tag:blogger.com,1999:blog-23039721726686836562023-11-15T09:59:03.436-08:00Interesujaca chemia 1115.muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-2303972172668683656.post-15797651652042542342012-06-14T10:20:00.000-07:002012-06-14T10:25:17.226-07:00Kilka słów o różnych wzorach,masa cząsteczkowa.<span style="color: red;">Wzór chemiczny</span>-umowny zapis cząsteczki pierwiastka lub związku chemicznego wyrażony symbolami chemicznymi.<br />
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<span style="color: red;">Wzór sumaryczny</span>-określa rodzaj i liczbę atomów tworzących cząsteczkę.<br />
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<span style="color: red;">Wzór strukturalny</span>-określa rodzaj i liczbę atomów w cząsteczce oraz obrazuje wiązania między poszczególnymi atomami.<br />
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<span style="color: red;">Masa cząsteczkowa pierwiastka lub związku chemicznego<span style="color: black;">-suma mas atomowych pierwiastków wchodzących w skład danej cząsteczki.</span></span><br />
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<span style="color: red;"><span style="color: black;"><span style="color: red;"> Mol<span style="color: black;">-jest to taka ilość substancji,w której zawarte jest6,02 *</span></span></span></span>10<sup>23</sup><span style="color: red;"><span style="color: black;"><span style="color: red;"><span style="color: black;"></span></span> atomów (cząsteczek lub jonów).</span></span><br />
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<span style="color: red;"><span style="color: black;"><span style="color: red;">Masa molowa<span style="color: black;">-jest to masa jednego mola substancji wyrażona w gramach.</span></span></span></span><br />
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<span style="color: red;"><span style="color: black;">Oto sposób jak szybko obliczyć masę cząsteczkową:</span></span><br />
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Obliczanie masy cząsteczkowej</h2>
Aby obliczyć masę cząsteczkową związku chemicznego należy dodać do siebie masy wszystkich atomów wchodzących w skład cząsteczki
związku chemicznego. Masy atomowe odczytujemy z układu okresowego. Jednostką masy atomowej i cząsteczkowej jest unit (u).
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Obliczanie masy cząsteczkowej - przykłady</h2>
<b>Obliczanie masy cząsteczkowej H<sub>2</sub>SO<sub>4</sub></b>
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Z wzoru H<sub>2</sub>SO<sub>4</sub> wynika, że cząsteczka składa się z
dwóch atomów wodoru (symbol H - masa 1u), jednego atomu siarki
(symbol S) i czterech atomów tlenu (symbol O). Odczytujemy z układu
okresowego masy poszczególnych atomów: H - 1u, S - 32 u, O - 16u.
Stąd masa cząsteczkowa: 2 * 1u + 32u + 4 * 16u = 98 u.
<b></b>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-69854605365410051812012-06-14T10:03:00.001-07:002012-06-14T10:03:33.134-07:00Atomy a cząsteczki.Atomy do uzyskania trwałej konfiguracji elektronowej łączą się za pomocą wiązań.Wiązania mogą być atomowe lub jonowe.Liczba tworzonych wiązań jest cechą charakterystyczną dla danego pierwiastka i zależy od liczby elektronów walencyjnych jego atomów.Zdolność do tworzenia określonej liczby wiązań nazywamy <span style="color: red;">wartościowością pierwiastka<span style="color: black;">.Wartość pierwiastka zapisujemy <span style="color: red;">liczbami rzymskimi</span>.</span></span><span style="color: black;">Niektóre pierwiastki mają kilka różnych wartościowości w zależności od tego z jakim pierwiastkiem i w jakich warunkach się łączą.</span><br />
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<span style="color: black;"><span style="color: red;">Wodór</span> ma zawsze <span style="color: red;">wartość I.</span></span><br />
<span style="color: black;"><span style="color: red;">Tlen</span> ma zawsze<span style="color: red;"> wartość II.</span></span><br />
<span style="color: black;"><span style="color: red;">Pierwiastki pierwszej grupy</span> mają zawsze <span style="color: red;">wartość I.</span></span><br />
<span style="color: red;">Pierwiastki drugiej grupy</span> mają zawsze<span style="color: red;"> wartość II</span>.<br />
Siarka w siarczkach jest zawsze dwu wartościowa.<br />
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Co to są tlenki oraz siarczki.?</div>
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<span style="color: red;">Tlenki</span>-są to związki chemiczne dowolnego pierwiastka pierwiastka z tlenem.<br />
<span style="color: red;">Siarczki-</span>są to związki chemiczne dowolnego pierwiastka siarką.<br />
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Wszystkie informację zamieszczone na tym blogu zostały wzięte z zeszytu przedmiotowego od chemii uczennicy klasy I"a".muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-59328466212027022772012-04-11T11:13:00.001-07:002012-06-14T10:26:10.892-07:00W jaki sposób mogą się łaczyć atomy niemetali.?Łączenie się niemetali z niemetalami polega na uwspólnieniu elektronów i prowadzi do powstania wiązań chemicznych zwanych wiązaniami kowalencyjnymi(atomowymi).<br />
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/> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
Jeżeli wspólne elektrony łączą atomy różnych pierwiastków to jeden z nich może przyciągać wspólne elektrony silnej niż drugi.Rezultat jest taki jakby wspólne elektrony dłużej przebywały wokół jądra pierwiastka silniej je przyciągającego,dlatego wytwarzają wokół niego pewien ładunek ujemny.Wokół jądra drugiego atom pojawia się równy co do wartości ładunek dodatni.Cząsteczki taki nazywamy<span style="color: red;"> diplosomy<span style="color: black;">,</span> polarnymi <span style="color: black;">lub </span>sporopolarnymi<span style="color: black;">.</span></span></div>
<div style="text-align: left;">
<br /></div>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com1tag:blogger.com,1999:blog-2303972172668683656.post-91277264645939347172012-04-11T10:57:00.000-07:002012-04-11T10:57:40.697-07:00W jaki sposób mogą łączyć się atomy.?Podczas reakcji chemicznej elektrony walencyjne przeskakują z jednego atomu do drugiego, albo zaczynają się poruszać wokół obu jąder.Łączenie się metali z niemetalami polega na przenoszeniu elektronów z atomu metali do atomu niemetali i prowadzi do powstania wiązań chemicznych zwanych wiązaniami jonowymi.<br />
W reakcjach chemicznych atomy metali dążą do oddania elektronów walencyjnych najczęściej wszystkich.Atomy niemetali chętnie pobierają tyle elektronów walencyjnych wzrosła do ośmiu.Magiczna liczba ośmiu elektronów zwana oktatem walencyjnym gwarantuje trwałość układów jądro elektronów.<br />
Atomom obdarzony ładunkiem elektrycznym nazywany jonem.Jon dodatni nazywamy <span style="color: red;">kationem</span>.Jon ujemny nazywamy <span style="color: red;">anionem<span style="color: black;">.W czasie </span></span><br />powstania związku chemicznego liczba elektronów oddanych przez atomy tworzące kationy równa się liczbie elektronów pobranych przez atomy tworzące aniony.Wzajemne oddziałowy wanie drobin drobin powoduje powstawanie wiązań chemicznych.Wiązanie chemiczne utworzone w wyniku przeciągania się jonów o przeciwnych znakach nazywamy <span style="color: red;">wiązaniem jonowym<span style="color: black;">.</span></span>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com1tag:blogger.com,1999:blog-2303972172668683656.post-77171211755489398532012-04-05T09:34:00.000-07:002012-04-05T09:34:26.304-07:00Powtórzenie wiadomości.<h3 style="text-align: center;">
<span style="color: red;">NACOBEZU</span></h3>
<h3 style="text-align: left;">
1.Nazwy i symbole pierwiastków.</h3>
<h3 style="text-align: left;">
2.Pojęcia : atom,pierwiastek,izotopy,dyfuzja.</h3>
<h3 style="text-align: left;">
3.Nazwy grup układu okresowego.</h3>
<h3 style="text-align: left;">
4.Pojęcia:liczba atomowa,liczna masowa.</h3>
<h3 style="text-align: left;">
5.Promieniotwórczość:alfa,beta,gama.</h3>
<h3 style="text-align: left;">
6.Pojęcie numeru okresu i grupy.</h3>
<h3 style="text-align: left;">
7.Pojęcia:elektron.proton,atom,promieniotwórczość,elektrony walencyjne.</h3>
<h3 style="text-align: left;">
8.Konfiguracja elektronowa.</h3>
<h3 style="text-align: left;">
9.Rozpisywanie pierwiastków.</h3>
<h3 style="text-align: left;">
10.Układ okresowy i jego budowa.</h3>
<h3 style="text-align: left;">
Powyżej zapisałam podstawowe wiadomości o pierwiastkach.</h3>
<h3 style="text-align: left;">
Najlepiej abyście zrobili sobie pytania z tych podpunktów i sobie odpowiedzieli na te pytania.</h3>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-79368346963550692982012-04-05T08:59:00.003-07:002012-04-05T08:59:52.521-07:00Dlaczego masa atomowa ma wartość ułamkową.?Promieniotwórczość.<h3>
Atomy tego samego pierwiastka mogą mieć różną liczbę neutronów. Takie atomy pierwiastków o różnej liczbie neutronów nazywamy <span style="color: #cc0000;">izotopami</span>.</h3>
<h3>
Izotopy dzieli na dwa rodzaje :<span style="color: red;"> promieniotwórcze</span> oraz<span style="color: red;"> trwałe</span>.</h3>
<h3>
<span style="color: red;">Promieniotwórczość(radioaktywność)-<span style="color: black;">to rozpad jąder atomowych niektórych </span></span>pierwiastków,którym towarzyszy promieniowanie.</h3>
<h3>
Istnieją dwa rodzaje promieniotwórczości:naturalna oraz sztuczna. </h3>
<h3>
<span style="color: red;"> promieniotwórczość naturalna</span>-polega ba samorzutnej przemianie jąder pierwiastków promieniotwórczych występujących w przyrodzie w stanie wolnym lub w związkach chemicznych.</h3>
<h3>
<span style="color: red;">promieniotwórczość sztuczna<span style="color: black;">-polega na przemianie promieniotwórczej nietrwałych jąder otrzymanych </span></span>w laboratorium w wyniku zamierzonych reakcji jądrowych.</h3>
<h3>
<br /></h3>
<h3>
Znamy promieniowanie:</h3>
<h3>
<span><div style="color: red;">
<strong><span style="text-decoration: underline;"><em>promieniowanie jonizujące:</em></span></strong></div>
<strong>-alfa</strong><br />
<strong>-beta</strong><br />
<strong>-gamma</strong><br />
<strong>-rentgenowskie</strong><br />
<strong>-neutronowe</strong><br />
<div style="color: red;">
<strong><span style="text-decoration: underline;"><em>promieniowanie niejonizujące:</em></span></strong></div>
<strong>- podczerwone</strong><br />
<strong>- radiowe</strong><br />
<strong>-mikrofalowe</strong><br />
<strong>-światło widziane</strong><br />
<div style="color: red;">
<strong><span style="text-decoration: underline;"><em>promieniowanie naturalne:</em></span></strong></div>
<strong>-kosmiczne</strong><br />
<strong>-pierwiastki radioaktywne</strong><br />
<br />
<br />
<br />
<strong> <span style="color: red;">alfa</span>- przemiana alfa polega na wyrzucaniu z jądra dodatkowej naładowanej cząsteczki alfa składająca się z dwóch protonów i dwóch neutronów.</strong><br />
<strong><br /></strong><br />
<strong><span style="color: red;">beta</span>-przemiana beta polega na wyrzuceniu cząstki beta będącej elektronem.</strong><br />
<strong><br /></strong><br />
<strong><span style="color: red;">gama</span>-przemiana gama polega na emisji fal elektromagnetycznych.</strong></span></h3>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-2752953242226356502012-04-05T08:28:00.002-07:002012-04-05T08:28:41.220-07:00W jaki sposób porządkuje się pierwiastki.?<!--[if gte mso 9]><xml>
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YiINTU1jo6ObeOPeJ+MGzeOzYx7+/Zt4nRClooEf7q6uuTV0tJSOTk5ACDZSqnbccTf27dvhYSEgJO1BBGLi4uPHz9OqHry5MmDBw+yIqm0tHTw4MEAsGDBAkQkzFq5ciWrww0iMplM8m+DmD4QMT8/n8yXk5OTqWf16tUrUm379u3ENkJZgYmIUTsvL4+YjL5X1EWe/oHY8DdJVUZJWgwLAnFP2LGQ6QBwfZnVO4a3ppykkpSoqcrAujRPTPP8ZfDXhQ9mykG0DkRrg0xP0Ov7i+Hv0aNHJDbfoEGDrl+/zvZqUVGRgIAAANjb25PvastTH4RiEhISJ0+eZDAY7u7uxcXFZFHMij/W/SkiDw8PVvwdPXqUfKupbXsiKsJgG/jbu3cvWZlSTsJExA4wePBgAveWpz58fHwAQFNTk6JVa/irq6uzs7MDTrbspUuXkhGSaSBxwdmxYwdrHeIvTazk3t7eACAgIMB2do00nDFjRk1NDblSVlamrKysqalJnmFkZCQivn//nlg/fv/99+7duxsZGbFtXERFRfHz89va2hK4b9++vbXnxtOPFhv+zEfJSfToHj1TK9pCZ562fBc+vguLZs3XVpikKlOV5KY/VNpZX+ljqvtnk8jPwl9+fr63tzfrlTbwN20QLNaCxZowsAfoS/9i+ENE6gTC6NGjWVdJJSUlZJ4CAFQWvpb4u3fvHnHQlZGRoaYhxLOE4I/BYLTEH9nOA4Dhw4eTK0+ePCGthgwZcv78eaomIVTb+ENEdXV1ADAxMaFW8X/99Zeuri4AkGRayAl/x44dI7AzNjZ+/fo1to4/RDx79iyZCKenp1MXMzIyyPD8/f2JPyBZ206dOpXyj3n06JGmpqaYmBjZ77t16xZ5hqxngffs2UPuy+ZE6e/v36tXLyMjoy5dupAR4pcNWbKlwMZZRKyuriYe1ACgp6fHZtvh6d9US/yJ9+i2eJr64hmaVhpDunThy3E2AoApajIeU9V1B/cFgKoN8z9PAH8W/p4+fVpeXs565fsufq9du0an02k0GomZ/OzZM+KY9lNUWVk5cuRI8m3R1dU1/yLyNQYAKysrCoscQx5UVlbKyMgAAIPBIFdYz/w+evTI0NCwV69e5ubm169ff/Tokbm5OdkxJItiKvbBunXryEV5eXkyhhkzZsAXtY2/wsJCUs3AwIC01dHRAYAePXpQlgGOIQ8KCgpIQ/K3aAN/L168sLS0BIDu3btTT4msiC0sLKipXFZWFunQxMSE1CFolpGRIRWo5XyXLl2ofsTExABg4sSJbIegyVQRAPj5+akI26wbrGwTXkR88OABsbcAQGBgYBsP7Z8pOTl5+/btubm5ycnJxHP72rVrLV2IOOrIkSM7d+58/vw5MYuVlZVRDWk0Gpe5bjds2EA+fuvWrSNRyisrK+Pi4tpulZubW1xcjIjZ2dl5eXkpKSnk+s6dOw8dOsTNfZOSkogPZkpKSl5eXm5ubmpqKvl7PXjwYNOmTS2btLL4DcI9YcdDpgNAvpsJH4CjnhLDzSTXxbjIZ1J9gstni3CndntuYfpQ7wMq4lzh78iRI+7u7q6uruRpXr582dzcnG0n6N/U9evXBw4cKCIiAl9LRERk7Nix1FoMEa9du0ZeYjUX4Jfo9tLS0levXkXECRMmAMCKFSvIq5QjiJSUVP/+/QFAQUGBmgDCl/Owz549Gz9+PDVzITIyMiJbe+367m7evJntLYiIiOTk5FAVEhISAGDkyJGsrV68eEHc60xNTWtra9++fUt+ZQvBQlRTU0PeKavGjBnDen6jqqpKVFS05ZPcsWMH5Qb07t07MzMzfn5+1jojRoxomXLg0aNHZCN19erV1CfkzZs3NjY2BJesR62J6uvryT8SeXl5ahvxO8rR0XHx4sVhYWEODg7Pnj1DxEOHDtnZ2bEdhuEoGo0WFRV19+7duXPn1tXV7dq1y8PDAxEbGhrc3d3z8vK4yRM7d+7cs2fP1tXVzZw5k/xLOHr06Ny5c9sewLJly7Zt21ZfXx8cHBwdHU3OTTc2NkZGRm7cuLGlwa2lvL29CwsL6+rq3NzcIiMjw8LCnJ2diVvSmTNn5syZ0/IrzIY/I+X+A8S/Mn2UR1pusNJTkhb7PXi6