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"TUTORIAL -  Blok Ciphers dan Data Standar Enkripsi
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Blok Ciphers dan Data Standar Enkripsi
ab ini melanjutkan diskusi kami tentang simetris ciphers. Kita mulai dengan topik Beberapa enkripsi, terutama pada multi-encryption yang paling banyak digunakan Skema: triple DES. Bab selanjutnya beralih ke mode operasi cipher blok. Kita Menemukan bahwa ada sejumlah cara yang berbeda untuk menerapkan cipher blok ke plaintext, masing-masing Dengan keunggulan tersendiri dan aplikasi tertentu.
 
6.1 Multiple Encryption dan Triple DES
Mengingat potensi kerentanan DES terhadap serangan brute force, telah terjadi
Cukup tertarik untuk mencari alternatif. Salah satu pendekatannya adalah merancang secara lengkap Algoritma baru, dimana AES adalah contoh utama. Alternatif lain, Yang akan mempertahankan investasi yang ada dalam perangkat lunak dan peralatan, adalah dengan menggunakan Beberapa enkripsi dengan DES dan beberapa tombol. Kita mulai dengan meneliti yang paling sederhana Contoh alternatif kedua ini. Kami kemudian melihat triple yang diterima secara luas
DES (3DES).DES ganda Bentuk paling sederhana dari beberapa enkripsi memiliki dua tahap enkripsi dan dua kunci (Gambar 6.1a). Dengan diberi plaintext P dan dua kunci enkripsi K1 dan K2, ciphertext CDihasilkan sebagai
 
C = E(K2, E(K1, P))
 
Dekripsi mengharuskan kunci diterapkan dalam urutan terbalik:
 
P = D (K1, D (K2, C))
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Ro5588skvv/xyzZo1e/fuZYwlEolUKmXbtmmajNmBLY9t25Zl6TNi28y2WTIZt7op0K7KOWlYJlu/fv369etfffXVm266acyYMevWrQPAOS+6IOhFA2z/kz8RfqROlBJkLKIf0bXS559/Xl5evnjx4ng8rhWVSqV0/ZhMJm3bTqVSiUTCMIwuq0ArZZhW2m4xTctgpp1OWXGzxdKGM1ImS/WsUvVf0bIswzA2bNhwzTXXTJs2zZ/KAd6YJPS85Url/9fSguKQEhxQ0D1YUA5ETgWzIry8fFGUOdKnWtKv/VevXv2Tn/xk2bJl+/btS6VSyWTSLT/LsizLtu1EItGNsVKpVDwe12dEuyqdtg0j0Vtj2cyymZVIJJqamizLamxsXLt27XXXXTd79mztJ9+vpTaoK1D8ZKxShIxVGnT12+hQiw25H9GiRYtGjhy5detWwzC0LRhj8Xi8ubnZNE1fHtphXWEw07LTLJm2WVPCSsaTjU1GUzqZZsxgViJlGik3tLK7OYiuuG3bNgxD29GyrHg8vmDBgnvvvTc4/9CJP5VuhXPTPvL3OQoKELwdaIdsXfH2sl//8oJpU6LHmll8/w/nXXRF3ZMvtrRzjnw4pYIRmxd+9aGchRAvvPDC+eefv3XrVu2nZDLpXxk0NjZqW+tP3ZWxTDNpWaZpJg0jYVmmZZmGYeiQq1doWfqv2NTUZBhGY2Pj3Llz77///kwmU1CWpTG0q8NPTRZuRElAxioN/kuNtW7duvPOO2/btm1aFYwx0zQty0qn0/F4XItKV22m2V2UZFrMMC07mbaMpmTKMtMsbTalk2nLNVYiZRraWKbFzK4rWMuyTNPUr2uapq7TDcN4+umnp02bFqw6T1CNdmEsAShIIAt1FGhF5sjt19318sJXofjefT9Mnj3nkIOMG3V5fvP7rzxjBY/ZQ5RSGzduHD169JYtW3Qh6w+bTCbT6bSOdfT1gVcSXbUKMttmhpGwbabV1f156Qr/EsRvY9TmS6VSCxYsmD59ul/CJaIrkLGGCGSs0qATJwV+Lfo6XCcFdJIqPIBvs0M3T7Dvp6gOam9vHz169MaNG31b6FapQL3ZY2yLMduO2ymrOZlKxS3TTlpNZspihsUSFktYzA2zTGYnLbsbaXXKwYMHb7zxxk8//bR3Fah3qgKVnfZNFshCZSGcvz/3ws1XXN2UPjxpVu0+83A7kNU5hIE+sMJDFhvLbzcLBn/BxjQhRC6XGzly5MaNG/0o6kQXAR2NZTBmGEaiuTnNmGGa7nG02rV19GG19Zkbq/UO0zQTicS111772WefnfA71geZFV1zBL+QhQ91eQSd0dqpTUtHrqczZKzSoGtjKcllIJObBzvqB4lOf8l+4jIAPUHts88++9RTTx08eNBXlF/Z9aGmS1l2k2lZpp2w0g2GZbMUSyRTJrOYwZhhMUOHWX0zViqV+vrrr88666zjx4/rj6M/QtfIYD9H4NqcK3AJR0oOBXAn+c1Xo39ROWlW/fLVm48KHNfpGhJCFCRseDc7v6IPVr5F3tJ/Pvvss88884zfb6TjyG6N0rmxdFyVSDSm07Y+X16/l4sfM7E+GUsfcN26dWeddVZbWxsKr3j8+eD77AZdPp32jflDxQL3FKjLcZyi19Xp+BiscWNEZ5CxSoNuYizl1oxKKaGk8BqTBgX/N4zApKjB+QuCAcEll1yyY8eOdDrt1oiGwRg7YQNg5zUdM1gibhtxIxlPWC1m+gizUjazLNO2TFvXtidjLN2Xdt99940dO3bPnj0nKgYJOIDTsYlWKeEI7l5SCCCbRfMPN1x+1pixs5ISWegUDA4pFCSXjh6tpXuzvBbFQLNUoPL15RQsc13dK6UuvPBCnXvZY4rbA3UZ6n4s3ZxomqZpmpaVsu00Y0z/2bti7aycTdNsamq68847H3744X379im9hHRh7F4wPcpJ4M/q2yn+I26yom6SlVyLM+e481U6TicxLjFYkLFKg8DVunBHnkpAimwGSiqHQ0hIpfs+Si3G6vhLllLu2bPn3nvv1TWU36xkmmb3GRadV3PMaGLJFtu0raRlmUkjlWQtCSudtGzPWCxvLIv1wVjxeNyyrOXLl997772xWGzXrl3dVpeesfwT4QVZfhAsOCAB3obDP9x76+9+d+fjDVkcFwCykByKK0jhzuSUN5bwDuVHVB3fhl+n+w/t27fvrrvuSqfTOqNEF3UwUbAzujRWKmUlk0k90sCyrGTS9Pc8VcZKJBJvv/32PffcE41Gd/+4RwV87Ju40+/VCem0BbX7Q3n5isW9VsE+LSmpSbBUIGOVBl0YC0pCSuS4XyHqy/JB//X4NWanDSZCiI8++uiFF15gjOnECr//oy+JZ6bRYjQ0GQcTiYRhWikrbbJ03D50wEibLG2ZzGKGxXTmBes+86IrdHW/cePGMWPGVFdXR6PR5ubmE0mLK3DhR0VKQsFx4AgopaeNagVnz9RP+euLz4X+73cff2PkAO60Q3FIR6gch6OKYyy4RwtUvsEU8I65IUqpDz/88MUXX/SHUukIyU916QGGv5lmkjGDMZZIJBizLStlJDu6re9o55mmuXnz5utuuD5aF5tVNbvl8CEEmmFPxg1B4fn4X1E3JNWnKxhgKXhXhxyKcyerVwbVU4j4PcduQ24n3wSKvQYOMlZpIDs3lnJycBx/VKk2Vnbwrvc6NrMU9Rn4o0GXL1/+6quv6nqqL6kWAVJm4lB8T1sqabImljqUthLMjCea2380W5NW2tUVMxizTdbr6Cr4Dvfv3z9s2LBYLFZXV/fWW2+dqDCkcoOkvLF0VagkIDJAy6sv12/Z/JXjiHvHzZgx5wWdc6GUTrrgbpOgJp82WFwDBhtdi+7RN956663FixfrRld9TaDTILsZkV1I3lh6yDBjLJ1OW1bKslLp1CFmpk3TzbzoS+EG0MZKpVIHDhwoC5XXRGujdbE33/o7OmjmZMZpdSwx94Tp1b/gdiUGdpZQAooDDmQW4Cowe7C+wXlXWiJjDShkrNKgC2O5MZYEpOI5RwHtQgx6jOV3M+irV33pGqxxpJTvvPPO66+/ri/5TQ9dbfW24kub8W+/fO/Skb+6+PLra+Y8U1f12KSJ91154/17LJGw0haLp8yEZbKklU5aaa8K7ktlatt2JBKJRqPRaLSmpsYwjE4/fqC9qMMchpDSOQa0HT1i1NfPvve+O5lt2enU49OmnHvuqI9WrWvlyAIcgBKQhWNU3S8AV+BCOChsFSwqXvcZSgFYuXLl4sWLU6mULmodbCUSPRn2axRtyWR8/fq1F1100aWXXhqN1sWicx984NFbb7lD92qdZNoF8+bUSBhJZluhinBNtHbu/HnVtTXJZLLT71hvCX4P/T5XnUvpF51vLKX8kpRKcigOnoFylJNZs2bt7Xfc+9TCZ6uqY3+89sbFS5Z1EWCBjDXAkLFKjkAlJgEnc/TwM08u/J/Kn7388ouzaqpr6ucfzfDBMlaw3kwmk3v37u24j9bYypUrX3vtNX8sTjDhoreVXbPZcCz+3eNjb3t4cmyflWlme1PJ3Y/XPbctfjxhpS2W0MZKWOmElWY6TaP36Ma0SCRSU1Ojw6xPPvmkq3Jwz1HAXe6f0gHagWNAm1Iin0+h2iFyHMgAGW0sKYqnEHQP5XVueaWtlGpsbNy/f3+nAhNCvPvuu0uXLvVnDAl2HPYAQ4/Cdm9biaTR8PDDD0+aNIUxO5k0baultqa+sTGhe8iCxuqbtEzTTKfTCSNZUVFRG4tWV1cHi/oUZjf4rdb79++3rJSfsSKDGYL55WYkpAM4kM7K5e/ce+/9LYeO6gDr7XdWfPzJagTCskLIWAMKGWvwUf7MqqpoWjkOtEEd//iDf51/zgV2CzuSOXLplTe+/sa/Cq7rC7eidTR6NWn3CTf/4ErIXCZ76cWXjLnp5s9WfZo53p5/RSkBrFixYvHixX2o0TrSYuxzGjfMHHvznZOrdx9CKplMx/d/+/3+vfaxJGuxTFsnuCdsO2HblslS3U4t2CmWaaesNDOsyorhsdpotKY2Vht9/tnnuiwK/8wF79EVn+JQepr24Dnm+WbDjs8tjNL8uM1fgeX4sbZLLrr4T7fcuvrTz3IZd24O317vvvuuLmo/veWELtEZK5aZtkzGrASz4rqzyk7FE8kD48ZNmDzp8WQyaRhGKn1o2/bvE0nTstOGaZnMTqWaDIMVjkfWdD4quWCPQHfm8MiIqqqaOXVzY7V1L7/4UkEbXPBGHzb9XOkuenKo+XAkPGLCuIkb1q9tazuqd+E8554jXdRK/9z4jk1bRv1m1Pc/7BVeu20iaSYNplRnZ7zw60AMAGSswUcby+3D95OV3J9QK9D25Pxn7r7roeOZVJYfuerqu2bMer6r32pwBY3uF+47+eoAUq1fuy4SrhhROTxUVr7opZe//mqNZTIAUsp33333tdde6503uqDF2JfZ/1XN+Fvvfjy21RZ2MvXukiWfrd10IH00yVosM50yDWYlEjbrs7FSVtpMMpulKkKRumistrqmLhqbWz+nXwqw54UcWBdxw7r1ekL0UFn5okWL1q1bl06n9fdHtwqy3hmLecaymZVgVoKZacbshPGjnW4YO3bshAmPpdO2aSZfeXXp2nWbm5qPMCtlMjtpMNO0dL57B05srHg83tTUZJnMTBrh8or62Jyaqtq6aH3VrNldlUAfto6rq3y44qOyM8orI+GLLhr90qKX165fd+hQs1LC/aFJAFzIw9JpnfjAY5MfnpVz0C6Ebp9309wVpCx8Ie/HS8YaSMhYJYFvHAQW24XiwKFMpuWqP9618JlXgHSztfPcC657891Nquuf67CfnlERCldWRCLhilBZua7mKkLhU7LpNUH0YfXx9UoW+tGfjTizfFjZ6NGjZ86cOWPGjNdff7133uiCZnNfW8PaKQ/ecP41t0yqf7ludt0NV1356bpNe5uOJllLyrDTZsJiiaTlx1hGb42VjBspK22ZdqgsrD9a2RnDTlWh9WEbHqnUhazfjF/m4XA4EokMGzYsHA6HQqELLrhg9uzZ06dP76WxDC+7Mm2Zabfbz2xizLZSBxPG7ocfeeCKKy6Lxqpqa6v/cPX1G9ZvSSStgw1xy05bdloPq+t6hPIJYiy/iXh4ZEQkXBkur4iEK3824syf/n8/0Z932E/POHP4iL59b/UXsrIi4t9TPqxMH2rE8Eh52Rnl5cMqK84cXvE/oVDowgsvXrDg2XdXfOhdGiab2M5zf33p8r9/5QdYvGiWmQ6CImMNMGSsUkEpJSFUQaTFgXS8YdvPz7pixb83HGs58MLTs++4b1L6KLoxVmVFJFwe8tc3Gh6p1D/aU7WdOXyEv96Sv8DViMrhZ/zkpzfdcOPCJ59avXr13r1733//fT9X8CRpNg84bMvUh26+Z+KMH6yMlWAL6+d8vvHbA+mjSdZkmSzlGStpucnuvX0Jm6Us007bTeXDQpFwhd5Ooel7u53xk5/qaw5/WS9d5pFI5IwzzqisrBwzZsy8efP+85//7N279x//+EevYyxmWCYLGMvQxjLZQYPtGz/h4fHjx6ebWEPDgXlzn1rz1aZ002E9fb5hWjqHsOuxWSfOhtfPLR8WqghFKkKRcHn+Y/ofWZ+C3pabfrp+oj6gtle4PBQqHxauGBaJRCqGVY59YNzLLy5a/fmXDYmUALhzHGgBGvbs/PJX/3Phfz7fzyUcICeVHnLgcFnQKhj82ZKxBhYyVomQH7fojsvRxlLx/6xaXPGL86fPXfLnZ1/6dNXHx7Oym7wLPRLTH6nT99llutBhwbq9Uj0xb35lReSSiy5+fcnSwy2Hgj/flStXnjpjNRzdt2nKgzc/Mrvu+6b2eMJo3L/vx/3JH/YmmZlmjJlWwrQMk6WZ2UdjWVZKhw6VlSOqq6t15kVdXV0fS+/k6VDsC598KlRWfuGFFy5btuzw4cPuXkoppfrQKuh6xUwzZlssYbG4ZdqWySwWN42G8Y9OmDh+spk00inrwFeJbeoAACAASURBVL6DB/bHd32/20ylTWYbpmWnU6ZVMOFW4Zpk3RlLD2rWMVZl5Yi6ujnRaF0sVl9bW5v/6Cc9Q67/tffTBcc/Oq7sjGG33Xbrhx9+2Np8TDcGcil0LAVI4BjAUsmdZ//fxR++v95fAiaTdY4e1bNJBc5LhxNFDBhkrBLArZjcnnnuZj8DPAe+/6UnJlz9p4dsgRygvMTdEx4y6Kq+5F+dqKuA55z9e/fFaqNfffmfoo4H/XLLly8/da2CDe2NO6Y+eNu9k6b+kG5NWraZNN5664MP//UFM9OMGaaVSNqGyZqY2aTnxu19grtt22nDYJWVI6LRaF1d3ezZs2OxWK/L7VSh8okDkosD+/bPnjlr4/oNfrq2XxcrpfqQeREwFvOMxSyTMbMxmTj4yNhHp0+bFW9otEwWb0i8884//v3xqkbDtFNNJrOtlJ0wkn0zll52RK9CUlFRWVsbq6ubU1sbq66u9icV9DMk+/C9DaZT6qGBUsqvv/564ZNPb9+6Q0qulO7ihVICkFzoIccKcCAPQR2Lzq6bOrm2PSMEkMk6H/3z31u3bs8PxiJjDTZkrBIgH1g5AjwH5PSPiB/F4d33XndR7XOv24CjAIlcLtPNahRKKX8Mb/9N39lJVeJJi+fcgUTvvPPOkiVLeqmNzkmb8a1f/fO6K86/7A/XzqxfGK2LPTL24bNHXbrpux8Ys/WCI6ZlMLOJmU1ernbvjGWaVjJp2na6snJEbW1tTU1NbW1tNBrtpwI8MYErAJ5zoApGv/l76UFLflpmb4yl0XYxGDN09mDKTn695vM//P7qSy66OFpTO7d+zmOPTjr7tyO3bd/J0k0msxNJk9mWabk9Uvoo2ljdr/6s0TGWXgMlHI5UVdXU18+NRuvmzp2LQFxVNF9lL4rNM3rRaGvJfbdIzzES4FBCl7O/FMGxw4eemDP35ptvefrPz0Rj9Tt3/aDfRQkuPnl6QsYqAbSxJBRyAk5Oz8OkBJzWtSsWj/x5xYJX3jY4BNxROlwO5irjwRGa+XuD4VdgPFavtNEVKTPRYu5NJ/cZdlOcNTPGUqlUg5E27FbfWIyxkzGW7psxDBYKVUSj0fr6+pqamsE3lictJTpZ0sWvQJcvX957Y+nyycdDbt6g2WjbjaaRSNspixlm0mhizZaZNsyUYacM02JWykrZSdPQoZL33J4aS78xbbuKispotK62NhaN1lVXV/sf3b/k6htFw6sBr9NXQrenSwhHZ1RId8iB5N6MncofnAAhKX4qRchYJYCXHKj8gVngUFmoLKQDhRz0tN9A0QR0pUMgJoDXVLV06VI9o6CuQ4NDXHunE5ZoNg+kzQbG7CRr0jMHJllLkrXoR3X9axlNfiNhV8byxwP5c/LqRR3T6eZEwvj22y1nn31uLBarqampq6sLdq4MQnl2cY47Xum/++67b7zxhl5qhHkjiE80M5ZnLDOtvaWNZbG4xeJ6vTE/O4OZaZOlk5ZtevNgnXAqrKAy9TtJJBL+VIeWZW3duvWss86JRutidXNqamN+A2yf58DtUXkq96YIJuW6gRd3JyZWyE8VWYI/tNMeMlZpIF0bKQB6SUCV1dd6+V+OArw5nEruh+SFApK79enmzZunT5+eSCT89en1ar96Mdyeqcqr/piRNuNpM8GYnbTSSYuZFtO9VowxP6LyM9+6MZa/Em6wMk0mk/F4sqXl8OrVX4wZc6vWlZ75YnDL88R7KQVg/fr1VVVVek50vQCjDmJ6UM754VNe5oW7PKY7v7DJLNNmZtpdw6XHxvKVaRiGbglsamrS63mmUqlUKrVq1aqbbhpTXz931uzq+jnzguHsyazoeILyVPmbheXMFRyFdncFGTJWCUPGKiW834+3mEV+yvZg4pgKzqBaIugBy1LBWynj0KFDF110kXaD3+cRj8d7cPlfjMWM5qSRNgyT2QnbTtgsabGUYacMmzFmWoauQPNrZXVtLF2h61U59ATnevku204nk+b8+QseeOChurq6qMdgF2sxflZCMKEunU6fd955zc3NeqIpf7n6nq1BzLxJBZl3mxW2FjLGmOsqZpsnzFzX58KymGHquMpvCWxsbEyn08lkMp5MPPHkgvsfeKiqunbO3PnVNdFYLFa0UEg/zvYcEFGgTysLtAFZKK8VkShJyFilRL5z2JvY29OUKpghtxSN5c/O4Cd93XfffStWrGhqatLr2OqaNJ1O92yS1jx6GouUyRizkxZL2CxpG949XhWZr5yNbjqxtKuYl2Ct1y00DCOZNBsa4uecM3LGjFl6Gtw5c+YMZozVBX6jWVGF/uCDD77//vtaV/F4PJlMNjc398BYwUJj3Xb+9cJYpsWYYVpmfu5B3Sysy9wwjISRPHfUyBkzZ0dj9bOraqKxel3Uwc/Vj8aSHX9TgOJAO5At0VZ3woOMVRooGfgJ6TkG8yO0tJ50DiEg3Tm/S4pggruXlLF169brr78+Ho8Hg6o+xFiMMZPZjNkpw/YsZXgbY8xOG3baYIwZSbs7XfmvrmfM031s6XTasiw71fSXZ5678aYxdfVza2PRWH1dVU11dW1NYXRbWi1FwTBr586d1113XUNDgz9Zvv6YXZeEUdCV5fZmMTdC1RszCh/t9KzlC1y7yt2Shs2stJ0yEknmLS/pz9//3AvPX3PtH2ujdTW1sWisPhqr15kXna5geUqRgAwYSwpIdxVNd5YZScYqcchYJYCC9pPwVrBV0A7zMnEloJCDzLnrj5TeT8qPBUV+TnEAVVVVsVhMt8VpdLtQb3WVtNImS3tm0sZKmFYiaTHG7OaknTaYaRlJO9GTpACtK39JDsMwNmzc/Jvfnv349Jk1tTG9aFOsvi5WX1eCxuoYhUgpOeezZs1asGBBMFGw64xB40TGivvGMllaD83ulbFs22aGqTdd1HphT8MwNmzYcPa558yurqquic6ZOz8aq6+uifpJLsHMi/5ZpT6YAqjTMT1jub1cJdnqTniQsUoEqUeKiIK2dc9Y+d4sb6LcUjNWYN5S7Spdjba1td16661PPPEE85aZKAq5eobtzWdhW6auEw2d0mZazGTpdDKdNmzTSiTtBGPMMrs8vr/Ikw5B9I0tW7acfc7IKVMfr66JRmP1tbFo3Zz62dVVry5+rdSMVdSDFeTo0aM33HDD/Pnzmddd1+Mrg3z85CnHjV8DLYEFPVuWyQLaM4KuSnp5GTazmGGm7ZTuMmxubjYMY+v2beeMPHf8xAmzq6vq6ufOrqqpqY3VRuuWLFnif238f099vJV3UvGI4EALoe5FloN/sonOIGOVCHk/FRkrsEN+z4F/fyfAD7D0Ww9cHScSiZtuuqmqqqqhoUF3tPhp7j03lh8H+FWqnkvQZLbJ0joz27R0qyDrfl47P7tdq2v58uXnnHPOuPETo7H6mppoLFZfXVsTrYvVRus2bvrGPxHwKjVV/KGLbnVPp+euF2ezaH0sv5z1jXg8fvPNN1dXV+/fv5+dYOnnzlv5gtmAhZmBne7fSXSljaVXQNZNgoZh6FbBt99++7dnnzV56pTq2pqaaG1d/dzaaF00Vl8brdu8eXPwO9MPbYNe/l8+iipOICzuJyZjlSRkLKJ/kVJms9l58+aNHDly6dKlu3fvZoyl0s16OKqeX1VPWBdMSDvBZhXUsLo+Lahnu9jcMbB2OmmwDz/617jxEy+97IoJEyfFYrFYLFYfm1NbHY3FYjW1sero/Na2HCABB4r7bbZAviIT+ZE9HVYTLs5G03CA5+NmoCiPpkMlKfOSK7ic6XC/frpCLsfnzXvivPMueO21JT/+uE+XTCrVZNtp07RM09J5J70o6m7PQlcP6TNrmpa+/cGH/xw3fuJll185YeKk2mhdrG7O7KqaWN2c2midltbx48f7b4qWzgjEWMjfVEWPEqUHGYvoR4JNWFu2bLnvvvsqKipuu+22ceMnjhs/ccLESRMmTpo0eepjk6aMGz9x4mOT9T39t02Z+rh+6YrI8Cuv+v3Dj4yrnzMvGquPRutitXW11dHa2lg0Go3VzVm38bt8/SUlVCCvzGuVde9RbqcjOrQ1eTf9GpCrYEuvPpSfF5pXUjCe5sXG6u5+ly1btt1//4PhcORPf7p98uSp48dPnDDhsUmTpkyY8NjUqY+P90q+/7ZHHh3/2KQpEyZOenTchFA4ctXvrh43fmJ1TVRbKlY3J1Y3p7omqpth163fGAywglM5n8x3j/ivhIxF9CN6MiG/92X37t3V1dWTJ0+eMHHS5CnTHps05ZFHx2tpjZ/w2MTHJvf39ui4CfqFZs2u1hf4sbo5NTXR2upotKZ+ztwFsbo51bU1r7zy12y2Xb9pvx/RI2+LgLEQFE8HhchCIaHDPo47dlV1NJYXvQVyst3IL9B4Jbz4REp3irwff9xXUxOdOHHSuHETtLEmTpw0ceKk8eMnTpw4aQCKesLESY9NmjJ+wmOzZlfX1c+dO++J2VU1VdW11TXRqupaXfJ19XMX/fUVh+d11f/pgsTQhoxF9C/+NHH6Onrbtm01NTU6s7k2WlddE9XtQjW1Mb+ZqP82PQCofs682mhdXf3cquraaKw+FqufUze/trpuZnW0Khp7bcnibK4NyLoteMVJF+5ouXy0hKCxvD+Lal1VeHdxYFQ8WjzwpIKFpFVeaVpy+dZIv57P5fQ0sti06ZtYrD4Wq6+vnxuL1etJ/GpqovX1c/u7nGtqY1XVtTW1MV9UOpG9fs68mtrY/Cee1K2Cf3vltUzWUZ6oSFfECSFjEf2ITgDT//qTt+7Zs2fBggW1tbV1dXX19fW1tbV6ovQBQC98VVNTo2dn17dra2M1VbH6uvmxunnLV77nCA5wzo/puEepoGb0IAQvKxrBZrpAPITgnfndFLgqWGMa8HOpC7MA8i/o95NJqd+MN2IvC2SheD5Rx8N9bSl1Uc+fP7+6unrOnDn634EpbV22UW8sdn19vS786urqaDSq//3www+z2Sy6iKv6ttoI8V8PGYvoR/wOCb/20SGXEOLjjz+eP3++b5FYLKZrun5l9uzZ8+bN0/XpnDlzZs2aFYvF6uvn1lTX/WP5ew2NCR1UcZ4DHKjOjZVPj1ZFxurYflhwp2ss5AUHPftq/viFpZfv8ZKFY8zhzYrCg8/yk8KLVkdbtWqV1oYu5Fgs1t/lHI1G9bVI0FL6z6qqqnfffdeyrK4iKoq0iG4gYxH9SKdd6MGVMhhjGzduXLt27aZNmzZs2LCxn9m0adO6dev0v+vXr//22283bNiwa9euw0eO6rcoHL0GFYqCnmBvVr6rKaAk77MVx0mdFUpBG2MnORRFr+uSX+mzsCdMArLTWl4Xsm8vwzA2b968cePG9evX93c5b9y4UZfwpk2bvvnmm02bNuk7f/zxx6NHjwaHW+luTv+LQboiuoeMRfQ7QW8FRxQF66ZBrKd0zS86ZqhLP7zq2C0lg015gUcDc2sV0JmTiloUO9shcFMWvWjg6V6qoVI6nO14iVA0hW5/U3SWi9asCi6Y0s13gNRFdISMRZzu6MqfS6H/cAMs6UBJFbCR7y+lvJ4oLRV/gh8lFByAuxV0XipctwfybGEPlnd0KaWCFIorlZ/VRO8mpRSQHDKrlDu+VUnXUApcqIIZHAjivx0yFkG4csl39XMHsg0yI4B2CaWgJFcA10GPUoAUwnGfJbwASeldHEA6jtAyU0pLxc25ULlA/OQGnRASXAqh93EAAd9JABdwODj3R4Nxb9SyF4HleHZQCo0gBh4yFkFACUjpJjVwzqGymfTu2umPVPzPeVXzX3n66b88NX/OBRdcvntv3OESkJAKkBnuOHpiYscNp4SSClLJHJRwcwLdJkcu/TmAXNEBgJAZBS4VBCAhjrQ2j7nxtp3f7dZ/80w7wCVyDnKO0jEgJFdQyGXckWBZwantjDh9IGMRpz3KFYmjZEZyAJDHIZNrVr39i1HX7G/W+zjvv//pnv2WfhhSSuG467+o/Jx07UIIgDvtkHqIlYCCFPDCLAghIAWUVK7UnByyjsS3W3+QkgNy356G/Fhk5bdAcsCRcHSk5U7fqPQbFxyiiw9GEP9tkLGI0x5d8Tt65kAJAPwoZMOaj9/8+Xk3NLYCSkBlm1pyLcd1KjqHdKB4BsjCWyGGc0DmgHZ9OMUBR/CMlzWR5Srjtew5EFntpKxyMhBvrnhvdm2d21Em9dHcsVZK/ykl1GGgNQe0CmT1a3ItLS70XOMEcRpAxiJOe3SvktDr++kRvm0Q8XWfvDXi3GsPHgVEtjm5d9nyT44BG7/dOn7cQ7XTx111+ei/vPrGcSDTihfmP7Ns8aI77rrx4zVfpNuOvfXm8okPPnzBqLMefeTByy/7XSxWn8u1/rh3x233Pbg/mVr2xtJH77/zoTtuO/e3v3n/09WpjPPQpMm33nH7+q++aPjhx8cmTv989VoovvbrLxf+5YU33/zg0bsnWHv2oa3x/ZWLHn18xp0TZ/720qvWbdmpe7Ok5I7IkLGI0wQyFkFASd0MJznPQSrwDHKJtZ8sH/ary6r+/OYzC2KTHrrj5WUfprJ49oVXbrr2d/J4Ysu3X4666uaGJjxd/+qmVWuB1rf+8fzc5+ftt417bx/7zLxnj7ceNY3EokWLHnzgHp5r3rZjw7L3PtrPjtx/zyOL/rwQ3Pr047dHXznGbMPCv702bdYUiKMHdm6/6oobv/j8G8tkt90+xmo+rBTW/POrh264qWnf2gfuvnrec4ttILpo0ewn50IqZN0RWgRxmkDGIgh4uvKWTRIZcGPtv9/5+QXX72kGlLN1/eevvvn+MeCzL9bddst1yMZ/2Ln216P/uPOguPay+8xdBmQr0NKOtiwwc0rt26+uUAIANxp3X3T+r3fs2PzK0ld37GvMAVMnV7/56t8AI2VsO2f09Zt2H33mtWUzY48Drer4oRv+eMfnn36zZvUXd912SztXjkTTgfQ154xi21fXzRz7/LKP0sATS5dOrJoCcEha5Z04vSBjEQT04CoulFv7qyyc+Lp/Lvv5+Tfub9VJ5tnm5kOHWtv/+clnt91+Mxxr355N/3f+Fd/tOXTlhbdsX/s9lASyHE5W8JmPVy997R0BSJWFY86Z/mBN7Ik5T73SlhHZrDNrZs2br78KZRxp2nPpFX/aG5fP/m3ZzOgM4FDueOrW6+5e8/HGLV+uue6Kyw61tnPgULL1+tGXtO7dGJ16/zNvrEgDzyxdOqNmFpQjhcOBHBmLOG0gYxGEm5Wn45WcBGQGPLnpk7d/NvKP+1v15EjSjDe+8sorH338ya233ySz5u7vN549+neJtHx07JQZE6YfO5JLpQ8veX1xW3tr1azqJYvfbBNQyEEYO9d8GK44+/XlXzlcAtmpk6cteWUR0LJjy5rHJte25fDcS0umzZra7jQdO5a64cqbN6/+7khj/A8XX7hp81Yu8eP2xpmPTMTheO3jD720/H0beO7VxdNnPq4HhGXJWMTpBBmLIABAePNHZHMcinP7x4W1j4d/ft6MBa888fSzT8ybP/r8iz/84N/PvfD8735/2d7d619f/PIvz/7dhi3x/ft33Xz9Vb84c9SDD0xvPtQUN/bdeOP1jz02mTUdAjicNA5b9987Y9sPzTk4WdEye/qMG39/7T+WvVZXO2tfI8sB32zeetZZv4nOj37x9ZeXj77ib0+/rNqOfbN+zcNjx7/91ntPz3/ePpA8Zu594K4bxs2OfteQenjCpLvvvjPV0pyT3gpeBHF6QMYiCG9sk8opOADAOUQbRCYHZNz08vysgw4/DrQB/LgDrgC0AW1Ouzv4SuK4nqjJUVKqLJxWHG2dU7eopQ0Ojudk8+zpM5a9+ia4hBIOkJVQQgKSAxnhDu2SuXZ3XnbvHvCjQHsGOO4pigNZ6Q3WImsRpwdkLIKAVBAS+fU7HAHFoaSejSIr3MUbc1ltBqknBXQ7vUQOisNdwUq6zgMUslIeO7hrx5f/XP3e+2tzAJBVODp9xqylS/4enPzWETlAcsfNsxdCKMisk1FCBuYhdITMtCvkAACOI/QixO74LTIWcXpAxiJOd/yZ0KXkgufcEcCiYAcBONzfTyG/WLAEl8F5aYXSM+FKLtp++GHLWb/8dfWM2rZ2CEDJbDz+4w1jbpny+Oy02aRjI6WEO5utgnCAfFjlTrbr5PSLCR2HOd7bzep5nyTgcDIWcZpAxiJOd/RSI9KdgB1wvGnS9XQVwuFSOEqqQNugdKfEBRwFifxyi4orSCEcd2Z3qaAgufLmfZeAzGnTuPO/Kz0ITAjHf33hTaPhLizsxnUKCgIypxx4C5FIBQg3uCOI0wEyFkG4q08Jf8Z0P4TSy4IACpJL10NK6pRCb65boaCkElIBjrfKsBJu95Ju4gOklFynI+ZnfHePLaGk9IwlpNvI5zvIXQZFh3EQeh4pyb0YUKqCvQnivxoyFkHkVwPpovaX8Ken1V6BFLrHS+afogDhH8frf9K2AxyAe/PlBoyoZyCU/mE7eX3lvwUJUZBm4XWFEcRpAxmLIGTeRr4xVKFXio3F88YKhGXC65Hy73fdBgd67na4B/fsVWAs7/ULFoR0F3n0lpDk+UwLro9J8RVx+kDGIggEV7t3BaAKvRLQFVwzcShZZKx8W6IKGssXnn9gf089y3teUQXG8lYrztvU6+jy4zYyFnFaQcYiCHTwge8bP2cv7wz4cY8K3B/sTsobSeYDL68Fr6Dp0d1HqkInuf/J/A7BZ6pCY9HqWMTpAxmLIDozlgoaq8gz0vtXBoMzUWQsLxewOAby2vp8Syn3VTgUL35LyvMZ8g5TOgmDjEWcfpCxCCLQHeW7BPp2JxIq6PHqqDoURGM+HeKqfI6G50UHcPJPVICSAFduu2LQWFJ5/WpkLOK0goxFEMEmOChw5Y3TzT/q6iqQoCGDxpIK3E0U1MkUha2IgaY87kVOHY3F9brDgSdywBHgHYzFFZxghiFBnCaQsQiiqNGv0FiqC2MVthMqcOUbC45npvzxA8aSfvBU2C/Fi58FrsBFMMbyokDvOO7dBHGaQMYiiCK6Gefk3d+JJYLP6vYIef91dgRVfE8X2YCdtz0SxH83ZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCyCIAhiaEDGIgiCIIYGZCxikCleO7HgMQnVDuUopdctlAAXAO+4Z5erchCdkl9kOXCPhJCQBesaB0q1q/VTCGLgIGMRg0HhYvPuevPuOvGeexTAcziy5x9/e6q8ctRTz//jaIv1rw/+/uvzLl/2wRrHcQ8ivSWAsxA5/+BEd0glc7qcXTMpADzXeuid5587K1L59IsvJ460vvf+h+eNHL3i/VXcXbvSASD0sskq/6/qqD1yG9FvkLGIwaAbYykuJLi+S7Qjd3DLqr//6uw/7GFgzHh82mNrt+1vA6TMBwJCOBIiB8kBRaFWj5AIyEYIATjgbbtWf3rJL3/dmG4+0Nw6adqMrVt2ZrlbzEpypdyzFPQWGYsYSMhYxGDQlbGkAHeUH2eJdmTjr/+5+r6Hp234sWX63Gf2seZ2iZx+ghJQDsClBBSUArxqlDgBunilG6RKKKAdsu3lJ+Y+evf9O/caM+f95cdGpotZKgjXQRKQSnIpO2uXRX6fAfscxOkGGYsYDNzaTvrG8i7XJQR3r98lhziO48kHb7z8gkuuun/a3D2HxFHAkV49CqlkVooMoHu4AIVgHwzRJRJK6IhWCECBA8dUm/3Q7X+65ILLxk+dlzyENg4OSCgFcMABlORQDpQDxZUOuLo6OkH0D2QsYhAJGAvwW5qEkhK6nar1WPz7S3/7i/MvuOTWhyY3AUd0QCakjg8UOJdZwDOWIGP1FCkl4ACOAgfaoZpbGreN/MUvLrzg6lvvjbVk3VQXAZkDjgIZ/TR+HCoL5QSMJYvaGAmi/yBjEYOG8ozlNQnmjSXAgSzUsW9Wfzzqf0Z88emqkRdd8em3e1vdnR1ILrK5Y1xmAamDBA4IHTxIqjpPgILkCuAKjoID1Qpl7Pj6/XPOOvfTL3f+4jc3bt7eknEAcCCbAz8CHAWEBFQWvA0iC9dPMmgsQdIi+hkyFjFoKEgRzAz0pCWhHOSEagXaFz/33P033ohM85Pz6u+b8nQzBwSM3Vtuv/6qq6/+3VufrGn1k90FIMAhHAiqN7tD5RtRoS2PoxCNi5+tuepP9xg5LHhy8cRHZ7VL5KSQbcnqmeMn1j3Toi8JMsd0jJXNcddYikNxQAoyFtH/kLGIwUEFjOX/res8BSg4QFsud/iRex78c90cZFLxH7b9/P/+sOYbGxKfrHwzeyixb+8PNzw4LZlFTj+dQwkISAGuqCule7y0CyGUggSOIXNgwn3XVf15URrY/0Pj+b8eufbb3TkA0tq/c824umfSQEYBioMfh8iqfO9jgbEIol8hYxGDQ/fGEsgCbV99tersX59bPzOWPWTu+W7Dhedcceet4/fsSwAS8tjBH7+fPv/lI4AD6KZBb4AWp87/btDF7CgpZBZwoHJQbd9+ufK834yYXvNEUyt2bdx82ajzxtw9aec+Bpk+sOvrCXNfNIAMIIWbeaFbYQG4YVZwdBcVPtFvkLGIQUNB5nMulPT77rkUOsYCstDjrkQO0tEm4oCEAG/7+2uv7DHaWqSuKB0lXfspRdf63aGAdiE4ADhAFsqB0wbVBpnR4wsgs5A8pw0k0vt3rnm07jkTOO623wq9V0dj0ewYRH9DxiIGg8BgLACA1MZSEjlHSSihckC7VFkoaAHp5LRMLiuRAdr/ufydg7sPtmXBWjKOyABZ3dKlaDzWidAZFwqA48DJ+qkTUuoUTa5UO8DdOUeEvXf7mvH1z2pjCb2blDzfY5dHCAAAIABJREFUEeYaC2Qsov8hYxGDQYGxvHwz5XdiwRsCxIV00985dFobB9rXr199zWWXj71n7AP3j2uMM8BRMgtH6b6ZXI5399KEN1YbEpBS8JwedCUkJByBdgUHcGQuC5lFLv3x+3+/Y/ysPS2qTSEr3BOUFcE8i6JRw2Qsor8gYxGDgfL7q+AlrkkADocCHMEBCenotiYHyALtns0EpCMygINcxrvOl4AUjoSCkyVd9QhtKR1UQbmNrW5nIm8HHCgJ6ejMwKMCx4GcF79KWTTvMM1zQQwQZCxiwFFFxuK+sQSQk35bE6CQ4w4HjivOoSAAqUdrSSAD5XgJb0IP7ZJSAqDhWCdEuX1RMitzrrEEIMH9OfK521qolFDeGcqXMCCECMx6QcYiBggyFjHgqHwroGcsxzeW4w/PyklwKMicyip/b93honJQjhBCSuTceS64gxyHA3DKvDgxCpIrqXIKjgIXXrtsDjiuuE6EEYrrTE6hy1w4UEIKxzt5otN5b2nmC6JfIWMRA443GCjQZeXGWDk9O5PgvtWk5ApcyZx7jwNAQuUNJ1zP5QS4AJcqR9f7J8Yteg5wN2NTQkrkdGuge3Yk98die4OuClyVl1aHAxNE/0DGIgaDglotX+sV1Hf5P6RSXo+/e6dUouAp7hTkfuxG9Ij8BEt+O63UWZnFZUjtfkRJQMYihgxKSCVkZUUkVFYOBckDo7nyO9FFft/xu6aklJCqfFhZZUXEvzggiEGHjEUMHaSCQtkZwyorIkEzkbFOIVJKIfQIOETCFeHyEJUnUTqQsYghgE5RU0JCqhGVwytCYUhV1DCITv4gegfn7tgAIQQZiyhByFjE0EDXoZKLilC4siIiuaAYq39R0K2CNFqAKB3IWMTQwE0HUAiXh3TnCsVY/YFSSkdaSsjhkcqKUJjKkygdyFjEEEC3CkoudObF8EglxVj9hD9GGFKFysrdoiaI0oCMRQwNpJR+jOV2rhQuVIJO/iB6R2AaC7eoKcYiSgoyFjF0kAoKFaGwW41SjNWvSJUvaoIoDchYxNCBjDWQkLGI0oOMRQwdyFgDCRmLKD3IWMTQgYw1kJCxiNKDjEUMHchYAwkZiyg9yFjE0IGMNZCQsYjSg4xFDB3IWAMJGYsoPchYxNCBjDWQkLGI0oOMRQwFFKDAc442ViRc4Y8gdicaJ04FBSOIpaoIhc8cPiK42kjBDgQx4JCxiKGAv5ajVBWhsDvnhXIrUKUUeetUoecV1LM4nvGTn+oYK1i8/vzuZC9i4CFjEUMBBUj15hvLjh9rqwiFh0cqec7ZsW37d999507bqpRSyl2UhGrSvuJPKrhs2bJcJuu3Cu7YsePbb78FIISQUlI5E4MFGYsYCigoIefNmXvFZZdHwhXlw8pitdHKikgmkwEghPAv/ImTRwgxf/78C847v7IiEi4PzZoxs6Ki4ujRo8F98hPmEsQAQsYihgJSQWHblq2RcIW+8B/20zMWzH9Cx1X+xb4QgpoHTwbfQ99//32orFx3GUbCFQsXLgw+qq8PSFrEwEPGIoYAevVhKIy56ebhkcpIuGJ4pHLn9h3BfXxXkbT6jB+q5nK5u++8q3xYWfmwsnB5SDcJgsqWGGzIWMRQQEEvQPzh+x/oOvTWMbfoHDbHcfxqlPpXTh4/clr57orhkcpQWfltt/5J36M7C+GlulA5EwMPGYsYArjrNyocam6prIhEwhXLXn/DHyfkV7LUTnXy+NY/cuhwqKw8Eq54841l8KIrbSl3gU0qbWLAIWMR/YvOLtO3g3Wcf5Heo4pPuckXULh1zC2hsvKGAweD44R6jh8ZOI6DwmYuP4Docx5HMOzwj1Z0j/95T22M4r9cx1cMyqZ7Cs6FVLeOuaUiFD6wb3+f31WnJelLkaI0oreQsYh+JNi3pOupbDar7wnmo+OEHSTeeCzh8EUvvVw050XP0VWkX436VbmPv6f2WR/ws+2LPOF/8OA7OVUU6apjPBR8tPuX9k+EEvJvi/4aKivv25UB5zzov+AghOCr9LmcidMTMhbRjxRVT8E7Nfn60esa6RTdiaUttfrTzyaMG5853q5HEPcKfywRAJ1kGEw11Hfmcrk+f159cHcEbofkOgRccmpTGPQBg4boKsLrKOkg2h+6WKDw8b/+PWHc+L6Vs/+6HcMsasUl+gwZi+hHinzg16q6FvNrdj2sqhuEw/UgYsnFvh/3/n3Zmyc5f6CuWBGowaWURXVrH+rT4FP86KEouuq/oWNFmgy+jd6+KOccCj/u3uMWde+RUgYlWvQGdLEH/yWInkDGIvoX/4rbcZx0Or1y5cpp06ZNnz49HA5HIpHKysry8vIzzzyzrKws3DWRcIXOAtDZa3pIVvmw7p7SKaFQ6J577pkxY8YLL7zw3XffdfWei0TbKzqdxEiXQDCnsSgQOUmKxlBzzm3bXr58+dSpU2fPnl1WVjZ8+PBQKBSJRLov57KysvLy8kgkEolEyoeVnTl8RPmwski4orflrHnkkUdmzJjx/PPPb9u2DYFvQqfFRRA9gYxF9C+6njIMY9asWeedd968efO++OKLdevW7dq1y7ZtwzAMw7Bt2zRN0zRZVxgmM8yUZRuJpL7BDDNtp7rcvwuampq++uqrDRs2LFmy5KabbrrpppvWrFmj36cf551MZkRRt5z+N+i//u62UUpZljVjxoyRI0c++eSTq1evXrt27e7du03TNAzDNM1UKtVNOesTwRhLJBItTc3MMG1mMaPr89LV6TIMxthXX321cePGV1555YYbbrjhhhvWr1+PQOOk8jJcqG2Q6DlkLKIf0VXS6tWrw+Hw4sWLDx48aNt2Mpk0DCOdTuvKMZVK6TrOtu2uakDLZE2ptJk0UpatdcUM00wafahJLcvyTblu3bprr7121qxZ7e3tOBU5bB17koJNXsHbp1Zdft7jJ598EolEXnvttYaGBl22DQ0Nzc3Numxt27YsK5lMdlNEunxs207GE8wwdbH3tpxZQH7akWvXrr3mmmumT5+ezWaLirfPpU2chpCxSoTuLzMlIIfoMkUvvfTSueeeu23bNtM0dW3oV4vJZNK/5Lcsq7sYizHLZNpYzDBtyw25+laT+vWprtDnz59/33336Zq017VnZ91pUnJAOo6zYsWK//3fX02f9vjRQ02JgwcuvuSKeU/9pS2b46KTVzn5hb1efvnl888/f8uWLX5JmqaZTqf1JYJlWZZl6SsDy2SWyRgzGCuwUdpOGck4YwazLWZbjDFmmCkrzZhtMttkfoEb3hG6OFmW5V8c+IKMx+NPPfXUAw88oK8POuZoDDjS23qAQtHOelC79xAxQJCxSgEJcO0k5f8S9Agk9+fAAQ7p/mxUD39jA0vH/hul1ObNm0eOHLlt2zbmXeDrapQxu8Pm1rC+1XTFp59i28wwDMu0mWGlUxazEto+XqVpmBbTx+m+Ju2KJ554cubM2fqNB/MJu8I9L+7ZcisyfeKUeza5FE62PfOnW+/8y1MLwY/F9+ycNCPa7OA40K6CT3cPKADRA2/5xVv0Jjds2HDBBRds2bJFl5v/byc6MVnKZCnTYFaCWQlPP7Zl2k2mmWZJg8WNNItbSTNlN1m2nUyZZkuStSSttGkxxgyLJVKmkTKNQPkbpmV4J6XLKwnbthcsWDB9+vSi70nwz6Lbpx7l64d7m4RUSuS1pJRQCkpBCO90KAnFg79TDsndP4fq1eRQhIxVCnQ0FoqNpXigditFY2n8atRxHMdxRo0a9e233+pL/mQymUgkPG91biy/njU9XMPZZjKZTNtNNkslEo2plKV7ZXR1yRg7SWPt33/w2muv/+yzz4UX/XQ/H3yxsZRvLEgIznPuKePi9UV/vfH3V7em2OxZM/YmWo4DGSAHCAkpOzdWT/DDQR2mZDKZkSNHbtq0iXnxje5JOoGxmGFahhUwlp1INNtm0k4k08lkyownG5ss24qbzGwxzRaTpU2LMSvhGYt1bazOpWWa5oEDB6677rpVq1Z1HPNQFOP2i7dUgbEkHAnHvV9CCamkpyUgm4XQkzD//+y995cUVb//+wfcde+563vXOec55wkyM909MwSVJEGSYNbHx4AoKirGR0kSVAQm9CRAEUUEFBFQBJEgiCiIWTJIljAwMNOhqrp7EpO6q2qH9/1hV1fXRIKEYWa/Vq9ZPT091dW7uvd7fz77EzgHo+AEMO3vqWGtIhmYVKwrh1SsVoJznd5opZ3wSFjPaW3YsXDOAOt58+bNnDkzGAwK719ZWVkwGAyHw36/v0mtsic1p3tQmFmBgC8SCWmKGlI1VYkEg6qmaeGIIkwEVYmoSkQc6uIUS9PCO3bs6tWrj66b55OSxZ2WLk/cRBA+ZaCUwyQg+pmdv/a9odO4jIIl3/xmAEQHOBixLnLD634uP1VzmUxiqG2nXyAQiEQizdlYqqpqalBV1YAWUdSIpohfQ6oa0rSwPxjwaYES1a+FQ6WRUGnAV64EwsGQpoQcjsRgvcsnbDVxLZq5rPbFVVV1x44d/fr1q66ubqxJjQMsLxGNLhYYQDgIB+OOKwjGAQaiA4wK7eJibcHATHtlCYAAVBxZ2lhXEKlYrYMG+pRQrPgOltON3lq/Hg2mmIEDBx49ejQUCoXDYZ/PZ6/6G9lYTUxqtj/Qvq8E/cGAT1PUstKzwUBI07Rg0G8t7S3FUs+5v9IciqKpauipp0aOGjWmsLAQ5/ANMm5PduIBDuGzZRQi0RkcICbMGpT7Hrp90NCxWQpgAKAcYiIEKLe9UtZh46v7lmbqxrM8Y2zIkCFHjhzRNC0Sifh8vvLycr/f3+I7DipqKKCWB9RyW7EUNaKoIUVT/SE1GFaC/kAkGAwWF5WHlLJAMBIMhhW/pooxVxU1Im6qqmqqX1N9mnpuxdI0ze/3a5r2zDPPjBo16tixY41dgpeH5hSLCSOZEufKg4AYILp42BTeXkITLkTHkeodXHL5kYrVmnCaVk6VcviOWi0N6qafOnXq6aefFqrj8/nC4XA4HHZEqTU7qTlURBHeLUVRwlpEDSqlkVAw6BfB1oGAUlpa7ggHsIMIzn3kJubvoBoOl65cuerZZ5/PysoqLCxsMa2VcRAKQhspFjgIhSmmv7oqkEqUF70w/KEhj79axFENiC0T8WTOhJcprlicgJ9bsRrU7OCcnzp1auTIkbZtGgwGhfdVBGE2944VNeRXK+OKZVm9whr2KUEtHCrXtFJFKQ2XqUGtLOgvC/oiik9T/YqmBrRQQC0NqOW2YoXV4rAlWuKKNKtYYqtyxYoVzz//fEFBwdGjR+2PjdPVeak1LL7U485H4s2UnY4NykANMB1c55wati1lXa+EjRXXvFb9rWx7SMVqTTShUgQgtlw14TBsTYgyBwAopRs2bJg/f344HLYD2UVMubjT8jJcdfgGNU0LqZrq0yJKOBj0h8LBoF8JqWFN0wIBxV7m/0nFikTK/P7g9u07hw4d5vV6s7KyysvLm9vH4mDUsqYYdzwq/mDNtJyARaGXzs0et3jeuynd7vrhj4pawLDMKxYP2YjbWPFf+bkia+yp3E722rhx47x58+yhFkIVCoVKSkqae7+aoqqqUJ1STRUxFCFNUSvCquI7o6ghnz9o7VRplapaEVbUsqA/rPg1NahoakCL+LVyv1auqKWqGtJUf1j11VespgkEAhUVFT6fb/v27ffff39mZqbX6y0vL7ff2mUr4NRYsawHKeX2N4tTgDEwEyQKsxZIrCkYtb+Ptp+DSMW68kjFahUklupO7x8A6IAe/wtr5YrlnOJXrVq1ZMkSRVH8fr+YSYuLi4Wl1UJQgFiAq3HfYDgc1jQt6A+Eg5GIEg6FgwHFHwlXKcEyJVgSCgcCWiSglsa3WFqaK1tG08LBoHr6dLHbner1enNycr744ovm3qYjSoI18BFxgDFCzDogys3Kjxa8dXj/b3qsevToyZOz3qkD6gCd2UepvyvJgfiRgaavstOQtaXr888///jjj+2AC7EyKCkpKSsra06uRNCEoqmKpgrFCgdDkWCwKlhUETitqaVapNLnK1ZVVQnXnQ5UKWqp7W5V1FBAi/i1Ur9WqqgRVQ1pajCsWHomntDCUIsz9Pv9Ho/H6/Xm5+cvX77c3jhsYEFe8EewZZpXLCquBgeYCaMW1AQjYoeLAIZYYHBQsZ6If08tp+IlPktJS0jFahVw5zeh3j5WFIhya34UYbhxB1RrwlknQtz/8ssvlyxZIkLVbfkRQQEtZAoLxbJ9R2JqO3micMqkyd26dJ077/135r438qnn3n5rduGpkwHNih1QrYALy7pSmg04aGEaVcPh0nC4NCXF7fV6hZmlKEqTb5Y7dcUROhHXMBOIVpb7ZhRMefb5xwIhX1lFeNprk/v1uvmbn7aXmzDF5aUQIWd2fGDDK9/UJXYGtthDvWbNmiVLlohlgdgoCoVCZWVlzWUKa4oaDobCihUxoanBsKKGg6GyoN9/cFvOpFE3XH/Tuws+eff9uU+NfPLtdz469EegRKvya+UBLSLUSIhWfPAvQLHsKxsIBNxud05OjhhtTdPs4u6X6jPZ9JWr7xUUryiuJhUmr1kTKS588uFH7xpyx+plnzw14sl1m36rZZbpLBaODaJDW9l3sY0jFas1YIctiR17wBQ7IxyoIUb5/IUfPfPiy+/MKRg96oV//fOxo38EW/6WNMh0ueSIw/r9/qKiROcku4iDmEZXrVr1ySefXKhyNJmPFVbUdZ+t7Nez36ETZ3yRcPDMYe+UVx567LmjRWVasDSiasKBFVGVSFBMphdhbIVCoYimhVNS3Pn5+VlZWTk5OZs3b252BNDAIGaOTCxTrDMAnYLEY6Cj4Do4qGNLktfPwaL2Ye1sPMt5CH+Jr6ioyLm7Y99njK1du3bJkiWqw6HaQpSg6lAsTfVpqk9ThUswVB7wRQOHN3yyoGevW/cXliqlpT7/6cxXJz/2yJMHi0KnyqLFoUolXKaqajikBgIBLZxIK9bUoLip51oxiPSGYDCYmprq9XozMzNzcnK2bNmCS/S5bVyM/+TJk4qiIb5KYCwuPHEXH7U2qwgQBatCrGrShKzXJ2XBrDyyZ2vn3vcdKDZM6rzcid2sc3pxJZcWqVitgXphS6DxORCkrrp0yhuT3pu30OQAosSsmzg+U1XqWlAsZ0sqcecSFgRyNp+NxWKDBg0aPnz45s2ba2pqGrzWypUrxTR6oTTOxwoFlfWfrRzQo9+RIuW0Fq4qPXVo74+dug58Z8EaJRjR1GAgFAyGlbASjCtW5EIVS9PCiqJFImWpqemZmZnZ2dler3f+/PnNDgR3RFvUy0V13phYfnAAqAWPWgLl2FJx3uKKxcBYfKPLusXqorfccstjjz22ZcsWUf/QLgFFKb1QxVJVkX2litg/4VBV1VCZUmwED329/IMbe929t7CmWIuE1eIT23/q3+3G2Yu+OBw2zpTW+rVSJeiPqAFN9WuaomgJiyoe+96SYtl5C5qmud3urKys/Pz87OzsefPmOTXY+WG7iM8n4gaoOGBlZWVysmvMqLG7t+05W1GFhMwQMAowAm6CmtCBGpjhWCQ4cPBDKz/fBFJefGjHdV3u+PJXv0HqLVCsS2gdKhFAKLncSMVqFVhTkz0JcgJaBVr17px5Dw9/JhYDo6BMJzS2b/+R+s0rmj9mU72p/jxO0dqxY4fL5UpPT09OTv7oo49+++03RVHE665fv37p0qUXJBv2pFY/H0uJqMqapZ/269770NEz/ki5qhapgZOPDH/+xZffKA6GfEpQVdWQqomNFkUNqdoFV8hV1VAgoKhqyOXyeL3e3NzcnJycrKysZkbWMXGJVYaVW2o2kVTHAMas/Xti6VI911R84rN+FxGDnIl+YHZXsF07dqYkJaemprpcrgULFmzbts3v94tjCK+geiGKJWwjMWL2FmBY9VX59nz52Qedb35wR6FRolVVaWf0wu1jH7378ZcmHYiwk6Eav1aqqcFwsCSs+kJaIK5YViacdfDmX9wueawoisvlysvLE4sDr9cLh5/zosMu7MAfe0vVNE3G2IYNG9M86emujrffctuCBR/u2LU9EgkBRNQrMRglYBQ6UAUaOXNo9/U97t666xTMyj3frUvt+a/ffaAcYMIZWG/vStpYVxipWK2CenIFBlYFHgoVH+ze547VX++i8b0O4U53BKg1Og7ndlsNj8cjGkykpKRcXLeIxrhcruTk5KSkpLS0NLfbLXqF2KKVmprqdrtvv/32KVOmZGdnX4RXUG0iHysYUZUvP11xa5+Bh46eKYmUBYJFwWDRmDFv3PfA00VK5IymamowoiqaoiqKpqghqyDehRFS1VAwqKaldXS5XGL0mhsEj8udnpKanpKalpLqcbnTXClprqQ0d4c0dwePy+12pbtcnV2u6z0pndOT07skpXRJSvK43G53anpKanqK2+12uzwpbndKmislPcWdbl2cFI94xJWU7kpyJ3VIdXvcKS7RV0Xc75iWnpqampSUJEY+OTl58ODBr732WkZGxgUplhWeromkYGvnT1EjYdUX1Q6uXja/U99HthfSM8GzFb5CnNme+fwDdw9/en+YFmrVAbU0oioRxRdSSpyKZYufiOZo+eIKr6/48IhxFgMu7os7SUlJLVyCZi+Nx2O3VklKSnK5XB07dvR4PG53anKHlI7u9LSU1OTkZJcnxe1Juu3WQbMKCjau/4pyFmMGhQ5aDjP8zYolN/S6uzjCfX/sf/nxYfM+Xl8FmCzepI07rd9zZHxLLjlSsVoF3A6f5aAwwcvAT29Zuyj9xrsPnRGbIUyEXrTshWhOscTE9+dvaZ7UjmnpaZ7UVLcnuUOSmEnt/knDhw8vKCj4/vvvz5w5Y7uqLhpFCQSD/mDQHwoqXy5ZcWufWw4cKSpStVDkdDB4cuTTY198OeO0WlmshUNaIKL542mwFxMxqChaOFwaDKoeT5rb7U5OThZD15xipbnc6Sluj8vtdrs97hSPOynNlZTmSvK4Ut2uji7X9S7X9Z6UjukpqV2SO3RJSvKkdHS5O7rdbrcnKTk1yeURcpXSKTlFHEcoX3pKSporJc2VIlQqzZPqTnG5klM6pqVf9/d/pCRZZ5Wenj5ixIgZM2b89NNPRUVFtgP2QhVLVSL1Fas4pu1ftfT9jn2G7SpCQKs5q56Ontw+aeT9T7w07qBWVxKpUdSI6veVh4IhLaAolmLFyz6pIvb9IhRLfJCEQjt/XsTn02roJT6WKS5Xcoo7xeXxeNJT01JTXOluT8fOnV4a9e8PPnz/+y2bwwFFJMgRwEAdUIWYNuPVsbfc80ju3GUffbh4/649jFlOXpGVZd/ieQnxXBTJFUEqVmuCgzGxA1wJVvTp3Ozu/YYHqmBXkRGOIpPGzmdZV88r2Hjb5OJujINxe7H55oyZaZ7UIbcMXr58uZ1VI1i7du3HH398ocqh1tvHCqhqUNOUUkXbuGx1vxv6HC70lZRFAsFjJ4/v73PznR8s2VCsVfu1iBYKRLSSsOIXXsGLiLwIBJRQKBIMqsnJrry8PBHDlp2d3cKVckSJscS01cSNiCo+3FptmNZcx5kdA9DczR5nMP7O27NT3Z6BAwd+/vnnkUhE9DUW3rML3ccSMmPbRtaDaiiiFFf7dm5es7hTn6G/HokFtOoy5XTJwa239u36wfLVx0LVvlCFpoXDQV+ZFlRUn6IFA3HFigRFUQyRrdWsaDXnFczJ9jojTRJv/AJvthOV198IfPnll90prhHDH/tq7ZehiEbt6AkKGIhvN5pADbRTD/S/ad6S1RWiRok4GucmOKl/3SlA6yf4S64AUrFaA9Y+BxUZiQB4DUjJzxs+7dzt3pMaCMAZYdQ0jVhdLNpyvdSmIy8ulWLZusVxqvBk5rSM3375FbxeJ0OxG/FnYgVVNSjkKhzWNE3RfIGNS1cP7jnw4KniM+WRYMnxvGlvDH/65SPF5QHtbECLKFpQ1fwRxR9WggEt5A9dsGIpiqZpYU0Lp6V1zM7OFvtYLSmW49o5ByZ+z6rzzcEMMCMRECh2++OBFQBvsHJHE6PNCD15onDqG1N27djZeHJkjF3EPpZVRVANaqpfVMJVVbU8eCrq2/bt8rldety/7zR84bKi08cLCmY8NuKZQ2eCZ8oqfYoa0pQyLRgK+gJKMBjS/KGQoqlhJVgW9JcF/XHFCjWnWM1FXmRnZtnv90/qli1axDDFQbZv3TZz5vQ/jhwSUelWAjg1wakIExSKZRAdLBr5/bfbuqT/uu9UORAFGDfAGWeEghhct07MrigI0viKSC4rUrFaA5ZiGSw+f9EYWKQ8UHjnPU8uX7ODAJzTutqziz5aEC6vOGeF7yaihC+pVjVewwqcUR7r1q27CBsrno+lKEpA05RQSPX7S4pOFGaNe6NX5x6z5i+YOW/ui888+d7bb570hU8pFUGtQlFDflUJqoGw4o+oimVjXeBOlqaFxT6WiLwQUde5ubnNjnDiTbNGw2AHYhAKIjLA4xGDDGCglmJxZ712ZzhGgxEWYx4feUYS3Y0FIllbvfBYQU3124qlKWqZclo58n32xGc73Thk+tzVs+fOf/r5p6bPfv94Sbg4XOqLhBVNVZVARFWCAZ8a0oRrUShWRPE7bKyWxr/J6PaCvHyhNOJd26pz0XIlhkuIFjgAxqgJzhg1LUeGsI0YYIJx6/e68si8zMm33NBl2/4TpaLEPnRRCcPgOo3rU8IfyImUqyuMVKxWgqP8AQc4AdfBzVMnS54c+e9XX5ucm5v7wQfzyysrdMrOqVitAeGqEl4gIUGig2LLGcTNTK9qOBgKB0MBLRTQrNQfRY0kElo1VRUpQaIoQ4vTpVo/uMNqJRWKBBVN1cJuT1pWVlZubq5IybrYd59I0mqih4hD3C5ugS7kyo6sW7Vq1SdLlmqKKloGB3x+JRBsuXaF1FskAAAgAElEQVR7nHodHTXVX6acjig+RS31q5WKGlK0YDxZOCFCzphAa+QVVXPUID7n+IuyFy6XS5QXETRZ4fdixr4FGo91/AIkVhuMgDEKGIlFhnhCIiaw3upEcmWRitUqqDdzxVeF9s1Zr5O2GCt4tWiQ2WonCQmV8vv9kUhEdZS0ONdMerlw1tRwNpEKBFVFDe0/cKhHz175+flCsUTIdSvEWaWJc7527dolHy8OqVpYCwV8/vLSspCqiVpNV2ucm0NU2g2FQnv37u3bt29mZmZWVpbYyrLf2lXtSixp7UjFahW0pFjc2hminNkOj9aGveq3H9mzZ8/UqVPFpKkoiqgYJDxC52qEcRmxW7mrDktLVdVQuFRRQ99t+eHR4Y8LrRJZWVdvRJumyd4cO3bsmDL5jUgorAaVkKppmubz+a7WCLeMGO1AIPDDDz888sgj2dnZ+fn5BQUFmZmZzjfY+D1KJAKpWK2C5hSLM8IZsR+mnBHaSr/KDbq5l5aWDh48WNg0opq47R5ssQvG5aVeSfhQKN4Q2Yqdm/nmrOeef1HsrLRaG8tpgogxLysru3XwkKA/IByDonjjVRzkFrDNvjlz5rzwwgsZGRn2UDewri555rukbSAVq1XQsldQ5PA32uFvXTToggHgueee+/bbb0VhVmHcOItZXBXs6GrbN2hlCIVLC08W9enbb8rUjIKCArGJ1ToVy8Y5xb/4/AvffL1RVdVAICD6uQjdurqj3Riho8XFxT179pw8efKMGTOmTZuWm5trm7PSxpK0jFSsVkELimUaMfGwbhrWVlbr8/M36a3av