{ "cells": [ { "cell_type": "markdown", "source": [ "# Annexe optionnelle — Preuve et complexité de l'algorithme de Dijkstra\n", "VERSION ELEVE\n", "\n", "> **Cette annexe est facultative.** Elle prolonge la Séance 6 pour les étudiantes à l'aise et curieuses d'aller plus loin dans la formalisation (preuve d'algorithme, complexité). Elle n'est pas nécessaire pour suivre la Séance 7 (implémentation) ni pour l'évaluation." ], "metadata": {} }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3- Preuve de l'algorithme de Dijkstra\n", " #### Rappel de cours sur la preuve d'un algorithme: \n", " réaliser la preuve (appelée aussi \"correction totale\"$*$) d’un algorithme, par deux vérifications :\n", " • Prouver (vérif.1) sa terminaison .\n", " • Prouver (vérif.2) sa correction (appelée aussi \"correction partielle\"$*$).\n", " #### Terminaison (vérif.1) : \n", "Consiste à vérifier que les calculs effectués par l’algorithme s’arrêtent bien.\n", "Notamment, lorsqu’une boucle conditionnelle est effectuée par l’algorithme, il est primordial de\n", "vérifier que l’on sort bien de cette boucle, en particulier si cette boucle est non bornée. Dans ce dernier cas, identifier un variant de boucle (quantité entière positive ou nulle) qui doit décroitre à chaque itération." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Travail à faire 3, \"preuve\" de l'algorithme de Dijkstra: terminaison\n", " Montrer la terminaison de cet algorithme en raisonnant sur son écriture (proposée au Taf2). Pour cela, répondre au QCM2 ci-dessous." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$QCM2:$ Dans l'écriture de l'algorithme de Dijkstra proposée au Taf2, pour montrer sa terminaison, on peut raisonner comme suit:\n", " $Rep1:$ La boucle conditionnelle 'Pour' porte sur le parcours des sommets voisins, donc la variable $s_{voisin}$ est le variant de boucle. A chaque itération, le plus proche sommet voisin est mis à jour. Donc quand tous les sommets ont été parcourus, l'algorithme donnera le plus court chemin. \n", " $Rep2:$ Dans cet algorithme, il y a une boucle conditionnelle non bornée, donc cela suffit pour montrer sa terminaison.\n", " $Rep3:$ La boucle conditionnelle non bornée 'Tant que' porte sur la condition du parcours exhaustif des sommets du graphe pondéré, donc la variable $E_{calculés}$ est le variant de boucle. A chaque itération, le sommet actuel de poids minimal est ajouté à $E_{calculés}$. Donc pour $n$ sommets, et en autant d'itérations, tous les sommets auront été parcourus et l'ensemble $E_{calculés}$ sera rempli. \n", " $Rep4:$ La boucle conditionnelle non bornée 'Tant que' porte sur la condition du parcours exhaustif des sommets du graphe pondéré, donc la variable $E_{sommet}$ est le variant de boucle. A chaque itération, le sommet actuel de poids minimal est retiré de $E_{sommet}$. Donc pour $n$ sommets, et en autant d'itérations, tous les sommets auront été parcourus et l'ensemble $E_{sommet}$ sera vide. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Suite du rappel de cours sur la preuve d'un algorithme, Correction (vérif.2) : \n", " Consiste à prouver que l’algorithme aboutit au résultat escompté en identifiant un \"invariant de boucle\". Cet invariant doit posséder une propriété vérifiable avant l’entrée dans la boucle, lors d'une itération n de la boucle, ainsi qu'à l'itération n+1 et enfin amène au résultat escompté à la sortie de la boucle." ] }, { "attachments": { "Algo_Dijkstra_f_secondaires_f2_non_comment%C3%A9es.png": { "image/png": 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nrH+AmTyoRtRw5/Nka6XLkUb0jAMc6gZVFRMNlE4gtqCi/BbliGkCNpwfT4tEUN72yfS1xGadfh2/r7jyTt4oazpQbnOdUZTS7E2FgvCP75k0P/POuE05gfRPub4vJnduEhf+ld1PKYPwZnLvo+vyakHt2xLG7fxoDaXTyO3OhN1shXMflc6XfAJX3mzv705WyA91NUBd1Xwr+q8hJfKNFM4d/EFd8qeg7+sl1zxtKWMi2wyj1AIMhVB1qWy8MV8qjQk/yZdiTs0yyh2RQllglEcqqKmaY06d772pbNsrcmVBstml7E5slCVJVcV4fepPQZ8WTLaUnWm9kBJy9VUuiZpCLt/3FbPmu6wgOhrSrcec0jyFFgSjsqZAfWJOT/pki7mVin60Gq+8Lk2luK/SqLRR/61b8rrBICtVCg+39gMnKtBpZcUfy+J0JSfIttsT9nNl6l814srrD/G7Wzw4V1x/fPIt4kLnJU/K5eVIwP3Gn7hb7JfpckXlWaKiUaeErtPwIZTfg7Tzd8mpIaLS238/lAQ5Dh/qoMLGanj0w+tzDqa1MO2j6traxfszO2FqevqOOev/raR+SCn9a8XIN08VySLTkHNkzqA3fiT96ipRGbltXP/FpxXGi6pAkPHd9LGf3qmjfkopv7j1C7IjQQFB2u6Z83/JxlY/ga6Ni4enu6P0A1HZ3ysmf3SbTf1SjbAo4i8qzc2Dhzg1+wgiKjn97vyDGWLtXkuPRBdyhUJOYdzJj0cT+VZzY/30jXdbv7dKhMVxMWXEXqPm2OzXj/CGr9x3/k5y8vXdU7BJVn129YIJQ+YdKgle9OXx8HtpyVe+GY9N4Jrze6+UYhFBiPfoVgr+2OQ8NMCClDNhaXxsKbHXefxp2NRdhf1W7j17OzkjLfrEmn56xF8Tdn51qxafR6B0bfvp6BTSdQzoiftoiu7l8yQhNML8P1Z/nUqYOMGbvprqqIlE5ZdXDB39efgTpO0z96tziUV1Am5J/B9rQs1QU9bP8yZujcWvSqL83mpGuz2JrecyuA9lnWWcvVHYhtwTUWqIPEM8S2/iaD2qc46l1Wu63eQBNvu+trTvbr17v02/1+xn9lbne5UEltNwU1rFVN4lP5SKSmtpFaMzfKi6zm0FaYUz55fRxUzDxkXf011Hrpg9mvxRrSyjeZztE5M/uipzei+lKadiaWj6b/nUjVpA/OiHjDkHeS0kmPDa2sz9mZKywIyGnNI5gzJ+JB1MKyGM3Jbaf3FFW+pJHThbP3wiU5b2VgtD1ExmJdIfz1lfraR3G/9akfzmKbm5fw31R+YkvvEjtwW9+3hc/8zTxa2nOaF3i6aPLVCld/OV9S4zeVCNKGV76vCPqiuon3I08U8uTZr3G78DskLNBJSSkP/hWVmw/WS7EGPES3k8cXjeVRURRTkns0LnleXLrhBnfJc29tM6pVRsvLi1QLn2YnLnpqob2WETC2OUbo2pq/v81fQfH1GCrfZtxWm70+b/wqeyUVfbxUPfnVCsFI1/r3jw0W06BgLu7pkZv2RTv3Rt9Dw89eRq2qoVk3NlNW17NYA6MChljGS742EqhE8Nozxqi/Qd6ev/VYpdaeWKkZmnilRkX8LWnLOyl9SZvNCEeDJDlctAyOWo/3pZUYKS7is4lvXBxQbp2UzKWnP0fGzfobtCqv4qiSBrUorKmu/PU1dqD3WcSS4S0wEVTYdmZf7P6bO/a+Yng0D49/+yTqjKSjk0THtZL5psMnef63h7vam7Peb1s1w809hcrglCtCjOEK0yV8vRzh3UpGwvakXDwGdckKQHT5h4Lh5Pi6+MPXdfkhjGIWO9FHr3JHATdm+7SaVijzd+Sa0hbFAhO+vsCi9JGEIpfydUqcz09sERIaOBq369m1NWmhVxYJEvregq//zfp3RLVZh/7N3l57F7OIxxv3f2/RV1/37UhT1v98XdB5iCX95ceqJI3v9aM8QV/368+aakQxkhs7BNf2WxRSJu3rVt422oQHkEmScOx0tuZznjeH5dWU5mRlZhVemVD/2oLMj/52gC3RxWSV3KlQzq0HmAW3Nvh7UxP/9LqIJu7/ywfUE/RwNNTUPHvtO3nj77fnfijwXHD8WrXQKk1D0IJwtVU3FpyJ57KRd3Lnt1oL//8EWrZ+F7otLwu3Zrr6dHHlo7c1hvb/9Rb60aj/2di9lVXDJfRZXJt/HQVeOAQc4SCalLldywODzJ54uo+5d2vjdpkL+nd78Z6z8ei8trTU6R5FIV17afDk8hA5egbsSu7mH6E3kFJa4K37rhCmGQua3YvcRblzCfzr439zvCkNAb9EVUzO9rXgt0MNYxsAua9dVf/3yIO5XTd235p6zF91Yv2u1JbIQM3fv3oA4zr6aorFHkEFfWnU4kmhHmY3tK1YeG9ZAeZ+56z+6uQRx3n+0dfc4pzK6Fjl5VGPhY0iqGfS4eJ2dl7BNaxZiMVdX1pwpx5olSuphZH88fXJYTkpE1oKq014dkVyRB/j9ldDFryvkle+NdSqc7TnW/UzKkqXHgvUO2VE9/VeX/NlbRWkIVXPbubbW0krP9JXWQsClUyA45u0Lapc79O4EcjcMIIf/Yu1ly6sl+31+979/vfWGPvZx6ylx6QtCKelITotWp7WW5/KMey6eZDHrdrs/T+1AVixBr4CqvuzkDSrMCDiwyoPWu8M//5dN6tyn/WNZyugWAjI3f2ecXdT8o6oL7233p/C0oe3Npeat6t+Hfj/Pk9K7TX1mDRaLBeddcVOldRvKgGmFO2bKNdVQuO1rtuTNA0DS08p7HfEpKhOf+l3uVyCxDo2X7en6zRDaawu9d1+++c//hI1NLtT5CqJOA8hByq+E1yeGjDQ7TBpi8vtDYSFj/y7K8u1REdabuCSwRhDZW9jk0n1IkVeeyN9Jmhrii6uPNtXQqaoZt8stiDxVx+13bZqEiFZncmbBnvllaTPtC1hq1ySexaFB1YZ9jK42o74Xcmo+31uBGhPq3FfBOHCYqdozlDO/8uoE5mSFZhYNKr3Sja0/+P0c5kmwUZFYcjiePkNaM4/3qyvplZvQrrBpw5UN6Rej8yqMJEiFstwZQD3VLGTPZ7gyYCuFTwiSP1ICDkJHJql8Dc8oGZEX0XCRdGrTyyf8+VfVtBeeH/qTlPTYstxowyHZhH03GKld9IW+O7sxdAXncoSJOyNlVhnTyiv79lU3VuozKmjI6+jPeN6PiUFf5/VWpUddUeqX4MvUM1tjllt0JpdQRFU0HZ2WNGDlafnkphC0aWpfqNV/qe4JfeyymjZtoWputPdP799l4LVCt7ja/Rft9FKZDpzBBU2V0RaIY2Y+06Eml5TOHSqHW0TDrO5GqrThRf6WwUe39C7ESJaEZMDHQREUrS99/3cWIs0d2blq5fNvvO+f5mhKZrWnkPmH5En/qDHFlQZXamcIAh7fP/b399QEuNrbuoUsOXjoyHjc1McV/HoolFTQ/9dC2f6neBs3en4Rf379sQv9evfpPXH7wxvWP6LJb99fWH1JpTahMzd3Dl+jSZbPg2KnNE9yNWCwDpxHrjp5YKlmPS57G6iL67LrsmLsPysl+Py3bUVv+vHDyrztppdyGrO+HNRsepoCgNDWb6mMxcXGVt+lJhPx6XCZL71xLZ8vae0a93/xw6RtvLlnYn9lKuhhe1q0U8juN1dxff1nmL52S0fAkvxrvNUO+PLZ1uNS3uZhf+hiXbr1urlakzHMybmTiiq3nCB/J6Exe9q375BuYvHro2Jp+cnMhGuqq8ZP0bSz1JYFK13YAHZ5Cuo6B7rixVZiQJ+27IqQrZc+qn0qJZsKcHWv6EfUsL+HbNacIDWc09sDR1UEKFa9xyJJleJIkL+rcfUkloeK91Yt2exKbkENLdyeq2ch7mFRE6f6WqEt4EsNHZkMsez19Y705GmbGtIoRR/3FZSPh/QtsWsVYBqorBE3V0g7uuvqYu1y6mFls+dPv5F+BaaWDG7I8qGIm4B3fV0vVYw72Rw87DrRjIS3t3ot6Hl9PqecnZ4sjVH2DpNA3Wncx4OwRt00rHbb97jbPF8/y0jTSn7DcgVZyqLKAsedxfmrJtn+pnNbs7RR+3WPZBJNevUwmLve4cb0HrZ5Ef20taUU9qYuF9ckI3z2fuew51fv2VyZ0nfs0OLzt9/d22wEuOrbuZksO9joynlYMxRWHYsk04HMPbaum9a7RJ+EB+5dZ9u9l1H+i48EbAXJ6N/+HVJmgN6em7vAlujFgY3vslNMEd00WS9NpRI+jJ+yV9C4TeVCN+OHxoluUlOgsOeq5fKCODtKw6G2//3h3qo3+5Mn+iAako/fKQoc3R+vSI7FZLmPs3n3X8a3JhmqmatsJqIjFLJ+I0z0/+7znqbu9v+qvKXhYvu8WZUg4LPE+vNzUTgdpWRgv2u+znjYUz+6vkYhzzd1SudrL+9RmS3cjDZaB3oh13ieWNp9ky+jOnPjin+lmqd0inxObrQMdtMwcjWd/5UUOxtbs5mcy0FxY1cDkto1Cudqz7u6DBjIbNWxHOf95weevO31LuUOzvjeTZGNjtYA+V5QdU/egnJQlLZ1RW3wvnPS7kzaA29Dv+2FkDdV+DaAmapYyZrLdKTAVwqeDQR6phc7b5/y2v27qYqPjHupw8JKXXJuvRNLmU0Rr1snA03tcPt/je/e2a39DxipXfSFvRo+V3odWmDkZaLAM9SdtcplC+63j5NZLGsOMypoqNBzHO75K3bYp/EBVoUSgRIJ/vq+het2srZeP1CGq/g6paDo6K/VWn/FeO0bfiKVh7Gvz1VfmtKHUVJzbzjU8RAl/1vGR5pBJRh3XbGkn6rU4tewGjaHyvjz88sOqzEuRlMXsOa6/jap7sAwdeoVOWrDyk5171g2xYKGGysw7Zw9uXf7+9+nUGUgoYP5ZuG1cXn97kMTJAUaz+4RlY2kRr4y9W0g0LBtyL52hhjQh4wkfvxMkpw2Ng9/bOJrO8IdnruYrlR8KXs5dcqAXxm7Sm0Pkmu6mwa9PUlKVej36OFNGauO9nbP72BrZ+4+YvXzrgSvVfuPGDfS2pb8UtEhD6UO6zJl2t2g224pQ8CEzBhCBwoSPgz2Hv7Pnao6kY8Mg4P3vfzl84Oul/kxbVqKKpNsF+MD7vbWjrWWx4+fdTeEQe6Nxa+bJrxVOGGsPcfFwHkR640CCx1EJ2EpzHNhHMlte9IS6oduyTZNlw0YIuI+isvGl3UPcJB4olK7tCDo8hZCha1/c+VWdkVlNV5rC/GMffv2AyO+wLz4bh0sGO+bAr7nEH3os3jzNqbkS0rLycMOGRU1eKanfVL23WtFuT2JjtM0d6VJSkVXWeqNedP9sTQ3S6DfNuMMMYwItnUFjqIJXHl71sIp3KZJStp7jjFWqGFWwevTRo4sZZ+fse7ZGd/1HpC3fWnyl2nDcOFNvW9k0YnEV5xLpwIbAuJ9lgKwJruk5zlyyBDXisv/NoLNWGZamQy+zSQu6fbKz57oh2iwkrsysPXswb/n7xXJKromhkhPnXnpCqyfNCR87KKonx42j6W9dDyuuSrwitQOrifYjbBl0UbaM3utvm8rpXb0JyyxoiRLG3hWQerdKTu/2eCdITiqNjd/bKK1o689c5besd+vk9K7dEEtZ5E2DbZX0LgN5UI24MeESPa7Y2GRigKwEG3hajqCkRBz/Lw+rxHbRdgIqojXxLTNbWeybqhKqaHHW7DfRSCbOBgbjRlB6mhtfnYEjKsq5y6VTUXvSm2ZytZdW8OtWiqnI6M7i/MhaPN4ZozV6jrHsjXQMVt4cWC8a/Dil9/ldNq46TG6rp9vHWRJA1J5Fs/tEGdnHj5idtfVAVbWfxbiBhrYGMjHQ62FE17RN93am97G9be+fPHt53oErQr9xFgO9daQ1bQdoAPVQs5QxlO3OgKkQPiXq55FauNi+PYhQvxSa3S2XjaV1SyX7biF1KMPK8q0R2PygYapy1RdyKphGa+gEQ1nTX0/HTeqhgC+qx1LGqKy1gKX58lnUmY23i8/lYVtOmPfkwG3KqHN63WEgztSOqWg6OCttzcbLPIVoGLsako4HMAK2uF3lkMM5e0uE9Eymydc7zxg1k0bPdQQ99Svn0rWYq/+SLTuitTd8WA8lQ0BKQ3ncia+WTwv1sdPVtfIaPGXp5gMXH1Lfmoi0JbcOhtU9sAddi5MYuPRxoA5RVW4FUavz8hPJ1YoxLqG9aH8dEljmvYbQih4VJxcqDdKlaKyUdABh7Py6KTxSv3sApbplaDnN3Pq29MYEjaUpN47v2/zOlAHORvZ9Z289l00r3hYQcskuC4y+mbTPWoqW6+Lffl3kjcNLbh5YMdrNzn/qppOptU9t4HLSr5Nl02PmFA+5OWbiquRIbE3o9Js92EpOeoRlCTElxN4iqJ8jeXpNSgQ+T9cv1F1SrDnpNyQ3nDfbTyG9RBWJpIo0CwyhvEwpXdsRdHgKId1ugW74TR4n5ElaaOKq61s/ukZkk9+6nW+44CfxMi6GY6PZfswUXxWv0iQiP+iwtCSVh6r3Viva7UlsDEvflD6rvprTaorweBevNSJN42n9ZBVeR8ByHUFP/cqpuhZTTasYneHD9FpWMc3QcJrprFjMGlNuVOzbnDVlQIyRfcLsrU+kxayhjFdKq3P22VQ7/Uh9erMaXoJFGdOYVtCGzm8orzvxVda00Dg73VtWXklTluYfuEj2VpIwV3Li/ERpI0cvtJfiq7O0eg2RZmdDsnLDQpE2LT/H3noqHQ8xhqUb2ENBHAxcjOT0biOpdzlyetdIUe9qmPcyldO7gpb1Ll9O7+oqiLa+rpLeZSAPqmlofEi3sxD7ySQ7mZDoWyUfpKWkPE3QhvZuEzUSUBHd3s7yzYimsocNtKSKzk66K4un/p3hB+mry7kFOKJNlflSCdXx66bwXP3uRoqpyOjO4rIs6Z21e8pZh0Re6Flo68kCmNxWS2/mVnvF2pN743jx5nfSBjjftu+btvVcvTT9tZxstr4tV2GhptKUmuP78t+ZkuhsFNV3dt65bOqxHaUBsOcy6kg1apYyhrLdKm1FSTWMhVAtxEpRUT+P1IHV3Uixzcdy6SO9uTBXuZ/I0chZIT+Yqlz1hbwZ2i7yTSYNlr60GSdqIl+YUVlrCc3gpfaUe7Ymzo8neQ1I/PBESTyVCwZvv2lEfnbtmIqmY7MSmelZyUVEU19TemtCoJ9GpGl4mVXXSpFmH+t+ch81njUtCkozjH3H96UkNuXI3l/TJIcm/cZ4tdA8FhafXx7cPWTWun2nI9PLJHKj5xg4pI/sg3lb3x2fBg2NZmuWsnRkbTcR6XwZiYRSedAx0m0WCU09I+kXC2G9oKUMbxJJSwlisTQUMpSlq68oyhiW5St7bl/cMslL1uEgpTzh+ObJvUZvS6a/sqqiSSh9IkulOwMd51mHEvMi9i8f5Yofz3lw5tOZvdxGbr31VNPr+Hl3k3CfvcOIkS7yhYubEZ6B7+c5JkhhqB77wQ3cF8/yHO5NdvtzHkakYxXlFuYn+YAjKIhKxH3U9mGKNyQuTSMvxaPmJB+GlK7tIDo2hQgMJJ1fFalZeLkDxL+/+3940KHj27tXBEh0Fzc3ATc5Nd2HeKjo724oSSFHk5q72ODTW3jvtqPdnsQmIcw/WqSaxK1W3A351X8Thp6v1VAm07rUwdjXklYx3CN7y2gVYzLGi8HHKpalxZ7bflsm6asqZpzjmx/0Gl0gKWbiBrG0CiUQ8Jv49Ea67KXgVImoPjgVNBWfzwrunjhrXfHpSB6t5HQChxjJKTnGqSQSStNfg55GIEVDT+aUvale6Vt0M3NL1NhGhWVsoyltALQLDUILUocSWDosOb1LRoNqYWB0jDSU9K6mnN5VbrBRNMndREnvspT1rvryoBqxWGZJExETyISEL1c3iDnCllyvqIs6CSiPhqaNsfzbNzXUy50jlIsnv0n2BmJRFQ+fJpK1ozVYihLK0pU9l4TZnRvlkkUxe5rB6LYalq+4377oNEnV/M/yhIrNk+NGb+NQ2cjSfmVP74tbLFXVtI0Jx/Mn97q/LRkL0dNrgCaFciYvkypRs5QxlW0FGEZJNUyFsAXEClFpkrS6FFA7j9SBSCnFWGvo0B3exOOVn65hrGOsmB9MVa7aQt6M5jdXKHr4lszKWkvo+douC6aOU3+uyKjh/fEzVTi0BjnO8aRepz0VjYwOzUqkw9KVr+1ZzauJp0Wcf7USN1ummNoxaE10Nmq/nEXQRGokqDjz0kNJtmkFvNpbdfNYVPzn0tf33ZfoeOO+Cz79+XJSMZdbGP/7Wz3JMAJCwVBHHYioIgf3b8loqCqWehEwsjEmkl7b3EEa6crs5sOsBGXZUn84pt0tm/cd02gZW0sbrzWFlfJaHDVUFqqcx63jOHbz2fSqkrgze9YvHNfXWbE5zr/76bq/KecLqmDpGdMfI4T1DS0UPl3H0Hf2XMmqTD//xZwAbBdXhm+e9M75Vm7bAuLq+zdxb4perxEKZkNDYUwcTh+7fiEKni55j26Ti2k4DfEn++GFpfHR+KOxdb8QRzINxTUpZJ+Zbq8Rns1ePO9OEs6iHkMCrciSoXRtR9JhKYTR6xboitVWUWJBPR50uPobwmYweW375lBqvIaI+4ScWGBkZyX9kiRD+Pj6WexIRdM71JPQXa29d6vRbk9iSxA31NOlRt/MoBX91FR88wnxju4TzXt0eNZYGNMqBmVeomohrQDLFlRMi+g4Wm4+G1JV0ufMnu4LxxkpFbP8dX/juchaxtrSD0dmY1x+P+lzUtW2Y5z8zF0FRMUVS18vppWc0YJPPS8n9edyB8T/bi+n5KgDtdEwlxUsYXZzuRSXZUt1jVZ3paU1hHx507mJS34UaBkNA1kzpX2IGnNIZ7hSGqoa5PSuJql3deT0bqOS3q2X07vaLQkXkWvS/KwpbFTUu40q9a6a8qAaLU1LmZSYf/F7c/GQbGd2WNio075uBTUSUAFtwlylDkk0jGXOPTTHfOHVLIbUdsZtnA2R4xrG0um6SFhYqVCZNFQKFFOR4Z1lakX0uErxztWCMo40hNFtCViOY53Ppg8qifPZs952XF9dxWxsuvtpzt94ySASHd2xm/3SqwbEnXFfv9CibzMXZ/y6T9dVEgXr6TWAUCxviQi5wlbHaqtbyp5CtmUwi1ILMBVC1TTx5aMuFNWojIp6eaQOogq+YptPXFUsbe5r2pAfg+XRNtBQfBGmKld9IVeiDUFgWihaQEtv2gpz6kvmw/JT/5Yfp2apsUYvt+pBvWu7KhoFOi4rCVtWraLCFFHDzbOE/ak3cQTtpfm5QO3GgabdwLHSNgWF5/h+8j2pclRG/nCZcjZjNu33y4c3zn8lwN6AhYTsCumIVY1mn3c6hsxzCi6zhWUxEXnUsbZrH9xDre82yJvOgtyz5zIVvnxyU07/TY+PMeozzF2FQU+i79S3Bx373OtR8l45RSW3/6GnZMojZBenRf97+kKG7fjlX/z0T1wum1/+4OqBJb3oMlCfHpPfss7UsXahB+uwS2vlnsdL3rVg/MjQ4YtP0b7CWMZer64/Gpv622R8RdX5A7ekIxrUhZsZno6f4TZcsfupNiX8EbHT9g7D9oIUcWXyLTw22Mh/sGQ2Ud2DG9jjnqbXMKpzlJcZnoaLs1J/Fh7KiHPIwH8IldpK17aXTkkhEmrmV0VGEa868rON1+qRVr/NX05xoFWohg72wIM1EE/58w8v6fBePB5Aq/+84bbEFc3fW+1otyexJTTWldHl0tLdtvl3MBnixqg/ibpFZ9