Кто одержим честолюбием заставить толпу слушать себя, должен изо всех сил нажимать, толкаться, протискиваться, карабкаться, пока ему не удастся сколько-нибудь возвыситься над ней. Ведь в каждом собрании, битком набитом людьми, можно наблюдать такую особенность: над головами собравшихся всегда есть достаточно места; вся трудность в том, как его достичь, – ибо из массы выбраться так же нелегко, как из пекла.
Первое издание памфлета Свифта Сказка бочки (A Tale of a Tub, 1704)
Evadere ad auras
Hoc opus, hic labor est
[1].
Чтобы помочь беде, философы испокон веков применяли, свой способ: строили воздушные замки. Но несмотря на распространённость такого рода построек и давно приобретённую ими прочную репутацию, которая сохраняется и поныне, я смиренно полагаю, что все они, не исключая даже сооружения Сократа, подвесившего себя в корзине, чтобы привольнее было предаваться умозрению, страдают двумя явными неудобствами. Во-первых, фундамент у них возводится слишком высокий, так что часто они оказываются не доступными для зрения и всегда для слуха. Во-вторых, материалы их, крайне непрочные, сильно страдают от суровой погоды, особенно в наших северо-западных областях.
Таким образом, для верного достижения указанной высокой цели остаётся, насколько я могу представить, только три способа. Весьма заботливая в этом отношении мудрость наших предков придумала, в поощрение всех предприимчивых людей, три деревянных сооружения, которыми могли бы пользоваться ораторы, желающие без помехи произносить пространные речи. Сооружения эти: кафедра, лестница и странствующий театр. Ибо, что касается перил, то, хотя они делаются из того же материала и предназначаются для того же употребления, их нельзя, однако, удостоить четвёртого места вследствие их более низкого уровня, позволяющего соседям постоянно перебивать оратора. Сама трибуна, хоть она и достаточной высоты, тоже не имеет на это права, как бы ни настаивали её защитники. Ибо, если они соблаговолят рассмотреть её первоначальное назначение, а также побочные обстоятельства и околичности, служащие этому назначению, то легко признают, что теперешняя практика в точности соответствует первоначальному замыслу, а то и другое – этимологии слова, которое на финикийском языке необыкновенно выразительно и буквально означает – место для сна; в ходячем же употреблении под ним разумеют мягкое, обложенное подушками сиденье для отдохновения старого подагрического тела; senes ut in otia tuta recedant[2]. Что может быть справедливее такого возмездия? Так как прежде они пространно говорили, а другие в это время спали, то теперь могут спокойно спать, пока другие говорят.
Но если бы даже невозможно было привести никаких иных доводов для исключения трибуны и перил из списка ораторских сооружений, достаточно того, что допущение таковых опрокинуло бы число, которое я решил отстаивать во что бы то ни стало, в подражание мудрому методу многих других философов и великих учёных, в своём искусстве производить подразделения, облюбовывающих одно какое-нибудь мистическое число, которое их воображение делает до такой степени священным, что, вопреки здравому смыслу, они находят для него место в каждой части природы: сводят, включают и подгоняют к нему каждый род и вид, насильственно спаривая некоторые вещи и совершенно произвольно исключая другие. Итак, среди всех прочих чисел, больше всего занимало меня, в самых возвышенных моих умозрениях, число три, всегда доставлявшее мне неизъяснимое наслаждение. Сейчас печатается (и в ближайшее время выйдет в свет) моё панегирическое рассуждение об этом числе, в котором я не только подвёл под его знамя, при помощи самых убедительных доводов, чувства и элементы, но и переманил на его сторону немало перебежчиков от двух его великих соперников семи и девяти.
Итак, первым из названных ораторских сооружений как по рангу, так и по достоинству является кафедра. Есть несколько видов кафедр на нашем острове, но я ценю только сделанные из дерева, срубленного в Sylva Caledonia[3] и вполне пригодного для нашего климата. Чем более ветхи эти кафедры, тем лучше как в отношении передачи звука, так и других свойств, о которых речь будет впереди. Наиболее совершенной по форме и величине я считаю кафедру узенькую, с самым малым числом украшений, и особенно без балдахина (ибо по старинному правилу кафедра должна быть единственным непокрытым сосудом в каждом собрании, где ею законно пользуются); при этих условиях, благодаря своему большому сходству с позорным столбом, она всегда будет производить могущественное влияние на человеческие уши.
О лестницах мне нет надобности говорить. К чести нашего отечества, иностранцы сами отметили, что мы превосходим все народы по части устройства и применения этого сооружения. Всходящие на него ораторы доставляют удовольствие не только своим слушателям приятной речью, но и всему свету предварительным опубликованием этих речей; я рассматриваю их как изысканнейшую сокровищницу нашего британского красноречия, и мне сообщили, что достойный гражданин и книгопродавец мистер Джон Донтон с большим трудом собрал достоверную коллекцию, которую вскоре собирается издать в двенадцати томах in folio, с гравюрами на меди. Высокополезный и редкий труд, вполне достойный такой руки.
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ekrM5kTyM6K0wB55FlwtdYQ5XUIYsu6flilTcmSmEYH/wCLfDtkDVmU9HZeKOKCP8viAozgA8AWtv7njFTNaLNKnpjNp555kzCJjUwh9IeMA3I8txpsLgYzDIz7J5ml1UdTTSRxQJ5Ukv8Als1xvzzzi5LGXe0qlI7kBiR6gW3PHxgNVZpIa2gqqlw8iuysVNmdGFjqtcAk2OD1Q3jK7Rpp8Mlb3/hLX3IB9P3x0ZDmi8EX1DwwVAOnSAxFxv62/X+clGyaadQ6BRYiS2q/lbe31POPmR2pY9FyfFsVfjyra/6k/rjtZSIdPp5wGF/yp7due/p74COvmYQRnXd9OwCghTpG2+29sRysQi3JRizEuVA3825J9cTXRvPJpchfzMLW2X/P64hq2cmQARpIb7E/mBvYfrt2wE0ErvPOHZW1AswDc+VSDtvx8Y6zDMpKapSRdU0Z1uVItoAt5dhz5v5Yg0PEUBVl2N1ALarqNre1zufbFXOKi1TCwu9hPYkhtX5bc7n0+mA6nz2SYppgDCQaV/FufygX3xP/AK140jOtOgAH5gxGkaj+h33/APGAtWviOAAWbWiDe44Gx9wf64bE+zytCuJM0EbA2t4RA+hJvf4wuQUGzyc6VmSEhRpElyLnTY3B4/fHk2azXkfRCgcNYeKRpFxv8ev/AJwTT7O6vWp/11FPHmiNgD253x1J9n9W+txnNOGC8CNrHtf4+mGxcoJNm80kq6o4wgBs5bUo835f3tv++Ioc8liuAgcKya43/KNJ3uBz2GDUvQlYkwJzWC4IvaFgD247/PziFvs8zNXa9fS6zwQrXFr/AOXw2JgfT51MkgKQxsWa5GslXF7/AOd98RrmTuzMI4lbY3D7flA59b2P7YMR/Z5megF8whYkanQq2nb+59MV26CrRa2YQqL3bSjnnjfm9u+GwxRGbSSflhiGltTtc7cG3xtuBjuLNpqeyvHHGoG93JB2O1vcXwRHQmbK0UkOaUraVspKOvbYH9fp2xxTdA5orXhr6QsosFs3F7/TDZRHDnM8rRlIURgoRSzEjiy79xsD6ntfED5xMGYGmjEgGpWDXFyWsbG/+4bfz2xbfoHNxJIHqqYhhpIILaR7G/H9cV26HzWGRoXqKZtV7Owa37Hj/OcXoVYc2rI3a0caoFIdVF7XUA+9uPqO2JRn1SQSVgRkb8rG2gE6tj72O36Y7k6IzoB53qINJvd/Ncni9/X39MeHofN2K6paNWFxsrEm57jj0Pzxh0JZs4nEcsZpVO5ZFja2tbHfn9xttjn/AF+rkJZILRb7Fzta9gb9hqG98cR9E5wjWfMKaJtRbzAkE9ifX/BiaPonNFIiFbRIF8ym73A9u/G3xh0IWzWV4WjelUxhTa0hA5W5tb1W2I4MyeQR3iiSxsGL72W+4A7WPc9vpi+vRWcHQyV9ASqgBgzXU34sBvttv2xFB0Nm0M0sq11OCCdkL3bbfbtuAcToRyZsX0osYdg1tmtsQBYDk8WBHcjFrLamR81R6uMkuwBC7llsAbW5/nuMWKbonM7iX73RRrYjbVb5/wA/ti/lfQubQ5mKh6yhZV1MQNWogC/9/qThcXKdvtCcxZhl7qmp1ikAJ4Ukjc4XFdrqySOoSL80hOoc8DDP9oBXx6NrB2WM222HmG5OFYuZHRdLOxQkyk7C19l/8Y5cfGncFR4qkBWJVRcnaxAG+/Pxid6tIAHLl1JUM6rsxJHAH88D4gjKuomSQtpBO68b3/bFypUGaNNrkBCbnT6bDjFE0TpJ4TByHYWCatzfi598fQqoLRnSI2exVWLHY33I/riukhfRaNTEVVWI3YH2F8fQfd4GHhNJHGTcEEnVcXPzbATaGRkCAF2ZDoFvKP14xCjH7xFIQ0YVizEqTc3P+bWxwkgWWNdIRG06bg+Y37ev1x3I0kVQdjKVWwXmwJJ49fjARtOHiAY6XudIGw9v2wc+0nMGg6XlhpiAKhWiDHgOo1Bb+pscL1ZVRQ05knSXxL6QAuos9jZQBvgVT5rWdR5WMjkBp6qpmSaN2udAA1EjbkELb64uJrT+n54I8tpaeM+URqQW4YAAnC11P1AMrzOLLqTMAmaVeo/dmpROn4myqxG4PBA4tcnF5YarKI6CeWkmqY0GiRoVJYAix8nYjm1vjCh9pmZZKrQz5dMFrpz4jsKZAXI4LOw1ht7bYcfSkCsisKPLo2iaoRWmlC+UaySNO3JsLjDTTPz4dkY3Njcgb2IP/k+uBPTuVw11NRVkbR/eYalzNJq/6sdhc2ItYE298GaqljeeVJDGFS9x4gGm7ja2w47e+N1kONTVVFMYvEV44pELWIZk1AjYbf7R64gSVooFDyO2o2DNcAeUfT1OLtFFO6LT0kJmlnZACrAaCoYtc2AGwHF8MdPkIpckpFljWbMp5Hs8hvGreGdbs1/yxod+xY+2AUfvKPSG6FAEHlUklRYEfO9/39MeUoN2/EIQklV0Wv5gNwPnm+LOaUMMVKpRCKdkEcDysweoUKSZdJ4U22vyCDipS2R9Ud3RyAA48wF1PJ/zbATvLpi/GGsCMJz6r/MAXvzv74q1slqyIr4algwUHfVvvYHY7W3/AEtglBApgvrGoLuluPKRyfQDAbNojFVwuXIViz2OwBsO5B9e47/OEEUMLffaR5EJYSJcAWNrjffe31PI9sfoqtVJomQoACbdjbH54yov/q+XIAAPEjPNiNxbb5Ivvj9GtEBJMTYlnOwHG/fbGeawsVVFVWtuUAF2577XGI45RC7NJGos2kEuPgYZpAiC7S+Ub202/X2x7DDEW2VS/PG3N8Y1ov8A3x0bwpacsLarAkkD9rjFeoUa2ZZFBIuYiVW3fvhqnSPRaQgb8kDy/XFU0sRfW+ksOybL8/5+mJsABZxDqPmFl/Mq7etsewVMbrZZiX5KkBbW5ve+GFaSPwQqxoQeQ9zce+KlTlcIsyFQxNyCt1tiy6BMkrSTFPEaxF1KEbD+m2JIV0IpDNY+q3v+hx7UZZI8v4cYXSNLWUD++OqTKZArpUSx+IBqAt+X9sUx00AkQO0Fi/8AFqI/bFXQ/jnyDSV2Bvft/bHa0TwSHxPwwfN+GST9MdpDMHBQSgWB1Owud9tucDEl/ElAK2AuSFa/Fwb4ik1IZDGTp0g6gQSMQ1ImDDWZSii5dYr23Fh84gqKtkGpJQBc21KSRb1FsE6e0rkkAyOEtbUTc29uQff9cXmVg5k1TXtbVYG49MC5qqdwyKYmAIF2DAj9sWKUNG35l18Bzdjvx6Www6EASFFy6IRt5btbt8cb4hVzHEkVNDI0a3I1i5t9cc6zpQMiMeAoB1fO2OQkxc6ymm9tNrXH6f574mQyLkM7kEkOp4sRe497YuZdJassHt5CQeT7ki2wwOsIl8rILbkubgfP6/32xPljAlpVd9ThhfcA3Gw3vxb2vhkV310ry19AixiQmM7W23J5PphUWoBmjT/reVl4ARbX9uMOXVug5jSRunisQDsbFRc3N++FmaCTxEj/ABToB8oF1QG/O98OPgp0xDRAaVEmkgaRudz37bW/tj6t8JpFVFCKdFwjatO2xJ/y2Onp5YYo9FTCCYzYHYnjcX3xIYdDkp+VtNmIF9xb98UU1JvEGdXeMlNXFrHb9sWIajwiPDANn3jZDp7euIT94AguYzCzkFSLXsfTnH0BARttL+ITpGwOk9tjgRWkQ09TaKQk6vMVAIRb9ibH9sSNWCjppZ3k0RqCNxuef53xCTqVVkVWiDnYNcg3vf8AfAjr+RxlEaxqRqqFVVsTwL7n25tjTFQ1NfK0FZm2YSl6kqFgRT/0yNgB8Yp5MJEjL1zu7Sya2cPw3JPqO/6WwMqaiWLJ1VhqSUAAkWKC+9j3v+2GGhi+9ZQh0OzcXXcEG4BA7/XGrMBun66zHJoQkj/f