWebz/p6g/+ZTuAr37//eib2QICkSWiddkWvnuikvdzNn7K1W7tF58JRVTzbTpjQU4dT3rlV07VMB+C+IH1xEndXYaIduMo3HGJ1qyhplZiX+oVqLtrEIh+GJGDhZu42A7/thhwhUZ99gEsK70fq7y7EHEGEhG0aMF9LdejntqA0zKMYkzYX2UoOkj4eNiloITAcEVgfOgPeFX7P8LHDCwcCESIRQfu7PgFNOWghIWgJOmdgLnMOiCpuPvV5mEsS+3Bq9ve2jATKLEQygAXiBvGWlV4ZjksTTCD3Cdsecydcb/+8kvglgV4kcLsLog/3pi3V/xZ5a2+zx9YsyoS/YPasE6CZCTBxsBu2+bIoRH3wM7+y76zc8kTN6fr02lLUgNIM+NWKXCLowMhKwX7lB3fgBYCl736c6d8bKcspnHpn38Two9QjRwLtmJiwjzgSX3ujh3OL++6w5W1CllywGwbUqBgR/YQ3Xq7b7fQ6d+747y//vm/37slc9UBxuef/nYQkYgNySAgu2m29DfZrJkkzdt/cW10LoNspiVwHFWFYMZvP/9XuOVzLzhVQz0UDAhrIWJdBzB08N35EJAcoK6WYWPr5xF3XIXTezcg5XVAs4IgA1doKI4OeUmOQCAU1Rn4RvH/YMYuhaIYggMMpa5BLbUBF+Qi9LoMhzUI+oi2PNAsrLFolUXsDVfgvuBKSFFFk/BCcJi0QCaCMRaR1ohijTDWiLROatCBudp2SfqhPfLm7/EEauyIKruPdTOmg/BCRpyRmBkiOlBQ9opnlj7S2a4/dMmFAfcv1objxAuRZGyChIBctyE255xeH1g39ts3rt39s/NrfkdNsJEAYhCPGmYE0uN3PuHJuPi1X3hMhBw4xTMs2cL3IkgPtrtbiG0zcuTprys/bXJK/PXttzvx1BiB0hxDIN56H4m7drTt27j42R/YuOElP3OCcocXR0tXjN6LV/38AyqoC4zsdzQx3pzN2E9dclEk16zWiwj8Ayn4vHKJ4kgrBSbBFqhzCjde/9JTOVwAAMGwcVNk/LQFeF/j7cOTySAQY1/qGmQyi3BWNkI9tqhrDUkMYyxmq0Eju03MvUBJ4kpeljGrO7A5eBwEVaApjxnnfCz2gJRS2FJi7Kkl/G5HogVpGAMACEQSxAbTcTua7ZQYBGIDacuNuFhSAHPIq3GtJD2aIKEPtdEtEhu9+SZhTC2PI9GjAfWYK3MAwGzQDViWkpiXLoqv6mgzbz733Ej7aRYcHZrpRpQUSHEE2T1gzZkbIlo2eedfdhZ3dsTSt8RcEcwjhGQz845bHlvT5KTY6AvFk1/5Bfz2c6+EERpMZFe2kvjl9VkRBbiWmPfcv0n94LTQpGYLwINTXVs2nnX1tVWvrZ6tjGeMcMAQgx84d/3mm775Om02rOns7Y8+0dHOLz59g7ZemmlgqbFS8uDWB9VvPZ/f+uTX7rn++x9fiva8pURfAfyud4He9a5TNmZJFtbEEoAGaE/j7UO8VASDmHKou6djTQaoaIV7iwnzia8k9hVKuGPnfly0ajEGOloQa9OwcZInj0mC2aKo82gWiEJk0eUBszFjJOA5fjdueL/mhJOS6pJmiCypPDOoohtAM2TXdOxVGp/46PmZzEmaraR47tzmiFkTgIYTgfnu8HY/hoVQXfpR71n/u8++EJ7TjYuv/gRu+tzLDhbuIxFEBlijQNu2wDz5WSXauz375pUrNaQL4ghHdRoTARxCdvTBLB6vto7uvfmiiXNfdYNbGhkxfipcPXyjWDJ+N5QO8NTPvRQgZgFmbQCQQE9LiPVXfefRHv6p3zM94VWfhzIa0goQk/Ukm1SGnSimG9jgqZsfkN8aHREfuX/DS94XyIxN1wspIxwLIBYwiwFIs3L5k23E9y9fal583gWxSWd5rr9B32JrLzg/Tne22+t++ZklP2lNc0d5VrKNiYQ1uGngwVM6Xjp9O5pdSQFubt0PeWySmLdEzs0gI4A9VQvDiQbW1qIl7WNVXydyKQ/GPLT646BwdgHwAFgIkvAlMB3yITd0lIDrqLn4dxhrVMKokeFG0JbBjbj+/AABQUNy5egC3rhJs4BGIj7ojGuuDAaYp+Z3i4yByBnpXLrl4U3uccAM/PYzL8HPP/YSAIwonqQ/fP6lKuMBKQecdmGJrWW2DLZCspb9fcDWuzOD2Yzd0NrKQIyF9fuzoO5uRqceX+3XZz0Iue/HG9ZgX/t56K3ut660dtdOx85MSiaGlAzx+FfVYYd8/O6zL8J9//2yR2UOmjilGr2Jx7/6awCA33z+r2CNYBccO1kWofT/cPvZr/+jNIGtk3uho+uXGqFqAIRgg5rfbr/6nfe+SSm8Z80ZxutaZDVHUKwPeuw5gsi2MJ9/kda7t4tn7t1Lv2hpN48vlVDJZBQhOrnFAseDvXcNzEHn856GxD1kgWUAjhCo20QLy3lb4pa0j3OXLUq2xQw4BGhjYawFCZE4wthCw0FTqgSSKrWaOSjklhmjhTJK9QDleohiLUAQa8TG4Kwl/VjZ25HY2xYQ1ExKTxo2CtZQXJ73aR8KwvytewzAAtxoon4wdJ+44hxMNf7m8i0bkLtk0yOa5/n4w3Uvxjm3LcMdHx2Fytcpk4UgSBTKrmEmzQwV1G2n69gBIaXxXAzLqekJZ3E7RTHD9/jMfM6mpQLj+MV6jcIrUDYHZFFeka5O0siSx+197p0bce7G6/xdQfeAraK9rV2HXsrun57JTHXQ5bjlS7+QOq9JEWwpju0fPv+XAAMp03LSQ8KPiaA38cRX/jd+97mXw1iADVnPhvKsoe/Sc577b/Yf77x/L0txHgBBzIilrztKu9t7yrv+ad0Z7HUMWMMB1OFlz0QAaxAIavl6G2lD5+3bRf9iDL1dCBZSHrsV+QlSaBwXlNGgsMk0g10MREjaps553hlJVdhkqHGgkOS1CxC0MYj0wZc2FnHjvd7WHHIpDwAQxQaGAdWgDiNYgAMM1YCKTqxvKSVGp4u4bUeyqVBSIOO56MglHVuyvgsGEMVJo0efykg6PsuG9W6gmjb6MZBs3QmKIqBR3gLixPmehPsTrzX4vsbFbNacvA46t3z7BdCzjLsv3g0kqem2NOsYExOyrWFLHIur/DRe2TKIs9JZVnFEXCohCty2X8V1/qAnzS1SoF1ITgwMc/Rt++FoFFz7geNu+fuvn2aH0xe820/h6uwA+tIZFloTirMo1VD7ZiX6xUfthN3hpIiyecNxJBpWP1Cl0kmbjyYeU0H/w3V/icu2DeJXK3YhIwxpJm4p7BF/vP4qp151pn996dunWMg+wVrX0731DVu/+4SBjmq+Y5EyHPBDygCbaFYLIYKzZBljcgyv1DF/sDKD6VwL083XXwUGySTnjgCyTICVBHvTpwAooLPdnhTbiVbtRPzA+sbawgcooX7uOuwoEAzI1hFawBcCk+U6bt8xNKfFLTfZbwmxMXCURGsmCcmHcQxtCWkqIHH2Kkhbws4q4HJS8mosozWTwpr+bviuQmvaRy7lQUnZ2AMk7K/1KIK2EjmaBBACSDU+YQzFlYRT4RgrJaO5dY8afzUeXzN/NUaRjH2AmQAmpsefPHPqkqu+g1s/81LsqQWoW22XpFLdJOO1KY+e6Xp0dd8Ad/UPMLe2NqL5zNAx1OQ4/nzfbvpzKfmtcUx/1CEAA9Fg9zy+qFPS5YZBhTN2/WLxdMs59ywe4HWLlzCn0iBq3CsM0DI2jNeNjdLLKyXxtSjk31WK8s7WTr1XSsSVssAVr/7WSZuPJk65oG/8ztNQHMtj8LwIo/fFuHnlNmIimerydFw3TMLYb572XsEkLICtrqkPEFgrHah8PL2orR1NF/Ex0SSg9FLg9nbuKBVwqTH4ETE7sU1FBKsFabS1G+x+EHA9oKUdkhxmV8GKkQz+5wvPQU89g7P/9quPcNQJJ5yxccWRqd1IBL3xACU/BDQcLoEIsGyRdh2s7O2EEAQlBLyGXS2FgOdIpF0XsbZwlEAtimAhkKZZoNGE0eUZSAGQTYSNmZFyHZy+uAeExD63bOdsamaGIUY5iKCERErG8wQ6WTmlPUYnWk5Ip2JtYBlw0NDojVWXY0Yj3kYQGLc9CBABKJ7cLdQPf/RsRONG9qUdQ+Rcrhz8rHcRMn6KqbcPyLQ1gnz6YDq+coC+ZbCd3Uyb78OHJ8ft96oVKugYbcrB0T2PB4cOEkClAujQ6kXxjg+tPUO0dS1mPXefxr28FLBkDfSixZyaHMerSrO4pliArFfUx7XlN7kuxO8/+yJ7+Wu+cVLn5ZQJ+i3XPh+WJKoFhuOCRu5zpZDgsEompbUul+pOjeQFJHDlU8b/1VesS1Mdq265/ezXFCwLlalMpHNc6s/mCbALZZICSEJ7HjtS4BxD+JHrCSuieku9Tn/BjFWjw6RTOdQF4VvVOu8VvkTKt2JK12QuUrasYG767EuhbA2Pe933H+7wWZAjhHQswNsBXIim9xmJRS04gGun54TOdx2sG+gGkGjz/dNFtKR95HyvwfrKDQ52RrkewRESKaUBSAgO4ZpxWG7Etec87ox4voO72dqZGY6UqEcxpst1+MpHTpVw0JWQ2OqKy4n3nA/PeQOICEIQJooVGAsoCjAXOLcAYsJc2p7FLdjjRGAI5I/Hx3JiGKylUWGmShlwXTxlYAmyK86kmA2ILCTHSVbeIQ8QJ55zxwNvOA920x14bmGGTaVCaO0AzfcBHRUEKkwDIgq6NlxItr2PLIeJfB1yrgU4hFIOuG8pTB+B6rPAPbfxK2oVvDOsopTN87ECGw8Lp0zQWdiGhmBYFqiUfS1g4Kbi7grki70Uvba3BWsy+aR0NQwUUtM748xt79+yfflTf7y367whwcZ5WDZ0Ij1mchzIpPW/KkWv7+hCWy5PEBIwGpiZ5H+tlvG1qKQ/MD1FuxxfsOsxSwobk37cZhhHhbISWliB5JE/QvVG0nvNs2NgAtgmwcDA2jnte/++USztasP6wR7ExkIQ4CqFmUoNU+U6UtJDm5wEOOms6upheBKQJKG5oVWBOYOzGVojSo4J4hgP7B9DoC08VUefeBBgd042QQTFFfgSEEI1rkCNHQjDWMaO0WkcmJmFkm0NZ5xBo1n6oY8tYRd8BgDpXbH5pAp6b/cEdpa6EuFi3hGFBMQkoJF0VDuWuWdAUoHWnEl85++