RYfRXWZDvR1Bk4tvkIHc/xJi2omJZoYhdzo/+tuJChPX6560//BOWyh5Q/8D+wRDpYV5wewyeKmY69oRfdRcXl6YRNtZ4+ndrGh+jauRuNfA0fh7kp1tRyVEaW0EpOc9rv/oc32r0SoEsquUY5Jcd05CHLbZABrZ74Z8/xFNUT9/TfdEPDyGgYORdXQ1PWmOBWCGWaQSTMy1WWOnk0WlmElSG8czfkfVI3lcXU0HpXw7UPXsxU381UTu8+UdS7opTTlbTeZfUZpqqrikTfyVhO79Yp6t06VXpXXXlQjY5ugLTrlSt2CLOSCsn08cbd7fT6jrQkjieH6dOaSlantdh/p5q2E1ABzWZ9Viz7AANanMU8B7Op0nhOtwjpru3e1+w14niyuRuOKMupry59Nf96lMJzS25XKqYiszs7B0uHUzXciuTLfTQXRq6ItzOO1LeN6Tv20bVKRrclrhYWp9X9e7oyw9Zy+Rde/8T1Z/MHPLjac0kv8q8E9byYfKqJJ2QL0qKrTl/g2Y53/OKnXnG5Q/jlfa8esJeradlETctMA2hoyEaccBvZsiRrqs3jt2oZqVvKGMv200epJRgKoQwNTW2pOIoq2DLRF9UKclVFRc08UovMJzcK5QqbsCEmgr5SW68P7c1XiqZWs4YnU5WrvpBToWrDsFC0iIbDWMfXqOZi/e61RaT3Y6Jut1o+WjrhjXFF0xIdmZWdg7ii7s8khBzkvTQ/D6gfGT3X4UMU/Z52GxHanc4+RUS8KtqXEB7JRB0ReZp68iQ9qRB73WBWP6mFKOajFYfTKUlqyD+1fmss9RRWn+kDcUuOZTXszRF07Z61be7aC48pORPkn/ngjR30DEObae+Ftmjza9oNnU4vqdwUt+XD3x9RRVCQe+zDDbelnw0o2BFvO2mbOPoOGDNtxpxPblRKqglda5+RC96dLF3KWc/MUKpNldDr1gt7CcVU5pTKzYsQ16VfuXg9MvzCxYcKBUjHefz8gbg1K6ip5av56YGmoTg2Fo+XtukX4iCfxdyHN9NwYrmE+st50SPeL5NyuTfcl/zUhFefwpFxCQ2QTEkVUmuHWQWHdFOUGW7GjXTcRnQP85PoHaVr201npJAEvW6BLsTrNJY9jP1h7ZES4i1W7XrbS/aCLBOP3ni8viD5Ukoz17f81O+Wb8c1qtXMdVPw9yil91Y32u1JbAni+tJ8ynORjkuAY8uVbE3dqbgmZG76mm/Lgvr0sFyHmyqqGJ0RobqKb9Aq7Jq3nSJNHOMHjEmbMSf/BvVRn2XtY77gXSu5YkZ+xDUxnj2Ukq/GyIJvbzVSEtBQ//MbSUP7xFro3jT3TPvjcUtKqolXJZSWczklJ0o9WS6n5JhOwNCwGmYvp54y1l6gXVAI+Gc+yJBTT44S9aRtpis1sXP+raWVWVNF+OMdCZLjFlH+/iXILF29OGPBAmJ7+DUTL2cxH2UfJmWLoCG/Yv1WugnGMpo+EE8RZFmZvjmCLtBZBXPXPqGjKs4/8+iNHXQbxsb6vdAWR1lp2pnK6d28D3+nB8UI6o99mNNc7zKSB9Vo9p1tSjV1Gmu/+La2mpIS8aOfM0KH3nO1uKVlHjvrD77kzeUsYXFdHTOHK20mYDOaZZ1JX5uhVESbIr8ovFVNXd3wqPSN0OQ+rnd1tW57zip/jJ+gYTfUmk5FFLcl53d6bSJBbvmHG+qapSKjO9sMtQmmkyDtq0eHUqk34t4v2XISixO/nJ+Qw7IyZHBbdkSmk/YdR9/EMdPS5nxSQ9eeOj4j7d6dLP1ewzIzJJJEGPF2tLZJtO+AlGkz0j+5QRVqXWvDkQsc5GpaLVzTMtIA2lqyITM5VRGPqXNFFTXf7mjFBwJGza/MzGSboB1RagmmQkijYSbrSKn/N0JAlWxRQ/i3j5WUEJM8UgcR+6MVJXSbT5x/KndrrOSYaPNZD7SijmU0zw6mKpeBkDOFSVlrFQuz5XOpmpNNf5XoNtdhCP0Fn/lbq6Sjs7JzqImriGtA5kOtVM29f4a0XJ6UMPYdFyT/adq0/yst9U1omnv60hlWe2bh9DUHz/x9+tDmWf2HbE2lgglRrWArK5QOoObvpX6eg6bMXzhrRC+vOSfKqWDrOR/PlDid07R/7Yt1vSlxEKfve83ZOWjEhAkj+ji7TD1If2Eyn7zjk2G0vx8V6LjP/Wga/ffKswu9fcJmLlo8d5S/9xt/PqGCZRj3XTjdjTouOfzq4Olrdx459sdvP3y9avqUz2nHM54zJrq13O3AMus1lJp4LMxPKpB9SzDweiUYj1io+OOj3dFyQ40acs4fuYOtNK8xwUy9qbNTyS4uLe8whSwWlt2Lwl+ozYMGyrlsIIprocTlnkP/IHIEDl59CjtNMA0c6CRpytelkTfU9ArzVpQZ6VDG/sF2ZO4oX9syNbe3vD5t2rQZS/anKtgnzeiMFKIwlnR+PT654Yt4EbKet3N1iMKQGKPeC2bhXCv9afnnEZW0zhRzUn9cMGZNNCH/FlN2fzEGu5RUfm81o92exKbgFyTRVbfL0FZ8/LPvV96pQ/oDrPu0UjLagbGvhaKKMXmFyaQvZGy8cDotMyWlrw5OW7uz9NgfZT98nT19Sj5dzPRnTNTHwsvSGbPRkZqdjOp3DE8Y927e9u15745PWhZJ1XlCN4tB9i01nTTMPQ1oJSc6szBtzcGKv0+XbJ51b8hWmTByK0RMlZymveUX64xo9cTb91qMc1DyhAnJfZxjph6kv7qYW+34xEySCbo9THrT2SGMzh4yOnPd5tyVsxN9RhVTnzyZ0FBc8/Phsl9+IbaScw9lQtc2NVVL/WIHTclYOCu5l1e6nN51mulEpqGm7mtf9KD1Lkrf98DZOWHEhJQRfaJdppbQeldr8g7nVvWu/tyPrKSve3ZhnE9Y2qLF6aP84974U8lWZCQPqtGwGeO0jJaShzuS+4x7uGX740/eTQldVitprIiE+mMHUbMVtExkg8duLUkaMiTec3hRNtWoaYs2E7BVWDYWG5fRhedh4fA+Ke9uebz9k4fjQ7MjqYg2uY01sScjquNu+9E0Oicqnyz0jgubmbl4brK/d4Zy7cXozlpO1lsX0h9M6qrf6xXtPzzl1dEJPQNz7lDGBGvUWns/PQa3Ne5rJ1d7pg6enrPzSNkfvxV/vSptyud0ifC0nuhGqFGtvgut6XMbDr+aOH1t4ZFj5b/9ULBq+gO5mtYS17SMNICu3gCp7ArZ7w+5v2hd3scr0wb63N/7FMVMJYxkm6AzovSUQsjqMcBIWmqj308cvShn88fZswfGjdqr3OvBJI/Uo+bvLD/PxCnzM2aNiPeaU0HHWnvOxzZKjoZVwFTlqi/kTGFU1lpFM+hte+niuiQGby02lm8PMH1rVXR8VnYCwvvnausQa8BUmYg+JzSphhv7Ab3SmcaQ40/IMGHufnouH4F26K/FIhwsKvm5HxWG3Dcmkac21Sd9qtqzo2UPWrZYA37MF5In192YL/1AEfKT5K5MqLk6R2rSmweQvuaawfJdeaVc8jAJgrzjb/ZsUZuYj9wWXS2NRv299VIr3uuzB3wquElY8vc7HiruwfKaNplcj5jAav6NOsnZ7PhtoQoNc0W0gz6+W9P6m9eFv0n1DGgOOlIkd259yvahVKqa+oyeu3TlByuXzApzk6gH93cvlzNNUc7d5dimQB6bkqVvi6m6MAm/gkb/HwvkE7Op7I/h+Gu1zogTZeTvmiuzSTnv+32e5DxuzP/IAQBuGxLryQApZSdG4nhqhx0rlQQoXdsyUskzm3WlhgpTTYenkJTyEyPoD/X6Iw7lNlLBMkSV11d6S6TErPeri97/33sLxvlTWsB85FexdKarem+1ot2exJYgKvxpIGV82i+JZFOhyghj/heFUMTgw/y2ckYdhLEf4LvhTSORVjH1+4PJEHLTDi2lVUxJPzrQfSObeqv6uvWu9MleeVS5ZNdtC42kAlVsN4M+rpErZo1xn98zaH4OvTmm/ZEvpk5UST370yClq/B2u4c+dcwaUEwpOVXU3Ui3oq8K+Ykvi5eg/vibMRr0n5pv5knbohtlJxMp+VFs83Pwdnv43Hhd6jj+e/pdqs7f16cCI8efb5AESpGP0oDfBVSoahqvzrktOZN4VoALdZX8xvLNulIun4aivOMZPTWan0Zvt0duq5XTu6ryl0Ao+PsdVYnDipk2mZYoq3RK7zKTB9XUxeUNNmh2oXS7O/ePemmpF5WUjdZTPME+81aLJYppAjacH0+/i/7981VUqIy6us8Ht/iyjnPL8uXUk7DkyTsezc8hNpZX6uTu1LHV/Cqq9mJyZ1F1zSctn2w/ozRXKlZq35Ydnx9q1PwE2aYd//FdaYkQxm9LNGp2gtymHZRzt0aapAw0ACc2x7fZCeRmOTytry51HPR9vaS4t17KWoSRbDOMUgswFMKWSiWn9iNf2SWyzTJpbt+b1HFQEa0MGeWRKmqq5pjT55vHuWjJrpVuvisrZW2+qorxtE7WH1+hXHQYqlz1hVx0b300HR77VYbcPficz7zoS3rmJkvraiZlrTUaefv6yy7U7Ff4SPlCJm9df++RK/0nr884dM4zyUqVwsOt/cCJDvR/nC0XSf6DPC9JOIrouYmu95nCrf0fcX/Ne4cLW5WoZwCTL/6adoPkpn55jg9ppb9AL2DdX39tHKmwRoVp7zd237l/bjX1tUkcd+SfAsknHepDE6adc8E0/NZcifx2Wk+5oSsGPrN2RN7cPko20ZhAx2nmjwmpJz6eEWKv+BKWQXO/upLyzzr59WlbQNNu/N5b4V9N85T7xGHgM3NH5I0tIUpTPZFR0LrLyec2TaFb3jK0e4S9dyT++pYBpq0/0jhwWpjkYlHa1QdyA9n0/FZdvHdy3XgPA1SbduXogV3f7jp4PPxRg3nvOdsjbu9+RW61LrWQeiXvPdBJ/psFL+dOMh7R4DQkUDY5lIB2uedKTTMSPL6bgAeydR/cWzI9lV59yiRgkLPi9yBuVgQ5lNE1jEoXpWs7hI5OIRmGrn0oIfdft2Ous7Llz7IYvv3W7V3zQ2xRTeKFw3t27Pv54v0aDbsBC3dGpF1aE0xlusr3Vifa7UlsirrUK2mSXg6r0dP9W/xEIOBfuSgg3njKUJ2OyxlFNHUGyU398hxvzLhL0sh43eW+5zZZqSpmZu8d6XN9i6lcMdPqu8H/3onuY9yaaR3NXtNdrsV7zZLOw1CJntG6v/w2kgatFNPetrvv9D23mnoLcVzpPwVy6q0ZLSk+Hb2ZP/ZJPdFjRoj8ujQEWkFzXa6k9FrXT34uiWbwpl5nPzRzkLuDvofFxvNBx2ap76xfBbo6aitjDcM1VwK/nSbvmI3lM8st8qbbKGv5m7CcZnokpHp/PMNYSe/afHWl7z/rTNTQuzrj9waGf2WlqHetd0QGbAlREkxm8qAa475Ol+95rxnTfN6LaS/rbdeCfp4lmduJYdlZ7vjWSqGTQChZyact1E3AVjE23nA56MQac3IdDDlMDadv84//2YaecI/RtLPceyvgq2nyEzhZPjPdIm84q6i9mNyZZWa66d+gUxssPGRFmcTMcPrnveJ+s3WWlhi1b2sU1ONysu+mKYZK2ajRI8zhSHzAlgHSEqEZtM4/+ZzTFH8lYdDWDXvPM/668wBTaZIy0ACGwU4Xz3YLk7pgJ9DXn7DRN+GYTff2FDN5GMl2h0epPUJoaLLpou+HYfIqg+Uxocf5BO9Z3ZWvZZRHbaDh1/1KpOs0+Y/pBgazdgTe3G6h0OZrHWYql4mQM4VJWWsNLb2pKyzooYWske9bqWidMHxrVXRkVnYGgtzqi/kI9bIe2jErW3YgGoQFRh12BqLanPjopLwaZNLdb0CIh5lquan9d7bzmOOSiScDfy+7M1dx8keb1F6b6zLqGOmAQGPI8YrImZZiXsG9Owk5tVo2niEDerXiRgB3uRan309/9LhSZGjrGhjcy4HZ8nAYfklyVFxWpYaVR/AAf7u2+ljF3JL0pOSs4mquUMvYxsmnd6C7hZoltfb6fPeRv+KhIY7v3cncO7D5wM+G6keJ8Sn5T+qRga1bYHCgE/bx+HIjSPnEP2D/4BvZh4cptxmUeYYpJGLnJSU8yCvjadt4BPXr5chEzjo12tzold4Ddj8mjqwXXM86MlzRUYeMBsHNczWPtfRHvWpiq2YF8AwRi0rSOclZDdXcJi1jbScfo0D3Fj3pEWdXZXMSUvkV9cjQRt+/r5ELgwqjqTaHHZ3Er0Ga3f1MQzy01E+b2n/TnMdU0IpvwB16pL4cTbxi3v30+seVTYa2+oHBhg5yC8s2Q8SuT4jh5tdq2HoY9+ul046xHsIb82NG/No083L/46+08jbCa3NjRh0jP6BpmB6vCJxp2cQr4NxJqK/V0vEMMemlsBJOc8Q8Qfp93qPHjSJDHddA414OzBcg4QuSo9hZlcjKw2SAf1vvy0weVNNQVZ+YwM2rEGsYarv6Gwe6qM5rUW19zB1Ofh0y6WbQN9iw5eqnXQnYGg2N2Yns1LzGeg1NG1fDvoH6pi1nI7+EExVXX6mh7RFs4m/X1hOZ3BkJhY8S2GmPG7kamrbEyf56LaottW8r5grSk7hZxUKuUMPYRtent5G7RUtxbuKW8JKS64urRUItTRsnw96B+i3XtGprAJEwJ4F9P1+obasf1M+ozer+KWEk2+2KUscKYRM7hx1zX1Crre0RZNKrTXFilkdy1FbPdblPt/m8KyJtLMWignu1CTkiLRv9kAFGrbb5WoeBysWoL+RMYVTW2gvDt1bB02ZlJ9NQVHPuhkDLw/zVfkrOS58xnWx9qYOYHbs5pN9n2PU2QnpjzxZfnCSbGqgWytYXGfwSwotd7ddvO3Ym7rI2Pu3LoGZfR/57iPJ/HNZzqWDXo6h3FRYfBdSGn7Det++XOcSR29r4+18G0V/LgE5GLIzdfK/fZ5IR9hpjzw64OKmjPqG3C3Fl5Vt+qT+VG3//qPdS51bqYOV2GxkMqAskIPDMeTGFUNn6IoMB4MWB0XeNjkZcemJid0tzC9r0IrDqaacjZuclx8WqSVIuW52BHS8JBn3eWT2YbKLl/nG01cWZ/wuIq299MmvlbfOZ66fQ7iABpvDuH/sDm15IZ+jqJQFgenUF4oYTE6Msze/QpheBds+2vxN3AU1VdwpmDEj9qRS5LHWZ0frASwAAAAAAnoZn2vfFiXzLPfQQ9o1NYzX/atbPwfHSrqy2MZt5Oe+g5rv/kb4vAvbt5b5D9j1GyHLepazfxrTZTchLPbTtl0w1l1vQsh2xfOUYhXWUn2eEBWc/+0U054NpHu2xGl7mFGqTqktze447VoVQj+W3U/cMUmf0JtBeODVvuScrKj7bq1leI5UmtXQ9/MTcwAEl9u97/PyZlVMb40ag66adQAICzxzo+wKAZwN2vfGMaMzeGUDFgkQ3YPlfxcImBReGbUJYXzVyF0gdNL68CItPTSNfVzfscCv+1GienKDXNFEH59VxXOrC/wz/4RRqzPsxlGxiW8w4XdK2LAEdQmP24wDalRPedOOW/9UhbiQ7ApGojqOmbyg5b2lSr5UAAyABgWfOiymEcj4PNYaUQdEBXkCeZd+XmF+UcO1adEpOOU/TzDlo1KRX/C1xn4KYW/Qwt6pRrXhpaFu4eNhrlOcWVDcQF2hoGnVz7270PIzh6USExVf3fX+jTKTnMfODhQGtuLHHiKozk7Jq1RydqWHg6OvDyB/ES8B/OIXYSYe/PZEt0LId/s57o16eDr3nHDFfkHCtOjqFX85DZs7GoyZZ+Fu+iGP8mnil/IJqvNC0hqZmN3e9l13vdjiQgMAz58UUQrGoNFdAt/l03bsz99kDAM+Y58DrBgAAAAAAAAAAwH8A+GIAAAAAAAAAAADQFYD1BQAAAAAAAAAA0BWA9QUAAAAAAAAAANAVgPUFAAAAAAAAAADQFTCwvpqqr2W66tw0Gfg4TYB/i/KLhxjfNB5cnMdkuWNhJfvktoeTh8T1sLqlqxOpZ3ynh2/ipKX5JxIblW8jrqjaMCt10tTMAw+oEJUIskvfm5Y6aUb2qXwqpPNoyC1bMT110vTsP3LFkhA1I9kSgrL6x9yX3/OJcrq9jDRV/Jsza3Lq1LeLH6i5fpgc7RQkCeKq2l3/e7h06cMP9rHZVNjLw9MmUbvypYvpaIUgzv41a9qk1BmrKvLJRX2AVhHnHsuePil1+ory3AYqCGgXgvpf33swaVLaqlN8SgCVQzqNF7zeaZ80sus+m5c6aXL6Z9GdkMyChuzHIjXT9GWqldpVTYsb/t2QNnnSg7cPcDu1IurKJnFno/QuXVmjdWp1oL71JeD9uK40t1Fr3FpbL10coGmgpVWP6jW1DDXJE9qm6fHZrP497s3cUHLuNu9xpbihsUnAET5Oqzt/MG9Wn+h+yyvyFd+QnVx28ETl+TMcsSEVooqmqqjSg6crz/9dr9mG9/UOoCam9Ps/K89f4GoaUmmnXiRVIRBc+/JBYEhOUsOL6G+aGcrp9jIiSv6t5MS5yjP3mgy1qSD1eXpBkoNlZtinqebgwZIdq3POFr1sVv3TJlG78qXr6AyFIG6MOlx8+nzl3w+RESwp0DbCmMPFf56vvJCGDNtYbBpQC3FV3eGDT86fr3yoqSkRQOWQzuMFr3faJY28jIrDRyvPn6vjaHfsu4uLrhVMC7y3Lkms5n1fplqpXdU0m/vbwYpz55/cE2t2ZkXUpU3iTkbpXbq0RuvU6kDdUtlUfjn/ywTECuqxuR9nkV/cK0sfn89lOZohCxdW7vnHS8fEec2oqGj1SwgvuWDS9OIEHkJ6BlPWuB+/HBgb3/v2FZ/9m2yHOhB/FyfsS3tlY22t5GyMuCiWU0Xse5j2sZaEqESUGc7DNrCbmZ+xJKTzEGVG8BqJPfEsM0mImpFURhi+NGHU+icZlma+nR7tZ45yur2MNAhik7Ak9hhsbK3uJwkpTy1IirC0hn7q9ZEfQvyaHb/zXq7P90+bRO3Kly6jcxQCtz48He/dwgxffjXTfji8iHTcOiSS6yVWVF0JN7M6HRc+vTA/quwph3QaL3i90y5pbKpMrsW9BUaGg1w70vpihz/sMyr3dIZ2qK/ajd+Xp1ZqVzXdUFSXhC/WHdxHuzNFvyubxJ2N0rt0ZY3WudWBmqWSz92/oaIaaS/40q5HXtXtB7wrB3Mm9XtwtBJV/PKg36Scg//yMu9WPeBSp6uiMfyzx/dEhC4wP5ASdPorx5mvmAYHmQwaZf3OJ17hab0/CcafezN35fyRK/00wvLZENzUFNqU796/lc8MDQ2xsVjB2vQztu/sr5XChoRorDos+5p0p56lXiSVEfBv3sXRdhxgZPvSf5NWkW4vIzqGG1JDCWHI32XC/LvY0wqSMkYmG353DtFHyYdKE1srki8cT5tE7cqXrqJzFEJDcV1sBbHX7hes8xKXvI5CWMaJLiH2Wn376UJydQTi4lg2FkAbk2B7SWtDOaTTeMHrnfZJoygjvB63pXqad+jnXXHezbpyYu9o0seWSRf9S1Irtaua1vFxSiWubeq/q39nGl9d2STubJTepStrtE6uDtTSfk0l5/J2pCHtwU4bhmkb9nfPYPeL/cdzwwiJAGkO+8D9+LW+5Tmew1op5Dx+ZAKe2GU61nGme/OnskxN/rfT3pE4aqw7equB2QBtNjf8Ed57DzPo9KZVHfdGNt57hrX3WeIabmQusdfwGab//LYIO4qOSzdAHQwCnGJ4oU1Zbv0guV8QOkkhsFNrsHbUMhjm2dn9DC8DdQ9qsKJiGYR5Q3J1CKLU8Hpip+Vt5kmJtXJIp/GC1zvtkkaBICoB9xl08OddsTAlEk9Z0vUx82CYplArdRFd2STubJTepStrtE6uDjSamqRdTS3BrVsTkPjNI933bvXdO1hSjpuqInKGjijM8jF3y6xOd3H4O9J9fOsfQnh1q30St+cjg3E+ef9Yq+izra6cN/RRsq7uwLWe303XIx4jKq3es6eqWKw9bFm38d1bNBO50dleA4oKkf6m5L6f+MtOE1awTx8uPRvOySpurGdp2jgZDhhn+/brZi6G6n2wEQnvny7a+3tVQq5I194wbK7jB/NM9O898gkpzEd66+KDtwXhZ6mMpJhbf/nHol8v1mUWCRt1tOzcjIZNtX9nurElmXji6tr92588Kqz54VcOD7H6vmE/zFbLb2GP+d7U5WrFXCyMO/j4ZA5yndF9SbBmdXzFdwfKriXxq5GOzwjbdette5s1f00iVjd+Kzn6T11KXiNfW8vJ32z6Usd5/XWaaWb+45qjP5Sdv8nJeSLWtdTzD7V6a7ntQNsW07856qWbhHY+q/V0Zoq4tu7gNxU5jVpBi7rP6ib450Dh4Qt1WU+QdYDlsk3dp5JFnV9QfWRvyZlbvGIeyzHQ4q0N3ad6adLRbSq9UbTnkkBsbbZspSX+1Mokj9SU9tYQNsSfLv3lbM29LEFVvYaRjZ7fAIu5b9sOd5HGsFXEouzLJft+rYrJFNQ0apja6fceZr3oHeu+luqVF3kE9ae2l8TWaHjN77FIaXCRuJZ96NvyrHqWy9RuS/tLZiQ0cTKrfvm54nI073GFiGWi6z3QcsF7dqOcFa5VnURtR7td+dIq4sc3y374tfJmcv0TAcvSyTB0iv3yeaa2Sl/J2qkQmiGqqPluZ+Vjlv6stfZuuRW7dpT+mySoN9DrO87uw5VWXkbykRdFr4gdsKcB9XRKvu/sryd99yaTILs1swzICbwUDXlPdhyorWTpTlzpONSGukn7ilgT52HVgT1lVxN5ZY3arsEWi/7nMNaNVXK5cN/1Bt1eduveMCRiJM0OLC3ujZf25O85y35iaDTtI9cPw3QICegkfSiq4ZzeV/T7ZU4uR8Pe12zuyu7zgln3VseFbBcg1+7xD1yDcOQkqJvRLSGsqDv+Xcnxa+x8jma3QPM3P+w21U+Ll1z81e/1LD+79fPl00HdrMHw+TePlvx6vjY5p1Ggi1X6lLcc5w1s7ydhNWsKtZ7OrVvhlbinEPXcFHT/EyP8msohEtr5LkzqnXY+q2PrHQlMpFG9erOsfHj39PBGjVEn+p/yrd27s/RiPJ+nrxc03m7NSitPeS2hpuBZCaP2F555JIj4oSyehwz62r49TNtEKr0t8fzUSpim2riSb07WN5oYL1pj062o8sCO0gvRvCdIJ2C8w6Y11uTnAHHBjdK9P1Tcymjg6eoGjrHfsMbKi1Y1SnUQdUPkar16iYlhNfvUd8XHrnHyqpG1j/n8dT1e760le01Rw409hZeKkfUwh5Xj9RgW0qaKW0U7LwhYbjZr39LPPVW44+eqpEKxgZPxuEXdV04yMJJLTeUmsULbxkM+4cV55wsP3G5kdbNc+Z6ZDVXfNnGzq37cV3YxhldU06RjquPW22zqIofpfbXVEnCxKOdG2Y9HK++k8J/wWeZOhmHTHd6fZ2LT/GK1lKrSuyjVaBTtVdEdXwDVgLC+WkecdzhJH0XojyrJF1JBgkfF400jEIrdlNiQuDkOoQi9wQUp9dRfW6Dh/ORbxJkIRS38g9fGuSSV51MMifNZ944UiakgFYjz9sfj25o+uFRNBTU1iR79kRmgRzxLaXN+8GO6iDqrZYSlVRuHSmIr21wWlsV8n6BBHBun/lVFnakcycaiiiVeChdKNrPh+TE1+Jy66+mWzf8avSFREiu1Y86uXmxHhN9+4xLn9Kp7poonawXl3uNSJ5KIn0Tmj3VQOIfcbo/ZzZGdKGy483VK9+bnRCCDhA3XBXTmt4b66db+Z7WZzkxh38ywxXeI3XqldLHPTYXbmqf+li/M/j3DT1sukNjMUv8olD6r4fzESCKQNaikSJJRTPJIPWlvEf6jsiUBinGmtqiZP3LbLm6N/LNLYljNryVeMGlbTGPbBaYZfM5WT3y59+ccARUkRZS8JRbf2STlqCTphIIrHyVZyT9UsmnELPidxyevkaAiidSKdrvypSWElTVfvxYlf6FkM+ifc71MIQfbpxBUUHPpgRlxjvWD77alOChcFaHVK+tqudzThfX7++Jw0+mVlHZkV7+F3z3C54tmWSMu/OkeTknDlPOVVFC7ilgj/68193A85Tfd+DXXuMdHYUF138imxJLKjqj3r1Z/FirVHncWhzd2nj4svZoz1EzhHCLNF56o/b4fPjae/ESmqNTO6BYQ5Z562Ee/2eUxSy7wbr9/lzh2W18nTQf1s4YIrLxT8Fp3+XtKtsj+G6rK1FGgqlGvplD76cK8or44/Nb0S0Ruqg5p/7swqHfa/awOr3eIKKkvjerXm+zITDv8p6iZ7ybby59JFIeA7OtP5KKqpuDVVb1hqXAfYnPbQJdiVTxftRJGeHPxHXwHn7wrv2X4KNbm5pNL89m83xfHassFEpvZ5LJCOmWV6iDqhlZvVKaczhqAW8Vym1b8J/fk8qSyYqIhDh90hM888o2XZmAJt55VuO01rDfkt16rqsplz1HRJGZHZpDCEPtFmuKTRfyfBuI7GE6soFWLuOhsphdLdnN6uzV8W21NW/EWPqn+Ymzz6BGb5ZjHKXLqQ22lqvQuyjUag7u1RKcUQDVo0/qqq17Wjbh79NpYuTtzeSdXJIWur6kjjtm1m8PuvXWEU9dWxtTfzw+hxd11wqNf4wRS7asKYeyHZIK6PrrXWjFtvDiNVLt9i/KoCIqfXM50IZ9iEpLxzcnqpAxeRnL1n99mBJFVoGbI40ylJqE8opqa9f5kPPXiFn5bcTeFk3iteNUQ4ik3uzmS4X0Kc+iqpHkkhfzjr+H4aPfKPBLN5wrFnMK6kx8nW5Px6fEeTjF+XtXJo8Urvclb+WT9cLTs2KnqAhwlBjFvzCrwx2feDRt4G2lEjV5ZePY2OyOt9sSaBD0cfmvmZVnq1sXkBpEpz3JL3fRrVWI6N/FK0TtBErUY91mKJOcaozbFS/SO+5Tc49H11Vxh8b3yjSNv49NMUn4vaEOOmaRbe5+lTjozRJy5HX9HQBp3vSwjNJ2TV+6ruJPMvr47lTTJIuzCEok6zHJgxpfHq++lsa98c9+cDB/4E61JubUfOuMQV7o5xSSP1JR21YieVC51wY9GJgmLvimPSOJmZ7Aj/yxYFIStDqSZsDOz9cIpLj6eYkKcqR239EhtIVcs5PDjTuaMtibv2ePhLcap2XB+An60ydQnsk8iJI15JaMN8G2Dt3OwZSUUXFoWg5+CbvrMzT+XyK8TCEviy9ZQrfDYDTFStaOcROpFu1350gJ1tZskxYcVPWVLWXRuI5fNv3cqZ6QVfpDJxNICWazboxBUIkreRKUYsfkvfHwhjpebXvPLqnvG5D1tF1bJqorqJ9PIBkHf7+slMWrMeky+++03rjd7x8Zr88jSF/A4W/KX9hQxoeCfpdH4buhWv3cKL97j5WbUnNic0o0IMYr1NcLhU/+hdYEkO7TjXx9FROBW0PSsjR89nLOgKI3fSfpQXHP7kb8mvoNeQPq352pS0tjXDmcNIWpf7buOWji8z14edbb6Ga0acemFDCfyFfT80785VZ30oO7idxm9CXvSLHGyG47Y5L8bJKcyyBoiXlG0SndP3XK8NrdayC6uO7VR8hXj1sTfqexmino1BYOnV19MJS3h+O/zKJWuHNLOd2FS77Q73Tqh3mEgjQzqTXHWDrI6k5w8Le9EJOdRRs3vqxMlH0QcFldJNbO6gsevv3Gy9IeV5LczFLvqh9Jjx8rDC1qsWZ6/Wol4Ie72XvhyDYcYSxTh/ErWvvM1yclVu6eQJhm6ExZKWA63By7KPx5el5Zc+c148vVZ936ivrEq1UGNvG9J2XMIu0eIUPfRWXvP1iRncKJPPOpHfjMym1lZQ55IwI3NdsZPiV5/r/UXVwWfvckD3xAR0qsbt3BHRVxWffqtklUDJRXlnYVXKTVCxEm5SUwJg1X69WaJVlc1zwLfNmAnJWPC4rLXTIiQm72WlkQXCgkK48o/Hi1Jn6j3bjWTEEXqajfT2nLyptLridyMxMoD78STGjjC/zOyxidPU1upKr2LUo3WfhXdOQVQHdqwvkTZe+8RDzN5ray4jXdQB3HJpUf9SOtfsjkOzfj6Ale12Sas/7E/PkfB7lSmnr3RHZ/WfUUtRxLCqf2ALPP6YY/TFBqy4oJD9zSJ52on/Sn7gqhMY+T7ZLtBO35TlNz3FXbt2p50tJfVUM9SjmRlxRhc6u6+HyWfXsLb75OF1ir9hkT6ubWreuALZR+ACZjEvPLsfQMyMsgg8YtouXhWP5lsjMODD9NWAad2PdkRgbyzwytlwkEUs1dxMYvw2MwmSkVN5ENSNdzsu6mmWj5H6mo+cMWneW7Bp7UMg3Rr97PUTmcGNJwZT9YKhMYcW5jMphOKU7uC+lB6s/dauS9MNZTa6rWdS6mtguL+GkSIrDnFII/UlHbVCKM/IFNeP2m34pctIkoDsVq5OeJPqWpWScPZMVh/dXufLkQk7NtZ5Dee2/NvtKpzVSC6v5m0EHoVZMlfKmq48iapx92y77KJ3+LiUw8s8CNuDvqiDgdIqav5kCzXBmPLSiXvpCKJ1Ip2u/JFNY2Ry0kxI0T9rtzlRKzvZrviO8dsuU8Ht0chqEQk+C2UjDy6Gby1VibmRNouJj86Gtw/84QKq0/KccdnRq2gn059u9W893OzLlYB5zPyi779kmoqI56+iIkLj6WSjbzbE3/gyhVk0aODSVTKo/j9uVQEZNmhG79e/vNhJ+nDmur3ydtqB+VGyXVWsKMe9ZTcAd1ddkcSCyYZrQpRWcVssrtAd1B+oky+xU8uZdDdEfF7c+h0UD9raqqXkx8UtPvm3q2WP7nxrkQVeObeb0OBqkK9moLJ00VJG8mQ7llRVBFVCmnvuzCpr9ufbh1e7zCQRkb1ZsM58vsXsfXZJNdlIWoMf4fUEkayflQGgkfUNavIN3XPSWxDTz2HtRLxquXjqV7oW2P3sNl0vDhRkntiKVorp4JqrqWR1VPc9kwyZVS19yaQHxMRihz6Ra1cpjT+LRnqFVxMDbggtNaPVE/s38zreFFJaShpCSDthK2xshcXVVYutsfhBhPKKa2v3CSmR39oDqZHf9AIHuR54cjfXRJJvXTl2WRsLHWTFlgSds37ZCvIan5VywIujF0v+SwY+2F4g+w5Qv6JV8mk8JAULiZKVeldlGq09qroTiuA6tDqSEVxdc3nn9Y1IoMPtlrZN5++8RRo2I1xjXwYsHuxiS35uyiydM2rcTbeqRtPctnNXG1weDcy8b7nCAMTMkAl4mpuZB6xZ/kNpaaqiwQocJnT+g+dfvjewVthPLKGnjELv64WS6vlMcPCnLK1+/Gk0sBNnuv7y43ZNTJa+JYBeaThE0pPi1eOpFBcjx20NNy5xpN7I83eb3Zb+obdkoUmluQdRRWc2wU4PGCAnjSOTGIuyr7F5eEDzVcPea/pJxfPBlE1ntLMsrEkL0FNpf/k78WR1F1xyHmYhezNNW3NFkww9A4w9tUnWm71v64uJhKSFeTy6wZTM9ntEDI2fn2uPrHPvMgub3lZbQbp1u5nYdRLZwbw6m+lkDeysvn1Fwd/6bD4hsb8arzXDHE5ttVc6q9czG94XEfsNbq5UoOhORnVmXgKpf4IH0mA+nmkrrSrRiRmBTpsWd9t0w8931acKaSpp6mLAzR02xiv3cQnnWOV3qlOZ8umgRr1tvtwqe2bS+z6Mx5kz3IM1McZWcjJk3NvxU8pWvUTkW1ac3Z072dEpDn72zUVVcSDxnocXW2ssDCJscmSZVhYeFFP7kuW51SRRGpFu135ooqG7LLV+/F680Gfe20YIHc5EevetnN7Evv6i9ENlPy2QyGohseLIP3tsvo4H1ljIvNzxNIeuMi6O3HA497NkQQ1Vd+vxdpR33BoT4ngih7d5uAMcTb1l1MFmBpuOL5Kw3uYAZURT13Eams//fBJDUJmUzwOvik/jYTlOrPHVEvysJtpb2tJBGTZMeEH363D8UQvCZ2kD3N+z92fS9zDcNORHv1NZYlg1MfuLT/ySNcwlEwuZhmtAnHq/tw/KhHSNvn6p26BMvnWsBzmsMCVPHQ06UPN41I/a8TZv+bsxwrU6PNfewxQmM+m1ft1GxyvzKpo7JaOEerVFIyeLm68T3po0Pcz7SmpMpuHtPddmNTXHZFuHVzvMJBGZvWmtDrzczqy3sRUejJLK2ShjTNxwOHexT5+CJjoBFFj0m1cIkwCTJxb11PPY62EeFm1KVgbIKu5Xr8sM5LOlWp4wicreRTypbecCmrilwpwJa+n62pFPkupDuJl194n9Y7Jq57H1pjIZYq4rhrnhL6Ntj4VKMq4IXFBaebDuI5HvMwacpEG1Ger55pgWcKxLEwXzcAqlpdal0PGRLlJTAjDbVIYnIcYWihkBapJqcE5rC3zYCHki7GAl9ZeSxfKBNzI6M0P7d94034hNU9bBeLSyq17ceI6rfDYPEzuNE2dYQssA70N+/uyhCJmSlXpXZrXaO1W0Z1WANWipbTEiDN/zP2lHFnOdn3Hr7XzGKHjYPb+j70LSgKPrLPqRUoh/2Hl5zPj/WaXZJDSI0HwuC4BFwidgX1k9bEy3MyaDMnKIb7UWZoWJvM+cP7iG+d5nnScRaLqYl5CePn+Q2wsWLYGjvITSxUQZx4rjiJuaGSxfnGzuaQsK2fJtGP9MD9K+lVE0sJ4xgCchQkf3/Mc/nDP1XouKcIGAd2+/8XzwNcO/qQQcdJrHuK9/gg62gQMYk4rQeTmsGmyrnz6cB/VZuME0Q1xI4PFDVcOVHOIg14OS/vKn0i8kM7ko33TkvqcWWvMyijbF4ODJmyw9WyeOBo2ruT7VvErcSRUwiDd+O19Fol66aw+dPMXeb/XfTTVLsTw82pTcPKxxq2x9ZCbwUno8Yek4A2i1Jb4cRQHy4K0OaV+Hqkt7arR1A6e133zF26fzDOgU76JVy14mFB9fH/pPZyM2r6OrZdf7ZAZJtqE5k3IC/ZMfmdPVQ6XrO0MjN7/3uvwAbel/owjZehq3I3YVfMyq+mKU8g/9uHjB7isunw2ToeIEDum+FfcAtBdvNnaiSpSUjSsPPSxeqgRlOLGlcokUifa7coXVYgzfiuKITSskeWG+Qoz1DE62q4WeF9VIKTktx0KQSXCYnYMbiBqTvzIzlvx8Xq2+lZ4LyqX2KvkYkf4hdzoBcSItu8t/O7G/qYuiqWU87AmHbvm1htGK7enLmIVNwqPFhN73YVrLJp/s9PX9bPDez1pc1yaHZ7dPpuBnS1J6RR9KOAd+66OCDAa32Oxr2Kh0NF2ljiDcjXzMyV2DDNaGR7n5yO4SrOY1uN1hZnuxPvretngvY6PnFmiZtbweb/tY+N4TegxX5oyNDo2+mS8GgsIq48R6tUUBoyezq2PyMB72co8zULa+y5M6usOSbeOrXcYSCOzelNUySWrM9bYjxz8FNNF106f/AAiLJGsrMpIJ3B410k95TGiraWWnsdaqakiqY6s5A3eW2thLXu4OO8uF0u+keWaefpylbw461Y9Vh7OJhLnnEp1UNOTpFryhnrLNlk5Kuid+ijS2Wb3EH3JNwCZC8qBRrRzC/VpKo4jvfwbW36k8D2LgGXrTiQSUZs2YuEmnqzUJBZXcm/hdd80/QfpK+aw6GEEufYaLWMEFiHWA3Cicz4Ojhv+TuHVHBEp4JoB73v8ctjj66VGLQh4U+mVkn9xIhq+u1TxQyohnJO9E9P6Rp3p0duAmVJVepdmNVq7VXSnFUD1aFn+xeVVW77kiDWN1m8yl5PUjkHHznTBNt+k4pB/vrT2JSWi4OTDVz+upZoNRKMrpZZsmBmGurciqmJKKG1Mgh2kUWziPKzc8f6Dob2ibUwjNTVuamjdtnCM6zs8fctVLJ563iYuVIFQQtRw6zyuLw3D7EbYkW01GU0NXBHOeEvjft2oZ6mIpJb+4t+8Fnnjw5KbJStGx9r5P9h0kltLijANUdo5WPV1N+0t+aZCoXbMObwbEiU4z0ZRtzZVJNYVEnszoxCJU7ha9tk4rLM8pli4tOj+panw2hPyfuIL06P0dCJ1FLZb3ReS2cLSaLHPkEG6tftZEtRKZwZIm78zp8gX46aqZDKLdUxmD5b/6tNUllCH14GwMO5HVSHClAhsJej6mblL9JP6eaSutLeImMP7e0fW1KFxzja39TRvamhEGlpEe/a9P3tLNRYzPcP+Lq3fVsN1sfeviwyw/iipPbAixc0ufuqm8tRa2nBijm43Qzf81oKEPLJOIFLyev5H14jsMVi3084FP0mUcbEGr9thbzFFlcnRJGrCYsPSkKS7qiRSJ9rtyhcVCAXXzpOfTzmV0x1vKUpvpI5e9EKsoBFLW4OS33YpBBXUPqjB/naNzRcNwxasPKJ6IWmosvTI6hg1NMRJVkoJMXaQlH12fTj57j1HGCg2nrA8Y4vJ3HiA9N2fsogJU/+qw7Wwg8VU5bV0xWK2xEqSNsfp7AhYZKPYwUXQ8fpQVFp7HvccssLeNLdrlnxisaT7zDLYuBuRXEwzWomG/Jp/yf7MUW+YmkuCpIhEtWRWuQ0zpJo9ameNsLD6PHkm50Kao55irHQi9bpnkvHSUM89mRxq1RTMnt5QzI7F1bN2CL0yT7OQ9r4Lk/q6Y9KtQ+sdBtLIsN6kOvwNzd8aoaQleBItoUEt98tEJ/DzapOwntId1LvtxYKfv1pJlH6dTFMP6ynyX0PEjclkf6xOP5vB8upX2JAQg20TiyATyVcepTpIlH5DckPb2Yr9E6IKzl2sdzQDQ3Sp5kQNNwJfrOEnHTnFAOGDcBxD45F2w+RdnmKa6utI4dMhVBGxU9EkZmfWPMRppj/CRzHB6dXwzINMutONHi1X+99+tfPGid5w88Cj0W53/afmnkyV6wdTjTDhbB2ubDysxro0kzg5mClVpXdpVqO1W0V3XgFUjxYTSpzyXe7JamS3wHWRV8upqQ5icU1xfUps3YOq5sWGZag/bq1PQprXDNLKzDpQcAU3xwgIo5yLk9lNZpSrQvRAsnKIl3TlEHHusczeXqkf7H1yK1VQIdJy9TcOG2M1Z5Hjlq8dA8n38Bxl1OIt6/nxj/HefYTyOeKCZCypmt5mXtSzVEdSx9nmUGL/iP0Oo1xxPnAePPl0ZrzbyLxb0tfHK2bgaMvGY2AYxFxQUJdYQ+x1wkbqKxrhorQbpDj2NPMhvz8IirjpuCmkGdBfT/FMeUSPYkmFjDTt7HVsbLSbbXaOOo6OOp6BhjaSVp0yDNKt3c+iaTudGUA3fx3MRiroDlFGOA/rHU+LIIVxDsIHZDqzPM28JVWW3JroTPOICFFP2lXTkFv2Zu+4iR8Un7nFy69oMnc17BdmPnmO3cotrqsCyTM8zf3bvK2O3qxDQXkRPZePIpvuHN6ZT9N7ud3feqvxqdoVhJGl3xd3fjWmZpGKm8/d/b/SUoQc33ZfESBJYVFuAikY7qYeit/KSMQlKfVY+5nr2eD2dAtJ1Ga025UvquDWx+LviERNqG1v21x6bWyw9Do66gf6aUvl92kVgkpE2ZFcfKqHijzl5XGK8F7b0578zeaGk99fvegFxASFdQlVxF5nQO9mXazC5Cv4rhqeZp5yTbCnKWJiUX4aziitnmbK7yKu48VgRaEdEkI1x+ns0J80ppkL5k7Rh/V5bFJR6Y8IUGpl1wuScWMTeQ8nF5ZhntHN4OWxcQMMGYzspdTK5PBjsWEmW8RT/azhPmJT8bLTsW0eK20bOzJinkZ+ZN+a+qhXUzB7OluyWo7cyjzNQtr7Lkzq645Ktw6sdxhII7N6U1xwl4MLhI9FEPn5Xx5ejkQstT3I6R9MdEITZX7IRjK3yPNYK/H5d5PwVxuHEeYu8iLO5YWT/bGeY4wUBo6yuTey8N5zuMQuVaqDBPyoRHxD+zDFGxKXptWQlxpIDR7ckYgvlo2cYgCvPpIcOugxWoWc590jP2hZ6duTFaVyk7gwmo1z2NGkdzPLrZZzhRxI6TlcX07rs5xneSbmBexfbu5KytKDMwUze8WM3FpT1UqiCxqS0vGfTQNkhpwKmClVpXdpVqO1W0V3WgFUF2r+VzOExWUTjSOQTuL3jxQnYjKHGyfx9CLvYbYZorQvJI50otfGk3PZGnk7SE8y1gtbmeQn84jQ82Nqqrog8/Eg0qORxajcs6kN8s/j3HnoqDiFTgVVFa9KXIIeVfI4JuB87oP/JHMQ3GYkRY3p5/PnBFCTXy1mlFP+A+qq37TBIX5fc6WPYRJzcenRJOx3RTf5ZDkZIKWevQH70Yro8b9aiXtP9q1Mcnp36252Gk4NJ53G9CspaXWCYoswSLd2P0uZltJZfUT8X4fia/VeKVdIUQHnC9ITnd1i6bRjEm7danL2tsuaOkk6026j7iykpgIzyCN1pV0lAu7uQWR6WiRvOsupVJCbmmWkyy/ZpHO1ENelV3wxJw7Pw8a3fXCm9Ok0QMOfo3HEHN4hnk6tWoFMUv6QTuwW1n/XBz/CdLrMK5SMRt4e0rGs5uBi7O237SRSHe125YtKKsuHk+W0388CxvLLRCGoRlh/IBifqTumQmnmtvDmW6RHE4fM26Sw0lPJYz5OomJafiJJR+W7V1XONse3dV5NyXNz1C9iwvp9vfE52qPKlXwbicv+TDEi7qCV+GuxRAzo7LBOD1fM107Sh1UXSAcD6N7RZmcST3yQ54P/RKvK9mQ0yZMTidg1iN79s0pZRb0C695PdHFQP2sqT5EvixJ+Lnm6gqka9WoKRk8XRq0gJ8T3zEmiqszmIe19Fyb1dcenW7vrHQbSyKjeFAmOhuGTjSY1dzlLZMGtpaTXDduMCFJLMNEJjeESn0l+BRmt66nnslYSFZcOxY4rbr7yp0LsBWn53vi2dxbfVGgZ0g3X6DVxZLhSHSQqLQ3DKuLm6JPNkkOUuIH0ONIjO4ZKO9rroPVT+APDizQE45jcHHNWyU8JvVoAUc/i/FRqEhPvd2Ikzgvd0YptGyKHLz0g/TZHrZa8oBKiOu75L9ICKD95t2ecaVkTsmuWkM4/pI6FVcNIqSq9S/Mard0qurMKoLrI2/oyRAk7c/9iox5LXeaRH3jag66VHjnOWPQoqxGPBFCBhiZlL2pQY7fpJeq9Wl2rW/SEcwebrtKp6uKccyV3GhEys/rpqNMkX/lBBKKkY0/wh2F9oxH0dzgVsKhBO9wn5KAFOThxJQfTiL3c2NlmkeRxdi1IGRmavPiUQDLWCrG0vF7tcTQ2+LfJOCJV50tu4UHDqKG4jpy5od2P/gDMMObizHDVXSXiKo5kkqL/EGq0sYaGRgs5zP/ttWgH17jhq6urkYaBZAoht7G2eQ41Vd4sWLkyZ+u+ygL8JbEFGKRbu5+ldjozgFsfTnoycBtODwSSUCtZZ13DO8xAfrCquJJDDqRm+Q/Wk4TXPajGsqBpMMyLcR6pKe0qach58uOdJuLBU3/y2jzJ0EJObjhJ5eew3LACRrRyW1HyrozxI5OGL64oolJTw9jLav3RPqm/WeHhUlVPDtxqodS2gaZrX/wRrCJDwKuu+WxjTT1C/Ta7TnGg9YmGhmSWD79ORD1ZDl5Syd54fNB/nrktkaLNk0jdaLcrX1TCYpmRcswtFzZPF3Hjza+zV67P23eJj+W3XQqhBTg8yedYIU/c7Oniiurv/sRv1m2qLengAc9JwNrR1HCAk0QHiB7drccRczZVnPbdlH/m8RkcE1qe21PENDVtyLn7jWWC6mZRbKj//ctK3L/iYupvLhEDKju0fc3pAQUSOksfsrRZpKISPZGbx08iijtYghWVsdEgSe+3+hndAhraLBxtgbCWr/gscWP4vnL8CjI/B2pnDXFkoEXGS1SuNARLXFnz9crs9VuLLhUw7htQr6Zg8nRRY9Id/FXeNMDEibxGOaS978Kkvm7vszqh3mEgjYzqTR4vnOzwb+SLm79Pde2Pp/FJjlPsgrCWYCB4qKEhNgaXM5t+9EjmFng+ayVuZjXpuEJ/uGLvU20KOZZb2zBMYTZgU2VyLa7kjQwHS6aMKlXTvMwasptfqTuLHspo4G/qTqUdNVhG00s6cooBnHRJT1oTT9BMTpoqbhT/WUoc6EydZ0Tkp1KTmHht/l3S65TzYEWHXkL+ma+f4Bw2NBrsil+Ql1y4YHxy6PDMU0XUU1jGBq+u945N9ZqME114/kBtiwKugVpYPLvp8W+pLg4xfsMfhWP1wUCpKr2LUo3WbhXdWQVQXVQlmTC/fMNePjIw//RDE3K8RrvQtDEO7YEP7u0qulvT7CUx4praAwfIIZYOZmFksvIe1abgAL3QgBZdrBCwKaHUH0517zbVFJEJY2PoaqJgNDbklG05QiaMiyk1VEwlero+5MCDnAguHocmhcvesbyInF4pmxbfPJJiYfqVquuRNRcu8siXodHRGz/fBPtDoath9oNaXNpZ+kM8qFsxi7lQEEcqQStqQKoMbkZNOtZWMnWg52hAznJvSMxWGLnLjin65IKgJJdv2NfAFGl6DCalOLPyTqlCBhFNuo3zc3fvfrz9iqi1gd4M0q3dz1I7ndWHaP7G4iGvzZu/3Ie1aTjt9UL9FdzpsDNrSIVmMNxXks6iRxKXay6mAZJmJZM8UlPaVdJY04BHmCAdP1eFGBIt3WNbSnE1h/SGereSmqguvfri9drwC5UPFVKT5TzediBOzaaaWqUqXC1Y3QLxWLLGsvrYH3KOlCDk3m3X2wayxGBpefTGvwTJVSnS6Z4S+Nzvlhfiom1ls24K9oylnETqRbtd+aIaI4PBbnif+U9tKdUykNBUcTV3/tqi3V8WXqnTwCneLoWgGn6+ZIgdEuWxcxVuKorfiQeKI22T9StNJAZqOjXoztyH0niigvu47avlYGAnNzikIbfs/Q9ryMEr+pQ8t6uIafoOx6eglLJTmfKCI0rZ+/Aj0qKWNcfp7HAJNTRXEN9O04fdDEhFxY9IVahCuYmPl+8j08CD9lCifka3gJ6jIda9TbzLifLPaqqNKvjgDxxi5G/iKkkH9bOGuMrDlIxX/T93FH15iRuubsxYu7voy+3VdeQUEEaoV1MweTqb+lLQczg9x08ppL3vwqS+bu+zOqHeYSCNTOpNYSk7FrfIkSC1JlPO5SwhZvf35/5O1HSaRivek7hGYCB4iM2NwHoK9RzSxsyl57JWEhfHsnElb2MS4iAfKdHDm1ysUFxM/RXcYIoyaReFkixQqoOaiuPYZcTeyjiEdgRAweXdID/muocZUgYP7YLSJdRIUdGpgzg/ihxHilBeLF8hPTjsnesqsNYf3GNlCE5PpSYx8Wj+fTxDHTl46cjlsDj39+wPw0lBIl6QjKW4jnflYk1keOXFhwrlQ8fZYv5AHGlBjZDfUqLr6fqS6qMkkS+ZhkbBrtv9SWVeCT/f0NgLqw8GSlXpXZRqtPar6M4pgGqjQhSEUV/nXecjjxUu07ozVuIqMDB6cynp2zOn6JURD7+/ySdn0kgQl0aXvDcyZSfZ+hi5uXsI+dW2Mpn0JGNqNJD6aqsScb5krk436VR1lr2PLj56WHHqvjQ3mjgPSpeOybpGiq1uDwNbxRpaAV29sROwiNadzf0qghpbLOZwDr6RsjmR/OFo0odyiKcUSQODV4LxQcUfebuj5SqwhvrzR2qx1HhZBOO5Q+KCBB7+MGKsa6MvTV4mMa/jkR0yyCus2dcjcWEMG3tssjMJpqcgazqYzw4i9uIrXxQnUPY9cduSt2YUEvfQ6uu07TVdFtJwfs1+kDahNWvXrirNlIxuRU3stPJVY1MP5BNSbv71jlaXHGCQbu1+lrrpzAB2Kvn1S8sgjOohkdBUdq8OVxXmRgMV3DCIC6PY+COQg3EQ7UYvmXS5ZhpINysZ5JGa0q4aPXsDR3yb+j9PcXCvAomYw/1lacpS7OKCyBpdT9tWbsvyeoWshivKP9pdVyNLTXHO+dI7ODX1xwQztgklGEvcHj6u2PAFR4S05+2UlG4pmr0XWGPfx6Wlyz+vqaSlnoj8jwvur4kmZFVrym6XMVhslJNIvWi3K19aQEvvtbewJ67GmzmrfiELMoFYmHb80djXSrD8jnbdIXG71y6FoJKmmvs1eN4FQUHRiu211dRNRRlHMqduI9SERvDmnvMloxXoSQ7dBhpZ0ULdQJotwmJuMV3uKu4Uzh6aeUHy094kyJa8tl1FjOU+0wEX8CbOR9OyfienawuKaw8sSRr4ocTTBOopdZhGZYdmn0HN5hp1lj7UdbWY4ETsRWfXF0RQE3WaOCnFb4zLTyTf03GAEbWqhPoZ3QIG3pav4Al4wuP/y79WQT2rNLxg2sRCcva2nFmiftYQ8XK2fGsQcdx0c+2jX2j7VszmHl+V8toBQtpZo792m2zfUu60iHo1BYOn8/MlHhp0BtIeGpRD2vsuDOqddj+rE+odBtLIpN6sS5VMrtPULCxZ+W0tpR7FwqQfMidu5BC/Aj7q+a6PRJEyEDx+AechDtR0sGmhn4PmuayVRKmSSUSyefskwoZ7UTgJ5D1PYGgXhQ79jW2w+alcBwnTyBtqepl5K+qdhkJ2HNY72v2DJV43pS4oNQMH0l1S6iMW3r+JH0RQsC97exQ9543LO/LWg22EmadtvHmvHelyT7lJTIQ1ST42FKcLqBwWNtzZmT50YSWVw/2MbclYGniZB+NEb/zjo6JouW6ShpzKI3fwM73GGLe4oIKmzojZeJWe+iv5+xOo0kHk+E9vpX2L1YfRR9us7IlrGShVpXdRrtHaraI7qQCqDzUCUYogq3CgdgQySz3VgcPKuZzvJkpWyyY3gzuu3nG9vKMdyVWryS0yeE1VGTX6tPHK7Fs4ULZWtyroVUf1xtDLzDU1CUvKp5Nr4CKt6OHzHq56P2NmWAxehdM6IdQWh+uPV54voUBjfulkM0mUbvmPefDG7Pu9rSKQZswrg3CU5MbOqohkfUrBUHotP5/RaUtXZq9c8iDMjRwtiqLfvSwZnEqvV4gijN3jg/qm7HqAg9WPOTcmuwd5ww2JzcafUgN8tcPKSqkQAnH1zWxP8nFaLknz33v45qQEG/Incnhw5JH0DsKkL+7pkuEaDgljp6SMConGE3WIzeDepptya+e1gNrpRtDeZ6mXzuojvLucHArvkZussFRew4VJeEy/Rv9ixeXSBX+QI4B1RpSVSQJqKmeT7y5df51JHqkn7S0hFJyeTq6zjiJchqctW5X11swkD7z+453+oWSJ079/vnWJr+dsH0pNXTD1SZ67NOuDlZmzwqLxZAAU4f5uZTnD1JRRXjaCHJZNbPojinPlR/9LEDVcXxmLF6BEEWa9Uxa9n/3egvv+lBTdHvmVdJFQVUmkTrTblS8tw2F/MUAibBEOwfenTEoOcaFiYjAg96bcMrXtUQiqaIxYROapd9ZHYfiJhh6JE6akhPlRAtBzUVk+ncj06pw3x5yWThUQpX8Tz5I8yDd5yrSUMH98N4P+j/Yvw7MUtIfT8tzeIiZK33/fknwQsbEoGbjpMSSWzB3Z0s9Udmgk/FjQvK7pPH2Y/3squRI0UcfFjZmVPntcvBWK0PRIHoRF5eboU3JTONTO6BYQ5xy+byJ5llFM2GuprwRHaRP6xPI2KfN337ktlWYGWUPAScofoEveVuNu8NjUSaMSXKjMihywqbqy1bxpGTVrCjWfLi75LVGLCNRLPk1Vz8ohmHa+C5N6p73P6uh6h4CJNKpbbwpj/of1icPi0q9CcdzM/JImT74/oCcluk7zSnNld2UgeNzoLLKgRSDj6N5B8a/t4rS4sOxzWCtxapZ3w9d6bFJcD7eqYpIRDu//I1VHUJSVkXOKbo44IUkspTqIW/s/cn18tw3N18cvk0yl0046RuudmisPyFyO/z6PeaO6rnoROSvYe1VOGJ6CFekx5P6UV5P8yFl5CMUsOlFPaX1VTeImAfebIMmZt3xHpU57NcnfmjiO7L+2aBleZfjm8D+k0iBK2Z5ISZRp7Oi5mSs/yFoyK8lNhwxxf3i5vLXIi6qr/ydZq10resT8h++9mRJMRptQdNOP8GQSp6ZSVXoXVTWa2ndrkc4ogOrTzPoSNVxZiIuH/2ctF62nQ9iQ+Gv2pECqTMptN3sMydh+pV72OD5niwf+U/eVCmucN4cWSt+v5Keqi6tjHk8ml52mt9vBCwtvlTVcf4N8tE9+mnx6qkBcd69wRk8qR4nNsFfad9Gcw4Pwsc82+lmqIynmpJevG0+2EuQ2895p2yME0sanILtktjSGBvfPUpPT1Yy5OP9gAv5pkvpPsxm1nJp3HPCFnlub5Z245EruWFJT0Fuk77T8q82WPRc1xn+f0Z9s2dDbzZ4Tcs7I1butol66SWj3s9RJZ3UR1n9HqiezmYruH7h1a8lF0Ju7IqAnmHrRZYSfkuuBIxC1MlqimJnkkZrS3jKi6todk6Nxs4beLIPT99wSVF1PJ1vAsV+ktZGqIg735Lr7ZO0ot5nHz9leXco4NeWgfZMgFPdJcgtxEDbc2ZUeoiAJEXYD0nfK52MLSdRmtNuVL60iqq77flGCrfShxKYbM2FD+aPmM47boxCUIOpRP3yO7eLqmsqaL8fflRiueDOJm7+39olc86EuIoNsOsd+lSGX8vXcQ7OjsSsIyaYTPW5jRS6Xf4QspIrv3s4iJsq/mD+nfxQ5pznSse+DTWc4ydvJeedyGo/KDufsWIUCJqHT9KGo8d7eBz3p7wJE9Hq9Xhj9oHgQiziO3ZauIKhqZ3QLiBrjdqW64UaDZLvdb2lJ+GHS/YNO0nF5i4pB1hCIq+OLFvUnG7L0ptvz/oYzPDXj1QLq1RRqPZ3+UuCbT3toUA6R0M53YVLvtPtZHVnvSGAijWrVm8L6gyE4nDAbGkurNo0iPyxKNuO4OTuqyxWMDCaCJ+D9NDtaYqoR8Zyg7AFCjuetVhLmFgbhO9ya+X/2zgMsiuNt4MvRjy5VEKRJEUSUahdbNLaoKUZN1GgS/UeNJpZojC3GJGrsJsYaNfZEo0nUz0YRpQtIl450OO643u/bmd2DO+6AO5oa5/ccz3JzO7Oz77yz+75TbytF5iQXuoHwlitPyBehSdhOtIWpvIPEpRWhMMGZ/7bIjTh2KZS5d0kmKTtJxpYEEOKcH6/9O16QV+YPLvRocbSI9qh0MvQhiY95YM7BOGFzvtWbxDJeTuX7ns2xDDyebrzO45RXDdPFvyZsy1QoCIk453LhZC/SgZF/YgfNKYvSYJkTURVt06Q4uYaAj6lf5o67fOU6qNlDVeVe1L/RNEytDbq8AmqBDv5H9oIBxMK4G/R8vl7o1F4+ZvK+yy5F2MB7ms59XifhyXQsHIz9A036Kuww3TVIxEVJjamlUj1rw4AwM7cO3IhUUpzIePJcZtXPbGigobadxUI6LzWZU1ovxaj6HoFmgX31WnZISsQlaexinq6LF9XVTrf5187nvDWkktKUxidFYqmZoV+YmU9rXch4Bp6wskpEYlND39DWT2sNreTWyWtpIufXBRmriBWbymfr6fcNMAty65AchKLCVFZGqZiHUew9TEMCjcx6TJqwOmSVCLn6+l5B5gOc2hnZosSLy7akkfckhVNSLzN1MgkNoVq3PqS54w8ERWh1k52zb/J0Rv8efn+uAQWTNeQ0xmWLZLbUsHAT2zYGVCsho+c2xmaIZDbGg8JMnKntPGG6rIpJhefGx897INMd6lUc09tZw1S67XkoZfMSY9jPhXr9Qi0CleaBqEHzglaLhMVLiGFXiPV8h1r428pilySO+FWI+bhmpvX1UxpwqV3R4Oc3FrFSsgT1YoqTr3mIj76W+WoFDd8UXXz1zqWm3fu6sznv8veOVtqo5XtT1pDLjM8SinpRhww1sVMe4CtHc8WTsUrYqcVSMxdjb1cDaju3/Yq/lV4OaFcznGc18PQtfi8bONdBBxOLcuKY2TWYra9ZuF97qzQ1IRblxjVmVGM2/UzDAoyo7aiYlF7ITs7g1/Mwqr1xYIhpXy0evDJOKSv2CZ8h1e3j11bl6uRDtQWdTK07K2AbtPC+EAgEAvHywUko8A2veI4Zb0oP3hrQ4Sd+99IYVTBzI8fI2XzlftfxCtvLSCprJnnk3uVjwftD41YYyyfyv36IeftDElemYb3mBhT9bqW8RiMCgUAoIklYlRS+T4B59U1/6hqg3nlGvKK8pC9xBAKBQDQhq09lwvV2TeUryL+MyLiCpEeMmxcrf0tU2BGVz7u0tgh3vTBz66/eIzYaeF2Rbxgq38IVgUAgWkEiSm3apAG5Xv81UN8X4j+FJPN4WdOSVu2hYz/WaeVEsKY5Qi3czKrvm1YTag89e6vlK3s5Iml2C+Lb78ZPuiLBgvuVxDv2fVmH30gbGhb5ZfwGt6AJn2E12ElXQOOl3qc/ARua6U07PvjKIuPOjTF5teEmF/mHPC/GjNYmBf8Y/JoNovovg947Pcdr9FZiNLzrmnGlEQv+JSx+iRF6Xvy3QN4X4j+F6PKox+/FkF/axXXN4KydZuSOiAgVaJfT7N5r1NCmwFz7JGV5BCNpdgd89qaAlG/zMefPB+XsI3b0ejmRsdKrViwo+g2uDtyEjpPlF3u9tr8j36r+NUVWcTLNZRFTamp9o8x/KtjDFPHfAL13eo7X563ETy8OCCzLxww/jwvZF46cr/8YyPtC/KeQ0fPY+Y2a6jTVyaS/Vms8vGZI6Ny0fLGSHd06OlRDv/6G7c3oRXQIibg4g1sn1DFzM/G1fflFLKXlMGNTuM9pUpmRft8A84hQ49dturw6ZNxKbla5BDM29PNDNeW/BHrv9Byvz1tJwuJl5IiEFF23AM3XVUK8KiDvC4FAIBAIBAKBQCB6AtT8gkAgEAgEAoFAIBA9AfK+EAgEAoFAIBAIBKInQN4XAoFAIBAIBAKBQPQEyPtCIBAIBAKBQCAQiJ7gFfS+pHUNG2ZnvjUr70gWGaI5nYnbjFT0aF/B0iXPln5Zkcwiw/47SIX/tyF7xltZnxzhaLilBkHXyLZzSEorR5hFmw2vLGl1RSQZ/V6eu0G0+dDn2WAbQwQCgUAgEAgEosd4Bb0vVnrNr5do16+ypdrvetOZuM1Q9PwGY/d/rTqyp3D9NYGGK5++MrA4Z3+t++t6/ROprj4ZpBFdI9vOoUvV0+NhPF09k9aWtxZwj31VXSzSe3OdvQ/aPB6BQCAQCAQC0aO8et6XtCKR3YAfXSwG2xIhmtOZuIroWI50O/s1FcNk9/bUPBOSof8NhBXMNCAjw+GD9bXZoaerZNsh6A0L/ZPeWPL8ejHFyRLr5UYpvv58ycQkn3fr6pQ2ZZTV3i79IQWjBLlsnmiARt0iEAgEAoFAIHoWtN9Xh+Gyv4tI3ZhosDo+eFcY2kn0RcKJLwgcUlFAflPAySEyx3u0GfkN47O3BKVszdb/6G7IiXFadewhEAgEAoFAIBCdB3lfiP8EEjb/SQzjrz0FO+5LMEx39JduSyZZjhmhuEO8rOpilvf7NP5wz5xIJw89MhSBQCAQCAQCgegp2vW+pJKC21WHzjQk5AkYIh0LB+NBo20XLbUNttYhT9AOWWNS1a7LPJG52aK1dn0qaEf2VN+I59ZjBgMnO25aa+sNpgxJyx5UHzxa9zBXyDU0DJzYe8NaGx8T8nKSavqBAw2VUv3Rn/WZ7ExpShBzt13zqbkJnXXlcOX5e+wSOmbb32r+Vy4fDNJrGmCmErcDyOqS606cro98wqtskFJM9fv6m785t/cHY4xNNEpPxiloOHao5mYCt4IhM7Aw8BhkOWuR4zvB+tr7AtLCK8+PJooNfRy+WmRCJQPlSMUpx59fzJcautl+ucTcCuZNyubePl195TYz+7mIS9Fz9DWfssBp0XgjpbgS4YMD5bcqMdvRjisnG8k9l/az3ZlyaRWJKPbw8+vPZbq2lp+ttHZu9qPUImuIKho5tjy/v5VHHj3HzfGfGM/J9gpaymGuHZi6q9Bw2cPgg8OR74VAIBAIBAKB6Hna9r7Egr+Wpc/6lac0dwbH0vL7//NbG6qBAd0SSczHCaOOi7D+rnfW81d+VJ0tIn/AsZrhk3bG/OGqzIXHuQrBmOUM38wrdk5wcF/DjUyX6TQOxfzU88AFjrhtTSZo8+GAyOkNn3xUEdcI4xDomW5NDNw0iBwWqBJXSwS8i59nLfxVzUqAru953fqtt48R+bUVZJV/5Y+dVZXbUpq6Y74PuLrW3EI7aUozv00esImH+bpmpfXtr+yZ8J+WhAwszcR0p54LuTbHUBeT1dwteX9OWWQ9eUIT/Rb43Dpi79G0/kRD/TSXrL852LBT4TELDGGONMp2Z8qlVRobZrtmXGJglCHeZbEOTm3KR1hUNXPws38bqZtSA2f8lT5oK8douHvSXWd/slBkpSef+i5iYOO9c285uKCBoggEAoFAIBCIF0BbFq2s6s/8+bjrpW+y5NSgcs5IMTs86bLLBFsMYzDWv1P8uAOLrYsFSQnAsdJh1Lz/QTV3jNOh64Hp6QH7Z4JJOPRrhQumpM07LgxZ5HYxcnB2+oBdk0EfBeN6xZ1qwkeUFD5kc/Cjq8XAXtB9EguTE0GCBs9LI2ZVlIc5HbwWmJ4bHH/JOQw3u8XsvT82ys1+lbhaIRX938qn7wPXSzd0kfvlqKDcgpD0mP4/LTI1xrCSS8/mH+G2vfqGpKruf/NxH0ZnwBLv+PLhYvHw8qT+30zAb1zyYH32xsdi8jxNoTgNNAbdVhXsUi4RIkfMv7DmeSbu44T0/XEWcL1qbxeMnABcL/3+dj/+FVTBHMGpGnxhrYUlhuX/ljt1GxOIBcItbMwAX4xGDtQnVEOzbHemXFpFUMpMZYB/XIabEN13bWDgYDl/geWo9V6rA/UDV3ttjjD/YFGvvk1OKatx12YGDzNa8Z0tcr0QCAQCgUAgEC8KWesIr02MxrCoPisa2WQIgBWb74xFYVjs/AciMkhzaLWTjfG4+OfhpAMsloQMZscRaUZh+snr7gvEZLCMcS+7FwhP2p0nBd/FvGPh4DSzGfUN8AQZrW4KlUgwZuSORro8QZlM9M+MhyA8pLKCCFSNqw3s+AI3eJWI/WweGQYR844PBcnqj62lkUHqoV1LN8JT6JMfpyRNxgpnEN1mfgOTDNIU/tNiLyicn/KhcEiktDu5DiA8/svHQJDiytp3eoFLGA0rTWYR5xCIHq2OByKiPr1UTaQgLTuWooOHmGX+I5eRRtnuTLm0joQnKC7gFhRwK5iKN9gBJAUHn+hjUebTayqbdAuBQCAQCAQCgehp2uz74vNAj1P1I3oOq3l4oukgh9VL7D/61CFc+6lf3PzGDB74x2auz+nPTE3lVxfW8+nwn9AffLeNMZB3Tsj41QImfjQydLeB12JzH+SBY7+xVHNwxLgFjU9hz4/5NO/za80tm29HyqSDjbiM7fSNiUCVuNogE1BMP9vivHqT1y+fmCgNMNSlmBmCvOkZ6rQtDjFfCjqDqhvv5YibB/GZmn60uveHH/VeGE72NWmOoZOppzF+FKQobi3M5xxYVV2NYdZzPNaClRglKT8VXWnAL9TryDnnIFPyLIhe6KdOA/Ejt/Gvp0QKktwHsMj7WfaXy0ijbHemXFqHYmTg6mHs4WHsaKa1pikipTO++5YpwqhfbrPpjTq+EAgEAoFAIBAvjLYsYP3Qd831cfs7pSTEO33pgYYiDvTBqKYrfvE5ccRjSYC2lqysLo1ZBv6hLlvXy1bBIi95zGHjR1PrtfOMFWYwSfMf8sDINldzuBoHJnjOTAFemsHQwYSHJqtPa4QJGn22yYaYGEbC4cXBBcidQ+HwPDVxtUKnV4j9l5vdd22195b7XhKuqPIZK/Ji5fEnQCz2foZtb97bK9R2CJAm+5uQpDFLy+8WSaAzoztwhdfpE147l5hqvUexiVFwH/wgzs0Ty90vWen5wp1ZuDwsd2y3tsMlzGIeOQPmqbks7vt235Y+jJ6NsQfwliQl1TAvAkFcCpC301BTO7mMNMl2Z8ql+5HmHSs+XYtZv+++1L89hw+BQCAQCAQCgehG2jJHddwX+55ZRAVTr6oaj3ye4eGQPGtTbWZjcz+Ylkhy7sMOES/bmV4KF5aK0mOAh2AQZjec6OMiEAtTEsBcql5B5k7Qs2FkNBbjB0OTUZ6ERS/JeUAkaP++smEtqWM/LsePuoGhpFOkEldLpJJn/zxfMSttgOtjC6NoHZ1oPZPHTt5PxrxfehdMYNLxDVdePFAFPffeZ884+AJpCqOPFE7weBwwq/hypkKHkrYYGgZ6AHE9T+ETM7+kDfRtXzN4GOb/lceHbuAnbm5DZB1+NJg400SNdyeTieC8LT3cv8JhcKKAjHT8Rxk3naxJtjtTLt2NtLZhyw9sqa7p+k1WCg4/AoFAIBAIBALR87RtjxoYzT4eVBLVb/l4I2Cfs7lXv80Z4PF020NRR3wGPv9xGuikcRxr5aZoenO4kbng6D3R1FoxPyzOg3xw9B5DhfvlSp5FccAoOA9LfwvwHRPw41JBgr0jlBPEo2YzYFTq2P6kP9AyrlYIeec/SvaZWnTwamNmqUhiZRQQZjlxht2ilX13riKWmqeOD2h3EXOK62zv1JKBPy+3cgfSlGZdLXtvQMK4bYyGDnpguu7B4LbrMnkMkIL06f7Ck9UY5tR7/+emRBcdp5hdgR90jUd4qfE5hVWcAuAl6bmBbjKM/YyRA2RkHOGveC/tZrsz5dLdSDMOF1+mYw4L3Bf5IN8LgUAgEAgEAvFiad8ipTiNcjxwJ5SW47djDuw/oTE2v5V/vUbrHjApnRMNu1YGjDVWnH8kLGcl0fCjfliooaLVzy1sfArX3xsRAJe2FwuT44GRbxtm5gSHJ0oZnBh1CeK/lDxigwljLhaBRGeaSlxtkD47krvgNF+G6Y3f5JdJG8muCkuPH3jrqu/xvc7DhNARdbII691yXJ9aDJ0slx4IyKeFXN9hNxBIUxy5OWvpdWGH/C9Kn0Bj4N1UsMp4mLi0Zs0u3JfSnb677yhL4gQZp14MbtvUwEZpshqB7Pn9euD26lJHeeO+kKw6mYn7bpitWajK4u5tZbsz5dLNSKrqv9nLxQwsNm+wJEWCQCAQCAQCgUC8MNR7X5L0fbmTx6WNWVxXQc4o0jHzsVl/bnDmWRsr/FtD/ZGH2q6QjnHy6DkgkvEYpa4VrDGDUYgf9E0ivBVzI6OlN5biR1OT4R6wn4TJeQCnDPmMphLj4rh5DLhdWIu+GtzIJ4cyUgMsPInhgCpxtUDI/+sYE7+O5Szvc5tt/BRXq2ezz/8FxkYaD7QkZqaphZtevmBy+qgxeVcqSJeVYkadtt43MdNnBpCm+PqRRmLREW0xcTcDM7/qeBVcUcz2kns8TC+s7w8zDZv6lQyMYG75Yq58ZlgzXPaJg2w8Q3rh9mPArsTirAdgRRRdH0sfeC+aZrsz5dK9SFL2Fv/NwlyWuM1z7wlnD4FAIBAIBAKBaJNW+r6YOfSb9xsjb9CeETOKSCiuk+2HgnX2ZIxGqZbdNdLKRBaYgmRnHuqoeFXJs2gO8GDcLAIsFU1kSZ58/T0/OO4QbEUFMmM0ityKSlaZxKrBjzZmoX2Ub4PDfZADjp4RJuQSfC3jaoNIXAF3nbLzNzJXiiwtOl9yCgzsw9xGmsA8qkfK5N65yYiJpN18puQDGbj2mj8UpChgiPkd6vwy6mPqZoDnUPgssWrdKVyKRqv2Ofo0d+7pmHuZ9saPAvatjBbesjTzcP5uMApQ772vbFxwL4nLe5gBMuE2ypTYXEvDbHemXLoVcWnthoN8jGr17Wpz5S44BAKBQCAQCATihaBsHsuh+LxhBgzWutqv9zPhnCICadH16kegg8R4Yoi2bowkMxLE1PMlu1ZIxMInccD5sgoyd1acIyRff88x3MwO9KCArjCwjJ6F6dC+xJXF2TBBXR9LX+V+p6ahjOEhBrDzRTWuNhgZ9HcCx2d/1D0FKzNCpJKs088mLmFA51THxVu/jfGMVB+rECBN0YWvK+IZzSM2hUW0U4+AcH0mmilNeNMcM2LZQ8HlDWXJEsx2nueaUKX5VKaDHGa74kfRyeVlUTT5paWSzGO5E9eyRBjWa6bnjokG+MUlNE4skJFu4FAjYpSiZtnuTLm0ipTO2PxB1ttvZy89wgGdZR1BHLez5D4f8/rc7W1n1PGFQCAQCAQCgXgZUG/069i+6bZlJP6bLO6bVNcBT+ctLVi96tn7Y5J8F9IYGOb5P89l2i7ezeFGZwIL3n2UCdG1QqKwtIZSB0UjJ6oIP+j4jibmDklyH3BhV5hVf6KbSd5X4zqS7KtpgpFBJ4YyjiaXmlCJqxW6htPX2vbC/8kqGxqQ/sGygs8/yR7j+9h/QQ0jzMIenKGj26YwKLbW322xMMadpLiSIa7Jb8x7tmp1wZL30/v75l0H0nTct0x5DzHNMTIcBNY2lGQ8lWDGlt9/q7iOP8TEbOMJJ18dTJrxPMLzyfTFBV8uz508KG7AJ3UVuMc7zu32STvQ8YVh7Fx6HpCRcdN6GJpluzPl0ircjJpff6//88+6RDGlbT+tNYQFNV8dE2KWNt+tMO2ppe0RCAQCgUAgEIi2ac1tMDJZdTPo8le9vKhYYzb93JGKn/ZVXYzkC61M5+weGLtfxcpvj6alxgcNNVLs4uIWMdNBh5LhiEB9RZNcvv6eETl3SCB4nALGvzkPN7WB50nq2URfzcBhZF+NHEl+FBf0prlbBhArLajE1RIdh7e8bu2xcdfDxMWM3w9XHDhWF0kzWXggMPNm3zes8ROkxVlCcMVWofivGvDksvNkLwrWyL1zrmrfTxW/XmQUCvUGzXGPivV8w7bDnTO67oPJXreArzzmuqqmo9NrjMfDWI/5ofoYg33jRMWeQzU3n0p0HMwX7h2YfcslxIKIIn3+mA3GVzpbDGpeD0ODbHemXFpFPnYRMxgyuJ1eMvVIRdE7Sh+LsIDVrlMdOixbBAKBQCAQCASia9GRyUDPResIRYWprIxSMQ+j2HuYhgQamXXEgfkvIGHxkmLZpWwd674mYUHGHZKDlF7ITs7g1/Mwqr1xYIhpX7Me8w1krBJ2Sha/hqtj52UWNsCQqoX//AKz3SHEwrgb9Hy+XujUXj4veVYRCAQCgUAgEK8R7XpfCAQCgUAgEAgEAoHoArQcQIhAIBAIBAKBQCAQiA7Rob4vbmbV96e5Gi5Gp2dvtXxlL8eOLZ7wOsDlHP++Ok9TaRqMXd5noiMaTYdAIBAIBAKBQLxydMj7ol1Os3uvsXkh+rZx7ZOU5RGMFp5rDVrtKLucGE2labgmKWRn8Os69w6BQCAQCAQCgXiF6ZD3JaFz0/LFSlvwto4O1dCvv1ZrPLxmSER5abxGTaWp6+RHdaKivi8EAoFAIBAIBOKVo9tW3ei8f4BWA0EgEAgEAoFAIBD/IVCXFAKBQCAQCAQCgUD0BMj7QiAQCAQCgUAgEIieAHlfCAQCgUAgEAgEAtETIO8LgUAgEAgEAoFAIHoCzVfdkNLubZi/7YnHNxf3j+9FhrWBNqtuCLGLa7GLJeBfA09s7w+YE9gd7EWsuiGt+7+Ny49ki2wnbjuwxM+IDFWPsPj8mrWXS7G+7+3c9b6bARnaOtyMQys236uXLy1v4DZn1953+5LfXg20EY8iCvGOLvEjA9tCUHDmy6+ulovJr3q9p2zft9jHkPz66qGF4LRVq1dOr7RWBkXaEOSL1BlpQ9Tmz/Zn8JqeWTo6FB2KnpF5L0dXv9Dx06eEu6hb9bVTosDvuKag1tTd2eQVbEKT1P67ZOisS9abHkVvGKD5g6Tn0aLmqtLJ8n1l6ajQOhSPk7Rx6Og94k9vxe4eZYVakxEIxCsC7n1pgqj80hx7cH7Yb1VkUNvgCWv84WHr3WFmcHywLD4R/iJg3J0LPcugw8ViMqhVai6M0cdPNRh3qYYMaRvG3TlWIG05nhvTyF9eGbQRjyIK8ciQdmDHr3QGEeQ4fBzDIn96JdFCcNqq1SunV1orgyJtCPJF6gwrejF8OraGedDHpzJYEvLsJjouCn753e9n+bjMutFABrxSiKuuzrHFMLv5N+tVZPKSoUXNVaVTqv4K01GhdSyeuOqPWZYY5vzJHdrLrk0IBAJBolFbkbjy71UT5pyvIb/+dxFWJKY14EeX4YNt29vQmJ0XlSPCjx4R/vijXwvclh7/8+rVq9ePzmtyOV8RtBGPIorxiJD2MPJefOovXEhXflnYhwx6ldFCcB1Wq1dFr7RXBgXaEuQL1BlxZVICfDr2Grt4xecEK5YvXfzhOxPDXEETPjPl2MLwaXszuOCkJjosClbkksHj1/+Zaz3Kz4wMeoWQNkR+s/x8nWHE9s3jrV/yzgotaq4qnVL1V5iOCq2D8XQdpn77dRDl+dGlO+JZZBgCgUC85JBeWKuIa2J+mNKbPBmnO/q+BNipj7BRo8BnwidYqYgIf7kRFewdCORh/cE9JhnUDvI+iqBfSrVvRX1NEeTt8gcya7Mfg1/y4J/EKgH57dVGe7VCetUCjXRGBTEt7frvp0+fv1vCJ0O0gHZtMhVc0nbBA5VSkzDTj77rBH7FsICt6TwyuDPwn272Ask5/S+WTQa9QvBSN/nimXdeHvtKd2cjXiZotz6wwTBK8O6c/8Z7AIFA/Ndpq+lRWBVz+OMhXiO/+qcKwyxdlYY3dSkG2IITWFQU+Pzfr5gLmPT10sPMelCAHyjeEb4mRAjiBcHP/XVeaG+Hwe9s+O1xpYAMfEVBavWCEBSd+3ze/PlzNj9ikiGawy14CHu1dH0ifFRKjWIW8PHJ65v6g/+f7t8ZzYChnUHKyIgpxo+G/Ud7vXJKIq3+e8u+HAwLXP6/EFMyDIHoJL1Gr/rEE5Mm/7DjfoN8BiwCgUC8vLThfXGe/DB32fGkRgxzmfbdg4Q9w2HzrpaURmLffIyNG4L5eWM+flj4GGzhWuzvbEzpCSnG7v6ErVkDPhv2Y7USMrhVJHUPD2xYs2bjkRSWhPH04pYFE4cE+gcOnbx4+9Vcttpnr5Sdd/Pw+oVTI8IC/QcMHvrG3NUH75YoDwPCk61+sBdP9qud/z4XkkEQ/BqXt388bfjgAYFDJszdcDqJJsG4hQ+fcvDfXEcG9GqSoZRTcHPfytkThgzy8/UfFD7u7aXbLyTT5MsAtEOnIishKLzy3bo1azadyGx5hzjSxpSjm9bgwvs5ni4XlUbSUS8eDXKtEk/amPTLRjwHvyQ1SjExLfnCtsVTRwYPGBA85r11p1MZWr88dY3McNWkp/7x/cJhTg4DZ647HlPGJ3/TDq0VqzN6pbFavSx6BSDLbt23F58JMG7Rv3uWzRwdPMA/eMzczX/mgZzj8Mse/LJm9vjwQL+AsAkfbr6Sy2kWnaostNCG1iroC0ZSnxZbBv5xGzVQ/bR/k8BP1ozUx/9puHs5TT44qgP1SUqPO/T1mi/X7k0Ag1N16f/sWLN28+mcZmUX1yVf+mH57DeGBQ3w7T8wZPS0heuP3CtWkD9E6woo5RTdO4KrOX5Sf//BwyYv2PhbfK2qCvGfR5/4ZtG0kcH+/QcEjZiycOPJxzUtCkpYcOHHG0yMEvbx257qVpRB2toeXSih7nlRdECvISrxtFJTI795i/wxrP7Szr/K2zMguJnHv8HvbO2WMwpVB4FAIHoUsg9MDey4lV72g+Z8/28RB//WcGMq9L40H3nIx36f3+rSh1P2Y+ymkYfarrrBuPUumBNjO/vw99MdiWhy9AasulurPABLXH3n6wgb8ncFdPot+L1AcZgR7fpU0JRMGXaqomn2rrj67saRLSfguC28lPBLGLg1sxl/y6e9iyqufeqjxvayHPN9AgOk19YIsXYjawM/Y5s3iOz7XZbKMAxe+hY4LMt86rlymAuNpaNGPJrlWiUeK3qxAx5g8+GtjD9XDbGAUZrQC9r6BOgbgYajyCTM3H/3LZvk3dwTYNZ/6he/3C/iaCc7rRSrM3qluVq9RHoFkC8v0X/bnbOL++vDxORYzThbyir4fbG/cjBmOeMCoWs4qrLQQhvUVVBVOjbykJO0xhXEGnqulgzRGMbt92BRWrx9k04GqcBL3egJzsECDxSJiKAO1Cfm/Q+tybAmPDakEqMZ+YUXPh2odp041/eO5SiOeNRC5Liq1sfsmNSiMgCsJ+7PaD5PTHu0c7rSoicE1PAN92ua1ZKfvgmOmRy0r4CUgiKvo7ZqR9dKqHteFB3Qa4hKPK3UFNzNVng3g/fktTP6sP7SSJgbozf/eiUXrUEgEP8B2vByJHwGq/kxprX3lfUj1jxz1hBz88I8ydkPJJ8/7KD3JX+FY/h70zBg4Z4bSfnFOQ9PrxpKzEC3X3i3+Zkqrrn1GXly/7k//pVawRRwqpIvrB1FmL6+GxKaZk5wEldD+8t9/RPSVJEwYtcHwJswGrjwp78eZ2Sn3juxagQeVb8PXBQfG3yQtKXElRenm+MB+gOWnIov54jF7PKky99MICZbuyx7yGzLStYgslY0XJ8Cysp8VktrUFRycgL4RS9kdzZ4YWohHVXxaJhrlXii/J8CQIBjxFAbTMd5wsqD12LTc7PjL60Ng7aj5Xu3GfBEHC0taV5p9PGv3h7cbKGaeL+54tCdArZmhokWitUZvdJCrV4uvcLLLm/3ABBZx9HHGtN1fWPloeuP0tPv759JrPjnEDGqN26XD130w8XIJ9npd3ZNhjmjDD1ZTpSAah3TQhtUI6ulp70v+SwsLPjnkhYF0Iy45OcgeJLb2iTCaOxIfeKXPLh87uhKMG0KdylWHT13/vyVyDLwkJbU317iBoPNQxftuhyVlluQmx7zx0+LgoxBoG7o3maTVJsKyEzYHATdE4rHjE1n7qfm5KbeObI0iHDyArZnEGY3M24TeZbnzC0X44vpHFblkysbx0Fj3Xzq72WkXARZ38ERmGpL8PXUVm3ocgl1x4uiI3oNUImnjZpC2LFLQSuBTvAh+dOzFZD3hUAgXjhteTlKaOl98THSkMVfb+9ipQLS0aq+g/nLG8E8l2CMjnhfkqqzo4ipYfoh2xKb3zgS2p3FcHkQ6pSr9USQuPLKO3AJW6NhO5KVTDHmo9WwLZo66VI18aoVlx0LJ/od/iEfyYyYFdCg0Q/aFKfQsMiKW9cPBOM4ffaIfOvQrk0Er4Q+K+Ka/RX81NgVsD3YZv4DZhtWsgaRtUJuDw74KV/xNYQL6CPQmIh5fPkYCEMb6agRj2a5VhcPvvJxqCN3xNObBUv/ZwZ0c0JONDUWd8ySFtUkX/x2/nCnJu/fyHPC8uPp7aWguWJ1Sq+0UauXS6/wFK9OhtY8bvtMOpDetIQ6O+5zmCR+U4PW3W/uImTcmwfFNGB3HlREVWXQSBuIADWR1aKhzohpGff/udHEn/tnQV/Be+15MgRwM7ZEuYFdFUn1uQjoeTh/riRmZcTFhwaDkzC3dckwxY7WJxknfpULCPDcSPZ5AdjxX0KdMo7Yn61k64vLjg8F1UB/7B80MkiLCshOXA+7EzDf1ZEKq3mLKy9NA/Y05rX5KW6bM2KWQ7tZP3jTY4XU8Mrw+Ev4XPfeAk7DRVX523CQGdO31C2U/1/RViJQU23Vhi6XUDe8KDqq1+riafpkkFNzEW7WYfTGH223oEjYlUUFOEVVWo6NQCAQiK6iDS9HGS29Lxa2yA6cjqM/GLvwBBMQjpYMy/0H+/sRVs0hv4KPdt4XK4pImjL4+0yi6VWO/LXqujoRWjicBMImMZ30W0nL1jBRPrG4nOX7d4gWNMad96ERO/hQEXwfiwoPDQG2uE7gt0+VGy8FuTuheYcZjr8sf8zXXBgF7Aq9oG+TmApPdE7a/iUffvTpml/S2W1YyRpE1g7atTeB2WE1565C6yAvbTPc8NN6zvUacBWtpKMiHk1zrRKPk/AFtB4x82nnm4b4QGrOjwYCN57c3CLZMe+LRMzI/vunRSHwTY1hA/cVtrzLFmikWOBrZ/RKO7V6yfRKbvljNnNv1Cqk2PD3W3AFBd3QnxTXHJNU/w7dWaNJVwnTX1WJtNAG1cjq0VBnmJELieb3NsG1hjy/NcjxUZjxpD/JNh918JK/Ih5xAXuJMXcdrU/ikiMhIJ75rH+