6csAFqCQyjghXG9/S9xhK6qrX6l6jmrKdHicxhaZD5mBRdQG3JJB/bFCsaognkSuLIoOxB8rC3f29sFum87pcsyqrgmqGhqYK2Kpowi6tQI0yC/by7/IGLJgsUuc0NbUmSCGWKpkpy80TxgIJgAWZbnvbiw9sEKgyaArqkgZj2vYa19dr/0OErNpohnFZPQNL4XimSIybMfX3ucNklXqo5ZnqiByhfT5vMu/5rd8LAb+z16d+pCHUmSOAlSN7G9iB8gG+GrrEQZL0tLNUSLU2HhJG67Su8oYjb1sAfYYAfZpltRNm0uYWk8LQyByCAx1nj0Fhxbi3rj37VMyhrc2oMoglDijb7zUqtvKTsqknYne9sYvoSZUlnkaepLSTTXkllZbmRiDuLfwjt6DEtE1po3tc2F9SC5sV5O9v54lWqDEAFihs5DJyAzC/HO1u3xzjuQNYAO92W4QKTY+Q72tt9f1xq0fFEiRWjcqx8pQEqGup572/YWxRrmVailJYE6F87EgG439hxwe4wUhbeNJLvqspFr73I52/wAGAuc2FbTMdj93C2vud7fB2BOEg4y+Bf8AVcsjDDV4sXkYeYWfmx52HIx+jpWYzSMLgBjYG9ueTj86ZKjDP6EMugLUR3XSdxccA+vqPXuMfohmXxnIKgE8WvbGebUfalZiCFPwN746d2CaR5B6XvjllWQj8xPa3H6Y+cabXAPYkjjHJXAJZShDubgXB7e98R3UswEbXYi4Cm+3Fjj0kqAF1MWO11t+oxAE1T6Ckd7jYKSfffDBN4jNzcX4IuP5jH0blWUBHYn+Ju3t/wCMRyAKzMwcjY72UfOLKAhmIDAcbb/+MXMHinbVoUKBsLbg46QBbPpOg8An9+MdJGACSpsfU8jHYjI20sb/AFxBVIkY6rr5Ttpx4UKm8aoSeFO/sd+2Li+GVGm6g+uOHjH5z+X9r41orqpN1ZYlUXsA+18C6vKIZ7tHHAstz6m/1BH6YMO4ACW3O2xGPdIYLqKgdvNihc/0qpBQTRMT+YhCWQ24tY/tjqKl0OS6Saibk6fXtY8YPABWa255sovce+IJaiTYLGIwLrsbAYAf4ZViFQm/LFQD6b4jhWQavEV2bewUbfryefbBJJtRF3jJPqAScdSRhwSLnY3Gm1sALl0lRqpy0txwtgPXb9dv3wToiVZhJq2BIBsLWHNr48jppBEEZidQAPsAb3xPo0xSlgoGhlJJAI2xKBXXDt/qNKAvnEepCASSbnn0A9cLhaUxxeG+6+XyDcjixsf82wwdcVRjzijgJiVJYSpZhcg3PA7jC3ThoUUhTAFGrVqt+w+cOPg7lkszB4WAQNZ2swQ87/pjr7yUkLRL4+4YyMx2uN7bc7YqzzSfd3MgBhYMTbkmx39v647lk1Kim6orp5WTtva2+4tiiwKgy+C0MOu7HzlvLbi/zivLYtokChtXYW4xWVzqhjEa6FJIDm2+rewx5HVSrIwZTdDu1wdIuMB7IqGTVICWJIUAgfyAws/aDKFpaILu2p3VV5sFAv8AucMKNCZryOCNV9Mp0kDtt/XCz1q6tmEARraKUFvRbtb+mNRmgeaRMmU0kUiBd/LqNjxuBg909WIKaKN1sUYNcE2kG1z+gtt74GdSOGhy9TpWUbnStiQByf8Axgb4FRQaTEda28Q6Rp37G/Nx6Y37EaJUQU1RSSxqNcEu5Ldr8rb1/rbCRU5GsWZwmnlUQyESDVZkv6b88C4PrgtlmeCaELOyqAgAe1iD7gdv8PYY9zR0hjjmTQzRyLIijtuCfr/fEFJumH1StPUkaxqGlQv9dha1/f64F1mZVaiL7u6hoY1VXVVvcEev/tHbjDrLVKY5qhgFlZjpKm444seLb4SHijbMIkPkDyLHI3NlY74o0Kj68zDMun5ZKd44M7sYLqgKttfxbHZeT35GF2miggDMAZnkbVI7nzsx0XOo8kn9vrggkYoadaaFRHGlotUZB5Y+Yk+twb+/viLyMArMS1itidybIe//AG/niUQqn41hEpDbsGJFhrb127k7+nzjypjkjaMqGC23YkFQbJb2A9/++LUNC0lSNh+e17WFi7E+v9x+uI2V0oxJ4qkpGoFrE7BNt/8ANsBxTFpZYmcectwQU4fbfnuSdv64FZiAayISSg3iVfzjdtZPB54J+LYMNCDVSCWRfxJDux1XGoXB78/G2A+ZRWq4hJdm0C4R/wD1tbk2O2/7+2LBY6bhI6kygiKxNSHAsbE6gb+3ABttjfvEb7wTIpC6th6/2GPz90krr1VlAkJe9UG/KL7Nfg/zG3YjG7QiTxQVAN99ewvjHNqL76nB2C33FjiIKVS4CgA2Njt/LEgVyCS9r7X5xIqixsbm3N+2OSoI6YoG8Lk7MeSfrjorIZCXVbHgEjE7m35Nr7e/ziMuuysRr539cBH4ZHCxj5GPUO/nCg8XYW/bE6EGPUo/THlkLKXVGK8HSCRgImYqSNPG9l3x6AztYr/DpCgWsPXfEjgFzdRc77HEWtUJ0g+ZtRJ3xYJk3RlC6bbDa/zjxVVANC25tcm2Imke117G/Fv545/F0AsDuLkFvy4SD1yxBvpWwvuL/wDjEM0iiM6ioBFrc3/74qzSlVkexcE7LzpP7YriVvKskKA8k6gLN7b41JgnjGhdSMB3IGkEH1J7Y8jDJpKsCebFgS2IpahIoQXiILKLFTclvb1+ccSymQDXFMRcAMWsT7c4CxUzpcknTINrKCb9sRMWFleRbDexG59r+2O4xqOkxkA7XDqBjsgIVRELIBcFXAK/QDAdxqGhssaX53Xcn14xMZphG+xKqjEgLta36nFPxFj1DQ8l9tNxc/tjqKSV2cQREALs3ibEnb6jEwCevWtnkbRKxlSm8hI8qkk2OFxmdacWlWReboDbkX/rho63gqJM7SSHxFvTqoYMAoN25Hc7/GFaCpkTyM0jAWQsdJCm3t6kemLO4K61DNGBFdB4Z3uBfc833viWcw+KTIGkbxVAYHe1ttz7ntjqYvJAdSkGzWDC455FrfTETtCyAsWXw5AQtrMTzcj0+uLErwMizRBbFTdm31Eb82viQNeNWkst5DYEb/5fHk6LFpnEaam8twNubkc3F8QFXJULcKCBq5IPue+Nf6z/AI5gMjFdy6t5Q97AfF+cK/U0wevqwAUKrFHfnUdNz+ur9cMsELLOtiFDNdwhNj6fXbCpnLK+Z1ZDqyfeNNiNvKijjvviwc58hENITa6BVPJsSDwQR3GPIpFnpkRDqkDfwje/f4x51Iggkh1SEqwQk9mH+cY8yYL+cMG1+UKT9L8DGhSqKZY5Y3p2IkH5gBsO+/rjl6vx0ZKgKGktd7eUHsbducHKyjDUpUgBUA1EPdhvyLjfAGojAqPDQ2ZjpLc7Hj/N8Bcqq2QxRzHxLsliUawItzga9Qfu7JrUKbizP/L3vviaanpyY1VruYwSCuyngj5vvisEVpzYGzAfl3/T0wQ8Ucf3mmp6gOSZI05AH8W5O3PH634vaVUEiksfxCD2I20j6k/29jejkX4NLHFLHIFQxhWeMqsikkkXN7kMeRb+5KJ2FMxaKySpYX4vZLEj6cnGaqwiwiYAKt42V1YDvrOw5tvzf253xUqdAUiUFE0atQHPkHc8272xJTiBqkF4bFSoBJB/jJ2H9sUyyvHLpbUQhC324jFwL/0t9cB85Tx2sVVkdtSFd/zfxe3H+XwFzhyleGBZh4Q/EPKnWQATwN7D32B74NshE8rMh1By29rg6l7DbsecBM3k01kl2t4q7eVlP/UI/NY+/wAYsFrphFHU2T6BZVqlLKf/AHDf9uR6bAY3WBhqsV3Xa9+PkYwjpgCLqfKnZbH72tlU7abjtwORuP0xt5ve4sBt5eP6c4xzaggsmpgFHlAu5vxjwXG5It2K8/XFJJAq/iMCABcs/wCb3AxEtfHIZlgdfIbMG/hPrbbtjGLoiJNKyEE2LXud+cVoMxgkZl0yopJRJWWyyFTZtJ9jzf5xS8arqPvISHzImrdgqs3ZQTwThZraurhElHSRwNVio8Q0TKZHYqLu4I8qKb7b787cGyJaeI5VCHzaUDWvvv8AGPRUaDotuBcbb4C5RUz1GT0sskRSZ08yOullN+NJJt/XFyKezWcaexN9zhixbaRmBA1AHnbHLyEht7qCDa1se+M3ClrW2JOIit5NiNtrX4GEmCGeRlP52DA3UA7Y9jmmIb8UAejXudsTGBGUXClRydv3xIsaBSU0t2FrfzwFOF2WTX4gdyALW2H/AHxO8LFNbiMsRspG1vU44ld1uWIBPNl2HzvivGJTI4YaltayoQPYemA6WMtNdipI47XPv/bE6RRpJqdWL6dnMhsPjEUTsVNjZ+4UhTt6HEilyRpdXJ73Fv0GCPWEaqTNoZmuQXtf98Rq+zBJAPLtpew/8Y7kQguzOgJ7aLj+eKxBspuukdtWnBU8IBQXLNYbgWJv64soqKChMpO+9uScUqeRwfMLb3/OP89MTNPKJCniqxJA3IFrkD/tgBXWzSv1C8aFVRKaM7tblif6YU4YmVkVFVNV2LN/Fb09ecM/XBt1LUuGCf8ALQIZGawG7njg4V7KJdC1iPIxCoG4J0glRff12GLx/wCUqzeWOkY+MbaSAQ2oW1dhv647Dxs5BLNZ7rddvyj17Y8McSixAMgRtyu3IAsOL8Y5dHWpUSyWQuo/OA63HHr2/fCTpnX0RGrSzJfTwFJU+/fEexk8MKmkm6vexPsoIxNFIWUIqF/IRrTY87b/AM8SwwvHTt4mtFve2gbD5xZ/FuIY6dEmUyOdntb13t+uM9qGE1brDK6GpkbXxfzf1wdz7PpKAPHR07y07CyzupbUO5t/Db3wsxhKd6WE+VbknU2pSbcY1EXeqmLJDqC7uABe3awtxYcfXEOWsUgSRlLKzi7C5J2t9ATibqZtaxEsXGkEW9O49edsVKfSQvh3MqAKdx+jfp/m+NA6qIUYrKLsCFBIJVf9v8ufX4uAqY2EsisNRvqTcki3IJ9Of74IGUjxTK91NwPnnFOq1JKGQaGBBsBve1v6jEg8mliani0q/iyL5ySLF9XbuABzgh0ZRU9fm5aeWNo0IZUJ/Ob7KfYH+WKE8sEmXiJGb7xuWBXyBr7aT7jkYpM8kVaPu0zRtJvddtr7fTCjQs6qM6zzUcmo40y2JjHHUSxDVNYn8novPGAhq58nkWmzmORYr6NaodKkqB5wTta3v+2LfTHXM+Xx/dMw1z06CySRACSPe3HBxZzTqHKM+q2oswikh1jRHmITS0fNhKp25+Rv2xP8EyRJfaojYFSoYNsyFmOxHr/b2xScHwWQuhYbkse2gW53HHf1GIckWZaSWlnZVqKYmMmzEMu+mw+u1j398SukLJJpZInIYErH+YaB2v8AzwHEkQYlvGbeRkG4G5cb34Fh8/XuFzdVWqa0gJ8MXYHd7Oe/bjuMHpI116Y3BhaTU40k7hhtcevtgV1EgmrkBVtXg2sTu34jevPx6fTFg56aGrqTKiX8rViOfLpPO239RjaRIkMITW7OL34J5xi3S5H/ABflaOo0tVqWNtNt/Tkb42l4vDlhAU6HcmQAWsNJsP1tvjPI0GzWWr/1qkho6qGMyUzllm8wJVhxbYbHHKTrTSVEU0sMkjQpI7AWS4Okkev+c496grcnjzWmp2i8eamcCogEOshJFOixNgd+18QZsYql6L/TKOenZnZPDliWMPcBgCL8HSMYFqDqSiOb02TRrLFLFLGHDCxZiNQJPv8A2xXyqjkpur8/arM8TyzFqdWYjxUIuWU+nA9t8WuuKdK7LPvMTAZlTAzKiLvKi8qe5FuCDfbbFKlMQEkM1LVPAxEkETfihb73O9x+uNfNDMI2Vy0qMz7cm+OEUoxGvzE8W2GF0QIkKvT0+YoSNRP4jEm1uNWGLJ4JVy+mWcHxvDBfVzfGWpXfhysSxbVYgjfY+1sSBCV1MEVr273+PfEvljJs/nH+7+WPPEm1tsjC/ZcFfMrWICjcH+IDHKB1BARrswAvxxjvXKQt2AF+bH9rY7Bkay3BI35tgKrLIos0Vmb/AGnVfEaswJGhr332/Kf5YszRybtqANwLarD9B/TEaxSsASHFje62NvjfAQOhZiVC7EhSF3xwHQaF8oe4Uu7W3+LYnmZo18zK0noV/XECSSTDySPYb2CkXHpgVKZleSxVtttQUso972x55T+fwvKL31Wv6dtjiS+qLzJpYb3O3/nEE8kzMLOhAXZZF2+O+A4p5NEyqscO5JBV+f1H+XxdTxJUbXEBp7sOSD6bXOKsMbWZpjTrvwPT6YI062ZCSSl1IUkm5J44wC11z4n/ABHVMEABp40LkKQRuTyfU4BQK4nBeYNexIRRYbeuC/Xr3z2tVkZvwYtO+3fAqkOmeRGUadiBpHNu+NT/AJSvGZnhYCdRH7WBe5v23H/bHGgKwCR6mZlue3J74syInh3Nhc9h3DY4JXxLnRpR0CkA73J7fXCVLEMWu6ljZQStg1rL68YnaR2opihZ/CQkAtvqsTYepxXVRJPGviabR2fVwD8YkrUZKOsMbshVVZWIU6R/uHri/UxS6fy2GskQ0NX4YAJaGcbAjkWwfqOl6Sd1kqclilZuXpZNDEfQi+AOVP8A6gD4n3LMmQfmACva+9weL+mGeCKm1WWDM4FtcmOZwPoLkftiXYswHzLojIp03nzujJAAuusKfe4ucBpui8mQLHTdShGbYioguTb/AM4foXiA/DznMlH+yWJTsPlB/PHaTnSS+d+IDwZKb9tmxNpSFF0PShvxOpIHUCw1QgX/APxYhn6Qoow0UnUFOWbcaYbn+eNBetiJscyoNudcJNvjFOorUjW65plRZh+ZKVjcfTGv0hFq+l8op6cE5nNO/K+Gmm5uBf8AY4XZ6Gh1FWSrkHieUg7Dm99vjGj1dXKdEy1lI0ZOz/dn+m1r4Rc6qa4Ty3q6uZdDG6QFRwPX/NsUL6wwRFY9FU+53LWFva3xgll9MiprmplZiQwMliQtgN7g74pMJYlJ1Sto2OsAHvgvDFAivdZZCbXEsltlW9j+n8saBnLqtrpDNUBJEVVVFThbnTcjngjjt8Y7nitH4kTHSVLMoX0QbgAWta53+cDKNNFWpDRhnGlUVhuFPOojbZtrb7YKiQmKGOWNRGUtqDA3BT9v3xkewC0rsk1w73J0khW1rffseOML3UkwGaNpkWwQhIxbSPM22k/F7874Nio8HxVE6qhYt5mICjUDuRzvgDnoKZqxnl8QJCwuDYkkswYj0uePbFgk6VtH1hk8OtVf72hIZjcAe3bv/gGNvck1NMXWPSX0rtuAVb+xxinSSKvWeTDcWqVutyQPLe3p+hxtz6bwaWv+INuw8rYzyMKHUzRR5tnLG0bgU03iC3l0vYE35G+49AcEKqgraSjmrK2qE5idJ0UUoQnwzt5tWwsTt74q5pltRmHU+eaQ60go1Ba1w8mkkIL9r2J+BipFDTZmDBRwQUtNDSWkctpeabSfILm+kG18T4CiUEwo3VdMVfm0ohkMb/8ARjY3IUn0XV9WviLpCsNdBmTuhR0kZQb6ha7WFz3AAxNTV0iZtl+WV1LPHO9pqeRdhdB5gd9/rzfbE9HRiiqc0gjEYhq5hUBlNmXUbOCO1gBb5tib0CkOqOnjI2cAWuLdvbHyKXLSPydja/OJAShN1KG/be2JVjdiL7m1ze4viNyIGjJOoFTY++2JZEZkBLaSN7kf9sSBUB2BBBtsTjokAC5Nhte5/lgIC6LcIwa+xPr+vOIkrAspjWS3uLA8cb4F9VzzwQQGndwXcqbSadrXufbCstZnsTGSKc27AsD/AP49r4ualuNCH/UXWdibWJvviRp/4AWAJ7HkYzlcxzmVyDHOXvsyykXNxzYWx1DV5uzkFakhyCD45vGbmx44ww/R+chiWkBcnswBOK66FNiFF9hdrb4VBW546JpMrndjpcKWW/r7fAxC4zsTACSoCgi6mU8XPO36/TDDTpFPo1C5klU3/PqI9Ln0x7LGZGUm7Em/4epf54TPvWcgtGKmcNYH/qqVttta23PbE82cZ5DHqEJnAQs3mRmUgHk2G3fjDD9HCCOPSVMpk0mxANgD823xapm1yIy6zESFPO2/vvjM6nqvN0jTTRwukTAuvhhWNyO+q1j62w+dNZhRZvBDXUKkxFwrK1iyMDurehvv8Wwsw0F64Eo6nkWFrAwx31MQNybD5uMBNIMrhGGssCLje3p74OfaInh54sz2ZfCVQNVrb8kdwb4Wqd42cj7vZww/ILeu/vi8fEoi6zonhkKpIuxsP91tsRSFQA8rFiCpf1J5H7YqTtG9Q0jEqpUAc6R5vW+ITLHAwaKSQnXbZtgbWOGGrjPTjwh4Z1MNRKjkfIx3K/3mkeMiRA7CMEH1IuO22KbTqER1Z1CAg33vc7YrVDaqemHjDSZ1JKoCxAufjt3xbEGG6UyjMWR3jaCYFh4lO7KxFrj9PTfFuLp/PqHSMr6gaQF2VVqUD8C/JH9cE8hjeRY5W2vCdrHy7C2/fBuGO1VFpI02c6B6kqL/ALnGfGs6J7VvXVHAWeOkqit7+QoeNxsSMernXVkbDVlSMAVv5SOb97c7emHapJSCeyjWqn9MSzENGVYE+Y7Xths/hhAXqfqCVCsmRuCSV3ZbA/8Aw32xDJ1b1CgC/wCkqNYICgE/yGNBBP3ElSbi5H0xUqJG++xKCVAMhO/ti6n5ZpX9SZ5NEztQp5FubBgNrEjCrV1OaVjs7hNO1lUnynuN+3GNpziwW8srol7Gy7blrb+mMvr5YUi0mSNyZix1qVvuf7Y1KlmE+d6qNz40oEurdtA39R/LElI1VNPIpqQCQeFFyTzYe+I6rTIdROtVDEAAW4O18S5eCjPKikgKTa2oAlrD+pxpPo1kUc1Nml6lmmeRdvETVax/btgo8SqGCFLFefC4Gk9ht9cC6RWgrKQqCuqTwhaSy243+SRg9GsIpg1luQDpMtjuGHYe/wCv0xmxVSaabWzMtQAt1W4DW3/Xn+WFvOnb/UWBDALHtqW212IIG/c3wxSRB0kI8OPSJAWGs9r79/8A48W77YXc5gQ5tNygK7nfy8k97qBvwLYsF/o3fqrJAAAfvOzMu35dyDe36C+NvZvEanGxIccEf7W74xPo/U/VOVEG8gqRpAttZTe5G529