tGtnHaO08TmAqyZJDVGWMHWCsXEto7yPiAHS0FlPJZwPZEEq4MLUqw2i+zbO29Pi3Svz++hPuYHBcnDJBf9xrvo8bP/2XRASWEhklwxcJgXNdVzy/d4A6Fi0hZFuJSTWSpA0oqik1unfmzPz2b67Pl0c/V5W5/UG13J9uk/MJbI4NC2kNQ0mrli/Dj1s76FnLTiObbyML1XBNMyiuUmr0gH31xIh4Wa2MH0Sh3WUMfl8Nxa+YiVpy8cOefDpjE+IH1jdz3nccDN/OP4jgxvugkAiwabQEajZAfvz6FRAiec9zEmbYQrWO+4dGoS2QUnX0ya2wrECC4If3Y/vINNpSEvmUCykVCDRndBrLMGwRRDGmylUcmJ5FLajBIIdu9wA65H7oRnNEbjzNcTiFrcNFZJ0QxtLcriIyBjPlGoq1WuL4E8CgPwRYBRJ8MMddJJ49cnhb0xFXunEN8leePBt90RN/iz9e9wLjEkDMvy7NiJoOkVZOI/PnWN9T4siFnwWtWEPYscmguJhsSxcRx0d2yjWyOLF3ByPlMxYvF0B0dCE//H6QsMUZlmHN3hYbws3XWWewo3zS+3ufMkH/43XPo6mRKrd21Ihk+08GlokrMzmyHT0k0q1kkHDECI4a2x0Arg9ecoZj821ayU03/VU5ThWqVUL7AkvYiQAbQ5SLNhTg1/QvFj2rzpAaIknc4uigsDk+ePFpQg8shT8zwS8sFpgKk1aD9RVscQsngvmwtI/ZdDoYtvmY3ceMEGi2QQEBFkwp+MFG3Lt7CPlUCt05B57rQwoBIoKnJLS1KFRqKAcRJksVTJXKYBsjRBtW+w+gVUw0WGAVuvkBdFe+jl8PPx++mEbKYfiK4UoBy/agJ98yIm0BUtDUhrSM8Yzc5yBRR4wmkYWFQQq9fBeimT/g99WzkKISgCQzjyEghABRCyy5uDT3S6xtdndlC076OHDj3ypZvilxxMHmlPtwpvSo2PWrJ2FsT7IAwXCFLRlrGHBpQZthIgAa6O4jDO2A3Xaf0WdeLF0vRQfJ8hpgBsgjTA4ZHtljac1ZAlAARycQvbEgNgwCikJYEBEvLq58GCM/Nk6ZoBMTUmkPYeC1+Smct/IMAZUigwjE0UG76TDbibjO1DageJ0wqQduL6cLUxKDMS+svFUB1QKjPG29RYtFz6qzpGUN1dxRHmY7ERsoIcEdA2Q7V4lw9x02XZrmp2iNW1yfJB6moMsNDyB+YB2zNQDzLhLOLgDr0BB0AkPDQ5fYgTPs9fjRgWsSp5uM4AjAlUnfuUgbxMYgtkl7YpAHTS1YlJrAM3PXNwpIkj7pGgp/lr8Ove4wNtauxGjYg6kwDw3VSKUlCAKUAFwVIS0qOC31ezwu80MMyPseUuNuIeBQiJd3fAC/9V6KPfEZMCzgywgu1eGihhyNYqm3A2d4v4S1lHDQh5y0Q24KusSY7eQSYgBlAl1x/8OZ0qNixZN/jT9e+zyw4cQnwGwX1sJwHiygPKC9C2L/Tnvr9vtw3rrzVEYe7HjVKJ8mLgxr2no/lR2f/LYOcpvP1kLQiK0KaxgwZgwGICa+wZz8/oCnzkZni6e8/fvY9eOXzIwP1++qTPOVrT0kjhenJAFwwNTaL7FsHfPOTZoKUwJtvQIcH2dSBTC8SyObB1aeqRimQWV2DDsNDCINYYucLhcsE/gGQUn05BEMH4KYLVRS7AD+b4Dej3kOuYRlxscTc9/GoL8f99avxIF4DQpxFtXIhYEEwwEBUDJEWtTR7+3GCncjzkn/DjkMHSacEtYyLvC+hfP8n6Fi2rDPnI2KbUVoBGKTtFdKORqtYhqL5Gbk5UjisDsCkUWSvecgjUn8ef7DiDgPywRJFgImSdChAOAY2ubAQgKGYWfnAgvN1Nff8R4VgCFll3mU+JMY1YoGCGG+TY0YgxbMy1s4/tkASZhcC0nX5QPTo+b3uzfzv6w6xzFzSkkC9ZKhbZtQm3IX3b06PXSFl5InpgoIDNsQdOYp2OQDPqPt5Od0nTJBV7B867XPVTsfqGrXw22lgr2ydZG00HxcLxcJABGjf5mkyQMae7fEaOn0WDS5Fg77+pISV0JhVPP0iKH1FzogCTruwtCEAHTICKtctpo3E5Kcj4cz7rlLJk42S4JBhGuNpldAYjUS2pZkDhjQ7GK183usdm9BZPOoUC9K3I+6SSG2EgwgR2PoEruRkVUIlGA5BY3DhTP5uBHnIVgjSxPY4PwYiYNs/mENQ5FdxMZPHHTHqHCzcGCMC0n15ENzEu00RLCcBkAQwgARwxYajrim/48AKPyOchYAyLnk0Ul9JbZ82jpPTOzXkQn5vmrZrk23KWZzvC4zjfOTTD7R3S8xuke/qFKwl0zs54vbu8WTOgaV5ZgFJPGBrSHtTZ3xi3wwOdDbawUcshzxwlJmgcRo00CtZOuC7U5HAoIF06OQ+37KBD3L0yijgyRZECNic2Jy0xTenkGJ7fdGevfGQK481z+ykCugXjS8456Isi2Elk6ZlJQsOCYH1hETYCej2EQmBjL5h+91B9AIdTlsp7VkgyJJfhuIfggPRA4MZDMFjREhmxBLiBrasB3ttAUQjINGpoJlB5YFNFrn5dI/FKJhWBo4jfz1eZdpgMBAoyX1Ef7z0D85OY5ZoBlfByPpqmMsoBMblQPCvEU46VJD/Af3is1fB4DoxvU6vHEdvCtPvrB3mgqmizlh2Vod4caZUfPCrsUnViLHFiRTZPqWSLm7bN4Ozf+xf1v0pFSGxOQBY/OtLEbLuX3GV8ESb/TCzsUpIF64kLMFyCNbGNUyqNh7n/A2tedbf1dGNp9+VFK0T1lRS/i0IHlIwCBwwg5zAkMiALBAazvBzbnVfeOZPfs31wFnnq5tJC7okLFzY1QPq3aovVuAHDrhlsvWAMQ8ccOnJsLdd1aaNL8PG3L9VggRw+yAAViYKv+I63w1F2HsJEk7TtZOkOYpaJqxFrPMZlZyXPQ5Kmc5quY5qrUgqucRBWmYWIE1QRgDas7lMV7EDMHm0Jc1yfnGApoToyICOAQ4ALgGcAUJYUQR4FmACwSeAew0YCcBO0Fsx4l5kpiniXmWLFfJgJEUwCcmjwPBQ+Twa+Ob1yG+aZ0wb+uF23W02XpkWP36X0OQMZ5nMLgKX5wZje+e3BsrSlHMfMzEvkOhWfYsVzabw3PId/66Fqr9W28LMLpHY+e9EUCwSwv3Pqt3hQJ8woJ8ATyntKwOGPu3RTCxff9NH4l46bqUHPr5lY+KoJ8yjb73zRdi4MlDDGPBgvazYcBCLjgsTgAMI9Ui0Zqpt+wWZ/1Y7X/AybWFg62DHnPUaEstYfduDEVpQn/N9+mcfLtc3MzEXMhtGrFmjkML1jx61Tt6uHeZQ9P7H354be7axAj9VlS+PWg7X7BVQtsvI212IBAfhKGLYaBYH+4dbvyRpEHPqe5kxzxH7UCNsHbztyPh4PvzFsZ592pWsB48ig/7OXeduQJ08ZA70iF/Nxxw/Aty7atJ2WEbKMGRsOJ946D1j87W/a7/ehZgmR2HxPAOEymHXrdnU3gDLLd3LXM1AAHNAnzIoJqjYQBMgtjGTKO7IiEEmIP4ucIRkYGFkiSYCW6psFQ6AqUJxa6nketqmAdo6rNDF5VGOI1JkQlnjdh5byhrRfP+6SH9445+V0ihzbLn3Qz89OTPySnT6M/5wacAsBUCEOD7qkWjOebjMsDOBzMARbZnkNBT2nHGjr7H/XD/thAmSgg14ZKdGdFieji+SUi+J9Mmzm3plgx9AnYTA5Cw1aJFFNhdYVVjZiSSx2uctxCo9VuRWTyDRW+8G96SsrHEMhxN3XrPs15yKXy+FJLfSYq/TC7fA4dHoLgAyUVI1JpELyAoJAu0g4T8TcEmfRChIRFDHOVFc68m2YyZ2/UTLETSqK3Z2xQSBAmCgoCCgAMJBxIKEhICEgKEpIdjDYRZSIxA8v2Q/Asi/gQE/lW49vI7n/iGZ5ghZ4RjKcCw5FjIR5Fb/7y/+QkMBKo1YQVB1IrmLhj7lN33BZu33lxVxdGYGs8SyEteUIlGjutMtaIVtRkj47oV08MxyjOG+pZKau+wKTCQzhKIGF2DLpRLNLo7oqjGFJWMqBWMCKuWTJzkWDWvTy4BAgirFvvuDdQDN9d0aUr/48RO/Y7OJUr4XmhjdmHqtUdlTk5uovFxcOd/PYNq5ZhPO99VezfhzpXnpM7qWOYmBSonsuQI4u1/LNJGef7X8qXhlRv6xi4UvmutZhFUDCaG4ncql160+sL0mtZeh3kB4TjgYM6yMbBb/lCh8oy+1GjcksoKcf7f/uykZXDpW05DMJUDLOC01iVXFEOwlQMhqD8AMQl7wPNREtJGzFIhbx15GiwG2KADFhlYcoi4BYQ2BloA+GC4ADyAnLkFgRqk8Enc3gHTfGcDJwmezS02xSCOCKgDVAZzCaAiGDPMKILYkETM4DoElYkwC+IJ0maXhixRC9jtDyJ761KtSwJYPAKEEswQwrNgTRYCEK6Fe/mjo82buP3aP09MGgDMLJa11u1EzXNnS3ia6+If/Yy4OJ0XLJ3k0dCaUS9bRCFPCcImAJNEWGaYlpuY2xevcak4ZZBtU+g/08fuW2qwmqFjRrlgKq5Ho8y8jRkajHVEWJ5tk8pLJZ1rjAaHVUu1iilGdf6Y44jrqqEecz0lpJRN3g9c9Lc/elTm45QWtZz/Nz/nuz71TLn7Hquloncd2Br8MNsu4bVIyyE32+g+FPO2WMyAcEDtAz6W3nf3c8Jc++7xIQNQQJx0Dyo7Dl6U75BrWnuURZxcd35/tqNdnxQxBOJ991TdakF/fnZc39I54AgC7F3XPgPnve7nJ2Ue1CXbEN+6CqaYQXTFNuPftBIWUthJR8Y7fJM5PbKix9am/5BG5xvuBhJy+KM2gACAkH3MNWwN+wlxSiCQ5MSWzCyEDaSAJgGt5qgfWDALpdkKYgjDTkYwtUbWdIUmhGdRVsjkSiA6flw3xHboH/4ZKtsdiKmQ5NKKFEaQ8IxlF0YbBwIWXi4Anb/juNd7pPB0gNg2rRmguDmA6RUsrASYlA4twirYTQmyFqiXDXTEbA1vrtfs7QwEguxOSvvnKsFPGd4WgCQhnROwJQMTW8yOxUwCROB9tVn+ldUoMQDlUNHxRUdpSnf4WcGuJ0jIRvNJCymJW+