3//Aw88ILqNCNMqFAr5fL6rqFvOvsaqo6eJP6B8uHDR/Q885M3JmzZtWk5OTkZGRl5e3lUaznPjrPfKOT965I8H/nW/6OcixNjn811ohMsVQMTdzJ8/f+jQoWJZIMjIyGi84pFIGiMVq9VSz8aCI7y8Fe5jCWzdIoSIwm5vvPFGQUFBOBwWW1mKopSVlbWGyAs17hhUVdXv9+/cteemXn1enzzFm5OXnZ09ffr0rKysZusKXj3sEXaWfBWhLlOmTJk+fbq9ZSik62qNc3MEg8GdO3f26tUrIyND5GhPy8zI8mbn5+fbQnXZmjpK2gJSsVotVtiFM1bQDr5onTSwsTjnsVhs2LBhM2bMEL0cnRXZrxb25r+maZFIpKSk5PDhw31v7v/K+InZ3tys7Jy8vLzMzMy8vLzFixdfrZFsGad1ZU/rYqhnzpzp9HlexXFuksOHD/ft23fMmDFi+yo7Ozt/ekFmdpYYart8rdQqSXNIxbrGaM2K1RjGWCgUevDBBzMyMoR7UHW45pz37caPlxXbuhIpQYqirFmz5uabbx49Zly2N1fcsrKy8vLyvF7vrl27rvb4XRh+v3/YsGHTpk0rLi527h02Dn653OMs+o2JpGzReExRtFWr1gwYMGj06LHenLys7Jyc3PyMzOy8/OmZWd49e/Y4nYGNQ08lEoFUrGuMa0uxBIZhTJ8+vX///kuWLCksLFQdmaRqPPb9/GoL/VnEfC1efePGjaNHjx4yZMjYsWO9OXkF02dmZnmzsnPy8/NFnlBtbe3VHrnzxZ7uY7FYXl5ev379Pvnkk+PHjzfQJ2fS9GUmpGlh0dlZVUNfffX1hAmTbrvtjrFjX8nLK8jKzsnLnz4tIyvbm5ubV+DNyausrIRwJsTbK0MqlqQppGJJLiPCz0MI4ZwfPHjwySefTE5OfuKJJ8aMGTNhwoQJEyaMGzdu/PjxEydOHD9+/Lhx4165zIwZM2bSpEljxoxJSkq67777xo0bl5+fn5OTk5nlnTI1Q0ygIuZi796911YIgKjoKO7v379/xIgRKSkpTzzxhD2w48ePHzNmzIRJE8e+ctnHefz4ia+8MmHs2FfGjBnn8aTdd9/9L788OivLm5Obn+3NzcjMzsnN9+bkifu7du8Vp90gUFAqlqQxUrEklxF70hG9iY8ePZqbmzt27NgJEya88sor48aNE5Pp2LFjR48eLQTssvLKK6+MGjVqwoQJogbrtGnTpk6dmpubm5c/PSc3Pys7J9ubm52dvWTJEtHq91rBGbYgzJTjx4+LoR43btzEiRNHjx49fvz41157bdSY0a9MGH+5x3ncuPGjRo159dXXJ0yY9Prrb+TlFeTlFXi9uRmZ2cLAEndy8wqWfrIsppv2aUMGuEtaRCqW5PJCCHEaK8ePH/d6vZlZ3swsr1hl5+Tm5+VPF3e8OXmX9SZeKyMzO9ubK149N68gM8s7dVqmNycvM8ublz990aJF+nm2eW5lNDBN9u7da3dO8Xq92TneLG92ZnaWNzfnso9zTl5OTl52do7Xm+v15ubk5GVmZtv+wMwsb25eQVZ2zpKln9bURp261CBq/0qPoKTVIxVLchlxzqG2bh09evTNt962NSMzy2v/zMrOuaw3sVMlzClxX5xGXv50cf/LdV9RSp27KdcEDRyYIsEAwJEjR2bPni36p2RkZeZPL8jJy83Ju+zjnJGRlZ8/XYhWTk6e15ubleXNyvKK9YF4zpfrvqqL6s6qY87Qx2vLJSu5YkjFah1ciwEV50eDOUj8NEy6afOWt2bNtiVEKNblXvvn5hVMnZZpm3RiW0Wo1xer1mihCOMwDONqjtefgMeBQ27r6uo2fbd55ltv5hXkZ3mzp2ZMy/JmX/Zxzs3Pzs7JyMgSipWTk5ftzRXWrTcnb+UXq0PhUmc3FWFaOQt9XUPLBcmVRCpW66CNKpaQq8YWAAcI5YxDUUO7du/dsXP3zl17rsxtz95927bv3Llrz7btO3fv+X3Hzt3HT5ysqY2apumcJO3coPhJN7xGvIl7TcDr3ezqxo62xQ0PnOhqIX5tPKhNvEZT9QZtk4UDDDygBHfs2rlrz+7dey/7IO/atWfXrj179vy+Z8/vO3fu3rt339ZtO3bt3nv02Ima2iht1Hu5wWlb71NmZUkaIRVLIhGzJAPjdl8rINHUHpyCMyExjHDE274QRjmnwkyIP1l0CxQHtX7RuUnBKJgJAzBBDFAC6OAmGKhhdQjk1j8RCtO6zwijut07TQgTQDgF4l0eE80eJZJ2gFQsicQx73MAMCmxWv3GCwaBUVtVKOXc0hgGMBKLisedZfU5AzEoAINRaikhJyAmjUEnIACJgRPR7VHnnFjnAAaTwqScESKEzPqLYdljhDMDzFIsIZ5Wt2KJpB0gFUsiATioyZgJRp2doK0W9QAjxBCiFjWJKFNsmpSDUW6AEzBTtBvmQkuYdQDKGSFGvBEnTKE/DCDCXKOEWqJkiBfmDGCUE3EOlMQAIuSKitdiJhiDyTkFYwRgum5ejfGSSK4OUrEkElBq2SxMtLgnFHodqM4Bg8OkBGAGs9TFJEwoEMAo08EYNw2AmNRgzHbecUKMxGaVATAQIAYwFhctDgKYgMnj/0RMcc8wOeMACKMmt/yNhCMGZsIwYP3N5E3sckkkbRmpWJL2DresHOsXThmYjuCR9zInpve8bcGq7xcv+WTC2FHzP1zqD9cYQpIMCsrAmKU9FJwZgMnBTM4MbnIQcAZKAEKYaQU/cFChW46YAgbKRUV+zsFwcPfBRx96rCpqWl5Hblr7Z9wQ6gZucDATnIATRq03IJG0D6RiSdo7wmlHAc4pwDhloDUwfHs2rujY5/5TNSAAjVXNyMl7ZuRLpbUsCoAzxOrAwXQOXXj5TMAkgAFwmIAOk8Ckovy+vecEMApCYVKmi8gJ0zTBzMITx6rqdMIBHVpJyAB0YYMx3VIsQ7cUC0Sn1h5XvNDFVRw8ieSKIhVLImEA4TA4DA4CAFwH8e3YuKLrzcNOn0UdAESjhYfu6Nb1w883lAMmOGAKKQIFDAZmciAK6ABYDEYVKAO1jCodiIJTYZHRGiAKRCnTTYADp/cfenrosLI6sw6ADlDoQB0Y57XgOpjYBiOgBhhFPB6DAFHTsLfNJJL2gFQsiYSBE0Zjwq1HGcBN0OD2Tauu7/PwmbOIAaA1qDw9dcSDL72WWcKxaM3qFV+tfey557/+9ntQlBw/Mb3A+8Gij4Y++XKxr7zq9Jl3p06eMHpsp85dMyZPu/6G7ut/+rUOWPrZ8gVz5lQUnXw7841x416898H7/jns8TNn1A2ffNHvhps+WvlloNrY9uP2Zx55vKwqUofoB4sXLf1k2exZb0/PzdFrq4L+QF7O25lTC0Y89PhzT48MVddEbTNLImkfSMWStHvEJpNJhHuQQ9hY6rZNX3bu/8iJsyJcrxq1J2eNHzbsqceWfP/z3HVfnwW+2LDp9jvuLT4TfOqpkb7SQB03xo6fsu/XA6e/2/6vrjf/sHV3oabVRnzPPvbQh6u+qgQWLfxcO1J8+rut93btvWf/oUqOCW94Z05/r2j/qcG9h/jP1lQBm9dsvqd3v2h50eYfvpw8e1ElAPPs9CkvzVkw9+fdR27q9dAfO0qgVTx++23f7txfKkw6uY8laTdIxZK0exJKBd00OBhYDaK+7ZvXpfd/9Gg5TAaQKGrOZL/wz7HjRr725oxXZn/wwYafV6/bvGnD5m+/3vL0cy9WcqMKhHNAB06WP9zz1sPFylkArHTT6o8ffvL50xGSW7AAUfCToX91H3ikKFAGrN/444hHRh7deeyWPrdqddFa4NSB03d2712rHMzNmzR92eZSALHIr+sWjPj3M0eUmr79n1YO1UItf+meu9Zv21cMGIBdO0MiafNIxZJIwAFKRIyE2HWqBAls37Sm882PnYmilgLcJKpv6IDu36ya/8rkUbNWbiwFQIA6smnNxrvvuV+pq6sW+mEAhdrQ7gMOFZ05C8ZQWld2+q5+t320YOXidd/VAnUl2kMDbtt/Uj0LfPvtT5NeGn9856Eh/Yao1dVRoOiQ776+Q4zI8ZlvTpnw9uJyALRq64bFI14eeTRc27//s8V7K1BW/eI9d369/VBYvCKnUrEk7QSpWJL2DgdMYaVwBphADLwCJPDbN2u69HrwVIXwvNG5M2aNHzkSdcG1qz669eEnTpWa0LFi3sd7ft7a+6ZeazdtrmTYvv/4r99vNwqDD/UeePh08VmAogZm2fu5M3vf2H/vmWAtUF3su6d3v8NF6llg/sJl33z5zakDh4b0769UVkRq9JMHiu+4aZBedubbzasGDR0RjAJUX7no3U+//OxMeXXfPsMDh6tRWfvU3Xds+GVvOWBCKpakHSEVSyIR9SkIh8GZzpkBRKORk3kZE2/oOWTRZ5uWLF0+6qWXP170qV4TA43S6vDrE0a73an9Bt2zZ98xkNjPm9f37n5jl85d5360QqfYveXn/l27L1y+OkwYBQM3Dh06MGrcK9UxEww8qNzTrecrr74x57PVuXMWltUYNZXqfXff8uyoMXv2H1//2YYB1/feu+M3nVTPXfSht2Dmko8//XDe/JhRsW339h497v1m7fZTO3fd3b/XvCUrKwFCIb2CkvaDVCyJRGT3MitonDOm14JFwXWDimh3cM4tO8wUpWyjYMQAogCgg54FM2FyXVS3iBkiozgGgIOS2O9HDy9duYoDMDk/U3z/Tb0O/VFYDdSK0AnoQFTnnIjqGKIcBjMBQojBrarvtYDOOcwoQE2wGAFqmZ3mJZG0C6RiSdo73M7GtUIwCIhulbQAdGZQEOqok279AwPnIBwcJofORblbHpcQYopDn1V8waLCd+d9eMIXMSlAwItODe3Vp/B0qJxBj2cXE2IQCIMMiOtk/bxj3UQUjIMCxAA3Tc4IQKjUK0k7QiqW5Fqjflclx1127m5SvNEjIgPY2hAS9g0BI3blQNH+g8BgoAnFihdvB0C5QUASVdatEoEUHKDG2qULu6d51q3faACUAwYOfrvp1utvXLb8q2oK0eSEU3EajHIDIGAmuKNUBmUA00XJd2aCERgmOKOcWE+p3/wwoXPWm2WOITqvUU08n9s/JJJWgVQsyTVAvPie9YswcUTHjXhzKSYq7RFTR7zxB7efyq2q6mAMnMBKExYHEwLFiH18Hi8YyEEAXRQMZLrV+IoDhIh67aKDFgfMuL7Y/2XYRhsjoCY4sc5fKBBlcHQ1FAlhcWUwAZ2DJN4bS9SRsv6BOaVFVNMldhsty1ZjcXsRhCSi9wERFVlP5oVtyMAYOAOv91ocoIm+9hLJVUYqluQagIv2iWCGYcSrFlkdF6k1sZucRMGJ0/YyqcHFfM/iRdkZA7EK+gkomAmTglCQxCQer5dOAQoGmOCmZe1woXmmteNFqCPv2DoxESBPEkYOAddFVSdqn5xlwDH7DOM6JHyMpnUgYsuGw3Jy3hopFgXhiJfo5YTDNLnVfxJxneRWyAY4p6ZpWiPDrAiO+orFePzgEslVRyqW5BrAcscJLWEcHIQwwPKnia2muIqAGDzRwEN0EYnP75zG29WDEVMHGINBYXLblrE0wDJDODM4DMJMq4sVtY7ALKkC55ZPjlOAisMwgBCwxN4YY6BMxGIYSMgVQDgctpfDjxfvoFXPyonbhHFBTYhcAz9e/PwZOOeGSRP/Kx6nMA3Lk8htvyKlYt9O2KYJjRRVfaViSVoHUrEk1wDxYq9W4w3RBZhSLqZVyokJg4PUxWob2CsAEQYWpSJKQthqiKsCYTBNxBtZWd2sCI8rlqjITsEoIDr9EuGGE+YdtywkasYlxHLEmRyknlVEAYYGisXjilXvmbDfaUKuqH00EMvC4ySuvOC8vmIJK5BbHksOUAJKQDmzNskoFS9PqckYEW/E4QOE0EuHYkWlYklaCVKxJK0eHjeyGLfnf+q0M0A4iM4MajnuAA5uGkAVeBUoARPV0CE2o6wO9NQQBdcTPTuoCJlglhpwBk4ZI5Sa4ATUhEljQC1AAN2wxAuMgYofTk9dXPMct4RXMK42HIxa0mW9HXvLisMpfnGLTbwi162+WeKdNlQsofAEIJaNKbRWvDmqg5rEijQxwGOWaMVflFt7Y06L05SKJWklSMWStHpEa0TdqIua3/30a3U0RhN96UURW+NE4R9FZ06LDRtmxVkQoPLQjo0vPnxPxw7XPfrCuGXf/Dxj1lszZhQcOV5CrEMzShzhf9SxdxUXAUsJ9LpVH8zu6umQOfujCtEEi4NDj0RKRj395E1dum3fezxWT5CI5b5zWEvxYwk5se5bJh0SO2eOQAkdiAJORRH/q4ObThWsJ1dwqiYDBUyUllXVEMZAg8cP/euWAes3brIKEsKk1GqbQuOqVF+xmozAlEiuDlKxJK0eTmDW0arKj1esLjftLRnGqW2rAJzt3LFtz549hpWTC2JGgVqwskU5o/qk/23q7I/LAfCqWTmv3dh98HfbTtYyEDhciNwx48fna8atyD4w8/hPq/qk/k/evCXh+EtQehb87PzcjJ7pXX7cc/KsHeCeOK0mYhlEsGJcWhwWTHOKFTfN7D/ZsSE88Ug8JJLb/ysCGhkoStXy0aPGV0UNDnbot+9v7XnjwsVLahli1Pp3wig4A6WJtx8/n3quSonkaiMVS9LqYQxGbOn773+/a38NAB4Diya8cCy+V1NbMW3S+FNqqNaSB0p4DKhc6n2+Z4f/yJ63IgIAlZHTe3p1v+W2e0YWnzXrxBHi8XjW7M9MMMI5qOVeYzpATJzZvu4m1/+T+/6iiChsQSgQBarmZ7x2c3r6b4eLy23FYkzsA9mWXD0/IatvuwgN4ywuNkTsgcWVyQQh4l8NO2geRESiEICCUOhWyrH43d4t4wAnsaqq18a+8a97Hymti1EwkCpWqRpATfxotJ7IRsF17tBXmkg8k0iuPlKxJK0eyrXjJ/85+M5CtSIGwAyXFf0+c877i1dtfumliT9u+ZWISd+IfFAwJX/+UquiubVtU7XM++8ef/+/c+Z9FgI4alHrH37XXZ1Tr1/zy85SoCRQ9lb+zC+/WJZf4N17PBAjKNr1861dO93xz2d9Yf7Je2919/xj2jtLq4ETOzb09vy/w/89ZvLsRcOGP71yxecxqoPWLc2d2jf5HzsOHa0C9u4/mpuRtWrJx4sXLgjFeJUQLWaClYOe/Xzl2rfeXvj+nEW/fv8jj4aXLn7vH2ldp+a8ueBNb5/OnoyceeVRgJ01osr8xUvnL/5i9LjJv27+HhXKm1MnuTv1Kpj72auTvU88Pvzkib25eZlJnj4PDh+lqGd+/Pmrl14df+zk6clPPdvflfr2e7Mff/H5++579PvvfgJqN3+zpld6377d7vC+u+Dw6cJVC2b0dP1v1rsflAM1NWzFx0sXL57/zpzZq7/8mRMY6tHJLz7sSuu+8JOvxr7wbJ+u16/duK1W9o2UtBqkYklaPYz//OW3j9zzcIWOGDiqTz12z02jXn29zMSbM+f0uKHnH6d8AEFd8XfL5t312