b+yvEtMSzu7esX73pbK6yTslktZegb2jc3MyvscglVZemwGLt+/kjZUlKaq7OCfQdGD7jhyccQf6BMJBvStBO2E2iCC/tG9iiEHoU9n7JReW9lewzU+L11FZt6HIJdcOLoqN6rRJPq/cEgTyKyxcJ7bWZIBAIxIulDS9HGS29LxF2OBSc3oS+AzZmNrb1FyyuBJM0+V3ERyvvS0QaV2bT/4TvBgXERQcHgZ+sP7wP2tOYDwj7ymVlvJrXEv3fmbD9dsiZavCVn7EVNgM6LXsMT+ZnfgsH+JhOuVTV4jKy+ssR4PGP+e7Ilr+9RYWHh8MWcAzrPWrJ/juFqoPdWreSNYisHfz0TdDqGXyoaddKUcmJceBFaxTxKzEuQyvpqIgHR6Ncq8QTl/5KKIbH+mRlS5H9eDncp8lLwTbruPclYRXcPrjizeY16IJ/bmcHT80UC//WGb3SUq1eLr2SW/6YL9mZQcJ7st4DBJtO/UNJcqyHn8I+Q5/tWfB0VSXSQhvUaKB6NNQZ1qOV/pamTZiA9nmAvgkZArAfe6yEPL8V5OOjMP9dbUw3kVT9TnSQWbxzCzpNHa1PMsatd+AMmLaGOQLEnIaKvOQHF7aMh6e7riEHPGoucknFaSLPA35sYxlvHjla13SaSq3Bk6g8FQZ+JPvpSDtcZ/jv6jYSfz21VRu6WkJ4Nrv6RdFRvVaJp917gkBcfAg+ptGIQgQC8dLTupfTAq3nfdXfxuB4FDXYBWFbr3V01Y36q7C5zmzGjaahNHIEWd9B07b3J8Dukg8kJ76pQN4QZcQF2NFQfR6aGoZvXIFfxSW/BIPIJlPloxibkdsUpJNHIii+sMgXWs8QU7+Z31zKUJwJ3bqVrEFkLaFdhaM9bBdGEjmU0G4TY0n8t6QR7zLtpNNSPAQa5FolnnyJAmLQkgLi4sNwZozlu7ea22E74H2J6VnXd3061r1pRTV9t7Gf/vR3jmK7q1o0U6zO6ZX2avUy6ZXc8vdSNmclFaeGgeHEBmPPy8epQkQF+wLB6b3mki3rqkqkhTao1UB1dMxj7+i8L/n4KLtFUa1fTVLzx1TY3aI/+jQxMq2j9Unem9RymKOElff3T8tnjvDva2tuqLrAgVFzx5zGIm+4QXQRqZyoCO58wr4PHIqevgrA2cIhDGV5GwZ1qrqBhzivo7ZqR9dKCKerXxQd1WuVeNq9J0jqL4wAoxc1NlIQCATiRaH6ou4qrN/AYm9ib/mQXxWpTcE2z8AmfI+pWei2PbgFMRk8/Og1IaDFKkj4byVPKsDRxrs3/krhFKeAb7qeI7ygFaGMsCqjAFzeys0OvH7Yz6JywCrOHhH+MFleSfJzcPQcO1DlMryy9Er8oOs7RnF3HwPX2cdTS6J+Xj7eHbxH2FlXv31vgMe4bQ812X+kU5HVQHUPBu2DdZn5cGFe/tP9X5ysxjCnT/Z/Ti6LppV0VMRD0H6uVeIJyuJSwY5HvSPGuRnCEDms7Af54NhvbH81GdIAMS318ncLR/a18Zu+5tf7RULgdi3Z808OreDekS+m+Ji1o+oaKlbn9Ep7tXqJ9Ipf8jitET86jlUuO05uZC5IzntikLWikFlZsEQp3mN84ehPVSXSQhvUa+ALR77Vl57vaG/ohalDXPLH3tts/B/jiMXj7IGIOlqf5Ft9GfuP7NesJMLi8x8N8pn65cGrDzNL6yRW7gFhERNnzFm0csvOVYGwRLzHy5VaY5ELKtJyQJ4tBoY7K5+oCKcwsRT+Y+bQ295OBQcngHegvx1+QzKJCK4FTtGjQBtZBaSt7dGlEgJ08Yuio3qtEq+D7wmKLixSXNE6KA8EAoHoIUgvrF207vtq+lQlYQfWY28GYy0flsbYpWp4jhZ9X/LhJIYTr6m0n7KiP4bNdo5LY1mwjQzOc7d4R7WNDLR0HggGJoDu8BNgULkofw8cP2S7kJy53HBjGrRuhqk2hcsX7vJobTErCTPn+o45A0nrqNe7V4k21rb6KJppJbK21P8xAby0cFGwm8aSmE+/UCG/slbSURVPS1rJtUo8+RIFhhOapzYR8FI3wPFAymP2NerHEDc8Obfp/RD5PEP8be8+Dne7ctvt7VJEY8XqlF51Rq1etF5JKs+MBA3YLSe1C7J3wI5Bh8XRSmUk702Sr/KnqkRaaEO7GthMT/Z9icuOwi0CMK9N6a11EElqbnxA6KbTkihCZTpan2TMyI9gUv47c5sGAwry9g8DUsR6jd90LZOmODOH/egzuM5s8zIumotcPhCv7TX7aFfgQgfgtdCuPkkqTsDBZPrjmlcAaYXXR1s7SuclRNClL4qO6rVKPG3fEwTy0QOUkRfbmIKJQCAQLwGKrX9djBirzMb+708s1x5bvgP7Nwlj8bGsu9incBFgAA9LINpNtYCdQ7R8ibmCFhtMSuseHP6jGv+nz6x5gbijp2NgBAc78Jlc1d0XuWknDibLMEwvfN4Ye10MY2Y9KMCDdX1Gk/0OFH0jaFVw6lktrsNO+vXXbPxoFjDMDTT3cdP3LZg8btSYxVcqyOtQzHymrT+XmHl2BrCKG64feUgnflClU5HbwoRs08yt4NJjtm+8x8P0wjb/MNORHAqknXRaikfjXKuIlZsXma22TVjakB5Tgh+pASM8W+1DaAV24o+fbbuQVAvdrqV7/82tz7/7y6rJ3u31dimhsWJ1Sq80V6uXT684eZE5INMeY5TLrjEjshA/6PtGKPX+SGnpD0H1Ng0Y7gHDVZRBG21QjfxSwM5+kIcXN2Y5aGhf5SZ6OcKis0sXnsV1E7OcsXvjcOI+O1qfhJWJCSApu7BQR/nIWmHRX8ce4VK0nHXy3Oa3/HpB5SRgp53/C/RbGA8cK98KT3OR6+gQ/QgqSJ6fne7m6O4/Zk0kHaNQLaG2cmobWyg0rgDRO1euXL/t0K0yYvdcCtXeCXQrieorlU9G2toe3SEhgi59UXRUr1Xk1bH3hKi+FCZn5WqrbidvBAKBeHnoJu+LFYX11cec/LCJb2NztmI0YhyAIdZ/HPa/GfB/iKW27yZ+KTEgAZOUJBaDEQ9NsJP3fnUZf/bqD1+/MhQkSzH3GgQabwXptzJY8JQm+JmHl+8GtrbNe1/NdMFfLtxCYvyQ26iBVoREjPr0h43MRVGZYPhKE5zUPcsPlYH/vMb6wREqUmbOnZv3YyJv3HymlCED18nzh4KWRAGjkd/aOIhORW4Loz6BbvgbSFTzLPHoulNVGOa5at8nPs3vJG2koyIeTXOtIlZxZVJCDX60CQnto/x+5OQ+yAFvaM8IfziJWzsMbL3G425XHi3/7s8r39TO7SLQXLE6pVeaq9VLp1e45Z9Yhx8VLX8A51l0NrCu3UYFWCrKnZVHOCb9xhA3pFrHtNAG1chdDwUYnLq6sCtLQwRl8U+g1niN8VUzLEvSEL9v9sgFV2n4/30Xnf75HXIPhI7WJ4yVFQVcB0q/EV5NT04RowJmwc7f3VxJNMKi81tOwQGzbiOJwXRaidzIyQ92+FalFjAVNYWVsH/rjZKq4lKTYB8LzNRrOOyKyPv3UbWSdS6tu7tx/rr9+3/YfYcpn/5l7DoIbttcnVnOhwEkSFvboxskRNKVL4qO6rWKvDr4nuBXZIFYWJ9BfUHqCAQC8RJD9oG1i5YjD1nYl/CtTOAzE9tzEjt/BvtxJeYhb1XDvLFUnnYjD5t3ZMIf4eFbHzeQoy3YOSdnw3WQ9EO2pzbNRmfHrYKDSSgD1kXWy0dSSFgZR98jtn3uNfNcKRynIy47BscPWbzdvOskJ+GLvvCs/mvkW91IWE+PzIQWCU7T4kyS2j+nQcvLcMi3cQq7kggKT02H84Z9NqXDoTvqRohpHFlryCWuzQYEgLeU7by/FddcBmgsHVXxaJhrVbHSrk0GSqQ7/LdK5dw0jQdqMbVbs1FkIr7icKuOoJVidUavNFarl06v6v+A8/P1Rp1VGmMmKjwAl1KwatqbgICfuQ1uFUUMA1YrC821QV0FbZWOjTzsCBJyrQDMYeGfGWADoYKC/Nys9ITom5eO/bjmgwhP2C2E4zjzmMJS8B2tTzLeE2LUlcU7CmIQlxyBqWF+3yQ23a+Elfnbwn4wGE+1eTCtNhVQkLs7CKRACdycSA7ixZM9QSi5XvD3GfCORIWHiXGPNjNPyO9Rwsy6sCII9gWaTvglv3nBRPnyeS2WYX99tZX+cPO8WbNmvfPJ4QwyRD3dICE5Xfei6Kheq8pL6/cEhJ/5LZxl3mdFO+tMsuK3f4hL/e2PdiW3fSICgUB0F93lfckwVjI2Cj561aOPffNYvvS8xt4Xk9yRyXfV1xGg8dfEa8SUmdMi/KH1iWH9Fl0iHQYCCe3+Sl/wXAdDg6YtWvHFsgVvBsDHPv7+HfdjonzZJcad92Fo8C8KqziLSn+fQZ5rGTBx9ofvvznIBn8heL0xDIQaTmhe1ImXsXsk2dZm0X/C3CUrv1z56ewID6LRzvN/t8nXmfr5ORpG1p7aS2OhVYRjPPZ4sap/oql01IlHo1yrxJPvx+KxQWGjWEjNpXEgrn7EeWKBezk9ZUlrp1id0SvN1erl0qumdZ5bTHAiV8bTCT8Gt3RqouYCnBBkMPYSsbq4qiy00Aa1FbQ1es77ks8HbBPHCZvuVCnVvo7Wp+YNrDAzz0FBwdP3waXRxVV/EnvhYnpuY+Z9tmrFx+9FeIFntW34KHsQbDz5Oul9aVcBJfToL4jNlvXcxs5ftuyjt+RzKx3fOVXY5FOx03YMIUZd6jiGTJr51vhQN/JWqEM2RSts0oxT/xfcKNd4YoulAF9TbZVU/QYnKmGWs++QQa3R1RJqpsteFB3Va5V42r8nAOLyk3Avb+t5ipuXqaP+0kjYxYZWpkcgEC+M7vO+8A+vENs0EyOf0wq4RGCn0hV2/dLU+5LbVfaLoxm0Rz9M7kO8EgDmgfMPxjW1zDUjrn+0b34oNELk6DgMWbg3SsEg4mdsgXuNOLfY0ETCfHLw3X7yNxNukg/44HB81gm4XnH/75U26mTnXP5qMjR5FLAaNGd3VHXTdVpbHUGjyNojn0aOYQFbW2sX1UQ6rYin/VyrxJNv4WI+U2GjWAg7dikckuS9rcU2xz1kSWuvWJ3QK83V6iXSq6Z1nt+7rWTacJLXwZ1Ym/eTIlDdPKmlLLTQhtYqqHp6zPuSrxWgBn3z3t5Dpn285XRsubJC43S0PuEICk6+7w4NRxzqlGvk4hUSesKeGe7yvluAdcjCAw9rGu5/aA2+9Sc3kNO+Aoqq7mya5CK/IsDU7+0ddysUlRRcP/mXReFKlcGw35QNVwtVHzu0v98B7wPLd/5tYfe+ltqqhffVxRJSoKteFB3Va5V4HXhP4EiqL00Ejp7dR+2udIK8LwQC8cLRwf/Ag6jLabZfpRwsJw3Lr8Q4YszMDus/CPMkmmrbQTVftKuTnWfd5OmP/r3s/lwHCiZuyImLy66R2fqGhfu1NdFWwipJS8kqqeHq23kFhQ1woiraE20jZRcnxjx5LrTqFzo00FE+lEg9QnphanJGaT0Po9p7BIYE9jVrGmWJ03hvrtv483RgJScscVH8BdJ25O6kE9Lp7lwLn+0O8l6TCSzp/KMj2uhK7RwdVayOS04btXpV9eoF0UM60z20X1pA51KLeWYuXt6udtTmXyWsoqTY1FK2nnXfgLAgty4sZSmnNCX2SRFDatbHLyzEx7qV+iBpLHqCV4Z6samTb2irp7EfLfMZfrjCYtaNoj+mqr4HXjttxQQZWwMG/jz8Qc2J0WRI27xACXXiRdHtuZZWX5jkNucOv9+GJ0+/G9TOAxWBQCBeOIQT1vXI+7U6/lGBHb/SGWS5jdWdX2Za66NAtE7P9GO82oqF9EqZHuv7QnQEQe6eENzyNhp3Gm5m8bojLjk6XJ8ScriY/I7oEKLCQ+G4VhlGHC/pTD8gAoFA9BBadHO8aCT1qY/AVrUWA4e0srozAtEBkGIhED2FgffCHz9yxPj3dp7MFpBhrytS+sOts1fGWr23fiZs/kF0EG7qr3viJZj7sh2z+yqOwEUgEIiXlB4YedhRWuaLcftd10lXGsHk3PglfV+9ASnyEWJ6LoMG9zbQMfT69OSZhQoLQ6qBm3n8+9N5Sqszt46e/djlKyc6/idePoKcn+d/eqZEKOOXJ6dXSLt3FNkrrlhIrwh6VGcQnUBSefEdv/evYW9fzbs0w67dBsD/8FNQXHZt+2nJnC/fbjkxSjte2/cEgaTi3FTvebdM5/+TcXKy7SvUoIxAIF5jiC6wrkdxDGHHPi3gpX3TD2TY+fO49iYzv5zIR4jJ8dyYRv7SKvLpwZrRci75K4x8LKCc7hxF9qorFtIrgp7UGUTnEJWeecsSV9XVcRoU0Wv7FNSY11tC9MilffDqPu9aFRrKikAgXhVenb4vCas4I6dOSDFzC/B9Jbeyl7JKMnJrBfLb0qH28fN3bLvJU0LPS8tvVNrFtHV0qE5+/bVaMuPlRcp5npVdxWuSlZG9r39f0+65tVddsZBeEfSkziA6i6Qu9tdDt5gDPlr1tkc7w31f26egxrzWEuLmnt979pndWysXhShtoI1AIBAvMd3mfSEQCAQCgUAgEAgEQgHUWIRAIBAIBAKBQCAQPQHyvhAIBAKBQCAQCASiJ0DeFwKBQCAQCAQCgUD0BMj7QiAQCAQCgUAgEIieAHlf3YaUTv/EPUbXPHV3thR8l/CPjnioY5b6a0lXr3Mi4J1ZlvXWW9mrrvDFZBAC0aWwmNvnZb41I2d7/MukYlLh/23InvFW1idHOBrudvTikNYU8DnwSdA1oFqvHo3lrMkDWSq690mCgW7s0N2c131raAQCgUB0Gcj76i6keceKThTLLN50/tAHSlmXYqEnxXg6FiadX41fCWkD88Sv9dev057p6qKN/hHdATe37sQ52vW/mGz9LtbeTsHinP217q/r9U+kuvpk0MuIoIL+w9vJoV+xhV33vEW1XhXt5KzBA1mQV/XVCb7Iote6D6ntrIuPQCAQCISmIO+re5DWNmz9gS2lmK7fbPZkUZL/G892XecbOulhvYyoxfW7lzz198m+Vtc1nWCcPHoOaP02ivDXJUIQiC5FRktvLMWPpibD3F8iHRNWMNMa8KPh8MH6L6/qs+hLBj9d/yfPepSJGRnUBaBa3xJN5Sy6vVCzB7JUeHvr8xQpFrS+70S7l6nRAYFAIBCvNsj76hakGT8XX6Jj9gvcF7sI7sRys+5UrX0rdcY5MVZXMz0sa82v9Ky8xn+zNNwfs22klYmsOvxoZx7SGxUnojuQ5EbCbYw9Lf260IHoNAb9+2bKRslk4fvCX14PRFDS+LgWPxoMGWzQdZ1UqNa3RFM5c3gaPpD5GZUbLokxe4cfFpugji8EAoFAdB3oxd0NSKrqN+3hYvrm32ywtDIx35M7vCTR/+QGS0v4q8XoPocuBmTUhh0f3SXGmCQzkocf9HwtvU2IEASiSxEI4lJAP4tjuJkdGuWmHTJGRmMxfjQ0Ge3VhS4iqvUt0FjOGj6QJYK/NpVnYzrDv3EZbUWGIRAIBALRFejIZF29BsRrjyRxbXLYLr7zssCsgxZEV4G0gbFuZPrufOp4D97dHKP//RN4YLJBu7aYuI7154nqa5Hs/EoRj6Jr19dkyJv2n3xg6aY4UYHD/Nwn9UA51m9T0NOtpkZkKH5JSd7t6t+uNMRnC+q4OuaO1KFT7Jct6uVKJX+HyBqTqnZd5lF8HL5aZFx7q3z7gfqUet2Bb7v8uNrKXlfGKWg4dqjmZgK3giEzsDDwGGQ5a5HjO8H6mlngMk4R4+yxmn8fcUrqpfpWRgERtktW2IerjOHhP2ecO1pzPZpdVC81tDYKGGXz8XL7ofbtNwxIG5m/7qorwozfXdM7xEScfKXiyHlGWokIszUZO995/Qdmli3TkLHzGk7/Vnc7nvu8TkIxN/Qdar1gmcN4V6WiIJMV6QUtcp7tpZiEtOR6+ZFYEaWP9cpllhYldbuPMhmG1Plf9fZXkiqOrDGl6qeLPJ6h0awvHcOtiFuWPo+uOXqGFp3OqxdQrPuajJrZe/k8C3sD+KMyGhW9VJz06/PLRTLzIIe1s5XmpQhL6vccaaRRDKeudBrZ3qApKYf34GzVuX+ZGSUivr5e3wDLd5Y4zQtX6ECoqR3jnBMp0hlzIfzu21jCucqjl+jpZWKKLXXUXOevF5r3UlFlTcpUSc59BP8eKT9xg5lfj9kOtP5sk/Msb5Aov4x+6mDV1YfcSi7FKbDXxxucZ/nokqlIhA8OlN+qxGxHO66cbASkSAoEc3/X+dMQXXpy3eEjNffS+HTMoP9Y+6/W2w+ybEcUJHx+9LmqM9cb04tEAkMgkJkfO80baqBSUG1XEBk9rnL3VV55VNWZZClGNf3wE0t7c5OF6x18m2upIrK6hxV7bwgoHnbrPjYuvlK+57eGtHIpta/Zm4ucV75FNVUUnkqt11Bp7ciS6pmq3ZXVDeZc7fOK4hNiYmesw4jRUM6Adh/InMTCgWHlhc6OD7P6DX+Z+nsRCAQC8R8A974QXYmopHKscRRmnH6qVEoGCbjHJj/EsCi/TSxaavEALAozerIzQ0L+qh5J4YW8gUZReKyWH9esYznNccUlFcEg/OE7t0RkEB5YTfs6IrZlRCxKp1/O7wWK1xVHL36EhzuvaIjcnmomP81hMZ0hk1Zcy/OhNMeVfx6O+b6R0XbeccTCmB1PHVvGjcKs0/dniMlzcMTCRzsznFucg3+oKRvuCxTOUw8rOtcBP9km51ZG7aohQMKKn6CtTA55IkQsuPN1mo3yOeCjk7Dgdy6fPAnAioHJYok7spXvU8I/ORREMZlaR5PJ+Bkl3vC077JUxMFjbfEHZ5pPrS6HtyGmMXZOj2u+qPxDDS+6XyPXExJNi17Gon/sAML772ALyCACafnJJxT8fJOM63hG20JaH1M6yVH5KuATO3E/u0l6rJg8KJCEb/6p+nRQTIuT/Tc0ssgTIRqXKV589uCnxG13qhf3j1Y62SrzbKm44Pdcf32FQPxjmXmhXC4uWt1UExA47BSfFAqLvhgIJPbDW+w/Vz2xUIyIRekFFT9RUgi1SGmPyqY7K0WEn5jwDQ01ShrZbgUR3f9QpQ56FKXyiOiqiG69C3TYdnb599MfK8XCogasaqhVrDcqtV5DpYX0TNXu4uoGUf+8svJsWffblLMGD2QR78RYXM9jxp/iKZU5AoFAIBBdAPK+uhhRzGfAcvJc18gmQ3DEBZfzI0YVPmKC/xM3pw3/uCqD2cLmVkRafzvPDZoR5qG5uy7T03K5uen0P37KDcL9OixKN/R5ntzcpt/MhFZm8i8lZILiGtpnXtAE0U+c+2NdaoVIwBEkXygcZQkDfYsSmnIm4v4UgAdGD/4gvRcWZRmU9fnGomVzcn7Ologra6abg58GLKmKLxfjlCfVfjMBmD4YFrfsYbOnpw5RwuZkfZh/jxnFZ+6zcnJZd47kBREeRUBJBml8ieI2kad5ziy+GM+jc8SVT2o3joM2q3nG72VtiAhHmv9TEjjTMW2oTZSOc/rKg3Wx6Zzs+Jq1YdCUt8y6zSBPxW3BW58lgEAsuv/c0r9S+UyBuCq5Zu0owm5L3JDQZGVJ8/fAZG1y7oPyUoDZMK8XyO3AvVxw/w11U6j414ezbraQhrTkZDoVT0EvZTdhUDIbNwXBLFHiZ26piS8WcVj8J1eKxtmA1HAPrazZxNOi6EX5zwPAmbEf3m+RAdG9eVCGA58XtFlQzITiIOjeUDwyN51pSM3hpN6pWEpkFUvaTtqjcoFgMXZGUTp90j7dVXMvkZ2dVLtxBPTETDNuNMATAZqXqTRvN0xW57GPdZSua/rKQ3WP0ln392dClyzKISK1NxZlPTT3h4v0J9msO7ueWsHwoSdJX4uTWOAKQuLXPyHtZlF+GRTI44ihsZhO3ISV5ddiWbnZjZfWphiB8Ifv3W5bb2XMOLlAPDO3XGwspotZlcwrGwkv4uHU35ttcQ0qiKTkQe25o/m+ICSq/6rKc+drrkTylP1kBfisTWS1jcIMkxbuqUvK5+U8rFo1lFDRRwvvCskz1dR6jZVWo5y3gWZVuzuqG47651X2t6eqtZAzoJ0HMjPmWR88Nc/CRIWHOAKBQCAQXQTyvroUQUH5MNx4Ms+4VNm259Am7MYv3YAlYRzxPFupBVdadvyJLm4W6Kf9QbYGS9I2xgPbxTk/jjAUxPwr70BL1+jJjmSldlvmowJPYKDETLokIM1VGuE/AIMmeL1S0z7tWjowWPvIkyVgMVbAbgGb+Q0tLCVF2ImFsFMoync1nUZeCUdaeSnDHIQnbH4KQhkxz6D1HB28iUFvPg3PKONLdxDdewtLsY1cBeG1KWQ/DHVkaTy9WeD0fzJhu3jKiQoiQFp5JQs31/BrDdvBVOqoYTJWe8IUJtVUk3kQXp8KktUdXlWhmCu8cLNKfEAijz+NgZLiszZDc3nAT3LrECKh0T6CXVIeXzLgtUQxy2Gvl37ypscipRt9XOAOEkzYAgUC0KLoZbTrGSZ4iO6T3yqUlU3A3u4DEun9KV3pZlvAblzvDU7DfAsiac0p4Nb5NGCdR3ltJuQv/EsuZ8uJz9MUjFTG7SxLEI77APIQLcpUeHWyPNlJ5eksebLsxs/JrqfoQesUOnwYpC0+YDcHSltadixFBz/NLPMfue9Hu/YUOL34h5q6I15B1PT6GWYgPOSEvJdMLQz6cldwmn5w8WMFdcJL8PGXsJZ5Fz+V517DCsKJz3cBWYrfmNrWlXEkVdWj9GDm9VO2JTYrFK5Oi3uDcOqU2np5WMtar7nS9kTV7p7qhtP680pzObePgHtwWDTubE+/xFe4AgKBQCAQXYXSRAxE55CKor8rfSTC/L90ndZbsxkm6pAIsMDP+q5f3ffoL47KUxd0jMwooMT0KHpE8lLR0xiwzayxv0U/OPmem1K+9ooYwyiTjviuCVKaX2EW6vjZQPwojfuLzYIh3ILGp1zwj/kUrz+3WcnnhADEfKkIP1Q33ssRN+9camr60ereH37Ue2G4fquKIxX+u60iD/+nr9PxzZa9ms/TsR9tPyWQOjDcxFgsw4S8M2sqS/CMBrmd2WChNEHLzOyDucb4Me8mq7aNVSG5vIdPYdbMrY+fdw5TmNIjZIrAigTG+tYgGfxM1k9r6xrw7E/yOrfGzBSGkZiZf/oZEBw3rv4pKRRebAZI1nWEiULmAYwMRhF+0KeOhlOSMEPDQE9wRnkKnwO+E0gzDhSerMYwa7s9a83xawkLatb8DHZqDfrOZ8MQPaUbHWQ/tx9+5N2MFxI3qkXRY5LCWDa4rqtFQC9lZWNwIkFGdXxHU5VuVglZ9b+lB0E5GX5+3HW0Qgq69pYLppj4DjTzM5aBXOFyhgLBbOzOnHYaaNZ8Jr9ByMYPxga9zeF3rcpUKVnHAFN5skJRKR0cdUPdzm+zspXrpJQvfM7Ejzp93Im5SZLcB3AZxn6W/YmrY5KChxyozrrTjvuuDVMQtVBCBwpBsbOGMlSPtOBM0c8g96bfnXEZojRDTG/QB3agoPIa4sGqegDNKoisLo1Zhh/NTYe4tn5lCDePAVeQxwZv814b0jz9itLLYtG7YE4fN5NZBG9PtdZrobQ9ULW7qbrh57b6vNJCzu0ho0eXfvtIhvn32TbNsPkKCAQCgUB0GZ18VSEUEORVrT8twqxtv19q0vp87/bR7WU+70vXHbtc53nLi0cioVdyUyJrfz7OApaTPdWJWGOBw4vKBUePCGKLG3HCkRqw8JdL781vG7WcQK+n7+UBzAlGiQjYbpisPq0RmCyY8crtdi7KZ/cKtR2ij6fH/iYkaczS8rtFEmio6Q5c4XX6hNfOJaatLbQmrW448n/g3AH/cwxWtv0pdrbnUkPS4vzWDdLl59YcSgBhUzbYe7dczlnHzh3mpoFPA3erHkk9Oxbm3uOzvjOcFG1lSWEcD9ixzmYecDEMVkLlGbga2uLNtn1bCkXHxssYWO8MQTUUipTGeQh2ttINGGasXIiSZ1FcIX50t/S3IEJ03YNB1um5XLrcSxSX1qzeiVuIOhE7XN8EixBIc89WJOC/mlpvmK+yYauBvnsvcGwoExM3qkXR4yb4Q+DUmQVYuClnlP2MkQMyajTav+XdNiMV3jlCB77TAMclwcpGJsVgxrng7LTBV9eZ4fKT0DiEnH2WOU9QWlZBUkTI2dWc8AG0KlNJHVl8vniyts3J8ksaM0C2KG+utfdSWOaCm9/4DFzMaBhhi8uXYXQaakpa4RJRWiwQCObhuGmGkt3MKWwsAOcahkL9Vw+fe/YQCxTUFJf5TcKXY2BnDAtKVEaD3zWtIJKc+9Bd8LJqb6V+WWUSE3h2ZtZff9RCTyj2nnAraZYI5A+nZa3XSmm7vWp3W3Vr43mluZzbQ8A9tr6mFtN7/3tH/848xBEIBAKBaBXkfXUVUuHtLWBrzuD1rorWZIeQsZ/R9qzIGjkg3s4iRlcnWkcvtpdTUvCYnC13gf1l5GvuBv0KYSUrEZhs+qEhcEE2LvdmJLBte0+08VNjQ8kkItBbQNHTgcUuyXkATZaBvef4ttQDPffeZ884+AITRxh9pHCCx+OAWcWXMxUay1uhMaU+CWTBeOYkuAydemTl9+qfgX+kN96JMzKIMVD6PHReCBvGKTryfh41sHMYMAXjee8r+7oSUepjYLZZBpo7AzNWknuTAXZG6t1rpp8a41smkQHLnKJDtPmz8hjPgJCMx/ZXPlksTIkHyVoFEcniUPoEGoFLP2eVQEHiHtH9bcX3eBjm77L3Q2MgPLHg3nXQ7YKxae84PVS+zRgDo/iFwF3BKPo68hvVtOgxFi8S3n+/sVRlg1NWk8KsxI9WZkOcW6/ejaxrSeA+vWb2cmu9nHDYufQ8KJD3Zip7Bbi3A+XcK8jcCaSgXZk2FZ9ysrKGdLhuuIH5+8MVO2HATVXhx15mYU4wmMGJAufp+I8yJjWdzX0AU/SaZ6dsN8vqUpnl+NHSNLR1gYjL6ddhdPaNbCejFpmPMXLOgwWl07QmoEYVhM9/nAZKzXmYqU3rfh9EnBUJ3BGzcQ6jVVYO5DFhqga4moBjy1qvndJ2d9XuvurW+vNKCzm3jaz2dukPKZhusMumCQat6goCgUAgEJ0CvWG6CH5G5frLYszB4YdF1Dat2XaRFp/PG+ST+eXB+oeZgjqJnnuAWcREmzmLnLbsdAqE5eU93pRoDmZlMQrwg558cA6Hn1IBjp4j1A05EwozCoCJZeWmD6xTAT8uFZgsXm9ZuarJMcV1tndqycCfl1u5g5Z3adbVsvcGJIzbxmhoy0yTVqRxQdeFhWl4G6Y/JilMhE3fmK5DbwM7