NA9+vJ+li6xyflGQLzSdgzHh2nVKPf/qnnwFcBSkVQvaS5tVu920uLf1myIcUt/W4SZzWN8c63qgUxRJLnQYpodm8oRrYFVC9pGM1GOlKwYRIyoTg0mimVk9zS5WDwjLQlh5IiaQuCTWyzh1xfwkYlQ0Ob6qIwGt/Q289/kRofDUZkLwXssgl9XPLmR4fyh29cgkrbaZCLlsPffhOMIbKGQAZgwxASYIcEGMQJHwTBCNiI2ETKiimw3NsOfHURUzEDXjsB77bvPqzPMnv5U1D+fQtSMBAfHiZ3aY1kioVwQBBJcW8jopZk+hADMVvLAqQIJC0gwA7F4JoDFgTRVgWdvfekztnxsPE/n4ygEILSKVErs820yYsF4dp8t3NG91KX852KhKIkmYAB1gwTMyozGtXZJLwfhRZBxaA8pTG4PgXpEPbeW4PjCxABizeksO/+OqQipFsl/HRCsuF6hHyXgpsWEIqS2CoB0IywalEYizG1L0KtqD+9/hzvTZkz3Pj+b1XIxMkW5Jw33HDS5+OUCvrGzzwdAbvIcBXVwBGT22u2d63/N0T0/pYulete7nO2XZEQlDxQBrCGEdYsakWNqG7hZwTqFYuRB+vIdTjcscTF8OYatfZ7CMoabIFsu7KjOwLR1ueif42P6kzSJiiVl0jlJJQvkkQcmwhSVLc8uS+k6QNRHNXsp/Lt8p87/Ki2f9oh0/CCXfD6k6PNHyl4ezewaiJhr7hnJWyQmOdskt5gMA0CyIalTcRJxRQ3Q2HzbCQCQM0YGCeZbA3iR4gkwZUgIBQwcf5mdBMDm1aCNux6TMa+UNz3iSdidOsEOtf1y6hujePRM5Urf7T4jLRsX+wlHX/1YQt+85VkANmk+ylh9P6aGNpUE7kOxdYwhbWDpZN+VqJeNuylBdZemTcyLZvhRoKGaJT5HdwxEpLvRZG2gcXuu6pqZjj67qffsvsFL3/bINqWeHBjg9Pf+MuTPienVNAB4J5PPR2WkltLtspr9TUxp0vj9TcJgTcISd1CgR1fUFy3sElJ84TRfKs12CsVOcqlK4zm9dl2hzOtgsrTBmue1IqoorH9phJynQozIzGExDhAv47qdpot+9KhFUS43PGE43iEKLCsQyZmHIgj+w3lig8yY0pIKBJkmtzF5/Tk8WgkMfwvHh0wAxs/9RSK6pZdn3pA4q4VF+QG8oOe5rp9aOnoYecmvyT+msqMxti2GmbHtVa+EFIlRDLCIVQLmr20pO7lHrqW+JBOI8TWUOBHky5OSgsYRHrnLSVnZjh6mw7th1ItUrKBOffvT75GP6U2+o5PXoiqbVSSWFBLxtVxPXAL0/GfOyn51HSras+0KQhFc3ZkWLOoTEc5AqyxbGxkVRRjSnkirk5HDtiBCQ2KQwHCqgUJoDQRA8ZyHPJuE9mC8shzUqIfhHWpvFKpvAQJAgkQMxBWTFd1Jn5aUNaxdMX1M7vCvR0DShYO9Jv2lTVsHj35ucf/i0cP93/yiYAgqQOrYek1fWv9gfygF3PNOsdz+h6yAAhCKicQaaoVnY49K7pK67tXpWBjBgSw4+ZSTYdm0k2JpTIjmENeWNWaANiAyIFatD6NylT0Bgm6LpzVpVReEjP4ZFOanVJBr3EOHDOYSIRVY5nj5dbyV9sHvIu7V6VtrtMR5DaWwyYflAFMYFPVQvycoGxgdLIPmjkQwsQWA6ensPuOMoY3V1Gb1ehbk4bVjMlddepenrrY8cXFyiWk8gpeVsLxRMKuKBrx6qTKyQvL5vSpvcGGqb31v2sbcP6qVjY/zA+Myel9rulc7J3KafpfPEIwCbr10zv132zdifv+8ylPbV/kAfro1GNHBQH7N5awN1h8a4ccX9O1xEW6y2WOLJFD3LPSzwxvqm7Zf28llcrLnlSrw9C8oNpKatjsqZxEtk0tmtoTrLeGbwUEbXn/nzNwcr3vp1TQ2ViQS6Tr2qZaZT9b/vWi07PLetZmNAgCMYOj+dkcyYRIl5Dv90xegCGJ4rKh6X01wZp51y1FMjFDOgQpGdN76s2UDmTapO1Yl7UcWiJumJwWlNzjYCYDEeDlFBadm9MtfW5u753FH5Dg58eB/V77olh6ftnc//En4Iw3/vZUTtf/ooEt//l4QAu4JFEXETVYV+eqy0//+xsPOZ6Icc5LBnHbv1/Zkul0N/gZCdiFCSDQzFwTXBqq0ui0P5ThQu/ixdGiTF8bc90m14mZelanUZmMNhTHwt2Tu+o9i89zTmgpYQaRS9rPSSUkX8KWbwVY3Lv2Ryed5/6UJczcdd25kIJBUlJQsrCBfV/3yvSynjOyEcesODoYXpv/ApA4M2KWHLLimpUCEItOz7KUMCY01UybBBGjrd8FEcMEmtsXucj3eILLRiFiiZhFk7r3iPcwTFyzKtvnmWXnt8Bx6Vo/ZQdsGJm4nqb/FfLHBps+dTmiCIisRRWRsAaMyLARgrhBfLHpE1fOHb/1U49vSBBDKKQEkORonHC6NVNhJAZVqy1LOktreje0ALElEmjyEUK6AoNn53w/K1bNHqjbqKxxArmeCQSxEAAx5xvZovREc9GJXWMhtznpVzwKBspLASIRTNWtn8KyVIu8qmd1Bgis09ypHwtzgglApgTXCzHpuv6lUlQYODuPpee18JLzW7lzsYdY+DPVoqlZbZOQD3B8tyM1bKe6kZl+L24b8DvjwF6j6wYA5P0fe/xRT9312Suw67orsfv6K7HjPx+HB/4J2P6xldjxyQtPYIb+F4dj8ycugwkk6rMMaCPOfOONVkibimKbX3peBtAQBEtkGQ987Ers+ORKrH3970CWBUcWpHllKi8z0hEnJOiQhLhqUBwJ0N6B/OB5rYLosNRkSkJyqXYHyy5oVSa0YvZAkGTYnci9GOR4BKXQIqWFctlO7s+ewAUWhlMm6D8S3wPAImEL5admu1xfpoRhe4zs7MPADMAlW9xXp6kdld9ZbUdaB7yBVKtjMz0ekSDqWZdDvg3pmYo3NrqpdGi8fAEgIsCwyPW48FLiAuUQek7LmaM5WTZ/4nKEgUUYGdQrrEKjHOq6XAS0GHWbwYOfuHjhN/9fAADu/69LsfkTlwFgOG6MbDscC7IbP3jFGWD5oJvxZvbeWn67jtlaIyQRBBMjsP3Y9tHLQWAhiCEEX+ZlJeAKzQtgDgYAtgwoQmGoBo4NBs9rIekKahBZHIKkHRMju8invvUZTO+qwgYGC83yJADQLLJdLhyfngQTO4V9FcNkTnBbcHycum6qqUtBzARjQeBFyqEkZnkCIAI4YjG1oxKZ0IxnO52X9K7PAYYFNCfJJa7gwXV+KivrHYVxU6mM1RMalYWuson9J1J5B0rRBTaIs3tvHmdie8jk87eBBz52WaNhgSWOSJhUqKFFbJmsYC1CdlDhPLZ+7NITGeb/r7Hlo5fCCQnCAMKSsCFUbTaIpbTnE+GnA2e1LF71+E5yUuJ9AL+lsL+ig7qGgJVV9hEJQYVdldhPKell5QtaB3wAaBLwHRPMDHIFomLM41tL6FiWQqrdBcdHr2NPuBIsulZlwcZifEsZcAWzPf4Dl5QpMaXaXZtud9YpJS72fAFie9Ll8pQJuowkQGytsRACOaEIWOAqCyCZFUWoTYeoTQVIt6k/W3Jhe0r5kpv04dRwkmT601h6VjpPQZguDgc4sX1bgkY/+5TjsHKcpHZjR0M7P/jRi7B5/+WAJZCFiIqWvveWP1oUnVfFYfRJgr0krFjrx1WVU2WQtNj6icdh80f/V7sfC3u+eGWyJSYAClTcFfDpb32jcVPqNVKJ3yy+oHWwdVnaunlFKy7rsLke98P5Hv9rqYxsr03WTFZXJRFD5SSMsoLAXliKYWuayJN6rqT5CI8DWwY5kk1oefj2KYJhdCzP4CDV39HBFpApifalaUxsKaK0twpKK8NHuVeT84A8YdgygplIQBuSDqWkItDDeF6Ph1Mm6JYtfebvbzJCeXB9Ojvd6iyYnx1ozBcRZoeqIII7eEF72mtzmQ8PZxDAkUXr8iz1rs+J4v4qdM3M9ctZ2M0YUhHclPCYqJetBcC06u9vxYMfuQihmwP7PqS0Mq7EmN5Wss/+jwvfle50r+87q/XviOjXjrJPiWpax4FQMCSSTCuBHR9+3MI/x//PEEzFgLaAZbKR5fZ16Y5NH/zoj/Pd7nUrruxKt63IJuwuMZObd2jZld2mZ03+xRzz/am8/9TalDa6FFNLpyMca2IYc/XovYVbdvxqPB6+bUrWJ0OCJzQUHVp4K4gp7dhoNqShm8Zob73nNrfVr3uJt/64pl/DecfZLhfKoZ37b5/eP71pVpIiA1dYNAuCuVG86gljYstTDxTlrt9NYPdNE9tq0+Hfn/WP59xwzj8vBYFPOsXWKRN0YovXvOdCpP2gTyqc5+UVoBdWppqwxhDCQoTZ3RX0rM8j3esLDs0Rq9ISzW7Rs6EFri8wvaMMuISFbKcAgC2IfGlSrY4rwE9jw2DLYviL54ClB1dHkEFFBtOBSbcpv2td7vO5Hv+dSx7XqXvOb48Gzm9PqZT8iePRK256xy5dHI4YYGENIxSM7R87+V7V/xegHQaUIDbMTlp2RhX9m86VuT9b/oQe7be7gkMr5nrtaSZBkH3nt+sll3b2OVn1i1S7fArAFgzSdYP1b15yZ30iviyajVZOby+/d+9NE7Mjt02puBwn12j0ktbVmAr3TYi9v5+wG/2Lv76354LbshmbEq5c2Gaw4YX3sgrKpTRrc9XofYU/7LtpXFZH68SWE55tRcSWaXZHWe7+zTiPbpz5RmW0dl6EaEPolj9504e34Tuf9rFZrTrpc3vq2iYzpI0srMGLcn2ptNPph40U62NPZiMVEQQ7fu80K1+gfXkWiGySm32005hBSqBrbR4z22YRTIVMnjyusM95TJXg7EAabkr+WTgZYt2bPqFLMymyUQgTRrI6Exsn61wRBfaBztX5Vyy9stsoX0ouxm5+cYaXP75HZrv9z1/+7qU/bV3sdQfDNYvACNQ0jD3pvpb/J6CsABFRMBshLOn3ti3NnNF3UWcEhsLhpcaNZ4cDozKDGb3o/HZSjvikSpMfzNRNKito8yf3i8yiFOqleLgeqX/REBsK2wsf3PWbsel9N09i7O5p3vfHSbPjt1P1Tbtab//tsqs/9O2n/scPBofvmlEOkmKnEwnLSQIx58JCvOU9bytcXtpfvWbo9+M79/xuLBq5Y8qM3jXNe343Hg7fMfXL+kz9sqhuXiwUbcy2LY1T3Cp7RAmnRw9igz5Cj49HiFOZMMPSESBJu6NihNnNBTfTnYLT4pqE/MzSIRt5PiisIJjROyapuK+qu09vdWRagaNj7/uJCNAWub4UhCMwetsEFl/RxzLjgENN1IzVNW/HDTvfE4ZjpnCsRuU9ZZDAWNvKNHZ/9k2CFFkbsAwrkUm1us9Rvvx23zkdKr80a6CthGGQJHBkyWtzxdIn9JqJ+wvPnNle2pjqTT/TRHajTEmhNNsdH7gYq95+66M3239C2PWRCxCDEnpdlmAWopEs2nDUsAFbtmBEs5H1UrLXSYmXdJ3eCsTsHIkAtAkSBK5plVmUNvmB1GlTW2ZfIsCfZ0B6OtAWUrT0OE7gePKK1//ywBNr8b9tuPfWHV2T21c7QUVWWzur5SWLShNd6woqrqVTITb2j20sxD2LTijJBmh47JkjoSD+7lUMLYtfIp35enFv0Dtj0EsCntW8s3sRj2mR4jCSgiQoLB6wMiTDsQOkGGvfePNJmPVDcQp53a3Z8M8fAHDFD7e8/6LX1abq1yhfnpPtTTsda1rY60rphOa0KXEAKWlsVWPk9nFVOlD7pXKo4uac54JgsJAeSQwIVyDXmzZDQ3IXbhxe3nd2h/IH8hbaUuOLZDCIXGFZW5R3lmRhVxlBIdylQ/NDJyU/xgKISlGjTbg2qby8QPniq4OXdqtUb9pwYOT89s1NpyAIsuf8zlj5om/i3plr1z2/+5LtPxg21nXpv9+4gvH/sKDzt4HNey9Hq51F2FmAM94OI5Q0jRxFAtvT3nIbtn/k0mZpFxFrx8Q6YtDjWrszGSej7ILMuyTGzelOD44vLowsPi8VkYmFALP9p+d8Kf7litVRGXD7947+WSXdkymuGNxplMfCxELoGNnqeJsy0Z1X/uRDu+pOa82bDio2MlnhiON2eGkoJFubDqUJ9B84tMVFl/SLoBgIMEWqA0MAhpqFgzVOqKxcEZmRTkb3hAekQ6x7/R0nZe6POEWP2pUPw+b3XwEAEJIpmInwyvdt5q99cN0GG/M7VEpe1bmuTbYsyYKUABsLXTcoD1e5tK9CYSn6jp9zXh1H9ieDl/VelupJW8T2uA8AM0C+sjO3HxC3Tq/9yWzb0qFzhn7y8q5Blc2vbGOVdqhZQ1ibqPHMzjJVx+t/NKF9Dxz9m203ZOO1z9AkFFiA4LQ6NLOtyOl2/7u953c+r219m+aqVkc1IZrbPlfo/b8bUcU95VdazV/wWl2lXaP9gMFERIIbZaRAUViWADq0wuK33XbS5v9UYseHzofUSeGHFkKCiKRH5sdfO53f+KPPYfN/nbOMSTwThB4C6iT4N54T3B07rahP1bXyxLt6zup4Z/f5XTEH2jl+tw4AimwwHYqhm0bvLu4rXjx062j8vNsuxAP/NrEEJP5MsO4ab1u9eOfiK8rbVjxlS+hkTLY66SsbCoZIGeFues2Xn/DzfU9+uWj/5Q+tM9D+o/6Lep7dsrpFc20B37En4gO/G3Fm95Rfb2L+tNfiKtdCR26jNTcnbHrMsAJgSwZMAsoInPaWk6/BD8cpE/QHP3YxQCapf9aedJSypbEibMycanfOBejv3YzzTOmJlA6MZctxXNM3EdFn7/z3HT9fe02/27oqf8/ixy9a77V7C1rpmRmUcvT0HSNqy+78lz70qu//6HEbb1h/7pZvXtoX7TvfpTgPwIIha9rb45Rn3r3uvo1fp++zHX9jHvmPfwMz3/gI1UYqEgwbzMZWAF1ed3rX0qcN5qS7wNXek6a0qyRHbh3/XliIn99+WqsIpitCepIrY4GRvoCblSBBxJqlNNaYNLGNAS9kLHvH3Sfxm3h0setD5839TgDCCpAnH3HKOpVa8GTpy791896T012+IxwBayzqUwGHhWgzG353VI2/I135b91ndfxr9wXdJyboU4HYf9PIA6ve9KkND77ntaezFO/xWtxnpLtSjnAFJFlUp0KeLKb3bO+77IZNq561Zbpteb3iZh68pY1vveObX7Q79A0yO7zLSJcuTbX7Nw1e2U9Oq2fndm2H35cA+DKeuW/ambh/eku+1z2/OhnWSAha9ebbT36c7GHilHqFtn38fIi0hq07sFqAEvo8Zk22MnQLUrnT88yUl77QJFCTj1tTuvWJ38Rl118p69N1oyR+2P+43j/PLs4ZRFYeP8AJwBNm/I4JOXP36F+/8j2bvnf5xs0vLmX7K53T2zOZYCbl6EBZkjzVsbJ4+8p1v339rrGtS77yAt91S54ggEjWICh2c0qWR6rGzajL2k5r+/2iy/qwYHZZQayrMe371f7J2lhtxfT+Srn/vF4grFJU4gyzFYAAlKoLSXGm1ydTDSWMtSBinkdWvept9zyyLwHAzg+d17B+CA2aCbgmZpvklGHp2zY+ous/+L7zEBYDAsBOxn0iG/sElXKe4rf757WuauFsf4ZEShkIsrBMHBpZGa5iatM0RaXw301sxzvWtn+q5+Jei+j4O7fm91zeVZKjt49/w8bmF07G+ULH+naVX5JjkVIWgiwAwaGR1b2zmHlwFrOhPzbl9D/QVdn7kw1b//hpbIGZeuYAJlWvCGcC63X4r/Vb3Wu7zuzk7JKchbZyzl/ADDiSWVs7dd+ULGyfnSRBz7SxvVM4QlCDrXfVWx+97fiJ4DFx/+7/6MWoWAsLDd9zEQdWSt9DZXja6DBGy+IusLFIOEaZiKwIpuqxcuV/dJ3d9Y7OC3pirmnnWF73BpgB2v+b/WFxX/3c8c61m/9w4d+s0Sr1VC1do6Ufa+XZut8a+1HZWb/9J+vO2f6dlk5ZOIulWgVmYWO7Na5G31Bp58vBVH1KuOrFnRs6vtZzcd+CzAcAgCA2dU37bthXro7WBsOpWjEzkH2ycOU1Ku08lURC5GgCsymuxP8pJX/X1OKQlUK6wwPYClEpWXYcwPWx7B8eviDu/dDp0EgnHwtaCMEcWMUKRoQyYxlAxhSx7B8eXk+0nR86D0xCmkAbkvRar82/NtObsanulEj3pS05khEbAZs0v6EmS4MrjanGGP3jiKwcqNyV7kmvHXjCYKaRWHVMJLsmxdP3TtLk3RN7073p7t6LetNuV8ogbN4LQHNZc6Xl0FAwXqFwomLKU7EMpsP3a4N3OGkpUtWSLVNaRrOBcXPOk4Qjr29Znl/afW6PIUmStQX5ksPJwI7fOS5rE7Uf+TnnddXhypjM+SIKpE21C6x+y5+O6fWYxnl2fugMaMqALUFQDEEJX3hTfzHARiq4cSTicmSFEud6Hf7tA09dStIRBHOYp34e2DIo7ejKzoIavXn0Dz//P3dfvq2gye6f4Y5g/4q62/oE19S8XHXCX37gj8tXjt16WXequDY/mJGZxS1QngAzEBUjLu0pUnmoPMZavyCuGtG2tv2mvksXJckUC0FDo+//5b6CrkSnM9EH/c7US1pWtnKmN0PNwpv6dMDFXUWqj1c3xaXwS5b5e8JTE92X9dfbr/gZdn/6Iqx4/e0Pe753f+BMhDILSwRPV2Vxb8U4ecdLt2fkM95+Z+3n7zlTbNrSYk87z0Eqnsayt997wvfY9aFzQa4rqyMV4+bU9T0X9r6q5ZyeOldjj7QVR9sDJZlpAlZbM/yb/TKYqmPwqUvgd6Uxx/J4LBCw/5f7oGsag09dYlXOJQ4NHVEZND+DEgxf6fq+ojPyuwN3x6G5oLx9xraf0UWxJRZEUtci47d7mbgQfTrTn3557+UDsWrzuLKt4IzfNhrqunndzs9s+fLiq1aQN5gla8iCAelZrH7TnSc8f48W/uQDug986BykiGBjiOqBik33pa7PLcm/qveKwTiJrxo6POuNmUG+MuFETYz+/gBHlehJNjK/o3xablz6Z0jHJVNO9V6wfuiX38zFhQE/J0XLkqzMLGsHpR0NbedKWiGJocjW9pXUxB1jYVQMPuB3pv9u4ElL2hbikQUDcAQHY1UauWn/Nhub2ZZVbRd2nttryJOM2M71XYNKCNyC0aooD5W4NlYNTF2HzPwGa/AVkkIo0nbZP9x7QnO4531ngRrkr0QgHbEKZ6PYbfPWkRTfIGCxjfVfmdD+xElLR0rWMGCSBCsslr1l4dp99N/PRdWHCmbqWjny7e1ndr2/64I+zaE5ukOrOVWWQa5ENBvw0M93U3Ywj97LB4Do6C1K2TLIU6jsK2L0pv0YeOISTg3kwIE+spAffq6v9My9E2ry7rGP65p5U6orrRiRLo5/B9neZ0CgXcajARfunbYdl3V+KNOfeWt+aQum7p0o6Xr8nKhmfuu2+Eo40rJNtutKAsvf8qexZW/ilBJPPBysr+axPVeG7zB3X9iBSKm/n91dXDTyS/30rgv7jdPmE0Ij5pJvBECuMpUdBTl1z5jWdf2yeDL4ndOaEqtok/F2hQ5PzRjrp5/WsqZrWecFyzSTEOQri8gIDrQ6xPkTM3HEIr04b/tTjjt649D/0aVQxNUYXnuKoI+tbTghXaRgsgZdjVZ2ndtLbWf3GMRGcl0fmvQTJQ0n/d6M9fuzlgPtB1P11NjNBz5qq+EPTPz/tffmUXYd1b3/d1fVOefOPQ9qdbfmwZZt2XgCg20MDhgSAgmEB+THeiEkBD8gE7MxIGODMUPIAKwAeXkk4ZeQYMYQGzPZ4Fm2LFmWNQ8tdbd6Hu58hqq93x+3W55kqwW8YFn9WUuS17q+p845t3bVrj1yRTen5p90QQzcdDaE5vqFQ5SLRSXFOAkK3hUQ/kb385e2KV9j9K7Bf5coeV1ctLf4eU8rRcKsWcRg4JMbsPwDjy5ovCUf3oIDnzqPyTGE8LOkGAkSNvSMfWwbkCJI7OC3pqntrHZMbR1DbXlBMsuagNA+ZUHHXFgxx06mHxqlwvIC0r15QmSfMZjq2HiNKkbkqjEQ251KGOQsVr3/YRz8q/+BhNvAEOcv8VVQb6O+13R/4Oj3R4fDseoZOlA3i8NPg0Lg6bRKrGsEdnk6xoq/2Lagd/XfyX9fZNwvCG26A9ppxGxkeiyifZuL9dWv6HlVbbh8zfBtB1x575SCr1lEAE0Qhhu/64geu3twL9eSl0Qz4df9joyxqQzvx7lgKAkpCyumKJ4BMj4IIAmTRgrtk3cOmpuAdav89jS6LulRklhVOTgzVyr4mWWOqDF5Swdn0LSqSbec1wXEToPx1Mk474tPuLHgBFpUoEDCY65o42Q6OuF4j+fopp7GFj5Xnfnozwe599J+mKz/HuV7t3S/qLctu7LZpXvz3HPFslSqK/dt7an3pgqkk4kxhksUuQQsBodvOmtBYx75xPnQEPEMYJQM2XJU54RPXHDgce8LlpFf3gQTKB6/bziJp+oEXz/12QmAIpm8Z5CSYihN69rmjlMLVFQJAsvahYnAuR2wFkTC+z53EVb+5VasraQxVyOUm1d4OPrDSSHf/LXzzZ8kon6kc56KPJNUY4JxFmvfs/lZKeTAKSDoALBq+WYoOLBAuns09t92FGE5utHV4ovH7xnaPbV5WFHai13CduQnh3Rx9+RXg7za6Gam70x1ZHTJXGw/nbsbiqtQYtkoB83Jf4YjpZArsYGiE7ZyIUWQ0FJqaV61nNWB0t4pJLMh4B1nAs4hLEBgUD4wDYkStF/UAzzDOfWxweb+1YprgyXYcniL+BxnVxeM/1itrROSpDtAQmAnqj5Vk55L+1qHfnb41kxP9tNLf2OFya5sYURWI7Iq6Mhg6ctW6Ob1bZ8Ki7zdtHa8sD5ZZRclaui7D4MWmFHcf82WRjoXBBCO4VxjEV7oIZEAsMBkPaQ6MtaWwh9M3DMYuboF1OPSjees3jMPDdPU4XDCb8vYoMkH3ALO848bS1jAsbPEXGmUxmaY4njj4013YM27t0AJQzkWzY5BYnxfGQNoZs0BA006xqpfgTfk/yWnhKDT6wHtAYotiJ14GpxtzxhYt00Jv6S0a3Lb5M8O++O3HzL14dKnJ24dfkttMI697k5tte+ytBXXVc9Fd3YUiuYiZMROSuwSOYHq/YT7IAISRmFdG4iAyfuGRFj4WKHJx9OwBCMer8rU5qMorG6FzvlY6HjUUNBFYgc4KWsIlHXUu0AVGgAcGAxHXK1zpivVIpZ/2HxW55U9L19l/ba0RmTVsfzexJEyWnVc1u86X9C7jjT9JN2euoTA3Peas1QSZ3Fo0/IFvihA2IGtjdGIUzg5RABf23RX1leK9oej5b+aemAYMMrNfwzfSHhwkkYOJAOzuaV7cx2+R2lPFmwgnbtRcQKuJ1YplLRRIAhWbBp4wv+18j1bYUoGuuIhzWxNGNuejoOuOz+C1sw4lr1720k+4H8/z/oz+jzL/6IRNDLwqY0YMb4IKbuERBMwQp66srhr/O2k1fi11+38yqb3r1Vemw927DyJoHzGsjmD0uGbOiGJBYiYIJE4zi/4JgiAE5iMh+zSvJT3TExM3ee1tV/Sjyf0zBUARsEW6zJx5wArEsr2NynY4xwNnmkwFiXMgPA4NbzcsvPaF+DMG04cOnto03IoZojvU1Kri/Lsp5s2dJ3fevHSGKH1j4UaHxuO0PBpW507syOBSDB57+Bfr3r7Wc/f+5n7Oegg8vzcwqSIgXAsRLCkUJHEHUwq0bk66wncAmPHiYCYdX5lCyr7p94eT1TPqx6efWnt0MxFmZUtDVtK7GhqxyQfarvkrnWzm6/Kreg8ObV9zp7DsQNHNhSSGTwxefUJtwMcz4I+s7CxngWcMoI+z/L3PYyDN23EXGy5E4DYYZry6Y9rdvjkTRsVlIiICClg+fKHQa9/7PskAleqQynE6MxOiOV20FzLpgXNEQE844LWlC6mMz+p7J30/Zx5beG8XkaYKEEji0kSxuRdRySerN6S6s6/xMsH2UY3ipN4WBEFxyB2U8IOgEjPGcMY/XQXkqQTYAVSEYQUAaJEiKjRhJ7BECGlkvEyB2m9zG9Kvan5nC4gct5jbUOeBKHh164mXm51G1cHZi48+IXtv6u94GaCKMfsBj9xhgJIoXH050ZSL0R5GmIFSViFEpHmdS0mnqpZrribq/umzk0tLTiJnVrwQsdMKh+43KrWzMxM/Tqw+8zs9pH/UEZRZWCGU3mtJpLWR7pm961t70K7193EiBK1UFtAw/fu2cq2EY+r0c0Scym1pKBVkvzKc8GfDZwSqvuTWfn+h6F4rjSQiCh20M55AAzEMZwIMWPF+54o5ABAwtJ+xTryO5pjxG5XUokb6YgL1S8baq7K9jfBT+tX3XXWW382tWt2KB4rKgRG4GvAN252+wjC0fI3FMlApiefpYznTkqtJIhYJluOLDHvU41ae1I6mEU00gGlLIhiTZ7RyVQk4XDo0l2pRlfUhtNPQZwR5yDMr0gvyaVVxnNgPuGCJiKApzjVmQWJXCiJgwKMYlEEMEFs0BEk8UjN2ZlYlFFaYquUStB28QpIEoFYnEl58POpL1YPTe+p7Z30KOfbY7X0jzvw3Gfzn8dO51a1spf336A9/VpXTSYm7xyg+uEZmtkxiZwrdnfHg8/LnLEEYFZy7Pt4+p9z7vqU8W00OOuV90xMKU2f9TMGlCRik2jhv9EpxCm3o8+z7AMNVVweU7eSx3/+dAu7toxwYFJzPbLO6Yei4eLvZla1sggWXuDfMemWLLf0BbkVI/e9dlvPy28pbLntbS0vWYf6wIz4HVldOzRdIuEf+i2Zv86tbQcSt+DdZs7QhGSqhmSqNmSywX5XiaEgAs0KbaLZieu95i/dgXdeC/EzrcqXC8v7ZjeK4/2A3EvGHzEFX8QyyFd9yteAVgt6zkbddCG/OQWTMWvgp5Dtb44nh2tkpmbWg3FJXI66KMBuJnePPVIfK/3nKFquXqZKW0e0NuQ0RYy00bZcmVG+ecv0vYdv5cg25dZ3OGhNSFgdE8p5b4MmQGmej8zlWoLiQ8OKmJnD5PfIN3ys1pAiBJWZTkp5KD0ygqZzlrDXmWe4uUZzjWaa9JQxPMOASH3fhJnePGglSt5iq8kenQv0roNtbs2KU0cdPxlOWUGf52S7b/R8eDcGbzzD6ZSCzph/rB6cekdmRcuSoK/ZSS3RT85Tf1qsU9mNfVj13UcujzLNkzPTakJ+vKcjnImcyfoa1t2nRN6aXd2a161plkqsFuLbBcvchCdb3DrsuXr8BRcmVa81rclZjmvEteGD3Pem36HD13zyAq+t6WqvJfPaVE+hiYwSSRyFY5W6nal/X6r1G0lkK0HmeyUv1MnV+LsRqJhBvYbyztqFKaM/5S0pXBZ05og8JZw4Co+Wynam/u+517d/1k7zbkprmXr0gHSd24e29lk3MVxQ8Wx0r9/sv3T6viNfrh2cfl7ujE5JLy2AjAY8BYhAYgdXjpDMhoqshfEJMAr1w9NgJ6r14j4Jh4omKYYIurKIRsrInL0E1f1TVD8yi9zKNuVq00oSB532oNMeVGBAgWmUEXMMSRjR0Vkq7xpT4Wj5gDi+OinWf2TyaW0T5datmMayXLigN3Sq8ayPjPtVM/zxM+CzoE6ibSlyOmVe6zWnb267fKX4PU0OkdVwTE9wgR3bEUjmc+XFMeKJKpW2DqE+XotcKlP342oztBZhIYhEZJQpbOzRmWUt0Fl/rlqJADy30zz++kBjQvrawTHP3HPYq+wev7Vv095X/uxPXom+aDut/OqQHPnQyhex5Yt1xr/Kb81cmVnVjuzKVqhcINDk4FhL3VLt8DRK20dgS+FrOOYzm87v/UTzJcsS1BPvhOIuAqQ8V9k+omfuP/y/wfKgaU5/sWnjEkr3twilPIEmhhPN5YiqB6dQPTBpbbF+i60lP1OG7tt7y6F78t059L3kTEhc1VyLJJwoctBRuIqMuk75+iKTD0RnfBIR2NkQHLtQWLZWg5aBYqG3JeMq3YXy8FoDl8md0Yn64Rk0X9iHYFUbpm7ZBdKEeKoOV41rytd3s+VtwqJIURuAqwjoNi0pUZ4mV0vEVSLi2G3l0H2i8vDIzel1HeR1ZJRl5QSElGfR877dv/I592zgtBN0ADhyw5no+90mHPn/x7Uthc5rSf9/OuP9n9zaDpNd0yG6OU1PcJkpNHbayIETN9f+ljBx227EUzV4rRlB4shWEyhfQxxD5wO4SsQcO9V22UqkV7RC6glgNMg3jRLU84UH5wRPQotwaJbLj46qaKz8g6Ar87p4ulJV2jeullgy6t1+e/YzfkeOvdaMyixvFUp7DonTjb7ycyuSgiAwzk7VzPTPD8ThcPHn2dUdL267YpVZkClCBAiMFDcPUvGBw2PpZa3NrZeuDHRL2iGyc+HBc2NpEnjaSS024XAR0XiFo9GSsrP1d4rDF1SgDUeJRNM152WD81Wg3+E1pV/td+RaVcabS2gQ2HIIO12FZbV9POg7WNEF4yX1dJsdXZOJS70m4ymVMkj1NCFYUkDxwUHYcthYVB3vdtX4xwDGla9TKuVdQEZd4XfmPVNIHSsfZEsh4onKDNfj77nQ/tOeGwduX//epcp05AXWCSDouWb//4MZ9+vntBT04RvXI2IP13/vDHz05dt0fWjK5fua17Plq73WzKvTvc09KjCeSnsNL1ctATtmV42nk5m6hYg2hZS2xbBgi3XT+tI1Eo+UwKGl5heuxPTt++C1ZRBPVhGNlOD3tkY2geV6ZIOMqpmmdJNOeRlTCCAscLUYkjDiqWo5PFq6VyL7ldZzu787ePewLXSnqecDd/H+t52NTF/uRy2Xr7kyfWZXhNAaWKcbi8VxfkYWwNfiqjGmbtvtbCVSXa85W+lcABynGcHxGPveDhCA9t88k1VgCPFT8woANARJKYFRjLRna9uGg5m7Dnwzmgxf53cV1JLL+/Toj/Zdb5oz782e0a0yK1qhsj6g5/obiQCJA0cWthiCZ8qQegQBIZyooXpoFq2XrxIOLZUfHQEZBdIK+Q1LMHvfAPyuPILuQmPdSRmYpjS8ljRU2msENM3HR8cOXItRHypKddcoxZOVL7e98Yx3RL6z4bcHSNetAEDnR57d/d9/EU75M/ovgk5CpLTFx3/7IZBAzLImjTjZrYg+ZSfKhUqx9hoyupl0w1sm1oFjl3Bkt4D52xLa/RSYLtOS+aDy1FnFewfAUUJN5/eBcgFMzkd52xB0xgcpZQ8WO+4+0Hr+owVMyrqBn2bSbvxllAr6VaAb13cNSzBH9iCc+1Z+ifmOjA7a5g5fa5e4kRtfaLwMWaknDyeTlSvTcbuWMNE0LyjHQxEQO9K5QJpfuEJPfn8HVfeNo3DRcsAmT/89FiDlob5/Aq5YQ8dvnSUq5SlE9ulLZs/FjEtoNSliO1sDouSgVoyR/72LVRx+KdXf8kctl622KhcIYqeRMJC4xx+LoHwDvzsvWNrEICIohejHu0kZQnXnKLl63FifYgshoPLoUUBYlCYULup3UNS4f8cKLApOgORxNlpFUBkf2Q3dLrOqDTN37HvbzL/tzE09NPj76dXtyHc1IeDSLzirnt2cnoKuFZQI2LFyVctezm+xoI+b5szbUstadWpZK0whBVKNPu1sGclkJUgmKy93YfIySThylRCulniuEiG7toNU2kPpwUHUD07BVWM0X7IClS1HoI3Sy93By1bbsUspo7Xa2Kq8/BL43XnojN/IsCKCWEY0PHtOdLT49+GRmeu5zn8WT5X+zW/LapVWQsLgxN7LlRCw3BDyE6EIiCz5PU3IntmN6vZhpFe0i9eaISTHyQgTAFpBokTKWw5Tbn0XvO4CoZ4sqC4+aQKsM64cQizfn+Iaet7Y9zt+R+6PWl+6zpJWGvWkoRUQgPlc9GPjS6PWXuI00IhByp3ZLVyLEB2ZKZuWTJaIFAWNMszxWMn5bVmV37iUpJaYx1ohPe66T75vFqCeGDJKWq9cn0zd+uibWh3fwYn7CjMbV8nZE7/YU4/TTtBnr+tGU6aEsWqTcoljVfDXsuPvZM/sPiN/fj+rfMrN7QjHZogOAF1oR2p1B8OyguMUiFDdcRTFew/CFetii3UiBbhKCDhBMloCHItOe9TyG+uNzgSNs77Rjd3K8mPd+AQgTyO9vlvSZ3RzMjzbXrz7wL8Syar48NQNpXMuMO3hA7A6v8dVowTWeXOliBeSogVYRmZNJ2q7RlC6cz9aX7GBySj1FBW+4eKS4s/2kyuFyKzvajRUWKhrg0gkduTKYaxd/EgsPrzA/FH2rCWgwNAxIX/Ga8z91Ug1FplMyE1Xd4DdRGZ1xxXplW3MlkkSR9O3PTrLlbDEtWgFLW0WRMnT1id4AooAy4SU0blze5GMl/7Ua89+Ndw3kailTXN6/nOLUzJg5pdhZ+55GK8WqLbrAN9xwxEgtv+QP7fvjKaXrItVyiPUE43EEVhw7I8TILZAmChYbuSeKhKdDxB05yU6MiXJ4LQQM5BYEDuEB8aFNMHvaQJpPefiARBZhXpCcx1JGn9k7t8oUagn2utpltarNli/PXd90N/82vbRPTZmA22oLpF14k4qQ6uRqFEI4Lfn6vHw9P3Fn+9tNBJ+8m7qaalsOUL1PWOjQXc+aZznTy5JBCyQKHa7Vr4M33zV351Laf+K1JJCI47gZLrlKCVci6l8/6GKna78l9eavSCzpgO6OUNec4b8pc3Ibuhpc+Vwsrx5YNrNVAlGL7wOu2rE9/ttWZhcsMoOTS81gQaJkPzHwm/zVOG0E/QXrL0FENFBRyeueN+SN6f6Wy/Nnt9vUUt8OJlTK580Iect4/M+dgLBMaWWt8FkvBiJe9hf0oT8hcuQ29iLwgtWgggROTed6m+FyqfkWN46ER5TXZ/E/GdholQhRfmLloN8/7qbX/HZ7mX/UESmMlNGnDh5usiyp4MFlPad35lPE+GOcP/4f1QeOkIIjDsWieYbjg5MUO3hI5sBvt3vKniU8vjkegCj4RNnUvee85ZXEvA7ytceafXkZeWE14Cnpb57FMl46X6d8V+ef15/XhXSjMgSmIHYInfOUqSXt51pp8oz9d2jgHpyb+MTjdPQpLyWTBosayWxgAiNPbLq5J75FOC0E/TJh5bB62110ASdMr+dWtWBOWvSwneuhvuJKw8OIDww/l3SVEyvaqfMxj7ObOhBal030is7Uq4S7ivfva/IpTrBqJPbbSKr/e4meO2Z9YWZkT97+96Z//Gl13/rMssqkXqM42bMPS0EWFbp1R3Q+dSblMGnwp3D43a8rOEZAZFIZFV162ErYfwlryn9wtTK9oZ6ezJJIkTgWgQrul7M9yRtswNpP++ZZ0rlPf7tEiRMVHx4whLJxsLFK85Nre0URIk6thCzgDyDwotWZ7227LJw/5hINW6ksi4UEYLRTgUaytBapRtt2Dz93IuOO+0EHQoUbjkoFEU5nfIu99pzgD2Z8FQAnhY7WlThnpGDYC6mlre+OLWmC6gnDeWURbLn9cNryaxzk+Wx2s7hRn2hk9ptBPA9TrcEetnoltVQqjC05PzOEW/ZtmTXEcD3+AkZc88EAbCOTFfBpZa19iNxf8ih/avKfQcQH5niyv0HuL5zGHa6+i1S6rLUivZ+05F3sG7hnUrm7jfeOYgR0/fQjjXrJ/rGt630U2ruXhf47PPhvxMlJKNFk93Y154+u1cQ2Seev4kA66BbMmh68XrN9ZiiI5OArxdey69hfGTlaRCkE24umKkptcCHPnU4rQS9dH0PlDCMR/A85RMkTeZkX4EASiE6MA4u1pzf1fTG/CVrcMxX25iApFsykr9kdQt5emm8f8xxuU5YiKX8ccNAK1EaSMfFbGzSSbo+I3ee+8c/Lu4vFe2BEY1cmp+QBPJ015mP92bR6Q1LYdLe26vN3RdHE9VK+fadOtwzqmvbBmHT2XN0xn9jekMP4Fg/4btPe/258XMptnuHdXGgMn3XeW/7SfdEkm4LR5boQuqx+1goRKg/MgTTkkXuwhWCxB5fsyACQguvv5WyZ/eitn2wYUtZqC2gsQBqr7MAnfFfPPaFaYz9zUAiRfOciy85rQQ9ThQAECcODHTpjO+TWWDHzHmUgtRjigcmoLPB6vzl67IqnwLc49xVREBsyV/Vifwlq7NupqrjwenGrn5ShRFA5Gl4nPiaE0pHRW9n30tH7179pn8u3b7LJo8MKHiGEXhybGw59s3GhPe0wPcYaZ+5WJdo1zCgiHLTR1+j2WaIGSrQIGH4leJaAnvho8PgWixIBwzfY3hajgnP4wWfCAg8hmfYPnxQlX62J75zzZv/5ZFlV42vHfhpXyePnuut7+VjPcxOtKuzAGlf4gPjnAxMIPu8ZYBn6BkDfFRD2NNn9wL1GLVtRwRp/8QFKI55PATe8nYxTenn9byrsKzjDYVGqYLnGKeVoLd/bAhwrMgxFMuluiXrU9pvpG4uBG6olfHgFNx0BfnL18F0NwORPY4Bj4AwQersPqTWLUG4YxCwJ9GnfU7d1l0taLNjtz/2/gAAFSNJREFUK5pKR3ORn0N78VD2Bxe8Z9tP1r3tb8bvHRmpfu9+ZfePQOzcQuPrRnitY3A9Bo9NE+8bUnxoREmxQtHOYcAy5S5YBpP1lM4F8LuaoAwhvbGfYJmiRweByVmSg0OK9w0pHpshrifzgt0YQxHEOth9R6n83QfV0IOz07ee9adf+vF573qkc/aAdSZ40MT18Wj3iOLZKuAbd0yFf7LAz3sdMj4nR6aocsfOUGcD5y9taQTVnOidMUPlUghWdaJ+/35K9o4A2cAdu/YTxsIx4yMCz3E5pHjnMEkYW5MJYp02oJO2QD77Oa386DObloKWdLro0AxMa/aV3pLmY4Yd6AUkemgFJI7rDx5Ufm8r/JVdhDB+5onoGNmLV2H23+9DuOuopDb2A7X4xP5kAEgsdFczmoODyy5+9GvqZ8/7X8OF6mhH58y+wt1nvHnwrrP+4IYrN3/u7I133fbyAu9ZoQppqGwAsQxXrEFii0q6/dBsqutwYGv5QjLV7/l+QSsOIEKwDrlXngvdXkD5P7cAiSXlazinw8MPVg6WvNZR5axurg8tz0XTy3RzBiqfBqyDq4TgUh1F07pnb/ulX/vmGz99u5V4dt3gAzO5ypGp191zXUzGvaF23/731h8+/FKvu7k5OLMX3rJ2BxaCc/PqT0PrMJrjnUOmeteeSSnXv+Fv6PtjSnkL14AIbFpzCoT7Kz/d0ZGeqaxMnbfCwSggdurYb2iUwNNsh6dN9OgwkuGpEtfiH5OSL4mjEfIDUrCLgn5KI6Dk4f0SdGbSyjPP0xm/8eNnAofY6kYFmKeJG9cKMNpVb39U8WSZM7+5+sQGvEaRCqimDII13ajdtZu8rgLrrmZBPT6+X3l+M/ENQymWeqx0xtcv2/zZsd+77bqbv/iGf2kd7Dq7cLi333/N7X97xdLpR1dnKGzTLRmo5myjiCULwAyeLgNhTAm7JKb0VJI0Ry2crEwn5e5o91GQp2EHpxu+72qEeGQWBEGo81OlemosTlA3BJ/YNQL4lGr0AA8CqEJaOO1TdqaeOnv4J+kXfLRtOOqWw67QQt3XTkqx4yy66q5PbF46u+t1qjTVKrO1tyaHJ9/tr+rqSp3TL6qQJiKCOAt3tIJo34iJD4wPEclVcPxbKjAGvklQj0+cbdf4jUQXUtCBmWXr3ly/b//fJ4PTL0md3S+mu4lgFIgIXKoh3D5o4r0jR7lU+5wQ/5/iUNNU0yoG5Rox+8/FEjPPubPIM1G8thPOeBqWHSn8PrT6qukoKG95h/LXLGHKBIIo0U/YRRQ1hM4xV3+6w8S7hu9TzdkzC79zYYHS/ol3HBEg8CTeN0rVHz48rvKpbPbFG7JmRadFlDyWEgs8VhiBIHZ4Wsf7R9kOTSuuRT+qN3X+torqYQhDh0ciuUAN/im3tX0iWL8ka9b1CxUyBG8uMEcaCRwSJXBDk5DJ2catMBBPVZEMzSB75dmwE0VEjw6BfAOVT8Ff2Y36vXvh97bAa8s0wgbSAVR3K6g5D0oZwDOPzZrYQco1SQYmqL7raJyMl/9SDU18oXLmBt3/74+6mdct1ZROC7YfYA486GVt7VyJ30bZ4H+q5myfCkziZmtG6vEeroRfo8D8E5fqU+Sbj6VfsPbD6cvOSFCNvBNqPwLAKHaTZVX+ry27ajuHz73z64iv/IuW39MZ/y8oE5yjCmkHIuNmKhNcrH9da/05V4nGyBhSvR0k1TKJGAfSIKqj5aMjJz/BnsWcVoIOADMf6gIPj6Hpmo+j/I9/1cb15DKV8t+pWnMvSW1cDn/dEkHgu0aIqQBhYtx4EfX795Ednv43id0XvDXdd+SuOtfgsZSMZ0Yr4dkqlf9zy4CUqh+hVPA3wVl9LcHZ/UKFNEPrhp/MsXbjRQofOEB2cPKgq4RfIZJv+s3ZQ9mtR+3+c85WzQ89wmpDxxe93varsy8+06nWHCGxaq6yymNjzhvjjBZoLfOfVb77ACWHxqHbciS1qLHGOAYZDUr7cFMV8VZ3I/eqCxpWNwFgHYGZjkXxYe7JFTWy1nzjpFRT1R9vV8nAxIeTQ9M3mP4