kXL/68utMcPnJ+/9tVRrji/yvWCHyWfHF6shMFOOK8eXEydOBAYG+vv7E49WX1/f0NBQyk3kp+jly5dVVVXm5ubyX7Rw4cKqqio2s+adO3fk5eWVlJSoOAJE5eXlioqKAwcOJKcdnJ2d5eXlqWndmzdvDA0N5eXl+/fv369fP3l5ebIZFxoaKi8vLysrS3mBvH37dufOndQYlJWVX7x4kZeXJy8v7+Tk1O67qKqqMjY2Jm0tLCxIDCtKpJ/Zs2ezXmxsbMzMzJSXl5eTk0tMTGxublZXV5eXly8rK+N4izdv3mzfvp0aYW5uLjmUxtphVVWVl5cXVYeKpsWq2tragwcPUnWomVRLTZ8+XV5enjoLTLRhwwZ5eXly1LelyOk3BYVv/eZwlLe394oVK6Kiory8vAivvby8AgMDWf/TtKbMzMyoqKjGxsZNmzbFxMT4+/uTFf3+/fsDAwM9PT0p56E2dOfOnaCgoBUrVmRkZJAdBk9Pz5CQkJYTYVa9e/fOz89v48aNq1evvnfvHjFDlZaWent7e3l53b17t9371tTU+Pn5rVu3LiUl5ezZs2FhYb6+vmTDx9vbOzQ0lJpRUmJzfHHWVzJWHoB0T8z0+TNwqrxkrxvLrTEv0GWs8ogBEgHGw9+zHgfu1PhzA3SDJldoZvm5yZUrt2cKfzdu3Lh79+7y5cuLiopWrFjRGRwUmr6o7QqtXSdrQPIzWwL4JhaxtWL7n89Wk2rLzfjbqNzGS01NTQ0NDWT6wHFIHN9s20P6vnXYxkPeC8dB1tXVRUZGAsDcuXPb6PYfixV/r1+/rqioWL9+/Z49ezZu3Niug2FmZiYx4GzYsGHJkiWEQR8/fkxISNi9e3dcXBzHSTebXrx44eDgEBISkpWVhYgVFRVr1qzZv3//+vXrWVcqLWVvb79ixYrIyMgXL16Q/9O5ubm5ubnp6ekt3TA5ys7OLjIyMikp6cqVK6Ghob6+vvfu3ausrFy1alVRUVFMTAy1P0vE5vbclOTalORKfm5OdmtKcm1OcsNUd0xxr4t3xhT3r86BdH78fXXQjetDbwR/fn5+1dXVy5Yts7S0jI2NVVNTYzuyyhNP/0BUyEIS6OG7i8IfWbc6Ojq6urrGxsYqKys/fvy47bYU/oqLi4ODg8mW97t374YNGxYbGxsQEGBubt7uAN68ebNq1aqwsDBiInNzc3N0dIyNjVVUVGx5JJFVycnJgYGBRUVF9+/fJ9EV1dXV161bFx0draen1+59m5qaNm7cGBwcfPLkyTNnzoSGhpLQs2FhYba2trGxsUpKSmw2A/ZTH6ksgGM99EbAx3YI5BfA3z8KeXDixImAgIDQ0NB9+/atWLEiPDw8KCho0aJFmzZt4gVl4+kbFRsby8fHZ25u3nJb8LvIy8tr+fLlkZGRQUFBf/zxx5IlS8LCwoKCgsLCwlJTU9tum5GRQUXPtre3v3z5MrkYGhoaFBQUGhoaGhramgsqqw4cOECsOiUlJeHh4QsXLiQDSEhIaGMq/fLlS4LXK1euuLm5FRUVhYSEBAUFBQcHh4SEtAxc1FJXrlwh3vW//fZbSEgIaRUdHU0GsHDhwq1bt7JuQbLjjxfxBRGPHTvm6+u7ePHi8PBwVgdDExMTtskzTzxxr/Lycmtra2L25WYn7p/Jzc0tKipqyZIlixYtCg4OJi7liFhfX08d7GtN6enpixcvJj/b2dkR87qpqSm1N5qQkMBNHvpdu3b5+fkhYnx8PGs2AmNjY7Z4PKx6+PAhwV95ebm3t7ezs/PFixfJSwcOHGD1fm9N586dmzdvHiL+9ttvgYGBixcvDgkJYR2wiYkJayAfHv444O/t27f3799/9OjRkydPKA+S5ubmW7dutfHH44mntlVUVESWvZMnT24tb/236969e48fP3706NGjR48eP35MGcE+ffrU9toTEV+8eEEZo+/cuUNOUt6+fZta9Dx//pzNqsZR5DQh6ZBacTc0NNy6dauNTdv6+npiqfjw4cP9+/cfPHhAbVZSHbatd+/ekS2FmpqaBw8ekCdAvaOmpqZbt26xTj95+Ovsbs88/Wd08uTJQYMGaWpqdgYbGk/4H8PfW0fAIEC/DpYQ+G0sRK1iTzzGE0/fV01NTfX19dz43/H072ikjr7pUAncFYJZfh0ue8Ls1GWk5eS/cQzfAX/JqTQAiNODnImQY9TBYgoB8jB91uycb9MPMuTxxFPbKi4u/saP7v+tZAbLq0j2yPEyzXE26nDxNtOVlZBTUP7GP993wB+dRoOfLbaIKTzx9C+ouLhYpCf7cSCe/jWNGjniG/+C32P2l5IKALGBAzNXD8ldPTh31eDMZXKMaO7KmiHhjn0BYPLkxa6uDAcHhoMDw8Ul18kpy97+869tFGdnxpw5GwCATm/Hq4Annr67PFw9oAssoC1wYji55ru65Lq45Lq095n9XNwZ7mPsxwDAnNg5zgxnJ6aTa56rE9PJnmHPTXNXhuuk8EkAMCl8kivD1SnLySXXxTXf1SmLqx6cGc5zYucAwBiHMe4Md8dMRzJ4x0xHbu7uxHCyo9lBd0Ez7f6MdRMzog1zVhnlrjbOXD6BEWXIiOairDIaKN1jWF8xhptxtrNRrosxw94wy8ko18U4y9mI4WDYTnGfqC0j3ilmf0nJqQDw7sRofDpmkaN0lFs/fDgG7+hgJRflud6lHGUAWLr0SmEhZmfjrl3o47M/LOzkzp2Ynd1OKSjAzZtrAIBGYz9S09m0cuVKQ0NDLk+//witX7/e0NCQNZLKj5O9vb2hoeF/Pnd4oE8g9AAmMnMwxzjAWHeBrr6Tfiqm5mFee5/c7L241ynLCQC2vN1SiIU0pOna6QYWBxZiYbttszG7EAsjLkUAQMSliIN40DnbWctGS8NKI+JSxE7c2W7z7bh9y9stAOCc47wX927H7TNXzpy0cFI+5udgTrvN8zCPgQzo1WOx3XB8HYbPgrOWG9lPVcQb3njXHyv92il3/PFJ0EiV3qZKA3F/+L3Vc9PsDXDvwmfr7Kw0h95ZZYMFQZjt11bZG7ZAQ6ZvZ9j7I/h7c3QUY/ngjOVySYtk1/oPxNs6eFGj/XJD+2iKAgCEhJzIzMTMTFy69KKIiNSCBbTsbExObqekp+Pq1fd+CfyRlI9sscL+Tc2fPx8AuDkd/O0iQW6ys7P/Qdv6+nq2NG+dVoG+gSAMSU1J2z5uGzhyoCPTMaIkIrkpOQVT2vvkJmdjtm2SLQDEPIxhInO8+3irTVYxd2MYyGi3bTImZ2Jm8NFgAAg+GpyFWTEPY5adXTbWZaxDmkMWZrXbPA3T1jxYAwDzU+bvxt1WsVa2ibZOWU7my825aU5DWnx9PIgIB1qp4POQwo2TFjmO3r95UojdCLzmgxfd2ikl7ljhpaYkYawwAHP8xytIW2kOaU51d9RTKomc46in9HidHdI8fxHLb3IqADwqGv7+gsbHS5rbwmRSI2XxpnZH8ZedjStX3rK03DRjxnJb26SsrP8U/khGbU9Pz581gHnz5gEACebxfdXU1HT58uWSkhLqTD7J2fTPgon6+vrm/DC35O+rz/hrTEppThltMVrVVNVjpwetjtZR/GVjtrKxstIEJest1ilvUlIxtUP4y8CMLMxacWOFvpM+4xNX9GTFXyEWOqY72my1WUBbMD9hfiZmdgx/L8KSFo6N8dX5eNp5rpk8Xu8A/ibI98f8wIN+kz0NVD7Fu8waJYeZPnM0Bt9bNRfpvxT+7u0djg91X50Y7WMldWPPcLys2VH8FRaitvbcSZMW6+ra2dun/cfwt3nzZgsLCyrq37+vhIQECwuLloE3vl21tbUkDuDx48fJlX+MPxK5/lcJwkzwl/ApgY70LL7gbgcAACAASURBVMxiIEPLWiv6enQapnUIf5mYqWmtueXtFuMAY5/9PhmY0SH8MZFJa6TZp9nbxNlwAy82/OVj/tpba8fYj9Gy0Vp9bTUd6R3D39PgowzzULuRa3y07aYq4M0O4+9cuLmXocqnBBdLjSFI87DRGnp/9bxfDH8vD488nKRYdXzUgS3yvlaSeFe3o/jLz0cPj0ITEw85OS1Hx8z/GP7+w3r37l2fPn0AgEpF8s/wV1xczM/Pr6ioyJZHuNOK4C+xMTHxU6Jrnut23K4xRyOyIvIf4G/41OF0pJsEmnjs9uAGYWyL363vt6pNUUtsTORm4smGv324zzjI2P93/4jSiLGuY3Mwp2P4q/TDW75/0mbYTVEwN5TDW74dxd+psJlehiqftjlPGz4I8wLMR8ndXfmrzf5eHB55PHvYXFNxx+m9z+erYLlWR/GXkYEMBu7bh5aWG62sNv3H9v7+2yLpREpKSsivw4YN6xD+6uvrfXx8BgwY0Lt3bxLm9pfQZ/w1JNI+0eZsmKNjq2Ox1iKhOoGb1SuFvzUP1jCR6VHooWGpMSl80qYHm2hI6yj+tr3fpjpZNa42jptbs+FvO26Pvhit76Sva6cbcSYiHdM7hr87fnjNuyDWbMEUxT8SpuIVr47i73jIDPsxCk1M3/i5Y211FTZa6b5NdO2Mac45iuDv/r7heE/3cKLin0mKeEMbL3DBvhamj+RkpNFw1aq7MTEPabRfD38HDhwwMzMzMzNLS0tjeykmJsbMzIzj2tPR0ZG0Cg0NZXupqKjIzMwsODgYERcuXGhmZrZnz57g4GAzMzO2rG9paWlmZmbUGXui8vJyMzMzkuR369atZmZmJK0lpdOnT5uZmU2YMMHQ0NDExIQcleeoHTt2mH3RjRs3qOu7d+82NjYmYai1tbXNzMyKiopIIhFW/J07d46kct+wYQNbz6mpqWPHjiWeXLt372Z9ycfHx9TUlC0TeW5urpmZGRUum6iystLMzGzGjBnkqOy/I2rxm47piY2JTllOm6s3czP1Y8MfAxl0pDtnO6++tzoDM5IwqUP4YyIzqTEp4lLEP5v9ZWFWJmaGHAsJ+D0gEzO5uTs7/q54ns+YtWPdRKzggn1s+Mv2rd7kcDXKEhle9fEuWU4T3sU5/p3R7VfB34P9w/GKFl7Txmtcs48T/pKSMC0N6XRMSvo18GdnZ6esrEyn021sbKhg9F27dtXV1WVNM2Zubg4AXl5erG3z8/NJoltKysrK1A4afknjq6enR5J2A8DatWtNTEwAID4+njpA/unTJxcXFwCYMmUKlVijubl5x44dANC3b19EdHBwYDN92Nvb9+7dm3RLJRhRVlYuLS1lHeSbN2+MjIxI4g6igQMHhoWFkVdXr17N5owaGxtraGjIir/Hjx+TbJbS0tKsmSefPXumpaVFMlISqampkZh3RGPGjAGANWvWUNEuGhoa/P39AcDAwIA1ABpJqterV6+2g3p+X1H4oyEtFVOZyKQhjRt8sOEvHdNTMIWJzDRM47I5K/7IYplLk3FL/GVjdhImMZDBzZ4jZ/xdcMWrXlzt+rXEH9MHU90x3QuTXDHVHZm+SPP4KqN558HfjRs3SBgyVv2NPy4XvG3ir0OlM+CP5HIjSS8VFBRUVVVVVVXJV3rSpEnUAXtbW1sAIPM4otOnT/fs2RMABg8eTFqRXB+DBg2iGJGUlAQAFFWVlZV37NhBcn6LiIhQEXEOHz7cvXt3UpMym759+3bQoEEAQGLBu7q6AovnTVVVlaqqqqCgoKqq6sWLF1+/fk3ljaPRaKzBdXx9fQnQySB79OgBABMmTCDxx7Kzs4cNG0YCSZE3sn37dpL0Iz8/HxFra2sJDcXFxVnB+uLFi4kTJ5I7DhkyhHROQEwN4ObNmwICAsLCwtQDOXPmDHmnAgICVMKA+vp68l9k165d3CTE+F5ixV8HP7ns+Oto85b461Bhw19Hm7Pjj0vqtYa/XyLkwZUrV2xsbCwtLdl2pv/P8UdymQOAjY0NdXH79u1kYkVl/m6JP5JubcSIESQnDiKWl5cTAlKh2An+CFnmzZtHZna3b98mF6mYncePHweA0aNHU9BBxDdv3pC8QiRJGBv+QkNDAcDY2JgaT3NzM/HOERcXp+ZQjx8/Hj9+fK9eveh0OrlCknMCwNatW8mV9+/fk7Sfp06dIleI6YOsZIm/Yffu3ffu3cv63Kj5LLCkjrOysgKAHj16kHf69OlTUoEK3HTp0iXqnbLir1+/fgDw559/duAv983i4e//CH979+4tKys7cuSIj48P63UO+LuggaWaeEcHr2h9Xghf0MAyTazUwTLNr5bGnPCXlIQZGX/7mGdmtroQ7lT4YwvoRhZus2bNIktgNvydPn2a+AZTWCH6448/+vXrN3LkSBIZnMIfFQgTEauqqoyMjPj4+Ahb6+rqyHpw//79goKCtra2BF7Nzc2SkpLwxR+FDX/79+/38vJi24u8f/8+AIiKilL4i4+PB4AxY8awVtu4caOXl9fJkyfJrx8+fOCIv8OHD5NEyd27d2c77lJVVUVQKyYm5u3tTU1jSeJ2AQEBkqqiurp6ypQpAEAyJTY2Ni5ZsgQA9uzZIyoqamFhQU2uZWVlyRPg7o/2fdQSfymYkoVZ1OmINhaz7eKP6ofjdh5H/CVhUiZmEr/lJEyiIz0bs1MxteUY2sBfCqZQ429tI7Id/N3y/fuAx1UvvODKFf6S3JDmgdl+SPNAkvQjyxczfPBLApCfv/hFxD179rCnOW+JvzLNV8UjA+f1PcdQxqtaeFEDr2pVbFdxntnnzh61ryaJnPCXno6OjhlGRn56eo76+k4ODgwmE5OSMCXlc+mE+Js9ezZbILmMjAySFpJMvtjwR1aaGhoaLZ08SCbMjRs34hf8ycnJsaW5IRl4lZSUEPH169ddunQBgIKCgl69egHAzZs3ETE+Pr579+5TpkwhMTLZ8MdRJHOuhIQEhb9r166pq6tLSUm1ke+1traW4I/N8WXixIlk2S4tLc3W5PTp0wAgJCTEZh3+66+/yCaphoYGuXLw4EH4kgj448ePZLsgLy9PWloaAMhqOj09XURExMTEhJuonN9RbPhLxdT4uvhpkdMMPA3GOI4Z5zYu4lJEa1OzNvCXginpmD5j+YwxjmNMQ0wJbrjBXzqm2ybZzlo9i470dEyPuhplEmiy9vHalq58reGPjvSkxiSTQJMxjmP0nfU9d3lynBu2ir9S9+YLrqu9tbwsVR2nKzrOUNq3aRJe9+YKf3TP+6vnBZoMv7XCGtO9MNV92QzNNHsDTPfCZDdM+Trdx0/BX01Nja+vL8lXS4kD/iq0bu9WBYCE8EFYqYMXNfCy5tNDIzKWyf31x0gs02wbf1lZqKAwjp9f0NWVZmW1SUBAyNt7B5OJNBqmpCCNhqmpnQ5/Lf2Z6+vrSWpd4snBhr+FCxdCK0fQxo0bBwBkukTwZ2BgwFaHRqMBgJaWFiJWV1eTRW5+fj7ZmKusrEREAwMDAKAsrW3g79mzZ5MmTaJ24nr37s1qQCB5xyUkJKZNmxYVFdWyeWv4oyQlJcWWp+X8+fNkld0ygjd5a1Tm4ry8PABQVVVFxLq6OrLIzcnJIRNbkg2VzBCjo//toLls+KMhbfObzQCgNEHJj+an56DXV7HvhocbONqC28AfE5mz1szqJtzNjebWq2+vsS5jiW2kXfxlYdYQ3SEikiKZmJmDOe4F7gCw+PzilghuDX8ZmKHnoCc2UMyL5jUtcpqwmPCS00tamkRaxd8l96bzrl35+dSV+9DWmtCWjr+UMxvLPbnCX6bP8ZAZAHDIfzLm+iPNo2c3ARPlAZjtjzSPzwmPaB4/DX91dXVLly5ltUsSccDfVa27e9UAIC1S7vPh32taF5nDjLREKgpUP88HW8cfk4kqKhP791cpKsK0NASAKVMi9u1DF5ecQYM0R4+elZLSSKd3LvyxOZQg4osXL8hUpQ38iYiIKLYQMcLGxcXhF/y1TLXFZDL5+fkJ/t6/f8/Pz+/t7V1dXb1y5UoAIGvJGTNmdOnSZd26daQJG/7q6uru378/ZswYFRUVsnIkq9SW+Ltz546ioiKx7RASmZmZvXr1igod2gb+Jk+e7Ofnx8fH5+HhwZromuBPTEysZf6WzZs3s+KvsLCQWF0Qsbm5WUhIyN7evrq6mtjEiQvO3Llz+fj4OgP+SBwBi7UWJ/FkwO8BABBRFsHRotoa/pjI9N3t26VrF79DfoVYGFkeKSgs6JDmwERmu/hjIlN9tjq/AP/smNm7cbfPfh8AiCjlMACO+MvCLOuN1gCw7May7bg9F3ONA4xF+4tu+msT2/yxbfyJCAsE2o7A94vxYSBe98bz3C1+M3zOhpsDwLB+4tVbHJHpKyPR02L0YCwMvbjYYrRMb53BUs832CHD++fgb8OGDe7u7iUlJWwp+7jC3y3tg3HyAHCSroQ3tNvF3/DhUyQkBi1bdj4w8A9hYTEPj/zo6DIxsf4uLuny8voGBh402ruUlF8ef0JCQv1aaMiQIQoKCiReQGv4+/jxo5mZmays7KtXr27evAkAxOOPzJVOnz5dXV2tpaU1atQoKnwAG/62bt1KjDNdunQZM2ZMVVVVVVUVWWmymj6IXr9+XVVVZWdnN2TIEMI1SUnJwsJC8mpr+JOVla2urs7OziZUzczMpDrkHn91dXWWlpaSkpIkFQY/Pz9J30Nydxw+fLimpobkif83Pf6IOOKPX4Bf30l/w/kN5qvMe8v2jrkbw3FrrzX85WDO/OT5ALDuybp0TE/DtHXP1m18vZHNn7lV/M1RF+guICQm5LfPL/x0eIfwl4u5Rr5GXfi7JDUnpWJqLubOT5kPADGPY9gmsG3jr7dY91kTBp/fZX0+c9aTQ/OxzKND+BMVEpw4bODHNC+FvqLWmkOebXOW7d1zpbm2k76y/lDpl9uckeb+E/C3c+dOExMTExMTtoUeV/i7qf17vAIAnElXxuvt42/06FmCgsKqqsYKCuOHDtXbvPmhtPSwQYNGh4UVzpixHAC8vHZnZXUi/LVc/NbV1bW7+CUJVZu/FmsnreGP6nDVqlV2dnYAQGZ5WVlZAGBqakrsqiYmJlR9VvzV1NSQ5t26ddu1axdVp7S0lCP+KDU3N5NjuQAQGBhI2Noa/ogNurm5WVNTEwA8PDyomAjU4rehoYHtFqmpqaz4Q0QvLy8AWLx4sbu7OwCQBfiuXbvIkyH1dXV1OQ74h4oj/oTFhXvL9R5hPKK/Wn/jAOPUd6kcT2K0hr9szLZPsweAlZUryZo3H/NbmiBaw5+qmepg7cEuGS7CEsKTF0/uEP5yMMc0xJRfgH/r+600pGVjts1WGwBY+2Rth/An26/nAMkexnoyxloDslYacfAHbAV/ZxaaA8BuLzMNmd6OekqKfcU8xg/zGK8iKiS403dyhuMEAFg8ZTTm+ndKt+fvhz9VVTNpaaX8fNy69R0AWFjEDBgwXFJS3sDA0cjIz8jId+nSK+npnQh/tra2bBOZ7du3t2v60NXVJft0rDp8+DCDwSDLujbwN23aNABYsWIF6Zks/cjG2cSJE4nJlayOiVjxd/ToUTL3pJxXiK5du8aGv9u3b9NoNLbDGBEREWSFTgbZGv527NhBfl2xYgVxDKTeLDF9CAsL79y5k7XnV69e2djYAIvpg3p04eHh5C2Q9KdknjtmzJiUlBQAGDZsGMe/zg9Va4vf6VHTD+JBj0IPAIi6GsXRIbmN2d/chLkAEPsyNgMz0jDNNsk25EQI2xSyDfxJK0pvx+0zVs4g/6UiLnVg9mfgYcDXhY94cedhnn26PQCsebSmQ/jr1UPQ01IFHwdhuSde8sAL3Dm+fMHf2UXmj+IcpXsJAUCo6Yj52go9uwm4jBvmaaASPHFEkc8kzPD+NfCXu2oIVunhTW28o3NoWwfwp6IyUVpaqbAQExMbAWDWrBgbm219+gzevPmprW2iv//vWVmYlNSJ8AcAbPlGiOvvlClTnj9/ji3wd+TIkQEDBgBAeno6a6sTJ06QOeOaNWuwTfyRTbGYmBgbG5uBAwcS17mrV6+qqKiMHz+eQIFGo1H1WfFH/ARbGmQDAgIAQEJC4s2bN+QK6UdRUZG12qdPn/j5+QHg+vXryII/yhWGLeTBu3fvCC7Dw8PJladPn06aNAlaWHWuX78OAAICAqweOQcPHhQSElqyZImLi4ukpCTZfb5586aGhsbo0aOZTCYAbNmyhcPf5gerNfzNWD6jGIu993kDwNIrSzuEv3RMX3l5ZW/Z3mYLzXbhLuut1gAQ/FswG8Jaw5+KqYqUvFQGZmRipr6zfodmfwxkhBaHCgoLzk+dX4iFyR+SFcYpjJ49Oqk2iW0C287eXw8B11nD8K4/lnTE7+8L/g75T8bCkJMLZ/bqLuikr7Q/YKqwYNeySMsDflNS7cYj0weTXTs7/u7sUQOAEQpCMyeKzzQQu75b7SRNCQBOpXGFv+HDp/LzC2hozFRTmzxggNratbfy8nDMGHtJSYWePSXCwo6mp3cu0wd8bcbdv38/IQLl79bS7VlDQwMAtLW1Ke/l27dvy8nJAYC6ujrxImwDf4goJSU1bNgwaWlp1kXuggULREVFR40aJSgoyGptYMXfsWPHAKBv376sa0+y6QYAffr0oQy16enpZD7IGoMvODgYAFxdXUkqWAp/586dIxXY8FdXVxceHk46p/zAyfxUWlr6wIEDVM/kZF737t2po3tEcnJyCgoKAwcO1NbWpi76+/sLCwtraGjw8fFVV1dzfEQ/VBzx17V7V8khkrozdQepD9Jz1Et+k9yhxW8SJmVhVvjZ8G7C3TRnagp0FyDeJ1wufpUnKPeW7Z2GaTmYE1QcBABLLnIw3XLEXxIm5WCOS46LQHcBnZk68uPkZTVkk6qTWu5dto2/7oL8jjOU2nKHbgV/p8JmfsYf0xeZvv1EhacNH4R7F8ZYaEuJCIl0F6AtGP/ZD6ZT469Uo+706HMZysWJikWb5Yu2yL8uHvn+5OizDOXa46OxtB3Hl9RUXLnydljYKR+fIj+/g6tW3WUwkE7Hbds+BAYWR0dXZGR8doTuPPgjhlGdLyIBoAwMDKgTHS3xV1xcTFbHqqqqpBUxLEhLSxPHPWwTf58+fVJUVCRMmTlzJnWdYA4AJCUlWV0RWfH39u1bBwcHfn5+TU3NwsLCqqoqHR2dLl26kDla165dvb29CRlfvHhhbGwMAKKiotS7I/0XFBSQnql4f+PHj3/z5k1jYyM5vsbq09fQ0GBhYQEAFhYW5MrTp0+Ji4+4uDjplhwfBIC4uDi2PcGRI0eSl1iPqRAKA0DPnj0px+l/U2z4S8GUxMbEiNKI4CPB3kXegYcD497Fteb53LbbMwMZS8uW+hT5hJ8Nb+n10hr+UjF12fVlS8uWpmBKKqZuer0p/Gz41ndbW/K3NceXFExJw7SFpxf6FPn4/+a/7uk6BjJajr9V/JW44UW3C8xZd/fO5WDxaBt/qe61cY5nw81rNjtgqjumuF2KmH1zuTWmeWKq+5Hg6acXzsR0L0zptCEPWP2ZSzTwuvbf5ZImlmridW0s5erUR3o6ZmR8LunpmJSESUlIoyEJikX9HToP/mJiYoj3GaUhQ4Y8efKEqka+/GxudwwGgxzLpTRo0CDWACdkijRy5MiW921ubibWTz4+PtYDJy9fviQmXTqdTsVEwC+Hz5ydncmvCQkJ1E3JCeX+/fszmUwqAAFlyw4NDSVOdpTExcUdHR0pS+u7d++UlJQoEtHpdHIojS3YPRUcITY2ljjNPHjwgICSkpSUFNnaY9ORI0dIBeLoR1RdXT1w4ECCy5b+g/+COB56y/j7k5vRRgSEdk99kBgEGZjRoVMf6ZhO1tpJmJSKqRmYwXHu2fapD2r8rbG7nVMf17yx3JPDll+7h95S3THDB1O/hDxgeP8dCiHDBzO8P7PvF8Df/9mZ34yMjOrqaj0WUedYiaKjo/X09NhMDYhYV1dnZWVFmnh5ebEuVxFx9+7denp67u7uHG9dWVmpp6dnZmbG5lRMOjx//jzrxZiYGD09vdjYWPJrY2Ojp6ennp6elpaWurq6np4ewW5aWpqenp6uri45doaIDQ0N5eXlrG+trKyMzUJ97tw5PT29MWPGqKur79ixw9vbW09Pr7i4mLVOQ0ODnZ2djo6OgYEB2Q9FxE+fPsXFxZFux44de/fuXY7v9PHjx3p6eoaGhtSmJJG9vb2ent6xY8c4tvrR4p35/T8689uaePgDTn5/PP3nxcMfD388/PHw938qHv54+PuMv8cHR+A1bbyk2bFyW+cETREAwsJOZ2VhamrHSkYGxsQ85OGPp5+iz5nempPSMK2Dn9y/z1SsfbyW7NB1qGRhVuiJUAAIPRGahVkdbc5AxtrHawHAjmaXi7kdbZ6GaYlNiSAiHGytivcD8JJHx0qZJ97wGa4sYaTQH7P9MNWjwyU3wGZUZ8Lf3b1qjWWajefUO1YqtP5MUgCA4OCjDEZjYmLHCp3euHJlJQ9/PP0UEfxt+7gtpTGlg5/cRGYjc17CPABYdXcVvZHe0eaMRkbQn0EAEPRnEKOR0dHmtEbaqrurAMA2yZbZyOxo85TGlK0ftoKIcIDlsMZbvo3nXDtWzrs1XvFUVZQwlO/fmOHdmOja4cL0tRrROfBHThr0Fu0qKd7xItFVTIQfAISFxUREJP9B6dFDAgBa5tb410ROdJH4VDz9X2lh2ELgA+GBwsIyHS49ZHoIigsCQI/ePf7RB19ESEwIAITEhP5Z8x69ewBAd5HuvSR7/YPmPSV7Ah+fUDd+SQkhSfHuHS4SQl35+QT4u0iKCEmKdO9w6SXUrWsXVTW1b/wLfgf8pabSAEBBppvKECG1oUJaqj1UBndXkes+Wkl4tJKwilx3lcGtl6FCsv0EAaB3b7n+/VX69VORk9Pu10+lXz+VoUP1ZWU1pKVVyK8cS//+KlJS8gCQlkZvf6A/Rq6urpqamr9KalqevqPCFobxAd9Q4aFDewxV6qmkJqo2WHiwUk8ldQl1pZ5KQ4SHDO0xtLWi2FNRUlASAKQUpPqr9O+v1l9OS458rqVVpOW05AYMHyCtIt3aZ7+/Sv/esr0BoLds7/4q/fup9JPTluun0k9OS05eX15eX37giIFtN5dSkAIA0X6iA1QGfL6j2gBpFekhY4YM1hncRtvPgxwmDV26SPTqpiIvoSInpjlMcri8xEjF3vqjpPVHSWsOk1SRE1MZLN5qGSreTZC/h2BXlQESKtJi6oP6jJbpo9JXVGNQH315adX+4ir9xFT6ibdaBkj06t5VRbUT4I8sfp8dGoG3dLBcqzxPBa9o4S3tV3+Our9/OF7TxsuarZY7OqfSFAFg4cKz2dnIZGJU1NXUVGQy0cmJuWzZ9ZwcpNGQTudcmExcu/bJz1388vR/K/9g/67QtcSt5IbvjQtuFwqsCir9Ks84n4kyiDrncu66z/XLHpcve3IuDwMfLtVfCgDrnq3Lwqw0TIssj0zDNBJrYOXtlXG1cemY3soHn56DOWGnwgAg7FRYDuYwkRl1NYqO9IiyCCemk326fexfsSSBHMeSiZnrnq0DgAVpC/IwLxuzl99Yvu3DtlzM9S3y9f/DPwMzWmtLRzpxLQQR4RAbVXwQgJV+9/fNe3fC6enB+emRBlkrjW7stMLr3njZk3O54oW3fIcrSxgrDMBcP8zyfRG74MGaeZgfeGeVDcPBEDN8MM0L6Z6tlvzAuaMGSneGxS/B36MDw/GuzjKP/uPVRfC2Ts1Z9XGje8aFDsK7uliq0Wq5pX08VQEAQkNPbd+OLi650tLD6PRmV9d8HR27iROD1q27mZb2d5xntsJg4Jo1D3j44+mniODvguuFCu+KKQpTZirNvOV7y03dbY7KnGC94BK3kksel0rdSzmWu/53l+gtAYCYRzE5mDNj+QxFA8UMzMjCrDU31kjJS0VeiSQ+zxwLE5khx0MAIOR4SAEWuOS6SCtLM5ChPltdz0HPNMB02c1lDGS01jwd02MexQCAXardTtwZfjK8z5A+sX/FRpyMGO8+3pnu3EbbFEyhIz2hIQFEhIOsVfBp8M0iW7WhEuczZ13ZaeVuozbTQHb+ZAW874+l7pzLJQ+87q2mJGEk3x/zAl5uc9Yb2jfN3uBZsluY6Uj7MYo73CdiutfnCM8cS46/Taey/D7YPxxva6/zGzBJTxRvaFefVZ+sL5oQPuhzxBcuHF/y8tDDY6esrFZycr2Pz778fJwyJWL+fDqT2akdX3j6vxXB3zmXc1e9rs4eNttSxbLMo2zzpM2PAx/ryegdsD1Q5lF20e0ix1LpV7lYbzFxfMnCrNnrZqtOVmUic/OzzaZhpgrjFCKvRLbhEMPq+JKP+R47PWQ1ZdMwTX22uqa15qJTi3Ixt42cmayOLwVYsOTskoEjB277sM00zFTVTNWN6cZEZhvNv3J8eRR4++B83eF9/0yahvf8sdJvvb/O0eTpHII8c3R8yfF7uc3ZVGVggfvEP/2nLDQbhQxvM1WZdlL9djbHlwf7h+NN7ee/j7Sd1Bsva+E93ZQI2Y1BMtzjLzMTU1NRS2vuli21BQW4ZMkpE5PgrVufUaHtefjjqVOJ4O+sy9lbvrcyzDMsVS3v+N15Gvx0ybgl4WPDyzzKStxLuMEfE5kbqjbo2ummYZqhj+Hii4uNA4zJaV9u8MdEZiqmalprbvuwbVnFMr98PyM/o4VHFrbRnC3NeTZm6zvpb/hrw7TIadMip01fPt0j16MNd8Kv8Ffpiw8CF9qP3L9lEt7yrf7TftpYWbzsgSXu3Pr95QVss9FPnDe2OsN76VT1CUr9zyw0R/oviL/bu9RsTCXwihZW6mwKltkU3AH8MZm4bdsHdfU58fH169c/MTYO3Lr1XRtpwThJmQAAIABJREFU3nj44+nnisLfTd+bCVMTrFStbnjfOOF04s8Ff5ormx9xOHLJ4xKX+FtZuVLHVoeBDKUJSiomKqL9RJfdWMYl/rIwa9uHbaMtRsfVxiV8TNiP+ycvmmxHt2OLj9+G23M6puvY6sS+jDUNMY2+Fu2529Ms3CwHc7h1e77t52ejdjBuMj4MCHcYdWDL5OYrrU/9WuIv22+thQ7DwfBStNWiyaNPhs0IMR35S87+bu5Umz5ODK9o4R2dGN+BMb4DP6c64hZ/79XUJqemoo7OfGvrLRER5zZtquHN/njqnGKd/cVNjps1bFaJW8lctblZFlnTlaYfse8A/lbcWjFixoh0TI97Exf3OG7k9JHhZ7id/WVh1rb321TNVJOaksxXmnvt8jINNQ04EMAxzmBr+BtlPmrdk3XztsybnzzfYq2FfYp9G/Rkx1+lv4u58t6NZvgkyHyC3LmMWVjRIrtbG/jL8V82XTN5/riLUZYBxsOPBE/zmaD6C+LvuvaTgyPW+g7EMk28rr07duju2KFfRfdrD3/x8fWzZq2m0dDcfPXw4VNVVSctXVpGQvvx8MdTZxOFv2s+13Jm54SPDb/nfy/LIktPRq/AsqDCq6I19rHhLxMz1z1dZ7HWgoY0OtKZyLSJs1l+Y3nLBJWtLX7j6+NnrpyZ8Ckh4VPC8OnD7VLbmvq1xB8d6XPWzyHnT8a5jpu8eDLH9Eyt4u+6T9LicReZs7DSb1PwmBs7rbBDs78MnwL3ift8zLAgKMvJaJKqzIetTn8ndftl8FeuhaUanxO5XdD47NpyoXX2cTrzS8UxZTCQwcA2pn48/PH0c0Xhr9Sj9JLHpXLP8guuF8o8yiq8K9owerTEH4noR831kvDzKbo2ANTyzC9pnoIpDGRwTK3ZBv5IcxJZKx3T2z2DzI6/C25f4tq7YrkXXmp9148j/pLckO6JdA9MckW6JzK8v0rp+yvh7/8v5AFP/7ei8Me2yC1xa9Xi0Rr+OvjB54U86LT4K9HAy5pY8gVwZZp4SZN7/LFmMSel5RUe/njqDGoNf9yU1vBHQxpVyJUUTKEhjZs05y17aG0K2Rr+UjGVassxzGr7+Lvkjpc9vrL8lnngJY+O4Y/mgaltTgD/ffy9e/fO3d197ty5bHkYvsJfiUbDOfW3x0c1nlcnBKw9Pvrj6dF/07A9/G3Z8jYh4RON9tngS6fjli1v4+PrU1J4+OOpc6kl/i64XSh1L73qdbXUvfSC24WLbhdL3Euuel295H6J/No2/uhI3/Zh2/pn69c/W7/twzY60lMwJb4+fv2z9QmfElh51Ab+tr7buvHVxnXP1sW+iCVE4xJ/NKQlNSdt+GvDumfrNr3e1AYBOePvghte9mg45/L8d7uXxQvwkjuWuuNFt3cnnD6cdPoq7VGb+GtOcnu7xbE+3uXv2M6dAX+ZmZm7du0qLCxcuHAh6/Wv8HdD+/d4BSnxrrd3qeFN7cZz6kMGdAuZ3xcrdfCGNt7UZreEfG36SEnBgQNHaGvPS02tTU1FOh2joq6KiEjZ2GzNykI6HTMzPxfCRx7+ePqJaom/UvfSk04nC60LTzmdKnUvLXEvOeNyptC68Ljj8VL30rbxR0PapqpNigaK8vryQ/WHDhw5MOZeDBOZEaURw6cOj74WzTpJ5Ig/QqUBwwf0VeyrpK8kM0pmxooZ6XUcUoW0xF8KptDf083CzAapD1LSVxLtJ+pZ6NnaqpwD/gj7rnpbmgzRVZNSGNiLFmGA9wKw3FN3hJS16dCvsv22gT+65+uN9lIiQnE2epjti0lumO6FmT6fy08Mdt/Q0HDs2LHVq1ez5Wb8Cn83tfdtkgcARrQc3tdtOqcuKNDFeWYffDLmzyTFvFWDT9CUsEKrDfyREAZ+fgdzcjAnB1VUTAHAwmLdjh24ZctbL6/dfn6HAgMPb9z4kkbj4Y+nn6mW+LvhcyNxaiIfHx9tBu2Gz40K74rtltv5+PjWGK+57Xu7bfzlYq7uAt0u/F3SMT25OVnFTMVqs1U2Zsf+Feu9z3vT602s87hW8VcXDwAGXgYFHwrctrsBwNLSpdxkemMi0/83fwBYdH5RIRZOi56mPludHHHjCn+l7h/KPMLsRynIiL446pC7diIA7Fg3EW/7yvUXMdIagLd8ucRf/TZnANhkNQa3B2Cq+9Uoy8OBU/d5T9rpPrEu3vmzVeSn7P2tXLnSysqqrKyM9SIb/g7GKQAAAJzLUMab2j2F+YNs++5YN7RrF3CykpTuLbBvk/xn6zAn/PXvrwoABgZe6elNK1aUS0kpAICNzdbCQtTUtJKS+pxSx8dnP5PJwx9PP1Mt8UeOfwBAzuycW763CP4AYLXx6nbxl4mZThlOAsICVpusNr7YuBt305CWiZn+h/xJWFNWirWBv67duk4MmbgP9/kW+QLAkhKuEl2mY/rqa6sl5SXHu4+POB2xG3dzzPHWKv6uelXutgGAzOUT8H4A3vKN8dVe5Dgab/ooyYqZjZHhFn9pXgVuJgAwW33wy3hnzAuw0hwCAH16dncwVHkb5/jZIeZnmT4OHjzo6enJeoUNf0Vb5AFgjrF4X4muV3er9ZcU9LWWYqwdsjtR4fJuNfFe/CbaIn8fBWmBvwED1Ajg0tLQ0nIj+dnWNnHWrPUSErKxsbfNzVcBgK/vgZb4O3r06OHDh3///fdDhw7du3evsrLS39/f3d29sLDwGx8TTzy1FBv+LrlfKnEvMVc2BwBLVctLHpeu+1wn+ONm9keg5pHpIT9WXlZD1jHBkWQrD/g9gER24RJ//IL8kxZN+gP/CDwcCACLLixqaRpuib8kTGIic+mFpQYeBoIiglOCp2z7uK01x0OO+Lu7dy4A0JeOx0o/vOCGN33xlh9e8VSUFeUaf66Y468/VJp8669FWeLOEEuNIaJCgqfCzbEg6G+HmH8ffwUFBadOnfrjjz8CAgJYr7Phb/9meQC4s0fN21JSUaZbT2H+gHl98emYIKd+0uJdAcDGTBxvtYo/CYlBqqpmKiqm6uqzBwwYbmzsLyDQ3cpqo4SErLb2vP37ccWK2wDg41PUEn9Lly4NDQ0NDAz09fX9888/c3NzzczMkpOTAwICDh06xM17pNPplZWVf/zxx/79+8lbPnfu3L179ywsLKZPn75hw4Z2e6ipqSHVqqqqNm3ahIihoaEzZsyYNWsWlc68bT148CAuLg4Rb9y4kZaWlp6eXlNTs3fvXnNz8+nTp7MmBWfT7du3SdDp8vLyjIyM/Pz8goKC3bt3NzQ02NjYTJ8+3dfXl5sBfLsqKipIOvOLFy9mZGTk5eXt2LFj165d/8Ktjx49umvXro8fP1paWk6fPj0oKKijPezevfv48eNPnz4lf/RVq1a1VpMNf5c9Lp90OinYVRAAegj2IIfhOoS/FEwpwILNrzbPT5nftXvXBSkLCrCgo/gTkRKRHCqpPV1bVlNW21Y7qTqpZSqS1iy/2ZjNQIZ3trf0MOnRFqOJ7YVL/N3ZMxcA0qMMsNIPS9zxiide8sDyjuCP6bPDy6x3j+47PU3NVGSmj5DF3IBZowYP6S2CTN+fbPqorKycO3fu7NmzHzx4wHqdI/6ublf9dFvHWKsXAES69vOzkRrUV/BozjBJ8a7mhmJ4V/ezO3QL/ImI9DUxCTQ1DSX/Afz9D3Xr1sPSMnbwYF01tck7d2J4+NnW8LdmzZro6OiIiIjw8PATJ07k5OSsWbMGEVetWpWYmMjNe3R0dDx9+nRSUtLKlSsbGhrCwsJ27tx56NAhCwuLI0eOREZGthtW+vnz59OmTfv06VNFRcWcOXMQcfz48UVFRUVFRV5eXqyJd1vT5cuXZ8+e3dDQ8Mcff3h7ezs7Oz958mTRokXh4eFHjhzx8vJiS6FJ6dy5c5aWlg0NDfv27QsICAgODg4PD4+Kiqqqqho3btyRI0fi4+NXrFjBzXP4Rh09enT+/PkNDQ35+fmBgYFBQUGLFi2KjIz8F26dnJwcGRn54MGD8ePHHzlyZMuWLeQzwL2io6PpdPqpU6emTp165MiR5cuXJ/yPvfMOi+pKH/+JsSJiQQTpXem999770HuZ3gcQREDFioVehgGGgRmaKJZYYu8Vht6LKLEk2fTNbpLdNef3xzUEYWYcdr+/b7LP1/O8T57rZN57z33v3A/nnLecqiqB35yPvy5M1wR5AqWLkpeSZwexZSVlowyiXjJetoe3i4k/FmSV/1he9reyZtjcBttWrllpHmF+Bp5ZKv5Wr1ttHGK84+IO2lVayfclDbBh8RxWoOuj6h9VpT+U1sP6S/CSI9YRfASEOY4F4m/mfMyyj0D5Djs4S4cjxHg/LXTwdjhJFn/y+6aZkuVl/NFHH4Waqm+X27BBYuU/2PhwU3WVTZKwDvdOLPQfMvl9+fLls2fPFnz4Dv4mLM8c1wAAPOJsh8+sv7tpDAAgR22J9ZE205HYi1fYsmm5vbHkV4/N3gYDLsLfypUSZmYRVVXfAgAcHNAVFX8HAISFHSksfColJRsSsl9JyQTxjbwXfxcuXFBRUbGzs6NSqa9fvxbnBkkk0uXLl3/88UcGg1FaWpqVlfXTTz91dHQQicSZmZmioiJkUCOivXnzpq2tbf/+/VlZWcPDwxDCoKCg4eHhwcFBNBotzm7c//jHP8rLywsLCxkMxnfffZecnPz69es9e/ZUVFTMzMzQaLR79+4JVPzll1+Ki4uPHz9Op9O/++47CoWyd+/ew4cPf/7552FhYTMzMydPnty1a5c4dvgP288//3z48OG5npBIpIKCgqVi6N9rHA7n0KFDz58/Dw8Pn5mZaW1t3b1795LOUFhYyOPxHj58mJaWNjMzU1FRgYziF7f5+EMiXQxkDRSlFB1VHBXWKZhuNR0ljp6MOCkm/riQizqKklaRzu/Pz+vPW75yuW+ObyfspFykAAAy7mSIiT8AgBvN7Qw8g5QsFbh+txh/HMjJ4+fJaMik8FKK+4u3u22X15NHNjYSC398zD+HibX5TtLrVz/gBOdjzKXWruhrR8EJkryMhIPJVjj5Pvw1kp7khAIAmlJcRo7GPT0cu3ntarKrfrSF5iaJVX8K/Als7+BvxOI+e5utkeTYST04YgF7zDyspIoYSv/sNvOxk7IxWHu5QsvRRPJskQYcsxSIP0ND/8DAgqYmqK3tlJBQV1sLNTRsU1J4Z87AzMy7OjquampWAAA8/iyP9x78tba27tmz5/vvv9+3b199vVjV8EkkEjK7TEtL27dvH4lEghBevHhRWVnZ2dkZjUbPzs6+9ySnT5+m0WjIqA1CaGNj4+Dg4OTkdO3atQW7gwtrFRUV2dnZCQkJEMKkpKTPP//88OHDurq6zs7Ohw4d+uabb4QpFhcX5+XlIYokEgnB31//+lclJSVnZ+fg4ODx8XER1/3mm2/O/Wdtbm/1AwcO5OXlJSYmQggJBMIc/mZnZ//DS4yNjYm4BQR/X3/9tYKCgrOzc1hY2OTkpDg2n2sI/oaGhhQVFZ2dnZOSkmZmZgR+cz7+nlKeEiwIAIALMRd6MD2no04DAHY57vo07lMAQIFzwRRl6r2jv+qfqi2iLbSdtbWdtW2TbGv+VdMEm3Y+2alhq7Gg/J9A/NXC2qp/VGk7a0eWRS4p5xf5sPGfjRElEZr2mtuct2naa+6b3CcseU5w3F8PFk6Qc1NNnUy32hrK3mQGwCkK7MdFeWnQYw3hKPE9+GsgDuShLFVl+vLCYCsVNhJDTdT2BZofCrEMNVGDtf8V+Osygz3mSPzz2+ntoAXsM4c95nDAAg6Yw35zOGDxexT0orBnNhvW1789qKuDNTWwoQGy2bCo6NuEhPrKym+jokrXr5cvKOhtaHgP/ng8HrIWhoxExLkXEol06dIlCGF9fT2DwWhuboYQtra25ubmQgirq6vFGcLw+fysrKw9e/Z8/fXXb968QaFQP//889///veQkBBxRn8Qwhs3bmRkZBw+fBhCmJiY+Pr16927d588eRJCSCAQrl69Kkzx6tWrGRkZR44cgRASiUQEf69evUpKSoIQ3rlzB41Gi7juxMRE6H/WCgsLkVNduHAhPT0dGTfh8fg5/F2/fv0/vERbW5uIW0DwNzMzk5qaihiEQCCIY/O5huDv3r17GRkZyAmRp7+4zcffKHG0yKvIW9P7Xsq9MdLY7aTb3preNQE1t5Nu+2j6cII4I4QRcdb+kHr3dbCODdksyGJCJpIOLH7WB3IGEewTsfaH1LJHri7iJEKzPvgYOICHfTjYj4f9v2V6DOBhPx52iRH2zMK+LfL81guMh3U4WIcTUP3lT4o/BGrzczz4v/1z/oHwrA+knDZygBibxYL19bC8/Es1NUtVVYs1a9alp1/j8QSEPefn52dlZTEYDAqFcuPGjY6ODhMTEzKZTCKRurq6xLkXIpGIjP5+/vnnoKAg5MPm5uaCggIIIYvFEnMmlZOT09HRASH85ZdfwsPDkQ99fHzExB+EEI1GP3z4EEIYFxf3+vXrvLy8CxcuQAixWCwCaGEtISGht7cXQojH4/fs2XPo0KEXL16kpaVBCJ88eRIXFydmB/7zFhsbOzExASHEYrF79+49ePDg/8JFGxoaDh48OD09jcViIYR37txJTk5e0hkOHz7M5XLv3LmTk5MDIeTxeJmZmQK/+c7aH7prED84SZ7kY/lI7sckeXIAP8DH8ifJk/34/i70+7M+EALOyfwPFwBIBP5EJKu9F3/zOyBCXVTSGx8D+dh3ap3yse+kfIgOfJk/xGNhIQsDWRgBFRD+1Pj7ny55wGRCDgceO/ZFVFQ5mXxhrgbqAvwNDAz09fX19PTw+fwvvvji9evXlZWVR48evX//vpj3gsFgPvnkEwjhN998g3gwIIRnz57V0NBAoVAYDGZwcFCc82RkZHC5XAjhmzdvzM3Ng4ODQ0ND29vbxZz8QgiTk5Nv3LgBIYyIiHj9+nVBQYG5uTkKhcrPz3/16pUIxZiYmAcPHkAI09LScnNz9+3b9/333ysrK6NQqOjoaASp/zstMjKyv78fQpiSkpKXl4f8Cfn/3erq6goKCr788ktFRUUUChUbG/v48eMlnWH//v0cDqevr09VVRWFQqWmpiJ/Tha3/x85v2LKh5IH/4fwhxCwvh42N8P5X/sfD3uenJxEwlP++c9/Dg8PI7T67rvvPv30087OTuRlFqfNzMx8+eWXyPGTJ09Onz595syZJfVkYmLiu+++gxCOjY398ssvL168OH/+fGdn53t9OOPj4z/88ANyL8+ePUMWK69fv97Z2Xnr1q0l9eE/bGNjYz/++COEcGJi4vnz5+Ism/7n7fPPP5+dnX3z5s3Vq1c7Ozvv3r271DPMzs5+8cUXP/300+XLlzs7O/l8vrBvfsDfB/x9KHj1of0fbR/w9wF/H/D3of0fbR/w9wF/b/H3410T+MIGTlstTb607WvdDgDIzx88fRoiZQ7El5MnYWnp9wCA9vbW//xGPrQPbUktOzd7OVg+Rhp7Rn82TZleknyT9c1+p/0AgLIfy07Ck0v84bechqdz+3IBALl9uafh6aWqd8COsh/LAABprWmfwE+Wqt4O2xthI5BamxNvAL/NgtOUpclTKnydbqwr7blNEZ7JhC2UJcsnWQlmSrKqmv/hE/wfwB+LVQsA2JksV8hQKqQoLE0ylHBhmwEATk74yMjC0NClSUREobd3NgAAhQo78qF9aP+7zd7RfhlYRrIk0axpFCvKkiTLLstVxRUA4JPjE3EkIvRI6JIk8kikI84RAOCIc4wsjFziexMaXhjus9MHAGAaZhpdGL1UdVQhKvhgMFi1wsFQtjDLrpBitTShWhem28jJSGhISxVG2RaGWi1Zou2Mtq5X36bzx+Ovvq4OfGgf2of2of3vNmMjwz8efzWsWgAAb5/aFda2mzXaV6u0rlRq3WBqny/RvFalfa1K+0qlllBhbztGUwAAhIcX7dhxhcG4QSZfoFIvMxg36PTrJNJ5Ov06jXaVRrsiUDIyrqSk8AAABm7RwdkcfwbTh1LuQynzZzD9aJX+DKYvrVKE+DOY3uTSj5evUDV2Dt7Z6M+o9qVWeJNL/RlM5H/5Uiv8GdW+VMHqfrSqgIzaddLy0oraQVlsP3q1H73Km1SCqPtQynwo5f4Mpi+1QlgHgrMb5bVNV0uu96dXI+JNKvFnVPvRqnxplf7pNX4i+x+8s1Hbxh8A4IE7GpBe489gepNK/OhV/vRqH0q5N6nYh1wq4gzB2Q2m/mgAgEPcrsDMOn8G05tU6kut9Gcw/ejV3qQSX2qFCPXAzDqHuF0AALMATFBWgz+D6UMu86WUI93wJhX7UstFqAek13jgjgIAttkGBO9sRAzlM2d8UokfrdKfLtz49Co/evWqtevltU2Dszn+9Go/WuXvxieX+VIr/BlMYeq+tMqgLLa0ovY6afmAjFp/erXfb8b3ZzB9KeU+5LL3PLudjUomzpJgZZlPGdOfyfRnlniXVPtVV/lVMf2Z1X7Vlb6VIqQxuDHKIAoAsM91HyuAhahX+lUy/ZlVflUl3iVMf2aln1B1dhCbZkUDAKCOo3Zc2cG4wSBfIFMvUxk3GPTrdNJ5Ev06Xfh7Q0u/kp7KSwUAuNHcsq9kM24wKJ9SKJcojBsM6hUq/TqdcZ1BvUIVps64wiBfJIM1q0KdVK40Bl+v9r9S6Xuh1PsG8+3B+RLvT8t9r1T6Xan0FSBVfldqA1QV1xnJS1/JCrpG97tG9ztP8r7B8L/B8L9E8blA8r5C87tC8xUq2cHO6puVNbf98fhD1v6+vWkMX9lMndHfjZaHL2y+vGrkZ7/+coUWfG4Nxy2Fyiubbt42AMCuXb2dnZDJfGNuHhUaWnjyJNy7d9TQ0D83t7etDXK5gqW9HRYVfQMAcEkp2HH2KyJnxMAtRs8lgtw0Tj8x65q63wNbmH7qFYk7LlCoLdN49tDyFauMPBN2nPua0jJtHU5XM3XD1fejmV2qxi62UZm0tmdk7oRAdTJvgt4+K62opahjld75Oa1txgN7RNnQIan4Fpk7ruuEMvSII/MmyLxJYR3IPP2llpWP5MYt1OZpevvz4GyOsqFD+O52Wtuz9JMvg3dyrFE0RsdLoepn/mIVRgUAoJldjI4XMYfOKxvYB2TUJRbfVNSz0bT0MgvA0tqekYT0P6Pzcx9qOQAg+uAnGadep1TcVzF0dIjLyej8PHQXT8PCK+H4VVrbM2FXZ5z4LPrgJwAAX1rljjNf4uv7t9sFm/imUlqm9Fwi1UxdFbZbJpffpbbOCFSntT5FVz8BAFij6DvOfU3mTZj5o7Vs/ImNo2nVj5QN7FyS99Lanws1fvMkuXlq7QYZLSufHWf+Qmt96pSQp2xgn1b1iNQ0pm0TYB6Io7Q8FaZO4o6nn3qtqGMlrahFP/EZvf2ZL61SxdAh9vAFxonPTH1Tt9uHEDkjFBHP7sxf9LziNoE1w4ThWcZsR3iHvbI9O4j9gvGiG9OdaJTYhemaokyNk8YFypeZX+512QsAuJl08xXj1Y3EG7ZKtofcD32e8XmxV7GDssPl+Msz1JlxsmD1V+mveCE8AEAOP+c0PM18wzSPMg8tDD0JT+b25Rr6G+b25LbBNiHvDbcNtpV8WwIASOGlnIVnOZDjznB3Jjo3waZW2NoG2wILAg9MH2iH7QLVW2ALG7KB1NrsWAP49Q44TSmm24S5qcFx8nGaTYiLaqib2nB7OHzBgOMkATJBhrN0Ix1pD21F2JkO22gnsR7+hsrfFCfCFmq6h+HeQHPYTodcklA5nRlnqiT3Z1j7Q/A3e8EATlvFeG+yM5KEQxaxPps+u2CYGrS5u1lHlEd4nuf3xAmIQh3btetxeHhxYOBuFxfisWMvLC1jCgs/Q9LghHh+nwEAkJfWOWmPF6HIHVto6ofG1fWuk95qHUaltExjaroFCq6uL7Xy4fIVq/Rdo9I7X/vRKuxjd4bs4uq7RNrHZEXs6TALwDon7SFzJwSqY1l8QsPwJnkN+W3mtLZn4btPmAfh4458ut0+2DF+lx+tyiW5wCwAQ2meEtYBSvOUhrnH2g0yBPZgYvENY6/E5NLb6qZuyeX3Eo9f2yivrmnpLUq9Zdo8EAcASCq5havrM/ZOTiy+YeAaZR6Ik9My8aVWJpfexrJ6hKmTeRMeuCMAAFR+G7XlqXkQPnJfp3kg1iqMpmHh5YE7klb5CFfXJ0ydyBlB5bcBADzxx9JPvrKPyQ5Ir3GMz7UMJmJZ/MiCUxrmnlEHzuLrBwSq4+v7E4tuAAAsgggZnZ974I64pBT4MaoNPeJ0nSNiD1809Ij1xB8jNY0JNn5tD7a2V2L9Zg1zD0bHi+CsBmsULXLfaV3nCDN/jC+l3CYy3T42hyLk2WFquknccflt5pvkNUjcidhD5018UxOLb+rYh1iGkBzjdnkSjpv6plJ4kyKMv90tciNY/QT95FHaowSjhDtJd7w1va/GX813zJdaJXUn+Y6I7S6nKFM7HXYCAC7EXBgljaaapl6KvRRvGJ9hm0G3oV+Nv+qm7vY47fGCEvlzMkYaY/mzAADpt9M7YAfqGGrX413hx8NDDoSEHQwr/brULMLs0PNDwgr2zff8dsLOZE4y4RQBdwrnk+3TCTvjWfGSmyVze3KFbZT+juf3dfqnFX7l2fbdvBBarEGCn3ZuqsmTNtSb3kXJHgI9v220wT3hBUHmr47EYRy27w+2oLrq38sNg41EyET/13h+n583gOOW46f0Y7w3wR5zDyspOGNNDJd5wN72e23n9wW+1Nb+yuH8y8dnZ1ISx8YmkcOBpqbhBw8+Ewd/lOYpDLObzJ2wCqU4xueln3plH5NtGUISgY/5+KO0TKOrn1Cap1zT9lsE4cnccTx7UN8t2j+9hsgZeS/+SNxxNPMJmTcZkFFr4BaDre3FsnosQ8me+GNVLKc7AAAgAElEQVTExtH34g9X24up6SY1jUUfOKvrHB598JxVKMUNfUjfNVIYfOfjL7H4Jr6uj9AwlFJ2V885wo9WqWLkqGLoGLSjHl/fLw7+iJwRXF0frq7fyCPOA1u4SV5D1cjJHVOIq+vFsvjvxR+ZO4Fh8UlNY6b+aHf0oZ0XvreJYNhEMEQYfz7+KC3TaGYXpXnSIXanfUy2Y0KeY3yuiU8yKr+N0DD0XvxRmqfQzCeU5ilvUol1OEPHPiRq/xl3bKFVGFUEv+bwR2gYxtZ049mDQVkN1uF080C8O/pQcFaDgWuU6L89CP6QwJd+fP/ZqLOxBrE3Em/0Yfvc1N2uxF8RB3/nY84PEgb7cH03k27GGcadCD8xS5/lBHMi9SP5GD4fK3jPzPn4a4JNrDes6m+q/fL80q+kN8PmvYN73RnuJX8pEZa3uzDw5dea2p9rw4vCcSdxjOuMtNY0753e6bfSxcLfNOXXLgwcwPP2u7DznZg5DgGuajnJJi/vJsM+nDiBL78yMZCNv0b3r4i22xdobqkqQ3DWmyiMFbXT+Z8Tf9Nn9KO9NsEhi+M0xbzUrSbbJQbbdcXHH5cLQ0IOp6Twqqr+aWqKqquD5uaRhw49Fwd/ZN4kpXnKJaXAIohIahol8yYc43LExx+5eYrCm/JnMA3cYnD1/eSmMbMArFvaATJvEsPsej/+msZI3PHIgs7t9sHJZXcoLU9TK+4buMeG7+nA1w+Kgz9i40hSya1tdoEp5fecEvO3apkYuMfoOISQRQ5A5vBH5AxjWXxdp/DgLDatbYZx8lX8sasqhk64uj6MEH7Nxx+pcZTEGTH1TfUmlSQU3dC28SNzx1UMHROLbiBofg/+msbJvEn76CzbyAxqy3RSyS1j76SQnU0EzrA4+CM3T1Gap7wIx018ksm8CV9qhYaFJzIcEzb8fAd/vEkybyJ0F1fXCUVoGPIiFBl7J6sYOTnE5lCaxcHfEK6uj97+3DE+1x1baI2iuabuD8ysM3SPFRN/ffi+WfpsiXcJ3gL/BP2kD9fnoe6xJPw9oz1rDmtONErsxnRfjL0YtC3odtLtfny/MPX5+GuEjc2w+ejTo+5098KJwk7YiT2BDS0MZf7IFJa6Ox9/PMhrgk3Vf6v2zPTc3b9b3U49YG+AmqVaTleOWPibIsMhAhwl5aPNLpX5wM8Y8C+Z+WhTZrb9O0WuhOGviQTrcLCNVhppe5Hsne9veicj4DzRO9vbGLZQ/svwN3laP8JjExyx/LXbrDBTSVdtdV+Ljpj4a2uDKSncyMjSkyfh8eN/MTQM4PGgsXHwgQMz4uAv/eRLP1qlqV8qmTtBaBgicccdYrItg4li4o9x8gUqv9XALQbL4tPbZx3jcu1jd9JPfIar7RUHf9SWp3FHPtV3jUosupFx+gt39OH4o1e8SSV6rpHU1qfvxR++fiC18oGhR1z47vbMM19G7T9tjaJqWflsdwgWPf+am/ziG4bMA3E+lPIdZ79C7W73xB9