OgSgloGwxS+sarluS/3c/9nxuzFYYBAZ3X+yU89dmOHDtMXLCiqMx584oUF8xeBVHy74fM+dwwtVqoQOvlo/x6D7nkxHMOpnb/0dP8ld+GaUuDg1g09Uv7jtemzy4G1X6y6Pt3z9U+/UOCj7Dducf1t775dx4LB2+4a+uOWraiuevbJxz9c/U250E4aBQ39sG5JvyH/9IVp4THf3YMGhE7v3bPrh7916f/4vyejyvfFh2/+Pa3fhl//ACkrmPrSSxPeKKPImz5/UK++JHj428/m/8XVY2z2Bz/98vvEcWPD2sljx37v3m3QI8Ne0GM1x08f+Wb7NgJ8MGVa/+uu+/HXX2qB1ydMHtinzx8nf6+sLb9/8PD7bn0qoiMKUrjtq54p/zn9o08DDHPnfTb8X4/E6sIlvlM39f7nT5t2wvDPzxvr6tT/ky9+YWdDzw67r/uABwsjiW03ieTqIhVL0qrhnILxxbM+ePiOoaWVugGAhdcsf+/TlZ/FKGbkFNzY8fodB/6gYDD9P61Z7Ol576EI6hCPBtRLP819sXuH/8h+b0UY0GGChN544tFef//bR4vnfr31l3/ccMvn634ALzu4/WvX9X2XfbEJoeOP9u82+J+jgjU4/PN3PVz/nTF3aTlweMfm7qn/kzF3cTlQfHjPgK7pE6e/Fyb4KNd7q+ev+3ZsXLtxzXWd+uzaV0Kra14cOfK513JKYkKxalHnz3zukcH3jyipQzDgG3BjyqY1C3fu2vpf19+ZNWc5WOjbFW//peNNn369taLo8B3dO+a8vSQCFGu1f/y+G7EzW76Y99dOfZd8s8+wPIo6Nc6+/vzIPumd9/3+x4r13xWVVhiMLi3IH+BO27HnqA5sWv5RT/d/Ll79ib9WH9L3kX/d+lxZFASkaOeGXp7/k/fee8fKSc+Bj/171DTKa0y97Pab7x375CgYvndzX0m94fZfdvqgl45+8oG0HveeKLVsVonkqiMVS9Kq4ZyCsrkF7w69c2hFlU7BgAgMdcP3m6e/894rL7zYLb3zjkPHa5kJGty84oO0XvcdUFEHUE7ADZjlS/Nf7pX639PmfBYCKKK8xjdu2PA+7tSfNq9aue7z/0kftGrDdtDw0R1fd0jvXTBrEdQjwwf3GHz/mEANjm79uVfq/3rnLS4H/tj1Q/f0v0+d92kEKC863K9T0ohJOWFgXm7urZ6//rH7m5mzvH9N65P15tKv13y9cf1X63/aa+1skWr49z45qGfHPve+s/KnDV+t3bJ20Zkjv+7ave3/63Jn9ryV0H2bV73ToduAJet/K9z+Q68Of5k+f7XKoQOIVYAUf/v5e3+7vt/CDb/HiMg/M8Br96xb3Osf/52bN//jNb/WAowb87Iz+nrStu09FWX4ZdWi7kn/V968t0pqyd23vvDAHS9VxkBgHPt1TS/P/8l7d/Z+tdrT41/PjcqkqC0Pn7534P2P3v4gUQ/Ne3tKh863/7ZbgR4e//T9nXs/eEiRiiVpLUjFkrRaGMCEjbVu+dr7bn8gagAwUXGs4PVnHnj6Rc3AnBlvdU9N3Xn4hAFA921ePv+fT04oMUUsXwzQwas+yBl1ffJ/TZu7rBQAquoCR3vd0PeOW/9VV+7/5ceNSZ0HfLHuZ9CyIzu+Te4ycOnnm1BeOLR/l/73/dtfh4O/bunp/kvmex9VAYd+/qqn+y85H35eBoSP7xvSNXXGR1+UA/PyZ9yc/NdDuzYt/mzh39L7LFzxA+cwCXSgjsOkBlglqo+NfnBIp2737iqMcQCoBA/t2PHDf99467T3loKrX3/2zv92Grhk7U71j12Dru/w0LMTw4BBAVYDs3jDqgV/vb7/R1/vJQBE2jKrRuD3ob079xn48Bc/nogygNR9WJDTp2OXbftP6MCmzz6+yfVfi1ctVuv0QX0e++eQF8qjoDALd37d0/2fee/PPVZh3jTgoTGjp1B6Nlobuu2W+196cjRqS+a++cY/uty6fV8QdYE3nrm/U68H9itWbKREctWRiiVptdgB4vTMsT/uv/teJXKWUZP69g/pct1Dz4311WLaxNe6ut2//X7UAEDLPn0vf9qsD8uBKAegg9WCVs7Lmdg9vUPugk8jHGDVy+bN6tvnrn0Hi8Fj1ZXqiJGjFyz4BMbZH75e1e/ORwOlOsqLHrur1+0PPafW4aeNq7ul/SNrzsdngRN7fu7m+p+sdxdWA7u2bLq9V7ffDp2oZJiXP2Ngx9RD+7cfOnHo+p4DH31ybECrPlvLNv+wM2aCg8AsAw2sXTirU/qAuQs31kSZ4i88tnfTnh1b/tq5n3fOYqDs21UL/9d989rN+3m1OvGFYZ4ben/x3W7CUXzicHVg/1erFv53ao9lm/cZVil2Bl4D/cyHORO6DRhaWAEKQK+an5/ZLc3z7c87qgkyJ7068KauZ5TTpbU1dw4Y9q/bnjxeou09vPf4zs3dPH/JnTevFHhv/qdPPDLCiJYHA2du7n/vj9/tBCl/J/f1lBuHbN9XgtrApCfv73TTvYeljSVpNUjFkrRCWP2bDlbxdsG07fuPEAAVobmZb3TucUv+nMyMGyYAACAASURBVE/WLFsxsOdNcxYs0zlIdc3U1yYcDQTLrFhBAlZX+PvWUY/d3zHpbw+OeHb5xu9mvTXzvVmzAkp1lMIADB4rPnXy7bz89atWZWflHTgeNBjAqg5t33TnXfc8/9LohfPfdnuSRozLOBGK/b5z61efL17++YrlK9fmZubt/G0HBcrLIi8/Mrxrkmv+0k9qgT2//fLEgw917Tkg580FoUiMUlFINwpWRWvKPl3wUd8eA26/8+HV6zbQOuXTRbM7eLo9+9KraskfBdmT3J16ZeXPIbGK6sjpaZNf7XJ998eeHrtr72FSE3ozb3Jy+g1jJ+epkRrGRRnAatDg/u0bx3rfDVubdtH3817tmv6PWXPef/SZ0Q8Of/b3A8cA0Gh07eJlfa6/KStvRnlNzdIFszul/uPJCRNPV8fqaqLLPvxgyaIFs96ds2rDz3U66oJFE559Irljz0WfrQsc2//ArQPSugz66ofDMlZQ0kqQiiVphTBeLz1YB6+siJxZvHKVzgDDgGlSDgPi74xy6BSHDxz7/vvvo2AxkULEOWgUNAozCkZMkUQlylhwEFFMAgw0CmKAOfJzeQy0Ol4Q3SytrIjoqBMHZDFwk1OreaNVMMkkIDwm+hGbtTBjFIjBKr9rUoNahQoJ9FpQRjlMAKgFaplokQUTiIlmjZTpQBQ8CkrqxFYWN0FrGYMo2cQBMBPmWZCKwqKjX20/WAVRhzf6Xs7Em65P2rZnTx1QC8TE4FEGIwYjZtX0IFGA1AK1EAUHTZE6pov3TnWYUWrVcCKgzCBWPUaJpDUgFUvS+mFCP7TSsu+2/ADThGlamsG4SP49fOT4vn0HOOfEblUl/lHUhG3Q1dDZv0PUj6hX8sJuwMUcibr2mbD6J2Y16YhXtSDgLJGBa72a7d5MVKeNN7+ql02ceHWuAywGxABwBqaDE9gZyuVnht3W8/0PPlqzZWtJpIYAgAla8743o0d66o7Dh6ssza5fFyqeuUzt17ZSpB2jwZk4//jIyJoXktaFVCzJNQCPd/Vw/mz8J845IW0gd0goNNNFOSgOMAJuGUOgQJVv1hujbrvvkS+27ImKMvBmVaS4cNyIETd6UqdOn366vNwUbbwSzUoSbSRlDQvJtYtULMm1AeeciQZODrkSj1BK7ec0eMK1iWXkxa0w2MaiZSORKtAaCtRyGIBJCaCD6airA2GG8EnCWck3XuGwnnEpkVx7SMWSXAPYmqTrTQRac84ppfZz2gQJP6GjexZjjIATGHWgJiGMAIbYZCK6KIcIDoMjyq1Siw65YraASbmSXLtIxZJcAzDGbMtJ3LH1qYFQtRXdalT3HXYPEROMgYm2KjBEaXnOwAlnxH6+3Y/F2mkTxqhULMk1jlQsybUBY8wwDMQ1STgJbRkT9xu7Da9Z7DjJBh2wDMBkhIID1ODMcESgMA6YhNlv3mqRDAZGwIi9g9UGRkfSbpGKJbkGsC0noUlOnPrUJsIuEN+1SrwXnrC0RA9iMCZC2pklURxgVpwkYxCNspj4AdJAsSSSaxepWJJrEu4A9Z2B176NlVCs+EaUHQvPAMIY4xzxrDVwzsHBGLNUjdkxF/G+XIyAS8WStAWkYkkkrQ1LseJ5XUzEDRr2XxsLj3PHizdSLMfRpFdQck0jFUsiaW1Ysey0ScVqmNVbL6rQqVjxP5F4QrQzS1oiuSaRiiWRtDJEKQpbmTjAkcjNiudUWc9sHAePBoqVCOKAVCzJNY5ULImk9eEUlkYeP9pQsay7jswth9o16UWUSK5NpGJJJK0bZ+ZvgwytekUO69lkCTusoV3VoDSiRHItIRVLIml91BMZp8YwUV2woWI1UDWnHdbAYSgVS3ItIxVLIml1cMetfm4W4yD1/hp/HGBWxVtmKRaJC5hULEmbQSpWO6HxPJWoA2QjY8nOl0Y1+hL3HYPY/GCyZu7XO1r830V4unic8UQERkPF4kKxeH3FanhZ26JixSNQmr4ibe/9tmOkYrUHrP5S9mTFRFlwboLH20lxMA6TMwOMgEnRagluRZxT0f4DgDMyggGUgjMORgGDxQ0dGv9XMAYzPo3Ge3HFVaUpkWvclOucp9fmVx7MGmoGahJwBmoAJHFFhGZzu1WnFK02glSs9gADdMZ1K0SaA2CGWWe17DMsueKcczATVFZGOA8sm4bGY8eFYjExN3IGboJFwXQDqIvPmRQwuNWtiidqczDLhOLSJrhAOBgRo01g6OBEBxe1/RmByawPO+OGHNI2g1Ss9oBY1BNwYlRVLvtwYUePe/aC+ZHq2g3rv+nTo+/6r7fUxqiYOvm1X+PoClDfHadbXeYBSkGBKCgQLfrp6wd6d31k5KgDxWXBU0V3DRyQNfMt39k6I24AkUQ8OgFzdi5u6K2VOOGAwWGKIpPUADfNsxWrF3x4gytt5sL3i2sr1637ql/Pfuu/3hK1HKhSrtoOUrHaC4YeBTPA9B2bNw3oeVNxuLQoUj5h4uQjh0/ETFAAlIAast/fOWmQ+QSYgGk/aHIYAHgdSv4Y2vPGdd9tjzC8/968L5Ytq6GoBShg6gYAxhv2qk9UrJCXoHl4vIwHpRQgzKwBjR34/sdBPXoXhkNFZyvGvTLp6MFjdrQkp1Kx2g5SsdoH3HZV1S15960xz448fPzUlOnvHA9G6sRWPgc4gUlAQerkjNkSCcViiV4goooSJYZoeA9uluzcekfX7oeO+vLnffbNz7sN4Tbk8dg/QpzKJHXqQmAchHIDVrV+HYjOnVEw9vl/Hy3yTy2YVaKUcoBwUBavCyxHtq0gFasdwEX/JALUsLrQvx9/6M4BAydMLvBVoBqI2at+TsEBXbZVPwfNKZZVW50ZMGtB675avLBbsvvpp8ZsPVBcBdRycCtYQPiyCBgT/iq7A5Yc9fODcaYDZtx/XUOjoX+PfHzwoNtGT8wNnkXUhEHFkDJOmRzZtoRUrPYA46YB1AKhUMne/t06D+l/1/BnvGUGxMLfIKaYNKlYkBIiv+EtwBPxKwyUNbCTwAHUgJVPfnHErTfdNODm+46cKNUBAzBpXLREyCDhdlAft+Mz5fR6XsTjJ2kdmFod+L13j/TeA+8Y9qJXjYEwgIEwnUO31mGStoJUrHYCA6sBKTmyc23PHt2+/+lQ7wFPb90dNq34NJ2D1AB14rlcRgO3hMPGYokuViLYz4qbiOhlf9w5qP/aletGPTfp/feW1FJuiJB4K6awfmdhZy6RVKzzIGE58Vqw4iPbPr+hx/XfbD/cdeBjv+2NGCI2kFdzVBMgxuWIth2kYrULOACuQz/96buT73386ZCJGfkLJ43JqCUwQMzq09mZ48YWvBcGDOn3Py8SNdEb5Q7Xgp46eXBTes8hv584u3/r3jtuvrlQi9QBqKvxjhn9+H0Pv/F6TrgOtQlHoqhqweTAnxdiU1b4VGkU5qnF8ybf+cSzJQZmv7Xo1Zen1kXBOejZEu+0lybmvVWeaC0mueaRitUu4ACIgeri118Y9trb8xTAVxgc0LX39t8PExDwwLGDW16a+b5PmFly1jwHib5T3NF3CgDnFEYZ2OlvVs3vfdeI4rOgZ6tfemJY3twPaoHiw7+f3vELamPPPv3S0UBFpaVYBJSAMi53sy4ABi6CNGOoOzn+hfsnzZpfBhQdOHFHtz6/7z9NAZjB08e2jsp9RwNiV/t0JZcKqVjtAQZugsYOfL+xf7cbx+a/daaOHdq17+6bBz3+zMtHTx4D9fmP//r8jNnFQC3klHlOWLxaEkG8jh8HoyAUJlBbcXr32KcfHnz3IwdOhCtV7Y3xYzvfPGjtD1u5roPoqKmdMn5SMFyuW+HXVgiGo66SdMmeA0K5FQcYix36fu2gbu5Xs/PUGnJq7957+vR54smXj548DaadPL7t5YL3FalYbQipWO0BBk5AdBAChnKgGgBjINRkYIyA+gr3b35+xuzTUrHOC4dixWsFcZgUugmDwwCrQaxKVLgQ7r6YmDQZgV53aOeOzd9+ZwCGNdLE7t9oF8y6yu+vdVMvH44ykFqwWg7oFNBrQHUmdhOZcvL4jpfzP/BJxWpDSMVqB4gvNrPW8ASIgnIQynRwgOuggeLCrS/OmOMHdDhKqEqapl5X33icuy7yiDnAqKiCwSg1RaE7IuIwSU150eHVq1fXMBzXas9SW7GIFezesM66pGkot1QJDGAmqBF3pxKTRQEGoxokePrIzhdz5gXskCLJtY9UrHaAsANM4boSNViZwXUqPFp1NTDUr75c8siYyUcrQREPv5a0TL0dJyJqDXNmFWpiMMFFZSzKGKMUYKjxn3j+kbtHjHx6xOiJX/60N5bwARJwAmqCEUjFOg8YIwA4BTMBUaGRM3BKrHrPBKwWtcqWr1YOHz31UBn0q3y+kkuGVKx2gJ0DBJ2xOvErj5e5AAO4DpgGUMcBgDNyjgNKuHNU69lblAn5ipe04KYjmD0K1FAQ3dI3pzQxuw+WlKtzwQDCOWVmPKkA0KEbYCLS1dQNcLGGYDFqe18lbQGpWO0DLnQoCkSpScDB7GYXDGDcrr1mNSKRWykt4kicsoq4A4nZ0+Qs0XkEhFFdjDOjMUCnIDoz4rnGNswedjm9ngsGbnJG4onY4IABooNaF0SYrhyE8vg1krQRpGK1K+K1hFDfShCmFeewCrXJb/j50Yy21I9Qj3fOZLAXCITRpkrky2E/fxqOlSgaItZh9tjKPgRtD6lY7ZV4dSBOGWO2gcVgiZbkksIBDmKY4InhtYddcgmxR5VSCilabQ6pWO0VDnDRv7Xed1vcl1xiGLfXB5CDfPmxlwWUNmnOSq5VpGK1VzjA4XG5PS43HN9w+fW+LHB4XO6UpGTbXcg5lzbWJYcxxjn3eDzp6emUUjnCbQ+pWO0VDnCkJCW7U1z2Y9IfeJmgJknzpKa6PWCyyfPlhTHm8XiSk5Ov9olILgtSsdorcRsrPTXNdlKJNalcmV56OFKSkl3JKeDgDq72abVBOOdut9vlstZhchHWxpCK1V7hAEeq25OSlAzppLrccKS6Pa7kFGcHd6lYlxwxpCkpKWlpafZHWn6w2xJSsdorHOBwp7hS3R77MbENIGfSSw6nLD01zeNy24ol1/6Xj9TU1KSkJMg1QVtEKlZ7pX7kheTyYg81k3PoZcftdrvdbkjFaotIxWqvSMW6kkjFuoJIxWrDSMVqr0jFupJIxbqCSMVqw0jFaq9IxbqSSMW6gkjFasNIxWqvSMW6kkjFuoJIxWrDSMVqr0jFupJIxbqCSMVqw0jFaq9IxbqSSMW6gkjFasNIxWqvSMW6kkjFuoJIxWrDSMVqdzBCraaOhKa6Pe4Ul9UZT5YGuKTUy8XmSElK9rjc527XWL+5lqRpeBM3Tq3W2mmeVKvoMI9XzZe0FaRitQsYs5pgcc6d3+RUt6dTekfrVwCyO8OlxjRNAGA8PTUtzZN67nGWinU+8EQDF6uDttWPmIIj6boO4lMtfpV2bVtCKlY7QogWNYn4knPKXMkp1/39H/YsKUsH/UmECEWjUTiaYDHGhI2VkpQMdq4auFKxzgdhUTFu3RxyBQ5XckrSdR0S5pdUrDaEVKx2gZAiaw6NN3IER8e09PTUNNEbVyB9g5eQxGAynur2pHlSbe9rs4sDqVjnA+PiY2xZV4wnzCnG01PTUt0ecJi6IcezjSEVq31hmiYY37Nr94/f/8ApE/2xThWe/Hz5Csid6j+N6CIohlFo0r59+3788UcwnuZJdSWnnDxRuHLlypZsWTnDnge2GxAc1nqLY9tvW3/64UdimK7klDRP6skThZ8vXyFtrDaGVKz2AufctrEiobA7xTV29JhUt0fUFF+39kt7o0vq1p/EOYAVFRUpKSmjXx7lTnF5XO40T+r69esbP83xz1KxzgPGnW5AcaeyvMLjcotPtSs5JT017at16y1tk7QVpGK1F+xtFfEdzpyW4UpOcae40jyp7hRXZXmF8zmSi8MWIUKI3Z9p6tSpog+ZiGGrqKhoaVkgFet84I6tLEe44OuvviZWYKJ/ZmV5hYwVbGNIxWpfUErFV33Htu1iyZ90XYe335oFnthZkTbWn6GBGnHOd+7c6UpO6ZTe0Z3iemvmm2h5hKVinQ92rGBcscTW7J5du13JKeKD/fZbs2SsYNtDKlarpsmpzd66v6AoCftQ9h7AkFsGe1xud4rr0IGDYpa8UK1qMDWLO23JUGs8whcn50NuGZzq9nhc7sMHD7VwcKAJxWrOIGtLgZ32UJwjLMWmqXwscRs86BaRrH1w/4HE4xeFPewyHKn1IBWrtWMrk/j+OH8KzmcOFSpiZWXF/f7Ll32Wnpo25JbB9rfadmQ1h/1X5zTqTC0SL+QMPbhWaFkYnJfgIljx2XKPyy2G+hwZb/FrYUdw2KdnJ9Wh/oW4uFNqbdjvyF7xWKlsTdKMXFGTrFzxearbM3jQLfVC3v/E+SA+yFK3WgNSsVo14qsiItDEI2K+E78yxmyFaDDBNYl1kPgewOGDh5I7JGVlZFpJLc7ntHgQ59qz8UQjaGm6aZU0VizOufNdOMX4Qjmwb3+aJ3XalKmcJpSvaWNUxL/Fxd40TTHgCRPZsTi4ttYELWCHBdlLq3OMc/M21v7f97lTXNOmTLXjMsSY/5mzwjX4eW6rSMVq1Ti/xs7vj+CCJiz7K2fqhvD+R0LhVLdn3dovrW0AAOeakZ3zZmM7Tzx4PtrZyuFxEFflRNzKRb21irLyNE/q+i/XgZ/rCA4bq8Ey3z4l53VvGz5Y+/Nzvm+necWqqjzrSk7ZuOHrhFxd1IexXgK4pNUgFeuawf4KxWKxBu478acWBKxBjTt7v/qJxx4/fvSY5VGJr9nP8yvaYOZtsANx7S7/Gzg80Wg/42JEgmPogw8Vnz7jtGWbHqK4YhmGIR4wTbNJm8xeGVzr6wOBruv2G3SmtTVNM3IlogetT7UzjPBiER8G2/K7+ANJLhFSsVo7DZbVTivnQqP7LFsh/jVmhBbk5YsgK9tz0vKhnJNsg2de0/6T898XvEibhvG335qlR2OMJCblZk6l6RnWOZuf56lei5xzJzX+vJZub818U6QVJ8LfLwqxaJBC1aqQitXacc5KdpZPeXn5smXLpkyZkpSU1KlTJ5fLdd1117ndbk8z2H9KTk4WdS5E2krnjp3+8be/i4zLtLS05OTklJSUpKSk5o7TpUuXpKSk5OTk9PT05ORkt9s9bNiwuXPnHj582Hmq1+6a1DnaYplfXl6+ZMmS119/PSkpyR2nufFpDldySueOnVzJKa7klNTU1A4dOqSlpaWkpDR+Zqrbk+r2dOjQwePxuFwu8eDf//73zp07Dx06dN68eYcPH3Zu9rQNr6DYna2oqFi2bNlrr73mdrvT0tJa+ByKUWp8EymGKUnJIjLTTiq40Os1bNiw999//8CBA+L0xFLvWvw8tz3arWKx/5+9N/+Posj/x/+Qz/ftksyRBHUvdVVQAWXddT2Q1d31AkQhnALhUo5kriRcHiviiXKKsuK93ooXlyAgInIESDLdXdXHTBIg10x3Vb2+P1R3T88kE5JsuJJ6Pvqhk5lhMnl1VT1f9wvg0lh/rpOK/zedTj/33HN+v3/ZsmVffPFFXV2doiiKohiGgRDCeaCqKkIIIaRpmqqqKsJyXNGwqmLF0FWsIE0zFEVBCOm6rmlavs+RJEnTNE3TFEXhH7V379633npr9OjRDzzwQE1NzTniKh7ZAWoCNRmA1UGxtm9o35kclNJUKvX8888Hg8Fly5Z99dVX8XicS7gz+SgdZYWwhrCmIqxiRdd1WZYTqqYizO8Cl6HzDzWMNYwVjBUVYRVhfjdVVVVVld9cRVF++umnLVu23HXXXffdd19NTQ23d/vezGIUWAqYyQCc2B3wx/+bg60rpFKpF154wefzLV269KuvvqqtreVSyrueEVYzi13jP6rIvjWGripyXFc1XdWk+riu5v2cfNi7d++WLVv+8Y9/3HvvvceOHTs3f3SPYJ9XrMMzzmPP3elvhncWBiZjUQALwHLuOgXH453J885clF04bssJVCiKMnz48MWLFx87dkySJFVVMcbu0dYFY/HT0HsyYmSoSFNxXMVxjDWEDc/J2+MdjjHevHnzzTff/O677/KvmkNa3swFxlg221DPBR2TzDlFAbOgzXj3lWe3fv9DM0AaIGXZd5HwG8rs9r692bDZMQ9CCMZ4xIgR5eXlhw8f1nWd04Ysy5yn+Z+sIk1FmooVFUsqwiri4sVIxQhrMm6QcUJHio4k/oyhKDpSkIqRyv8txqqEsYJwAmEDqRLS4vxju5AzQmjLli3Dhw9/5513IA9jnTUX33khQ/OZ9U/amfrrkwtnXPHH4c+++n75wti61WvbGLQDpAEIACXee+f5t538kEfYTqYr/6+iKDfeeGM0Gj18+DDGWJblRCIRj8d1Xc8nBC4iLkmEDexoBkjFSFWwKrl3RO1iT3QBBemqpiL81ub/DL9p2PvvvpfTXAM8PaLOfYUyBWYBWAwoyUjYBDAdYVv8tmRedaKlOZvLRie775KBYCyapaHwn5xT74IzlgvGmCRJI0aM+PDDD1VVlWVZVVW+pTlRdZ+xkKogNYuxENYQNpCKe81YmqYhhPbu3XvPPfesWrWKf2c3Ed8bb7OP0TyMlR1P8gTtAIClzJM/3j3kytWbPkgAtNpcxS/LZiyasQZ6KF+7oSq1CKer4cOHf/jhh9wwlWWZi5o/kCSJ/9UqMnRFU7HUkbFkVZNwk4wbdCTpOO4wFjYUhcs/P2MpXR+y/JscOHDg7rvvXrlyZY7EevpX56hoQBmQNkjH33w2duvoR/U0xI+rI4cO33Pw11aAVsZVB2DE3iZZ/9b7mXng5lO4Ggxf1Z9//rksy4qiqKqaSCS4Ka8onViujuRdOWOEDYwMFWGMFaRiWVOQKmFVcg2vXkBFWMMq562DB36+Z/Tfn39ulXeRZOV6nHObhgKzgFmkA2Nl3gA0S+f2+Lad404w1qWNXO2SuPebejUU69x5QroJfty3t7cPHz78k08+4RYVxtg1sFzGOts2VFSsYIwR1lyd1GEyR11VsWOH9Qz8a6iqevjw4eHDh+/cubNjIj4nsCzGspFhLE9hrPMi434qE1JN/32l+sbfBZ94ap0K0AJgEWa/at9N6vVf9Qyelj9tbW1cM+C+O+4pxY5H1DAMj43FWb8TxuI2FsIJFSuqw1i6YuiKhlUJqRK3z1xNArmaRJeMxb1eXNqHDh26+eab9+zZQwghhBHCzfFuumSp92hzxkxRQkwgzdBy8onS+x4uizUANMiNt147ZOv3O9sB2pmtxfeasZybywCAUtrS0jJs2LCPP/64rq5O1/V4PM5JS1GURCLRpQaGXTnjzIW5DG2dwHGx9g78m2CM4/H44cOHR4wYsWPHDvfL8/Si8xTcchZ5lhUF4Kx5mnkil66gEwMr62NBMNalB37GWUAZWMCoa2Y5dtgFZiwAoJQ+//zz5eXl8Xic654IIR6+wt3iKnsPqjZpaR4vioKcf+087g1jYYw1TZNlGSG0ffv24cOH82Rlvp/dRG0Oy7LyMRb/2Zv9AIwATQNpS2u1y+aOW7kiNnpa5XECLdytRCiQrMOX9IqxGKFccSam9fLLL5eXl7unlaZp3CvI2aK2ttaNr3TFWCpGOIGRwX2G9tmKDBVpWJWwKmGsYeT1xGbdpi7kLEkSP9Axxtu2bRs2bJgrXk5a3SgdozmMlXULWBtox+6+6erX3v2sAWDP9gO3XHdTPdLbHK8gyYki9oSxcqoFVq1aFY1GuU6gKEpDQ4MbIuUO2C7kwEWKnCAWwprtJFAlmftdzybJLsDd7K52ouv6jh07brzxxtbWVtdhcF7bjmQUC8e2szVsT0TDUdo6g2CsSx3OXScexiJgAictltFr4IIyFt8VhmEMGzasvr4+mUy6NhYHtwOwx9jKt709jIUx1rhXCqmKrCkYGRgZSFWQKvGXerHDOYkmk0lN0xYuXFhVVeXNVO5RPSbL+GQJo2lgKUif/vTNV37+9u3Nm9Zcf+/so2loAQCgtlLh2XsEKOlFYMFx75xqbLrxxhtrampc8SKEuBvQMAwexDIMwxGrgbHmlaqX7B0rynMXsIawlh1TxNmMdfYTlv92Lm1N0xYvXlxVVdXenjZN4or2bD0nsz3hHic5BQLErP3+mxsDvujSyidfffXe+ybs3X88DdDmSto1sCjz+qOy1PyzwbKshoaGkSNH1tTUcJbiplU8HufL2/XEdgpHJ9Aw1nSkqFix2QtLnLFk1ZUz7oUGJkkSD1vKssyfkWU5HA5XV1en0+kL17SJAlCPE6hP/HuCsS4J2IxltydiAAQoAQts0rqItA9CyIYNG5YvX86NKnd7d+ob7GKHY4y5NaAj9zDVZI0zVgKjhBNH0VxboftwvwDf4Tt37hw5cuSqVasaGxvdAlhwwhhna6vhPKAWo2kAE1iqrUGpXjgDUmjrV58WXn/fL6fgNI9yEeccdSNhvYs7OnH11zdsXLZsmesP5NYM1wn4+aWqqhvHsq3VXMbSMMYqVgwk6UhBWJNVw7a9bDsA4wx7YYe9umsTcLMPY8yNv23btv35z39++eXVDQ1NXHrdUA6ol2mAATAe57AoSwFJf7xh851Dbko0SLt+/mH4yLvf/+/2NuoYWPy4dCb/5jBWhrTy/WJPXfCGDRuqq6szBqujh7lKWBdxLNuDjQwVaTpSdGS/kzu6EdZk1fWy4l4wlptby5M2+TfZtWvXyJEjX3rpJcMw+J/Qo4r7/wUe3YJLHjz3LoexKEDO/egaF8Up130MVMaykYlmOd6kDGPZHMYgS6k5R+hyeU2ZMmXr1q185+i67tIDcoAdP0b+PahhjHkOVVLGhqLx2Ilsx64TCBtYlbAa9x673YemaZIk8cOd66d33HHH3Llzly9f7vFZdezLMPhIKgAAIABJREFU12G3MKBugISkAUyAFEmfee/tN8OL5zy/bEFVeGHJtaO3/9qc8u7YjJXQ27gjs8mudMLErVu3cu2ee1+5h4rrClzUhmF4dHwv0/CUSw1jrCOpQakzUFxWjXq1gbthubTt/Bf7VMWcsVSEua2QuVl55Ox6X3nGvKIoo0ePnj177rJlK9Jp+wDlUZazeAW9jkH7jRbAaUqbp02eM3PGfAbNAG1zZpY/dP/05jbqWGE0w1jZzNd93yAvI5s2bdqXX34pSRIvqOBMrKpqPB7HnZcQZODkWxq6ounIvgUu33NtwNbGzpZ7mU/O8Xicm1kIoWQyydfDPffcM3PmzOXLl7tl8uenHs4jXjtsQdyIhX1AcaPZSbIQjNUfYQG0AaTsW075UzTt3Gs7bfpCMxZjLBAInDx50o2m8M3sWld8g50tV9BmLB3HGyWlQcIIG5JqyHaOgJexcC8Yi/92r3tn7ty5U6dOrays3LRpE0C+fOv8jAUUSBogBbRNVeuql1aZVhvQ5tM6HjLs7x9/e9jyVAgx2zg2ex93dGysoD9QV1fHDalEIuEastwZy0kLIZTDWI6Or7mZ1gaKn5JrGpST9VqiVm9C2FCRnUPYgbHslDYPY+WFS5xc1PysnzFjxtSp02Oxqs2b37J7HZ8lsuIQvGfVMQAAC6AxaZwcccuoLe99QWlz8yn1nrsffPbptXZOJqMeWdFeMxaH3+8/ceJEMpmUJMm7eNwH+YRgpwiqWFc0Q7EjsgaK60jyWrSShiUN987LnWP5uTvrsccemzp16pIlS954443/pTNyT+GIN5NhZDMWuIzlvsFzZwVj9SNQYO0AiW3ffnDNVcPnzAy/+eIrEx984AjSTgFkSIsSu3joHCDLV+a6WSjLWWqmaQ4ePNit2PXunx5AUTVNU3VFQ/VNJ082K2pc0ev1RhkpqqpKagMyGhGux7g2mUzGJaUXjOWe5twKXLt27ZgxY0KhUHV19aFDh/LehQ6MZT8NFKgJkGpMKHPmzqh66pnWNIFU275t3w25fsQTC6sTja0E3DCWw1h5I89dyT9TH0ZZ0B/AZy8VsHV8TjmuVwphDas6QqqKcBLVNcuHG5UaqaH5CGpUtaSKFVXVNb1BVrBuJJFuSFh3OM+bu9EtOXt9aGvWrBk79uFwOBqJxGpqTsDZFX/XJOUip8zVytsb3319dUnx78Ph5ZtfXz9xwrinn3u5sTWnfJh2uDoK1zFbnQcdT3afz4fPZkvlE76aMGSkJJCaQKqq6rqGm5TaBqUO6411OGmv3qRxEiPUK8bKh/Xr1z/wwAPV1dUVFRW//vprd5daT9CxCxdjjheWtAOYrjQZADDixt0JgAncLWFRzw1zfZZ5yFUw1qUBCtACoGjxn66+5ratnx+A02deW7Fk9KOPSQxaeaWkc6st2peGf86QCDfbO6sgkWX50AoKCnjur9suoac7TVcNRVHqpXhSQ2+/uPLaQGD8xBkLK59aunTpvffe++S/X65XG2SlVtPqJUnCaqKnjOX23eCRHozxa6+9Nm7cuMrKynA4/MILL9hCz7W0OmEsvhcZ4TUoaYAUAzMNkOa6pGmBLTDbDs4wlpsykx9uMkgnVcqUAYOiQJA7glwfYKfogrFkWU4aCSNec2Dr2/+47cabR/1r1RsfhWLVE8c//PabW+L1SNESkqbVSkjVkjxd0GWss4qdG3/caelmu6xdu/aBBx6qrKwOhSLPPfe8+zd1GcfK+I4YWMz1ftMUsJRt5hICjLYTSLnNL7Lu2tkYizJgmUEBHZv2csZyo0TdB1KxhJGqa4aCdRlpmnHi+LHNL6+8uqhgfOn0JyLLq2LVo+++a/lzK+t1TdUMDefN4Ogp1q5d++CDD0aj0XA4/OKLL3pXVJ/AW1vtze9gAIwxRlPA0h7+p8AsoCaYJNWWXvXqmvFTJz39zLLpUybcPereXw/VuOdWl22FBWNdAqCMpgFOA63/ecfHv71m1JGjLdDW+PYLK3538z2H2+AMQJraGjxhlADQzLSH/wlZX8IZJ7FgwYL/vLnZ0HRbVzJzjXq/348x5l7B7Mh/d6FIckOisU5WULwW7d1x61VXvvnO58f1NkmSdv+wc+XLGyX9tKpJhloblyUj0dRTxuIxFZ7fpSiKLMsbN2586KGHwuFwOByORqPJZDLnDgDtXELMpW2gABZJtwBQkwIBAAq0Pc3vSzrdbhulwCgQxojtMmFd3aqFCxdu2rTJMAxXabA1AydF3l/ow90rGPAylqHYjCVhFalYw6oRr0nL++dNvu/RuRWHEhYyGg8f/Pn2m2/594pnJKOhTk/Esa5qhifnQvLktuX/pY5zEmPshljWrl07btz4cDgajVaWl4caGxuZx3zMA8IYA8pVMxNYmouSAKSBWtxgJWlIW7a7yXUA5L+y7iJlCx5/YvMbb545dZpahIuXkUz5MGMsEAi4ueM9WmxIxfWKrCcMQ1F0GSlITWrqiR++u/36aza/9+kJ/YyuGvv37H7u5ZfrVF03kpLUyxz3jli7du24ceNCoVAkEolEIolE4mxy7hnAyeaYNm3a22+/febMGcbH9xBqWZYtaJpiNAVAGSPEagdmsZbmeWWzn169vokBQDszT8+aUWYkTtm6nePKYaxTzVsw1iUASlkaWDOka//z8vKRoyYmzgA0N/x78Zy/PzpHA2i3t2eaM1YfFrXztGPmoS5KaU1NDe+UuuDxJ7Z/vy3jtLbseia/38+Jiu9wXovTs00uK7pqyKqRwLK6d9tt1/x245ZPaow0wgaSlZ8O19bhJML1CS2u6lp9HPWuJMt7ALnaaDQaDYVCe/fu5X8v66SCOAuEMGox28wCCsxi1LLNJzst0DKtVgDLswNp15/poqamhregDYVC27Ztc28BOH2+BxeXcMcmj8Z1JVInjmUoWYylagZWUCJ+tK1254LpDz4yP/JzEk4gQ5Okt15dPeT3f9i6c99x7RROJmU3w82ujZN4dUEXwueNTtzcBP4lX3vttXHjxldUhMPhaCxWtX///ixRdw5q/4cH7ZkFlAKDNOMu8RQhLZkIbjcvLxgcO3KU91wOlVf8sHOXbc855zJnLG5gdbugMCN5bOgKRqiuLok1VTN0JS7v2XbL7we/8d5nNVpzvB7pSDlw+HC9Ziia3rvF3CnWr19///33c7qKRqMHDhzwzk773+HK59dff/X5fD6fb/ny5b/8fNDWZQlJWyknZEsBLGBtkDr14rPPjR1biputVgAAE6zW/fsPtLUTbmM5Aid5mEkw1qUABgBmC7TWzRkz6tGyxU0AWz/6/G833bT3yMkmChazPU7pTCSTnFXH7NaVbUW5nsAXVj1fOKiAN1MfftOwZ556+vNPP5Pq4/zbFhQUYKcQR1XV+vr6nu40JCuyLGvJBl2Jox++/fNvi9/67xdHtdZ6OVkZW1YTV+s1Q1EkQ0eSJBmJhp5+vtvY0M1dXLt27cMPP1xRUREOh0Oh0J49e1zhE0KyctEZAUYYI4zZDM0cLzyjFqO2/4q7qtImYYxxZcK9L9xiYDwmzVhXN4vBc8+u9Bf6ioNFg4tLbh4+YvnSZVu//Krm6DH+asDn5263+vr6LnV/zU1V9zIW0pMKUpGsNOt16brti6b/a9y86I8G1BvNCYR+/f7roVdeue6tjw6rp2Vd5y2asFOJjLQ6Wa/DWFOR0cUhy1Ou3Yimruvr169/6IExkVA0EopWRqt27dhpT9noyhgijNcGECeKRQnwSTSWncPC7VpqEaBmF7ZUhw8njNlG1Qurni8OFgV8/qA/wEX95Zdfuo1lCwsLeYK+W/PUfXCy1xFOqBrGOKlI+v5dt139u41vf1yTaFWQURWJ1skK9772Yj3nw+rVqx9++OFwOByLxfiqtl2CfXI4eFoXEtNavHDR5SWDC34zyF/o++e997/4/EvffvW5psoUCAFIUwZggqmfjh/67dU3/+eT3WmAlJnmm8V1kBPbO0QsK53HiysY61IAIQyIyZQjt1//u9I5C8Kr1q7b+JaKNDtFOgW8OPUyv7+o2Bcs/E1R0J9vwEGPruJgUeGggsHFJQGfvzhYVBws4mMRBheXBP2B4mCRv9BXFAgGfP6iQLBwUEEgEFi2bFlJSYmbG9Z1T+t8MDQdY4x0Q1fiePd3d137hzETps+rWlk2Lzxu3KTjMq7XNYwxUiRd113dv/vgZbYNDQ3cENQ0jc8iKSkpCQQCPp+vqKjI7/f7/f7LL788EAgUBYqLAsW2WIL+oqA/GPQHg36/319SUuIvDBQO8vkKCkuKigM+f3FRoCjo9/sKAkXB4pLLfb5AcbAoUHDZ4KCvJBAsCgT5vw0EiwPBYvsD88u/pKiYi71wUMHlJYN9BYVBf4DfjmVLlvoKCrkJ6+3G1Bl4h0aMM4ylyapWJ2OENV3VGuNHW2u+enzy6EcWVu87BSf000ptLfpxz1+vuTb69Cs1jemTGGm63ZNJVwwVabLuMJaSN47IU9vd3EXOrIFAIOALDi6+vChQXDjIx/9Gvq46FUIwGAwU+YPBYIm/uMQ/OBAcHAgWlwT8g/3+K/1FV/oD/t/8fyXFwUGB4oJgyeWDiwMFl5UE/CWef97F1A9+L7io+XfwXnxJXHbZZcuXLy8pKXHbNvZ0vWFN1TQNK0iOS4qiNCEZ79428ndXjJ00Y96SZ2fNWTh+3CP1cVnRdGw01EoI9ZGZVVRUxKfAFBUVucNi/P6+ORzcW8b/W1JUzE+DwcWXFwcvHxwoCRZcdkVxwFcUjK5Y3tTSDqQN2uq+f29d0dV/2RsnJgMAyghlFKibrJHJZaKEmIKxLk1w3cOyDnz77fW//8OPh461ALQDpIBZDGxdhFDGWIFvUHFxMOAvDPj8fXKVFBUPuuw3QX+AP+BDqvhL/AFfo9OmTH3j9U27d/2AZAUY+Hw+N1DUdUZAPiiSrOuJunqlAcl4z9cjrwy89cHnx/TUwcPSzNkLamUs67qiKFhBGGMF9/jzXVcVj2NhjPm0LY4rr7zS5/Pxx8Fg0OfzBXzBosKgLRZ/YcBf6PcX+v2FwWCwoKAgGCwePPgKTmn+Ql9R0B8MFPgDvwkUFfoC/mLf4JLCwVcUFxVe9v8CvuKAr9jvL/QHBvkCfl/gLPL3F/r4QeArKORH6rQpUze/8ebO7TsUSWaEcq8gD8WdrRNrJ4yFjYSi6RpWTylHQfp+0bS/PzQ/ttOAusbWRoRrv/9uxOW/Xf2fjw43pup1DaM4zw/UFQ1jLBl1kh7v2sZy9RW3P6+maX6/vyhQ7CvwB/1FJUWD+V/HZ3F1LgS/vyBY6Av4iwtKBg8qCfj8/sCggM9fVBj0/yYQ9BcVFwcDwYKAf1BxUcBXUDg4WFTk8xd5/rkL/oz9qr8wc/HnA0G+1LnkH5s2/fUNG3du36HrOqWUR2fPVkfYORRFUlVVVfVEosHQ1SalXtn13W1X/2HTux8f1s78fOj4/LkLZBkpSI1jXdYSPWUst4tuzsX3aeGgAl9BYWbgWSDY9arr/uUrKLy8ZHDhoAK+8vnlK/D7fxOIlsfeXL9+2/ffasmEBZCiACwF6fq3nq/8/Q1/r2uBVs47Tqa7a7ARRgmzsnt/eyEY6+IHZyxC176wetSdfz/VmmoHaAea4i5f17kPFNzerN335nd9OevI7WIHDBqTDdx58sB993/4/genGpu8acHAIBgMun0uemdj6aqmKBiryQRCeO83f7265M0tHx3X2xQlefDnw0fr0NF6WVVVXcMIIaz1+ATxHjpc/V+zZs3YsWMrKytDoVAoFPrhhx9s2eeMGmHQMevMzr+gbhyFAFgM0gwsQkyeL8AcB4jzCVam1UV++Tc1NBYHi4L+wP3/uu/D9z9oamjMEbWvoJArBGfrxOoyluJ6BWVVk7VEvaJiBTXjk6njW5+YPPrhJyr3NkGN2mQoyjf/2TLy6mu37Tt8NHFG0jRdw2qm/wiWNUnSpbN6Bb157Vza69atGzNmXCxWFYtUhisie37YfdaAk92hzm6tSr0VPM794dUCFvO2bewsXtX5fWTQmGzgdtW//vHP/37wYWOywX0nL7/1+XxnDRbmlb6mqaoqxyVd1RBCSSWOdu/461W/f/P9T2sSzQgbR345dOJk/GQ9klRD6TvGWr923bgxY6srq2KRaKi8Yu+eH7193Pvk4h947MhRrl09eP8DW7/8OtWcdirfKAOwgKUpADPBwl+/u/6Ka249noA0dx0xSLWTdIpm1rXdHtnK2WUOBGNdCqAWqTl85O67RpWWTpZkZDKa1T61487s29/upMPyrbtgwYJly5a5A0+94FFTnlXF0wF6x1gYyZqm1cp6Qjfq9n5969WD//P+Z8dRk67EdSU+L7riYH0CIZRUFYR640LRsKpIMnYa8SGE1qxZN27c+Egkxq8ffnDiWB0Kzrops8zW6vTo7N6uW7BgwdNPP91JboLTV7A4WKRIsobVs/RccDoEut0WdKRgrNXhpKQ3qQifQSdI/Q9PTLx34vzwwQTU66d++fngA6PvfWnlqriiy1pSQdy2yLQe707vfD7akRvcrqjXrl07Zsy4aKyKZ15wUXeZduEgI8aO0sufud49LF68eNmyZW7GTcd5acFgkI9u4SNGc66zLGcVa1htkKUGBUlqQlEw2v/DrVf97vV3PjmZaElgyYifqIiuOHRClXFCVXuT3e6ZuqnJMlIUrKr6mjXrHn74kVisKhSKhMPhTByrT8EYe+yxx1544YWuhkkyAGYBbUsotX/5653vfPCFRQAAWlvbX3rplVOnzliWq/+xnAeXNAYoY3FckEnYXWcWdewMDQDBYJBvbLetdY+3n4p0Xcd6Y21t7QfrXhhyhe/+sROiy55dFl38j7vvGDft8SPoDEKqrsRVhHuxwzWs6qqWnQ6w8f77H8zLWBcOrvwty8plLMoKBxXoqqZhtev4itN3NdOlQkeKinAcJ2tl3dD0Brnmp49fv/+2G/5275hnNnwQqlw+YULpO++8J8tI1xMYawipmp3d3unVObhF4u17ouv6unXrHnxobCRaGQpHI9HKXbt2XzDhesAXMJe2d0AaOOVBxcXFNl31nLF0I4kVlKyv1+vjWuJUbV38/bUvXT848OjUuU9Eli+PLfrnqL88OmlWvdYqyb3ZL243XoSQric0zeA3i69qXkgQi8X27NnjZvf1CTr2hLSrLzrq03aiEQVGjx05OuGRRx9//PFIJPL8Cy81nTrTScWnYKxLGm6zO7c/2PmhLu+EAv44lUrxH5mnFJF5Cl25x5+nM/DZrL2wsewBJUhFitQg1TaielVV4wjrCCMZx43TdcYpVUsmjQQ3lXoKOS65M8tlGWGsvfba2q5srAsEV8I5onadtEWBIK+Dxt2oE+KMlT3zwsBqQsNqg1LXho8lpWNKQ0uN1qyoSZ586HoavZMhewFe7cAdsKtXr35ozLhQOBqOxMKR2M6dHgfsBQLzDJFykSP8wsJCjDHv0tR9rnL/fEWSkxgbCsaKmtT0pFSfVCQprmp6o6ZKilyL9VP1UqOC9IaGpl5I2B3rg5DK9QRFwWvXrh8zZhxvLxKNRnft2gXnRs45pcR5GYvaPS+oRbwvdrwd/YOuYMAyFkfOFjpvNzXHzMohy45zd3w+H3cGdj1KvAvoekJRsCzHkxpqQHKTipBSbxiaphkIG3WKVqcaCBuyjLCCejFVyNB0rCDHY6npeiIcjpaWTr74GcuNU3KvIM9u5x0Fu85wcQ0sWTV4LzsVKzrCOlKwFNeVeCOqVaVaSU3UaQ0IazyTG2OcQ109gjt+mnMV12Oi0ejE0smhcJSTlmtjXVjGcn8718k4vEvd5/O5qY89ZSzOJSrSEqqmy3ISYwNJWIobSJfjioLjqo5VrQGhBgXpktxjUfPpnU67TlXTDFXVdT1RURGePHlqNFoZDkdDodDOnTv7XHSuMu21R7uwsZiZtqOwzosWsf+h9yQRjHXJw52CcT7pijHmVTx5+aHrOclhMvelSZMm7dy5k+/t3nkFJRnpRtLQVQPLWKrTlLiBJBSvx6per6hxpClaAmFDN5IqVvSeh8kyY3lVlbu87rhz1KyyOVzr9zLWBd85nesHlHEtdeLEiTt37jxrOoC3WbiME5KaQNhQsaLH65pUxcAIKyiZTCIVywpGuoEx5sOfMMbJZJKn+fVC+eCM5RY58LTG22+/ffaceZyxItFKN8nlwiJnW7lr2+1SNmXKlF27dtkNM3s4LFhVkaZpGBlIxqpUpyvxBt1AsmJgVdewguV6Ka5qhiJrnGx6Kme73bHdB1nXNENRsCyjO+64q6xsTixWFYnEIpEIF3WfewVzlmju53vzXHhdMANg4PUE9mMMUMbqqGvneDDOHdxeLPlWWE50jVK6du3aF1980U2s6k02MB8WJMkqVjCKJ1QlgeUE79pgNOhGo4JUSUaSImMkY9RzRnSa3SGENM3Yt++nIUNvrAhFLmbGyrJlnV6O69evX7lyJU9wyG8GcbqSuEtQUhOS2sC7s5/W5EZUbyiKLCNFb6iVVYSQrmF3xq73NOydV9BNGeWP9+3bN2TIkPKKcDgS44y1e/fuCy5k9wt4F7mrgXGsW7eOi9r1CvYEiqIoGBlYURsNVVPiiiQn9CRSJFVFmqEiFauaoesJWUa9YCx+v/idUhTMi9/27z9www03LVpU7jIWF3WfS9sNCnR+RGQzFqOWXTBuG2TeEd593PbwYsAAZaxOravzM+oGsoP/Xfxq3n4NABBCQ4cOdcez9sKhhLCmIBVjzdBVQ0c6khRJViRZlmU9YcQlLCtasrEBIVl


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.docx   Blok Ciphers dan Data Standar Enkripsi.docx (Size: 51.91 KB / Downloads: 20)
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This is quite useful and insightful. Thanks for sharing this information.
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