WFXRnOQoZxI3q+FypO0IEsAQyFGV5xonq8wTZoEqeTnQu49mR6URlgnemLl79d+kXb3AIE72g/PnAc8nBMV374fbvCeHVqjWvo72jTpEYRElWRiIlihQ1eVXT44Xsp0Em0ARh0Szhw80I1lWhW0I0v3fiJGfVs5/TSnWf/Ug30vEofnKZ4AVf61XkBdPVgalv938d355+t31F7fYd18Z7hy8xnU0aShFExE0UyY4WD3AYfybeP/P3Xm/29SrjGxjNjfJQCxhYBORpkHCbK4bf0sb8MNy878Zk/8jvm742nwJfE5FwGFNyaHzazVRuVDnvC1KcrSsB4nxe2bO7Tdv0IUtrml+tOwpX5155riOjFWoRPRaxd5wEjighSELzxTKCDb1AFLMdmQl1eyEl9ZiokIZEFjxdtl5nkwrW9ShU6o/l5D/+2vTY0boxBhNqkaGMz9lXnOeq33vweli7RcLoVlv2tYFzUEqY2ZlcQIyUstqPqJkjk04BxgN5PsnUhIGzrDwFYvdTOzoboZ4EWECHl3l/uBsraq7UdnDoAFLKdBUAP3AQLtIqgupoQeqPbkbtY5dp7VgY7Ig0yAI933xuFpyY57QS9OaPjWJm0xJcfKSvUSWShAprl5jZa4WN07cijG9L9g6fbw+MvgIiGo0W9j8PFN9da21JvKZZkHANPFeX7CT1IQKESDwemxl78P7kDy++IrkuGpt9FQRdgJCw7DVavicHa7O8LE26f4khEVaSSOG6UTv0QkL+xe1/ljpvOSjwgPoCjHrzi4AIKBMI+YakXN9NztngrL5zVHNWoBWkFlHttm2zXKmHpKkXab+RJLIQo2EjJVZRxrfBxmVw47PvSsZqt2ZfeQ5HDzyMpo+No7ipGwQRDThyUSPRrJJAIBAiZE3dhi6gyjfqKE5iZ98HipvjQ2OX+mf1O1RC87QxCCyA0SLVyNiBMQfgW0oDJM7N5JZxS2lwPngZGBpB7aMvBFgcewQSoGnT0Gmh1p5Wgg4ALZsaZ6/ZTUtAViQbi60FConntPhagMIDAB5ovW4Usx/pAUCIQNCx9UQrptg9wpOlmsQ2Q2YhTRYFUFq4VCckdlfp2/Vi11deRBf1DygUy4cVu8/byy8Bbd0BFoVIFMx5iSYwsx9aAeDVDRWvTqFwjt9J2eACs7QViO1JJ4lINaTw549W3WRps+lvf4O3qhuUCQiOAUXwV3e3x48cvie8a1ch25YvUMMfvbBB5sJ2zZIWqIz/QtNEbfVbfj6l2wsEQJo2jT7hrRzvEjOfXSlNV3foQjl0JPzx6P69P9AtOaWXtjrUIv2UtFYWwDcCwNZ/+rDnxma/5IZKW7yVrYpIuKN4BPnrR59zFvRfhNPKj/54mjeNoOmGUYQssOQQBeR0IqyZlRLxih/t9oicp2C1RkwEa8tbHdyX7zrMs+Vtbmy2YTg7kTGuMRldMjAOLlVvb3qNL8mD+7ROQkfZlEIha8zD2z1N7HkqMYEOSZM4Ik9M5CNbrkMAkiQBA726OZsmz5xc7PhcWGm84wh4fHa/zgeXpS5ek6J0IAjjhq/aCYKL1kJ3Fjbw+Ew52T3UCPA5KZdyI/5c59NpApZQkoAgFF27sB4ZarIGP6UcQ1Q8NHMbyrV31f5rMyWPHtFzdpMnBLog7TPPVLj2nfs8u/fo15v+54V/OlXoh58WFvGQ06PPPOBpxGm3oz+Z3GfGj/23bAIQgCFgHAXw+bkPVgOjb1qC1t9s1/yOSx1873PJlv2XmL52gafleK2bATSEPJtybmjSc3sGS8rT/yBOg9hx7oZJ4AAYo2DcBGAZgL9DY8d6HUDfaFxi6toV8KVMpAik1VqVCQw8zYgXaB8AGsEt9ZjsgRGngFXBJWdkzYpuQRjTsSQQ56Cas0hffnZT/fv3Z+2+o+Kfs3xh+d3HXiAInhaVCzxS1C/ADgAUIg2gfMKvk2cR1TVsKsf+Uk/b8eLnvY789vBH277sjkysCy4/y5HWGtYBKY+THYdVdM+umCvhhwuf+fwnZ//gD9Gzsp0S6wkhAW1a+K0/1zltd/TjQZsA+iBA1wD0+fmMVID2A2kSKIKDr5XbW7nZHRn/h/D7m43E1iHlPXFnn293lAmcOzymotseAsq1q6lcP6AzKe1l6lz6UAdoFUAvBOh7AP3d3FjymJADgJ+pgkTUnD1sfaOw5Fx66UIQATwDNzwFGZ3W3nkrc945y4EwfmqSSJRAr+hE6opzNE/MkhuZbrjTTm4sR4EHIjqLiEAspMzCmiIUPjYJDUbaWJhAOa+7RfNM8ec6p89Nth/6avid+7SEUYJCOorv3qmiH2/dI9X6891M9cbSB/5c6b5mIHFCIijo8ROOdzqxKOgLxEQhQs+H35LjpENR7jNv/RO7/+gH6zffCXtwRCEzF3LJAnhGwOyin2zT4fc3D/F08WVuqvKvkk3rmm12UTWHgrcwFw5VE6iediuxA2X8c3RbDmBe+G4+d0/J1v1QHU0ILjmjoYEc7wKKgHoMs2EZmdVLEG/Zf3IO2Ln1QBUyoJR3toQOSPusrF7wJfI3TAAkKLc1Y3rtMqd6OnQyXo6ju6tvsYPjnwtvfdCLbnkwSLYe2KqYL1f1aKu3pNmQR8ecf3kzsbibP4lFQV8guU/Owo8S2FiQWdqCyvv/mXiq9kkZnnxBfMuDDyV379Qw2iLlM89WOPzOvTrZsu9rYHcO6uGPVHeTLk6/yHW8/xC0ihY8EYmI3MP7xKRUlypkr9RrewE3F5t/wiQRBjKB2F2D7IYm4V+8DvA0nbBqjGP4F62DG5mG3TPESAcCPkFK7HydesfKnNEn1JR9lc6bdh4a55P1T+Svn0J+dBYtBwcgzE63FEB1kP9bF7zfDU39WbL1wCfhmdcj7Y9Jc96McZud4axoCJpuWBTy47Eo6CdB1ptohJeJiDLCurfZYCh+UIXRpfG9O38Q/XSbkemyRD/Yot3h8Q/Y+2tvllKpSO0tevjcFzv/eUdR+9sW5K6fXfCYAgICH8imE7EusjuPQEo1QuA5+J48bZKIzNkH9h2l6I7tVdWSt7q3/cRJIvNhu20FmP5ORD99WPHotCCT4icEzDx5LN9j+J6T2QrZPUNE1lmVDiwFHugXsHvnPjmF/O5pEANg5tSr25Dc8ahF2v9bFLIfFNABAREpst16Gm2qgtwNUyc/0GnC6eBC/JVT/VALbFAAaQcd1nQqqrs4lc5xzP8Kz1yFJHmfq8V/TSlfk28EREwESOKQu/HkqpfUrmkCWxASJyrQL2PGOygTXKF72/PeWctE9XUwrFOP7bgEeJqhlNhtB0x0984BVMN7vPNWvcm/YmMjt/tEBjYWIBNIct8uin++Y4dqyy/1X7ShRa/rs7CuYQybx2iBVuwGxo3deRhueGpKauGdZNQ/ScLfgdZKGebMDcWTe8lzCIDqta2Nxo8iIKUN5nQHAAwAJIzsx597VWF+lZz2VvdfhOzHZ1C/RsE1CrG6MMiSq8VVr7fzd93B4ZTU46rqalXEliEiIkDGmwLdePJjScFrtEWJNRDbHxHJD1GsdtqZ8tXu4Oif6/W9zd45K0Tl0o3ot8SCByeU3T1I7uDoHmT8l6PEb4LvAZ6xiK13wuW9EWDDlElpSvmbpVz/l+iHW/9ZD4z3eRtXiipkaN7VxdNlJFsPGLdveEDK9ZsA/rcDl55ZXH//XqDNQKfBv4ziSABwwzTkD9CYrQkslgLYA+CbADZhUVVfAIs7+i+BbCqg6hprJc0ZzEEhE2dUo8wrAChkbpj+hceofbAZNpMCiUAlVovRIo+MMweA6S10S8KbKBu8WTXn0jDacamWSC3ajkr9q7qQ+tdkrFRSaf8m70Ub3udffrZFJTQnThIRwPecOzymox9s+bH46jeoEuclTt5D+czVqiXXRCnfSJQwz5QPS6n+L6Tpb8TxrAo8kuYCoVIlFuWgDTRHyCzuuL9WFnf0XwLaVEL0wTbEjSI1ogUilCbA8XzAXPaXEHIAyNw4i+TdORSbsmi7Z8rVLmqFWteqCERW3Khu9d8uI9Vr3Gx1PayNQHLYxm5W+Z4lMv5cRZhw7iy98NOyIpFqBEnsUZ6owyzvrGX+aeij1d9IPu1Gp7qFdDs5N8VVOawyiKWQIcqltQgzqhVWnoJWDHYJMtcvCvmvm0VB/yUJbnyKAehXHnLpfbYCoAIAqD8fqHcY1rMOJlFKKgDSqWmI3KNyGUAEvlIkYWggzKQ1IPKAzFSA2JqFJeGgUVd9qgTUosMQB6nWde11bUgyuYqyyX5jk/3a90DawFZrGuJYWBypRsn49KZFw9iziUXV/RREfg+orW8DZK46DjGBGqlmRBBmIAsjdWVJZsqiW7NZ59Qjwauev0L3tjHCWD1tWWQRQGuRxCL81t2WhycukMRtV215BSaGEiKARAhEBGERoblCckLIfWJx9342sijoz2FqH22FWGieqThK+3+sl7Z/Ofjt51tKeQph8tSkmEZNPIFWNrr1Qc/uHvwiD1feoZe3KvHAvmX4N87+Wp5lkV+ORT/6cxgjDCjlUIop+kHlK+7o1D+G37nH8Mg0kPYbxsL5g4YIkPJZapGLvnefZ/cMfTd76bo/35dZA+VBhNWikJ/CLAr6c5gEGmIj6HXd4l0IOvyZ8ltlZPpPwm/fW0/u3aVgtJvvl4aUz27fkAq/caey+0duylyx8XVT39pi1y+dJicQRQtsFrHIs5JF1f05TuVDbXNp3ESSWIWJolPdzSs4Sv7ZrOt9UfCKC2L4HpK7d/rx/buPUGx/35bqd6n2glaaWIiEAGS86UV/9SnMoqA/x5F3AbV8Gxr2MoYYbYiqVnW3p+zB2W/qNUtfqTIB7M4jOxAlv4nYHkFT1hCJk7mGdBmPQZtmf92PssgvwaKgnybUrmkBBx5EBMqxzpy33sWDo7lkYPSdYG5HIfP35GQ/CMarhtbzGfUgg/T104uT5DnA4m94GhF9sBWxblS/UgLiRtA7K60bYeTiCEoxCcCxRe6mRVfZc4VFQT/NkE051JIAQKNFsIOa61EjLI1cMWhxSC+GrD6nWBT00xT7kfyxQjiOE9STAupJCt2FI4tGt0UWWWSRRRZZZJFFFllkkUUWWWSRRRZZZJFFFllkkUUWWWSRRRZZZJFFFlnk1Ob/Ago5LEVSKPOFAAAAAElFTkSuQmCC'