R/XG0K0r1sHlIjWQBdufK2M8lnir1PmH3GjCQsRV1L+BHYBit9if0O3vgbkeVxNlU1KIlDuWh1iwJPrfnY/yxLLAJ/tBaaYh44KNXiH8KuRz+hOJaGFP9VzYSPMH8dT5XIChlFmA9RjO9IGvUwHqiJKitjmMANOHQeHpcjfURe/FtgMEMozOKXMEoUaOQyQifxI1PkPdWPrvfFHqStmy7Mlk/wBMo5K6ZRGlT+fXY2B0bWP174MZDl7ZbDKJEvPLI0j+vmG/awud8PgJxpaY6QRYbHjbEosQFLX2vjwPc/lBIt849AswO1gSbYjceXuNI7Hc7Y80Fgdwu/Y/5fHQZeAd/decd6bEXF2U7EDAKf2gxznKoDTTmKVJeFUebbcb4TqJ80k8RXq1uj6Q6ollB7207i3bDz1osbUEavo1tKCL+wPbCvlaqs9Q2jWt9ejV+S9ydJ741GarRf6xTPSkTBllBcEgWG478+/fHbRZyY9ULwIrMfKdOxv224wVpIiGjj1FrQ7x32+npxiNlNHl7vpJVrsW/wDUb77nuSMaQKgq88lKRwGm8QyFY2KAFzezA24B5xapcyz6uepe9AnhOYypivsL+e9+9vcYvDVTgySpZKaJpZLyDym1rEjcXucU+lZkVZ4ixEghX87c2Zhz9cB7O+bRwhaiSn8fTcNoFhvseOPnFhlzQUsckgie5ABVAoU9rb2ttgjMIp6SN21JUKCupiGA7EXHPc4sMksUVPGkn4BYKy/7h2Hzf/DzjOhWzUZlBQTeNSxBdSmSRP4dxuBe2/p+2CH2U3jzSosQsMscbuVJ0yEmym3rz7/OLOZy68uzAMkbMziLSVIJ4NuN+Pc+2PvsojWKsr2CNp8FGDFwQCXIIAHb9eMLdlF3rzwhnNT4w8oiA5tfbClC8S1TBGiVbqlyzH557WwxdaVE69XV8SkLGIEI1Da+nb+eAdMkktb4bOrMrX3O9tINuPfDj4vJDUxoyRBCAxjFl+GPG2IImUAAsxDOFJVhcb2v29sXJ76z4iFWUCwVzc7ntxiDxI4lcNFIGLKFubabnbbGkdIl4XJs12sDb29vnHtStDJVU8FRMI5NYlj8o1Hbn4/XEboEjUeJJqXUNLLex49P3xSradp6+NG8GptB/wDlJQrag3YDAaFkBFOoEkmvbYpvcX73N/XBdZ4DUoxchRGbsQVA8ybX47YQKCjeISCKkzGIkgFqaUPzY3F7nv7YN0NfJFI4kzWopgnlAmpdzYd/fGbF00108Qy2ZiyeYKLageSoxfnN3exW2o7n5wsQZ1rd1Gb5bKSbqssBU29+cW/vGY6PJFk06nuJGX+YxlZdFA+qnAA1eYnY9wMU68laukUkjTNoJPup7emK4nzBEa+XZcoJ3Vazb9xiGonr1Gt8lgkZd7xVSkD3ue+C6kzYgRkOF1NEAx4BuG4xmmaNBHM7LIVGv/8AesNirH098NWb1VUYzFNlah3A8ksykc7fzwhZ1JNE0ivSUkPYhXUW/YY3xYtAqiojtGEIZlCD85NzYm/v8Y9gIZVss7AAsFVAbWFweB3P9sUUlcOpLq1hcMrHY4v0LTLH/wBW40gWFyTf5+mNs/RanE0zw6aWaRleIsWsdHmuTv334wcDloo3bxPJZgWAUcMTbtzfAGkmKSsyNKxcjULlb7Hba3oMHoFjloYpCCHaMMS6jc2YcnnErSF4piolDT+EwJDbA7pbbvbbC9nEdsz0srMALhZEF9Qta++9rDb3wxyr4a+QUzFvMLndiV5/z1wu5mAa+d7xOxtqCAtc9xb0A7DfCAj0aB/xdlAZR5pyouPyix2J77X+MbWsY+8UqK7MEbcbG40ML/qRjGehwZOtcukc65FdiL7gAIeCeefpjaY2s8ACg7m5BFxsf+2M8lngbCz/APF+YWACCiiubb31Hj6Yoz01uopZI6ioijkRC6LfTKVuN/XnF/UB1Rmh1G3gQ2SwtcA74qZksaZrQSuxDksq6b7NyL2PG2MIk6ukeHJoMzhS81PIj27WDXPybXwXR0kbXEbxyAOm1yQdwfTArNfFjyOKnESVCxgI7FrHfvb68c4m6aR2yal8WKSnIBURPZigBIAv3BAuPY4LPRCJdRsDZgAL6tz6X9MdsmogG+oe22Ogm97Em9rk2J9cdXt5ixBU22Yi4wXHwRQQzW9N8cFr/mC7Y6kJbzGQ6QTdb3/746YWZmLK21tzgoN1GYfukaTnQrvpVhyGthejpVjjHhqlwNOoWANr7j0wZ6vqDFSUwIF3lIG3HkO+BuWUgq4LvIkQVQzauAb83G+NRmoBKIXAdryeDpF9wBcjT/LHVTrV6WnSaPSWIkjIvqVd7L9bWx7VMYM2eiqadw5UMrm1nW/bvc/0OPs0U0bhiwI8MyKOAXJsDc9t/wBcXUCM5qQacBG0/e6hY2YXI0i/I57YnyulSLO6aJFLO1PIuhtwLWIt/npjiLKqyonpIaWIEUivJOp3a7e3c9/fHdJmCTZjBDOuiopXJLxDUACLEkDccjFF+V7wojIdPjEaGPYHlTz24OCBLTGkhEg03J8p5A9D3/ucVqxHSJXlSFkEt1Y/lIJxIE8PM4ysZYhCykgkDtzwecYtA3NJL5XO9mA+9hRwADvsfbvgh9mdQolr72UFITc2NvxCCPfj9PXAfNpkiyFroqytPazG4DHUARftgt9m1/Grr7siQxmw/NY2/wAPO2NXwD+uo1k6xrtVvNCmltVrWA7HjAyKaJKhwJIXSR7XDbi4A5+MWevpw3W+apIGJSOKxDtYDT7YqSRBdCIkauxBYF73IsRt8fyxOPi18ZAjeGfDdmAt5iDYN6DbvjwVCsjo6khXADE3JsfT9McrJIuvxkBZAbG4t+bgH1tixBTROt1VGbcnQ3F/fjGkfVNYZNajT4anSxA3v74A5hRQ5lnMEbGS0cO1msLsxvx224wUqqV/FZPEBCtp8Pvtzc2t+uOMoeMZpOY4nWRYAbqNiLsbHjv8DbAGKPpN5aZ2o86zOlZWAQLJqXgG9jxueMSR0vWuWP4dPX0+YRW16ZYRv6m435OG3L/PCTGwIKggDtxcYIR7VkYbYiBj+rg/0xnVkIcnVOZ05Y5x0xGyp+Z4gG257gHtiB+rckdWMvTlTGTz5QLfoffGl1Kq1HL4lmGg3vuMcTQU6uYzTwtqF2JjG9uMTZ9O4zL/AIs6Xe6/cKyNUAuCSb/pfEaZ90nIWlakr0B3JZpLfzxo5ybK52nZqCmJupNox6WwOrcgyooxWhiDKrW27n4+MN4pjNK3PumDb7tQ1bAKxsGa4Orjc+gOAtZmWXTTKtHlhuW8plAP8VwP0GNFznIssp0EiUUSi3Krf+EsNvkk4zrNv+XatnpxCoV00ki1ri2w+d8b44XoGnIYyE07ogOrStgbX4x6mZLJMPCpFVlUr52vv249MUKcn7zHqdyJFsxO+/8A5AxbooCZZRJa6smq5FiN/Xb98bZ0Rkesljld3jVVYIVXYWG1rdvnvhyhHhRRJEkbCNBtqa7AMVuPj/OcLs4U0spYNI2ry2OoCzenpYD1G/bDEwk1aW8Xz6hbWGuA9r8C/PsCD77ZrSg5aSFPF8O6lbFoCRw3rt2+cAM2CtXTRWKNdd1jK/w76ha4NjsRzvfgYZ2X8IgqpVgoQeMFI59/e9+/1wq5kQcxdjJ5dSlTr5Phg3LC/tvsDhAX+zm8nWWWqgRVKu1wNtkYXuNja1sbdpYSxlbqCwAFhcix/tjEvs0e/WeX61V5BHJGL7EHQfT9dtsbYW1vDcGwfcsNj5Wxnks8CIU19XZm5GwgRTfseQP0xx1JDrp4V0Aq0yBjfQbE9j247Y7VAvVuZMDxBGRt3O1ziHPA0uX18ZiZrrpUOuxKkE33vY/H7Ywih1bWCkyKKOGdmkaqTQddzfc3v3OwwxZNIr5VRlGZtMYU6muSw2JJ774VMwmynNf9KXLZYkjpZBK9MsLRhiRY22te/wC2GfIwvg1EUb2KzsQB/tYA79hbFWeiaxnTpJBUbn1Jx46qiBdlBPr2xWo5Kl5ZTUwyQoWJVWa4t2AYHf8ATvjisk/56kYB9rmwJt8/GI0uABCSFAO9vUeuPrBmP5WINhbj/wA4qPUn774Cwu6MB547+Tbcn9sXHZI9CFiGYeXe30tgFvqxvEagidEt+K41cXsB/XEHT8QlpqiHU4nZkawHlUBri59O31xL1qIy1CWa0qrIyn6pitklZ4NRGgcebWHJN/KVIufrbj2xWao9Qx5h/qEubNRaaSndBEPFBcqXO9hfaz7f+0+uLU0LzUbmKVBKriOOCYE3Zjq0r86dh6jHHWNZSZbk1NAGiiirJIULJtYALew7Cw+hGOswoIcwpgZWViTrjkV7gX7hhuD7jFiUKmooql6uqzennSKIAQMzlHEtiBp4Ny5AA9sUep4hSdR0dJDVLLJEt6iaI6ZXRdwJWBswvcdjtvhk6Jpa+qzScZnUNmFFSxr93+8gO0cisdJB7mx598COokpcpzZ64Rj/AJ4lWREtqIskjE89m/w4u9hgsDCysoZDZ7EbHe+JYZQ2YoIx4fiR3KlTpuDtY/piKnMH3QAbUbxAxTkkgX4U2/li08JiqoV1yKfCOkXNxuON8ZpATOYHbp+uhJNxMtrLpa2q/wBeO2LX2XRtGMxEjF1/BAPAtckW+vOKebCeLLqoeOfPMrBb3tsxt9dsGugzHDLWQFisbGAqNjYlrAX+dsW7gWesii9d5qCpb8NdrHzeRf1OOKS5fZwpJXzFbNe3A/TEfXU8sPW2aALeMFbgKbH8NObd/wDtivHN96mLBfDkjcE3uCO3+E4cfC/4ITUsXiflVnbcbcG97+nfHwTyull0BS2nUAx/y2KlTUiFIhdS4Qg+InAPr+mIJZB4SpB5gtvMCFuu39zziwT+HJ406sx0k6rNYjixtvf64oU85gz+HZtMsJsL82Y2ti2jq0iLMCqeJ5dza4G1/m+OWo4pa2N5MvldUUBZYX3U6rkDe/8APFGiZQxaGeyqLvbcm5Oket8EUcCuVOG8HUL/APuOEag6lMEojmnaKQAKFqIOQAd72F8MdJm9NUvHMa2guq6LLNubm/8ATHNqUZzSURZfUy22WMnTfFqVbs226sQPjAqtq456SeKKekMjoQLyjFqSuiYlQ8Y1XNvEXfBU0KrplPFiBz7YgqrrHspIsTt8Y6hqBf8A6kbAgbhwOBinV1xTdIgQCbkyKORbY3wwB87UCjO/n0KFta4PhjGZ54gkqK1XEhjdo7Bk4sTuLe/bjD7nEtRNAv3SOlLrdSZJlJXyW/h+MZ9mkckFTP4klEhspHhuzElbjfcdicb4sXsrQQeHULNJoKiw0qSp3v6/GO6YotXKXIW7WuG9Dfkmxvbs2LNY7zReH4zFfzXVCtwPcnH1AkK1seun8W5JszaSRY9+xtjaYMzVkMOXGN95ZJNR8v5Rcm7dzsff52wfEgI3UiMgkFpi+2obEX3554398L33N/urzJGIqcaArKASRte57nftucGwtPTlwy6U8MlVRGYflB29f+/vtmqjnm1SRsrUqhgd3sO55J55vt/fC5WiI1zOwV2LLqYLoBOjbcH15uMH6yUeKVLyIpIG9PfUCwsbnc82vYfvhdzGQNWzaJFVmRTq8Ir/AAi5999rH39N7Af+y8E9W0Xh7FEnY3YD+AjcW/kbbY1iCsFdWxaAR4bnaxP8B78Eb9sZP9mM1utqMAqIjHIt1A03KG9x2PA2xsdLEsDsI9KRqwCre3K8Wxnk1A6KdB1PmWnWGWONNhe5IvtiWaneqopY38rzCSyts1zcDv8AGIKQB+qc0lUMWj8OMk7Ai1z9cR1FAafPfvLSoWlAexNzt3Xfiw/njBY9yGukGRUA8X8ZlWMXO1+L2+B++J4a2ClzedS+lZFVr2LBjxfbj82FRctpaavnE9Ik3hzFdRvqdexAv5fQ/GC0sr5dmGWSQxqISwgYqxA0sCAPXv8AtgyYqGtSrTxEK6WYANewtxjsoXzV0Yt5KdTbtu7bfthZpqaZcwkcSytFIxbQgFlVbbW2vtzgZB1Y/wB7Q0+lpah3WKPSWZiCd2Hbf6bYrWw++GPvsOk3VInJHuSAMU2pBFmrSg1DyadIJkJVSdybf+3C/led1s4rkrrxTLAY4Na6HLne1x6+ox30TnX3n/UmrJyqRqrs0rWK72O3NhxsPTDDYsdcOv4TAlZVich1tdeNwPpgHlwqZKpXgR5BGpd4kgLagB5Rcfl1E3vvbjjF3q2sp6mrQxsrRGkBSW9h5nOxPbF/KotGTVMkbKsxiEaErcm4sLe/fF8S9lLMm++RPU9S5dVws5tEHBWniUcBCisCedyfXBPp4rUUTRxTUs0mi3/LzKwuLlW03v7cYsdXNPPJRZPSOsUUaq1RJGpA8MCy6W/3XuPbfC1Jl6T1peOIBoyqB2UK9+5vybD++ERo3Rqq1PPPGB4cmgBj3IHf++FPrONWqckqYZFsyzAbauWZr2Pa3fDbk8YoOnWMbFbQsyjnTtsf13wm9c/gvlVOviWo4YtdhcsG27et7/TD6vxXzLLs1V4zk0irDVaBIxY6QASTsOx22GDlNG5lRpdEVR+L+HG7EAEiwXVz/Fe/tibKpBMsiKx1uikoy3APz2/TH1WyJmdOGTRaykex/nhaYBZ8jNk9X5lLJWC4A3XytYn3v/PBb7OHfxa5xb80SFQb76h3+L7YGZ+I06aUI34q1aggi3+4An3we+zCJzTZlJfytPCG2t5l52xbciFPryP/APXzMmfxB+XTo3FxGvOOVUyFZG8yEAntvt22tvix1Q7r1pmXiufD8fyKAWA/CS+w+e+OIdco0l43sAWkEdjp1fuecJ4PZYV+8FHUHU4Hh692AF/X1xXnpIypLQOisLjcHvbE8iaJbtC8qq4s5Onew2FzbFWN0EWim1Q6gD+JwDr3sP13xRYjSO6XYS6WsVkBUcdu1+f0GOYqmKmrPFlnMJmCjWCyjYeh2vxzjkvKsgcqjWe2u4vueeL8Yr1MrpJSFQAGkKEEk61tx++AYsurxLERDmkLK54nVX9LflI9Tg1T62jGmPKZBvvp0Dn03wEyXI8pzXL4nqqGFi+u7Kmk2Mh7jc7YtnofK0WFqZquAs6r+HO+wPycYqyVcqKLUxcZXkMjFhe8hU7fAx1HlSGQE5JlbA2sROwwNqOgttdPnWYxyBbkmQkGwOK0PRebKkUqZ9KmtBsFBtex9PnE6aG6jKfG3OR5W9j5VNQy2+v9MVZMriZis2QZKthYf80TfA2XorNJY2UdRTkxveyx6TuOTjmt6Hr3qfGXMmjFl8sbMBfYcfvh1/UtTz5XGsbkZTk8bG5/DlLGxB54woZxRlI5nSCjVWDg2QWYkhv2vtgpmHR9ZCtqjN5nU21xo73bb3OEisylaUukzTyEFgNW4axsL7+mN8WUdQLvqZorX810va++xv7Y5p6mmgnMjtqOosDqsQNNiPjfA7wwqMRHEbAci+9v+4wUpwAm4u1tbEKCB9Rxz3xtNXIKta1aKkphOzatTWDAAKb6h6m2D0b6EIZnv4ekqz22I3429d++BV0hzOnk0RKBEGLuDvwL3BHti2GjkRFiELPpsrJcrsG4ufQHEqpqiqb74rqxH4hCET6Sdxsb9/23+cLNcjCepdS+gBb6nuw8q3v6jfnm/PfB+plgEsdgobxbEPGGLG69ub+nrhbrWV6qRwNLKo1WUDew323H74RNMP2ZtMOsYNLEP4cr2a3Gnt3O3fGxS1NGtbXT1E8I8KOJkeThSQQPfcj9jjJfsqZ36yjZHaQpHKRd+AQBtffuca5XUseaRGCoQRy+WRntza9h++M8m4hyyojqC9VGnnksXVBsWta6+o278YFZnl1bVdVU9TUSU9PT0sQMSB/PIN73HA7HDGZY6MNFCAkiKCWK31bc88bYT3zirgqqjOo4IqiOohFgknnhVb7Ee5udQ2tjBa7qo609RVaUXgoojWWWSRDITewuo7jfE1RQ5hFlszTzxzIjrIgii0AAEEkC53OA3SRravPkzCcSD76jqxVzpYIFIKjsLki3oPnDVnsikx08ssUIVwRL4yq6+oIPNyRuPW2KysZVUR+DUx08ilo32aTZT/EAfm9vpgNljQ1GZV+Z1dKtNXraOadLaLexFr9rnvgr0xTGmfMEqFtGGAUsPa21+L2Jt74tGJYa4IqIGYWEdvKR62xGs6C6vLKSuzKkd6xW8GNg6wjSTY3FiOP63wMzWny6nqRHQRw+JXRyR6VlI0yKQQfYbEHBeny2nyuaeOhijiSomDOsaBV4PbvzycDIcjbwoi8EUFpmkHhgIE7EgKOCBxi6XIVYKeZ2nSoAjmMqllbgrYbXHBub343w5U1V4OUSSRFA4eIKx82gE2tb9d/fHhyinmJaR3L6iw0k8k/HxgH1BUVsVKKHpoTVM4dZJAV1AhW2Te1yTfjsMX1kQrKh36szHzadISIQn80YAN0I/r74CdTJ95lWhDtE3lLFFYu632AbhR32+MTT09AmcVU1Xm/gV6P5vygEkAkX3vvtz2wcyeDK6+XxvviVFSLWewuO1hY2+mL4eoepMyrKaehy/K654Zo4Q0+p9UZJ3VSrCxJuTzilntK715pa/MC8tbAtTKUhA0aRpW1+Bcny2wUpMrgzStnr6qnmvPUsyqx0/hqQqXHwt/riGrp6fN84lqpJJlaHTThI1DAFeRf9P0xNgkyV2pVp0qFCqV8IsLHi9t+OMXMxicVtK6mN4nIHmJFvn1/ni/lmXImWtSzOyEnaTTYE29PUY4NFUT1eiKTxo4X0O5TZiACV53I4O3tjLcKvUqRplAjlLeG1cQHVtxsfy2+m2GL7LIyuU1IexZqpWvfkW98DPtCh0ZVTAx+GpqyWIaxN1O/yNtv2wW+y4sMmlBYsVq2Fm24sL27c4tu8dZhH6tqGHWGcMskd0qjYOob/APIpf9TbEURBRG8NUYwhToY6bXPb6jHfVDo/WOerqhP/ADWkg7MD4SD09sV4d6aG4VPISVXy6t9v89sankRcqqkCZQS0aiQhWT1sdvbj1xDofRqdFeJBz3JuDfEbVFXxFHrQsQQAG07DfFcF2sYxEzAKCpYW/Qcf9sUXp9BjSWNVK6r2Ym6fAPOBeazmmpKWZgVVJFcLxcnV72xMJX8SCd5nmRWIckC43NhwP03xXzGV3oZiArcMq6r7Bhf4OA0HpM+FTwIjaoF8qatm/Lz+t8NBYLElx5BIgIvwL4UelrRw0gQqosCQwtcG4PPwMM1S5igLfmAdDccW1WOMVuCDt5JNQOyn+L2xzGS1BCyggeGp/bHNjaVdQ4ZR+hxxRsZKGnK76olHPtjMg6pT+POAWsDHuf8A29sdVzaaZ2IJC2JHr5hiOnctU1UZAAXwyCPdTf8ATHGZPoppJN9AB1enbDAG6iEo8NY4We8ig6YrgG173vjHOoI2eq/6Uis8hXUYFF/3+f3xqnUkhluq+dxKpX8MtyottfGW9SBFr01xxhoxuPu4vbUOfN/PHTgxyK4JI0s1g1xbv84N5cAkWp0ZlUhS2k3P/wB3b67YCDSFfUBYCwseLfBxcoHlZtUMUjAkgFIydR2stxv++OmMwZikP31HVpUl0sbJe5HfnbtyMExHJ5WE0wd3KkudJJOr+L+9tsBIUqI5dE8SoChsLqCTY7n05A3/AJ4JGJxUlZbAhuGfUGsW322PyP7YzWk7S1EyRBvG0lwbiW19xbba37/W269Uo0lfUDUPzkDWQ/Ci1+D+nx2wYIEkSsjwN+QWCEsBYe1+3A/pgLWMrVVTGrNIGLabDYWAFyDvta22EgZvswLQ9Xwp5h4kcqspBFxa5sCeNjxxjVqWfMhn1TCY1ajIQwNcHykG5J9b/TGUfZkbdawr+ULFLZLHkrsbH+mNk1MZCqhgdQUsF2Gwtv8A5vjPJYoVWWNSeLUNNPWyOoV1m0kMO9hYWxTmkyGIO+aVAKTANDSyG6xJa1ggG3HJvjiozOskzCV6iQw0kRZRFsS4U2JPckntgF11l8cdCc5WCSJpWTRHHqBYC9gVHfSOcZiW6OxQRQVUT09RJPFoDwSlyVUbjQB2BwRz2OmkyHxptACKumRmF0YXB3PGB/SoapoY1kZprorKo4UMLj6e3OO/+HFqamo/1BkWKVCoGoDUbi21+3r7YUxQ6Qr6itikE1ZPMgYinRWIGnk3H8Rw0RRWrlqZJWZxHoAVNiL3398Asryx8qq6ieoc/hnTTrbci3cj5xHl8NM9LHIainilI1MhViwJJO7XAF8MJcNlozudan10kYk8KF0sZDa9+43wssssSJNOEjjZtIaSe2o+gH8WI45qjyEMwJZgAfbkc7HnEXTOYYgbiZVcbC9gR8+uK2YZTQVpvU2YjylllKGx2IuCDY+mAP8Aq8/iyoIZGlS5CgtuAO5scVsuzmqzCSsaoEUUcThI1B1M219xY35FuP2wNE4OiOnYQEgy2BVHmALliL/JxePT8C08keW+HQTMCvjxQqzWItfm2r0PbALOc9o8s8H71WwRzzGygQhm+benvi7DLK0auPu06MNisZF7jtY2wX6jpulMypkVafqDMCibASxI1wBwdhinWZB1FR1wlyZqOemmdpZ4alynnP8AECACAfTfBVnqQZLpDq/gCM51j6HnviyxkaE/jCN2GmyStz68+/7YFmg3UBr6fKkSZYsucnS9SKs6GH+0bBvfbAOg6jqcry6OmpjTTxQ3jjco6kjm9ybk7848z8PJ1RmCyTmo8GRY4dRLCMaBcb3I3v8A4cB6sGOP8OORodQLIo/IOx/ntycakZd5jNWVtWsmZVDTnlAQdPsLcL345xpP2XFDkZVH1H7w5YXBPO2M8yajOY5ysMJBik1eHO+rSx2Nhbe9r2uLfphqyOmymj6ioKaOnmjqUqbiaO+kv3BsbkdjtbCzZiylLP4vE6tzjw44pA1aCRLEDe6kfmPHHOIIhLGoVkddSEeHI2q178G3GGafLvvOY5lO08uuSrlIHhiQAK7AbX374i/4dTSE8eR4ztvERvb5wl6LC3mcaiQSvL4N7lJWvzpAsT2BtiqJoDIXVplfUtlij1obW5t/TDYnTjrsuohmB/6Q4+b7Yni6eK+USy6t7s8YPP1vf3xdQkSOzaQ8chLdlIFz32O4+ce5gUhpPCT8ONnJWd5NRRuQCtrW2te4w9y9NlokXXNZNwZEvf5tucDcz6UqKmjaOJ4ncG6lx3v372thsC/luY5xS1KpT1OW5hExuLyaWBvfa4w20GcV09GpnyWoOvZvBcNbva4OFyPp96Zm/wBT6beWwsJqU6r731ABgb/AwRipMriH/LTZvloA1Fz4iDf114lyrOjKeoXEoE1HmsY481PqHpcnHsGfU9LTxxJNVGOJNKk01yLdibc4BQyF10UfWbuOxeND9OxxPJLnEar4fVWViO3LRAE//i5wyG0THU1MhkkFRVlzbV/y2wsLemKU3VcE8UkbLmDRtfiGwYbX3Ax6k2aMhMnVlEqrvZIEIH1JxUlebxHWp60cLzoiCR2OGQ/QX1BXUVXAZJKfM5AVUXDSg3A22HH/AJwjVzUhKrHlsIc2F51JI53u30w89SGigoJDJ1BV1Uki+UCpAJNu+3sMZ3WzUgdoofHdiLgg3v5j6HjjG+M6S9qsjSFrRKhVit/DXa9tu3HOLeXCT8MtKUUFbICT3INrd97/AKYqRQTzIAlLOSgudiQT6i+CFJTZgzhI4I42cMwZ7EAcXFt+379sa+MwRkpYg0H4kkD+HpeR3uAdxY7Gwtfe1t98WzRySPrpqiMqN3vGPJzuT6b7EegxFQ5FWzsKiqcRNIjtqbcFe6kdtuCCe+JG/wBNpp4y8pkZdwoa50ncpcbbD/xiNLhoJo4QJKyJ/D0agE3UXABBB474o1HS9a9Y7yzQKrONRa5up/iAvxxxvxtjibqAMI44aLzMhjMjuG1b+WwBv9L4r1OZV9UGeSQRowGpIAEAIsBcjtvx64gL9M0x6Vz+nrq2elMV5YSpYx32/ML/AAO19+MPfS/VEGfU9b4JaF4TqYn0Y8KDY9rfXGOPCzEtJbxJb6m2vz3Y7njDB0K1NSNms1XUvGY408PRYFm1NtYjjjEvHRq9RWUVL1DSpVSpDLV0xOvbTHJcc+lxexxT+0mvpoOnqmaSspyxPhU8Svu8h2Pf/aTvwBgFRGPMM58ASAzvC8hZzrDAeo4Pp8YZs4yPLqWlp3TLKGoEW/4kC82se2M52vxYyWnShoaVUsiuFaQ7LpUjff4txjPutczrqnPao0yhMrVTHDIVLhlUhX0DjY9yd+2GQ5nR9REQ1EaKiv4XgyDUQ69iD6EfpbEmbdOVnUdQKmQRUFFT2pokVSss8QvqY9gGJsB6Anvh9TfgjX01RB0/l9NTvHVVEKqVcrcs43HcgD5xNmmX5fTOZpKT8Z7WjjVmjRiLWCDkk7Be+BmRU9PkxZfu6JWg2JaxYXPb2+MSyoiZ7UiClqKmtnpy5jikK3LEDVcmyi3JHxiVb4Ss0rVrur6UZo4oqKN/CWJGBcX/AIn0XAJJBsCTbbDxm1M8lT4kFYywLISyaLlnHo3Y/I74Ucv6WYZ9Dl2dTJDLGn3v8FvPIxN7KR6Ebk9hthyqwZ8zijh1+FMx8qEnze/oBzhVixTzxLktVXxxpHC8cviSIbBD6knYDYX7YzHpOeVesTU+b7vWSpStAwOqRSAdW9ioHIP98aLnvTuZmCjTLayGop4JDM1FUKFjdhcjcc3Ntm2GAsPTVZA83UnUVUqZx5SiRhfDjbex9NtgPi/OLENMeVZW+aVFStFTmQIieIFF9ge545wFoPukXUFfl1l1xASBI2tYuNwB2I/QfXFiPLfGy6WOk6gMCyAeLImg729/T1xB4lJ03k89Sj0lfXUemKScraVgxA1M3J5F8ZxKVoM9rTFRwTZjHT1VPEY6gOoZnkBNwwNrWAHHJucOOTLV5iIXiMbKIQzBxoLNtf12vtxfCP1JR1Gd53JUUaO06o09S5TUirYBQL+29udr4tUU1dFl+XUkdTNNm8mkFoGXVTqRZkO+9zuBzzjXwnSx1Gpp+oM0qphaM1MWtV3ALKFO/fdb2/tjyGVMyrwKVKeV+SEUBthcX38wO23ycXB0/Vw19M2Y0JqsuSQvpllAnmktuxU7AnhVF7C5vvgD1ZV11BXw0+XeHQzWMMdNGEZow5ALsV7gCw3vviwMVHWPTZoYoSImhUc2vfgt+5wd6Yq6Kq6j+8QwrcSMBKxsU7cem/PvgB0XBS0s81AV++VBtIaiQbggb7DgdvfDBRUrf8TZZNTeF4KyNFOqkXHcC3exHPbE5LKtUmV0kz1E33anMj1M+p9IDH8R9iecWFooUXaEggWGmVtx+uOsq8tNJe3/AF5727/jPvi+gULexvewOOetBRy+ne5X7wjHkl9W/rY4TvtHzbMchXLRlc8UYnd1d5YAzXGmwF/Y+mNEQgG99/3xmn21sqUmUame7yS3AOx8q+nfGuN29pfC70n1Dm+Y9WZalbXyTxSlleKyqP8ApMR5VG24B57Y1kU8ZLqwBYcnvxjCOmKlqDqnLZTFI8kLlgibswMRAse53J+MaxF1SrGVo8qrmIOkoxQEHTfYXxvnO+mYNNTRo6CPWGOkkg72sb4m+6wg7Brna45FxxhdPVLeJ5ckzFrqEFygPB7Xx4OrREmr/Rsw0aQCBpNjYXvY4zla2DZyTL6hmaakp5Gvuzxo1gQO5U4ifprKmZh9xo2UDgwJb/8ARwNg6t8bUseTZkQSouNA9Rt+mOW6tm0yj/QczXVYX0rfn5w/NNi8nT2WrOStFTAji8KHuPb0x3UZNRIvlo4ASpNjCnqPbAk9XEM7S5LmygFjZ1X/AHC3B9seT9VvIulclzMkAgnQp/iv6+mGVMgxNlMLLJphgRl8QL+Cm3l27etsWFoLSKWe5Kk30KD+Zdr29zgDU9WN4bFMlzVDdwPwhsbgevG5xzN11TUpeauy3NYY03DmEHvaxsduBi5ToyxU5EDMZG1gf7ALbXtjLeuuoc3yrPp8sy+sanp4kVo/DjVSQVvbUbm/PAw0J9pGREmMitWVreRqa9vKB2Nuxwg9b51RZpn8tZlp1pJGiKZVMbAhdJG/vc7Ys3ey4F1BqKqZXqpJKiV7kGRi5I2vzx/lsfTUscBaORVjQpqB4viXKZjXRnmlWNlFoI9y17jzE7H398eVcFOqPO5d5VS/iPfWCQN97Wtztx9MbR8tRSRABzM7lWBRb3uG53NuObY4SrM8Bjp4wmk7M4L77EgDi1sVE/EYVErkaiTqfk+pPvzi7SwIRIssZRQDqLLYqNQ78g9tsAX6Roqaqzn7vVxJWAxMV1HSAb7Gy2t35xqUOSUJNIY8vp4bN4t0UKA24uPfc4zvpBQc+dQoFonOkgk7utiPXk9h39ca6jKtOpttexUbdsY5LIRclSKh6igcPqj8RopNVr2YkX2HO4v8YP8A2jmvpcrjqqAkmA3aMWs/sQfUXG2KOTIWqYNSsz+IWMYP5iCSL+t++GGsp60UNY9dXxPGYyRC0ICLa5G43PbGd7PhGooDTZmmbUc8UtDXRxySIx86Ej8wPF7bEe2NAzGoqZstL5Q0YrBuqvujf+ljbg+uMmoqakzPMvuMzyRpMpCR040qHBNzqB2BsdrfXGm9O1LicUcsjyukf5mPmCiwAJ7/AF9Di2E9KWY57luZzRw5k7ZbmkQ0tHqYGNz2D9xtt8jDVkEVW+WG/hLmQgEbswv5wTyffY/XCx9qGWUk88E7qbggSAqLFe4J9eMR/ZxXs2cS0ketxEhB1HZlIuDa/bb3OHw3KZc7Wi8WDMM0nOXVVOhSxIPBve/8XBt382IcjzZJKisqj5aZDJKjG2hkA8tj73xT+0NUr6KOnlQSamawbygbfztfCpk9aKHpcwTxS1cPhyIkQ2sn8Sm/NtKkEfpviSbDWndGZuc6yVamTaTxHjby24NsSdVZQM7yaaiLyx6rMNNgT7H9f2wmfZJNJQ5DWmvVqWBqlmiWQeWx3sp+h/fDXL1ZlUdUKIThqo7eEBx8njEuy9LuxkvS2TZfW5jJllXBLFmNO4WTVIVDi9gwsf1+mG2DJIspq2hSCszMMWk0MNV2G4bU21ha38hgV1nTrVda5bVUEEkatIUqpY+exDE8C37YMZr1JnlLl6QQJHHUqCjSsb6hfb9d+N8bv+MrnUGYp0/0qMspmV83qYwhUEljI/5mb4va59BiLpGkaXqGKQqm8OuS638Nka2x9dzienp6EdOUlYixyVdUqyu7clt77nte+IOl6p4cwWAui/fE8Mn8p1KdRt78jEIcK2gOaQySwS+FPutJMV1LGf8Adp7nCvneU0VJRJHSu0tbHK88lW4BkaRrXJ249hxgnn2ZO8REXljvsAdyP7bYz2ozKup56uP7wklFYySBY7urWA/N2Xn/AOOJxWu8oqIhLXSy6hPp0sp2VWvdSPmwP1GGrIKZMqzrL56WWaoerqEimle1hq40gDbYWv7YVuk6MZnnEzyOJolp3L2U3UsylQbHkBTthvyOneDO1NTKzGOvijgLC113a3vbff1xbiD9CZRA9oWKtLLZwwsR4jb84sa5LBTHILcEAG36YFZbFpgDaXGqSVvLIeTITx9cElEty/jVFrk2Y3APftjk25ao0X1hl5K3U77bjjCB9sZSXKstkViFWoYMb6TYx2J9bbHjnEH2n9RZzl2bUVJRZlNTQyQa5DDGoYG9huNzt2GM5zCqlqGcVE008zXYmonaQcXI32va+3G/vjpx4/WeV+JOndQ6joJCPO0hLKRfSBGbEb3scbnlkqNSQ3CqdIDLoseMYh03dupaBY20xiRwbrtYxtfgAbXONXyqqKVsifws5UEo9rCwHzzjXP4kMBhuGKxxkE/xRk49EEam3h6bc3jAt+hx64JF1BbsB4DbY+tpVSQ1iN9KWOMTprI78GNmIJHxYbY6jWBI7KAd+LAY41MOBISOBe2OkY6ALyAdzq4wMj6UxNqOoXI9QP64gYwOyBijbm5O5O3rqx1LMy/mVyPaQHFaWZiyXIQ32UuLnbDDIsXUX8PSvoL9v/ljMPtSzw1VemUUbs8VONc5BJBk5C/AFj8nD7UVsVPl9RV1GlYIAWZjIG2G9uPXGHTyuVqKqQmSWaTxH3uLsdiCN/b2IxvjPrN/xXk1BrrLcWsdrhh39v8ADjsaoSqsDq3NyOQTcAg7H9b4+aHbUshItcA6iBtccbm9vS39etQbXpjAVSbq3B8xPxx8frjbOieU+FBTyPI0dnOnSzsm1wAQNrC54PFvnFXNX8eaEAkmwZ5C+vb8o5+D7fW+LOXALTK5MlrkAhATcFeSRvb+XxuNopJZa5pYzeMuWDvYKewueLb8e+CrqRLJPFBGqeGFEkiFrfA353/8YIUHh1E1Ue9naOxHludyDbfvf4OPKOBtUkiCUl9QUqfzKpUbEA99WIIZoo/FcAagHOjUAU83IF9wbWPycFG+ip7dSkwx8QsWIbYnUN+djwMatXPpyxyGCAKouTb9/wBcZN0ML9SlmGoNGSbbbFlG49r898aJmdXLJOKZQ3hqPEa3eykj5xjlOxb6V8Oqd6mNlMcJEShf99vNgx1FJ4fTmYm+j/l3Ib6YSekTXxZNVTRZjJBQRFkjAVSzty7E29dgPbEs9JNV5LVSVmcVx+8alnVH02GnUotbba23ucSxd6Z/RyVs+f0ppUZpFlR3YLsou1zbsN7Xxs+Q05M88rqA2vQPUKqgD9yT9cIeU5THDD4tKZw8xXW0p3IW5BB7cm4w00Ge5dltEfvNQY2RW1Br3Zja9vbY4t7SFrqx5qulqswSTzU87WUb6o7kW/z0xP8AZdSMub5nVGJVRIY4k0iw1aiSAfi2KkWYZV/oKrUVUMcUrvCzFtPmKsSCDuOdjbDJ9l+iTpzxlsVmlY3tYHSAt799wd9sS+Ct194ihWSO4hjLkX23IB+u+A2UiOryuBJI/wAjMC1t2YsTcWPG4wf6zAmpKl22Rgy7Eea2y78ckYXMglMMGhg0o84YKdTXuw9OdgeOMOIeOn8rSlydacqXHhEAOb6Sb7j33x21FQ1lPBRVtJDIrIXU6bEH1B5xIK2njy0yGqg8NWXUTIvlGoAk+m+K1FmNHU18RpqyKXwY7SMrWtudzccdsT3trYz77RaBsnzbLPuqmGgpmLRxq1g/BIvyx3PN9r4L5k0U/T1QJzpcQsYldrnbcHbcgW2wP+02V62tNSsqyUkLxxwFWBQXU33Hcm+/tviask8SPwmQifwxpIIN9huPT09MaZq/0dRSS5VCk0qsdhEX2JLXJX6b4EdUvUZdMlWgKmnOsA8aw67fBUkX98N9LB9zbpuFfwnkmMhHGq0dgP0/niD7Qsthq/CKSqktTpjVGbltYOw+L4n0Ds7zANEk9IjyKUSREtcnVbSPpfAroqgetTMWrCGijnRGKjuNVzv66gB7YJ0iyQLRK0akJFJqBFyCN1HoOO/pgHTZxUZTUyVNZSGKmlZfEaNiSm9gT6/IxcDHkUH+nZnLBTiyVE7eJY7ELGeB3Nzf4GLnT8dRVZtRNKyl4axJvMbDYEGw+DtirG3iZ/lU7zIkN/FUKbqwLhdV/wD1dsMOW0UlJ1SCBqjJDcfxX7frjN36sTURAplta7PJpv387YtRlTqG5PNx8nFShe9NHfTsWAv2JJxbSRVJAC3FzsR6Y5tMr+2Bb53lZV1Ummk/NtvqsNx242GEdhGr1BIcOuqMAkAbC523sNzxufgjDz9q0xjzjLXVFZjTypHc2DMSABcny7n83bCPPpp6VljvGVEhFhYkk29b833/AO2O/Hxnks5AY5epqQoSsayMukqLG6EXG/xe2/GNOFM0U7iJLjS+kiLvYf8Aq9sZb07phz3L1Km0ch1hRqIGnf678Y0uSoiepX8DTpjYqBCNtgP64nL4zDZSrrjDXUEXFirW/njrwAVdj4eruQD/ACvgRlVRG82hVcIWfYxLbn5wX8RgbarMD/EFA/Y4w6RGIzpTygA83TVtj7SzINQQgHjTsP3x8zOWGkqebiy2OOj4gP8ABY8+ZN/2wEbQXB8NFFjsfCY2/fEZheRV1eJcXYWjuAfqfjHrzFr6QtwdwWQ/S5G2OZmXVHqKggHdtB2/TBLSl9pkzLkEdBEzLLXSLGoKKuwOpt77cD5vjN2UEwwWYKp1lBqFydgfXUN9uP1w0faFI1V1JBTIgZIIBcrp5c3PA/2gYWKl1aonVGlEV7LYX2sBv6g7kE/yvbpxmRiuEiWRGRfDNg2ljZQeb7dv89BiMFfFsNAuN9Zt6+Y6TYnizWtiQ67SSCyS6T5m24BB2t9MRiOIvpeRCq7m52DX+L6edj640kFZnWnym0TNHHFGRGPGN9ZsNhtxcm55+mIqdFjpfG0I0aKRfV6b2t37friOvIFNRxnTvYsAqgWsD8i9/XEriOVQiakF1UqTYWJub+/b6WwaWcudIYoojNIVRAbabAeYcbD/ANXNvj1ipo1MMlz4cfmCJIbhje/lPPz6fXF+0ki3hhAW1r9iC17DkDjknEFIBAUmq1aVo3IAJDpGBb8qk7H3wHWQ10+WZhJWQxyyxsjRLrNmuSpv8f2OGSPqjUy1UtOY45LhytQCT5SNhp7c/pgH9+pmc+LC6xG+6+ZV3t3P049ccSVFG2kSwVKl1UhRHYkE72/b9cSzQzf69lCxBGpK6SniBWKBn1Rhib6ri19+5xSbP8vqKmWqlSrZm2vckE772uB9fnAR6rLlQ+HDVXLjVIVG3ufTkYqw1GWyTlnSdbfnLRg6bH345/vhmBspeqaVIxFJDUhC1g/hjUe+6g/5cY+rM+yrMEh0yVEU8RNiYgA1+Lb+2+Fkz0ZTyOwW+4dDcg27XNx+ve+LENVSIyWmjIuSfwzseLknv/npZgu5lVZBUgSCKQVNwD4tP5WXvsTYcG3x2tgvlnUeS0tAsMZqbqCGgWJhCd9jYXI5/e3phbeuoY1IeeKJhqDHUTz2Nh/n6WiWsy0LYVCpdgrME2JO1uLcf5bE/O+hul6ooK7JqmB3SnZpPwYooHcKuxsW4vtzttfA7Ka6hgpamISeZmDpL4chJNyfTgFsBUmy59Jjl8QBd20fN/6f+d8XY3oESVvFKoSQp2FwBubnm1ifT9Th+c8H3UGbUlQ0EcFBlyo7o09Q0LpLIQTswA4Ftzg9kXVWT5VQ18lRNDMJQFFPGjPrIvcXItbthZmejmJ1VFPdRd0Mo1A24tfuD6euOpY6QwjRPSgL/wDxKkgbbXv24+LemLg86Qqcp+45kcyeOBauoEn3ZzpAG1iF4G/12wxQ5jlMVcal8xonV/Np1AXsOLc2/vhakpKHSHaWkU3FyalW5Hfe/Gx7cHtjgpl0hRIpoLq99Wq3xe3rcA+9jhgcMz6nizIIy11PRVkd/DmimXYDkAk+hxXy+WGtEOYzZ1l1TWQWDR1VSFYpzZWvaxvce+xwt0lPlryoUqonI1GwN9Nu5978juMey5VSN+Iajw3dm1BbGwvwD67be2J+Q5rV0v3qnqFnpnEj6x+KGsBtZrHbm30xWzyngr8nqjBUwGoUsYwtQCQ3Gx4+mAC5fFE4KsHmHCaQSSu9z8gD9cdSZPHUOSEBJd1JNlA2BU8bYYGLKKSlp4aBTVwMKGJYzGHUq5PmPxvex9sM2X5yavP6NQ6hppVA0uHBAvfccG1sZfUZM0iFo6WKx31AL3Q7cc7YM9FZPFD1Tlcwp443jlDXRVFrlbXsPc4ln9D/AJZLJ9yp0JYhhsSNt7n+uAX2g5rWZTQ00lFFTeLNKYy0kHiEALfYfOGTL1daGntbX4aX35JW+FH7VQBQ5YHLCLx2Nx6Bd977fXGOPdbZtXVddmVRqzGaSoEIIu+nSh8SxBC2ta23wMD6oDXdtgUL3BuWNzp+NvT0vi3AUeIzKHVncNcrYrck2A4NlH8++BuhCqyaFJIDAKSwIvYX39Pqf1x2YX8gbR1DQsgKJ4pJsuqwAtYAHY++NCnU1U1mjTWDc/hA/wASnfffGf5AfEz+hUSaVMp3ba5ta4A/isLfG3Ixoc1OniyMvgFWDgK6FjYaRjPL2ImjVoWRhAFkUk6lpb6j63vfDHQVRqEsGHi8kNDpIFh6/OFGvzHKqNmhraukhqCzHw7MDYjnbF7LqymM2uKpgkQ2AMcjG4t6Ha+M1ZcMoMzOp1Eg+wvjpfFvZWka/ptjin8LdvJc7G4P6YAZ11bkuWFomD1M4NhFApksfdiQF+uMtWjrxyNYt4nO2phYe3OIyHWdWMhFkNl8QD64S6T7Q4ZKkpW5T91py4QTK4kKi/5mFhsO9r4e0QTTLpdGUrtZV82/rfg4tlnrNusg6ikM/UmaTTJrjjlOgltV9A07Ae4GAMRRYAxVja4DFQLggeu3bfY4IZk8PiZjMZFu1RMQw7aiQNP1/nig8auHeRxe5XWxCi1h+Ufz2tfHSeIlaYsjKi6SgNzfgebcn6jtijUu0cl/MpF9hf3P7j6c+uLLyCSNnW57gqxIIOruLAfHfFZlDsELMbg2C7jvsDuduf8AL4polWykzUcLs5CIXHiAn9m52FsSK8UVTHIzM6i7hObH0N+3b++K9UH8Y+PFqYRoAwOx5/vzi7SxrHLrLgqQGWQja399zfBVqlqFqVfXTqobl1Ox81/Ne37e+IqqanLllAdWc3YRnyqbG+wHYH14xRzCpLVQp1iJhRb6AgtIdxqHewsNjffFmSCpmKF4gCq8M2kkWA7Dvcn62wE0aodHhOGIa5Edg2kluABf0FuP0GPghigUlZG8iHUNNgbG9xxvx+uKNVTPTszTxOq33YLfTuDtbcH4xJQZzJl+uHR95hIHkIs1vUeo5wEsjmRLH70VQqGvvosOT7fSx3GK9MBV6XKGOQGx8wJFzzvtY2PpvfEwr6eSUtQSLGzqw8Jha2xsD9d7/GLZpxTUcNUsERDt4LXb8rXDI+99ubjb82CIY4R93BligjBIsLdrtxvew9zjwKt11RxWFyWCAjhRfbY8+1ufiOCanDmnmqH8Vm0EhFChvkji553xOKaYOkaRgyC1i1kuSAfNbYbDn07+hXlQg8SdUVY4yzqAoA9Nr+nz9OxxXWl1zMDMwDvxa99/S/HO3Nhtj0SNW1KxQCIQfmaTSBr39Lmw9+cHabLaWOAijhZkC2aRxZQAL21Hf674gA+Ar6G8XWAQ1rG17sNjz6c2vjqnpQy3gWVbeY3a/Ze++CMWTZ2s4YU6VFGxuximVym54A37nj1x0uUURpHkaWbXcsSCO38BB+mKBz0g0FQIACbgm+kC/ex/z+VX7usip5Y/EBF1F9hZr7cEW9r8epxZy+hqqvMI6TJqcyltRIG6gDnUe2/xgvmXTGdUFM0gyppmGm/3SVZdNgd7Dfvxbv8AXAAHijQ7GHULqNBPGm+5O9/nb+vUVNqDlGcgAligA3IB4Ngx9hv3x1BWRgaJY/Ab8upgZDG1gDe4uBsed/py2RNl0sUQiKSxotg4Ora389/nAJ6PCZ7SrUAWazOsZC2P8JPA9jjqbwoQ0Mhq1ddysclmHmY3024/vi3mNDLVTPDTU0Uko/OL2Cj/ANxOw5243xapKdsvSGKujV5Bp8xOpSL8X79/0wAhKaleKSWRBexB8UBGFgLk/wC3twO4OOZokNzopdSs4BEh0nYG4O38sHpwlQz/AHOJBKIC4Enl1CyiwP04PtgZTx/eZYollQM121aQCtwSSTzt87/rgK0kSLU2vEwbzBAWcXJFtlseD64O9CLIOtMkEYKLHVJ4gQNa3vf6H6Yq1NI/niQzaFUlFEjLxvf0AJ33/tgv9nZeHrnKvHWwMnhgtYMpZSe3PGJRrFDGzUsFkdT4SeX6YQftfeM0GWRa1aRqgo0QNyARuSP7+uKf2i5jmNK+TU9HVzwU81MGkihkKBjde/Ym9sJUZWTMpKiVmcpJoDEHzC59d7C2x/tjnw4/WrXFe76ZYmHhgOUszDVYDn42+TirIrSsBezBVa997WNrW7ji3A39RiyzmeomlLeIRrI17XJA1aTbY20787bXxw+lZFRWVQ1reXtsBYDtududvYX6spMgDrntGIGCushBLdhp9RtuLWHwfXGj5zWrl1PNOzSvJ5ljiSYeZjb29OcZ503GP9fy1iSXMuw1bnkbEj35/vht6oqIpszWliYEwgysSFa3lG+w/XGb7As01LmedSS09BS/e6tnDVVXYWVib+Un9PjEucdM51kkDvJoAIufCv59uwvz3w9dAFcq6XbMHhqauuzF2mihhW7+GCAOdlHJ39cXOrKypq+k6epSjWNpqhYzHNLfw1N9yyg8/GJ+u8XClQ5pVZxl9FG9Q0arEocCXTqPqRe++1z848zChSkiQOIwD+UkBL8XG/8An64XMkDU2YS0CxyyszMixRgPc2uLW5454wfho62vgMkFNDSqunVNWDxZGU7A+gHHA74tQu1ipUTMtIqmO1tR4sDub8fp6Ysy55WUuWQZVHVS1ChdAjiXTqUm4UnkjfYY8zrKswy4u1azsRcA6QI2XsQQePawOGDqjIIMuyKnzbJI1pqmn0yCdDaxAF/NzudsaCbMswM7ZiSksQKCEbFXvYg+h2/TFrp3IMz6kq5xl8McscIAllla0a77C+9z7DHOd08tZ1LU/cwLSyoYwSSNctiv/wCl+2Nk6aGVZDQxZXRPIxijaWaYQsFLKPM5Ygd9gBfGeVxM1iecdL5nkbMczpZqeK9vFQF4z8MPX3xVi1zRpMzERxEq8v5QBtx6Xv8Arjceoa6hzfpDMPutQjaoyDGfK6sL7FeecY309EUz+mgqIx4UrLKySEKTYatNzt5rW+uNcbsMHB0dm9TTpUOkUMTqrLE0h8i/w3BHIB3BwJr8tq8nKtUDSxIN0N0v6Edj7jGwS57QQ0dNLULMRVSFEijj8Q6h66SbAbb4R+u66KenlMLKsXiIp2/MAd/0O3rjMu1S9R1qVUMmoRtI/kOoW034I9f64MCKOkcQTSU6sANAK6Va4J3BJv8AF+fTClllKz18sGq4KldUW9hfYgem3x74eZKWsq6an8aGFnUXaT8xa230+b4tRXrIvuFGA6wqrvpVUBChu4sSbW+cDM0yFKaVJYJHDONZiUbKe+o7BRvsRf4xZz6izJUNRLCsqKdTBLm1j6Y9zuvW2XVUbgpMq3JY7oGJsAbAgC45xIpUnpQGDzQlT6Akgb/zw8ZIJnpJctzeBqd6lFkgvsWA2Fx2Pr83wT6E6fnr62LNKmZIqWnkYRRwsrGVvym43su/PN/jBDqKCvp8qoBVlJsypprR1IH5tjse59L/ANsW34hMyjK6aspaunnGqaAtGOBe3px23+vtgDLVPlc7UzO7U5V1V7EkXDW/n+/0ww0HipXNUJCY5WH4tOQdQI3UDa1yDf3B5wvdRzpNVM0ZJibzA3vf0+PTCAtkVPHHP49To0CyJGR+duf04PyP1Ky5o0aNMLOwAbSB6b7H9BbFagoYXylPvsCGWGONLM5BUkA8dr3GO8gmpafqJ6t6d5o4gCFUAhSW0qNPrybbXtiWqF1XUtZGwanEUIXlJFN7873sRt7Y+q8zgzFaYyBo5QbSA/xbWBBtbbc3OGv7R3p/udJmqv4sTExSqRp1p6HvcfrhDqofuFewpvNA1ni1KfOh4/nY4suzUrVuh6SPLun4XRZJpqpw5ES6mYE7c9gBb2wWkzCugQvPltVFCBqJcKzIB66Theyzp/MH6bpMtrTHT1SSiQRKfEOhSdStYi7WcbX272ww0ck6ZbTw5g7o0LHdibkC1rnvt6k/XGLO1Vc3yXKuqKT71TssdZIl46pLXv21AfmG3zjKqzxsorXSpSOCsifXLBqIjkB2DDaxBFiDh6+/JkNaazxQkU9UySxkWjj1/lIH8Nu49TfFH7XqETZTQZpAAsiMIJVUG7IxOkfRr/rjXH3EDOnaiCalZGaMuWDFb7vybXvvxb4xJm0yzSxU9NFJPPpBEUeoOTv2Xf68YFZRl4/09GZmjEaaXNtNm3NifnbfDx0rJQ02WtmU8scbSakkqGIAVVawGr6Yt6oUqfp3qSnVJkyeTQj2VfGW4Ha6gi/cHES1kJrizxz5bWE/jLLEQrex2/fa3vyNAPV+So6D72wv5Vdo2WOx43IGCGYRUmdUUKz3kvdUkiYBgP8A0v8AH0xnf6rOZnqYSHXw6mKSwjZHXVe19+L+t9/bnct0K4qOtcpUUwWQT3sV/wCmAjEm/r/fAbNculyOulocxUzQyAyQ10QCDsBqtsCPLf8Athk+ziDwursr8zqAZPLI2osSjcH4v+tsW+Cj9qOqOfIz5ZCKMAoRcMSy2H6na+18JcZaOmLnVqBLMz35O25O9xtx2NsMfW+YQZ9mGTLl8q1KQQRpPaM/nBF0vzcbmw7cYBQPIGUP4YtGZgbEtvcKR9b7H+uLx6hfXs9K0ESpGgHiREkMtiGvyR/uFhb0HwcVpJEWSyhAS9yVbUva7X9f6225xarHezKpURahGWI3txe/pexPqTijJJv4jWLRkBWZbW249BcD+Xvii1k5VeoMtAQ2FQBYt/6iN+1x7bDDBn9Wafqytp5iyLNGI420knj8pv25wr5JOZM6y4RNZPEjFle3lDWt8C/174cetsiqK1xXUBY1AID0528QKbArcWBHp7jGb1Q3dAx0ma9LU1JVQlhRsY1DEjjcXscEutJ45MsqaWSOGoFTEVMRk0Ozj8hW4sDe3JF7bYzTpjq2t6Xqpoc1y6qUSsvkdDGVIBuVJ2O3a/bDN1b1nkNZkfjUdQ8lW0ivCq6oiHFxeQWs6i3G4xmy61KQMkdpOsKPxAwqVkguWNjqH5j+l8aNWRxNE9PSM0U7MsrPGvmlBIA5uFNwBe21sJv2b0FRmvUFRm0xRaaB2LE7BpHB2+ADf9MN+a0E8SJmDVBWYApEYgVEO/8A+K/e+1jjXLqso5k8bpOrpqzVeC6JLLIG1nm/At3FsBOks0hrMkkyPNCTEyOYw7buh339Tfj2xJ1rR53HlwqMwqY5aOwZ1iFgPj9sIipJPLAKOOVqksAhQXY7W22wgMUtM8PVuVOjlwa6OwkBVgDptcH0UgY2HqDMKTKCGrBUyeK4RZPDeS633BIW1u31GMl6jyzOMtyqCTMqJ6faIpOoGjWhNtR/hPHONHybPcmzyKCpjzQQ1siCSRAzBonUWZRfYLsbixve+Jz8EvVMEdJlctdPWhIkjJVHhRTa38TDcnGXdNDxeqcjlr4Q8VQ0oCsQQ6aW089uMHvtY6jgzCKKgoHjkpw43Fwxb2Hp/fCRR5oYcwyuZo7Q0Eg8yrc2vf8AvjXGdJraI0Wqhko5sqkpoSwjNyqKGAv5dJuBvsRhH6+oRR0klNCz/iS6rXJ5YWt/bBCnz7p6ldqmOsqnlu9tZ8j39b7tvwefTFro9Fz2vkzisRysLaadXHkUj+L1J7b8Yz4oR03041BaWuZFnm0qVlkWJV32Gpvf2O/rhulpamiaOGomyxHlAAiNVpd/i+L+cpSpT/eamjrKxNWiKKkQtc8bgEDff822KueZfFnGWQ18dJUvUQkqsSqqm4BAV9QvpHPb98S8qF+tqoUq3opEMdYDpeCYg7diDwcJ+eRyJFE0M2qkWQu0OrZGbuPS5A9sOFPkIzDNkkzqNI5DEFMYsSzFdlHxudsJMrlaqph2YxSPCxax1hTYj9MbgcOgMmrYapM9oaN5oWKQTRyxlXlQkfixsedJsT6gHfDLV5nUy5vC7tC2X09SfClYG821iij+I3+g7nGe0OU9WSUaLHU1lPTKjeAZ6gxxtGbkIvuewwW6faufN8qp8xpaijo43DtE4CXAU23Jva43He+JZ9BX7UYEo6WhziBStZNKsbwggCZdN7fItse2M1zhRTVlLXUZVoaj8T8uyuL7EH4PyQcMv2oV8svVQEykQwxx+GhvdS6am2Pc3tivlGWwZhlKLG6ASpd1IuAQTud9iCBuMWIu0+bR5nlz1vhXljNqiK2+oqACLA7bWv8AGCHRE1Il8tq4IbSv4geUnXIR5hse4sNsJslPXdMZh9+EGuBwY9yCsimx0k+u1xcdsN+S1dPBQwV+Xx0aR7rGKiYoAzG5ud7HbnthYr77W5T4dFTKx8zAlVNgd+2EbOAsEgpllDeFEImv+W+5IHtxvgvnWbjN8zD1ghHgOZDEm5dgOb8W98BqOlqczr0jo4mnnkOlViubsb7/AKbb4SZEa99nmUzZfR01fUuhSSAOsjwtDOC351kB/MAQCG5I+mKPWWeHMK+GnoZ/Bhi1NNUgXKWHYcEi5t72xPlfQ+f5hTaeo+oJAbACKNVkdFHYubC9vTBit6GpnyCqoqaokSV1uksigAMDe7AcjbGOt1cZpnFXTz5AVhWWCkWZdIdvPLckFm77m59cGXzB8/8As2nhjUrWwIPyv+ZozcH6qv64RqpK1Kr7lVwyrVJrLq6DzAXsR6j398HemxJFSwzUsYeSJQWjNvMb+vrsfrjeCxlNbFNkjTxKUMgCEL2IPYkb/GGnoTKIszD1mZeJPBRTMIYpVBQORcm3c9/YnGfyRPQTytl4ebLJjYqF/Ep2O9itwRsebWItjQen81gyPoj7wznSGZmklP8A1GZ9IAHsAPnfEv8AgZ8xp6fO89ky+piWSmooRI8drgyOBb5sp2HvhfkyjLYCZ+mq9IatRr+5kkFwPWPt82+uDnRE9RmVRmWcSx+FDVyhYU9UVQAcE8vyejy+shWKdld3ISFpLL5hwq/vYe+2MbWsJ+YX6j6TrgyXqqMMzQkBykgvqW23Kk7+lsLf2ReIevKKCYlhTCTQT2Gkgb9wBcWxxlGc/wClZy5r2mSrmqpKSqLsWSUajpYb7W2Fhjz7JkFJ9pdBFpAYCeA3sTZVI59fLjc6jJUy2cxvL5pWvJr1a7Dym4PuR++2LVNGTCswKoJVRiQbWAFwb2uLixt21e1sU5DIU0bRl5JFW66jwT2vvbuTtieKF5nFMI2ZpHMd+dBuNwdrHm/bj1xodUlPUZlOZI5EiVm1CR7i6kk+VeANv3xPL0xJUsAtbrIW6BVsLbc78i5wZmqYqVCJyipGLbhdKr6frf8AXHE0lUcqlrhSSCih82pyFL3KjSFHyLYmhTzjJKzLFu4glia51wNfYdyvIxb6e6nnyerjllArqaIWEMshBHqUPY/N8WqnNfucgaeGanlJuRLYkgi3HP6YqS0FPmimpo3RZUFmCjyue17fl+cXd9Gj9U9VDOsmhy/p6irK+aaJJplWn1COM/wsTte+2xxRyP7PzUdOTz5j94SskjZo6UbCLi21tmIHfjCv0z1vmuTxRZfWyytQwfhrGqp4iLfhSws1rk2O/pjR4c/qJcvWvyytgzNNO8RUI6m/DBfyn9RjF2QjKxl2c5TVrNS+K7K1g8BKk2P5WXn6WxqOQ5vF1HkRdPCir02qafgxm/On078YVOuq2s/1J3omWkhA8STS13VgAGAa3F7++Lf2dVVPmcfi