O/0WHwcnAycnA+9AEzvY6K8OaVkcm4Efe1uOc1O+EIvzIB8ccbcECkFSnALMOF1PCy81QpFWZfCATWdlZAeEIi2PZzXgRyfzQS2M4Eb2HTDoCvMeY9zk7VDdzfrghzpuPgOYkPynFV+cxO1Tg0/29xlIOAAcXiJo2sfNav3e9i1v084O3KaTk3Ggvz68US2KXlDOTAEZNRgyqMXWBeL0O8Df0/G29G69H0BQwckB5aQ7MNxIyadqibTsMZSzoxo534dy9o4g3D+tylRa8pjdiB9bJivJjeQC/fLuFWStKH9x1gM4dtDb0hdeDPTvQU8gQt6/JyhjpoKMGkSMM1a+I0k2jAvGKKpRABJOIYssKAcDe5XM2znAkvI29beDJwHaryBSBicGuIgU/5FyF7E1uLwYOADPawJZvgpIS57APj0b495QqVrWei2VtrurdndVt9afV1rIuW34nMPr6+iY/oIfevt07iGOQCAQCETrtPEaRWiORPDXN+U5mM7IzS6jiC08O4rwWeUHC2oKZFiv8X2vZQ4VsYfmpw9+cMvv3HHP1cNkdcA8MhgeRuzFJMmP4QCD180iAO4oJeGIGoFJqutgo6Zcxc8Z1+CAJd9RVGqzyaI/bHSr9rehk+XSAwH5tJDrO+wGArtGHLk5a+l1YetGmoxRASwkzNrInnA/1CNjwTvBwjxTy4aUl6v/5F6ytWtNP6XiDDj1xXCAlbeykccvYaaBCUKGIwL1gXEqkdY3AtfI1AH6nC0QC+5fA9agrq+FN+hTEmdFw2T9LMkZNXLoSXVxwIY3HDGwuU/GqI+pO5CdILVMion559c8z8Yw8+kem0fJu0gkkjo4JyzsYHCZyg3KP6GXZoKGdm2KHmNmwVkxhiaj+ik7X3TWH3Hg1L4jTK1br90ihgAICdP3bHtfNVzOUCBGAVa+6uVsNCKAmGGlTZlKRU+jgTSNBlgp2ehCQUIS6BpxCDNzlIsQwOXHwjl++E1ZgYvJqpOZ1fjR1iyU6ApT2Gx3rHyaEAmf/wh2jLiMaKtjRMISwYIyO5ga3iLPzZ/c/jObvS9A2xWEk0tM5TKKUNcLpIikjv3oOX7UsXXQbXkqm/3XI5B/x+HmDkAmLWu9tkpL0F1Vu9uqWxvPK83l3Cayqr9K9uZgBiNdNzTVXwQCgUAgup4W72REh+CklG/8W4K5OO6YB8ebdRxp0V9Vj3APytLm5Lm+b/kpbn4qSTtfD3q2jE1J+1IiSnsEGsUtBpr3hZaOjgEFni9lcoEBpIwk7URFMh6sZz5vDOgt4eYxsvEL6VPH+iiZLNz08gWT00eNybtSQSZCMaNOW++bmOkzwwr/Jr5+pBEui6AenVbsH8nzmuluce7+6WvA2EgdKrEmA+4uArNJERktumzlyqJth2hloA29FbjcyGyQPY8IqnJfgawhnVGCH6kmIzxhVnR0iAlwfKYEGo9KcNOqDiaDf8LnWdnjp3P4j+EwO9fhVHIpBwIx/+rOenDXJqbD3RXu0MQoGHR+iXIrJPSY0o33pJie2eYfbBybTqFQLGHRcGrFLW9UKoreWbByfcmhW3x4o9oUPSYpfMwDsVwt5GtOEMhKrz6/CjJKCRhuRAxRVIuODjH6VAUJ/+z0eEf3pDFr6CAZXM45hJzJKUZy5HI2NRlOTqbSpkw5vMgccPQYY6JUfI2cyEL8oOMbARoImpDS2HB2UNNNkV1huj6WPqTVLs2L5ICWB4/mCU4E0gZ2DMgoJWCEcRsCoVD1YEFJaqHzoIiUxti5smD9topbuI+tRQWRVibCqVx25qGO7Txn2TkM2I8o4wpaXF1W96DyD+BoGsyaZwocVZVar7nS9kTV7rbq1trzSis5twWHtXcjjYUZLtlhT0xRRCAQCASie+jE2wpBIuZf2lBRiFHe+LZPuJrBNlohY1RA09XOxN1caSiOsKhmyylourpZEIOvMBaXHGI3hrSMKebUQb3xoyz9FodYUawJfmbl8t3AYLV5z2WmC56yrDKJVYN/d7OUt6CT4K7bnZuMmEjazWdK5pOBa6/5Q4G6CBhifqst5BQnPzhkp4pdwFS0I8UJ+0tulAiLSynBPrhpo+s1HFqOebRH1UrmprSOvnF+8f79z3ffkcCuK/WIK1kJIPd6IaGGykOEJLkPuCDfnpb+hEFH0fMaBE4RpDdktBQK5/DyciBCG7uvZhoCi4vLfwpmF2GOPgYK7evS4t8LVkfCfPaz9FO0E40MA92AMGuesY6uq8ajeq7y/MRHoVKZUod7gGPev43VSuKU1d0tnr+uYv8P5XeYhFmrTdFjkrKnwATXc6Q6KGRUWFyzYjUDDlMzHuPXlglp5ER1AEdhaoHShB9WQsXWG4KqYr5JMHBrxdWsRGD6N08xktMsZ/k6B1qUqbCSmQjmBumHhSoly3nWmA1u1GgU2Z9GwspjQCudSt6UfL1Et1FEVxieUUFSAnC+bELM+ihnFHSMgIw2j1FUi6mXBSwo3r+PyPUnSaTCuxtz1+2v+GE3nQnnXWlcQSRZUaDGUfpZeCl37KggLSWG0WJYSSIfzm2Sw2bt/aoO90P0h7usDIWyU6n1mittT1Tt7qpurT6vtJFzG8hKLxUfLMSob7iuDm/9uYNAIBAIRBegaOMgOgQr7vnm+zLMy+m7t406/d6m9O5vCIyLZ3VXnjZZSDJ2VvWSifn3oF1m6EK1h1YQv7QxDUydMRg6SO6nmJoumA3MmOqTBd9FieTxZezMqgUTi+Jx67SXzf4dvWxBoYuzI4HJYjnY3EXB8MGh+liFAB9SdOHring4nYlAWEQ79QiYZj4TzVof0qbjONYuCL8BHn3HzywWYclJJVknn737ExhiFPy1+3SwFr+O6/Tew/TxizSuW1WdB37BkbGya1dNyjxSit+I1c49Nr1blyYzmwH6SHSpEb7KJzUNXQs3g8O0cHQHLbB1xY/V1cu/Y9DkQpGyOccWPF0bj9+g3sz9bhOJhVKkMsL0rswRkJkSCx/tzRm5kEZ87R1mZq9kw+sRyx4+v1y8IxnDbO32tlhiW89o+sfm4Eaji1ad5pJpSsXZFwsnTa8CNzrBfQ+5QJ8WRY8jhO6YuJJTKZde3aPy90fm3SAzah5kD++oFXQdrd4Pwo/SOzsqU1hEKePXqvr43XJcsHrBfb+fbogXMjMTTjHSpY5u0eEgl7NjuJkdKRAtypSVCYtPjxqhlKys5gkTdPFZmQ5VmlkkLY9jgZ4QR7MgODtIvgyjbuBQuOoJDpMLO80wnwiqsgUuLU9ggXUKHcxDHNoSiJ6r9cfD8BNk0esKT+eRLoiUxbm4KmP6EdyfpUzY6TEDbiOhaQXh81PgghJmjvrGrdYXiFRMjMPEKTtUsDtORF6ewz31cdb3ObjvZbb5oAPRIaOm1mustD1StbupurX6vNJCzm3Aaty5mcHHjD//ztZZWdMRCAQCgehyyH2/EB1EwD04FGzNOeOKfAvjziGuqn0H7iqL6cWPmfds1Yrc9yISwB6ytimj7EG48eQ6uLustOpsqh4ebpT+p3wTVhwJrWGlL7Eh6cNB03JXfPFswZtJcEvcKMwq7cdE+Ra0nMYvXEBg2DGeyo6ikozdqcZEFIvECXPzVn6Z/+nsNA8DGOL57Hat4ka0KkhE0V8kwAxEuY3NWbYs962QR8RXx3eqCgXkWfiNpu14YgjDdRxTJs3MGB8aT16U+mRTtLBNYYoTvoD7F3sUpSptSSyT1dSMA/mMjjjffCWZRHh/ZSLYmReLshyUsWhFwbIFTwMs4bWw2HE/NjKaLibg7Aoiwh/6jc98e1pagC3+f0z4uorPwCbI0WMuKCQLqb2Upg9Txk8be5ynuO0yCZu1YwiuIeAcx5CnM99KD3UjdxmmDimOVtzmWNOix5Hk7EqmwETM/NJnvp0REQCETA0v/PkzsA+v/piaGvLM1pDSowuInXP13NLmL3v20VspdvAr5ph1qpCQiFzOnq3KWVkgGpap+PHyxyDQqzhdaTtt4Y23gGR0wivLlJRScGEMEKDBWPKmGHeadnkmpcdJKCA2293QcrNdwaVxIK5+RE01GdIq7LTSIYYwtzqPQyZlvjU+xc0YfsVihmxS3FxYswrCaVwFqxiuS56DkoOnP89SulkFmPRFduBM31VFESb4PzFeI57OnJbmb0VET1h0qUmv1NV6LZS2R6p2d1S3Np5Xmsu5VST5B5/gtdhyRm1VC/VBIBAIBKLrQd5Xp5A23MkBNmtASYbWr/zWkNITns9wJ+wJ4hMbsrD8YY3w/oex4Gv/0mxgk4iiFkHTx680V9EAxm3besa++Sn2zdFxa/LRkIXPo6oUDP3SilDwU9yaRBXnC0cizrlcONmLdBLkn9hBc8qiqtu0zwhEgjubnrpQFOKaJr69o6FCOZ+4MZf8S2449Cvkn+h+U4qukqZ/64h5v4aC881n1tPJIBJ2bJ4jSCdhW6ZyImLho305oUrXinIYkrM3StDCX+LlVL7v2XyOgcfTjdd5nPKqYbr4V5VkcdsvqcCVODmgOL2FiyJHQmf+ski5RAwTpmyoLWx5voZFD+Fxjr8fr9t0pkH8mxvrijn8U8PAV+9tbA30UVp1p3gSabkSnxi/t0vvVsjvsQNy1qRMxbzD0Oa2fI/GIIMgHOY6YHNHua5hcsggCIvxaW8Q7rOduClJxhboAzjnx7PhCTJp6a8pIMQ889+WGWUsdQRxNRQIPbliUTjpURAfw35PN1zltiwojSqIpOBklru8FlCn1NHI8JYI8sr8wTmPFkeLaI9KJ/cho+Af88Ccg3FChSqqvtZrobQ9U7W7urq1+bzSVM6tIWmgLQTeb9L2DGVlRiAQCASiW9DB/8heMIT2yGri6u/mS3uFWk/0UZqp0lkk4qKkxtRSqZ61YUCYmZsZHKijDRIWPy2FU1Ij1bczDgozcaJqnQKGSemF7OQMfj0Po9obB4aY9tUmG1IOPyWWVcTAzPqYhIVQrZVn4zSD3+kTVlaJSGxq6Btq5tPGOn2dRyIuSWNnlQi5+vpeQeYDnHTVX0wsyo1rzKjGbPqZhgUYUbsoR5JG3hO8ROplpk4moW0LRNOil9FzG2MzRDIb40FhJs4dKWIweKw0pfFJkVhqZugX1kXy78ky7XpkjUWslCxBvZji5Gse4qPfWkFpUkFANUzl8cyMvLyN7FopINrVDOdZDTx9i9/LBs510MHVLyeOmV2D2fqahfu1mG7XOtopbQ9V7R6rbprIuTXENY037vL4vcynTqSavVqqikAgEIhXEuR9IRAIxAtDkrAqKXyfAPPqm/7UNaDFpCYEAoFAIBD/NVBTHwKBQLwoJKLUphXkkeuFQCAQCMR/H+R9IRAIxIuCxX3wDBz7jaF2drsKBAKBQCAQrwDI+0IgEIgXhHwFecNhgW3sb4dAIBAIBOI/A5r3hUAgEC8ICYuXkSMSUnTdAkxsNV1hA4FAIBAIxKsL8r4QCAQCgUAgEAgEoidAIw8RCAQCgUAgEAgEoidA3hcCgUAgEAgEAoFA9ATI+0IgEAgEAoFAIBCInqC9eV+CikeXz/55Pymvgs7XNbd3Hzhq+gdzx3uaIq+th5DW/d/G5UeyRbYTtx1Y4mdEhqpHWHx+zdrLpVjf93buet+t/Sn83IxDKzbfq5eSXw3c5uza9W5fPfLrq4A20lFC64iCgjNffnW1XEx+1es9Zfu+xT6v8AZNWkjgv65XHdYigELko0v8yECCF6kz0oaozZ/tz+A1Pd11dCg6FD0j816Orn6h46dPCXehqnmId0oU+B3XFNSaujubvIqvB0ntv0uGzrpkvelR9IYBWt95D9Jd6vqfpqNC61A8TtLGoaP3iD+9Fbt7lBUylRAIhDpw76sVJA1xu6b1IU9TxGr0N3erxeRZiO6FcXduLyD0oMPF7Yq85sIYffxUg3GXasiQtmHcnWMF0pbjuTGNR/70iqCNdJTQOiI7fqUziCDH4eMYFvnTq4kWEviv61WHtQigEJkMaeJF6gwrerE9eVm1mAd9fCqDJSHPbqLjouCX3/1+lo/LrBsNZMCrhbjq6hxbDLObf7NeRSgvGd2lrv9pOiq0jsUTV/0xyxLDnD+5Q3vZtQmBQLwYWm2YERYef3/CmhvlGGY6eO6mI1f+vXPzz+Pb5odYYBg96ts3p3yfxiXPRHQjworEtAb86DJ8sG172wGx86JyRPjRI8Iff/JrgdvS439evXr1+tF57q/WmtfaSEcJ7SMaeS8+9RcupCu/LFTXIvHKoYUE/ut61WEtAihGJkKaeYE6I65MSqgB//Qau3jF5wQrli9d/OE7E8NcQQs+M+XYwvBpezOUn+IdFgUrcsng8ev/zLUe5WdGBr1KSBsiv1l+vs4wYvvm8dYveWdFt6nrf5mOCq2D8XQdpn77dRDl+dGlO+JZZBgCgUAoQnphLWm4Pdca/Gw+6dc8PhkGEBSenAZNMKNxZ8q1b3lDdB+igr0DQclYf3CPSQa1g7yPIuiXUlSUGiLI2+UPZPbK931pDNKrztIxnRHT0q7/fvr0+bslig9gDaFdm0wFl7Rd8ECl0CTM9KPvOoFfMSxga3pXdEvyn272Ask5/S+WTQa9SvBSN/niuXdeHvua1GlE90O79YENhlGCd+cIyBAEAoFoopV2vsbkMzdp+NFj2Y4PvRQnKhi4z/luJXjR8h9dSmYSYYiXAmbWgwL8QPGO8DUhQhCIzoP06sUgKDr3+bz58+dsfqT9c5Zb8BD2aun6RPioFBrFLODjk9c39Qf/P92/M5oBQzuDlJERU4wfDfuP9nr1dERa/feWfTkYFrj8fyGmZBgC0Ul6jV71iScmTf5hx/0G+RRYBAKBIFHvfUl5HON+Xn3sPYeNdGs50dSwt29v0AfPq63joocKiaTu4YENa9ZsPJLCkjCeXtyyYOKQQP/AoZMXb7+ay1YrJSk77+bh9QunRoQF+g8YPPSNuasP3i1pOZhTUv1gL57sVzv/fS4kgyD4NS5v/3ja8MEDAodMmLvhdBJNgnELHz7l4L+5jgzo1VSqUk7BzX0rZ08YMsjP139Q+Li3l26/kEyTLwPQDp2KrISg8Mp369as2XQiU81wVWljytFNa3Dh/RxPl4uqE9LRINcqEaWNSb9sxHPwS1KjFBPTki9sWzx1ZPCAAcFj3lt3OpXRATUXNtZUVbZDVR1HQp7eKlorlkaSa02xXjW9ApBlt+7bi88EGLfo3z3LZo4OHuAfPGbu5j/zQMZx+GUPflkze3x4oF9A2IQPN1/J5TSLTlUUWmhDaxX0BSOpT4stA/+4jRqofta/SeAna0bq4/803L2cJh8bpfZu2i4tKT3u0Ndrvly7NwGMTdWl/7NjzdrNp3P4xK844rrkSz8sn/3GsKABvv0HhoyetnD9kXvFCvIHaF//pJyie0dwNcfP6u8/eNjkBRt/i69Vo0L859Envlk0bWSwf/8BQSOmLNx48nFNi5ISFlz48QYTo4R9/LanmgGyL5e2qpaRNrLrJnXtOhF1z4uiI4oN6ZSwMSO/eYv8Maz+0s6/ytt90CMQiNcNsg9MczgJX/QFEU2n//1qzq/uDhi33gXjMW1nH/5+uiOQTjN6A1bdrVUegCWuvvN1hA35uwI6/Rb8XqA4zIh2fSpoSqYMO1XRNHlXXH1348iW82/cFl5K+CVMB//PbEZTsYgqrn3qo8b2shzzfQIDpNfWCLF2I2sDP2ObN4js+12WyigMXvoWOCzLfOo5YihrZ6SjWa5VIrKiFzvgATYf3sr4c9UQCxilCb2grU848DSAZqPImJELNZhWMXBfoYiM0BpaKZbGklMnuldRrwDy5SX6b7tzdnF/fZiYHKsZZ0tZBb8v9lcOxixnXGgaNq0qCi20QV0FVaVjIw85SWtcQayh52rJEI1h3H4PlqTF2zfpZJAKvNSNnuAcLPBAEamFqnfTbmkx738IR6gr4rEhlRjNyC+88OlAtcvEub53LEdhxKMWEscR18fsmNSiMgCsJ+7PUDhRTHu0c7rSqicE1PAN92ua9ZKfvgkOmhy0r0C1Mr502tqpZ5eG6qodXSqi7nlRdESxIZ0SNg4/Yyu8ncF78tDoQwQCoYS23pe46srb8MVuPOFcZZc9wV915G9wDH9vGgYs3HMjKb845+HpVUOJGej2C+82O6rimlufkSf3n/vjX6kVTAGnKvnC2lGE5eu7IaFp5gQncTW0v9zXPyFNFQkjdn0AnP1rNHDhT389zshOvXdi1Qg8qn4fJ7ik9+CDpC0lrrw43RwP0B+w5FR8OUcsZpcnXf5mAuEUuCx7yGzLStYgslY0XJ8CpqGYz2ppDYpKTk4Av+iF7M4GL8xOSUfDXKtEFOX/FAACHCOG2mA6zhNWHrwWm56bHX9pbRi0HS3fu82AJ+L0rPelhWJpITlVCbyqeoWXXd7uASCyjqOPNabr+sbKQ9cfpaff3z+TWPHPIWJUb9wuH7roh4uRT7LT7+yaDHNGGXqynHh6qWqRFtqgGlktPe19yWdhYcE/l7QogGbEJT8HwZPc1iYRNqPK3WhQWvySB5fPHV0JZk3hLsWqo+fOn78SWQZMTUn97SVuMNg8dNGuy1FpuQW56TF//LQoyBgE6obubbJItal/MmbC5iDonlA8Zmw6cz81Jzf1zpGlQYSTF7A9gzS7mXGbyNM8Z265GF9M57Aqn1zZOA5a6+ZTfy8jBSPI+g4OwVRXhC+ftnbu2aWhumpDV4uoO14UHVJsQKeEDWHHLgXNBDrBh+QtHAgEAgHRzvsSlZydSTR1en75GE1QliOpOjuK2M1IP2RbYvMLR0K7sxh/m2IYdcrVeiJIXHnlHbiCrdGwHclKEmQ+Wg3boqmTLlUTr1px2bFwotvhyuQEuAAAWvRJREFUH9LGZsSsgAaNftCmOIV2RVbcun4gGMfps0fkW4d2bSJ4I/RZEdf8GsJPjV0Bm4Nt5j9gtmElaxBZK+T24ICf8hXfQriAPgJtiZgHoU6dk46GuVaNSLsGX/k41JE74unNgqX/MwO6OSEnmtqKNbSkxTwmvV1YguZLqUVzxdJGcqoSeGX1Ck/x6mRozeOmz6QD6U1LqLPjPodJ4vc0aN395i5Cxr15UEwDdudBRVSrRZpqg5rIatFUZ2gZ9/+50cSf+2dBV8F77XkyBHAztkS5fV0VSfW5COh4OH+uJGZlxMWHBoOTMLd1yTBFdfVCo9LixK9yAQGeG8k+LwA7/kuoUsYR+7OVTH1x2fGhwM/XH/sHjQzSROJkCDtxPexNwHxXRyos5i2uvDQNmNOY1+anwDZnxCyHdrN+8KbHCunhteHxl+7gB+8t8DyZpPK34SA3pm+pWSn/pdNWtWWk8bNLU3XVhq4WUTe8KDqs2B0TNhlCUnMRbtZh9MYfWndgIxCI/zRaeF+iyutLidYm3cBv4rV+8fyHYUUtsgNyoQz+PpNseiWRv1ZdVydCC4eTQNgkppN+K2nZGCbKJ9aWs3z/DtGAxrjzPjRiBx8qgu9jUeGhIcAW1wn89qly26Ugdyc07zDD8ZflT/maC6OAWaEX9G0Ss/k1IeOk7V/y4Uefrvklnd2GlaxBZO2gXXsTmB1Wc+4qNA7y0jbD/T6t51yvAVfplHRwNMu1SkROwhfQesTMp51XXsez5vxoIHDjyX81mSsd68foIBorllaSaymBV1mv5JY/ZjP3Rq1Cig1/vwUXUNAN/UlxyTFJ9e/QnTWadJUw/VW1SAttUKOCatFQZ7qqw5QcHoUZT/qTbPNRBy/5K+iHYAF7iSF3qnejWWmJS46EgHjms/5t7q8Q0xLP7t6yfvWms7nKKiWT1V6CvqHxm3Ixai5xSdWlKbBY+37+SFmSkpqrcwJ9B4bP+OEJRybIPxAGMk4J2gn7SRThpX0DWxRCj8LeL7msvLfKO80UeOm0tXPPLk3VVRu6XERd/6LosGJ3Stgk8iguXyS012iCQCBeKzT1vviF5xYQL2vMfdEf5e28/18vRKRxZTb9T/huUEBcdHAQ+Mn6w/vAXWU+IOwrl5Xxat5K9H9nwvbbIWeqwVd+xlbo7DotewxP5md+Cwf4mE65VNXiMrL6yxHg6Y/57shuGs5TeHg4bAHHsN6jluy/U8huGakNK1mDyNrBT98EjZ7Bh5o2rRSVnBgHXrRGEb8SwzI6JR2ARrlWiSgu/TUUxvFYn6xsKbIfL4f7NHkpmGY96X1prFhaSa6lBF5lvZJb/pgv2ZdBwnuy3gMEm079Q0lyrIefwj5Dn+1Z8HRVLdJCG9SpoFo01BnWo5X+lqZNmIDmeYC+CRkCsB97rPXRhBD58CjMf1cbs00kVb8THWQW79yCTpOau9GstBi33oETYNoa5ggQcxoq8pIfXNgyHp7uuoYc8Ki5xCUVp4k8D/ixrVW8eeRwXdNpKtUGT6PyVBj4keyoI+1wneG/q9lI/GXT1s49uzRWV23oahF1/Yuiw4rdKWHLERcfgs9po6a2BgQCgQBo4n2JaY92jIPmFKbrt+w6cr1aUH8VNteZzbghH0rThCDrO2jZ9v4E2F3yceTENxUabkwF4xooIy7Afobq89DUMHzjCvwqLvklGEQ2mSofxdiM3KQgnTwSQfGFRb7QeIaY+s385lKG4kTo1q1kDSJrCe0qHOxhuzCSyKGEdpsYS+K/JY14lXVKOiQa5FolonyJAnLQUjPi4sNwZozlu7ea22E1s6QFpf/s37a5Hb47kaQ0KkoFTRVLO8m1kMArrVdyy99L2ZyVVJwaBqbUG4w9Lx9+BBEV7AsEp/eaS7asq2qRFtqgXgXV0DGPvaPzvuTDo+wWRbV+NUnNH1Nhd4v+6NPEyDS1d6NBack7k1oOc5Sw8v7+afnMEf59bc0NVdc3MGrqmNNc4g03iC4ilTOVwL1P2PmBQ9HTVwE4WziEoSxvxKBOVTPwEOfl0tbOPbs0Vlft6FoRdf2LosOK3SlhN1F/YQQYvYiF/VZFhiAQCAROu94XL//sgn7w+YFZRmyPVRhrjyDgxK+Eg8CCflFt+6X/Owu2wxHD2MkxN7ojzhKtcsrIDWrS1GXFfAJfOv1/INp5WVGL4NRsdSOP2EQWdIf/1jQ/iYRfHvXz8vHu4LIE1hFbY+SF2JaVDGgzspbw0ogl1kKOloEEeKnEfkNOn9yXD1fqlHQUaDvXKhHlMw16f/qwxbtcXnghvyqIRzNLuksGkWmsWFpJrqUEXmW9klv+jkuVt8mVr8Q3YBc5X4ak4fo0uIbZkBPEKgaqWqSFNrShgi3oUe+LQ65JqzfqrEpXZhOiwsPDoPiNJ/xeAW+n9btpu7TkUxOVhzkKis7N9yTeGjgmDp4BYRETZ8xZtHLLzlWB0BUbuIec2KO5xOUL4sl761pBbiRjZg5OreL9LuwXE+Xvgf2EpjP+aTXJl0ZbO/fs0lxdtafLRITTxS+KDit2p4TdTP2l0dDfDz4mXzgFgUAgcNQsutqMlJWye1rIB7/lyzCK16LzyTe/Hta85Q+CQFKX9ug5fjS0dTAn21WbYD/9C26V6jg8zEEPk3DqG8GuOKYONvJBRQqIn9+/losfdX1HeVPxr9XJ8dX4V9uwUCe4C42IWccGR1Nbs+Y2OwJh6f07IAuuIxS2ZCIwdBq19MCdfFrO9R1zBoJ3OS1y81tLr9eo2UJHlU5FboFRn0B3sG13RWoZDxOXnl+zKxvDzKfv3kwuUtVJ6SjQZq5VIjZtFDtgrDdsWG+CX/IoDRSey4hAm5YF2x66Vn6jRw1rh7HhLsZNFqoqGiuWVpJTkcArrFdS+tNoUHZGA8Z6KZadsDwhCewV7xAW6qh4T9zCWLh1Wd8RAXAXLFUt0kIb2lLBF4iElv4IbvXlPoq4STVIa29t2foIqIzT/A1THMHttHE3bZcWJzcyB+yR5BHhB9cdAAifHflgwekCGdZr/KZrmTQRuyo/Pf7Bravnju9dPUxYByI6DQ/rDYtGC4mLGBXgO2btaa9Gz5uQsOrgxllhB1PLylsj99JMO1w6FKoFTErA4reqfC+Ltnbu2dWt6tpVIgJ07Yuiw4rdKWE3IxVyeWCvLwrVzKiV2ohAIF5PSC9MDey03RHEC9V89LcPaSqtOggIuSMTpjvyYos2aknt9XdhH0Cf5XDBOEnFCThu3PCNP1VGksk4Sethw6jesCPFoAWU9hccP6Q74jS5sL/8OoH7W/ZRsGJXwJm9ZmQDLidt7/w3x46MWHRZeWqwoPjsDJgfwwlXYDu1uj4KjSNrC+/JBjC5QT/iUm3Dfbhin16Y4hzzTklH41yriLVpA57vm2Y2EUgqiNXQqFOuKeanY/0YHUFjxdJKcioSeIX1St7D6PdjrlLZ1V4aDwwm/YhzSiO5JGXH4RpmptPJYWYqyqCNNqhGbpWe7Pti3J4Ni1Nl8esmBIW/kQvXKmwk1eJuNC4tQe6PcD0Eu0VRxEAxHEHOj/B2LWf9pbi0BIAV+5kT+Mn4TfkwVy0kzo79H4yssmC6uOzMNNfebn4Rqx/gBUv/dyZ8bfnvVNYKHEl91I+ff/7V1oM3S8mf5IvVNW96BnkZtbVzzy4t1FUzukNEkC59UXRYsTsl7Gb4T7fADjPlsdsIBALRWnuMtO7WyqmrI1n4O3TSwUf/bBzeCzxgECrwS+NSGeAfSUlisdIm++zkvV9dpuOvkeHrV4aCpjWKudcg8DIRpN/KwAWrCD/z8PLd+fg/Nu99NdNFDzR8PswAqbmNGki2YBv16Q/XvyuKymyEASSc1D3LD8HWbq+xRPOzlJlz5+b9mMgbN58pZcjAdfL8oWAikYDR2GpTb6cit4VRn0A33MoQ1TxLPLruVBWGea7a94lPc3Nkp6Sjaa5VIoorkxJq8KNNSGif5rwAOLkPckCrpWeEPxxW0tNorljaSE5VAq+uXgkrExPr8KNdWKijYtlxnkVnC/Gj26gAS8XnGyvvQZ4MP/YbQ9yPah3TQhtUI3c9FPDM1dVto39UBUFZ/BOoNV5jfJVb6CGShvh9s0cuuAr6WvouOv3zO07EY73l3WhcWqysqEL8QOk3wgs84iAiRgXMgp2/u7mSaIRF57ecqgD/uY30hUWgVf0zcvKDY8GqUguYiprCSti/9UZJVXGpSbCPBe6ueA2Ha1jk/fuoGiTQhLTu7sb56/bv/2H3HaZ8+pex6yC4b3N1ZjkfBhC8hNrauWdX16trN4iIoCtfFB1W7E4JWwF+RRaIhfUZ1BekjkAgEHJIL6wFjKilcBEfzHzCjzcio9Tx8EmFcgvka0nzjkz4Ezx86+MGsmGRnXNyNpSgfsj21KbZ6Oy4VbA5mzJgXWS9vO1Nwso4+h5s1MV6zTxXClvsxGXHwoDRZfF2866T8gkdWP818q1uJKynR2ZCiwSnaW0mSe2f06