LrXyoYuQoJv6oLdMOsTsdE/IyznwZte+0upk7hTshPv4YJ1544o9ZBBOprTOU5ik/WuU22yB6+3O0ENMtwF/6yVdBWWwjz3gCZ5jWOqOgY0nkjBh5Jbgk7xW68jAPf/QTs1H7z+i7RqVWPKA0TxEbR70IRYq6NraRGSKe/u+T36bxuMJLzkm7qS1PNSy8DNzjPLCFITubdJ1QIlZOFkx+d9jteMF44aLq0oZqG8IPuamJO/q7EHNhhDiSZZ81TZmONYjNss9KM027HH/5Ge3Zgr0xheGvHbYncZKYPzJjq2O9crxwXFwH7DDwM9g3LbRi1Xz8nYKn8GfxB0YPZN7JdMI7Mc4yQvJClIyVxMXfS8b9usCrrIAvr8aj3NRajnj8vRtzkGgpLv5aqZMFka1oN8ghRpqp09z0b6UHXCR5Z3sb/ffhb+K0frj7Rjhq+ZdrRonBm0szlL5+ZAp7xNrmvLMTWlnFaWs7mZj47thxH48/bWDgm5BQx2L9XeAmvwvwl3XuGzN/zGalbeqmbq6p+5HJr0UwQUz87Tj7F9e0A+u3KGlYeDol7ta28VfYbqli5BSys0mcyS/9xGehOU1rpKQ1LbyMfZIj951WM3HRsvKNPXwBJ2Txaz7+CA1DiUXXJTfJaZh7aFh6Y2q6M09/EZbXst0uSJzJb1LJLXzD4GalbarGzqrGLpH7Ok19U5T0bP0ZTDEnv4yOF8oGDoq61qrGzqi8VpfkAmUDezf0ATEnvzvOfqXvGrVF3UDNxCUgvSYsr3W7fTCZOy7s0gvwl3Xua7uozI1b1dXNPZwTd6PyWxV0rEx8klMq7okz+kvv/NyXWiG5SU7TwsvMH01qHDXxTtJziYw/egVXJ/T25/BHbBxFM59YBBGUDey9iUWJx69vswtUM3WN3NcpbOFyPv4epz0ewA/kOubaK9tn2WXxsfxebK+rmqv4o79x0niRV5GlgiXFitIU0iQrKeul6RWhF9GH7RNn8tsG27LuZ+n56DkTnYtHiuNq4wx8DeJr41l/F1q4ZT7+TsATBb0FZpFmFpEWB4YPtMLWM/CMK9mVcYMhFv5m6ZNX47EhOr52ykMnwh81BHtZKVKjDZ7fShJr8ttM+aIidZevia++0nW6/8iRuCgLjVgrzbHDsbD+v2vyO2Tx80PTZ58YwF7zn+6b3GRqf3/b+G0RQDHwx+PBwsIXmZl3GYybxcXfsliQwbiJbHkuLPtmPv6orTMJRdeDstj+DGb0wU8I7MGEouvxx65ghQxeFuCP2jaTXHYXiZ6J3NcZd+RTJBYkoei6sOHPfPyReZNpVQ9Ddjb6M5ihOVxS0ygqrxW1u53IGRExAvp98lvXh6nhh+W1+DOYQTvY6Oon2Nre5LK7sYcviOj//MkvgT0QsfdkQDrLn8HEsPiJRTcC0mvw9f3C4LUAf6Sm8ZiDnwRm1PozmCnl99KqH/szmBhmF65O6NXn44/SPB1/9ErQjnp/BjPuyKdplQ9jD1/E1gr1uizAH7XtWVLJLSR6Jmr/GWLjSEA6K/7oZQJnWOjQex7+qC1PUyvuI88Old+Gq+sLymJH7jst2vjz1/4IDYMp5ff8GTWYmi4ydzxi78nQXTyi8Ktj3p38DhAGujHdTH/m/ZT7A/iBbkz3JzGfPE57zMcIhtcC/A0RhgbwAzUBNdcTrvfh+hpDGpn+TG4IV4T6grW/BtiQ/Sh7/9R+LuRW/bOKcZNR9UuViIJ9Cya/HMjZPbQ7tzcX2d2tFtYe/uxw2Y9lYm1zPkWBw8TZCzH36gPhEAEOEe6zg56fj4EjxHdq/IlIemMTvi1OupnuD2uxsInUlxc2uBsFOX9K18cXX3whFH9IldMBC9hlBvlmcMQC9pmLYt+7+GtshPX1kMOBHA6srYUs1tsDEcmH77g+eJO4uj4iZ4TIGcHV96OZT5C1fBG/4HdcH81T2NpeRB1f34+v70eOseJNfknccSyLj6gQGoYwzC5CwxChYQhTI/TqmHfX/rCsHgJnmMgZebtexuzC1vbg6wdEv4G/uz7q+wkNQ0gHMDV8xBTCpr2L8UdsGMazB97eMqsHW9uDHIjo/4K1P9xvFsPV9WFZ7+n5AvxRmqfmnh0yXH17IPwM77o+JpEOEzkjePYghtlFaBhGDkR0YIHrA1fbi9wymtlFYA8Kc7kIxF8PrqcH2zNCHEE2/ejGdA/iB0XAa/HaHx/DHyGOIKPFEeLICHFkiDAkQn0B/mpgDQdy2JCNwIsDOQKL1At1fcCaBtgwl3rMhMx6WC/iDAtzfrswcAAPh3+r5zxMhAN4oexbjD8mBtbhIIcIWdi3+5o3EP6MOb+XLl3y9PQUhb8/oOTBPM+vyN/re/AnfJVH6Bv4Lv6Wqr4Yf0tWfxd/S1Vf4PldqvpCz+8S1Rd4fpds/Hc9v/+G8d/Bn8i/E8KMP9/z+94aB6Lxt1T1xfhbknwoebBk/A0NDfn6+jo7O3/A39s38AP+PuDvA/7+L+Bveno6KytrcHAQh8OJi7+eedXte5aGv7mC3/8m/lh8LKsHERG/YOH4+139t5PwsSz+gpdENP7e/T5fYE9E4O/tdUW+loLwt+hCi7o9J4Lxx5p/76KuLhR/v51BND6E4W++4pwNsSz+AlOIwt/vHRDVfwH4e+fe3298gfjjY/k92J4ebI8wr4Vo/ImpLgJ/7y1VLwJ/AkvtLwF/fCzs+U3+PfzN1bUXWOP+j8Lfo0eP5OXlIyIitm7d2tLS8n788c3ggPlb6vWbv93WUjz8IZt7sFiwrg6K8HsIxR+Lj6vvx9b2Yll8XF2fiLyF9+CvthdfP/AWTKwl4w9X1z936bereIteJ2H4w9X142p7sbU9OJG+i8X4Qy70u7+CxcfV9wsbGArCXxdy19ja9//xEIg/7Fvj9+Bqe0V4XYXhD8vi4+sH5q6Lq39rw8UsFoY/8TuwGH/YefhDHr2IpU+B+OvF9fbj+hF+9eP7heVsCMPfnNZ71UXgT/SynQj8sSAL0WVBFrLd0tLwh+xz1IuDfCzswwl1+4rAHwsL6/FvqVePg7V/Gvz9/PPPd+7caW5udnR0XLBzoAD8DVi8vGRgobf2k2JN+IUtM0fZWn/t93eMYf8iCC7CX20tbGqCbm5UTU0HVVWLzMy7XC6sqYFsNkS2dps/JBSIP2LTqF30DjlN463aZpuVt4flNhPYg8grRGgYwrN/D0IWiD9S06gvtWKrlqmcprGMqp6chtFWLVN3zCFDj1gT35T5k0Sh+GPxCQ1D6uYe2x1CyNxxMnfCh1Imragde/ji/KsLwx+lecqHVLJFVU9O08jUP43Mm8TV9SGOFELD0Px3cgH+SE1j3qQSGVW96P1n8OwBxBTWYTRZDaPUygdzZyCwBxEQL8YfiTvunLRHRlVPTstkq5aphoUnuvoJrrYHzx4kNAxha9/xhCzGH5bVQ+ZNmvlj5DSNtqjpeZNKfnsofMSZMB9hi/FHaBiKKDglo6oXnNVAahrHs/vVzdwN3KJJTaPqZu5WYdT5CXAC8Ydl9VCapyxDSLIaRlvU9D1wRyktU5iabnz9AJ49gKnpwrMH8PX9yF0swB+pacwmnL5Vy2SrlomCjqWMiq5tZDqZN4n0nNAwhPtNUSD+ujBdQ4Sh28m3zeTNTLeaGskZRelHjZHGerA9vdjeIcLQEGGoD9c3F8q3AH9dmK5+XH8vrtddw91EzsREzsRd3b0X29uP6+9Cd/Xh+oYIQ/24/jl1gfirhbVVv1Rp2GlEFEfMbXTJhmzErTF/QCcQf01vmqIrojXtNbUdtZVNlXN7c5GwQWSrufkhhALwN4B/eSnO2kDW1kjW0XSrraHs9Wp/OEZCfMFwiAB7sb87Q4RsdDmYH26hKvMkJwSeSs/3N3XfLg9ZWMghvnWG1P7RG13+8MMPISEhCz4UgL8hi6mz+gCAjkL1rlZdyTXL6nar/mvI4p093gThj8WCDQ3/iIwskpTcvHv3gK/vzpUr1+bn9/N48OjRz/Py+vfvn0IGhsLwR2oaDcioBQB4YI9gmE80LDwVdSyxtT24uj5sbW9EwSkkJkYE/rC1PUklt2IOn3fHFgIAbCMz4458mlh8I2gHOySnaf5YUgT+iJyRrVqmG+TUMDXdZO64eRB+2fIVsYcvEhregz88eyB8d/uadZtsULTgnZyVayRtIzOwrJ7og59EHziHym9LOH5tLhRmAf4ozVPOibsBAArbLUhNoyTuRFhey7KPly9ftSat8mFS6e3og59EFpyKQuDI4i/GH6X1qYlPCgAgeGdj1P4zUfvPIC7s2MMXIvaexLL482OAFie9EThDLsl7V6/bGJzNsY1IX7FqTVAWG88exLMHo/afjSzoRJzCwvBHbBwNyeECABzjcqhtz4icobUbZbdqmZJ5k370aiSiRST++ISGYTf0oTXrNgZksBzidq1YJeGfziQ0DMUdvRx35FMsqye28FL8sStIHxbgD1vbG3f0cviejtjDF/0Z1QAAM38MiTcRc+h89MFPIvZ0JJXcJszzJi/AXw+2pwvdZadkp79F/3LcZXYQW3KlJNYMO0oafYJ+ciL8RHt4OxIWgyBsAf56sD0D+IFI/UhZSdlTEac6Izu3rN3iq+Xbg+kZJgzfS7nXEdFxM+kmAkph+KuDdSzIAgC40d1OwBNMyGyADUdfH83rz9s/tb8e1s8RcDH+mmBT5u1MAAD2FJb5jGkRY6HjoVMLa+tgXS2sLRgrODhzcI6AAvA3RJg6GwUAyEebjjxKI0Xqb1i36uXl+GeX4p6ei+5vRX19PRH2YkXhr5F0LzMIANCVE9JJ8l63asVZiu9fmehnB2Om90f154X9UJr8OwH/EPx9/fXX+fn54uDv6Tn9jz4CWYlyCptX7CcowGkrAexbhD8OBxYUjAIAkpI47e2woQFaWkZ7elIPHuxbv17ByMhbRkadQDjHZgvFH5EzEpbXsnKNpFUYNbn0Dq11JrXiPobZRW15ahedJbF+85p1m3yplXj2kDD8YWq6sLU91Jbp8D0dAAAfagW9fZbAGZFW3q5m4kJuGn8//mq68fWDsYWXAADOSXvwdX0AALvorMX5Gwvwh2XxCQ1Dm+Q1tmqZUJqnqC1P3VIPKGy38CaVLPt4OQBATtPYE3+M9FsfFuKPN+masg8AICktF3v4Aok7bhuZAQBYu2ELkTOs7xL10bKP10hJS8ko+tEq8ewBAfhrmTbzQwMACJzhjM7PqS1PyU3jEQWnJDfKrt24xSqUTG2ZnhvBLcAfnj0Yf/RTAIBVGJXePktuGtdzidCy8qG3Pw/MrFstuWH1uo0uKfvm7CwIfyNhuc0AAAA+Ct7ZSD8xu15WRVnfjsybWLdZXschdL4BF+MPXz+QWHwDwRb9xCyZN2HoHoukxG3VNpNVN6A0T23cqq5i6EjmTWBq+Ismv1242l4ybwLPHtiipqdi7ERsHE0our5acgMAYIOcqrKhQ2rF/TkEL8DfNGWabk0HAFyOuzxOHv8i44vG4EYXNZdLcZdQuiiNjRpWilZB24K6Md292N7F+Bsnj5f5lAEA2EHsacr0C8aLy3GXHZQd2lHtz2jP3NXdFaUUjeSMujHdCAEF4o8N2fkD+R+v+Ng80pz1LasBNhycPKigr6Drqrtm/ZrkxuS50JbF+ONATl5X3pr1a8KOhpW+LG2FrRU/VTAhswW2xFTHrJdfLyUnlcPP4UIuEzIF4u/puWgAwKmjHhDuq97pAABo3u+6YsUyAICT6dbzpT5wjCQafw+zggEAe/zNpFavYCc7w7M7mlJcVny8bPnHy1y2yz/eGQI5xD9x2PO7+Fu27CMAwK4UOThuKabrg8OBe/YMAwAwmHYeD7JYkM2GPB6Mian28aFXV3+nomK2aZPK3ABQ0OS3i8Sd8CaVKOnZSKzf7I4pxNX1kZrGfEily1eu9iIUWQQRTP1SCQ3DwvHXjbyKobnNAAAvYjGZN4lnD0rJKCrqWM1f4xeBP1xtH7r68VZtMy0rH8f4XEnprSE5XGLjQu+qQPxtkFVW1LWm8JBXup/a+jQwsw4AoGLogGX14OYt5AnDHwDAxCeFcWL24xUrAQCSG2WJnOHtdkHLln3sRShSNXaW2qxIaBii8CYX4888EA8AsAwh2kVluqbujzt6eZOCplkAJmJPxyqJdW7og3MBcYvxF3fkIgDALmoHpXkaw+Lj2YPEptHIglNrpDZZhVHd0YeWr5QIyGAhQ2AR+JNR0V27YXNi0Q0ZVT1lPVsyb2KlxDpNS5931vgE4S+h6BoAwCqETGl9inQAVzdAahrboqa/WWkbpXlKarOCoq6NEPx1Y2t7MTVdWlY+W1T10NVPSE3jCcevLlv2sbSSdtCOBgCAY3we8lwE4o9sSQYA3Ei8MUwcPuh2MM8xr9i7uBXVGrQt6FLsJQR2VX5VY6Qxgfgr9ioGADSHNj+lPi3zKctxyDniceR6wvUk46Rtm7fdSrploWDho+WDAHQx/piQ2Q7bzSLMkB9A9uPsc/CcKcr045Ufd8LOVF6qM9EZWdcTNvnlQi7pDEnPW2+D0gZMA6YO1jXBJtJ50qp1q3Lu5kSWRUqrSh8cPojsgy4Qf8s++ijSU6N4v6u/g0qsj9bFMh8AQLi7OuzD/b7ruXD8PcoORjpfHmUHeRTYTKlPcAIAkF30YSPxj5/8/hv4q8xShtNWYga+cDhw794RAAAa3crjwZoayOVCDge2tkIK5aSamg0AQFXVQiT+EAKOY1l8iyDC2g0yhh7xtLZnsuoGm+TVqS3TZO44qXEUmcIsCX/rZVWU9GzExB+mppvaPO1Lq0Iep6alN+PE7OIMBIH42yininAWzewiNAxmdH4etKMeABCc3big/MFi/Lkk7wUAqJm6yWmaWAThZVR0t2qbrpKQInKGta18167fnN7xQlHXaqOcmjD8WQThAQA6DiEGbtF20Vn2MdkAAH3XSIsgwso1a6U2KxCbRpGlQ0H4u4QsF1CapzA1XaSmscwzfzFwjwUAYGt7qC1P127YoqRnS327HicAf4jN/RnM7Q4h0krb1knLq5q4kHkTqyU3aFn7iYG/6wAAy2ASpWUaw+wiNY2SuROkpjFZDSMZFV1K8/T6LcpK+nbC8EdsHI059AkAwANzmNr6DF/fn3D8GgDAKSEvpeI+AMA5affcCHQx/ihWFADAtYRrI8SRnfY7LeQtAAAXYi88SH0QZxiH/BJqAmqE4a/EuwQAwA3hPqM9O+R+yF3dHQCQ75wvuVLSTN6Mak11UHEAALSGtY4QRxbjrwE27O7avVVnK+oYSt9X3zreuvEfjdRzVIkNEs5kZ9QRFAdy5rwZwjy/XMithbXBu4I3KG7wSPdog23bXLatlV4bmB3oTncHAPjm+bbCVqH4W/aRq4U8Kc3U1lA2I97oapUfAKC/DQXHye93fczDXyfOE7ZQIY9cl+AIAPjL8YTfx33/Nfj7CKQEbt647uPGAjWhBBQw+hsCAGCxJ9vaYFMT9PXNCQsrTEtrWb5cIi2tVlXVQlZ2G5stCn9YFh/PHsCzB3Ze+F7HPvijZR+TeZPy2mYb5FTJvAliw9Dc/OX/K/7w9f1JJbflt5l/vGJVYGYtgS2g7otA/EltllfUsaK1PiPzJv0ZNVpWPl7EIgCAH716QfG7xfhzTtoDAPAmlyE/I3VzT6tQyrKPVxA5w9rWfhJS0hTepKKu9cat6sLwZ+aPBgDg6voYJ2Z3nPnSMT4XAGAeiHOIy3FN3e9Pr55zKy/GX2zhRQCAfUwWre05mTdpFUY1DyKY+qUBAJBqYBJSm1WMHH+jlVD8+VIrqK0zclrGyF8O8fEXf/waAMA6lEJrnyXzJm0jM3SdUGTepKy6gYyKLv3E7AZZFaH4Y/GJnBEta78tqnpJJbcIDcME9hCCP7uozKSSWwAA56Q9wvD3lPKUaEEEANxOuj1EGPpmxzdMPyYAoDagVltaO3h7MNWaCgCoDawViL8J8sRxr+MAgDZU2zhp/GX6y0/jPgUAFLgUrFu5zk7ZbrfT7nyn/H2u+24l3RI4+muFrTFVMQAA+zR7JRMlAEDZz2VtsC39VnpCaYK0irRNkg0bskWM/liQxYZsNmRfgBccMA7LPl7GgzxdL13JzZJxFXGx1bFprWl7R/eKGP0BADoK3SEsqMy2BwA0FbgAAO6zg+AoSRz8IZNfrKPO2pXLLzH84ZlMBH9PD0QvzAP5k+Nv+qw+AOD0MY2zxZqSa5ZdYW37dURQUPTCen+wru5vnp7pW7ZolpZ+k5BQAwDYteuRgwNm3TqZzMwb69fLy8pq1dT8jCTDLcYfgTMcmtsip2kclMUm8ybUTFwkpKQJDUOhuc0r16yzj8nWdUIZuEUjb7to/IXs4gEAPPHHEfxJSm9V2GYuPv7QzC76ic90nVHLlq8ksAdw4sX94dmDvtSKVRLrPHFH449dkZCSNvFJCcpqAAD40irfiz+nhHwAQPTBc/oukQCAiL2njLwSAABEzrCmhdeqNesovEl5bTMpGWGT36cmPqkAqaFQ34+r60spv7dV20zHIdSbVKJm4oJh8XG1fQLxh2X14Nn95kH4ddLycUcvexGOf7TsY0/c0eTS2xvkVPTdoq3D6aslN4bvOYHUERCIv7c2xx1hdLxMKrm5RkpaSc+GzJtYsUpCw8KL0jwvPHAR/rAsPp49aBVKkdwkF33ovC+tctnHK5yT9tBaZ+S0TOQ0DJ0S8gD4SMXISSD+yNxxM38MAACV14qt7U0qvY2p4SP4s41gIPhzSsgXhr8+XN/NxJvbN293V3fvxfVejL2oJKUEADjgegAAcNDtoL+2PwCgxLtklDS6GH+9uN4n6Ceuaq66Mrr3U+7fT7mPDB4r/Sr3OO1RXq/MC+E5qjqyg9gT5InFa38NsOHIsyOblDb57vJldDLSL6XLasu6Ud3ia+JNQ01bYathgKHkZsk574fgtb/ePE17zayHWbwfeKZhplJyUg2wYVf3rrXSa7FtWL88v8B9gc2wWdja3/TZaABAaYbtD8/peWgzidXLm/e7AgDu1gWKib/7O4IAAN27Qsui7WQkV08fjW9KdgEATO//78LfoMXzCwbyMitOHFaHX9rlpm3VV1/z3V2xAl/q6yGb/Q8TkxB1dRsZGU0Mpr2tDZaUfKWj4y4ntz0iolhd3To8/DgSDbMYf8hboeccIa2oLa9ttl5WOSCDRWAPUlqmPfHHpDYrrJdVQeW1Im+gCPwROMOo3e0S62V8aZUk7ji+fkBO01jT0psknusDETJv0sgrYb2sMrr6scC6CQICX1h8astTx7hdG2RVZFT1tG0D6CdmQ3NbJNbLBGbWLaicugB/ZO64O+awxHqZlPJ7bmn7JdbLEBqGLUJIktJbCQ1D+q5R0oraZO64hoWXvLYZgT24GH/k5klrFE1ivUxy6W18fR+G2UXkjOS/buAAACAASURBVMQfuyqtqL1+i5JD7E5Cw6Aw1wdiT1LT2Da7QBlV3Q1yqg6xOZTmaTJ3PHzvSSkZhXXSW/1oVXP4EBD4MmdzajmpaZzMHZfXNtOy9CFxxzfKa+i7RpF58/72CAp8wdX1krgTes7hMio6G7eq2UZmUlumCezByH2dMsrbpWQU10hJ6zqhSNzxxfij8Cb1XSLXbtyioGMlq2Eoq2HknLQHXd0lsV7GKTE/ufS2xHoZd8zhuTI2iwNfxohjn8R8orxe2XSrqa6M7rpV62TWylyMvZhtn625SdNNzQ1jhtGT0XuY+rAX17s48GWIMHQ/9b6BrIGhrKGhrOGG1RtkJGRYAazX6a+j9aPVNqg5qTg9THuIeE4W4I8DOQUTBRIbJaiXqafgqXbYruetp++jX/ayTNlMWdNOU267XPbj7DnX7WL81cLaur/WOROdFY0Vte20ZbVlM25nsCG7Bbbgz+BlNGRkt8nm9ech5aMF4G+Q8PxCjJKspKHWJjuzrXoaG88WeXVxQ+RlJLq4IXCE+H78cYj8nFD59RL3s4LgyfRk222Bhsotaa7y6yWeH4qB7P8i/HWb/dpl9rd7Jv98bAp7zSHf7Nubxr8+ETfsua4OVlf/q6joq5KS7+rq3kZBV1b+XFLyLYsFy8v/Xlb2o4jJLzI7Syy+kXD8WnLpHST2FQmBTiq5lVJ+dy4MWHTSG5rZlVJ+D139BEkeSK24n1r5YH4igRhJb/y0qocpFfcF/S8h+ENCfGt7k0puJRZdRzO7cHV96Oonv/XkXfWFYc98dPXjlPJ7mJrutLmDqkcp5fcxNd1plQ9TK+5javiplQ9SKx5gBIc989OqHiGKc4Kv708pv59UcgtX905stqCw5y5cXR+a2ZVYdD2p5Cb2t5vC1fcnl91JKr09v/igwLDnRTZ/kFr5EFPDT6m4n1b58B3jCw577sLV9WGQDhTfxNb2IFVn8PX9KWV3k0pupZTfS/3tPIvW/t7ee8Lx6wnHryUcv55Sfg9Tw0fq32BqulPK76GrH8/1QWDYcz++/17KvWsJ164nXr+Xcu9eyj0ki+Nm0s1HaY+6Md03E292oQUEvnRjurswXf34/odpD68nXL+WcO1uyt17Kfceox8jdRBuJt1ECqkKC3xh/sos/1t59b+qEcBV/FRR8VNFPayv/KXy+FfHy/5aNr/wvcDJLxIsXfxN8fGvjpf+UIosFCIh0CXfl5T/WD53BoFhz792Yf5+P+XbW0lfXU347lYS7MP92o35272UN0/QYoY9v2Gi/1ae8q9qNKzDvWGivy1J+mdV2t/KU35l/tFhz0vFH+w2g33msMcMdpnBHjPYt4SsDyT4GUn5mAvxQz5BUkHmysAIS3pDAv1+S/n47Z1ZlATynpxfFh9X1zc32MHV9S6oPSVOzi/SkyXhbw7WuLq+t5HG7/ZEOP66sayeuTSJtwe1cwe98w56heBPcIffdubdDghLepsz/vzvv7W8yLBnETZHwjYXGFZY0puIDsw/jyDP7+8/m7kQxcUHIvDXjenuw/XNFySPrQ/X14vt7cH2zFUAFJb0hsyj54SP5XdhuhBFZNwnIuwZifubYxmCMyR2b0EKhzDXx9yX539/cRKI0KQ3JNkDET4G8jFvD8TN+sDAOtzbrI9a7NtjgSXv/wvw96HkwfvkQ8mDhfgT3/gfSh58KHnwAX8f8PcBfx/w9wF/fzD+Xl82hOOWcMB8afLU6j5bGwCQlfWopQXW1y9NuFx45MgrAIBTYh79xCy+fmBJgrzzy1esMnCPoXd8tlR1AnuQzJ3cpKCpsN2C2jqzVHV8/QD9xKymhdfaDVuIDcME9tCS1Ts+swgmAgBSyu+RGkeXqk5re4aE1ETsPUXhTS1VncKbith7CgDgTSqhtT5bqjqpcTSl7C4AwDKE/O8Yv2GI0DAssV5G08Lr33j0+PoBauuMwnaLTQqaZO4kgT34bxhfxyN6I1jNx/KHicMD+IElySx9NtcpF/yWJbJU9afUp+xANgBgx4MdLbBlie9NfRNsOvr6KAAgkZ14Ap5YqjpSBB+sk8iI0oOf0eEAfmkySICTZIPtm9y0FGArFdbjlywn6NHGinJ/Hvz1teh+ddfkq+tGS5NHpueK1AEAROL5qqqvjh9fmpSXf5Wb2wsAsA6nY2q6Eo5fX5IkldyKO/Lp8hUrdRxCMKzupaonFt1IKb+/UU5VTtM4rfrxUtUTjl/H1HSpGjtLrJdOKr6ZWHRzyeqsbmPvJABA1P6zyaW3l6qOZj5B4gQDM2tTKx4sVT214kFgZi0AwCV5L7r6yVLVk0tvR+07AwAw8Un5d4xffDOx+OYaqU2qxs7/xqNPOH49rfqxnKbxRjnVlPL7iUU3/g3jazkGbwCrLsddvpl083rC9SVJF6aLZk0DALSEtdxNubtU9Udpj4o8iwAAhHOEqq+qlvjeHC/7qiyvLw8AEF4UXvNVzVLVS74qOfLqCJBcgw/e9lU35qvrCUuTG4lf3U/R0dxoryb3VXXaV8cTliw1mGC9rfLq2n88/urq6sCH9qF9aH9IWwnAagDWLFFWA7D6j+75f9wMDAz+ePzV1tYBABxNJD1tpCI8NkZ4bPS0korw2BjjvSnGe5OP7XpPKylPayFit95CVwIAoKpqoafnaWoaZmERravrqavraWkZY2ISoqPjifxToOjre2ppOQAANm5VU9K3UzV20rT0VtKzUdCx0jD3VDdzV9CxUtS1Fip6Ngo6lh99tExyk5yygT3yoZqpG/JfDQtPUbq61oq61kr6titWSaxaK6VsYKeoa62oY6Vm6qqkb6egY6Vm6qakZ6uoK6oDygb2ElLSHy9fqahro6hrraBjpWriomxgr2xgr2npraRvpyiy/8oG9lIyigAA+W3myF2rGDmpGDkq6dlqWnorGzqIvn1lA3tpRW0AgKy6IdJnZUMHNRMXBR0rBR0rNRMXZQN7ER1Q0reTVTcEAEgraSPfVNK3UzNxUTVx0bT01rT0VhHZASU9G/lt5gCA9VuU3hpfz0bN1E1Rx0rdzF3D3EP0vSvqWivq2ny8fIWElPRvz85KzcRVxcgJubqaqev7bt9u1VqpFasklPRtEeOrmbgq6dupGDpqWnor6dm+1/hrN8mtAMusFKxsFG2sFKycVZ0dVBzslO28Nb3tle2tFKysFa2Fib2yvdpGNQCAsZyxi5qLt6a3t6a3k4qTjaKNt6a3o4qjaHU7ZTtdGV0AgO4mXVclV19VX19VXzclNytZK0cFR1clV2s5axs5G2Fit9XOVMYUACCnK2fkbWQZY2kZY2kWbqbjqWMeaY4cCH/tdPU89XTcdcDyj5Vl13o6qkR7acZ4a0Z5anhaKYS5qUV5anhaK75HbJUk167YJLHKU18p0lwjxlIzxlLTW0/JU0fBR18pzFTNU0fRU1e4GCjLrVu1XVfvj8cfMvn9+oYR/Mbu1FH1s0Ua8Avb1v1qx2mKtbkqsMcMTlnBMUvB8tKmi7sNAJCTw794EWZlPYiPZ504AdvaYFRUWV5e/6lTsLERNjUJlrY2WFT0NQDAOXnPrk//Fn3gnE04ncydyOh87Zp2wIdSln7qNbFxlNQ0JlAozVN49uDyFauMPOMzz3xJahqjtT0L2dlIa3sWkMFyTtrD6HghTJfUNEbmjtPaZqUVtRR1rBinXhGbRhkdL8LyWlMrHqSffBm6qxkpKiXiDJmnv9Cy8pHcuIXCmyQ3jTM6XkbtP5Na8SCl/J41io5nD1BbpkWpn/nSKowCAEBXP6G2TNPbZxOOX4stvEjkDFujaClld+ntsyLU0ztf+1DKAADRB87R22eprU/R1Y9R+W3UlqeMjpcRe08lFd+kNE8JU6ef+Cz6wDkAgC+1Iv3UazJvktAwFL67HbW73S4q0xpFiz18kdb2TJg6tWUaXfUYAGCNomWe+ZLUNE5pmQ7O5jA6XniTS11T91FbpknccaHG502QeZNrN8hoWflknv6C2DRKP/FZxN6Tkfs6rVE028iM4GwOtXVGxO0zTr1S1LGSVtSitc2Sm8YYHS/D93RgWPz4Y1etw+nIz0O08XW94jaB1UOEoUnK5AvGiwuxF24k3uBj+TRrWhe66xnt2RhpTJh8kfnFHpc9AIAHqQ8+jfs0yy6LZk3rjOx8Sn1Kt6Zfib/ygvFilDQqTP0l4yU3lAsAaA9v70