1FMrZnRm61SraR42Fhq/3H59sXl3NEPUdTm1fHRdPEo0TERtLpJkkA/LrHHbkc+2HvpTpugyKEAQOZj+aaVQbkd/UYr0KNL1VBNqR7RuPKpGk7evfm+GuQ2icsDsp2tfsRxjNv8AFk/r2tenjpJpK14hTBSZTKfJbve+Pzz1nVZTUZ4r9L0TUcemzWGjW2ojUq38tx8YcOtupGrMopckpllqM0M+qWJI2OqNR5L/ACTwP9uE2TIajKvuldn8DRwzVSRsjNZnHLG4NxYenti8JlS/456SyCTqKslp6fMaOCrCE+FNcSsO+nY8YZqn7K81pqd3p6yCV1FxEhPn+h+TiXOOh63pyuhz7JHFbRUUi1BRNphHe5NuG8p3t+mO/tK63afw8ryKsKUzQLPNOh0vJfcRgjj1P6Y1bbekKkcYKTU9REqTQOEZ4tm7bE9xsff3w2dMZz/psbZXWjwGWMtHLYkagDsQOTxhH6YKRVEiPG7lk124DEbkYO1VMZ5CagIqvsCrXsQvbvq9Nhhyg0Svyupznp6nyyGrngkpZv8AmEiPnkjN/LyBwQd8Fkf/AELIooq6sknljFhLKqhyOwOnm3F8Ccoo67OMhV3nagqooxEJIH3ZgN/Et22A/rjPMyqKyHMTkda5qKxJPD0io1pqJuQznj4H1xzkt6UYmztqf/VM2TS1S0Qhgdrgx6nAYr21AEYRoHgkqZ5HkHmby6lvvYkk/XDDmmWTR5e0daI0JvpOoJHE3Onfe+1sLVDDJWzpSUwL1EvkiCd2Ow+MdIlfoHpTVmlFSZlVX0NGv3aMjSEAUAvp9Sb/AExN1JlNfXSUEmV1ooniZhI/hq5II22PocEcspxQZXR0pUDwIUj/APiLYgy7OKfMqipghe81O2lxyPkY5b20ROq+hKVstkqZ6+apzR5NT1MgALDsCBtYDCJ0ZNLlOeVFLVM0cUh8PQQSNY3BA9wMbvnZRqRo3/L2UqCPfGAdT1C0/UD+AbHx/FIvfSQf2OOnDvdZvR+zJKRctqJ6uGJqXwySjmysBvt7jCblNHV9UvS5VTU/+n0NL4k2oRs4uf8AcTzc7bcYa66jTMIaeGVvGgBDxx8qWtfftbDNkWX/AHeBlkdhKwF14AX0+f74m4pHyvpGRGArYKf73G5KzS65qeZOwIBuh29MaL0plVLTuaqnp4acsgBSNlKhtuCB7YA59mJocwgpI42LTs+4vsigDDl01E/+jwvJYmQl9hawvtbE5LBCeeKmjaWokSKIbF3IAH1x1O2mOQm9wNwMZj9tuZ+DRQZVG3nlUvJY8C9h/fA3ofNc4zvMHq63xvuUdOsKDcJYDnndtr4n5uaWvOq8vklqp5xLHGmoEDggbjSAD9e+FfpKtSCeooJhaQyePEwuQtuV27HkH+WGvq5ws0WqRS4IJS5AO1gLdxx+h4wqdDUa5v13lyzjxIjOwkCk8KjE3HYcfIxuedstLyPp85vQxz1TSQRyENaw1MPY9t/1waqejcrmuXiSSUL+G03nCMN1Nje1tuOcX8+zOHJqBpVsZFjYxxKB5rDgfqB9cEqKUzUUMzqyu6Bip5BI4xz/AE1MDsoK00awS/hOu4Vl0733A7G1x884EdZSw0VBLJW1kcscsoUXkRGpdvK8YAuWDcm424tgxX1UYgqzZJQkvgBSQRqC3/r+wxgVHSZlnmbtHFFGZjUMDNINbIODudjjXGfot/i301RNW9ZU7IzS0kfjVatIC2sIb3N+SWsfe2Hj7P8AI2pvtGGZO6rTlZWjU/m1uCSpHa25ws5x0pXdJJT1kVQZCZV8N28pUDfT8Hv640HoPMIq/PaWaBiPEV3K822P9Scat61GJsI/vU7DdE1hXfYFSRz8bb7C+JIZXgrFqAWJimLWuR5RyCPi+3t7Yjpy33Z9WlXKs4AsBa63O42A29zyOMesQ4NlVEUsNX5VXv8AJBt339eDjQcOncvizrqHwJtPhtC81ktp7AfPIOHbqylWiyCijRNcFLNG8oAuSoI1MB63OEH7JmZernAY+GkLWOmw3IuMPHW9QMw6blNFVLTyiQRSFuVGoXGOfL1qLKdO0U9d9+gFKySMs01QytJUOtr6QxJCjgbC9sIPX1PkpnhOV1BoM3FWUMMkZgbQwIBsbDTtzxbGq0cHg0vhU3hh0jRVLflIC7cepxl/2jQVVBVUM2ZPT1p8FyrqPxTIw7g/lS/5QOAMON7KG9O9ITdV5XVtDmiCWlqWi0TxEowG11dTf9sSS/ZznWWuZnq6aOHYGSCRiQPiwufk2wR+xPNoaKHMKOsbS5ZZwTc+Uixb4vjRc/aKuy4PTSJMFa9o3vf2xbysuMyMX6sJEzxCeaURRCJXkbdvMb3Pv3xf6S6joMhrwzwa4KhFimAHnTf84He3Fu+Auf1Zhlr1VxqJUaS1yRfj9cUUSy+JqTU3lcfxD3HpjXwb7lOmfNoJI2jkikifQ8W66bjcn14/fBHqSo+4ZPLO5YiMAFixva+5+cI/2PGf7vO8smqig8kbM2nSW8xAJO/IOG3rMxVvT89MfEKSkJcbEE8EE++OeZcWeE/7JsykrqjMmqJCTLL48YYKbDj5G1tsC+rM0fO+tXp449dNlJaOKNyNDy/xlr9trC2+18QdA1H/AA9nSjMiY4ollDEWIFlvz34xF03RNmlJNXSwljX1MjsDHqdY731Adzf3xqe6jVaKd1yoSOVPhodVrdgNsfnKpkMmYNK7B9U7SE8G2o2/tjYOpczjy7o7NabL55HIg8khO4a4Bv8AvjGBCo8JSUUaTYsdjb1xeEzU5fBumjkGd0kdIUZ5j4akHTYt/u9LH9ca/k+S01BH4lkefT55nG5Pe3pz84xvMnA8Kqpn/EjZXjW4uSpv/QY2KbMo5OmpMy1IsDU4mFz/ABMLj/8AFhyItrSQeKaqgAjnSRkLoLLLYC6MO4Przf4xmmdZXLFG9ZVS0/8AqkmYpJ4C7MfE82/t5ePTnDh0TmP3zJ5XkcJHHIWu25YkXJHe17gfGLU+QU0mbLmDZe7y6g6tKbeUC21+B5uDbc84z4pLzfpzNMwrZsyzcxKhlLCOPzRxi4IUe1r7nvgn9kuSRy9Q1de6KVoBpjIN7SP3PvpB/XDNnEVbJl0kEFM4qJBaLzDQT2BPF/7YO9F0NPQZKtJDA8UsbWqC628SXu1+49D8YfoxL1hmP+n5JM6n8Z/IlvfbvjIuj+pocgzyrkqWkk8aIaVTkt/t/S31wd+0zPvFq6iGM3gpE06jwzHm3qf7YB/Zdk0NdX1OaZooaKFgV1GwMhNxt7YvGSTaW9tRnqaipy8SyQNFMyXZHI8lxft7YwfqeOMzTuNR1MfzEGw7fvjea2tZqB9AG5tc3BsR7+2MK6wlNRVuzNezWBDbHcfqcXglakcuq/DSmETs604njdVAWT8upQeNWkGw2wUoKwT6ZmIDGPWSykAD47b/AL4MU2bU0mUCo8QMsEWpid9JC73xxleRQBJJKhdYmIfwST4ag73t3O/OMasms/o2m6jz+GpikUQGQxCW/wDDyee57Y1uMLHGEj8qKLWxnv2rZdFluQUFdlsEVO1HWKSYktZWBH87YvS9XI3QMWYrLEayZTTWY7eJaxa37/XFzVlxl/2i5v8A6v1RPIh1hSUTe4sNgLemNBywjJ8koqVXIjjQA6RbS3JJ+pxk2TwPmPUsCFdK+IC5v+VV3b6f3xo/VFcsERQBFlkNgoPiXFu1vYjG+U6yMwn9TV4eqqJFcSODdmG/t5ePbb5wf+xKOCHNq2oq2SKSCjupfYAO3mN/WwthCzxzLMqKSSxAsPb+v9saR9k9BDJlnUMtZSpPBO0VEsL2Os21fvfnFv8AyfQyszuXqnrFJoy33WFxHFFfYqG3PzYXxuEIZEUOCfKLH/dtjOHkyjp/qekyjL6ejpS6mqzGoRNXh7eVI7304LZX1Fljxl8yzERzTVGlYvF2UW8ob63/AGOOXLL415VDqf7OqfMpnrMtrJqCqmcyugZtLEj52NsBulcsPRmf0NJmpvJWuyQtFd7kDm19hx22w91meUtDDHULIJ6QmzMHBKX7g+m+AHS4bqDrCqz+ojkWnogaeiOqylj+Y25va3th+rnZa8+2ao+79O0y6/zzna172W+An2L1bv1DTRmOPQ0criwuV9Lnvjj7d611/wBMokN1IaUm3c7DEn2RUwg6qpQsqtZJFIVdgAlv5+vpjUk/CfcZ3rbSzqrJZ5D5drtfbfkt6W23xKLqkwd0CLJsyNa1xuRvwf3+pxDZJY5zuG/EAOohSusbEnjva2+JJZNVPK7eYAnUOSPX6gbcfHIxsNf2fJmUVG75bRROJZdqqckogAA/KN7ckAEX3vgV07QZt1Pn9dlxrg8UUxnneRSokI4Fu3f6HGk9E0poehaRZNJlkgeocsO7cc+g/lhU+yqpFP1F1BJIAkQsXa+4JbbvxjG90NGYSZhQt+HT5gulQtoHR0NvS+9vnGc9c0FXMtNnMktZLRVA1yJO2t0C7b22te/wMbeXEjE7OjC24/XGXfaJmVRl1I1EcuqFSKCWIVCgeE6vYD4NtvnElWwr9D55SZd1YlRm8bR0DwNTq2m/hgnylvUC3bGq5/Q1GYVNPl+XlIqKXSamWO3/AEuSQf4r3AFvnGXZ5lLGny5WHiTPSRLqSxKsEG59vfDZ9imfq4lyGpdhLEni02s3LIPzJc+h3A9CcXlPqS4qdc02WLK2V5dl0I8NhACLqXe1yRuNl7k7YCUXR0EfT1Tm+aZjJHAt46ZI0u073tfftf8Al6Y0ekpFr+oJY9J8KJpPFIupO/H+euFvrmVhmlLlcIRKOggZoY97KQtv1HN/U4ceV8Wwe+zCBqLJFEkfiO7l4y4szXO9/wDLWwwZ9WxGllpJ3llmZf8Ap08esgHbexFvqRhL6HzVsryesd1ZpI4UMEbfxMxtcd7FmF7+uHPpqgkpaB5KzzV08jSSljc3Nhufpf2xm+kZpkmRZpVZpV08+XzinRhLaZBpsxta5JHbv2w9zZQlNSJ9+rvApYwdUVOvhi1uNXI47YtZt1FR0NJNIlREGjYoSzeUMBex9Db9cYv1L1hVZxCYY3eGHzF2MhZnJ9NrKPbFkvKpemj5/l/TtZlTKrGGKVNaMk35h8G4t7nCBkPTFDmGdNFPWyPQJpYKsf4shPay3Fha5OB3T9BlUk6x5k8xAt4hR/Ke/wDTDNnXTdLX5do6YaQ1MRBkg8e3iLbb0uQBcfXG5Pygp1h0z09l2URCmpjTyzHQr3YNsOd8LtZWvD0jRZMGlleKoIQgaTbVqHsRZrX9cUY82qKmjNJLNLULSKojeQ3YKxOxJ3NjwffDLHkM9BSx1VUqGWSO2nQCIyRt/P1wnUxTR0HkkeTQCXNFVJpGvHEWuIwOCx7tt9O2GXPaynnp1hhdHqS6tFbSxDcggHa9uCeMZc2fLUZUIhJIlQA0TR73BG10fjSD/TkYDdJVVdJ1BljyVcjGKcHTI7FZLdv0vjNm3SVueTQVLRGavAEreVe5UHuSeTiPqXNv9MyiUxsfFYFV9V7E+m2CkDoyCRWtGRqDceXnGO/aRnizZtMaMyNEkYRitvz22I72NrH1xmTVvRLzyWStzIUyuDIX3BN7HgDG49P5UMq6fpaYxIZNIY+axBP+DGW/ZdkM+a5/FWykrTxDxWcct2FvY8Wxu08f4LklmUb2txjXO+RIVOom+7ZXM6qDIUYlvQAb782/ljCqplkzCJbMbyLfVcXGxtbsPbGsfaLUtFFEISWbfdjsTbsD3tfnnffGSxEPnFHr1MplW1vKpFxbf0xeE6pejvm1JViuqZKKSWJZxbym4lYC5Ur67jGw5VmdJUZdSyfeIVLxKbFx5TpFxjOc3qKRoxHSqDPAQHcjTdyLlR8XG/0wnS5fW1M0kaVA0yk6EQEubWsP/OJmkrVvtSqaSXonMo/vMBayFUDgksHU7fS+MQqa1/B8LlL3BbfT6+3/AIwyR9JZvLTVMtWyxUiqWnkYkWG2w33PbFKfpmloskbMqiolju2inTTcSOTe1vQAbm4xeMkmVKg6QkNEZ6q4imCWV2Ygi5t6cYnqJJKueWViFvZgCNwfX0Jtc2HbAir+/UE5pq2OeGZ1DmBlDAjkehtxiE1jtKsUkumzgrcGyn4P8/7m+k1HOiyVqeGw8MBiSNhzwP741b7FELf6zMQPDWeNQeQDp3H0/rjKEUSz+IGLza9AiTfUO30Jthjo8zzTp6kggeGeNIxcKsgA+bDjEs2YsDM/zepqs9zmeFo71E8iu7b+UEqAPoMG+iOmMv6oExlzB4a+NFYRuLsdtzf07bc4V6hYq6qjShSRjO+rzLZixO4v3373wezaiqum86qKvKXkjqMukEZkC6R+QXX3B3v9MW+YHHKug3ljzTKWzGaOkjdSjIoIV+Da/Ygbj2w25NSR9KRZblYqJKs1tS6KXQDR5Szttz2Htgd0n1XlopJEqHkSoJEkhK3BJXe311Y4zrOaGo636aeKqVo4End7H8pIFvrYY5W1rwn/AGp1jVvW9NRoGZYzGGHOoXBIsPSxw1fZdF4fVUbg3VqeVgO4BCbW+mM6aeTOOs0qterxDIyki5tpPHvx/m2NB+zD/wDbZdbfiiCZTY7EWXG7/wA4jK5lJgkkOrlwRbcecC3HJ7k242wQyaiGZZzT0KKC1ROI303XSmq97dhpuLfXtgdfTDOyMfMdTujBgSbb2/iA7ntftfDP9njwN1xl6IG0ESG9w25T154sb/3OLfCHrrTOWyKpoaZkibKaxRTsLEPFvYMGHIseD+uMuV6+kn6pXLgHkAHiaRrsgcEm36C+ND+2iLVk+XgXDGRkQbm7Fdv03wH+zuFD17ndNVqDqpdEljpuCF2t3xmdRb6KfZ71ElVlkdPUEh0Ng2rY37n3wX61pZcwyDMKa0TeNAxQkeYkeYAdiNsZRTUtdlvVk+W5JGKmYTuiKrcgHgnYemNPr6fNaLp+qra+ZYXjiZhFSsTo8vNyN9+RbfE5T+HxnNL/APUOi4cwMzGahBpGiRAFIvcNfk3BA9tOAeVVM+V1lLm1Gf8AmKSZSxNud7behG3ycN2RZJC8GY0EVW3g1lNHVDSVYhh+YEduTYjthPKGDM2o5bBpQYH0nYjlG+RjpvsZr9A9PSQVkr5lS7QVcSSxn0VtyPoQRhD60T7x1FnBUJ4oiCRtwQSePfsPrgX9lnVJy2sXJswk/wCWnkYQM3MT+m/8LH98F+qXYZvmU0eoMHQWuCDtttz3/wAtjGZV3XmRZK9RVOsskohCaLr/ABOT5dPwVDXsBtvgn1bX9R5HlMSU9PHVBkYySRA6kHrpHbfBvp+kTL6D/pktHGZGC/xyNufqBYYnoDJNVZlNVMPESRUQLcBFsG0/qcZ1ZGLUOS5z1PXC0LvLIxILqUQHuSfa/wA4cKz7LZqfL43pqyKolCgtFose9wp79ubY1ek1fd4yQdxc223xFmEMssL/AHeXwpbEj5xf3d6XGJ5J0RLmsUjUVcKasgI1U8ilW+PQ77YqSZT1H0vmEdZPSO4VixkQ3BX01dhzth/zCt8aqkqCZKbO6NNTBFNqqMc7bbi5w15RnNLm9GpjZXawDxsOD/bF/d+o/P8AR1NBBmEk1TDJMrvriY38nmJGoLzv/L5w6/8AGsUxWDxldClmIiOhvr9MM3U/2e5ZmwaTLyKKrvqtGt0Y78+nOMrznpqvyGZ4qulDAre9rhx6qf8AxjUsqVJLW/eszlamojEWNrv/AAG1jsBzt/2xoHRlBQdOdO/6pmhijecaIi72BBFtVjtv7dsJeUf86RMi2vGSrWtptsbgDm/bBrO1iznLMqpZCUfLnNMY7nQ6EAo9vUG4OF8xFat6xlZ6mipK6Vsu0toBNtJPKqw3a172wBp8pzXOippaaUUrt4bzNuCefodwd/2xLQPClVXwqUWFahjGujZO1/2t+npjSPs7ZocrghsNTVbhgpHlsATf1O/+WxL/APM6U0dIZHBkOURU0CBZDYyEXuTbvf0wWzOoSly6pqJL6IkLNbcgfHfEyKNrkXPb3wvdazE0UVKh81RKkY/+QP8AIHHNr4y7qzM4M0zF6eEqVgswYXOsE7WHIHG21jhNpo7ZtQ+YktKm5ItzxfjHDErnJF7DW8Y3tZST+nfH1OGnzimVWAAlUA8aRf37jHeTI525WjSxnw0kcFy5ZnHG5PIPzb9MGegKKOet+8NHqdLkE+5OKVeqyJErljojd2A38oBsf3GGj7P4m+5azpJ2ACg82A39ccrcbk1e6ljevWOgjbRHcNLfcaTta2ETrgU9ZnuS5NldRFIlMzxzwxkM0chYc/S/xhnzrqkZTnNPSQUTVlZVkyMvieH4cerSu1iSSQdsRdKdJPDm1Vm2ZxqtVLK0qIqgBSxJ+e+JOuyk37S4ieumJUsyQIosBzpAN/axGM1qW8R6hgGXzkAE3tvxjUOtgFzzOqx0ZyI/IWNuOwxmKLGMvZjc6pAdRP7fscduH/LNPvTdLQtRivWkiDFFcvo3J4sN/bDT03kOX50srVMMj08blUUPa1vLcEc/PO2FTpp9PTtJf8ukhmtc2uTx349D/TGn9GUjUdMKeVSrmJZXU/7mJY/0/THO1Z26yzpfJssrIZaWkUSKpKEm4Fu/z74GUeVR5t/xpFK6t94zBorsdRjIUDkcfGG+mjPjxBhwCP1b+2FX7NLSU2eyqdSy5rMwY3357H6euMyrnbHa6izHKczqIArq0baSHBYem3rextijV1s5VWtGrIW81jbfvbv3/XH6TzTJKDMtX3qnRtalWdfKwv3B9cZP9rORUGRUNI2XLNqlJDEtewG1h843OW9JYh6eyFqLWVdZKlgXMrIVGgWNlHbc9+/thp+zKnMXXJdxYtTTb27grxsP89MK1FWv94imilKxyBG030k3Tn07Ybvs2rnqesUR5GcJTTaldrsreW9z39u+FGQTCSNTqdiSWQkG/wBD3B24HNsNP2ayFuuKLXIxCCUgEglvJyff27XwquQY9WsHShJHoLi3wO3OGr7NVB61gZUNlSTYEWB0W7Xxb4nE3fbRM0XT0ATdzKzAjtZf584DdAy+D9pOZpMFvU0y6S21vIpHyLYn+22s8lBSKPK+p9xtcYUM0zJ8o6moM1prK8tJDKhYXB8oHHpjM8avrZq