sg.theme('LightBrown9')  # Tema de Cores


calculadora = [[sg.Text('Calculadora Plumeria Arte e Design', font=50, text_color='Black')],
               [sg.Text('Número de Convites:', size=(19, 0)), sg.Input(size=(15, 0), key='conv', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Text('Valor da Impressão:', size=(19, 0)), sg.Input(size=(15, 0), key='imp', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Text('Valor do Envelope:', size=(19, 0)), sg.Input(size=(15, 0), key='env', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Text('Metros/Pacote:', size=(19, 0)), sg.Input(size=(15, 0), key='tip', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Text('Valor de Cada Pacote(laço/enfeite):', size=(19, 0)), sg.Input(size=(15, 0), key='enf', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Text('Valor da caixa de envio:', size=(19, 0)), sg.Input(size=(15, 0), key='box', background_color='White', text_color='Black', do_not_clear=False)],
               [sg.Button('Calcular')]
               ]  # Fim da Calculadora

layout1 = [[sg.Column(calculadora),sg.Image(icon)],
           [sg.Text('', font=30, size=(60, 10), text_color='Black', background_color='White', key='Resposta')]
           ]  # Fim do layout1


r_keys = ['1', '2', '3', '4', '5', '6', '7']  # Essa lista serve para identificar o Radio selecionado

telataxas = [[sg.Text('Calculadora Plumeria Arte e Design', font=50, text_color='Black')],
             [sg.Text('Entre com o valor total do serviço', size=(19, 0)),
              sg.Input(size=(15, 0), key='totalservico', background_color='White', text_color='Black', do_not_clear=False)],
             [sg.Text('Entre com o valor total de gastos', size=(19, 0)),
              sg.Input(size=(15, 0), key='totalgasto', background_color='White', text_color='Black', do_not_clear=False)],
             [sg.Text('Como o cliente pagou?', size=(19, 0))],
             [sg.Radio('Dinheiro', "metodo", default=True, key=r_keys[0]), sg.Radio('Boleto', "metodo", key=r_keys[1]), sg.Radio('Débito', "metodo", key=r_keys[2]),
              sg.Radio('Elo7', "metodo", key=r_keys[3])],
             [sg.Radio('Cartão à vista', "metodo", key=r_keys[4]), sg.Radio('Cartão Parcelado', "metodo", key=r_keys[5])],
             [sg.Radio('MercadoPago(parcelado)', "metodo", key=r_keys[6])],
             [sg.Text('Entre com o valor do Envio', size=(19, 0)), sg.Input(size=(15, 0), key='totalenvio', background_color='White', text_color='Black', do_not_clear=False)],
             [sg.Button('OK')]

             ]  # Fim da telataxas

layout2 = [[sg.Column(telataxas),sg.Image(icon)],
           [sg.Text('', font=30, size=(60, 10), text_color='Black', background_color='White', key='Resposta2')]

           ]  # Fim do layout2

layout = [[sg.TabGroup([[sg.Tab('Convites', layout1), sg.Tab('Taxas', layout2, )]])],
          [sg.Button('Cancelar')]

          ]  # Fim do layout

# JANELA
window = sg.Window('Cpad', layout, icon=icon)

# Loop de eventos para processar "eventos" e obter os "valores" das entradas
while True:
    event, values = window.read()
    if event in (None, 'Cancelar'):
        break

    # operações tela Convites

    if event in ('Calcular'):
        try:
            Qconvites = int(values['conv'])
            vimp = float(values['imp'].replace(",", "."))
            venv = float(values['env'].replace(",", "."))
            vpenf = float(values['enf'].replace(",", "."))
            vcaixa = float(values['box'].replace(",", "."))
            tipo = int(values['tip'])

            impressao = Qconvites * vimp
            envelope = Qconvites * venv
            Qunid = 70
            Tamanho_total = Qconvites * Qunid
            if (Tamanho_total % (tipo * 100)) == 0:
                QuantidadeDePacotes = Tamanho_total / (tipo * 100)
            else:
                QuantidadeDePacotes = (Tamanho_total // (tipo * 100)) + 1

            ValorTotalEnfeite = QuantidadeDePacotes * vpenf

            custototal = impressao + envelope + vcaixa + ValorTotalEnfeite
            lucro = custototal * 1.2
            valorvenda = custototal + lucro
            valorunid = valorvenda / Qconvites

            window['Resposta']('Você deverá cobrar: R$' + str(round(valorunid, 2)) + ' por unidade.\n\nCompre ' + str(int(QuantidadeDePacotes)) + ' pacotes de ' + str(
                tipo) + ' metros.\n\nVocê gastará um total de: R$' + str(round(custototal, 2)) + ' para confeccionar ' + str(
                Qconvites) + ' convites.\n\nO cliente pagará um total de: R$' + str(round(valorvenda, 2)) + ' pela encomenda.')

            window.refresh()

        except:
            sg.popup('Preencha todos os campos com numeros')

    # Operações tela Taxas
    if event in ('OK'):
        try:
            ValorPago = float(values['totalservico'].replace(",", "."))
            Taxa_Dinheiro = 0
            Taxa_MPago = ValorPago * 0.0499
            Taxa_Boleto = ValorPago * 0.0349
            Taxa_PointAV = ValorPago * 0.0379
            Taxa_PointPc = ValorPago * 0.0436
            Taxa_Debito = ValorPago * 0.0199
            Taxa_Elo7 = ValorPago * 0.12
            Gasto = float(values['totalgasto'].replace(",", "."))
            TaxaEnvio = float(values['totalenvio'].replace(",", "."))
            TaxaCorreta = int([key for key in r_keys if values[key]][0])  # Essa variavel recebe o valor da key do Radio

            if TaxaCorreta == 1:
                Valor_Recebe = ValorPago - Taxa_Dinheiro
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 2:
                Valor_Recebe = ValorPago - Taxa_Boleto
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 3:
                Valor_Recebe = ValorPago - Taxa_Debito
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 4:
                Valor_Recebe = ValorPago - Taxa_Elo7
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 5:
                Valor_Recebe = ValorPago - Taxa_PointAV
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 6:
                Valor_Recebe = ValorPago - Taxa_PointPc
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            elif TaxaCorreta == 7:
                Valor_Recebe = ValorPago - Taxa_MPago
                LucroReal = Valor_Recebe - Gasto - TaxaEnvio

            else:
                print('erro')
            window['Resposta2'](
                'Você Receberá R$:' + str(round(Valor_Recebe, 2)) + ' na sua conta.\n\nSeu lucro será de R$:' + str(round(LucroReal, 2)) + ' já com taxas descontadas.')
        except:
            sg.popup('Preencha todos os campos com numeros')

window.close()
@GuiJR777
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GuiJR777 commented Nov 16, 2021

Thanks for the review @PySimpleGUI, it's really very important to me. This project was my first programming project in my life hehehe. Today I work in the area, but I confess that I never revisited the code. I will try to remake the project bigger and better, and I will definitely use psgcompiler. Thanks.

@PySimpleGUI
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You're quite welcome!

This project was my first programming project in my life

WOW! You know how to make an entrance! What a way to start. You dove in headfirst. I think you're the first person that I've heard from that used PySimpleGUI in their first project programming. That's seriously impressive stuff. It doesn't surprise me you "work in the area". With the kind of programming instincts you showed in your first project, there's not doubt you've made the right career choice.

No need to revisit this project and make it better. Move on to the next thing that you find passion in. Not every program is meant to be extended, expanded, continued to be built upon. Some are just meant to be the way they are. Solving the problem is the goal.... and you did that. To me, that's an A+ score.

Just keep building stuff.... keep solving problems. That's the best way I've found to learn to program. PySimpleGUI was not written as the goal for me. It was a bi-product of another project.... a media player. I wrote PySimpleGUI to help me make a media player because I sucked so bad at writing GUIs using tkinter. I certainly didn't have PySimpleGUI in mind as a goal or something I planned on building. I solved my media player problem, and in the process discovered this new way to approach GUIs.

Congrats on finding your purpose!

image

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