DlZTjk2ziFdR0Ehaemw3Zxn03psOjU9VFoHFlryCWuzQYEgJeU7by/WzaMd0I6GuZaNSLt2mTYxDn8txZNwoLsHXD6gEOLqd091fellWJpLDl1ivXK6lX9H3B+fssJTqLCA3AlBaumJacJ+JnEtCH5tBs1otBcG9RV0Fbpuf5SCblUAOaw8M+MAkh+blZ6QvTNS8d+XPNBhKd8rJbjzGMKS8Gr3I2mpUX2U2AW7yiIQVxyBKaG+X2T2HS/ElbmbwvJCcSY4cRr8v4cbeqfIHd3EEiBErg5kVwpHE/2BKHkesHfZxB31DSpzWbmCflNSphZF1YEgRFtmOmEX/Kbey/k6+cpL8P+8mlr555dWqgr/eHmebNmzXrnk8MZZIh6ukFEJF33ouiwYndK2ArwM7/1AT/2WdGF60wiEIj/Amq9L0nNlTfBo6ZtWmyI+HrCJHdk8l31dQRo/DXxGjFl5rQIf2h9Yli/RZfI9wCBhHZ/pS94rGOY5aBpi1Z8sWzBmwHwqY+/f8f9mChfdYlx530YGqy44IKo9PcZ5LmWARNnf/j+m4Ns8PeB1xvDQKjhhOY1nXgZu0eSTW0W/SfMXbLyy5Wfzo7wINrsPP93m3ydqV8dQcPI2lN7aax8hrPx2OPEwBAlOiMdjXKtElG+HYvHBoWNYiE1l8aBuPoR55WndveUJa2dYmkqObWie0X1qmmZ503pSkuQkSvj6YQfgzs6NVFzAW58ajD2ErG4uKootNAGtRW0NXrO+2JFfyx3mlvHccKmO1VKtU/N3WhWWk0bWGFmnoOCgqfvg0uji6v+JPbCxfTcxsz7bNWKj9+L8AIvFNvwUXD0lvHk64T3pWX9k9CjvyA2W9ZzGzt/2bKP3gqBlQS/p3dOFTa7VOy0HUOgp4XpOIZMmvnW+FA38l6oQzZFKy8HUf8XHHtoPFF5KcCXTVs79+zSXF0lVb/BZU4xy9l3yKDW6GoRNdFlL4oOK3anhN2MuPwkHJRoPU9x9zIEAoFoxftiP1pGNCK1CfK+mu0q+8XRDNqjHyb3IV4JAPPA+QfjmlrmmhHXP9o3PxQaIXJ0HIYs3BulYBDxM4jR4s4tNjSRMJ8cfLef/M2Em+QDPjgcn3UCrlfc/3vFNZ0k7JzLX02GJo8CVoPm7I6qbrqOeitZw8jaI5/IgmEBW1trFu2EdNrPtUpE+Q4u5jMVNoqFsGOXwhFJ3ttabHPcQ5a09oqlieRaFd0rqFdNyzy3mODESV4Hd2Jt2k+KRHWrr5ai0EIbWqug6ukx70u+hJ8a9M17ew+Z9vGW07HlygqNo/5uNCotQcHJ993lQ9maZ75I6Al7ZrjL+24B1iELDzysaSCX9+tP7B/XgfonqrqzaZKL/IoAU7+3d9ytUNBRgISe/MuicKXaYNhvyoarharPHdrf7wBL2/Kdf8n+OJKXSls79+zSQl218L66WETNdNWLosOK3SlhNyOpvjQROHp2Hz1Ak74QCIQyOvgfeHggOgTt6mTnWTd5+qN/L7s/14GCiRty4uKya2S2vmHhfrZEe5paJKyStJSskhquvp1XUNgAJ6qiPdE2UnZxYsyT50KrfqFDAx3VLPukgJBemJqcUVrPw6j2HoEhgX3NFKfvNd6b6zb+PB1YyQlLXBR/gbQduTvphHS6O9fCZ7uDvNdkAks6/+gIOIilO+ioYiG9egnpIZ3pHtovLaBzqcU8Mxcvb1c7avOvElZRUmxqKVvPum9AWJBbF5aylFOaEvukiCE16+MXFuJj3Vp9kDQWPcFrQ73Y1Mk3tNXz2I+W+Qw/XGEx60bRH1OJPjsFXjttxTBBxtaAgT8Pf1BzYjQZ0jYvTkQv8YsC19LqC5Pc5tzh99vw5Ol3g9p+oCIQiNcOwglDdAhyPySV4SSvCK31USBap2f6MV5txUJ6pUyP9X0hOoQgd08IbnkbjTutvBDea4q45OhwfUrI4WLyO6JDiAoPheNaZRhxvKQT/YAIBOI/ihZtRYiWSOpT4Y5MFgOH9CWmGSAQXQBSLASixzDwXvjjR44Y/97Ok9kCMux1RUp/uHX2ylir99bPhO0/iA7CTf11T7wEc1+2Y3ZfxSG4CAQCAUAjDzsB4/a7rpOuNIK5ufFL+r56A1LkI8T0XAYN7m2gY+j16cnjC8n5x+rhZh7//nSe4trMbaBnP3b5yolKO4i+ughyfp7/6ZkSoYxfnpxeIe3eUWSvuGJpr1f/TcXqUZ1BdAZJ5cV3/N6/hr19Ne/SDLAPc5v8lx+D4rJr209L5nz5dsuJUdrx+r4pIJKKc1O9590ynf9PxsnJtqiNG4FAqEB0gSE6AC/tG7izo/Pnce3NZX45kY8Qk+O5Ma2VOc5y6i+N1OJN0nIq+auMfCygnO4cRfaqK5b2evXfVKye1BlEJxGVnnnLEtfV1XHtl9Hr+xjUmNdbRPRIsGOPw7xrVWgoKwKBUAvq++o4ElZxRk6dkGLmFuDb1gobLy1SVklGbq1ArgA61D5+/R3bnLgsoeel5Tcq7WHaOjpUJ7/+Wk2EfomRcp5nZVfxmmRlZO/r39e0e+7tVVcs7fXqv6lYPakziE4jqYv99dAt5oCPVr3t0fZ439f3Magxr7WIuLnn9559ZvfWykUhSjtoIxAIhBzkfSEQCAQCgUAgEAhET4BaZhAIBAKBQCAQCASiJ0DeFwKBQCAQCAQCgUD0BMj7QiAQCAQCgUAgEIieAHlfCAQCgUAgEAgEAtETIO+rG5DS6Z+4x+iap+7OloLvEv7REQ91zFJ/LemuFU4ENbznnHYSFxRUL3s78613C66UkiGIrkBaU8DnwHLueaR1DRtmZ741K+9IFhnSc0iE934oWLLk2dIvymPqOqXY0obGfV88w5P68hCLRYZpjrT4fME7b2W+83ltsZAMei2QCv9vQ/aMt7I+OcLRcFslghepM1qiyWPtZaSjRQPoTFwCjV43Mvq9PHeDaPOhz1/7DaYRCASi50HeV9cjzTtWdKJYZvGm84c+UL66FAs9KcbTsTDRgSd0KQLBvR+yAkOL0oRtJy5riKv+9U/a9X94umi/1y5CUEH/4e3k0K/YwhdUj1jpNb9eol2/ypaakCE9hez55fx31lf8+mtdtW+vUNtOKTbF0mSwjPHrr1V71hRdq9DW2hYnnKj84zrtRjZm8ipu+9BhWJyzv9b9db3+iVRXnwzSiBenM9qg6WPtpaSjRQPoTFwCTV43Au6xr6qLRXpvrrP3aXt1fQQCgUB0Pcj76mqktQ1bf2BLKabrN5s9WZTk/8azXdf5hk56WC8janH97iVP/X2yr3Wur0ABceSSlPHr63OtLf3MyKBWkORFcsX40cPSv50zEZrBoi8Z/HT9nzzrUSYvSKLSikR2A350sRhsS4T0EOKy2mVL6xmY7sQDgb9/TDUigzsKRW/ktz5f+2MYn7Hnd652PVhsblQOqE0eESaWRMjrgbCCmQbK3nD4YH1dIkgjXpjOaIPmj7WXkY4WDaATcUW3F2r4upHV3i79IQWjBLlsnmiATAAEAoHocdB+X12MNH1LSuBWrv1HATkHdL8NTN1bQP6ggMGiyJDjo/XIb51BwN4SkLL1Geb0v8C8wxZttWULuTsHJ63LwuwWDSw4bon8r84jyCgJCCh9hhn8Lzb08DBtraxXGTH/3Lsp867JxuwceH2NWVf1pHLTSyOGlCQ69YlP8wjTuFtGXFge7FmYjul9cC/szNiuqFOIF47mjzVEExzmFxq+bvjsLUEpW7P1P7obcmJcBzvYEAgEAtEJUMNXlyKpqt+0h4vpm3+zwdLKxHxP7vCSRP+TGyyJVnmL0X0OXQzIqA3rGtcLd/UYnJhi/KjTf7RxOzYKixNZCI6+o6nImukKZIyMRiB7Q5PRXq+T64WjZzT36jCZbPj9rnO9cKgD+yZwR8nytXC9cJhZDGBwUqgRvq9ZKfx30eKxhmhC09eNrOqvkj3ZmP7wvhtGI9cLgUAgXgio76srkSSuTQ7bxXdeFph10ILoX5I2MNaNTN+dTx3vwbubY/S/fwIPTDZo307k86PPVZ253pheJBIY6vUNsJz5sdO8oQZNE1uk9Mafd9cXljOOnmFzMUrwh71H2+v5L3SZ76ven+bEF/gMqSjHjDelB28NUDinvQu1iYxT0HDsUM3NBG4FQ2ZgYeAxyHLWIsd3gvVbOpdSSd7t6t+uNMRnC+q4OuaO1KFT7Jct6uVKJX8nkDYyf91VVyTSC1rkPLuP4N8j5SduMPPrMduB1p9tcp7lDcTGL6OfOlh19SG3kktxCuz18QbnWT668vuRNSZV7brME5mbLVpr16eCdmRP9Y14bj1mMHCy46a1tt7AlJOWPag+eLTuYa6Qa2gYOLH3hrU2Pi0mSLQjExk9rnL3VV55VNWZZClGNf3wE0t7c5OF6x182xyBJ65jXjxcdfEeq5St2yfQ6qPVfWb563HTK3/8nUfxd1g/3wTGVroFL8UpGUL+9T2VsTSsz9Q+y0YCFZJU0w8caKiU6o/+rM9k51bbUSR1jMN7ac8pxrPX9fYortu3p/r/0gQ8qlHwmw6rV9r4mCreO3l1io/DV4uMa2+Vbz9Qn1KvO/Btlx9XW9kD8UufR9ccPUOLTufVCyjWfU1Gzey9fJ6Fvaq6SCVFD2qOnaM9yuDX8ylWfU0i3nFcMc/cTkUzNE0QvxEG+89DFb/fZhezdXr7Wc5d6TwvhPJkTVLobgHm7pyc5R7ULH8tklWHxordLgLeld1ViQwdn/kui/xb1ntpI+v4T7X5PIrbrD5LwvVhEcrYeQ2nf6u7Hc99XiehmBv6DrVesMxhvKtyXInwwYHyW5WY7WjHlZONyNuSSgpuVx0605CQJ2CIdCwcjAeNtl201DbYurmIVXSGLHHM3XbNp+YmdNaVw5Xn77FL6Jhtf6v5X7l8MEivVcVSQlOBSzm828cqztxk5lWIRQZ6Dh6mo2f1XvqOmTWUrLaPNUjXFRaks08hlaIhE8SM313TO8REnHyl4sh5RlqJCLM1GTvfef0HZpZNN6e2WLWh/dcNh7l2YOquQsNlD4MPDu+YhBAIBALRWXDvC9E1iEoqxxpHYcbpp0qlZJCAe2zyQwyL8tvEoqUWD8CiMKMnOzMk5K/qkdIelU13jsJjKX9iwjc01IjJk5j3c6xbnhC/IbW1lKUlPyeDcyyybtHJIA0v1DrSimt5PpQWcfHPwzHfNzIUMiKupn0dEatyWpROv5zfC5QyzIrOtQc/JW67U724f7TS+VaZZ0vFBb/n+usrBOIfy8wL5XJpy8TRix+BwP4ld87m9lc+02pGdSmL+/viRH2FQPxjOaOmvPlmNZGJ6P6HKrfjUZTKI35Vi6T4yrPBuG4oxUr49AY3dsVj/H+P9Ux5bHHMx8QtlGYLyCACSXnVUCDtmKnXhUQI7XqGCX4m5cmpiiYJqIFxK8sSP8026/D3GY7kpcmP3oD8u7WKcUkBOq9oiNyeaiY/zWExnYH/RmPsnB5HhCh+qOFF92uUMiCup++YBO6rxcd64vMMDnkOjuYJ4uVSfbdopGWLM+MXXmr8JQz8bzajvoE8U6tk1aKpYmsEn73NG0T3/Y6tXJ44kvQtiSBl84xzhA6LBXe+TrNRuij86CQs+J3Lh3FIaHVTTcBPw07xyRyJ+Nc+TaC0iIh/LNO+TxA15VpFZ8gSt/mQlvFn/hAL5bh6yVuftP8g0Fzgooq6T31anoZ/LMeUJjDAmVo+1nC6tLAgnX0KqRQNnqADfo5Nzq2M2lVDwOtA8RO0ldlcJ1SLVSvaf91IS06kGWNRxuOrStsvWAQCgUB0E8j76jJEMZ8Bi9NzXSObDMERF1zOjxhV+IgJ/k/cnDb846oMppJF0gJmXHEQfLVTPDO3XGwspotZlcwrGwmb7OHU33nES5Nf0nD5XOVKX/gK759/9FzN+Sv0MhX7To7o5tvwrR9cUSJ/6Wp4odYQV9ZMN8fPjB6wpCq+XIxTnlT7zQToOWBxyx6KyNNqaJ95wUzqJ879sS61QiTgCJIvFI4iLGnfooRmYUnzdieBQJ3HPtZRuq7pKw/VPUpn3d+fCY2hKIeI1N64BT8094eL9CfZrDu7nlrB8KEnmwxQzu4BIETHMQG34VzfyD90nZGe3rB/JpGrRxGj8AKKHbqo9GIkMzudtmsydKIoT07KLSfNZCIpeVB77mi+L7x6/1WV587XXInktSp73HO4kdsXnmwUkLPrCj0ti3nzcO4gI9xoS53hAVKe8Q/pUMlE3D0B4EybDxuAyijAvJfdCySStLeAyK04cTU0ed0Ln7Tp+KVvSgCnYbgdGR2w8PmNJG5xDuP0qieEc2W/sKHJb8Gv/hO4evTgD9Lxa1kGZX2+sWjZnJyfsyUyZuOmIGiJUuJnbqmJLxZxWPwnV4rG2YBEzKdWlzWpC7Nxs/zMGZuq76dyclNpR5YmG8HLBWxnk16E5gnKpIzYwgBdEG40MOenvxgZ2ax7J/JH4Cqk/9hJD4QPPsglFU6LZNWjoWJrjPD6lBhw6Vn1ze0eEFFJ1QQqyFXIbigTseDWZ2RJ9Z9b+lcqnykQVyXXrB1F2OuJGxKas85JLHAFgfHrnxC6L628mGGOh+gnLTnVWM6Ritn8pMtFE2xB+pjLs4ekMqnoDFniUY4RT3Ald56Qf/AaIz2XHX+pMAzXT1wH3qPhjndbaC5wMf/idHAv+gPyTsXzOWIpu5x5+Zt0W3AjUS7LGHgetXysdXlh4XT2KaRaNPk/wQQd04baROk4p688WBebzsmOr1kbBuVmmXVbLmKVuNrS3uuGSf+sD0h/XWJ71QCBQCAQ3QjyvroIQUH5MNxwN8+4VNmWc9UODPpyV/Au1w8ufkxXTEf0+Mt48Kr2Ln7a1AbOaVzlAk723Mhqy/zG4bE2eoIznT+Xe4ZaXUgdtGvpwJ7ukx+n4GvKWIwVsOPIZj50HsT8K+9AD8foyY5kpfc981GBJ7AzYiZdEsgNDeHVycBOxT+Wk8rTWfJcsRs/Jzujogeta6htSobRMK8XCB+wm0MaWbTayWT/0sNJB1gsebrsuHxnmCymn7zuvqA5Abk/szsPXksbmXDi811A3PiNbTXMAyQ1de9bg2QNh5WmsshA3Carv5WLm3Ewt8kHi+SXkzd+D/+tReO3JGs7NM1758UQiYh5x8LBmYrdPmqQCM6OIq4SHbKtsdmjkwjvLIbdU9SnV+vJMPzqU6A/gJ8cvF6x/1MUsxxa7frJmx43d6TgMB8XuIPzE7Y8JYLFiesJFyJxdaSw+Uwx/9I06EV4ETLUPEFQLivcQK70g4rjYA8JASuusB84E/88/uwRkVdtkm0FjRRbCyRPN0OBDCjLV/QFcPl/BJ0Ej4LHoECllVeyoDZGD9vBbFYTHCZjNay81Ek11WTepWXHUnTwk80y/yHLXnhtIjDl+6xQbPqRsWIJzY+d/wBeW1Vnmks8ZuSORnqzbET/zIDlFVJZ0ZbAtBE4rW4i8Oger4hTfBSIY1fAFGxyHhCS1fyx1vWFhdPJp5C6ooHuN/6hjiyNV3iw0P/JhC0gKScqiADVuF2LpODgE33cJZ5eU6lYAggEAoHoaTQb1I9oB6ko+rvSRyLM/0vXab07vEGNtOBM0c8lGEYx/e6MyxBLxXT0Bn1g1w8/5jXE1xIhmKSOHVuGH3UHDjFqe8lvKZ0TgyeLUfxHErPYtbuQWsR8qQg/VDfeyxE3bzVsavrR6t4fftR7IZzEwk0pX3tFjF9m0hHfNUFKsw/MQh0/G4gfpXF/sckNdrm8hxkwJRu7M6cdA5rmIwlFpXRw1A11O7/NylaejJQvfM7Ejzp93MkJHtz8xgwe+Mdmrs/pz0xN5botrOfDBLDQH3y3jWmaBSHjVwtAAkaG7jb4tbSSiawujQlkb246xLXtKiTN/Ln4Ag3D9M13nuwT2LxIhY71aMcF7vBfJ/PBduTluIWNGRz8aDQigJgF1IQ4IxJsvqrva+lNJMLmPsgDx35jqeYwQD1cblQOOFIGu55aa9681iVFf+giW2f8Hy7ncRERhHELGp9ywT/mU7z+3GZlJ5eUsKBmzc9gT9ag73w2DFGaCGQ2yH4uEA3vZrxQgt9tNW3bQVAGfT/32jxa4RZ0DUYvsA70NQn3o4glWiSIi7ro9+Kfi3GBmWw65RJu0VwupoMdPvaH/xmajOoH8qpNsq2iiWJrA8Up0NgYP5azS0DJkvAzKladxK+jN2ePcxheoFzWT2vrGvDrTPI612ItEzPzTz8DtZYbV/+UrCqS3Ac8MF23n2V/suxlfBhQ/Yiew2qeyGs6yGH1EvuPPnUIJ6Z+qehMc4lP8z6/1rx5AhImZdKBnIzt9I1bv2HtBC6W8oBkhY/ucVnNktUd9FGfJR86fLrQ3BrG1/yxhtPVhYVLpJNPIZWiwRN8ChM0tz5+3jlM4cEiZIpAVTHWtwb6gaNarF2JlM747lumCKN+uc2mtzz/CAQCgXgRaP12QqhBkFe1/rQIs7b9fimxdkKH4HPPHmLhlorpFJf53i0LxsDOuBc4ispwUx7CzmE8A0fjsX7tvEs5eYxcsNWXUQRxppYXUkuvUNsh+rj5w/4mJGnM0vK7RRJoYugOXOF1+oTXziWmJpg44UgNWLrMpffmt41azu/W0/fyAJlhlIiAV9FsdWG+y5wnKOzeyy9pzGDjR8qba+29FOah477WM3hTw+A8+GaPCKMuW9fLtvm2pCWPOSABU+u184wVEpDmP+SBBFzNwWoc2slEknMfGq1eVu3sR8Rl/3YKnNnrbZcPvJSTNTL0sQNHg/4W/ciV3WS0p42l+NHMdJib8slsHrGrlftoEwsYIHjOTAHmoMHQwW0t4iKuZCUAj1F36tcOvsrbqhrZG9uAo6SWtOll9WmNUIDGK7fbuTQXmDT3bEUCEI31hvnUlluzGui7Q9E0lIlFmKz6TtX/AVmb/G9Ji+UQdexm+KZmB8dddRlE1TxB/D655w8z8WIyneyy2E9ZJgb6rsSOVe6W/kAo2iTbOhootnaYuJv1wQ90bh5d7heJ+edXP88CFdJt+5tgwyVWQuUZuIDm4s22fVtWFR0bL2NgjTME1URVEQjiUoDmOg01lXvI+qHvmoNcp5SEeKcvPdBQxIHXopqu+MXnxBGPJQHgPBWdaSpxo8822TgpqhGHFwfXLncONVZeGUcRLQXey+zdIaBep3zzxHvMswN3eRwoWerAPr+c9j6y0zEASlbzxxpOlxdWZ59CKkUjqScT9Pis7wyn5gTxXwrj4PPH2cyDELGaYu1CpHnHik/XYtbvuy/1b/l8QyAQCETPgp7DnUcqvL3leYoUC17vqvjC1hZxOf06tDvYN7KdjGIMDJQ+Rs55CeBHHflKXrhTwW7Ej84Wg0DXTRtIK5OYwAK3Mw9xBOWt5YXUo+fe++wZB19wjjD6SOEEj8cBs4ovZyq0QHO5NyOB3dV7oo2fGiNIJhEBA5Gip0PoYJPV9d5MRUtO1pAOF3Y3MH9/uGJLtqwmhVmFH3uZhTkRwU0eke1MRT9HKkqPAUarQZjdcEVBiYUpCWBf315B5k6GWsqEz3+chludmPMwU5s27SRhKeP/gO2lO/5DCysiqAmJpBEa0x5yhwoPyouUN34rO3XiGlZ8JX7UCxpiSAinab37UZ5t5aAxiwE2GjCzWjS65baqEp4YXp9ihNuvAEnOAyjAgb3nKC4xJxbcuw67FNm0d5wetpCMgVH8Qigair6ODm78X2OCIveymdTCe1REiwQxSXXjddB3R4n4yMqhRZJSKQfm1zrErA9uEGuTbBu0r9haYtjHxAM0yQhSSoDOAJW+X/r1PTw96ld7HdzAhSS5Nxl1+LF3r5nqXA6ZRAascooOWQEYnChQ9jr+o5oWZNdxX+x7ZhEVJFbVeOTzDA+H5FmbajMb5f4eREVn5CXuZf++skWOOyGPy/GjbmAoqW9q0FbgesaLz/os8gX/VkVXfT4h0SEga9NlTqOSZDV/rAG6vLA6+xRSKZqmBOe9r9wwJxGlPgbPH8tAc2eySqsWa5chrW3Y8gNbqmu6fpOVQssUAoFAIF4I6EHcafgZlesvizEHhx8WUTuwRnATnEIW6PfATWUHA3s7fbsWHwcDJycDJ29Tf9hhgknFGTFw3Ip/U89Ja0iyIsGZej6WcMl1LS/UKhTX2d6pJQN/Xm7lDsx3adbVsvcGJIzbxmggbB8OP6UCHD1HUJW7QSBCYUYBOM/KTR8aJXKry9FynJLhLsmN5ILzvHsFKSycjZt+WQ/ATVG8LX0JR0XuETmOtXJTNBg53MhccPSeaEoMbSJhcR7kg6P3GCqegFYyke9H1DSSs1W4JSxgxGLUcQNUrGo2PxE4ZnrBYYak2ggE8UTj95CWjd+N6XQwZEzHeAzZ0Sd5FsUBfo4H0e3TGpKCGA4Qk5dVgMpp3BI2LB99797wu4AflwoE6PWWlauiHnN4iaRo9Hvbq0jGDkrGyTjQX19fIEzLAWVlMVBuUKpF8wQxjFfCeg5ONR47kHB8FeAJ0oFHivmOgVvYaZNsm7Sn2NpCNQ4GnV+izHzoFfA5+7+orsZL+RPPzwcSGikpTgGGuK6nhZeaqiKtyuABJ8nKyA5WFfYzRg4oe+MIfwWZGBjNPh5UEtVv+XjoTbO5V7/NGeDxdNtDkTzXKjojL/HeEcpVBq8c2QxYOahj+6vxBkm0F7iBq93x1PConx3Hu4O6zM6q//a9ZI9xJQ8b5F6iFo81gq4trM4+hVSKRloWx2bgx94tEmx+/vQbSz4e1Rdr1yDNOFx8mY45LHBf5KOcDQQCgUC8ANCjuJNIBH99U56D6Yzc7DKK2OSyo0hYIjgxxOxganh5+RD1n9z+MwmnCHcq4HwejwiTtse+4UZSTCYwbtxGmVjB4tbuQm1i6GS59EBAPi3k+g67gcBaEkduzlp6XYhbKhKOqBEYE7oONmqUTPyccQ06Rb6jqGDcjVT0NBrYMUYDrJQMUKEgIQk4JA5hZo6KNgmXHwtnU/QdYUrclJTOiYYtxwPGGislUM5KAsMF9cNCDZUSKGx8Ss6wAvNVtJIJJ5eRAzIlH8nZOmSyRvo21JYN+Zys+sgGvAIqbBPM5ESDKVg6fi0bv0VJfzCBdPpaDCSMP7EwOR4I1zbMzKkNj18iSnsEpuUY2hqYt8yp5OlfjWDGiqN5mAP4Lncp9YeNNlIyxSWSOiiasIPBZS0E0vwJvTTTgCISV4AUMWtPwqNuBc0TxO+cKQIDvjBdW7OWAhSW0u8Az0w+R06bZNulDcXWGiPDQOhsVKQKeJis9HzhrmwwC2j3ZnJXXEwirYedVKYO6uQmFty/BpwvXV8Lb1BVZNXJTNx5w2zNQsle3yYoTqMcD9wJpeX47ZhjAnJNY2x+K/96DfRtVHSmaVPjFlUG/6XkERuUpItFYBsdUB0TuKHhqKX97uQPzbnuNgc6n7TI0reW1tcQktX8saZAlxVWZ59CKkUDnEnQwWw4wIqcrimHX8JMAyI2HBGoD6tmG8XaWSRV9d/s5WIGFpvlGzEjEAgE4oXSxc/51w5OSvnGvyWYi+OOecadbLGkUPWg7SWpVR4vhCOlMXauLFi/reJWGWlRCCuZcD4P7lS0szOypJ79CBipzbPYtbqQKtz08gWT00eNybtSQUanmFGnrfdNzPSZAUbXia8faaTjNp0BBQpEyuS2vAp+6bQTFcl4sJ75PGIZDA6PtLrGNA3DgzRyIsHIOR3fCOikyZHS2A9BuzslYLgREc7Jo0OPyHiMcstxYwYceqdvEqE0m0tGS4czrExNhsPpZ9rIRFqZSI7kDIUjOdtARx8KQSBu5CsnKxVFHqoFXU+uFgG9SAOXU8jMA10gRsP7K92CuLR+51VwbyYBFu7E3TI5D+C0HJ/RsNunNdhcon1dzJWC+ApI6+iH/wC2eJ9Z9sRaINw8RjYeoE8d66PsqFEollA0nFpxi0TAYjM7C1auLzl0iw8yroM17XutjOz52Uw3xwT/MYWRuGZoniB+rj4F9pxI6hUWk4BIkn6twr2Y5jly2iSrFg0VW3t03YOBP1uXK+DSGds3MnADP2yz+0xHuWOjo0NMi+QzJcTYREW4aVUHk8E/4fOIDa/J/hZdH0sfUPaS9H25k8eljVlcV0FG1jHzsVl/bnDmWRuQ64b6Iw+hPFR0hixx1c4W+WBdaoCFp2Kta4HmAuey9y3IGDcqffEVAZlHip7PNJdziSFnZ4BLN1yvegglq/ljrVsKq7NPoRZFg+eSG5kNsucRQVXue5Y1pDPAQkhUkxHkKFCVuF2GJGVv8d8szGWJ2zzYCoBAIBCIFw3yvjqDmH9pQ0UhRnnj2z7hyk2bHcDUy8IDHHn/PlJelk0qvLsxd93+ih9205n65OuTldUI7AGK8QgvZVtZBVYOMYjIeIx8EJFWF1IFd6fu3GTERNJuPlOKbeDaa/5QoE8ChpgvxSjm1EFgSJss/RaHXNZBDj+zcvluYGrYvOcy0wVcCLe6EsHEl5ZWF+dZYzZ0SEbBHqomWHmMPGDVUMf4EYYj7hGxQAItPSLJs2gOSMDNIkBpGUNJnnx5MWLZDG1kIsmKApmn9LPwas9OMnIyAR1LMu7tVEUDVdYYV/blBRBiGmDuDk1YHG4ZB8wh0TP0UZzhJOT9vqIwEvRgYf3GmJDrqBU2ZoDuEKNRA9ta1Y1fykwFw54wSQmrGE7wkSNJ3gtGImH65utXmsObkFUmsWrwo5tlgJVy0ZtSh0PR5P3bWK0kGlnd3eL56yr2/1B+h6kDdMvI0A92o1Wl8pmKzjuLuX8rraSKX2pi5oMboZoniCfZhwq7G/lRmUoWPif1+fJDUCheZAlqlaxaNFRs7aH0CTTCtVpUw0s8WnQKL2PPPvs+URilTNHzGgS+CdIbMlpWFc7h5eWg/trYfTUTdt7KF+VzG0X2+jJz6DfvN0beoD1TKmKK62T7oWAxPRmjUYpHUNEZeYnbmIX2UVYiDvcBdEI8I0h9U4/mApeKc+403I9h3LjJVcqjgdHk+eYgj/LmCc0fa91RWJ19CqkUDVjzBohYLyRUPrqYRJL7gAvy7Wnp37Q0onLcrkJcWrvhIB+jWn272rzT7ygEAoFAdAld+qB/3WDFPd98X4Z5OX33tlE7xoIG6LlafzwMN3xl0esKT+eRhoOUxbm4KmP6EdzQpEzY6TGDXM5eWpbCBa3TZoZ2xsq2ckukpcRMhj7Ns9i1uZAaqD5WIeA1LrrwdUU8A1gfBMIi2qlHIDWfiWZghpWp6YLZoMm/+mTBd1EiuYkkY2dWLZhYBMZA9bLZv4NcnJCVCXuo9KgRSh0vsponTNBBZGU61FlRU6XlcSzQsO1oFkSu1S7JJOa2+Sq3HIuFT+KA3WQVpDwTSb68mGO4mR00nLSQCZ+f8gzctZljW4txE1B9rd8ALqj44hel9+oIWcmqI8venloO5+IDh6pphJVUKAVSEgtyKskMiOsa976ftvAG8dUgLMgAZhZ03IEpYxamQ/u2kQMZ4ykDjCzDKav4fHcjnUxVknsqb9b3uBmsE7K533yyOVycDQVoOdjcRXkKEKZnNP1jsJ6eKLpo1WmodThScfbFwknTq0rxcp7gvmeGISg2XYOx74Mlunl3Sn9OIVc+kLI5Jz/O/gkvXT3Tr7+36Y3nV/MEMczQvdeUvvhRcm19WRQ5O0jGzqj88M3SVHgBpyGm5PLf2iSrFk0VW3vMiGUPn9dt2MGWYPrz9jqHKhnCuoMW2Lrix+rq5d8xaPKqgovu2IKna+PxnOjN3O82Ea7oI6FxiAXZA4cSXdkUnzfg8pJ1tV/vZzLIIsaRFl2vfgSK1HhiCO5uqeoMWeK6Ppa+yo0ITYN1w0MIfWsFzQVOpb4RAi5ad6Fkf7zCkhhC3vVTjSATPr1CwJBazR9r3VJYnXwKqRQNxsyGCeoqjC4maBrKGG7mAEWsGreLEMftLLnPx7w+d3vbuR2RIhAIBKLHIPf9QmiNgHtwaDSGPZxxpWm/4M7CTisdYgj39NR5HDIp863xKW7k9sExQzbRac2XEcevgluUYlFmnslBwRn7slrJgnyzXaOJtU176uJofCG1SDJ2pxrDq2MWiRPm5q38Mv/T2WkeBjDE89ntWnJHUQmtYaUvkezDQdNyV3zxbMGbSZZERKu0HxObtmcVP14Od/71Kk5X2uJZeOMtsFGpTnhlmdL2oIILY8DesgZja2qIADZjeR+QrNcmllICDXVvmYLw8GM8pQRqasbo4+HRYy8JyBDNZSLfDRa/Kc9BycHTn2cpXbIF0qITT83ByVGYaULE9Mw3QuL08TuyjgXbqmKPl8Y250uQUxZEgWeaJY6fmTktIskW/5+asu7nZ274P/ppF8i7Fd15/yE4LbiipK1dU0VRi+B+vr75X0cAMZp4pU6ZmRHhD/e/xqL6Laopbdr/l9P4BbypsBaCImCzdgwBAsc/jiFPZ76VHuom30B2SHE0rXkDWQmd/oU3vAW9+LHzny37KCPEDn7FHr9ziqsga00TxAVY+nsmqTOWSRNn57z/ZrINFqXrlT7MEg+MnnClOVVtklWLpoqtNbU1Y4G+gY/x2MpixW2XCSTC+ysToUpEWQ7KWLSiYNmCpwHgBvFP7LgfGxly9WPcyYLSSP6lRJ4ZHnv3SPI2Lfqnz12S/+XKvNkR8QYwxPN/tFoQV0Vn5CXusaHlpsY1l9JAXP2089VkSKtoLHBeRtlI+U7o/SdkL1lZsPLTrAgPIm78/24Tj1CNH2uALi+szj6FVIpGnPAFvB2PotSWIq4ZB/IZHXGe1F41xdoVCPLLh+KKZ5l5paork0UgEAhE50DeVweRNtzJscPflwElGW0Z39oipSdXLAqHRrP8Y9jv6Yar3Bavb0FB1fvu8nOoT6/RyPCWMOmLoPnr9yNHwUrF0fRC6pGIcy4XTvYiLS35J3bQnLKoaqXXvLiesW9+ir3iaTqPhix8HqVoDYh5h4PAT5bv0RhkEITDXOcGwl3XMDlkEITF+LQ3CPfZziZkLy4uDwKJP3zvtpJhy0kuBH4LFrcmScluYj3M6w3CE7YrmXcaykRScDLLnXCTcCtzSl1rsieRiJL2ZXroNaUZG7akKvJEGu6DYQZpF0mHikCSczzLU7fpzGiPN4uuF4vLTz3Rxb96l2QSd8tnb/ECJzivbGTDAPUIOLv8wWn2i+kMGuOHyY8J4x58zJPmH2ysVxCJuLQiFPwUtyZRjfOFI6Ezf1mkXI6GCVM21BaqqIuoirZpUhxF4UxTv8wdd/nK6qdFgrgAnxzM6if3XnBneMAH5fFZlcNAESR+n6NkoGuRrFo0Vmzt4DDXuBJJJW1Nb8WjEAsf7csJtW+6KPg4DMnZGyVQ0GlJxpYE8JNzfrxC2UvYnMtfPfWiKsXFrJLn7KZXE5FVdEZe4g9n/tvCFxTHLoVOSJO+tYnGApeyc2q/mpxAVTwTi7IalL1b4QY1fawRdG1hdfYppFI0Yt6voeAE85n1dBjQBDs2zxFkNWFbJqEM6ou1s0iEdxaCp1mA/DmJQCAQiJcDHfyP7AVDaIOsJq7+br60V6j1RB+lyQBdgayxiJWSJagXU5x8zUN89JXnDMiRiEvS2MU8XRcvqqudbhtDqlpHswu1ipReyE7O4NfzMKq9cWCIaV+VhekIJCx+WgqnpEaqb2ccFGbipLIA4MuERjIBd5TK45kZeXkb2WlwOxIWLyGGXSHW8x1q4W8ri12SOOJXIebjmpnW1095pJ+Yzo2L5VTL9PoNMg9wbmUZC02g1U12zr7J0xn9e/j9uQYUTNaQ0xiXLZLZUsPCTWy1LGkCSSPvCV6O9TJTJ5PQEKp1q4nIOKWs2Cd8hlS3j19beqVxgpiUzUuMYT8X6vULtQhsb7ETzZNtBU0Vu+uBlTqrRMjV1/cKMh/gpI0CCEWFqayMUjEPo9h7mIYEGpl16KHQATQXuJDOS03mlNZLMaq+R6BZYF+9lnnU+rH24grrJUcsjLtBz+frhU7t5YNkgkAgEC8RyPtCIHoYMW9/SOLKNKzX3ICi362UF0PrMjgJBb7hFc8x403pwVsDurp9AIFAIBAIBALREZBVhkD0MCxOJFz7m9jouXuQ1acywUYDFqZD2lqZA4FAIBAIBALRk6C+LwSiZ+EmF/mHPC/GjNYmBf8Y3E2Dw8S3342fdEWCBfcriXfs21Mj0P7LcDnHv6/OI5f2aw89g7HL+0xs2tEL0cOgwkIgEAjEywvyvhCIHkVWcTLNZRFTamp9o8x/KtgZthvgszcFpHybjzl/PihnH7GjF6Jz0GpH2eXENC+X3jaGa5JCdnaXa41oD1RYCAQCgXh5Qd4XAtGjyLiV3KxyCWZs6OdnSO2mUYEScXEGt06oY+Zm4ktsqYboJBJRXhqvUWlr39bR0XXyo77cq8v8p0GFhUAgEIiXF+R9IRAIBAKBQCAQCERPgJrFEQgEAoFAIBAIBKInQN4XAoFAIBAIBAKBQPQEyPtCIBAIBAKBQCAQiJ4AeV8IBAKBQCAQCAQC0RO0t+oGtzTq/MnL91MLavlGNi5+I96aN3eSnxVam/elRlh8fs3ay6VY3/d27nrfzYAMRWgHN+PQis336uWrVhu4zdm1992+5LdXA2nd/21cfiRbZDtx24ElfkZkaPsoxDu6xI8MbAtBwZkvv7paLia/6vWesn3fYh9D8iuiAyJVpKPliEAgEAgE4uWjDe9Lyko7PH/6imtl5HcS48Alp67ue88NmVYvLbUXx/Z5/4HIYNyl53fftSMDEVrSeG+u2/jzdPIbhnluTMv/diD55dWg8d489/HnGrCgw8UJ/3PVvM1EIV7y/1zJwLbgJKzyDd/3nPyGYQ4fx+QfHWFKfkN0QKSKdLQcEQgEAoFAvHy0OvJQUvnHovHQ9bIIW/Tj7//ev//36e0fDDTCeGlHZk/cENtInod46WDnReWI8KNHhL8lEYLoBG5Lj/959erV60fnuZMhrwrCisS0BvzoMnywrTYmu2I8IqQ9jLwXn/oLF9KVXxb2IYMQimgvUgU6Wo4IBAKBQCBeQlrr++I8XuEz7GA5Zjh8z5O7q/rLB7uw4jeEDvk+F9Mb+suz6CVuemQw4iVCXLgv2HNVOmb9wb3iM2PNyFCEtsj7voJ+KU1Y4oKsXk0QPtsd5L0mE/V9IRAIBAKBQKinlb4v9pMzf5TjR4cPti9ucr1wzEI+/l8gfhSn/JXGJIIQLxnMrAcF+IHiHeFrQoQgEAgEAoFAIBCIl4BWvC9j/xXnrhzbvePbZUHKnSc6hiZwFQcxTyCBAQiApO7hgQ1r1mw8ksKSMJ5e3LJg4pBA/8Chkxdvv5rLlq/bQCJtTPpl45o1m05kcjF+ya2diycNGRQybsGPkTXkCfzn0Se+WTRtZLB//wFBI6Ys3HjycY2Q/E0Z/FqXt388bfjgAYFDJszdcDqJJsG4hQ+fcvDfXEcG9FIqXc2TlXKK7h1Zv3DqyOAB/f0HD5u8YONv8bXyFRUU0DRFKafg5r6VsycMGeTn6z8ofNzbS7dfSKapJKjhaTgaXZiU87pvLz4TkEEkwpLrP3y1Zs2G/TG1hBKrLZLpO7PB+M3W0Dy37SEovPLdOvLqKkgbU45uWoOr1s/xdLkiSdl5Nw/j5RMRFug/YPDQN+auPni3RCWupPrBXlwnv9r57/Nm2WiQa5V4pHQ2/pLUKMXEtOQL2xYD1RgQPOa9dadTGS3Uu8MIG2uqKtuhqo6j2WOn60oHoKRK3KJ/9yybOTp4gH/wmLmb/8wDlQ2HX/bglzWzx4cH+gWETfhw85VcTrNgOiVSteWIQCAQCATilUWmFaLSk+ONQTTfrU/5ZBhCJmPcehdMsbKdffj76Y5APs3oDVh19//buxO4qKr2D+APmxiC4oqKO4gsigsquEVoauaWlHu5pKW9qWG5pBkumZpZaWpaaeYubqVl+scFFRXFFVEQEQEXRGKTYZUZ+N977r0wwwxwJ2QE/X0/7/uZO5d7z9x7zvjpPHPOeW6CUjyOpzg1sT63v/G0owGLPQti2/oTA1Lz85VJZ5cPbizuUmPhMff4Y/VCuEPjj857tei6rubj/S6sczfitqyG/JUsHqlfsYmnl/Qrcgu82m+sCs0Qj+HILzH34R+THHUE+dY9l15IVYkHyT5Mjw9WnP6Ar2dyXhKWI+4SqB781pX/pGoDDyQJe3Q3SU07NnXObV2sZhVx5F6tLNmhi1rxJzt9fVPzQjlZIQta83+rPnD7A3YVynj/L7zq8Ls0GbUct+2Oxj/JpAMD+bFP426bHopXJO+qtc4Ta6fOmMOh+6Z3qcFOKWDqtvBK4fciJ+Jbdrn1PzitEHfJlRYwXsaKqLYro3LFE4r3TFuHx9WADV+A8yL/rROdzVhhkppDtsYq7myb2FpzN1kP2Sm0GKcsVaqjHQEAAKASkx99qRQRh5aPasXWvzQc82e8Vo/0JZYd4uvA1wtxPTBz1/HfH7wYGR0euHl6V6EnbzP+aGEklBv5nSt/ZIf3etfi+mhuQz+Z98WUUeN+CsvOTwvydWN9OGN77wW7zkenZCjiruyZ9zrrbFcfuO1eQZ2rUs/McWVNUbXt+O/+PBcadvXYxuk9uGDMrJEtW43XYfVdqZsqv9j8tAvzxUPthvhuOX41/NZV//UfuQlzT10Xh4rde/klKuN2Da7O7TRrM3nT+QcZSmX6g4u7v+wj9LObTAlM0+swfW4lN/J7vp65Hu5x6WxR2rF3uZrnevI/3BGqSHeTjJrWnwW32tGX3KuVK/nAAAvuzOpv/5Mi7hHlxvzWh/+LaacV3NeD++DHhz8Wv2jOo7/58+rDtJyMR5d2zvIUonCnuRfShRM5GcEzWGq9FnOuZLEdMq9a6zyxdqihV9c6ZNS4j8/qP86E3Ao77zfLnX0vrIcfSWUHcipC9PWsW4ergYgVbfiTjRo61iaTZn191hw4GxJyfJU3C8movpdnA6LaXScs2xVwJSzE/9v+Nfndxl1/eyCES2WqUq2TAQAAoFKTE32lB/v2aFyDdXo51d2n7rqDfoA61aOtnkICErNOi4ILe3eqJP+JXL+MyGLA/kRxX37SH6yrzTHvOEd9uCb19FTWzTLr6HsuRf1X7rRzn7Fse60WSOONqaenNWeHuvkGqf2Yrwia3ZLfzbH9+KzYEdej2PTgOWwQhpxmBCQVHqqM8xvEd2fJYT47Uo8Subt9g+9PNpoWVBgXcBd6Zhobvqoz9oRQW/IO0+eDpSEDk+6/FxkyyLm52JE/uMEkKULQ3SSpR0exXrR29CXzpmTLvj6fxVRtvotUDy24r8/7bPTO7rNz/JUq4/YMZWFj1W5LLmkEN2lnZ9jzf7Do5xcv3qzy3q8ewhjo32LkL++qdZ0n1Y7Fq0vOq9V7yt9D2K8LnTYW1HAZoq98ZVZaSqkUOZqNqcOzbh2uxP392YA/Fxb1+zFEIV1BetAnrEjuC9l+9vHC8e1UMbpvsyKCNWeZqlT7ZAAAAKjUdMzP0ZJ5N/D8/SfSGpi0i/vXrdwTpraq4aWXGXEynF9SYtxh0aZZnQpmrpFxra4ThvEdtMwb5+6K63Iy7wReZ5vVB/yyb1HPelIuvad3tsz8KYY7x+3rLXO7WKu3i1X790bzUVXEP+fZOiXl3W2zf4omMmrnu2mOR43CQy07jP+AdX7J3NmzJR976FNsXvyhRasjuI2mn2yY/5ramjETm9fGDWjn1NbD5RWlSm6Jwh5SZmfxX5z4s8fCFYXfGMv278+YPOb9SeM9agvnyzlMj1vhZEadCWXL33oUWf5GqaEBd7kXM6fXWglJ+YprkmLJvCnZzG3b2fPd+weXY8RFRLzs0B+n/xZPVHvU97PcuSvNvPzdrD3J3Of0W799pptGPkGrzpM+5p9Elhn053WFsCv91okIPptpy17OLHKWe9Va5xXWzqANO2a5q9X707SULO7llXq1X9HzhnUyqWplXSrLKqV+1LNuHcqMDAzlb5TqjN6y+WNXS+n8p4mx7GlwJp2X7VjUsyAXfF52/H0+I1HVRi3qsN9kylSl2u0IAAAAlZsYhZUkJ/nB4yxVfn5W3IWtM8SlRtYDN97VWqTyksoVf/C3GrzvcZFf5pV3V7fn/1Rbmv6mjP25M7+DWvleUx9AzBLnLloO0iojP18Vt8md/6P9vKvcOdk3vnJihw7we1T00MTdXqzD5ySuddKjWNXDzV5sfLPNN+EltKzcEsU9uVFru4ujpg08J6/yj0rXOokn4zA9boXfcW+DNGRQZDafInAyW9bWapE4j7K4Jil+7EvmTcmXHeLLBi07rImWPio3ZuPrfERW1etnYQpp2glhZl4Tn/PqYzqilEPerHPeZUs8e58dupDVlu2Uc9LRsq5a67yC2rGbc0m9dvLz089NZc/2clgoTUgt29jXs/KsW0cZs74TK81JbWSVk3Vljh2/23LgXo0vpCJwEhvwdlx8kx1epirV0Y4AAABQqemZdYPrIFxZ2Jbv1lLdsUeL9GtfVon73+T7yVZDDopJHArl3PyaRUoNPhR7o6lHhrPwte3yW+ohTm7kd/zYBc/Y1EyL+LM665QpY9Z15N9UG1g4m1EiBSFSsKdHsfnJB99i4yni9MJiyC5RPJ6rguidE5wKHwxn6eL9pV+odu6D0g7T51Y4qUdHs9lfHdbc1Qydcu+s5B+ZQDVHHRWX1hTTJCVEX7JvSrak/Wy2XN3xAUKQrko6Ikw6bL1AjAil5T8F3yRNyQcH8nPZjHvsTGDv43ewUNq87x7hPSPjqrXOk2pH62uhjF7rxv/BetjhgjVKZYm+cmL/XrVofim+3nhRY8qpbs+2dVIPD2VpMRw0gy/Vw03d+PGpKr12SLM9GekLVmu0+AUrU5XqbEcAAACoxPSOvvJVj3f1Mef7CI11/gj/8sk478OWf7iti9HqpaccepsNSUgreqQVPkU7XlKHjKzq2xar1TB+1EdxcgJb7K8r/0C6cCkFa530KFZKvFdj6OGSgmrZJYrHC7IfnPxpau8W4ogEp7bXwtNqK8tEJR2mx63wJd34iq3tKlz+Jkncx0JlI48N94SCi2uSEqMvnsybkiXr2jy2cKvTL+yqsq76OvNvbT88LjVGgh/rhpv02CoMbmmSonwp7Fac/pAFb87Lio5jlnzVWudJtdNgUmCRcEr6anf6Wa16KkbOQ94za52sa1+yccmGH53RuKW042Nq8/vbfCus7pIkHxjEUhR22Sjk3ChTlRbfjgAAAFBJFRt9qTIS7t4Ie6TZIWXSz06x5XsEpfTTXxbSxCTzN/7QWhavOCUkPZd6bqr47awPXTDGIUna05P1E91/15pMWFTyQda7o27btX4N5/rgrNNuJ6VH06NYab5UKanV9ChRiyot/MCSUW3Z1RPVGrZfY8yggO7D9PvgBL/X+cfSmffZXaSSkg+PZCFVs5kXhaTexTZJqdGXQOZNlSZxL/tJg/uipBdMOqw+eOdD6ZOV0Ws78B/A/aMrHGkqkHvnx478gLRJ940sy7mU77Hu+GJSTBRz1VrnSbWjXZFZV+eyeXdNPr2glh29DNFXxrUVQz27laLXpP1xJTSGlrK3jipuy6v8MFrVvns1aiAnbAmLd+tPPKVxpxkXZ7IxyuazhC9Ymaq01HYEAACASkf3CvTM4Bn21eq1aN1jZuATcVeh7ITYVP7VqoE16w+/5NLDT0Tyr8rMnCIPc83798TavfHcRqO3323HZvVlRgTwT/A1c+nlKHYIRcYW1vzMM8pIeFL0ibB5SaeW+/jMWbTm8D32sFVjs6qs2jMSFUUOTb/4889h3KuVa7fmrDR9ijUyMtH9XVDd3zq4ecMWrXvODEjRp8TMkJXj+r/u2XPinodiIgxjK8dBc7YH39g6hI9qkg+sD+QKlHmYPrfCHRR1LoLfbNZdM1WBMnb/8v18adVcu7cQss4V2yQ6yb1avVVr0ZFf8fPvrYeZKacXzzuWRabu85d5N5RSORhVqcqm0mWnZYofrCbz2sbVl/KJTD3e7WnDn5F288Qd7sXE8TV2U7Kvush5BbVDdl6tNR9KlZcccjqGe7Vw7WEvpu8rI4u2n+0+eaYUx9YPaSBVibbyaJ2MiACWUceup2YNPAkNiOJezJy8Wqnff15SSGAs92rp2t2O7S9TlWqdDAAAAJWe7h63hV2PdnzqvqS/1vrHa/b2lDF/rjnGZ2ar9Wo/dAm47nBs0FUWjKpigqPFvIaC9Es/fL6b6+yZdZ/j05nVlDLu4oXH3GtzT9eamhVv6dCd/ewdceisZn3n/Xt03tjZq1YtW+GfJixuqtrIuR7/evfkDY3IOOPq91PX3OO3HHq5iHkX9SnW1oUN0z26eietMFMckeLCqoUHYx5Fx1br6Mj1FuWXmJcW7v/P8dMBB/+5rVEtVZr1H9uVH9rJSX2SnSf3MH1uhevh3rv+iHsxbehYn02SFTyN3jZtRkAOv9myp4sQlhXfJDrJvVq9VW3UrnkVotzHt4N/mb2Ju3j76Ss/dOTH7wTG1R3a82OTOSGHQ8WshpLsG2unruB/AKgz/HPvJnyMlhkVGMpfXnPPtuym5F510fMKaqdOp86NCq+Fl3HrRDjfDPZerTXi2+eqHFrnaVxw8L/caz33zg3VayDj9qkwPr7nvjca2TcVEWKKwp7Cv8EyVanWyQAAAPACEMfAilKcnc6eKEW1Bqy5liZN18m+99en7dnIi4nbksJMZy+xwkd9cZ08j4XnksWqSg//bQRLX2bWafFVaelR0h/9+R+1rUf4a80ey41a241VbB3vjbfEqX+qtJs7p7mx8MGyz7pIaeFHxoVPm/L7yHmm9FQuleL6em8WPHHU06PpUWzOrRVu/Ow143bzg8UGVylubBzOZpmadlwaKpwuu0RVwr5BbMDPvMtXQWqpEnKiNg1mK7gcfUO482Ueptet5Mdv7cYyw7RaeF08MjfhzPfeXIMIY4KFS25KaBJdMw9lX63esi59zj+yzKqNK9/1rvvuXwmFpTPpQdPZlDbjNrMDEqULUilCfxFaiGp5b48VFiAp7/3qzt9+jXfEpzfLvGqt86TaMen+e5zm1RTMuyuSA+T55jwsh9ZJ3MvSoZh6btWY8Job9SPLZVpzpOb3JvuGsHpSmmpcpirVPhkAAAAqv+LXfaUGzXcXBw5qOHkNGTnSu3c7NujCaTxicxRWgfPSTk5gleI0/QsvfnyrmkOPAd6DvFqzfjtRywl+YpeYw4VNTbh9Ru6/3tOxdiX92pIuQn0bNezUz/ut3p2b8z/Xcyy6+J5SzxeQG7ttCOtMclGD6xsjxox8s30drj/n0Lcbv9e8j0Z6NPnFqlJOfSo8bNm0ea+xU6a8/1Ynsb0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} }, "cell_type": "markdown", "metadata": {}, "source": [ "### Travail à faire 4, \"preuve\" de l'algorithme de Dijkstra: correction\n", "L'algorithme détaillé des trois fonctions secondaires, de l'algorithme de Dijkstra proposé au Taf2 vous est donné ci-dessous. \n", " Vous admettrez que $poids[s_{voisin}] ≥ poids[s_{mini} ] + Distance(s_{mini} , s_{voisin}) )$ est un invariant de boucle dans cet algorithme et qu'il est vérifiable à chaque itération de la boucle principale dans l'algorithme de Dijkstra .\n", " 1- Que signifie l'affirmation (démontrée) ci-dessus pour la correction de cet algorithme?\n", " 2- Conclure sur la preuve de l'algorithme de Dijkstra.\n", " ![Algo_Dijkstra_f_secondaires_f2_non_comment%C3%A9es.png](attachment:Algo_Dijkstra_f_secondaires_f2_non_comment%C3%A9es.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4- Complexité de l'algorithme de Dijkstra\n", " ### Rappel de cours, complexité (temporelle) d'un algorithme\n", "Le calcul de la complexité d’un algorithme permet de mesurer sa performance. Il en existe deux types :\n", " - complexité spatiale : permet de quantifier l’utilisation de la mémoire\n", " - complexité temporelle : permet de quantifier la vitesse d’exécution\n", " Réaliser un calcul de complexité temporelle d'un algorithme revient à compter le nombre d’opérations élémentaires (affectation, calcul arithmétique ou logique, comparaison…) effectuées par cet algorithme. On calculera le plus souvent la complexité dans le pire des cas, car elle est la plus pertinente. \n", " Pour simplifier on s'interresse à l’ordre de grandeur (asymptotique), noté O (« grand O ») du calcul exact exhaustif (qui peut être complexe) consistant à négliger le nombre d'instructions éxécutées en 1 tour de boucle (en le ramenant à 1) devant n (nombre de données à traiter) tours de boucle (soit n tours dans une boucle 'Tant que').\n", " Pour repère,quelques valeurs: \n", " pour un nombre n de données à traiter, l'ordre de grandeur de la complexité d'une boucle simple est O(n), de k boucles consécutives est k x O(n) et pour deux boucles imbriquées est O(n x n) = O(n²) ." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Travail à faire 5, complexité (temporelle) de l'algorithme de Dijkstra\n", " Déterminer l'ordre de grandeur de complexité de la version proposée de l’algorithme de Dijkstra en portant attention à l'agencement des boucles dans cet algorithme. Pour cela, répondre au QCM3 suivant." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$QCM3:$ Dans l'écriture de l'algorithme de Dijkstra proposée au Taf2, la fonction principale contient des boucles et pour déterminer sa complexité (en ordre de grandeur), on raisonne comme suit:\n", " $Rep1:$ Une boucle non bornée de complexité $O(n-1)≈ O(n)$ et une boucle bornée de complexité $O(n-2)≈ O(n)$ , toutes deux consécutives d'ou une complexité $2×O(n)$.\n", " $Rep2:$ Deux boucles bornées imbriquées, d'ou une complexité $O(n × n) = O(n²)$.\n", " $Rep3:$ Une boucle 'Pour' de complexité $O(n-1)≈ O(n)$ imbriquée dans une boucle 'Tant que' de complexité $O(n-1)≈ O(n)$, d'ou une complexité $O(n × n) = O(n²)$.\n", " $Rep4:$ Une boucle 'Tant que' de complexité $O(n-1)≈ O(n)$ consécutive à une boucle 'Pour' de complexité $O(n-1)≈ O(n)$, d'ou une complexité $2×O(n)$" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 4 }