6npstiq8xEMYmJBU6RcC4Fr/U4vZmlPUUFXRzvH+JGyFXNrgjGM5917NnNK9NKFhS4/6Kk6vTnASbqGoNWJHq5HIFmNzZx39MJwpbqx0vXzQ9T0lBJIFjUSUewttY2J772GA2ZxSUtdOJzaS+vSGJsQ1rX+N72x2KxZ87grYF8BlmibULDcFQScEerw/+qz1EMbLEH0PtyfTfn543GN4gNncRNSKmPUYahRLGQbkA72+mGzKM9GeQ08WYSh66mUoFkt+Muyqbdz6/F8L2WJDWxNSPMTKoJgD3025IA7HnA2eOWKqKyWR1vfT5TcYvvqeP0vSLeSpRlAXWWb5/7YgyhWUZiJx5hO3G2q6gCw+mM56A60qqepjoc/qVmpJDpWrZgTE17DWwP5Txc+2NOqYdBldCQzWY+b0HI9rC+OPLj+a3KIUZUU8diTpW3NycDuoZ6iGkSqoomcruxU2ZR3sO+KFRmNYtVT02Xwq0SlfvMh20g/wj1JwwwkzRXZbbHa+Jik6ti/1qhp80DGZYWLeJAhSRSB/En8yPfFOnqKCiiFZVVslNAjecKSA3cAC1z3sAN98XK+Gp6czJ6+lLHL5t54zsF97/AOce+AudZn05JUjMKXLHrqyNARDpCqb3NyL+v/jGozcPVRnNDl3T65rVuaWlaMP+KNLbjYW9T6YyHMerK7q3OzFGFpqJA7KjWN7Akavb2wPzafOOqp/vmYyosEJ/ChVrRxr3AHriXJKenoKLMMzeULCgMUR02LEje37Y1x452mhGQ10kdeJ1FmLXazAdzf8AXbDZAIqrNKcjS0S1EUtmNrLq4/TT+mEWhciYqiKb3C33O5/c4bun6LwMwoiQ6yGQeIrG48wuLfX+eNXEgHTVBFfNMW0x1MsygggDu1732HHzc7i2NV6IjENLk0QBGpZahyRe7M3P6d/fGV9PRCoq6NA66wCBoIF2drW9tr42yhhVepFVCBHDTrGF1etj/fGeX8WGgkjVpNrd+5wk9QTPUdWZYC4tFPcA9z4bk/0w6PZA7EnT3xn9TVCTqOmbxECNHPNICP4tIVTft/3xietVk+fxGCqSVFYXmmHI3Akb498UICErGkH4gQq4Gmw3I/b+2C/UV5Mmy6pDCRfvNQNZsL3la2AyKrR1ZUHUsQOlW35vf3H9sdp451p8viTQaCAQzxREqdypBY2B+P3w7dEE0/TkkjEMSXCFf4rsQP3thDyqQSw5e63IlkZ1OrYFUsOPg4ccuappujqWny9vCq5pWjiYKGEZ1E6gPbt7nHLk1FSnNPmv2iwNSxqUy2MU8lQL3kdAb/IBNvqcPUsqxLrayra5J2tgT0tkcOS5csYYtOw80ji5Pz6m+5PfHHU8/hQ06j/8pLoKn19P5HEt1qMs+0GZ0pq7yHTK+kubje97f564QnUDKUCkL+ILi+/cj+uGrr2okeHS35HmIc8guBf178/TCtVADLacEk6rsNtuMduHjnT10jFryfL41JDSqB2BuWK40r/WUoJ5nnp62SK+kNT0ryhQP92m9ucZ30IDUtkLaAyoTqAsRstwb+xIxqGWUyVDrV66hTHNIVVJbKSbrcjva22OVan+LGW5xTVxcwSTMI/M3iQPGQPTzAcYTvsvqpIel2lgo5alpK2QyCBF1WA3/MwHFrd98MdJSWzRRLUVNRLSxkiSR7eIW51gbHjb0wu/ZPRpV9KL94Q7VbSoFbSD+h3F+2JPKvemlc3mlje+W5hSCxYyVKRoqbbD89zwdwMJP20BZsjyuo2uHNjbftcYfc5oaU0lfLLTq7zxhZQWP4gHA525PHfCL18Erfs8WyqpgkGm53C22/YDCerfC10otJVZRRrU+I01mi0gghSA1txxuBhy+y+Jn6yaoqZHklFAyxyACxBYAhvccd8Zl0vJH4JVz5klVgym4Gu/b6Wxqf2RRquYyCXSKuFJImUjzBbgmxPva/xjfLpli66VVIy4VbFtO2q236D1w6fZRSGXqyaVB5aemHII3awtY9u/rhMup/DazBQSCUJuB7b3+ff4xpH2aKlFk8mZLFK9RNVGELGhYGwG5NvUnfbjF5eJEH23xq/3CVrg+HILX5axt+u+AX2lU5eryHQ358uiO5O1kHp8YNfbWJS1EZYmWCONj5SGVm3vxvih9o0iCo6WCQvJEaBD5TuQVsF/n+uM8WuRmy37O8kqMrpah/vIklhR2swK3IubC2OU6Z6Myyp8Gsnp5KheUkmAIPO4HHPfDv0+FXJcvR2DPHAoJv6YT8zyTLnrp5J6ioJZzaCKjPiSNfgNa5v68Ym2+mdEr7Qky69NHlQpljsdXhEb97n5ucLc+YtV0sVPMyxzR2UljqBttv8A5xbGtVnS2Ux0IXMcqioKdysSkza5QzGwBCqR3HfGddYdGVnTcsrGNTRXsJ0voG1yD3GN8bPEsoF/pmZQzBoqZ7kkqV3x7mfiVipPOGhdbq+pSAbH19bWxf6f6jqclrEhrA09Pe5jYWIHth5zHNsgq8tStnq1jD2vFILsGHBsN9sW38/E9ZplmXNXZlBSUbRvPJ5NAJII739rXPxj9CyocupqCjZvFKwiG53J0oO3cbYxWipIhndDW9PVCNVx1COIGvG2q/IBtdTvcD3xtmdgmqpwFACLN7gbYz/6etcYG5AP/pRqVjPjTStJuNwxawHuBhsp20xhAp2GkDYWwu5NERTZdEoAj3f817gEnb1vcHDDq0ksbHsT745tI66MT0zo6hha2luCfTGcV3+lrXrQwQstSQykCP42B7jn9cOHVGcf6Zl7EWWaQ6UJ4F+5+uAHRWXaI5q+ojb7xUvqBJ1ED2PY741EoFm+ST5hUfcohFBSqbVMyjTZeAB9B8YS+pszTMp0oKBVjoKfyIR/Gf8AcfbGifaTnNNk2RNlFAAKypH4gBJKqLbk+uMspEFLTytKo1aDpLbaNvT1NrY3O5rFdZLErZjApCv+IVZABfYj5/8AONKpIwi5dUSp+VUY6QBxc2xl1HKIZo5BoZltdhIp5J7WvjVKqRoumxLCLKsFluNvKp/Tc/thSFn7I6Iz10CSAAIVnYW4Oi4522uB9TjV+nW8arrJmDbyutj7GwP7fpjPPs4qqDKpJayvq4oDPBFHH4jW1mxO1+SdI+mG/oireRwzK342uRhe9jqOx9NsZ5TtTRnNV91y6WW5ARdQNr8f97YzSkWSbO8zqHPlgoBGq2sBqPm/lh36xfRSRxHYyyIlmuLjdj+y4TciSSeLPqpwEuQg1EmwCM3Ye+JFpQzGmkl+z+GQRkolVN+Y7W1XuNuN7b2wsURLRVaOL6kXa+xO/wCh4xqOT0Qr/smmidomkWoqDq1adPnvjLstAWKZrB1AVgo5Y7+2wvbvjpwvxinrpST/AOh0bjzKiGN9tQOq9zb2t9L/ABjT8hhKfdYGQKKeHxG4IWR7XA+gB+uMl6MqYosvopJ2a0czNIruFViCSoueNWw/840cdXZBlMKipzKOqq3bVK1Mpl85G9rcKLWGMcmuJ3uF37YTOrasHN6Wm30q2pj2BtfnFz/jXp96YVK5nE6EErGEcybdtNr3whUWfR53mlZUxeQ6JCsbrZjqAGw9r+3OMyatpM6wnElVHECpjZi9u6k8j9sU68oMqo12IADEW9b23/THXU0gnzdjKSrKu5N2J3Pv/l8eCVJsuMOoagNSAC5uBxjtNYvp3+yRzKZV1Mi0yne2wJ4+p/pjU+n3LZRTPfzOuq/rc3xgfQWatkefh5Y6gwTQtFJHCpY8eU2+QN/QnG0ZR1DkqZbEP9TpIvCjAKTP4bLYbXDb4585la4phUqM0zCRZGdPu7HjdWUHjA/7JTo6HoWJZi7O249+P3xBlWYQVOVZtXJJGYDHIfFLeUEobb8c47+yZnfouhWygo7Cyni+/rjPyrvZszdl+4yktpBGkH0J4OEjNIkqegK9ZA66Bt3AsefjDN1jWU2X5SwrJY4i5AUSMBv8c4AU7rU9EZh4Hhyh4X8Qj8t9Pte2E/pbrJul5gtbGSY9TQljcWuVIsP3PONh+yseJX/eWi/EdH1OBYHZRv77YxLLY5VzCORFDpEGJ8MGy+U2tf1/vjbfsaqfGjdbASBG1b83IH9746c/GYxaRmMMviDSEDsAxYarW+Ln9sap0n1PkWQdPUlJLWSNM6mSVkp3Klm8x3A43t6bYy4poITWoZmKF9+SAbE8m3t9cXKiSaJi/jHW1rqW422Pvf8AbCzYQ5/aZmdDm1Dl1VltRDVxeYMYxc9rA77c4CdXSCXp3ouqWwnNKVEitazJcW2+RiCDorN6zLaWuoPuzRVUKyOpk8O9/XkE/GCvXuUpl3QOTCIvIKKdYgdP+4XN/qLX+MSSdYp16TrdOW0kjEtHNGFVibledj7/ANMMrU0RmlqAC7zxiJyHIDqOBz74R+jCrZXR0UgZIauEzQONvOvNr8mxBthjybMnEstJWpokj39PjHNqeClNTR0lNFSwx2hj/KGOqxvcG53J53x9mS0rZbUJXCM0pQiXxj5dPckn+eLX5kupO/GM/wDteqpDlGXZVESDmNSEcg2Ohdz+9sM0rLupYcljzWc5VmcNRT6vImhwQLD+K1jbfg4FGT7xMkTqsceo9rgX4BPxjUes+k6ei6Xgkp0AMS6pW7tfkEHGUTSSGq1tfxDwO4W1gB24tjvx7YotXNCI/EiP4gXVGQLFCCTtbccY2p6qWtocorCY3lkomkOngs0a3Iv9cYXWyBqcgWMjLtYbE7WP88bdUL/p9Nk9GHASKj0klfRVHI43xjl4sol0tI89LSzMRqSmVbDcXvzf6YL1ciU8byzEiJVJO1tsBejbx5GshKi7uABxZWIwrdd9TNUStllCdesaCRsT3/pzjmvwOrq5uqepEWG4giOwXzXj3JJ274LdV9X0nTOXyU1KqzZo4vCh3SMdmf8At3wDr66Lo3p9VpHWbNq5Lkud4x6kf+nsPXGbxsHqDUVLl5pGLk8szbm5+b/THWSVm0Uim8aSXMMzkNRVyEu4c/8AU9f59jjysilqMklzKUu01TOVbUNiLc3t8j2wPqqgTSASLcAX0g2v7fOCVRURzw0kEBZhEjM0K7hdvTtYm9vUcnGsSdqzPPGHOqQFeF1KF5bbjjfGgSzCTox2Mig/dpQe5usdr9u9sI8sMvjPrXVYk3ta4GscW9sFssq9WQ53TCUu3gSSDU4a2ohO3G5H0OM1Yk6hpojQ0gYLH4fhqU02ASxXY/Fv1xLl3UNflNI8NBCQ6iy1CHUU43K2NyL/ANcWc8ZUoJ4dN5IkWPcDewJBPfYjBP7IIZG6mmkLs2imcsQPLuVA7bcH9Ldjh8VTjnjy5pqiDqCRqqE6zFVSXDHTvs3P04vgUerc6oKJ1FTGVqdUkYMKEOCQCQQBt6Y1f7Ssvppunp6hoohPHbziMFhY/wDfH59i8JpHDhCmny3vsedh/T3w4ZUvQxF1FnENFNS0+ZEU0rlzEyKVufQdid72xTy5YZqSRGDRThwWdWuGQkkbcAjjbFCZI45rWbSxuAF0j0tv9cHqGGGHKI2hXXLUAB2O4BuNva18auRIJ01EtJRpGgLR2QtqsbG97EYuS0kVU0EdTFe5BAXYauLC3B98SV/4McwDOdEaMBe1j3Px2wcy6BZa/L9GgxmeO4AB21rfjbGNaSdW9IVuS5UZunq6RhGpE0EsYbULG5B7G2MtpqphrgdJZZ2N4lQ3YseQthcH+mP09P50fxfMCDt9Mfm/LWmpeq4ZoFbxEqHIFiNhf17fGHG76WADvNUNrLMXO13Iva2w+LY+oJNNdAWuhDfmFt/12wSy+heSpkpyYyQ9vxL6Odzfm22KVfT+E9wqDVquUfUL35HtjprJ1pYmnkUgkMtpLk7kC9rn9cafkVLluadLxw1kMFVAdYfxVB0gm/PI5xlfSdR40McxLIFAXffg257fPvhj6bkiqc0pKWrDS0tSzBh+UFt7EgHvjny6Utda5b07STmlyLNHSQsfFpTqMWrt5uL7W3vg50X0XBm+QQtPJVUVZGfJNA9hYg21D1FvnfBHrjoPLIMpmrMqpTTmMa2SHgj4OB/2OZtLFHU5dIxaGORZk8pJ7gj4/rhNwedXfZ99xyeWuavqa6ojCgmbzfNyeOcZ3rmppxDFNJEkjBWCSFQfY7/zxrnWfUlY+S1cb5TVx0zgrHPNCURt/m/7YyijVZqeslmN6iMAID+WxuLgc39PTF/87bOyi33mM0UjnXYqW0KCST2B9QLDf39Map9ieh/vpjcsqsbkDkkKd7m/J9MZ7lISTp8LFEGkIkWwHnH8QtfkW/e2HH7Cqsf65mdDdQghM0W3mJLAMSffbbE5+KzFLGamUsinUUjeTYboP/w37c8Y7qIzFQyFRdQAotvc2t67jbbbsPTEoSJKin0KUi1gkqw8t47kk83Nyb8DjF/JKE5jmFPTRKzM0qOdZ3CKdz9LfU41UkaxlafdemKGEqAY4Y7re1jYHCh9qTA9Fom6k1qaRv8A7b98PGYMgh1bKNr3NrA35/TCH9pMka5FlcBH/Ur9WwB8qof745cfW8yI+hXOadJmijYiuoJQ0LXPkYXKn2Hb64a6eZM+omniXwc1g8k0TgbnuD7Yznpaui6c6qgeWVUo6tBHIXbTYgXVzftfbDv1FUwZbQy57lmY08MjgHchhMNW2w3JPBPbFs7SVeg6jiySiZ88YUsEZ8PSFYsG7BRydrnCtl2YN1v16lSkRTLaFAkKvybm5Y+hNv0GFDqPqGu6hSGfMZaZQhISGJbD3J33OKnRmfydP56taQzqTolRTe6E7n5G1sanEtfoitpYqujkhlu0bLb3F9sfnPqjKZ8nzGoopEt4LEo3BdDwScfpChqoq6jhqqdhJTygFJBsGBHI9MJH2o5AMwyr75Sxhp6fdhe2pRzjPG5cKx7IaM5hneXUY3M9TEh2ttcX/a+Nsz1TVdQRQxuiNFTuWZmAVAzA3uduBjHekapssz+CtMHi/diW0yPYA25+QNWNSlz/ACauzOOpmikuyr4sDQay+5ChbbHg3v2GLzusx3mPUGX0FF/omRPPV1EYZHeGF5Apv5rFQbm/NvfGe02ZinM7xUs9TmAQqNaWWMX5N9+/pvjTc7zmfJvxxBRQIQXY1Eh1Wte3kFlv9cAI+uumhFEsFNU0TTbyyrTrKyj25798OKs+z2izmSrjmzRZDXThVQFN2BsAAtr/APnHGa0KZSvhO5lzOUgsQNIjBHBB+fbDrmXV2SUzzVGUvO9bIg0VVXfUo/3C+5J39LYR0kbMayaeNJqmqkbUSxtztuTfbfcAdvfG0sQR0q0tKaiUlnWxBvs9/Q8n/PTHdHGlPThpJA1o9SrxrvY9tzi1nNPmLIJamBEQEeZWFhva2jbvj1ppBKZNTXPHAIHlYEW3BsCfb52wSIHnp1l0FJBGb3YKSRzwBz9PXBKnpQuW5xUxSF0MKICyFfMaiEEC/sR+uB1zruzQkHzWV2cnSSQb3A3uD7n0wRytYz0/miO4J8SmA0gkkicXO/rpH1wWD+Z1AGSQTRgEShlZtOosCD67Hm2Dv2NRk1ubu/meGGKItc7XYmw39t8JVHVQS081KZHSljYtd9yx1bKD2uCT9MP/ANiqr/p+dSqWJepRfMLEALtx84zeoo99qFUKbpCtuTdgAPcngYwCnVm8MxAXkLhtAuygEdzxzzjV/twrlSgpKVbeKzB7AdtxzjMKVS1XSqiKdJ0lAeTb+v8A2w4+HL1BUBPPItySGGzB+57/ABb/AA4N5Kl8hQMQCJz+Y22v6ja/+fATMxJHI3jNffyknYXN9u3Fu3fBqiQw9PwC+hnOv6M/r62xu+Mz0yZwriOsUgBjCpU2sSQwH7XOGLp2Iy9QUsJZCiSq52tcqC39MLWbMDNVyRyRt4UBN7jfz/O38OGToLxZ+oJpXUlI4WJa5/MbAbfF8YaOXUlb9xymtqGY3WMnSBfe397Y/PmTuHzxZ3VQxViwO27Aj+hONV+2DN/u2TCgUgPUHWTxYA9/Y74zLJ6dKempJnPmmd2Nxawse/x/PDjOtTlVvI4o3zioaVvEIUyAaNJtwfnEfWeXiKBKiJYwhC6iR5gb8j03NiMQRSLDVR1Ch2RWbUGZd0va6787E298NPUsYq+nKjTKHsodfNyu/P8AnbF+lLfQzsiSlgWjLhDptdb97dxtgnNNJQTJLA3iPEQUC8ja4P7YEdLJGtKxBBll1f8A2ldwfc/2wVqQZpaKMhwqMJJCT/CADsfk4W9kbOsi5hk5kkXTHLHcgfwsRuPob4y37K6cx9d5kDKzClp22UWDEsAL/qThp6czZRST0sl1El3W54Pff9/phV+zVvC+0HMIg5Ky0sm42D2YG9sZ4+VTh9qTaen49N9RlG4+DcH5GMkyaF3oMy06QJGVUPe43+mzD9MaP9sFSI6CmpmYnWC+ge3f98JOQRPDkk4LC7qZHWS5Csdht62I/TF4eCTpulM0c8UYJmjfUNI58vt8H/thx+w+IRdXZkmsOfuF78G/iDt9MIvTRZa6pKTPDZFNr3tuRY+uH/7GomHW2atcBY6HSyi/dxb+VsOXlGWiUaKcKwkKAGxN97adr7G1r2H9Max0T06uWUZrqg6qqZBpWxvEhPG+5J2PsLYzDJYEnzjLkYo8U0iozcg3OykE7cftjeXOnxSptfcegxOd+HHtRrZW/KAGte4PoD3+f64z77Y6h4JskijJiZopZmZdmuWAsO445+cPgR5qhE388g422Jva/wAb4zP7WJ/vvVbB3RFhpki0uDxuf8+RicPWr4S44pZdB1SOQLAudYsfT+2OHgWMRkIDGdjtztzti5l2tIZNJ1agG8pAANzjqq0JSkLJpA03tubnfj/PfHW1iR3WK9qJbRusm4K7EbW37/X2wP0FZnA/6Sub98FZVaogowgAaMdhsb4EzkCV2jSNFDkhl7b7H4whT19lXUz5LNUUNa5/0tyG33EDk2uPY23GNqKpJGwNmRhb1BGPzvlUcNLkU9RMQWkYEptq0/w2+Tc/Bw39B9btlckWU5yx8AWWOe4HhX4VvVd+RxjHLjvcWXAnqrLJcg6kkVolFFVlvDa9rmxsPbc2xNTq7TCpDeVbPp+8EFh5tj2+frjT+r8ji6gyeWnJjMrLqikYX0m1xY++2MhoRJSzSQ1jU8U0D6JvFBLXJIuB3uCeMSXSrHUOX5hntdJUZlmEIQklVU2RN9IAH1BvisOmg00niTQvciTUGuW2/LbtYr6d++DdFWRSBW+8UyhVtoABO4N7duVvv898EJaiMlkEyFkewKAG1rg9ud77YvYWh0rTmG4qJWudFjYgAtuRv6G1vbHCdKtHKJoJp1kte5j0lWIsLEX4K/XDRIkaxrJvIwJP57XBA5332Ujf+eOgsTa1daaNQbanckhbk2v6WI/nhtAery2sqEeOoqneIny6xqJGzD0t33xcoumKdQ7TTCIo/lVhq8RQb3NzuLMB9OMFKBYUkV5TTGEadJRCTcAg2237/wA++LqsstUpHiK6ixbwLnkDe4FvphaFDPcmgKaxUoyvswhUqpsCDY3ub7b33tbjbApqT7rQ1UJljKyT0+l2UgGzuQCOd7D4tbi2HaT8dooxol0s2l2gCqL3vffb8w29+ecK2dK6tCJqguGrYN9IUD/rGw+SBtiwB6anairytQimCe6SR8ANfbn3K7++NY+yenWnyjNDGlkNcQtr3IVQN/04whVFEZoJIips9yQ30Hfk7jf2HpjSug0moukZJasWkSWZ3uukm3qPXbGefgzT7Vq9q7rM06KjLSraxFwTbmx2wtvF4EYkW8kikarSX72uP5/XBvJ4pM2zXNMxmVmWWbSCVLHY3/t/gx3nqx02UH8JtlsPLYfNgNzpI3Hp6Y0hYzxmYKRuCtyWG59d/X/Ob4NTeTLaaJGuiRKPLvc6b7jm/p8YX818SypMCoXVcE4eIsvkajghWO4eNVcnY2AJ25N9z33/AJKfQk1DGKsfwAJXiHiaSCCT3/QcY0f7NleRczqWFtTIifpc/wAxhAOWVK1blF02Qjd7X29Letv1xomSznKuiq6rkPnDyuwG+lhZQDiXuYrNftFzE5z1SYUF40YISNwF7nF2NIxUUILa1X8p+ARvf4wCyB1laurZj+Kbgk3NhybW3/ng7WgR08TeE6wiXTe1mBO37Ht74s6mJA2GK7yKCVdpGBI0qTzcEm98FqVNeS1NMZnEgUx302DC198VJUjp5piG0CRTIbX7mxAuN/X6j0x108+ieuLKXiMY3K8Nv7DtfFUBye6QzBSY5lc6VJt/TB2eVpR4sJPifdyRqG6kEftzgLlsKR1VdG0cm7KCysfLcknjtYYOZZ4coqYpCzKwJfzCxXm17DfAFaWfxHh+7gmZiEXwiQQxv2F7iwx90HA5+0FHgAaGOlk1Ou4F9gD6b4l6SpSlB/rdTII44kKxalt4ltiR7W2+cHOgZof9KzrOvBKtLN4caKQSQq3AHcnU2+M+BT+0+uOa9XRUcVyIrRXtcDclj/fEWaMtILxyEFlBOrfyjYKf8PBwJStMfUdRVV8EiTsbiNhYqCNzv7WH1xLVTz5g4emRi5RU0hdtybg9re+LB90ww+8VGiTw5jFZQNtQ1cA+uNC+xV3PWOdRMhGikXdtj+fv++EymyU0oWWOTzyMFsPMiFfMm49CLHbvhx+xqR362zQynzSURJa9+JAb/ucTl3KFeHovNIayOpjr6Myo6tq8QkHS1xtpw6mbPZZNmy+KI7GNUZ9RJP8AESCBjmlFOZiFWiuBv5Te1u3OL8dOGh1oi2IuFC3DfrjFurIu5FM9RR+LURotRGpiaNG1BSCbkfItufTGQ9VeFU9Q1dReaRKogKxQliVBFu91NtuO+NLqsvjnaUz08bhx5h4QVgPS+oEjt6Y4lyOle5eig1C1vweLDbg822xZcLGPUxSGHQEMjO140AKhdtiSf5Yr1NHM0jSTpUSlWbypGLXUAkb+x/bGx0vSmXQ6StDGSgspIG5t6X9Nrf1xMuWwRFhHRA6jct4Go397nftti/v/AAysgh0hBHdFnRQdLWFmtcH4/Y3GBU0INUY7SCEkXfTsQdz9Ocb0mV0swImo4QBub0guTbn2xX/0LKECKKEC/msICCNrXGL+0xmr5lQVUcYq1gKREKoVlYot73I/MBzj7O6GDMKWGWlMRkiXw4wrhgRzY+vJxo/+gZbKWBoEIFxdohcA7ne98Dcw6NyqpYt90ZXDarxqi97kbH6Yn6Mpf6D6zqcheHLs9Exyv/pxzN5vAPPI5Ht2wzfaT0wua08ecZbJCalFuX12Ei8g3wtZx0Fphlahmk2GtIAote9wLlvTvgj0FmddkspybOLGiRyYGciykblbngWO3x6YX+wZo0koYqxkTQNAS/O1gO/cn9e2JxXz+G4WYhArC4LbgBTcXtcmwGHbqjJZuozUZhkcEBp6bS8kYuHclQwAHsv8xhAnb7rVBBqQKFsDbUpF9iD82xudp4KwVzwzAzSK7oxOkoWW97nk/wC1j/m+CEGfSt4UQIVvym0a9w1rFuWNh/35wrByFCs7KtrgA2F7D9zxjqNjqdBpAUFiNVwd7k3PNgbYYnZzj6rLT+Iwnme2oSKFJsCL8DncG/8A3GCdH1BTSS66mSNTsxSRiSDsD89+Pj0xnesobB+2wOxBAsB6mwIxdpGd42kQKBpLDQANItcbe3mY/wDfD8rD201BJ4Yean0rsTpYni3Y9tj9fpihXAPPRHUjRCsVyiJp8yxy3HvcnsbfGFeHMKhPFiVZHiUGy2u2kAAA+nlNj67X4w7U2ddGSUtMmbQ1xqKdAJDI5F30kEgA77EjEsxU2Q5dU55mZEJ0QQeeaRQDZvMAoPF9ht6DDV1PPUUfQdS0E1GYmjYiVAy7ksTt3JPPGF+b7Rciyqj+65FQSabeS6aUDAAXYck8YUc767qc4yeop6qQ+PMdKpFGNCLb159cZy29Cx07UUlJ05A1TWNFBq1N+JpuSd7ce30GBPUNbSVcQEf3rw2JBZ+ANgNjv674Ef6gbKsdBTqANKssZuSABc77n57nEbVLs4YnQe4I4AG+N4lT5xLKVjeQB1VldRptsP4b3+v+WGkRZlBoV5AyeIoKryTv6j3H8sZfUNqjSNmOr8reckc24xpmTfaVSZbRQQHJCioli9IygMR/FawO+x3xOX+EEJMurJKT7xVAZfRqBrnlS+kNsTb0354HOOutJajKehayKaGOMzS+GFikBRI9tI1XuTYXO25JwOrftUgmPh0+Vv4TsqM9QQwsSbnSL3+MBuvuqKTPaekoaWveekWTXITTeHpFrAD1tvb5xmS6avdM0EVTkuXLJToXSJWDMrg3BPmHFuee/wBMMFdlMFXFP45BLDTqUMpJFje/64WqbqnKYRGFYXU2tGp4HAsSNiP3HbFsdU0ZiALNYkAhSTe+2rni/b29Ma7HbdPUsiGF5ap1WQspYyWFidgwAt2/TFygpKLLqhKCB5fGlZmsbtcqPU8G3Y++KsPUFJUsfPtsG1toA292+f8AxgZ1Fnv3akelp5oZq2aTcwNfQt7kXHLW2GHaqeYUceW9W0yppaCrAjKBiLE7Db2NjvhjpaNKWWSppaehnldSPCqpjo788na4/TCPBmdG86VVY8tklLw0UZCxrpNwGJ3JPr7YYD1shEiQpEq+Yqbgj2/a+HLU19nZ6nzceFWwLDEhBjigACAcWv2+uHf7M4aqnyialnjELwyBkY2LaXBufm4G+Ed+rm2BpUMZIu/hPfSWte3vfe3HFziaj63no6jxaWiiVhYFBsugG1iO+2+3f95ZcUK+0jLmyzP3kZ2kWQ6tRFjv329DfAmlz2sFEsKJT6UIXdTdubcc2235wzdT9Yp1FRpE9ClO/mtd9QJ9PnfCzlUy0aMkml1NwxVt9wbm9juCBizxEFRW1sxMslTO07WBANgV+B+l8aV9gqTHqyvZzdPuJUqdrHWD9eMKaZtAYDJLGFfQwDS6XsdINvy+tjtjR/shmjn6gqzGoULTOLEbm8g72HfDlelXKWQmZUd5W8n5TpIYHvu367YuvTMVVnDi4/MGCX3wvxFRVrIdY/i2SJP0vvbBSKZDGPBfW5O2pwDc+ukbY5NR1WCFHLushPqWAI25v2GIwIxpe6W/9U3PztviVai0jl5SGXyhfFYrt8DfEktQ7QH8QsQQpKuRv8kYK9VHk7pYjsSAMVpaUtMxQQaiASfDYfT23xbklm8IFpfNbzWLMFPviNChVFp3X0Kr4m/fn1ucBWgjKswOhUuPzI5H0BO5xNpRgo1i+w0+E1t/k2GIqjXLKsaJPKSLn8F2G3/3bYhk1OzxjxWsuolFbRsL8FsBKsC6y7R6tPN6a5Bv6Xtj3THTmxQIrne1Ku5/XEIRliVkEmkG9/AY/PDn+WPHkIe48cA8L92k0/8A6WLJqXXdSYzI/hxNYHvGiA9ucUJ0gaUvKkWvSyEyyRWZWvqUg8gg8HEhA1NpQ2Y6rLA3m992NsdiNSv4GrzDe6p+wJvizplD09IcmnqQzLNBVuJGcNGHibSBuBYFbAWtxiv1V0zlXUafeaWeNZ9/NHYb+/B7YK0EbjdLHURpQ+HY/KjHdZFHNGI3ow3H5lQC49vS+EvewZJQZJDTdVx5ZV+JNeVQFVBJ2uLgcWudsadS9PUNNEiRUSRqo2JpyLdvXg9xwccx5fBBM0sGX00cguWKUyJe/ob3J2xcKMsSiOluFF2004Ntufz8/ocOVENTQwkOs1PGpfnVREg3Ivfm97D9PbE0WVQ2ssClSdQ0wqAD6gEfP6nE3gKBdICgG/mjP1/jsMeoV02eEODxdO3zqxkRHLIYgGWnaTRYahTJcDfbt6nHEuSUrx/jU+zc3SPzAgbWvx/bFkRtdAlF4g7AU+/H/vOPZVCal+6OpN2BEK355/Nt2xdIFnp/LVXQaOCwFrAKpH0vjj/hbKJVBkpRbg6WUgN687A2GCcOsSaVi8Nms28aevclsSK+kBfyrfdyIwP54aAUvR2WRBvwLRseVIv+x9d/nfEDdG5bUG0VPLpA02Hl24P64aGZ2ca1Qs35SojJb5OrETl7qGSO29wVT1/92G0pSfoXLyjOv34NdiCseq5/w4rf8DUJAANYt7bNCTuPYDbi3xhycR7MYoyBcXKIR+gbHOiJXXVENJFr+CQD9A2LLUIzdDU0Uo0zTIBa34PG97j9cVn6CVQrJWyrfYB4GIWxuD/TD8jaiw8NVtsSEcE+u5bHpg1NcobdvIw/cE41pjP16DkQBlrEBIuGalfY/NuL49/4CnAb/nFhZtQUiBhtsAfp++NCSn8pCwtuTfX4pP7bDHKIEe0hK9r2kb6EEbYaECXoSbxJDJWRpqvqUQOebXUi3Gwtvj6P7P57kvVU8SliBaJjcja/G173xobxurE/hrawuYZN/g+uJE0Jw97jYBpRb9Bt6b4n6xSGfs/IjslZEDYAHwWF7WGwte5H749j6HYKyS1iHkavAa+6nn0th+aTyiORkt2dJGIHpe4vj2OS5IR252sZD25w/SYS/wDg1XvoqI4UYORcP5dQAuN7cA/r8Y9q+jaaSn/Cq1Q6Svle97gDg+nzh0LSjYs9/wD1+Lf+W+InLkM5nmNrjTaRlF/lcT9KQJeimaaRpK2KxJNyCNiQfjtbEq9EoZBIK4uvNtYufMWsQe2/7YdlLgCNXnHlBufFv8iwtjvxZgzEtOpNt9Lkn343vi/pCfB0YhQaa4mQqLqfNfYjsPfj2A7YePsy6djyHM6topWkMtON9LLYBzsQfcnHqmQqjSSTHeyBVkBPs223xg50qwNa4UG3gbEg8az6nEt1qEyZUiqSFeMAAGxli49Nhzi24MagrdGAFtMtmPzYW9cOC9PZezEr97Gx2NSxFvSxx0nTWXQgtGKlQAVIE7DVfffGNMKS1Gq0WsSalFwJWI24udPOPHFQ0hjQpqAuB5iN/eww2t0zl8iqVNStuB4zEDtjx+kaDWXaWrIYbqJ2AOH6aKEFDLA8iytEitcH8NiG97XG/viZqJ2UaY4Qp4PhObHnbzb4bI+l6COPQnjLbcMHN9/nErdN0bqSZJ9K3XTrw0JMiSoi/hBgAR4bQupA7km+IFBRtYiYONjpiZib+7YeH6SopEt49Wobm0mOB0jSOhUVVWNYAPmB/mMVKzqcTFi1R4gF2KM1KbH6g/tjyKnijkYyJ5yLBhRv5Tz2c9saA3QtI1j9/rh2I1LY2PxiI9C0bkkVlUptp20bDf2xf1IhKmSnhhJZTIp/IfCkvf13OK703ihmRVjGzamp7bg+t8Pf/ANFHY/epWKjvFHvsfRcRHoOi5FZUgAg20RkXP8A9uLeUnphRSmnJuDG6MLaEpFsPe+/7jE8dIIw/iQMrWA1rTRqBv2t24w1N0NA4YNmFQbEf/k4/wD/AFxDL0NABqNfK2mwIMMYv82AxP3xQuxLHDKmuIl7bfgx/qbnn4xL+EbKFW1+FiQm/wCtsHB0PGCHjzGSNhqa4poj343XjHj9Fu1//rE6ki3lpoR+2nCgPJFqVmRCGZbkeCu1/r/PHCBiTHIjMNN90QfW+r2wci6I1uobNp9KC2kU0IB9/wAmO/8AgY+JYZvKPmlhI/dcJNABwsik6E0/mIEYbue2v3xy1AGl1xwIUtfyRNufo3/bB9+hXSMI2czPfy70dPa3xox6eiJJ2XRnEsYAsFFJDp/TThgXyAkdwhNnAvoQgGx2sTbHy7MzSK5W/wCVkiUW9CPXBtuhpWYKc4YINyoo4t+3cYjPQc0jA/60Ro/KPuMO37YsAqUKwDtqWPgsnh+X9OMRy6Ax06yDzqEYt8knb9MFZOhZjIR/rC2A2H3GIC/wMdJ0ZXCIE56wkF/MlKF2B42bDAGl8VUKDSLXtrSIhQT/AO/FV6SBqkW+6s4GyiOJri3/AL/6YZIOla4SENnIJBtcQMv8pMex9L1h1L/qcPBIvTubf/ncWQAhEoj/AOmgGkX/AA4tv1OOjAgjayI4IAIIi/c6xfBv/hSvN5FzlFYbn/lmN7fMmPf+HK5ixGZwrcXI+7vYn1/6uKA09MGjt4dMtuxMQtb/AO8f1xwIgr6YxTrcggsqenrrPvzbB5MgrYWHjZhBLdefu7gjb/8AmnHP+k134gFdT+RbG8MhBHx4u2IAzuszKQqO43Bsg3HsJRiVFbsdI2JF2FhweJdsT/6VXLp/52nuQpuIZRz/AP1ccvlOYqWaTMKdhyAIJVt/+e3wsFYAhVVZJGXfuxNvguf54lEcYOmSR2WwN2Zx+2r/ALYsSZNXiOO2YUx7i9O5t/8AncW48mrQpb77TH8PvTv+t/FvfEzoUnWBmV3eKa5sPK5A9t5Nsc6F1ERogB9VII/RsElyjMZY0Y19JubW+6v6e0uOJcsrYYHtWU+obX8B/wBf+piQCPuSvJuwPF7pcL/+PfE00CRH8OMA330Qi1//AJ4+jpcwmilK1lKhS9707m5//uYjjy6unUFqukBOzEUz7/8A53FwRot7Mwsb2HkXt7a74bejY1Lzy7iQIEKgAC2q99id8L0eV1Samappm02A/Af/AP6YbOlqd4IqgSujtr0gorLtz3Y4ysf/2Q==)
Последней разновидностью ораторских машин является странствующий театр[4], с искусством водружаемый sub Jove pluvio, in triviis et quadriviis[5]. Это великий питомник первых двух, и его ораторов посылают иногда на первую, иногда на вторую машину, соответственно их заслугам, так что между всеми тремя машинами существует самое тесное и постоянное общение.
Из этого тщательного описания ясно, что для привлечения внимания публики необходимо требуется возвышенное место. Хотя это требование признаётся всеми, однако относительно причины его существует разногласие; и мне кажется, что очень немногие философы напали на правильное естественное разрешение указанного феномена. Самое глубокое и толковое объяснение из всех, какие мне попадались до сих пор, сводится к тому, что воздух, будучи тяжёлым и, следовательно (согласно системе Эпикура[6]), постоянно опускающимся телом, должен ещё сильнее устремляться вниз под тяжестью и давлением слов, тоже являющихся тяжёлыми и увесистыми телами, как это видно из глубокого впечатления, которое они производят и оставляют в нас; поэтому их следует пускать с должной высоты, иначе они и не достигнут цели, и не упадут с достаточной силой.
Corpoream quoque enim vocem constare fatendum est,
Et sonitam, quoniam possunt impellere sensus
[7].
Я тем охотнее готов принять эту гипотезу, что она подкрепляется распространённым наблюдением: в разных собраниях, где выступают эти ораторы, сама природа научила слушателей стоять с открытыми и направленными параллельно горизонту ртами, так что они пересекаются перпендикулярной линией, опущенной из зенита к центру земли. При таком положении слушателей, если они стоят густой толпой, каждый уносит домой некоторую долю, и ничего или почти ничего не пропадает.