J37bTfSbOm1fjXvEp/9SjtURuqbYY6I+Lqz2jPbibeBACkdaTxIC+uJg51HIXtxJ6Gp9Na0iiXKKfgqUbYKOS1a2qGzWzIBlJrd8UbwpcMboHLcbo1O88Rvky/xQrg7HGGLxhwjCRUxslwlmakI+25TRF2ZpwjehWF25RG2sIaDGylwkbSk50hkEeGTSShcjozzlRJTvVPs/b37U3jc1VaBJQMPUb2Qo129V7VfTRFNYVV3dztUGC6GyLjbz2/u3b1FhQ8dnTEeXgwCIRODOaEp2eGmxutoKCnoUG05/c5AMA5eW9y2V1dp3Bjn2TnpD1+9Cp9t2h916igHfUifJoLPL+Ulmm3tANSW5T802sMPWINXKM98cdEqGNZfELDyJznl8ybDMnhrlm3Me7Ip370qtWSG+KPXcWxhW4Ui6nppjRPz3l+SU1j8ceurJOWd0kuMPPHmAVgrELJiItTuPPx6Zznl9Q0hq5+Iq2oZY2i2kamm/ljTHxTkkvviIg6JM/L+iBzx4mcYUUdq+32wZmnv4g+dH7tRtmA9BpS06gwdSJn9PeNLnmTZN6knnO4uqmrrnP4NrsgaxQtfPcJEfulLfD8Ulum7aJ3SCtqB6Sz9N2i3DGH8YLqYwvz/FKap3yplWs3bgnMqLUIIek4hCob2JNFeoRJ3Ik5zy+ZNx6577TE+s0e+GNmAVhT31TbCIbAWMv5xp/z/I6Rxu6m3FXZoJLjkJNpm4kxw2DNsY/SHs2P1Fsg05RpxPP7IPUBxgzjouqSaZvJCebkOOSkmKQkGiVeS7jWj+8Xpj5OGmcFsAAAJ8JPFLoXGssZZ9lllXqXjhBHzOXNQ3VCn1KfinAcDxGGzsecR/C3e3i3vJ58dGE0rhFHbCM6k5xdqa4ZlzOEbfL71vP7j0qwTmJnnMFPD1J11DYWMmzK8p2u1gYSUHr0GMOOox4LMz0WeH5HCPrbNrlpKcBGormKTEGg+cEQyx9Kk2ArNd3D0EZdFjYS/5s8v59fMepr1/trt9mZYxoZcbLw744PeDoHiQpfPxZrm/Ps7CdHjjw9dux5QcGYgwPG3h5dUfH3oKCCpCQukt8mOvDFKTE/teJBxJ6T6OrH2+wCdR3DUPntXsQiE99UqvCgivn4Sz/1Knhno75rpJa1n5FXokvKvqj9p7Vt/UW8QvMDX2itMzGHzht7JSrp2cQcOhe57/QWVb24I5dxIuNR5gJf8OyB1Ip7Zv4YZUMHl5R9UQfOkrjjirrWyWV3ReLvt23Oi28SGoaswqiqxi42EekRezvo7bPqZu7hezrwwjfqnh/4QmubsY/dqW7qZuKbiq3tNfVLUzawD0ivWVykax7+fg98ST/52h1zWNvaz8A9xtAjTkHHygN3hNr6VMQ2u/Pxl9H5uT+DqesUtt0+2MwfLaOqaxORLnqryfn4Y3S8CN/TYeAep6hjlVB0I/3kK4tgQmBmnehgoLnAF1LTeOLx6ya+qWomrhZBBEP3WCJnRFnfDlPTJXqnAQR/T9BP+Fg+3gLvquaKN8cHaAe8Sn/lpOp0Ke6SONuc30+5T7WiGska5TrmTpAnbJRsJsgTgdsC6wLrhgnDogJfAlgAgDZUW6l3qdYmLawZdpw83o/vjzGIiTWMnaJMicDfIGEQwV9qe+r+qf0ymjLOaOcG2JD7JLfhTUNyY7L3Tu8W2PLewJfsWIN/PEZvU9kQH6D9zf2U4XNRr24m8XmhyQHacIr83sAXNy0F2ESyVpeNstAYLYiAJ9NPYD2TbbVjLDTes9flnw1/M+cM4Gc2X902xoXJPP/U8M201QGCAnOXCnxqLc425+npt5H6pi4upIKC8YKCcU1NO0/PHVVVX4rY6ncOf/axO+nts7S2Z8Y+ySE5XPMgnBehyD422yqULCIobA5/hh5x6OonaqauqN1t+q6Rpn5pTon5obt4ei4R5EU1ShfjT0HHktg4omHuGbKzcZtdICqvhdbyVMvKL+bgJ+LhbwupaUzPOcKbVGrkmeBDLs08/YWJX5oXsUj0CzyHP0xNt1Uo2SEuxzYq0zYyI/fyT85Je6zD6bjaXnG2OY89fMEdc9jEJ9mTcNzEN8XIM8GPVqXvGu1LrRAHf370qrDc5m22gUE76rfbB6VU3IvY22HkleCJP7qgRoNA/FmjaEnFN9XN3FD5rfquUeb+GItgon10tl30DrLwaMo5/GlZeePr+9XM3MLyWrSs/WIPX0ytfKhq7Jxa9VBgmYmF+FPQJDWNadsEBKSz9F0jAzJY9rE75TSNAjJq3/PsfsPfIGEw2Tj5oNtBihWFYEGI1Iu8lnDNWc35asJVcfB3Mfbiw7SHHREdRAtitn12iE7IE/STUJ3QxuBGEVv9zuGvLrCuH9ffEd6x034n1gz7GeOzav9q8fEXx45retO0u3c3+gTahfL/2DvvqLaufN9vY1wxxqb33osA0XsRVfQmihBdvdFxAWOKewObKoFAQjQb9xbbSdzi2EY00at7nGSSTCYzk5m5907mvD8OxhgkAXlvJjP3WWuvLBZmS/vsk/PRr+zf7+vTDXWXj5X70n2rv61ejc5vbrw5NMcY68F8VheCjzKFBonQMJkSZzF5HvNBgz8J5/749LkDCff2ROX6WTVm+BDdTZ/ujkx1MYY45P8k/H11E/HmU+u/DtrzynSr8rRe30DgoxT/MmQvusnzMvwVFj6uqfm+tvYPBQVfBAfvCQraVVY2ERa2n0y+yOWujD/PlGISezD15OfYwzdMXMMJjX3WgSk71fScY7MlHKl9j7+AZCJrQEXPUt3EXt3Y3i6U4JNRjik/b+IWvhrrT8PMkdY2pW3ppmHmKLNDOfHAFRp3wsA+IOnQtVXij942beYRpWHqKLNTJbyw2Z901Du9LOfsa8nHcRfwR2T1O0XT1YyRcsraHtjdGacfkpuFxs4hCZWXV2P9YY/cCCAdU9G3UtA0sgsjWKKSNEwdt8opRu5qXR3+6uNKuxW1TZX1LA3s/DLOfJF/4RuXuBzHaPriHi3i8OcSm51x5gsFLRM1Y6QOwtM2OCM0rzFyF9fMM4bZ8WwV+AumtI6pm9hrmDluV9TANwjsQvGB5OOU1hV0yhfwR+fPGNj7a5g5yiqou2P32ASl4Y7dNnYOgW/xivgbo46lWqfaq9ury6pXB1Wfw5zz0PbQkNW4n35/Nfi7ib15L/3e8+znpwJPxZnHRZhETFAnIkwjmsObV4m/p1lPR8gjF+MvovRQX+V9dTLw5Jrw1/yX5to/1TZCjZbBlqe+PRVQGFD1QxUf4jdADavB398nqN/fTYVe5IR46Ix1xf65j3inFl2As4amV7b+fAzVIS7162PJ0OXCLHfT+kQ3pK6Sq4FKmLXOf5jz+4d7NvzD+gco6pUUDf5R/bGzFjGoHdCs+EanH+Jvb/HQ7t13AwOLEhNrEhNPx8WdSk3l+PvnFhR81tq6Mv58Mspwx25b+ib4ZlbYBKXRuONheY1Wvgn+pKMSDJDlVR8Zpx/qIVHeafuRoVkusTluiYVUrtjpS6o+8I19pGahjrVnzN52Gm9S29It8eCVVTq/sJlG401a+MbbhRHUTewCKSfQzBpCY5+E+NdSqSPuhEMk1S4U7xhJ8Scft/COwx29JUHtbEnVB6VlFJV1wMwzitE+R20dN3JCB9FOUSXF/j6o+iA1DUXt5ho5BXullLjG59kEpaKZNUta1IjE37uqj/7kY7f0kSif9HL7CLJDJNU7bb+Ee7ck9odv7MM3CrQsXdOrH5i6RwbTqiVELT/AH1z10dhHbRkzdglzTSi0CUrzJxxG+CcT2ZKkPpdUfUzSJpMRySVeJX2EvjLvMowF5mHGQwmxvwX83Uu7d8T/CNmBTHYgV/pWUh2oB3wPxFvEX0m4MkweXhF//Gh+W1RbqnVqgWtBjnPOq5xXR/yPRJtHzzHnVoO/9I70Y7PHfOg+aa1p8VXxqByUN9Wb0cOomKlY3CJBHP4Kkyx/7ifS4y26jvjvy7LjHvUvwSOr8lxP5bm+b20vHn++RhoQl1oQYN2FR9F8LOYOY/+nhSIsiQ1D6PyHWX8vr1lBz5xKstTKiOrQnNPzK1Yt+3VXLoN7X/T2oKcHwuHYnp6klhaIzYacnXF4fDfc83k1RW/5F74JZpwxdAjMqntCaRlFBOCcY7PpbdME8eGnJfgjsYeIrH4P7B5y87B70i5L3wRKy6gErdgl+COyBymtY16p+7CHr1M4Ix7Je1NPfkYU1edKJP5I7CEabzKQciI0t8ESlWDoGITwxy1X1xSHPwpnmMabDM1tCC9oSqu6Z+AQEFfaLYE+S/BH405QW8fiSrtR+ENwZhOVdTCutJssPnXzIf5myJwR3LFbXqn7qNxxc88Yz+S9dP6MhM1fgj9S01BW7WMP7G4qd9whkmKLzpDAvuX4g/U5PXHFmTVf+hEOS175cvyR2IM07oRPRgXu2O3IXa0GDoEZNV9I1slcjD8hWThJm6wKquJH868kXgk2Cr6WdE1C5K7vw6K3Z8xnWcgsoj3xGfPZ/bT7gQaBnAjOFG1KwvQF/DWGNX6V91WxZ3G0WfQweXiUMtoR03HY7/A4dXw1+MM2YS9AF5i3mQ6JDhyIQ7tKc8Y5OyQ6ZN/O5kLcVRW9vc0b7Y5LCDT46iYWepldne/KSLCERikiOh2ItP46md+fTE1wMBDsiYJ4NKiZ/P2JVDbOU3Sng39r/I04zB9nEdhBg/bQuIOkqN+yml8uF2ptheBEB4sF8flQayvU0LBa/DH4MxTOCJ0/Q2QN4BsENN4UjTshQad1Of7mn2ruOPxfCYEnkfgjNPbBDfKI7EFCg4DKHV+xjHdJzS++QQBLcdLbpun8GcnPP2GZ9YdvEJA5I2TOMJE9QOfPkJuFEuhDWF7z2yAgNQsprWP4BgG+QUBtHYObR60Of9OwRvB838C2afgNJXy6iJpfVj+8+TB/V9h8UTW/VO44gdVPaVlh5cvxR2T1z18ye5DcPEznzyxR9ZSMv0HSoAAvGKWMCsnCQeLgDH1msablivgboYzA51EEeMEAcWCGPjNMHob7Yq2IP1YYa4I2MU4dn6ZP9xH6BHiBkCQco4xJnr4Yf3yIz4E4fIjfCDW2QC18iA//ZjXObw7GHJplQEISNEOHhkhQLx4apy5tbb9izS+bCPHpUDMZghtbsYkreL7/vvj72PJgLeNjywPwseXBr2558A5/cPf8NY3F+PvY8mBVr7///e9/+MMfvv/++59//lks/gR20IA9NOowP2AgDtpDIkV+xeOvuXle1HxB03LN+GP1LxIFF5Cbhcu9IfFCl4PvRcFbRsVlD8Thj9Iy8s76EJCahsicERJ7kNIyujyKtxR/DQJS09CHWsCiV77wBH6Iv6Urp8DCJmLsIBH4m1/AuwsXpU8iEX8CIntgmZ46LC6+9BJE4g9WO1kYH34lCMjNwwtbIRZ/8CVIXLkE/JE5w4uV4D+816PEDzXmReJvgDgwShkdIA78OvzBDuwoZVRC4E8c/uCGqfD0EfL8e46QR4Rk4RJTVCT+FgTR4bFY13xt+OsnQqMUaGCRrvlq+/0RP5Az55ChZjERwH89/lpaWqysrFxcXJqamsTib8DuL49sX1y1Gu02F3aYzV6yhEYc/vjA5sVVq1967VaUOW9shBoaIA4HOnXqx337hktKhIcOvZBAQLHtTln9WbWPMfvPZdU9gR+G1JOfxVdcWPIlL0bmfDD11N3Yks7Yks6Yko6Eyku447dFWgei8dcgSDp0LfXk50T2AJE1kHLyM+yRG+nVDxIPXs2qf7rkoVoqdcQeSD35edKha/MPeYMAXjn28A2RCZAl+INXHlPSGVfanXjwatz+czElHbjjt8XFH5fjj8geSKu6n3jwauy+rpiSTuyRGxIO3y3HH5E1kHHmi8SDV+NKu2OKOxIOXCY3DxNZA8lHbyYfu7VkD5fjD75r8ysvbo8vv0Biv28xS2QN4I7dTj5yk/CuNalI/BHZA6knP0s6dG3t+BNQWkaTj34SU9KRUHkZVoInvPsqzap7knjwavrphwtEFom/fmL/o8xHVxOvfpn5ZT+xf034g/vd38bd7ozt7IztvIW7NUoZFedBL8efgCAYoYzcTbvbFdvVEdNxNenqCGWkn9B/A3vjTsqdJThegj8WxGr4pWH/2P4SYcmBuQOVs5UlwpLyqfJfg79+4n89znpxNfHnLzKgAeIa8Mci/nw6Y7I8HmIRITYRaqG8OYJ9cTDpA33L3xB/5eXljY2NEAT97W9/E4u/KcdPzhhtkF7nYCHj47pdXXnjo2aTMwVaG6TX/aPPDnrlDA3afxAQXIa/pibo9Om3Zmb+BgZuFhY+W7fuYDA+aWmBeDyovR1qb4cWG4ni8EdqFqZV35NT1rbwxuR0vyKy+uXVDQzs/Skto0s6AC/HH403gWbWqpvYqxvb6Vp7bdmuoKRjxux4xuiYZbTPMNpniOwB2J5ajj9S01Bm7ZfSG7cg0RnZZ1/R+bPm3nFyKtqeuL1S66XTTt3LPfcGbgcvEn+Mjjmb4HTpDZtiijvInGFS01DG6Ycq+lYKWiaUlmESe4DOhxcwCC9geeY3JLtOw8xJSddCar20gqaRprmzT0YFnT/N4H+wcnH4Y3TMOUbRpdZLqxkhNcyc5FS040q74VgYrIzMaJ+htIzC61+OPzp/2p98XGq9tLKepZaFq8xOFTSzhtE+q6hjpmHmlH/hm8U+smid35IOeOXaPKMxKQAAIABJREFUVu6yCuoeyXtgQ4zWNlVw8VsdKw95DUP4JorDH6NjzsIHs2nr9qy6d/oqDQIqdwK+d4sXsBh/hMY+Gm8y6dB1mZ3KmubOG7fKorNr6e2z+IZeUpMw99yb1BOfSa2X9kkvEyd1tEClhtAGaSnppvCmOcbcDGMGHkKScEkwbjn+hGTh1aSrRgpG9ur29ur2yjLKZ+PODpOHh0hDC++zEBNcjr8h0tDD9IdOGk7WqtYuWi6ym2Rr0DUT1Al1WXW0Efq7wu8W+8hL8MeG2Gd+PmMbbWvmY7ZFboussqy5j7lrumsj1AiXuLVALYtDgZLwN04d7IjeIC119WSQ2LMvIvHXQhmrSDBQ2l6FcYF4tLlDSTry2/aFICEuDWKToHYGxKfPN4L+TfBXUVERHh5+9erVJb9fgr+rpwwBAEOd5tB3rhFeOywMNp/M0QQAnMzVrC/R+Z+nSGjYXgL+OjqgqKjDAID6+r+fPw8FBe0OCSlubYVotKvp6bzExJr0dP6Kze4JjX1U7kRsafemrdtd4/MN7AMUtIyz6p8syeWJi/3BneIZ7bNpp+5u3rbDOjA1vvyCT0a5J67YOZaZeurzdw3lxeFvs6aZE5E9kHv2jal75DZ5FY/kPQAAx0iaV0pJ+umHC67ZcvzZojMAAHpIVE73q+yu595pZQAAZT0rausYpWXEO22/B3YPvkEAX4jIZvf09hmYSkG0U8zO56RmIalpyCulxCN5D9xKXjL+YF3KzJpHdP7M1h3K2lbudP40KutA1B4ekdXvk14eu68TNk5F4g+FPwQAiC8/X3DhGw1zZ1lFDUbHnJKu+XYlTe+0Un/S8YWDhKKFLvfy4ZXvuvYTwg8LAMis+YLBnwmgnPBO279DRVcy/vANgpxzbyxRidIbNpM5oyTWAL5BQG+bDi9guyUW+qSX+ROP4ht64a/AxfijcIZhVXV9O7/srueOUTQAQERhM6N9Nr36gVdKiUMEBUgUulzAX11IHQCAG8m9l3av3Ke8xKtkl/uuu2l3l5hyy/H3nPncX99/vdT6F9kvpmhTocahezz2zDJmP0n+pNynfJ/XviL3olu4W+PU8Xmltw/x94z5jOZIAwA8yXryTcE3aTZpWcisSdqkhqyGqaJpmU/Z6eDTCwQU6fw2Q81tUJuykbIpyrQT6mRD7DaorehxUWJNYsV0BQ/iLRBQMv76+dEAgEvHA9aGv0YC1MUs8LcGAEDdOdkoKwAA1ECAWqi/NOAbsB7cdG+IQ54n4L8ef319ffn5+QQC4fbt2xLwd63KEAAw0GEGfeMa5bPD1mRrbZE2AEBOdr2e2sbMCEVo2um9F7wMfy0tUGnp0507tTw88Lt3f3ntGtTWBrHZkJKSPgBAT885MfEomy1Z5nzeCWW0z6KzawAAsoqaKSc+pS5LBEtIfZBbRojsQSVdcx2EZ/6FbxD+WADAhk1brANScMdvk+ZZIxp/2xTUAABGzuiCi9+ae8fKKqp7pZQAANZv2LRDVVcP6UvjTsClbMvxB9Nnh6puQsVFQmO/tpU7AEDFAJF77o1rfP7GrbIyO5QtfRLo/BlCY7/I1AeNNxFd0gEACKSeZPBnGO1zDlHUTTLbt2yXN3WPJHOGF+xfkfiDxR4zzjyk8Sa3yavpIX1pvEkAgKlHFKlpCABgE5TO7HwmDn9+hMMAAExZT17PW00LVzlVHUbHnKaZEwBAXsNQZoeyH+EQtXVMLP6K2wEAQdRThVd+b+2fvE5Kito6hs6u3bBZRl7TCACgZoyUgD8KZyT56CdKOuZS66X9SUcpLWM03hRm/7lNW2VV9KwAABs2b82s/RL+DliMP0bHrE96OQAg8dA1Om+SwhlBhuIDySeyu17q2njvUNVdL70RAOCbUbEi/upD6gEAPXE9sGw5AMBcydxb17sX37v4GOBy/I1Tx08Hn962cVsyIvly4uUfd/04Rhmbok2dDp5XbUaoIJw1nb/M/HKINLQcf6OU0e64bhUZlUjTSG4U98eiH6fp04PEQTNFMwCAqaKpzEaZxrDGGfqMAC8QiT82xG6FWlVNVc38zdqgNh7EOzB6YJvSNgMPAw0rjdrvalugltXgb6A9GgBw+UTgmvHXSrlbGKG0bfP+CHsrDXmyp9k/mskQn0H2MteVl92xdeOZBDeonQE14n+zzO+tW7cIBMKK+BN2mUO/c4322WFttKUqTwsA8HmDydR1q62bpY7QNKAJRwmxv7Y2qKTkiZcXaft2VT8/UmMjxOFASkqGOjr2NTXfdXWtOvPL6qfxJrZulzf1iMo5+3p5/akE64/cLNSx9lTUMSM09uf2vEH4YaWkpMMLmvJ63i74nuLwt3GLrK61l6yCmism1yYwTVZR3RO3FwDgTzqWVnVv87Yd1gEp1NYxAqtfHP4AAN6ppamn7sE/a1m6oZk1UlLSYXmNCZWX1ktvdI3Pp3EnROLvvUA75URez1d++ENgnVREYXPc/rOeuGJ4W1bEH2z9bZNX07X1pvEmN2zaaolKhPFnH06ap5V4/MVXXCi48I2Wpet2ZS1Gx5yKvtUOVd206nvblTU1LVyYHSvInAfTqmDrT3rjpogizmbZnR7YPZm1X+5U01fUMpGAP0b7bBB1Hjp6SN+8829xx27LKWtbohLJzUJNc+eNW7aJxl/7DLzy2NJu+NZkd73I7nphiUrcsl0hrfo+/K+rcX5h/J2LO3cm+AwA4HjA8UrfSgDANey1UfKoBPzBNl1zRLOXjpfuDl2aI22UMjpFm6oNqQUA7PPaB79hd2z3OGVcROwPL5iiT3XGdsaax8pvkcdaYeG8h6acprmSuYAgYDoxFbcqnsecH6WMisQfC2K1QC0w/jqhzpNvTqpbqXuRvXh/5pn5mem76jf8tQGuhPtn4a8BD3UwP80OAQBE2epCbXSIzzgZ67xlw/q5I8n38sIAAOepgRCP+hvgj8/nX79+/cqVK4WFhRLwd6PaCABgZ7bV23W7svyGB2xjGH//ENhBX7mY6Gx2spSBZpwkZH5ZLKirC2KzoYKC27KyKl5eJD4f2rlT08Ehobv7g5OAkvEHn9rfIrvTyDlE5NkIcZlfCmc4q+4JAMDKLymn+zW9fdYKlbBeeiOpaWixXK84/Emt32AfRowvv7Bx67atcoqK2qaw85tadbfw0ndqxkhZBXUqd0Ik/qwDUzfJbLcJStuupKmsZzHf9s7M0TogBQBAbh7O7n4ps1NFw9SB2TG7Iv4KL/9g6hq+TkqKwhlmdsxld71YfPki8ecQSQEAqBrZapg6yiqqx5WeJbIHYfxRWkZXxJ8/8SgAQEnXQsvCZYucYjC9mtE+q6BprGHmmHvu9dYdSvp2foz2GbGxv+J22E7UsnSTVVDzJx31yagAAOCO3ym68oO2pfsOVV1x+CM1DWXVP92hpmfqFuFPOrppq2z0Xn7c/nMAgPBCzp5PfkaiM6XWS4vDHyrrAAAAU3EBPvCYVf+U1CSEt7rw8vcpJz9bpfO7gD/Yavsi44t9XvsAADeTby5kY8Xhb4g09Dr39eOsx1VBVdJS0tnO2W/z3sL4u4m9CZuT5zHnxyhjIlMfA8SBF9kvBomDTeFNClsUos2iZ+gzyjLKwUbBP+3+6XLCZQDAYb/D04zpFfF3DjpXPFQMADB0N7QPttex09mwZUPVT1Ww3ts/C38swi8ccmGgtfR6KUsN+amDidDZ3EALza0bpSOQepE2upuk15eG2kGdjN8Af998801KSkpsbOwPP/wgAX/XqwwBAB0H9AZvI3wdZOP9d57K1QQAvLmB+JvQXkVBGhskD02JxR+bDZ069ePBgy95POjKFUhHx05d3aKjA5KX17K1jV5SBPLPwB8c+DN2CVPRRxAaBfS2mdyer2D8LTw5kvG3XnqjFSqp6MoPvpmV66TWK+mYwfiLLe2mt03vVNPTNHOGD+guxx8iALdlu3wwvRqAdQAAl7hcIye0qoG1W0IhAAB3/DaB1b9pi6ypRxSdP70i/vIvfmsfRgQApJz4NKvuSeKByyviD/77iMLm+PIL2xTUrANw1NaxdeukrANTM2sfr8L6OwIA8CcdxR29pWJoo43wYHTMKWqbqhkjGe0zMjuVJeMPXrkrJi+h8hKmrIfRPhtMrwYARBRxmJ3PVA1t5dUNxOGPzBnBlPesl96orGuhZekqvXGze9Iu7OEb66U3eqWW5l/42tQ9UnrDZpH4o/On4T0PzWvMO/cm5fgdWQV1r9T9erY+cFFwTEnnr8PfbdztEq+S1eBvkDh4C3frBvbGM+azF9kvNq/f7Kfv913hdzD+zmPOnwo8JQF/A8SBz1M/v5p0dYI68WPRjxZKFno79OYYc+qy6m7abq9yXp1Bn5FaJ9UY2jhJm1wRf91Qd+VU5YYtGwLyAyqHKhk3GWWTZY2/rCr18evx18msw3oAAJ4dSoqw1jVQlIW6sokeZrKbNzzZE/WgIPxeXtgfqtMhNvG3cX7//Oc///TTT0t++QH+ph0vHjcAcOrjD+4Bztu1VDcez9YEALggtsX57bQy2vKnR8j3sr/L8MfjQTTaxS1b5DIy+EVFn8jJqbm7Z/H50ObNsubmAe3ta8af1HppXVtfkW2vROKP0T7jlbIPAOCeVBRRyAlmnE46dM3cKxYAsEr8AQDMPKKYXS+yO18YOARsktnunlQEGzUmbuHblTTTTt2F32cJ/pidz8y94wAA5GahHhIltV6ayp1QNbSR2aFEa5vSt/NT1rfSsfZW1rXMqntKZA+Kxh9vImoPDwDgTzzCbJ8lsge1rdxVjWy1LFw0zZ0X97Bbjj9m5zPYzMyqe8LsfL5x8zZ1Eztmx5yitomOlbuaERIAYB9GEBv7a5/xzaiAnd+iKz+oGtls2ibH7Hy2XUlTUduE2TG7YdMWLUtXsc7vu5UHUk/mnn1NaRklsgeoreM2wRmyihoWPhh4D+FzKkvxx+qncifk1Q13qhvAt8Y1Ph8AkHLijh/h0KatsjaBqQAAmZ0qIvFHZA1QueO26KxNW7dHFHEUtU3VTeyJTUOpVfe2K2qYuEXsVNMHAHil7GMuONqi8DdFm1pwUU8GngQA3Eq+VeReBAC4jr0uGX9TtKk817xtG7edQZ+pCa7ZILWB7kj/Ov/r6uBqmKfH/I/BP4h0fidpk9VB1ds2biv3KW+NbFWWUY4wiZihz2hs1wAAYK2wyjLKVEfqBHVCXOoDxp+cmpyesx4f4nN/4eL5+G1K28LLwpUNlSvHKhc6AErC3wS1lxcFADh3xB+aWQv+2KQfWYQwhI6OwjaIz6iKdwUADBbH/I1FtNNRxDoaeRmrUbwt5v/+37TqY8yhn28Wi9o5d9kSmnM6wtAoTFG5edooFrUz3HNHmKfc8ytW7wN/YpxfLheKiTmKQIQhEKGurmn19X/ncCBPT2JMzLEl7Q9WwB+rn8jqN3ELd00oEFn9KvrgC3c8NLdBz9ZX19ZHG+Ghg/BwimGgsg4aOAZl1T0hSnR+iezBrLonBg6B3qmlVN4EjTfliSs294oNzanXQ6J0rL10EB6x+7robZMLsarF+KPyJrzTywzs/SmcEXfsHlO3CBpvyiGCYumbQONOZNZ+qW/np4PwxB65+d5YW4Y/Mmck8cAVPSQqajeP2jJG5oykn36gZ+ujg/BMPnJz8Qnq5fij8ib88If0kKjMmkdkzoiZZ6xTNIPZMYc9fF3XxlvH2lMPiQogH4f7ICzHH7V1LKKIo4dEYQ9fZ/Bn7CPIlqhEKm/COiAFGZpF5Y6beUY7x+bAyd/l+Ptg5a1j777DBsnNQgtvjA7CQ8/WFxmSSW4WisQfmTOC8E+2RWfSeJMM/kxYPkvXxjv56Cd557/2SN5t5IyWVzeQWr8ho+aRKPz1E9mDZM6IpW+CNsJDD4lKP/2AzBmh8aZiijt0EB461l56SFR4PnuhPEYk/kYpo12xXSg91A3sjfbodpQe6l7avfrQepQe6vPUz4UkoQT89RP7h8hDWATWQ9vDQ8cj1Tp1hDwyRhnrjO1E6aFuYm+2RbXBPwyTh0Ueex6njjOcGB46Hh7aHmHGYU/xT4fJwzgEzlfP10PHIxmRPEYdgw8AisNfM9Tsy/ANLw+HSceH+DHHYhBhiKyOrMVympLwN0J+diUxFqUn4EVBY2I6noo5+DJZhom00R0vi4O4VIhDJnmZH4x0hLqyXx3GhiF04u0N/nQ6fb4W+N8UfwI7aMgemnaEBu2hXjtozAGacISG7aFpR2jKEZpyhIZWOPcHj9bW9621WSyooQHi8USUAK+m6I3Gm6S0jInsuykSf/gGAalZSG9736T+XR3u0rI2cVUf9LYp+HAcXMNL402Sm4X0tml62xSNN0VaVIorouZ3/oPmJ8JFxDTeBKFBQGQP0HhTtLYpUtMQnMIWXfTWICCyB+EWLHDlCZE9SGuborVNkRYVLYjEH1w1TG+bhqs1aLxJausYvqGX1DQEvwO9bZrMGRZ37g+uuKC3TRPZA/iGXmrrOI07gW8QULkTVO44vkFA403CNcUi8bds5R+ksGi8KXrbNJU7Dl+CiNTHuw8iNAjwDQJ4z6nciZDsOrfEQkJjn4q+laFDIIk9CKfdRVR9zH/QJI03NV/g0SAgNwtpvCl62xS9bZrULHx/ZlMU/gQEwSBpcJo+PUAcGCINTdOn+4n9QrIQ/kHywZc+Ql8/oX+COt/gfoI20U/oF+AF8PssvOEAcUDkwZcFAi50tIf/coI6MU2fnqJNTVAn+gn9Eg6+wIMH8Vqh1oUzLq1QKw/iLeR8V8afgAANEqFpOjREWnPVB5sItdGgZtJ88S+PBrVQoAY81ESC2mgQj/b+CPS/Kf4+1vyuZXys+QX/5JpfSstYTHH75m1y8uqGGqYOi8vvPtb8isTfasb/jzW/H/G39An8iL9/e/zBJmdcabc/6Sju+B1q69iCXfkRfx/x9xF/H/H3vxl/hEa4C9kYrW1qwW2Hx0f8fcTfR/x9xN//dvyJGR/x9xF/H/H3EX8f8fcRfx/x93+Hvz89tIXeuEBzTmsb37oOdZgCAEpKRi5enO/psvrR0wNVV/8RAOCbWVl05feM9rk1jezul1TuhPSGzTaBqUVXf1zrdGbHs7yetwqaxprmzgWXvlvrdEb7XNGV3xs7h2zbqZLd9YLZ8XzN06/+6BybDQAgsgdyzr5a6/TCy9+HZNcCALCHb+Sf/3qt0/PPf409fAMAEJpTX3jp+7VOzzn7itjYDwBwicv7NZvf9ZzZ9UJmh7Kxc8ivuPWM9rmCS99pmjsraBrn9bxldjz7FZtvEZQiD7bAquFzjLk1jd8X/b7CtwIA8DD94Zu8N2ud/m3Btx0xHQCAjpiObwu+Xev0N3lvHqY/BABkdGdcga6s8bFr74a6uRAXbJfZg7OCfiyC5hhrG8+Y0Ns8G3OFABNN6FIB1M5Y87hSlGKnpaJr+Nvjj8VuAgCkhirQEpVpmDUOrEqUzw4AgK1tjL8/zcdnbQOForm4pAIA1E3srQNwFj6YNQ1L3wRzr1gpqfUKmkbWASlrnu4Tb4VK2iwjJ7NTGeGfvNbpFj4Y6wCcnLLWhk1bLH0TLH3i1z49RVnPEgBg6hFl6Zuw1ukI/2QtS1cAgKFDoJUfdq3Trfywhg6BAABtS7dfcfmWvgmm7pEAAGU9q1+z+b7xlr4J0hs3yylr/YpbD1++zE7lzTJyVqikX7f5OzWNNoH1ceZxCZYJGAvMmgbOGmenbgcACDUOTbRKXOt0LALro+cDAPDR88EisGudnmiVGGocCgAwRhn70/29Gd5rGr4MXy+qF9gobWMoT0uxpmEs1jbiLWlJVgo7N2vKydD8ETQfizWPAGsjRRkjU/PfHn9NTU3g4+vj6+Pr4+tf+7JGIH57/DWy2ACA27VGfd3mn9Ub3zpj9LjV9HGL6e0ao1s1RoPtZsPd5sNdYsYVS06pNgAgLY1XUTGYm/s5g3GroOBhRcVUdvadgoIvSkuH9+0TOyoqhhmMTwAAyFB80qFroXmNaMaZsHx2RFELmnEmNLc+ei8/trQ7dl+XyIHZfy56L3+99EZDxyDs0ZtRe3hoZk1Idl3krtb48gshOXWRu1ox5edj93WKnB5X2h1fcVFOSUtJ1yLx0LXo4nY0swbNrI0o5MRXXAjLZ4Xns+PLz8eWiJ4eu68Le/i6loXLFtmdmP3nYvd1h2TXoZk14QVN8JvH7T8XtZsbu0/s+rFHblh4YwAA4YXN8eXnQ3Mb0MwzYXmsmOKO+a3Ia5Rw+UmHrrpgcgEA/qSjiQeuhOWz0YwzobkN8L+imTWSdy+h8hIcOnTF5GEPXY8o5Czs+fxK8lniti52XxemrCe8oAkAYOkTjz16M3I3F808E5JTF7WbF19+Hs2sidrDw5T1iN38/Wfj9p/dvG2HloUL9siN6L18NLMmJLs2sqglvuJCaG5DRCFH8uYnHryqpGshp6QVX3ERU9YTU9KJZtbElZ6Nr7gYXtAUmtcYL/7Ww5uv5xS0HWxqj27vwfScjTtbg67pjO08G3f2POZ8W3RbR0xHV2yXuHEdez0LmQUAqEHXXIi/0IPpqUHXtEW1XUy42B7TXoOuORd3rju2W9z0K4lXSr1KAQClXqWXEy+fjz9fH1rPieBcTLjYHdtdg67piu06G3dW3PQL8Rdq0DUAADwSfy3p2vn4803hTaww1vn4850xnT2Ynvbodn40X9z0c5hz/Gi+FJDFhugNX08aP4952hp5py5k8kL8U27knbqQWzXoXl7UcHfccFesiNEdN3wx3lBXzlFbafhg4mgZZqA4+hYTPb4/brIi/n5+2N3c0OHSuOF9sWLHYWyQibKWgfFvjz849gf12fHK9fwct8f477xRbUiIUoxF7Yzw2fHTPRto1gkadxA9Xrk85ZoAACoq5/bseWpk5OHoGJec3Fhf/yckMhqP7+zuhlpbxY7OTuj48e8AAH6kI2lV95T1LA0dg51jmQHk4zrWnqqG1j7pZXk9X1Fbx0UOuMBAesMmhH/y7hs/xZZ2a1m6aVq4WPvjMmu/1LJ0c4ikULkTNN6kyOk07gSz87mChpGGmWPBxd+lnvxcy8JFB+Gpb++PbxQYu4Sae8WSmgZpvClxC8g7/9bIMWjbTmVG+xypacjA3l/XxlvVwAbf0Jt/4ZtAygkkOiPn7Gux0y987RhNBwBk1T9ldj639E3Qs/VRMUAEUk+qGdkaOgYj0ZmM9jkqV/T03J43QfRqAEBC5aWCS985RTN0bbyVdM2jdvOi97QZOgbijt1idMyJ+/TsrhcJlZcAAMGMM7uu/4TCH9Sx9lQ1tPFJ228bnKFn66OobZpy4lNGu+h3YPBn4B4KzjHM3Tf+FFHYrG3lrmHqaB9Owtc90TBzcksooLVN0XgTojefN0njTW3doWTkGFR09cekQ9e0LFy1Ld1M3SPIzUJDhwDrwBQyZ1TcvaO2juece61h5qigYcTsfMHsmA2knNSycInb10XjTlr5JRk6ofH1vfQ28ffuwtfmAVh5sHmYPPw8+3lbdJuLlkt1UPWL7Bd3U++GGIU8zno8RZ8ap46LHG/z3pZ6lwIAPkv57FXOqxvYG06aTsWexbOM2TLvMlct1x5MzwxjRtz0VzmvuFFcAAA3ivs27+2jjEe+er6ZyMxp+nRDaIOrlmt9aP0sY1bc9Dnm3KcpnwIAyrzLvs3/dog0FGcRF2Yc1kfoe8Z8NkWbijWPPYc594z5TOT0afr0EGloPdiZn2oOfZv/ywT1EM0x1EP7537Cviy7UHftSF89YUcM9CIbGqeKGBM06DkTYabgZ6wB9eRCfDo/wyfQXPPZgcS/cMhUb4vScHuokwm1UsWO83lYW01V3X+b1Mdfv7Tdm66KC5a/124GjTk4mMmcztd68wkCGpWYDn6X+S3dP5GZ2WFm5p+Xd7mjA3JywoaFlVZWTvB4krQuFzK/KPyBmJIORW3TQOpJQmM/gdWfWfulfRgBhT+4eplzfIOA0CDwyahwicvxwO5OPfGpQyTFA7t7ocnH0uTj0syvgNAoCMmpswsl+KTtjynu8CMcsQ5MEdltgSA68yuI29dl6h5FZA0kVF7aqa5vLKZXjejMb4MAe+QmIgDnnrRLxQARSD1FaOyTkFBeLnSZXn3fJjDVN6NSy9LVJ7Myq+6JBJn2JZlffIMgs/axfTgRlXWAxp1IOnjVzCMq6fB1ce+wJPOLbxDgG3o9sLvdk3YZOaMzax8jAnAo/EFxKfWlMucNAkJDXyD5hHNMtnVASkQhxx272wWTL+7eLc780vkzsSVdBvb+NO6ksRMaGZLlk14eklOP8MNK3nw48yvACx6mP3TRcpmiTfnp+93E3iz3LpffIn8//f4QaWjFzO/1pOuTtEk3bbferN4U6xSmE7PYs7gX3+uu7f4k64k4yaTFmd+v875GG6Evxl/c474Hj8QXuReNkEe8db0vJ15eXGUsMvO712PvD0U/pNukHws4xgpjJVolfp33da5LrrKMcnt0+xhVtFTxEGnocebj9WAHE2sKfVfI3uNZSXb45g4OH2WWGmJciLMe6sFA49RVFb1159zPC8tyN4GayclORiUhSKKH2T1Y87cB/x+T+f3959afsUxSoxSJ0YoDFy3LGZrJ4YoHaeq/e2QLDdqviL89ewcOHJhwd09zdk7Zv/+pi0sqEhkTFLTrxIm55uaV8eedvj+z9ktTt0h9O78Aykk6fzqh8rKutTeDP7t6mXMia4DaOqZl6ZZWfR9+ni18MNF7+bAWxCrw15dz9pWeHSqmpIPOn8HX9yJD8aF5jeKmL8VfY3/e+beWvolBlJNp1fftw8nBjDOWvvESzpR8gL+modyzr10TClwwOVn1T03cIgzs/QOpJyUciFmCPwZ/NoRZY+mbQGjsk1PRMXJCe+KKJeisL8EfpXUs8eAVXWsvOn8699xrxyiaKxAhAAAgAElEQVSqKyaP2flc3KcvwR+RPYhvEGhZuJI5wz4ZZXahBNvgjMQDV8Sp3C1redDH6JjTsfbMrPnS1CMqvuIiinDYOTZ7Nfij8SbTq+/bh5Ocohk+6RUOkTRU1sGIQo4VKnE1+OvF9w4QB7Kds5lOTLI9+UH6g1HKaIBBwG3c7dXjr8SrhGhHzERmXk+6/nXe16eDT2fYZgwQB8TpJS3G34vsF8cDjmfaZqbbpHfGdr7KedUc0ZyJzHyU8Whxf2lx+Psq96vm8OZ02/QM2wxWGOuI35GqoCo8Et8Y2rgq/L3J7e/B7E63LclCXj0V1HkQhYsyzcMipm8lQ0LyyvjrYL44jtsXijwY6XCO6H8gwt7XRJ3mbdFfhoE4YmTe/g3x9+yKJfTSGfrRreuAXh5WBfqjB/Q7t6Qg+S+aTKAx8QbgO/zl5d7v7oYuX4aKiwfc3fG+vtm1tf8VHl6WlsaDhc8l488duzvn7Kv8C99mnH6gbeVB5oy4YvJQWQclCx4uwR+1ZSyAfNwpmk5o7Ke0jFoHpgQzzjD4syLbJSzHH6V1LKKIY4vOSK9+QGubyqp7YhOcHrmrVYJY2mL8UVpGEyouWgfgsmofe+L2KumYGTmjzTyiJDzAi/FHbR1LOfmZdWBKbEkHvW0q/+I3adX3tS3dSU1DIlXiluCPxpvE1z2xCyWEFzRhD980cQ3L7nqhbeWeeuIzkhihuMX4Y/CnSU1Drpg838wDNN4E7tht64AUTFmPBKnMJfijtIz6Zla4xudTWsf8iUcsfRNs0RnYozfFqox+iD9K61hIdq1dGJHEHgrLZ1v4xKsZ23kk74V7C0rGH5U7mVnzyDGKZhOU5k886hjNQGUeCC9sRqCSVoO/p1lPB0mDRe5FaTZpDCcG3IzeT99vlfi7lnRtkjZ5EHUwySopE5n5ZeaX5+LOxZjH9OJ7JUxfgr/akNpEy0ScNe5C/IU3uW9q0bVEe6IE43Ex/l7nvuZH85OskrAIbFtUG0IFgbHAGOw0aItuWxX+XueMXknclWrDSLC8dCIAepMH/bSrlGBXV+gGzYg5EvgB/hhvTqWVh9vnB1hfpwUVh9g+Lor4hBFcEICAOpj/Mfj78a5N12H9gS7zC8cMitJUa4t1oCH71FCFx62mkvzfd/jbWzxUVPSATr+yb5/Q15fu7U09duzrsLDSzMxOCceh31t/GWXYwze8UkrTqu/rIVGkpiFtS9f00w8Xt+dbEX/M9lkj55DQ3Pqcs6+dYpgeuL0S0LMcf8yOZ0h0pkfynoJL33mnlWHKLwSQT1j5JTE7nq0Gf4z2Ge+0/daBuPwL32CP3EDhD1qiEkzdI1aJPxp/OrywycAhIP/819F7+XCvfD2k7yrxR2+bwh39RNPClc6fji+/aOAQQG4S6tp4p526uzr8zRBZfZoWrmnVD+ht0yHZdSYuYTndL8V9cyzHH71tSt8OFVPSyex4pmXpSmQPWgfgfDMqljfaEYk/ZsczC2+MH+EwvX2Wyp0IzW3QtfV1SyxaDf7o7bMxxR36dn7ZXS8NHQJtAtNQWQfCC5osfRNW6fw+SH/gqOH4KvsVSg/VHdc9Sh710fNZk/XnpOk0TB5OsU7Jc83DWmHvpNyZoE2IU7lc6vzmf+1v4H8j6UaxZ3G6TXqJV8kMfcZTx/NSwqVhkmix4MX4+33R73EIXFVQVUtkS5xFXHdsd7lPOUIF0RrZukrnt6HI/SDV8acHaYmBBuz93t/eTaukOLCLPVfV7vRs7t2c0Ex3E4hPT7A3yA9A3GKiL5IDikNsoXbGfwz+vr6FmP3MOtp7BzZY/vUXtp/WGnvabqvbpf3nAXtoYOXYX1HRExbraw8PkoVF4NGjLw8cmDM29gwO3tPQ8MOCrpsE/HmmlNDappChBDUjZPRePrl52MgpGHf8zprwx+BPW/lh0dk1uee+MnIKVjW0UTd1iChqEdkrcDn+GO0zLnG5nsl7s7ueYw/f0LXxMnQKTqu6R2KLXcNi/NH50/6kY8iQTDp/mtQszD33JmZfp4U3hs4TW0/yAf7apqL38uEu0Fn1T+1CstSMbKP38lfp/NLbplKOf2roGERo7CM1D/tkVKgb2wXTq8nNQkLjys4vgz9DZPUbOaGTj92mt01GFHIsvOMX2hquBn803qS5V2zUbh6tbSp2X5eqgbV9GBHfKICbU62IP0b7jF0oHoU/RGubJrIHzb3iLH0T0s98IY7di/FHbR0nNw95pe5TM7YLy23Iqnti6hahY+ONO3Zbwv8/i62/UeromeAzdmp2Zd5lQrJwgDgQbBR8B3dnldbfFG2qPabdRtUm3zW/B9OjLqvuru0eYRoxRBpajfM7y5i9lnTNRdMl3jK+F997CHXITt3ukN8hIUm40OFKAv6eZz+/l3YPbYRG6aHupNyZYcx8W/AtDoFjh7FXhb8XzO+fZhWm2PjYq7+8njTRg/FGquXjEN89zYIGV6Hzy6f/iU2sjnf1NFLr3R31+nQGxl4/ydHwTVUaxCb9x+DvxVUraNrpzQ2rNzcR0JgDNGA/ed7ib4+RkFB84G+x85v3oLMTOnny+wMH5jgcqLkZqqiYrqr6gwSN8w+L3nbndL/MOPMFpvw8qUlIYPWnnvoc39Ar4fFbjj8iayCt6l5m7ZewXjh8HiL99EOxT+CH+COyBtJPP8g48wWB1U/hjGAP30g+cpPCGZEQfFyMPxJ7MLPmUXr1/flkBas/s/ZxWtU9CfVYH8T+OMNZdU/STt0lsPrJzcMZZx7Gw1shBl6EZbE/fENv6qnP4W3B1/diynrgrqLipi8veks99Tm+vhdWK5e88uX4I7L606ruZtU9IbD6yc3C+PLz6dUPyJzhJeJ84vBHZA2kV9/PqHlEZA0QGvsTKi+lHL9Dlrj5i4veyM3CrLon8CVTW8dwx24lHbpG5oyI+3TCh0VvQrKwn9jfg+l5in8KI+/z1M978b3i2LcEf6OUUSFJeD7+/BcZXwyRhq4mXe3B9FxNvCoOXn3Lit5GyCOXEy9/mvIpLIPZg+kR4AUSSvEW42+GMTNCGfkk+ZPrSddHKCMCgqCf2H8v7d7jzMfiFvAB/mYZ0Aj5x7upMxcToGEyNEyevZTw+89ToRHyavv9NZP+WpM5WY6B2CSohfL6MParI8kQhzLf9e8/An/zNb9Ce0hoDwnsoH47aMRhqaj5SjW/TU3QAu84HKipaU01vzMk9uBCsInUNCThyReJP0KjgNQ0RGQNwG07yZwRMmdEQuZ0eeaXxB4kvmspSm4WrliHuyTzS2QPLLQyJbxTHZE0/cPML/G9jK9g8VasEn+ExvfTiawBMmdEMr+W429hz1dc+XL8wdMXPpHMGSE1DUqgz7KaXwGpCe5jCm/+MKlJKGE6QUS353eX3CAgNQvFxRxF4m+QNNhP7B8hj8AdRmFASIBXn6ia3xHyCJypGCGPjJBHhGTRSVuR+Osj9MGC6DC84JVImL4Yf7OM2T5Cn5AsXPyJQ6QhCe/wAf7mGJCAAA2RoOF3iY5hsqRepyJrftlEiEOGWASokQA1k6Fm8UmPf2v8fWx5sJbxseUB+N/V8gBuzrykwHaMMga3XF6x2/Pqx/+rlgcL+FvTWIq//x9aHvT29tJotP/5n/9ZFf4mHaFpR2jaaQUDUJTOb3MzxOdDbW3zA1Y0Xy3+WP10/gylZRRf30tuFtL5M0T2gDgPSFyze3Lz8PuJrH46fwa2C+j8abiTuzidX7i1HL1tms6fpvNn6G3w3w+KW4Ao/AmI8584jK/vJXOG6fwZIqsfbttJ404sfitx+KO1TcFLpfOnKS2j4j5dDP4ERNYAvHJ62zS1dVycDSUWfw0CInuAzp8hL2oNvzb8sfrn97Btms6fJnOGiawBOn9mca95cfjDNwgorWN0/so4FoG/JSuH95w3IXIDReJvhDxyIf4CxgKTYJmAt8PjELg4i7gTgSeO+h8tdCtcHAoUh79J2uQMfWaaPj1Nnx6ljPYR+mboMyOUEQH+gzSIOPzB3fYX3gE+n9yL74Wb4K+IP7iN/sL0MeqYyPTLCvibpkNjFEiAhwR4aJQiIgEiEn8NBIhNgvh0iE+H2ugQnw41kcT6v/9i/E1MTOTm5h4/fry8vHwF/A3YQWMOezPUYnx3JAbJ/3TfZv73g/bzQyL+uFwoL++uszMOiYy1tY3x8iLX1//CZkNsNtTUBC1JgyzBH6lJmFX31MgZ7U86mnvuTeSuViNnNPbIjQVHhsgaIDUNkpoG4f/dReKPyh0Ly2cZOaNxx29TWkYzzjwyckYH0aqI7AFj5xADe3/s0U/gw2hL8cfqp7aOOcdm69n6GjgEGDmj9ZAoPaRv4sErVO44qWmQuCwMvxx/pCZh6qnPDR2DQnLqcrpfhmTXGjmjU0/dpfEmkSGZ9uGkxcdoluMPFgxBBKQYOgTq2fro2/kH00/T2qbgB5vU9IGNKRJ/5GZhVv1TE7dwPVtfPSTKI3kPnT8DX+y7rRuQjD9y83Dy0ZtGzujIohYab2p+1rIYojj8EdmDGWceWXjHGTgE6Nn6GNj7R+9pSz/9wMgZHb2nbeEQuzj8UbkT3mn7Td2j8PW98FLhmz7/w6JbsBx/i1dO5Y6Tm4dt0Zn2EWRKywihcf7yF3ZAJP6EZOH1pOsFrgWZtpkAAFct170ee9tj2pFqSIWtCmOUsYVUhkipo0HSIN4OH2QY5KPn46fvd9T/6DB5GG2EPhFwAlb5WBF/I5SRi/EX0UZof31/Hz2fQMPA27jbc4w5hhMj3iIedtLF4Q/WWiLbkxcWUO5TPkWfghWEB0mDCwsQi78B4j8EeGK0GWefFzRBhSao7ZW+GeEm896xZPxxKLOVCThnI4ydfoytXqKD4ddHkyEOGWIToSYS1ET6IBPyL8bfZ599lpaWBkGQUCiUjL9fJh2PZmtu2Sx1qc7I1mSrj73sX/vsoBH7/3qM/Om+zX8/WaRyKQp/HR0QBnMKAIDDNeXlXdq+XdXdncDnQ/X1f6+q+qmm5q+LA4If4K9jjtDQl3L8DgDA0jchr+etd1oZACB2XycsLQbrXqaffgBnM+BA23L8MTtm3bG7AADx5Rdo/Om0U/cAAMhQgrlXzHZF9QDS8bTq+8T5x0mE0GXUbl5oHkvH2gsA4JtRGUSvzjjzRVb907Tq+/j63iURseX4I3NGko/cAAA4RFKLrv7oiskHAKQcv0Pnz2xTUFPSNqMtAo0I/LEH8Q2966TWqxpYR+9pQ6IztsjKx5dfoHEnCY19GacfEhr7FhAgAn+sfgpnxNApWFZRI7ygyR27e8PmrcGM0/S2KSJ7IP30w/TTD+AYpQT8UbjjcaVdAADvtFIabzKr7kn66YcZZ75YEooVhz9SkxDecx2ER0xxu6UPRlZBLZhxGgDgiSteOAUtDn/Z3S9NXMMBAITGfvhK8fW9WXVPFv8gDn+LVr6f2TFH5U7IKqrJaxjS26ZITcLMmkcZNY+y6p7g63vF4W9eqjzn9RcZXwAASr1Kfyj84XXua0cNR72deqOUUQn4GyAOCMnCnVt26u/Ub41sZTgxtm/aXhdSBwBIRiSPUcZgyw42x8Thb5I2yQ5jAwAykBlt0W3WqtZWylbD5OGWyJbqoOoB4gAckRSHv1HKqOo2VY3tGpwITp5L3tYNW5vCm2CdpocZD2HXHr5G0fgbJEIDRABASogx9DIbesYgxZgBAH53B/fffQSoXyL+eLSHBeEAgL1o20t7ot0MVR31lH9hEf/eSPjvuqyfz2T8rTZzXubtX48/oVCooqLi6en5+vVrSfibcPyMZSK9ft2Vk4bQVy7ff2qtpbrxZJ7Wd/ds7My2uthsQxhteXbZ6n06eBn+2tuhpKQaAEBDwz9u3oR0dOw0NRH19b/T13c1MfHU0rIpLh5cSI8sxl/+hW/8iUflVLQBABu3bDNyRvtkVAAA4vafpbaOEVkD5OZh68BURR0zVUMb1/h8SssYqVkoWuc3dR8AAHfsVm7PG3yDAKxb5xhFVzNGbt62QwfhgT18Q7T119hHaBBQWkbzL/3OMZIGACA09uWcexNe0CyroK5h5qRt6Zpx5uFiA0SE88vqp3InnONyN2zamn76gUtcLgAg5cSnXiklAICEiouLQ/Li8Ldxs4yFT3zxrb9EFHIAABGFnLxzb0w9oneq6Vt4x72TfBOBP3r7DCyPm1B5KbvrRXb3C4dIyobNW9Oq77klFirpmCtoGSPRmbA3KhZ/rWOYsnMAAK+0Um1Lt61yivKaRtaBqdTWscUElIS/qvvw70vu/Hcg5QQAAJV1cL30BjkVbQsfDJkzLFLmfP6OtI4Zu4RKb9yScvxTUtMQnT/jnlgkq6BGZA04RtHklLUzax/DxqAI/L1beSD5eP6Fb3K6XirqmKoYWOf1fBVd3L5dSXO7kuY2BTXHKCqdPyOh3ekIeeQG9gYAoNCtcJYxO02fdtJ0WiX+1GTV/PT9/rjnj+fjzwMA9nnv05LT2iS9yVDeMNgweIwyBnvQ4vA3QZvgRHAAAO0x7VA5hEVgAQCjlFEsAuuq5bqQ0BCHvxHKiM4OHVdt1z/s+gP8B5W+ld8Xfo9H4vV26qH0UCPkESFJKBZ/Q6QfPkuVldmQjDb66xgFesbcnWYjtW6ds6Xy5ZOB0CRNEv64tMdFkQCAR4Xh0K1iuq/F+nXr/tFKLQiw1pbfZqwsZ6+jNFuZMJ8V+Rfj78GDB1lZWW/fvk1KSpKEvynHyycMAAAj3ebQuCMktP/5ke2fB+3tLWQsDTb/Y9oxKVi+KFX1vdSvKPxhsXUAgMzM9qKim6qqpqGhpVhsvY0NuqrqjY6Og5qaeXPzfEBwifNL401qWrgAAAAAcfvPwSYDjD9q61hsSae6iX1c6VmnaPq6detiS7vpbVMi8eedVgoA8EotDS9o8icdA+vWOUUz1IxsNEwd8PW9+Ppe+CCxuNQHo2POLpQAAEivfkBpGdVHohwiKQmVl6Sk1lv5YRkds5Lw19hHa5sKL+Rs2irrGEXbuFkGAKBp7mzqFrlDRZfQ2EdcdIpQHP42bJax9Eko+fS/I3e1AgAid7W6JRbuUNWN2s2VU9FximHCBFmOP0bHM9vgDABAZs0jcvMQs2POJ7MCAOCHPwgACM2tj6+4qGaMjCs9S20ZXRl/qftkFdQ3bpEJzWvEN/QuOX29Iv4cI6mln/8SRD0FAPDNPADAOq+UfURW/3xyWRT+GPxZmPgAAHPv2Ozul4yOOfswIgCAyBqw8sOCRVr1EvBnE5QWUcQJy2NtV9LQtHBJr34gq6huE5SODMUDACx94xkdz/5Z+Num5q/v/5e9f7mUcAkAUOJVoiGrIb9FviqoSl1WPROZOUweHiAOrIg/qiO1K7bLTcvNScNpljHrpu2msFUBPpO4Av7kdNy03f60+0/wJRzyO3Qq8JTiVsWTgSd15HSSEclCknCYPCwCfwI89DKHhrGA9/9hUwT0Q2Eu1mrjxvVf3Uz+ay8e6ieuBn+Pd0VAn5YwfC0BABCPluhgCAA4Ee/qaaTmaqACcakQ61+Ovzt37lCpVAiCAgMDJePvWpUhAKCvzQwad4T67KCXztBrl9wkFaUd0qwy3Vu1RpJlztvboeTkBgCAuXmAnV34zp1aDMatri6opOShvX0CAEBbGykSfzlnX8VXXJRVVNe389smr+oYSQ0gH1/AH75BQOVN4E7cccHkwbcnurhDPP7KAAAapo56SJSWpRsAwDk2W9XQWtvSldnxbMGEWRF/aVX3yS2j5ObhYMYZORUdAICVX9LiR11c5je764WxSyj48BWSU78kwSoOf1u2K6ga2vgRDlv6xKsYWkft5gEADB0Dg2hV2ggPAAD28A1yy4go/C2s/B65WbhgCIcXNsmpaJu6R/kTj+CO3aLC6r2rwN9WOQXrgJTss6+Wxz0l42/9hk1alq7+pGOGjkEKmkZheSwAgD/pGLNzTpzzS2QNkJqE1gEpKgYIU48oFQPrlBOf5px95RhJhfFnHZi6XnrjSvjrAQAo6Zjp26H0bH1hN8IKlSS9cQuFM0JqGpLeuNnCG8PomPsn4U93h66RgtFB1MFkRLKyjDInkrNZejPZnvzH3X88gDoAAOiJ6xmjjEnAX0tECwAAoYIINAxUk1UrdCt8mf3SS9dLXVZ9NfgzVjDW3aF7wPdAmk2awhaFpoimzdKbUxApP+366VTgKQBAe3T7FH1KBP6E5OefpbrbqGZFmrpZq+bjrKGX2fk4xKaN63/pxb8/FrMS/mg+FjUEP3dD1RRnI6iDGW2rp6soC3XnuBuo2Ggp/jb4e/bsWUFBQU5OTl1dnST8TTteOGoAAJi5aAlNOkJjDsezNc8fM4DeuJzM1SLEKCnISXce0H9fBSza+a0FAJw+/edLlyBtbaShofuePXdlZBTR6Dx1dQtx1l9ez9tgxhkrPyy9bTosn20XSvBJLwcAxJWdo3LHyZzhtKp7akZIfaSfqVsEACCmpFMc/uad3+N3cs+/JTT2w86vqqG1loXL4ud8ZfxV36fyJu3DSVvlFO3DyVLrNyw5YSMOf1TueCDlhPSGTfIahrbozHXr1inpmicfu7XkKJ84/MnsUN6hqofwT9a2dNO388PsPwcA0LJwsQ5MsQ8n2oeT0qrukZoGl+OP2fnM2h8HACA0CsjNwuyu536EQwCA1FOf447fsQlK0zBz1DB1SK++T24WrhJ/CP9kkedaJONvw6atitqmFj7xFt6YpANXkg5fBwD4EY7Q35UALscfuXk4s/ZLAICGiQMyJAsA4JtZuevaHxwiKAAACmfULpQgtX7Daqy/QMqJgovf5px9rahjqmfrY+4Zs2HzVhpvitI6Jr1pi4VX3Frx56jpqLtTdzX4M5A3UJNVw1hgYs1jWWGsQeIgAIDpxPx5788nA08CALpju8cp4ytafy2RLX8r+Vu8Zfw6sG6CNuGj57NK/JkpminLKGMsMDHmMbXoWiFJCADIQmb9ec+f60PrAQDcKO40fXop/gQE6Hl21wEUAKAk09bfUQMAAI1Td6fbbNq4/r8eZ66c+uDSnuyKBACgLbXw/ggztR1lYXZQV3aUrZ6OgizUwXAzULHXUfpt8AdB0MTExMGDB5f/fsmx55d3bZytZGJQO6CXzvW7tAEAN9gm5dmadbu1oZ889DU32plthWacJOAvMfEMAODkyR/OnYM0NRFWVmhX18xt25SOHn0mL6+tqmra2ioCf/B5F/hBorSOFVz6DoU/BABIqLzE7JjL7nqJZpwBAETvbTd1jwIAxJX1iMOfJxxoq7xEa5uaj0NF0lT0rTTNnVaJP2QIHgCQfvoBpXVMSkrKzDMGdsqs/JKYXf+HvfOOi+pY//8o9l6xgUrvvfe2IL33Xrfv0hGQooAVGyCwyy7bd0EUwRZbLNFYVzpLR0WjxiSm3V8Sb4rz++MgImUFk3vzvXE/r/ljXXnmPGfmnPdOe2YejSwlmXTdX1UTkdM9f9EyNWvf1OPPZsyYqecWl1z3ZMw6ksnwN2vOPE27oPzLv/tksQAA7qlUdRv/9SoG0YeuajuGBxc2ENjdaKpwPP5wzI6A/Lp5i5YbeGCT6x7HV9yRltdUsfAKKmxQtw1AU4WBBfUAAPfkShKn5734s47Mnb94uZZD6AfgDyCTP2e+I/MHEwUDvjl85EJJRx9NjL+qJjxTpOcSu2ztZquwLIvgdGUzt7WKenhGO9L688+tWb5eYe6CxVPBn0NcEZk/QGB1rdiguEHNOCC/bs78hXaxRQ4Ju2fOlEKa8OLxdzb0LAAgxSxlkDzYT+rXXau7bvG6qeBPeqG0g7zDy4yXiOG1qGtzZ81VXql8JvSMzlodlDwK2QpBDP6qvaqR73/M/tFP3U9qhlQPscdms83aRWungj/ZJbLmsubfZHwzSB7sIfa0YFsitCM2Lt14MuSk8QZj603Wd+LvdOI7x+KvDfv19RhrvXURrkq7MywOZlmpbl52MMUsI1JbSmoGbMLADvzbhdCT4O9WhjcA4E6WN7ycT0I6v2yCr56czPJFkE82lZPW+7taf2L0Dv6EBrDH+NE5rXWrZjuYLVm4QOr4Pnn41OzUAYVFC2Y6WCzdtG7OPbba2xWCE3d+qQAARUUrTU2H5ctlMjPv7NnTLyOjvWqVvL194po1SiEhpcg2MGKWPZN4/Y6YvQAAaXktGXXTTTo2kQc+VbPyXbZObr2qsZy+wwZVE1x1e3zF3claf2/x9+dafyj03oXL1yxYtlrfLX7xynW+23gjq0wmwx8yST1/8XIVcw88s3Om1Cxtp4jxEJl06mP+IjUr3/SGF8hJRr7b+GRe/zolg6XSsmsVdKIPf4bswTcefwkUIZk34J5KnT13wUYtS2k5TWl5LSy9Fctol9O3XymjJC2nqWblja5qwtJaptr6Q4V9GP703eKR7xHSadqHrNigqO0UgaueaOqjqonA7loqvWmtkn5aw4utp16iMHsAACG7TsWWfb5WQRuZE1u0Yu2U8Be/E8HfSlnltYo6aQ0vthAOzlu0fP7iFQAA7ffhrxnTfCvuVoVbxdmws63Y1lZsK9+Pz/Rmjl65Mhn+1i9eb7vZtp/Ufx99vw3b9ln0Z8vnLwcAyCyRUV+tfi/hXie+E1mdJ77zq7JKxXqTtfRC6Vyb3MdJj6fe+d28bLOJjEkfqW94KQ+2rYfY46jguGHJBqUVSrdib4nwohZsy1j8ifD9DUEAgNrdDvDlVvgizdZgvYb88sErkVqKK+wN158tcZni1MfFJFfYkI6xVlsybzbkEP315TetXAz5f3frb0r4u28AhQaw0+jxWa07LNXOo+qwzRA2G8AOo94TGneYqgONmu9sADMOfzQaPHz4+4KCnqyse1u33iko6GUwIIsFd+9+lJPTXFHxa1FR/65dD5HlL2Lwh6E1x5RcDyyo98nmeGeyfLLYGL/Gv0kAACAASURBVFpzbNlN3238yAOXow9f88sRYGgtceV3xuAPQ2uOPnwtsKA+vuIOhtacQLkXWFAfdfBK6O4zYXs+Gb1+bTL8YWgtkQc+DSyoT6i8h6E146rb/PNqA/LrEij3/HNrog5dGRkIEx/1EVzUGF58AVPVFFRwImL/pQmWDU6y7DmosCGi+AKW3ooEQceWfU5giaIOXfHdxos+dHVkIfQky56bcIyOwB313luZPlmcyIOX8YwOXHVb7JGbvtlc32xubNnnOEY7evKxPyTmN7CgPvrwteCixgk9F4M/NLUJKfPIA5++MRTiqtvjym/7buMF5NcNr+abYOyvKXTX6dDdZ5ClOUglxpXfJrC6Ioov+G7jBxbUBxc1oilCZPR2PP5GPI8p+Qz5BQrZdTp09xksvSVy/yW/HL5XBgPMmKHnHEPiD4g/6LIJ09RL7G3DtQkThEK0UEQQdRO63xv10YRuOhl88lzYOQRSTeimewn3GoIb6gPreb68TyM/7cR3IuufJ8NfM6b5ZuxN5O8ZXoxa/9pWbGsbtu2TsE9OBp8cicObbNlzE6bpVMips2FnR0gtRAs7cB03Ym/wffkXIy6K8CJk+ctY/DVhfr0T31Mf+P21aNiMgc2YoTOhD0+FwC7CF5+E3WV7v7gYAVuw4vBXhfn5SFxPQeD/K4uFdOyXxRF9hUGwCvN0b/jgzmBIwwztDn20KxRWYf4Xgt46jKDICIqMYJPBcNRHpxEUGY3d/GqiqA86/e129kzm2xBgFgvSaJDJhNXVw1tAiw16E2JoLXiWaDgxO9HU+1h6K54lwlW3Yavb8MzOiYPeKEIsrQXPQl4JIZp6H88UvQkBficCf9KgN4oQudCwG1VNiAOIPyNBwe/FH57ZiUANWaMzPvZgMvwhhgkUIYbWjGeJkLXQuOo25N5H8pk86K0Jz+xEyg1X3Y6mCkfuCM8SYemtSA5igt6QW0Y2MZzQc7H4G25CjlxodJGOjH5OOPOLhGkPOzxSiRQhjtE++jFA0oRBb4jnI4E6eEYH8pxs0rKUN0DJ6dmtVzFEU4SYqub/0Dm/nfjOdlz7aFB24jtFeJEILxr9vZigt2ZMM/L3SGrGNAsThO24diSGRDz+kP8a4wCy0G+0AxMvfGnCQBEetmChEA2FaNiBG971oAP39nvxQW9VGMjCQxoGUhJgNQ4y8cMhwEw8pKAhA/d2A9T/6/iTxPxOIUlififD3/sL/78Y84urbg/b+4mMupmshlnkwcvI9t3/jGPOJTG/EvxJ8CfB3/s2B6K1ENndRHb3yKp1Cf4k+JPgT4K/jwJ/Exa+BH8S/EnwJ8GfBH8S/H3c+Pv6Ux04YDI83TH1NGR6h60CAMjKEoo/0nfCJBDA/fu/AgDYRuenHn/6dqJjaonI7cXQWpBzflPrn03XnMDuShQ8WLlBcYOacXLd4+ma41mi1ONPFY2dFy6XJnJ6COzuaZvXPzP2IQIA4spvk3h90zVPOfbEmXgYABBc2JBU83C65kk1D4MLGwAALqTSlLon0zUn8frijtwCAJj4Jn5I4XO6CZyeBctWKxo7f0DV41mi5LrHG9SMV25QTBQ8ILC7PqDwkXN+kaUho2cbppKepj7Ns80DAHwa+elA4sB0zYeSh9jebAAA25s9lDw0XfOBxAHknN/tttufpj6drnkvsbcF0zJ8zu+zVCjCTy91EeCDN+f81iVDFn7a6fj/mXN+qVQaAOAqVbnntFZPvcb00jltbuEmAEBsLH/v3p6Cguml3bt7UlKuAAAMPTER+y8GFtRPKwUXNfrnHZWaNUfJ1C3iwKXpmgcVngjdfXap9EZpOc3wfeenax5YUB+x/+JGTfP5S1YEFzYEFTZM2/zAJU37YACATxYnZOfJ6ZqHF18wD04HAGwhHAzbc3a65mF7zm4hHAQAWIRsDd93YbrmITtP+mSyAQBaDqEfVPgNQYUN8xYv36hp/gFVH1hQH77vvLSc5lLpjaG7zwYVnviAwpc3c10C5tYF1CFrU6aVLkZcxBhiAABUd+rp0NPTNT8Xfq7QrhAAUGhXeC783HTNT4eeprpTAQBYQ+zFiIvTNW8Mbjzqf1QKLIn0kO+5FNFTHzi9dCKo52yoktxSk03SPfvCewoCp532R7iqrlm+dsPfjz86nQ4kkkgiif67CgkJ+fvxV0WjAwCCnVbE+65Oi1iTGr4m3nNVWsSazOi1mdFr0b6r4rxWxXlPkvxXu1kuAQBoablbW8ejUElbtmy1tIy3tIx3ds50cEi0sIi3tIybLFlbxxkaBgEA1irqqtsEaNoF6TpHq1n5qFh46ThFajuGq1h4qVp6T5bUrHxUzD1nzpRavl5ewy5QxcJTyyFE3cZfxdxTCxWmsyVS1dJL1dJr+HvbgPG5qVn7zV2wZMHSVeq2ASoWnpr2QRp2gSrmHpr2wbrO0aoWXpr2IbrO0brO0Rq2ASoWnmPMNWwDl6zaMGvOPDVLH1ULLw3bAE37EBVzDw3bAF3naDVrXxVzT23HcB2nCBULL1XLsVfXsAtctVENAICcCKxu7aeFClUx91Sz9tN1jla38Uc+6DpHa6HCxl9d3TZgg5oxAAAJa1Wz8tFGhalaeKla+eg6R2vaB6mYe2jYBuo6R6tZ+Y6/d3VrPzk9OwDABjUTdZsAVUtvLVSYqpWPqoWXzpYoLVSoirmHuo0/4skERWflo2TiCgBYvUlNwy5QxcJLyyFU3dpPxcJTzcpXCxWmYuGlZuWj6xytYRc03nlVS29VS59Zc+YtWbVBwzZQxcJT0z5kpJC1UWGqlj4qFp7qNv5aDiETmqvbBixetf5PvoE+Pj7xCfEflhLQCRgMJh79p8wT0Akf6AA6/k+ZJyDm6Lj4hA9LaDQajUbHJSR8WEJjMD/++OPfjz9k7O/H67rwB0tG3iZOgRz8xoKStTE7Zu0uwgbYbAAfmcIBk4nTC/MWgSoAICen7eJFmJR0ydd3z/Hj8OhR6O6ev3Xr7cZGyONBPn/idOwYPHz4RwCAXVxh7qe/Buw4rucSS+L1ZTR+bRmaiUrYnd74NYnXT+YPTJiSah8R2N2zZs/T2RKVcerbtBNf+mRzIg5cyjzzwxb8QbOAlNT6Z2TeQHrDV77beBHFF5OPPh5tnigYTDn2bKWMsoy6aVrDi7T658FFjUEFJ7I++dEvR6DnGptW/9wni2PggdZziQ0uakw9/nSMA1tPvVQ2dV20fE1SzcPU48+iD1/zyWJnnvk+Yv8lPZcYLL0188wPjui95sHpSUcfJQoGx5qf/tbUPwkAgK5qTq1/hqlqck+hpJ94galq1nOJiSu/HXfklq5ztL5bvAupNOXYF2PMM05+7ZpUDgAI23M27cSXJF6fa2J5Ys0DsmBAzyU2YHvdtvM/h+45q+cSQ2CJko8OjTFPrX8etucsAMAtuTKj8euUuiduyRRsdVta/XMTX7IruSz73L/iy+/oucTEHrmZMu7ek48OoalNAACzgJSMUy/TTnzptZURW3Yjue4Jgd3tmlSefPQxkdODFF1awwsy/516TKx5kFjzcOEyaWVT14yTL9NOfOmfVxu6+2xy3ZOko0NuSeV4ZmfKsS/ijtz0ymCMv3cyfyCt8atNOjYLlqw0C0gxC0i2CM4w9iEa+xDNg9LMAlORD1ZhWSZ+ica+JJN3k3lQGrKpam9v759/gyT6u/TXHXN+TffoAYXc+HW58esExQrHjihRC+U0FeYLuapv93eZfOZ3W05LTs4NR8dUH589UVHV4eFUf/8DKFRydvbnI4EfYmZ+bWN3RB64rGkfYhGy1Two1RGz18A9QWdLlAupZLJTetHvzvym1j/zz6udt2i5bzbHO4uj4xhh6IGxicpLrnscVFA/f/EK18QjJM47B9eOnvlNqnkYdfDy4pXr7WIKwosvajmEmPgl2kblq1n7qlv72cUWBBc1jj88bGTmFwlmWLFBUccpAk1t0kKFWoVlmfiSnImHtBxC35y3O+nMb/Tha0ROz2ZdW1kNcwK7W88lxio8W9c52j+3xjZmh55r3EZNC+K484JHz/wmHx3SdY5eKr0Rz+oy9iWaBaTobIlyTSrX2RJlHbFNzzUWXdU0Znp09Mxv6vFnttHb58xfHF951zY639ALq7sl0oVcauiJtQ7fpu0YEVPy2ZjQt9Ezv2knvvRMp89dsMQ/rzax5qGGbeBKGWUip9vIC2cRnK7lEBKy69TIPs/jZ35Tjn0Ruvv0gqWrHTF7U+ufW4RsnbdoWVz5bVx1+1oFHWVTN/JEJ80Tub3rlQ1WyiinN3wdX3HHIX5Xct2TtBNfemUwfLfxsj/5l2tSuaqFF5HTm1T7CAnyHUkZjV97ZjAAAHfv3v3zb5BEf5f+Mvz99LleEW792RLFkwcU8xLWwZ+tL1KU95A2/KtlSsec5+WLEhJqAwMPbd/ehUKl2Nsn7d371NNzR0LCUTELYkbwZx9f5Jcj0HIIjS29oWkfpGbt559/dAvxsL5bfOLkiypG4y/p6FB8+a1NOjb+uQLz4AzbqPygwhNqVj7xFXeMPHGKxs4u5FLiuyQdjT8Svx9La1G19EYl7HZLrtR1jkRT7quYe+i7x69T0rMMyyJxe8efGfQWf/RWPLNTzzXO0BMTuucTRRMXMn9AxdzTwB29Yr2CnmscZhx90O8ufCFyeqwjc5VN3RIowk3aVmTBA3lDVHBhQ2r9c13nGN9s7niAjsYfmT/gnkKR1TDHVbdv0rHC0lp1XWL1XOO1HMMTKu/K6dvHV94dszRnNP6QWeB1KgYJlHsq5p6he87aROZqo8KUzdxS65/L6TuE7jqFpb/jwGj8JR0dij58TVbTzHcbj8TrdyYe3qRtjatu26RtRWCJ1K393VMq8e8uzRmNv8Sah2iqUNHICYXek1jz0D//6Dplg5jS6wRWl4kvWcM2kDTRypjhhS8bFMn8wc16duuU9JNqH4Xvu7Bg6Sr7uKLgnSd1tkQ54fZro8LxjI4xO/WTuL3OpFIJ/v7X9Zfh79l57cc3dH3tl/k7LH9yRfe3XuNC3HpWgRwcMJnKur+Mrberq7+2tSWoqNjt2fOgsLBPQcHMySm9svLrMccbTYg/68gcMn/AyAu/Rl4rqKDeLCDZLrbQ2Jdk4pcoZlHYO+v++ANJNQ+1UOE+mSzryFzr8G2+OXzdLZHqNgGO2GJ1a19n4mEx+CNyexNrHpgHptnHFHim03Wdo6IOXlEwdsbQWmJKPjNwT7CNyieNWxs4et0fmd/vTDhk4IEOL76gbO6BqWpSt/Yz8ECbB6Y6JOw29MSObHU3Mf64vQH5R1UtvdHU+/IGKAytRcnUNaToZEzpDQWjLbGl72yyPx5/JG5PTMl1BSMnLL1VwcgppuS6tmOEa1KFTWTeGgVt9xTKeHqOxh+Z24dndCiaOMeV39SwCwrYXmcVlmnkhdN2DPfPP7pRyyp83zkx+CPzB8j8QXUbP++tTCK3N2L/JUUjZyy9VcHQMb78toZtoGc6HT8cQz0B/sj8/qSah4YeaPvYQhK3D0NvkTd0jDp4mcTt90yt0rQLGl906FHr/ki8frekCgWjLQRON54p0nGMsI7IwdBb0dQm/9xaFXMPCf7+qforW3/bE9ZdOKJ0tkRpJ3790GmtWK+Vf3QZi2Pfu62/uDhBUNDhoqIBe3uSrS3h4MFvPD13xMXVTLH157uNp+UQklB5V94AhWO0G3nhVmxQMvElT7H1RxYMknn9GnZBvtkc8+B026j8oKIGDdtAI2/CRi3LRcvXeKTRxOOPzB8w8SXbxxW5JVXoOkeiqffl9OyDd55MOjpkFZZl6IVL5I/bsWoU/ki8PhR6j4EHJnTPWUUTl0TBgIqZO9Lz9curVbHwShzXgxuDP59sjqqFVwLl3kYtq8Sah/KGjhHFF/Xc4pxwB4gTjQC8i7/eyP2X5A1QWHrrRm0rLL1N1yVW1yVWCxWGpbds1rUR3/oj8/oxVU3yho5xFbeVzT3D9n5iFZZpGbI1Yv8lBUPHRSvWRh74VBz+BINETo+qpZd3JovI7Q3dfUbB0AlLb9mkbUlkdalb+7snV+LZk7b+kLE8PZcY+7giEq8/vvKunL591KErJG6fK7lsKvgLLmxQMnHDs0SJggdmASkWIRlpJ74ML76gYuEdeeDT8Ue2S/D3z9Bfhr9vr+qeKFXMjF67NWrtyQrljloNP4dlb7c1fR/+sre15OffQqGS3d3z4+K4UVFML69CB4ek3NzbUxr7i9kefeialkOoiV+iiS+ZwBZtIRzUtA9yTSwnsCeNZxiDv0T+gLK5h3typW8OXxsVpucSYxdbQOYPpBx7omblh0LvIU4+9kfk9iYKBg3c0ZahmZEHPtVyCDH0wNpE5trH79R1jtZ2DPNMo42PrHgHf/x+u9gCLVQouqpZ2zHcLCDZ1D/JNfGIjlOErnM0Cr1nPMLexV+f11aGvL4DgdWl7xZvFpii4xSBpbeq2/g7YvaNGbWcEH8RxRdl1E2x1W2mAclGXnidLVEeqTRd5xizwBQDD4z4sT8EfzIa5tEln9nHFem7xmmjQpHdsSxDM3WdY2JLr4sZ+yMLBoncXgVDR890OpHXF7LzlKyGOY7RgcwzaDmEhu4+O2bkdAz+EgWDWvbBNpF5ZP5AfOXdDWrGkQcvk3n9zviDKuYeE/YARuMvcPsxJRNXPEuE/IZZR+Sgq5r0XGLCiy+M32VWgr9/jP4y/D06rQWHTEvSZMsyZOED0y/OaZ88oADbDaeIv9TU6/X1EIOpd3XNYbMhgwEdHVPJ5PM83vDeVu8JegvLSm944bWVqWkfjJzWaOSFt4nMI/H6xZy0PQZ/eEaHC6k0qPBEUu2QfWyhoSeWwO5GU5sILJFr4pGggvoxHcAx+MMzO70yqn2y2MlHH3ukVmk6hGDoLURur6EHxj62kDyRJ6Pxh2d2Bmyvc0sqT6x5GFRwQtM+OKbks6TaIeuIHBNfMpHbM8HQ4Sj84Vmi8H3nnHD7iZye6MPXNO2DQ3aeShQMupLLxns+Hn9Ednds2eco9B4MrQVDa9a0D/HKYKQef+qfV6tpHxxffhsrtvOLBL2h0HtjSm8QOd36bvEo9J7ko0PBRY2a9iHh+86P3mlqQvzhqtu3EA6G7f0EOZYAhd6Lq25PqLynaR/sm80jcnrH7Jo1Bn94Zqd7cqV/Xi2O0ZFAuYdC74k7chPH6AguanQhlY45JGA8/gLyjm7WtcOzuhIFg4YeGNuofK+M6qXSsgbuCZZhWThJ5/cfqr805rfdCPYaw15jeM8AthjCLuPhnf6mFvPLZkM2G/L5w2jj8yGLJY591Ek2u8dUNSVQhCReH5HTI4Z94/GHHN+DrW5LqLxH5HSP9JgSKEICS4TsoCcGfwkUIZ7ZiWN0JFTeHd52v6oJTRGSeP1ETveEnozGH5rahKtux7NECZV3cdXtZMEgsnUzkdND4vWNZ98Y/OHorVh6C4HdnUC5h6W1kAWDuOq2hMp7E3o+Hn8EVhemqonI6UbuiywYxDM7Eyrv4hiIJ83j9+wbjz8iuxtpIZL5/QR2N3KuMVkwiKW3jndgDP4SKEICuwv5S0xVM5HdPbKtHp7RMd58DP4SKEI8S4Srbkf+ksjpRh4DbHUbgdU14e2P4I/A7o4p+cwrg4GhteCq2wO214XsPBVTet06YptpQLIT/sAEs0YS/P0jNFX8PXr0yM7OzsnJCY1Gj/kvyZYHki0P/te3PMDSWwmsLjRFmEARIrtbY2jNZF4/mddPYHePR78Ef/8MTRV/v/zyS1tbW319fUBAwJj/mhh/TQaw2/htajGcuCU4yW7PSEuQzYYs1p/FH4HVhWN0TLjh8KS7PdNbCezuN6kLacThmZ0EdvfoLYgnwx9ysByaIkT2GRYz+PgO/qhNGFoLgd39ZjtoIaaqGfFhuOdIEWJpLcg3yB2NwR+mquldD5sIrC4Cu3sEbQSWaOS+cNVtJG7vGPy99Zx6H029j3/z98ieyWhqE4H9NsPx+MOzRCM76aMpQjyjY9h8ZPPkURmOxR/y9+9SmDB5hhha0+iZXwytefSFRirx7XjluLr4Mzu+SPD3z9D0Or9YLLa1tXXMlxPgr9ng1W19IUftCkX5XKniuTKlry7pwNaJxgEnOuvjwIGvsrLuJSZeIJHOZWffn8rUhxj8+eXwg3eeHL/sYzL8YWktkQcu+2SxXRPLXUglPllsHKOdwO4OKjjhSi4L23N2ZB5wAvxVNSVQhD7Z3NDdZ7D0ViytNWTXad9tPDRVOGbwaDz+kI6bTxY7puQ6htaMoTVj6a2e6XQXcmlQ4QkCqwtLb02ovOueSnVNPBK+9xyB1UXiD7wd+2N0YOmtPlnsiAOXkK40ntnpk811IZX45fAJLBGaeh/JzZVc5pPFDt97LlHwYDT+8MxO32xu6O7TCEAJrK7AHcddSKVeGdW46nYMrflthrkCPEv0Dv44vQRWV8D2Y4E7jmNoLcgwQujusy7kMo/UKjT1PpbeQmCJArcfcyGVemUwcNXteEbHCP5I/AECSxS6+4xvDn/4NHSKkMDqCtheF7ijfjhDdlfo7jMjGeIY7SP4S6p9iK6675PFjj58DfnxwDHaY4/c9Mlix5XfwlQ1oylCPEsUsf+iTxYngSJELvFO64/WTOL14xjDfWc0RYilt5B4/W9+S4SYqmYSr5/E60emvyT4+2doevjz8/Nrb28f8+UE+Os0GjypCQDQVpzviVruab2siacGn5rBQRM4aAK7R40JTn7Or7q6o4GB55IlawiEM0wm5HKhQAD5fEijvR0QFI8/5LSaOfMXKRhtefO/QkxVE5k/QBYMYmktWFrLJOf85gMANqgaKxg6zl+ywpl0OHjnySWrZZTNPTwz6CMtlPH4w9JbkaNmNewCyYJBMn9QxcJr5qw58RV3yNw+JGAAO2ok7i3+6K2JNQ+MvPEAAI/UKiK3F8/osAjJWLB0lZye3ZLVMkGFJ4jsLm3HiBXrFWTUTZet2RS+71zysSfD+Dt4JbnuMSphNwDAOiKHzB/AMTuciYcXLFkpb4BasHSVewoFz+hQtw3YrGu7UcsSAKDrHJ3R+DWCP7/cmtTjT72z2AAApChwjA6/3JrFK9fL6TssWLrSJjKPxOvbQjg0nOGy1W4plETBIII/R2xx6vFn4fvOzV+8YoOqEYnbi6tuD993YfUmtU3aVkulN+q7xRM5PX65gkUr1srpOyxYstImKp/I6R3Gnycu5fjThMo7qzepLVy+BktvxVCbiJyesL1n5y1aJqNhRuL24arbw/edX7VRZZO21dLVsgbuCThmB5beiuAv4+RL88AUAIALuQzZxIzE7VWz8gUABBc24pmduOp2bHWbjLrphMecE9jduOp2FHpPUOEJZAwBV90WX3EHhd4TUXwRS2/F0FqwtBa72EKL4Az3FAqR00Pk9Ejw9w/QNPB369atzMzML7/8csz3E+LvwSlNAEDNLnn4wgL2m/xxz+BwiuwuwoatUWu5Oza/PfBo4nN+jwAASkr+1dAAZWV1ZWV1jx2DUVFMFCrVy6uQSoXIMW8T4I8iJHJ6iNw3s4RVTUR21/zFy1UsvZHlCxh6C5beauSN13eLjztyi8ASTYy/yFwAQMSBS1tPfbtGUXedoq7uligAgL57gl+uYGQSczL8zZSapeUQTK55QBY8ULP2mTVnHpHd7ZZUoe0Yoe8aF3ng05Ec3uBPmsjttQzNBAAAADzT6SReH6bq/qzZc9SsfJKODgEAtFBhCRQhAMAupiDtxAt9t3ivDEbq8WcI/hIq77glVyDmttHbyfwBIqdnpazy6k1q6Y1fLVu7ca2iDonbT2B3kfkDJF4fAEDdJmDryW8Q/AXvPBmy8+Sc+YsRLJIFg2TBAyVTF6k581KPP1UwdJq3cAmZP7Big6L0Zs30k18vXS27VlEv5fhTBH8u5LL4ijtLpWUBAHJ6diRub6LggalfIgAAz+gw9U8GAOAY7crmHrPmzk+tfyZvgJq/aBmR3R196CoAwMSXTOT0rFXUBQCs3KiCpbfimaLw4gtLVssAAOQNUCRuX6LggYkvCQCAZ3aa+BABADGln+MZHQuWrlK19N6CP4Dcu2tSOYnXh2N06DpHI98EF50ksrvR1CY5PXsAwMIVa8bgb/l6+ZRjX1iHbwMAmPonJQoGMVVNJE6vFioMAOCaWIZkqGkfNHvufE2HkLkLl7gnVyYffSzB3z9A08BfdnZ2dXX1+O/F4I9XKAefmMFe4x8+00UexxiPlQ1lSuLP+UVaf8XFX9bUQFlZXU1NZwyGP2OGVGjo/tWrFaytsQzGBMeck/kDBHaXqV+SoScWzxQhJ4XbxxXNlJq1ZLVM4I7jBJaIxOvTdYlZsGz1srWbN2lb45mdYs75Ddl9JuXYkzUKujJqJgYe6JlSsww9sf55Ne/Fn9Ss2TqO4SnHn6Yce6puG7Bg6SrPDPrseQsMPbGymubrVQwTKu8hnfGR1h+BKXIhl2qhQgEAnmk0Eq9vzDm/eq5xaOp9qdlzVsgoq1r6uCYeSap9SOL3I/iLK7/tncVCPttE5SH4W6uou3qTGlkwuGztpjcnFDchcWALl0n75QiSjw4N46+oMbio0SwwZebMWdqO4Ui7Vc3ad/a8hUROj7y+w+KV68j8gVWb1NfIaaYcf7pUeuN6VeOUY18M449UGnP4M8vQzAVLV8tqmpO4vWT+oEVwBgAgvvy2kTcBwZ+ajd+c+YvI/AE5ffslqzaMwh8JS2+1jti2epPqEmlZLL0Vz+wM2XXKMnTrgiUrN2pbkbh9ZP6geVAaACC+4o6hB2bGjBmxZTcR/Cmbuftkc3S2RAIAXBOPELl9mKpmR8xeZTN3MGNGcFEjgd0Vd+SmbfT2DarGc+aPPeZ8jYKOa2I58nBahmaS+YNEdreJHxn5xj2FQuT2YqqaLEMzvbYyko4OLPj69QAAIABJREFUzZw1W8nENaPxawn+/gGaBv52795NpVLHfz8Z/qRmzlCXn4+yWIoyXXLhiNLSRVKRbitgnzHsM5lK57eoaJDJ/FlGRkdT02Xnzs7s7MtZWTeXLl23cuWm6uoJ8Efi9eOq21dsUFy0Yi2W1ppAvU8WDCoaO8+cNXu40dTwwjZmOwDAdxs/fN+FLfiDGFpLfMXYc35H8Bew4xiR0yMtr71Jx1rfJVZq9jxk4D9h8qkPBH/zl6xYtGKtrKaFrKbFwuXSS1ZvCC5q9Eynh+4+s2KDIgAgcv+nSCfrbee3qjm1/pnvNp54/M2UklK18LIK3zZ73kKPNFraiS8R5EUevJJc9zj60DUAgHVkrhj8JQoGpeU0l63dnCgYJHH7Rjq/SbWPCOwuqVlztByCx+Nv0Yp1RHaPR1rVouVrZDUtFq9c753FJvMHhsf+sMVJNQ9Tjj1dsUFpg4rRZPhTtwucNWcutrp9s47NklUyI/gz8sIl1jzMOPWNkonzgmXSSOcXV92WcuyL5esVZNRNxeNP3gCV9cmPyPHkrolHkIpIb3yBQu9ByI5ndqKrmjJOvdRzjp4pNXsM/lZvVAvd84lD/E4AgEVwOpk/gKW3+uUIzAJTAQBuyZVvBvv6EgWD8RV3ZkrN0rANSm/4SoK/f4Cmgb+XL19+//3347+fDH8zZoDc+HX36jXv8dUendaaORPsJm6AQ6bvTAFPhL/wcCoAYNMmQyUl82XL1mdl3WMyfzc1DV2/XkNKavbGjQbj8WcXWxB16OpaJb058xbOmjt/raJu2N5PfLK5UrPnOMTv1LALnL9kBYHdpe0YBgDA0loTBQ+Sjg5NOPVB5vfbxewAAKzaqLpO2WDB0pUB24/pOkePHjYSj7/ZcxcoGjkh2xFv1rObu3ApntFh6IldtVF11px5c+Yvijp4ZSz+aC0kXp97CkU8/gAAtlF5SC/YOiIn49TL0UFvITtPiccfpqoZV922Tkl/jbw2ntlJ5vWPjvqIK78lNWuOlkPIhK0/Eq9f2dxjpYxSUGHDktWymvbByUcfj476wDM7l6+T36BqPCH+4o7cjCu/LaNuuk5Jb+7CJStlVUbhD08WDJL5/fIGDsNjf1XNmKomPLNj2drNyNifGPwpGDqm1j/3zmSOxt/Ib9gw/qj3yYJBLYeQCcb+1sknHX2MbLtvHpSGDKEk1z7yz60FALglVyD4w9JbCJweReMty9fJRx++RhYMSvD3D9B/5qijN51ffqEc/MIM9hn/67oeACAfvQ4Omoif+R1p/eXktJSXP9uwQcvSMg6FSp0zZ9Hhw082bTJcs0aZyx039hexjcjpiS37fPk6hYUr1sSU3sBVt5r4kuYvWYH0N2fPW+CfV2sblQ8ACCpsiC657rWViaG1xJVP2vrzymQlUO6t3qyhaLxF3zVOavbcKeJPSmq2jlNEav2z1OPPNOwCFq9abxWeBQAILmpQtfRG3uEp4O/+rNlz1a19k+sez5gxY2TszzYqP4F6HwBgHZ6zVSz+VsoqS2/WyDj5zbJ1m5GxPzJ/wDI0c+ZMqeCiRhyjfUzQ2zv4EzxQMnWZNWd+av1zRaMt8xYuJfMHlq7ZtFZeO/v8T0ulN63erJn6ZuxvPP5Gxv4ITJFZQAoAILbs87C957y2MvHMzo3aVgsWr5gW/hIFD4x9SQAAAqvL1Jc8euzvz+JvvQKJ1x9RfPEt/qj3iexurwzGCP4wVc2JgkEDD8zchUtDd50hcrpJXMnUxz9B/xn8iYz6GzUAABWZG+GACWwz/O6qLgAgPXINfPAe/AkEMCBgPzL2V1cHV67cLC9vGhtLX7xY2tQ0Yt06tWXL1mdl3UJWw7wz9icYJHF79VxitVChiTUPkZ04Tf2TyfwBMm9AWk5z/uLlSbUP1W38lq7ZJC2ntUHNBMfoGD/2lygYQGYhQnafTq1/vny9wupN6tqoMABAXPnNKeDvJgBA1dI7seZBouCBoomz1Ow5bknlc+YvUrPyWbRi7bxFy+xji/DMjrH44/e7Jh4BALgnV5J4fTh66yZtq5UySnaxhTOlZjnE78JVt6+UVZbTszcPSpu7YInXVkbaieejY36DCxsBABYhWxMFgwR2lzYqbP6SFSjM3rkLFuu7xRHZ3Yk1Dwy9sACAiOKLE+HvredETq9lWJbU7LkO8TuXrdmkYOhE5g9ooUIXLFmJwuydu2CJvntC8tGhd/EnWrB01epN6mReH5Hd45ZUMXvuAquwbBkN89Wb1QnsLsvQzFmz5zriipet3axotIXI6RmNv0TBgIyG6aw580bhr3P+khXS8lpkXj+R3eOaeGTW3PlW4dkyaibSchpo6n1cdfsw/k586ZlOAwA4Ew8ReX2jKzGo4ARyKnlizQPkt2ekEqeKP24vjtFhG5W/cNnqoMITGY1f41kiyczvP0P/Gfy1GX5zWScxWPoOSxV2GsEWw59v6iUGS58rVYRdRuLxx2LB9PQb9vaJhw9/z2JBP799QUElAgH08yu2tIzPzW13d8+LieGw2RPP/BJYIgK7C0NriT58VdMuyDOdTmR3E1hdlqGZRl44ZNMkTftgNSvfqENXCayu8Z1fAqvTO5OlaR8cefAykd1tFphqFZblQizRdgyPr7yLoTWLwR+G1hxfeVfbMdwJW0xgdRFYXQ4Ju3WcIomcXhR6j6qlt3sKxSYq39ADg2O0o6ua3on5ZYmCChs07YODixpxjA5cdXtM6XV1G39lMzeL4Awip5vAEoXsPKVm5aNs7uGI2Uvi9Y1e90dgdUUdvKxpH+yVySSwREhQhK5ztJKpm75bPK66DVPVTGCJPFKpmvbB0Yc/w9Jb3on55fSM9hxNvU9gdZsGJCubumnYBcaV38YxOzC0Zt0tUUqmbgbuaFx1O5HdPRp/WHqbsQ/RMmQrntmRQLlP4vbZxxYqm7mrWfmG7zuPrIg28SUpm7pp2AXFld8msLtGL3smsDptovL03ROQ5UqYqiYsvdXIm2AZloVndiIZ2sXsUDZzV7P2Dd93HqllBH/JdY9Dd53StA8O3HEcx+x4pxLf7DRDYHU5YYtHV+Jo/IXvOw8AMPYlIfsDETk9HqlVAAAXcimZ34+lt0rNnrtoxVrzwBQ91zhXcplk5vefof8M/oQGsNkQDprAdqPhkb4mAzhoAjuNxsZ+TBT1wWBAPh9WVUEKBXK5kMMZ/sDnQwYD8nhvY4EnX/cnxFQ1k/mDOEZHAkWYQBESOT0kbh8ST4rsj4SlT7zuL4EixDHayfxBDK05gXKPyO0lcnrwzM4J1hVOEvVB5g8QWCLkugRW1zCX2d1IZP7opTljoj6w9FYyf3B4qS1FiKW1IK4imSdQhLjqNuQbArsrYWzURyuGhtzy8NpdTFUTmddP5g+QeP3IQl8koovMH0QC7MYHvY14jn4T24BcDon5HZPhuKgPIYk7Ks6aIiSyu98U9fBSRxK3byRDXHXrmJhfIrv73Z2pxmXIGcmwFVM1KuqD1/+m6NqQgh1diUi4NBK4PboSR63764k7ctMiON0vV4BsjoCjt4XvO28RnB665yyO0Y6panZI2G3qn6TvFq/vluCaeESCv3+GJMecS2J+JTG/IuSX5u3eChQhlt6KcPYNuHtHDgmRdH7/MZLgT4I/Cf4kMb8fqST4k+BPgj8J/j5SSfAnwZ8EfxL8faSS4E+CPwn+JPj7SPUX4K+k9AgA4Nsr2nDIDPYZTy89M2/iqQAAcnJa6+shlzu9VFcHDx36DgBgF1uQ3vg1ids3rZQoeIBnds6aPVfHKTL95DfTNSfz+pPrnqyUUZJRN0k98Xy65iRuX3rj10omrouWSyfyB8m8gWmbn/zGxC8RAJBAuZ9U83C65mkNX7omlgEAQnedTjn2xXTNU459EbrrNADALak87cSX0zVPqnmYUCkEAJj5J39I4fMHyPzBhctWK5m4fkDVk7h9qSeey6ibrJRRSq57Qub1T6/oTjz3SKMDAO7du/fn3yCJ/i79BfgbfPDA2NjYwWi+p+0iT6uF00t2i8y15gIA5OQsdHU9tbSml3R0PFVUUACApesUNuk5yGhZTSvJatts0LAEAMxftuYDzGW0rGV1bGdIzZGau2ijrv30za026TnMWbQcgJmyWtYyWtYfYL5olSwAYL2amay2zXTNN+raL5dVBQBIK+pv1LGbtrmOnbSiPgBghazaB9y+rLbNejUzAMCi1bIfVvgyWtYAzJizaPkHmVtt1LWXmrtohtQcWR3b6Rb+Rl37FRvVJa2//3X9BfiDED558qS0nAnA3A9K8xYuXDhzJvgwzZgBFi5cOGfWTCkAPiDNAmDBggXz5sz6MHMpAObPnzd/3twPNp83d86CBfM/2HzubKmFCxfOmvGB5nOkZixcuHD2zA80nz0TLFy4cI7UjA8s/Blg4cKFc2dLffDtL1gwf97cOR9sPn/e3Pnz531o0YGFCxe6ubn99ttvf8lLJNF/X38N/hA9l0iij0xDQ0OvX7/+C18iif6b+ivxJ5FEEkn0PyQJ/iSSSKKPVBL8SSSRRB+pJPiTSCKJPlJJ8CeRRBJ9pJLgTyKJJPpIJcGfRBJJ9JFKgj+JJJLoI5UEfxJJJNFHKgn+JJJIoo9UEvxJJJFEH6kk+JNIIok+UknwJ5FEEn2kkuBPIokk+kglwZ9EEkn0kUqCP4kkkugjlQR/Ekkk0UcqCf4kkkiij1QS/EkkkUQfqST4k0giiT5SSfAnkUQSfaT6n8dfeXl5ampqamrKB6S0tNT09PQPN09NTU9PT/tQ81TEPO3DzdPS0tLS0j7UPOXvNv87C//vrru/vfAR8w9/cTIzM7/77ru/++3/s/rfxh+Xy/3A44ElkkiiP6cHDx783QD4s/rfxh8OkwDArEzm7Ry+ML+uc/sx0fY6UTZXmFvTtv2YKJt7P5srnCwVNQhdYrIAAMTDp/NrhXlHO7YfE20/JtrGa8rhtyAfsjmTmu84LgzfRgUAhG+j7jguzKttRy6dzb2//Zgot6ZNjG02V5hXKyQePg0AcInJKmwQ5gpatx8TbePez+YIt/Ga8mrbxZvn8IWZrNuz58wzdAwqahTm8JsRh7M4wrza9vy6TjG22VzhNp4wv064WkZhk5phQb1wG69p+zFRjqAliy3MrWl9b9Ehpadm4rho2aocvnAb740D/OZsjjCbI9zGb86rFVcCRY1CG38cACCFciVXIMyv60RueaQSkaKYzLzwhNCPvA8AkLCrJr9OmFfbkV/Xmc0ZKfxW8aW3/ZgwYVcNAMCPvK+g/s3Twhn+sP2YKIffIiaH3BphCuUKAMDaD7PrdFMW5x6p9Fwm625ebWsq9WpK5WXx976NJ8zhCxcvl1Yzcdx5UriN10wuPZfBuJVX25JR/XnikQt573t4CuqFm9QMV8so5NcJ8+vePLfc+zmC9z+3SOEbOQXNmjN3K/N2jmBsmefVtm9734vjHLNtxowZQ0NDfzcA/qz+t/GXnEgEsxYyOiCvDx68/E1RQ39R4yCvH1bc+XXnyQeCQcjunjSdeA6j81kAgIOXX9Y+giXXf9x5crDwRD+zE1a3wcKGfm4v5PRAdtfE5nVPYBbnHgAgk3238WtY9vlPO08+YHdDwQO489SD8luvah5A1iS2yJ8dvPwSABCVzzz1LaTeh4Un+hkdkNsLuX2w/NYrzuSes7shrw8y2uGceQtRYSmnXkJGByxs6K9qhrVD8PBnP+z55In4q3N6YM0juEFJW80EVf8McnphUeNAxZ3fah/Byru/FTUO8AfEXR0pPROX8GWr13N7oWAAMjthYUN/VRNECo3TA8tvv+L0TGre8CX0IxcDACru/HrsC7jv/LP9l77mvqnEnScfMDugGPPjTyGp5BMAQFFjf8MLePjad7vPPOb0Qv4ALDo5WPb5T9w+cc7XDsGdJwcAAKTDZ099Ayvu/FrYMMDpgYevfV94on/P2ce0ZsjpndScPwAr7v6K0PPUt5BYctbYOejIzR+5vb/ZBREtveJprb9yJzfn9EJuH1wuLWPiEn7qJczhNRs6Bu082Vv3BPqS9mpbe5Te+H88sf4f+wKqmaBklLSPPob7Lz4vPNG/55Mn3F5Ia4FFDf28PnFFhxS+Y0Tq7Lnzq9shrx/uOfu4sKG/+MJzZieseQAr7vzK7HhP1Udt5wAAPhb8/f777yKR6I8//vhPezNdJSeSwKwFFOEfFOHvcpomeva+Biiv/Re/dEvIUzawyatpr26D1PsTJ/4ADMuiAAD2nH3MH4DaVh6aFq46Ni4F9b0ROTQVQ7ukikvVba8nM+f0wNSqawCAjOrPaS0vnCLTrXyiqtvg9jqRsoHtlsiMittf0VomvTqjA+4+MwQAiNhG4/b9GJB80HiLf8ln33O6YVQew9ApiN01qS31PqS3wIo7v86Zt8A+OLH24W9xRXxDR/89ZwdKrg+YukVqWbnvOtVPn/zeq5ogUwTXK2iqGNoJHsDkiku6tj6ZzOu0lueOEelK+tbZ3Ptiig4pPUPHoKWr1tFbYXXbK/TeYwaO/tuPdTE7IX8ABqWVWHrHc/smNRcMQi9cEQCg9Mb/K74waOAYGJi6r7rtVzkNY317P307n0NXv6e3TmrO64PYffUAgB3HuyvufGHjj0OFEVgimM0Ralm64vaf4HSLc57VBfNq2wAA+AMnWaJvPTA7TFwDGB0wKL1M28ppzWaVyDwGf2BS8+o2eOjqtwAAv8Ti/Ze+VNa3wezjCAaha1wOprg+ufJT+2CyYHDywm+GtBa4bPUGE5cwestrVSOH6B0ceusvmL3HvLAF2+tEFl5xnB5x/nN7oYqh3QZFLV4/dAhO0rFxWb5GNot9Lzybqmxgm1Z1TXzdCQahfTBp9tz5FXd/o7VAY5cIHWvXFWs37r/4VWGjSFHP6uDlb8QUPn8AhmZXfUT4gxD6+vr+R/34MI3gr+L2v2WUdPyTDtBafonfVeOWkEsRvtawcGFP/hqMxh+vHyrp27jEbjt4eaigvtfcI5reBrWtPCru/FrV/B785R3twBU3qps6EQ4Jjg5BQ8fA/ZdeeGILYgq4nMnf/xH8xRbyth/r3qxhFFtQWd0G2V3Q3CNG09JV/Aswgj+niLQjt37ZqKofmllKb/0lueKTTOZnebXtxltC+WLewDf4UzV2YHdBRT1LP/K+kuvPdxxvRe+pLb/9SsPcmdEBqU3vxx+jAx64/HKTmmFwRmnp9R+PDsEs1h1ZZV0Lz1he//vxR2uBqNBkC+/4HP6N6rbX6xW0A5IPllz/niWCVOH78bfv/LPwbVW6tt7JlQ21j6CGmbNbQu7Ok72cHkiZ3HwEf8kVl9OrbyrpWWH2MhjtkNkBKfe+d4vPTau6xJr852c0/g5d+XbVejlDp2Di4dPp9Gtu8blu8bnkstMs0ZTwx+iAMkraxs7B8TtrQraWByQfKLvxk5l71FTwt15BkymC7C548PKQe0JeVD7TPphc1QR1bLyQKn4v/spv/5veCtndcOepHsfw1Iq7/4rfVbN8jezha+J+ez4u/DU1NSUlJSkrKyclJbW0tPwXfJq6EPxV3v2N3gKD00u3RCX7EPcUnRx0jc+x9I4nlXzCaH8//nafGeL2wthCnlt8qnvCdsy+49a+aG4vNHAIqLg9BfzVthMPn1U2sEWFpSZXnrP2Re87/9QLVxi/s4bTOyX8FTb0y6roOoSmROTSOT1w1+mHZu5RYt6fMfiruPtvWWVdx7BkP3Ixox3y+6FbfC7h0BmmmDdwFP443VBJzxoVluIWl3fk1kvBAxiQfCB+V0315EU3Bn+Hrn63UVXfMTw5KK1kG/+yF64wg37DLpjEnfz2R+PPOWqrsXOoY3haDv9mRE7JlshkD8yOspvfiGk7v8XfuafR21ka5s6osNSM6guGTkF2QcQtUVv3ne8X0wIahb9Ps9h35bVMUaEpcUX8mgdwK/OOkVPw0SFx9ByNv91nHtn4Y7l9UM/OJ4t1AxWWbB9EymLfYHZOCX+Ue6+NnUNqH0GjLSGJRy64xuaYuUeZukWKaTi/g79OWPsIhmVTfcn7dp1+aOOPq7z7m4GD/9TxR2uBdU+ga3xueDZN8AAyO6HRlpB9559J8Des/v5+LS0tAIC2tvbg4OB/waepC8FfxZ1f6S1Q8AA2vIAmLuHo3XVeuEIf4u7IPAajY0r4Y7RDXj88+wO0CyLG76wN30Y1dAyU1zKravpjKviL31kTmUs/cOkrC694u0Bi8cUvvXCFcYX8KeJvG7dpS9RWdjdUN3VidcH8uk5Tt4ip4+/w1R/MPaKPfwE1zJ0r7vwWlkUJy6bw+8W9wKPxV90ODR0Dax9BE+ewbE6TYBDGFvKC00sZ7VNt/e395KmJS/jxp9DcI9otfruMko62lbuVD3oqrb+qZogKTS5q7I8r4rkn7DjzPWz4EurZ+eTXiaonr7sR/O099zQ4/Qj+4Mntx0RWvjjbICJLBFGhSdj9J8X0f0fjL6n8ki9pL1X4WsfGi9kJ3eJyUquuiXlsxuLv9JCZeyStBVp6xdv6ExKPnM9k3rb0wQgeTBV/enY+zE6oZ+938Mq3RQ2tjmGpxs6hU8Qfpxce+PQpKixl37nuLI7Q1h9HFb7Wt/ebOv5YXbCooRMVllJ8YYDRDquaoL6Df/GF5xL8vVVaWhoOh0tLS/tPezNdDbf+7v1ecfuVW3xu2eff2wWR3BNyPHGF+y++0Ef5i+nCjO78sruhB3r7gUvP7IJI6dXXy29/E5pVqWXhRhH+PhX8YYuP+5L3ZHOFTpHpqNCkHce73BPy0HuOThF/+bVttgGEfeefGTkFs7pg3tF2oy3BU8df6fUfTVzCym58b+WTEJFDcwhNrrzzTcWdX8S8AKPxx+iEhk5Bh699bxtAiNhGicyj7j3/VN/Bb+qd3+ILXxo5BZd9/r2Ja/iO411bmRe88EXmnjG8KYz9VTVD5+ityZWfhmdTvQlFganFZZ9/b+ISXtjYJ6b5ORp/4duqwrdVJVVcco3Ntg8m7/nkiUNIYlL5RTGDp6Pxl0a75hKTVdjQb+EVR22CGqZOFOHrySp9DP688EU1D1+FZlaoGNim066X3RgycQ03cAgovvRIDD5G8GfkFFz7COL2N6gY2cUV8Xj9P0flUbWtPXbU94gZtx2NP/4AzBO069r6HH8KtzJu2vhhD3z6tZFT8NTxx+uDxENnLTxj64aGHwwda89iSetvRPX19aWlpa9evSopKWlsbIQQ/vDDD1988cXr16/FG/70009ffPHFb7/99td4OpFGWn8s0R8plZfltc1wBxo5Pd97E3Yq6ljsO/eeWhzd+c2v69ysYRKUViIY/Cmp/LyaiWNebftUpj7S6Nd5/T9ticpQNbYv+ezbA59+raBr4YnZUd32k5i3aAR/4dnUusf/DtlaLq9lWtjQx+mGBfU99iFkMb0n6jtTH+RjX/xBOHhKQdssv06E2XdcRklH2cAyKLVEDHxHT33UPITbeE3y2mYJu2pZXd94EXbJa5nuOv1oilMftBbIEv2eeOSCgrZZUvkldjc8OgTz6zq2RGWIaX+N4K/k+o8Vd77TtvKwDSAw2r9LoVyV1zbD7W9kdPwmBr4j+Muv62R1/cvaD6Nj41lx57vdpx/JaZoGppUw2sXRfwR/uOKGmoe/eBN2ymub7Tv/jHLvDytfdNnnP4npd4/Gnyd2R91jWH7rVd7RjqpmyOqCe84+3nXqIbNTbNP7Df4MHYNqHkLqfZhX21F573ekHb2jvkd823M0/rh9sKihzy6QyBRBRseryFy6vJbp9rrOKU59lN/+N6cHptNvuMRkcXtgVROsaoJWvuj9l76S4G9Yr169+v333yGEv//++6tXryCEubm5CxYs+Ne//iXe8Pjx4/PmzXvx4sVf4uiEGsFfdSukNcODV15S78Pqdlhx59dDV78TU4Vj8MfsgPRWeOjKt5V3f6e3wvJbrw5d+ZbWIu4ndAR/qdSr/AFYfusVMmBMb4WHrn5XcedX8VcfwV9YFqXmIay89/uhK9/SWyG1CVKEf1Tc+VX8CzCCP7sgUs1DSG2CB6+8pDVDivB1yWc/HLz8suzzn6bS+lMxtOP1QVoLPHjlJUX4urodVtz9bdgTsQ6Mxh+9FVY1wYNXXiLvD/U+pNx7zy2M4O/Q1ZesLljy2Y9Hbv5c3Qar3lSi+PbXCP7yalq5fbDs5s8ln/1Y3QZpLcOVKJ5fI/jD7juOLPU4dHX4litu/1v8jVPfwV+BYADSWiCjA1Y1QYoQVrdD8WOm1Hfxxx+AVc2Q0QGrmiFFCOmt8L3so7479UG9/xopaloLpNz7A3luxZuPmfoYU1kVt/9NFU76q0/92PA3XhkZGQCAEfwNDQ2VlZVdvXoVQtjS0jI0NMRgML799tvo6GgAQGlpKYTwwoULlZWVSGOwp6fn1q1bDQ0NiPnx48erq6shhC9evKitre3v7+/s7Lx169bp06chhDdu3KDRaMiYI5PJZLPZoz0ZPfZX1TT8HlKFkNYMp/ICj8Yf9T6kt8KqZkgVDmclpvVBHY2/qmucnneuSG+FNLFvL/Vd/CHvwFuHm95vPhp/gsE3Dt8f/vBeB0bjj9sLqaOKrmoKRUd9F3+05lGF/yZ/8Q6Mwt+31W2Q3gJpLW9LXgy4kfQWf7VtrC5IQ8zfFL54dFLfwV89r++dunsvO6hj8Df59Pqkhf8u/qZrTn0Xf0huIzlPpe7G4G9MZb23BD52/GVlZc2cORPB36NHj7Kzs7Ozs1evXn3t2jVvb28ikaiiohIXF+fs7AwAKCwsvHr16tatWyMiIlAo1O3bt42MjJKTk5ctW3bp0qWjR4+uX79eQ0MjMzOztrYWAHD48OHMzEwPDw85Oblbt25t3rxZU1OzoKCgvLxcSUlJUVFxx44dI56Mxt90n6Hx+JtWGoO/6ZqPwd90zccDiJrZAAAgAElEQVTgb9pv4Bj8Tf8NHIO/6ZqPwd90zcfgb7rmY/A3XfP/W/h730/FhIU/Gn/TNZfg7y3+nj17VlxcnJSUBADIzMx0cnLasmXLjh07Vq1axefzkUZiU1NTbm5uUFAQAEAgEAAAaDSaqqpqfHy8s7MzCoUqLi6eO3culUoFANDp9O3bt4eHhxsaGubk5EhJSfX397e3t8vJyWloaCgoKEhLS494MiH+qpqGmwPiWwFi8IeYD2cyyeM1If5G/z2teSwXRrs0Hn/IWzEVz6mT4I82ksP7zCfFX9M79y4mn8nwV9UkruhozcO3Nhn+aM3vOjBJPhPib/SlxZfAZPgb3ZJCimLC2p8Mf1Xvlt5klTgef2MMxY+6UCfC34SeT5bPhPgb/7iKqXoJ/mb++uuvEMLnz5+rqKig0ehly5YVFha6ubl5eHhs3bpVTk6usrISAPDDDz+cOXNm+fLliYmJAICGhobZs2dXVlaqqKgkJSV5e3vb29vv3Llz1qxZz58/d3NzQ6FQJSUla9asuXv3bkFBAQAAmWORkZExNTU9f/78rVu3RjwZjz+k91Rx59cjN39GngAxtTgZ/ijC1+W3/132+c/IEN6Ez9CE+KOMGjShCF9T3h1DoQhfj4yqTNj6q7z3e9nnPx+5+Yt4z6kT4Q95jo/c/PnIzZ9H/jlZEtP6owhfl99+VXbz5yM3fz5y6xcxpTcef28K/99ln/9c8aZjNSZzpEwmw9+RW7+U3fy58t7vw0Vx6xfKRONQk7X+KMLXR27+UnbzZ4rwtZgSmAx/Y6pswktTxbb+EAeQWiifZBhxLP6aYOXd38pu/lx++xVF+Lr81quymz9X3v1dzNjLePxV3Pn3yC0jz3/l3d9HP2+j04T4G/+4iqn6jxp/qampAID29vbBwcHu7m4AwMGDB5WVlePj442NjZ2cnJKSklasWIFsxyISicrLy2fMmMFisWbPnn3o0CEAQFlZmYyMDAaDiYuL09fXx+Fwy5cvhxDGxcWtWbOmtLQUAAAhPHz48Lx583bv3l1ZWWlpaenr65uamhoRETHiyXj88QcgqeTsOjl1eW1zU7dIlugPeiukCCGjA7K7YHXb2ym5CfHH6IB7PnmybrPqRlUDJX0LWRU93IHG4QjKLsjugkhu1HH4Y3bCnaceSG9USq64xB+AzE6oa+tt6BTE6oJVzZDTCxkdUFZF1z0hD1kNNwZ/7C5o7YtZJ6emqGchr21m5YOmtfzM6hq+KKMD0tuGPyCxEGPwR2uBR279qGPtqahjoaBjoWxge+jKV/RWyBIN51DdDpGQkup2SBFOjD+WCOYKWqU3Km3WMFLUtVDQsTBEBVTe/YMlgiwRpAghsxMyO4cdmAB/TVAwAON31axX0FQxsFivoBlXxEPoUNU0HOuqpG9tH0Ti9k6AP1ozpNz7w9ApSFHXYp28+nBRaJlJyyphi08cezrs+WT44/3/9s4zrKlse/hLiogVUIogiiiI0kGRpoAgHek2UIooIl2aFJUiUlVAek0IoYO9jWVGUSwIKL2joGCd0XGadb0fDmKEEMX53ztzX7Oe8yEPZCXr7L3PL7us0ok2QWl8c8UWyKgulFMTlVJOuPwyrwlJzUNnEbS9Txd/lA7U3ew/X1KJ6Nxgai3fXLGA3GriE8gtmPvRALr4o3SifSiJb66YqIwK0XoGjiHU7qH2J7XQbIx+jj/C5X6hnJrIkmV8c8XmSy1fKKu2M/1SaR+SW5DUjNn1Qy/Gwl9+O5ruiBRcIJV87Y+SPvRKPS8gstgr9YLQAin7UFL5w0+Wj4U/cgsuN7CRWWGS1/TJTlIzElEDpFEPzneNv/T0dDk5uRUrVqxYseLJkycVFRUqKionTpxYvnz50qVLg4ODExMT1dXV37x54+XlZWVl9fr1azs7O09Pz5SUFBUVFXl5+crKSlNT04iIiD/++ENHR2f58uXXrl1DxD179pibm5eWlsrJyT19+vT169dbtmxZunRpUVHRkydPlJSU5OTkGhsbhy0Zgb+cBtxTfHfyNG4rr9i4c/3TZ/JrrXPNqvstvw1jTj/wy6469OMvw04JdPGX14T7jnUDgKVHTH7roJ6dP/vESVEne/eW1gcX1O5MvxRz5iExYkbgj9SMYeUtH33BkNyGs+cvniuhUNCBOQ0YRLnpl3MVANTNtxb10MFffhuKSivPEpqfemNwd+EdALAJSos/3xFCrffLvhp18l7SlVd+2VXRp/pILZheMxJ/hd2oYbmdhYU1pfrPhJ9+nrdEyco7jtT6bk9xYwi13i+7Ku6HRwcvPvfLrjpw/gnxII3GH7kV/XOuAYBTZOHha4Nx5wYPXHiaVY+Rx3tCS5uz6jGisiO8op1Y043GX24j+udUTZnBYxOYnNMwaBucwsY+0T3hRF4T5jZiCLU2kFzNMXmqnKYZtWvM2d+Bi08PXx2cIybLO2dB6o3BEGo9AKy29dlbWhV//glBYbr4K+pBA8cgAIio7EyqGhSVVZVSM0i9+Sy0tDnm9IPMWgyh1seeGyTm1HTxR+3GpbrrJk6aTLDML7sKADwPny25jwcvPvPLroo7N0gYQBd/1B40c4sCgD0lDQk/DsadG0y68kvM6b4Qav0u0o2d6T+lXP+LaLrRJ79JVb8lXxu0DyUBgHvi6eTqwfCKtt1F9QG51bsL76TeeOOfe21PccOwL9QI/GXX4+GrL+aIyUqpGYZX1nNMnmq2Izyp6hUAaFq5hJZ+snws/OW34Xyp5fxzxUg0m4l7ShqjTt7PrMXdhXdizjzMqmfij0Y+fPjwRdc/4m3f/BVflBH4y2/DBbKqQgukKR1I7UL/nKuSKgYHLz5Ir3k8W1SST3iRtJohqfkt8byNhb/I4z0AYB9KOvUSrTzj2NjYt+yjAgAALFmu65l8hnBnG42/8Io24m07Dh6rHEThRfKiMipHHqNjBIVzGtfk6dwAoLvJl3hgRuNPXEFDWFy25D4euPAUANb6JCyUUwcAPmGxxct1FHWsBeYtmi+pFHuuizgqpcUfpR1tdqWwsk50iixKrv69tB+z73xIuPxy8jRuAJg9f7HsSpPFy3Vmiy6RVNFLqnqYc5c+/gLyrgNACLX2xAssuY9FPVjQhTIrjLn4hKhdOF9qufAiOXILZtbSOfnNa0K+ueLiSzULuzGvCY8+xfV+SbqbfEvuo3viqclTuabx8AOAmqkjtXNM/GXfxcJuFJNfOXeRfMl9jD//hJ1jEgDwzV28QFY1s+4VMf8djb/CbjTethcADl/9vagHo071ET6V3PzCmuvcsu8gABg57SYanz7+unC54aZp3HzUbjz6DEPLmgHAP+dqYffbRYpafMIScyUU0m79ktdE+DaNwl83Ejm4suqw8hGW3MejT1Hd1AkAOKfOWKZrdvDiM+JOR+/9ZdVhUQ96HD4LALsL7xx9iirGdgAwjYdfeJGc9npPbr65vEIL/LKuEG4xoxe/pGY8dOmRgIgEAGhYuRR246FLzzmnTieabthygoB08SeuoDFHTIbAH9Ghk6fxKBttymtCANCx8f50p0z8/UtkNP4WyqsLi8sRmQ5yGpDahWk3f5FSNVRYZZlx+8l8yeVqpk5Z9a8z676Av61RxT9+wPV+SQDgGEEBgBUW2/LbMLeR/uJ3GH8Sy7SnTOeJOFIvsWzVYiWd4IIrEzmnOMdVuB46zsrGvmqD51j4E5NfOVdC4fhzTKn+CwAs3GPnLVkmICIRVt44nYdPaKF0WFkLAKxx2VfYQ2fvj9yCtsGHhBcpiCtquCcUF/Vgwk8v2TkmiUqrhJa1sLKxSSxbFUytAwDHiMLCLvr420W6DgBKehvWbA8ycAyy8oqndKCcphkPvzC1C0VlVOYuVmCAP4H5EhJKOkW9GH/+ib5D8IaAFJ+MH3cX3Zo8jWtTSJZP5gWOyVOXG9oywF9GLea34UK5FcLictQujDnzkIWFdbGSdvz5NlFp5WV6GzNqXmXVM8Jfwk8vKO24/8Q9An+Tp3Lp2gUU30cAWG3rS0y9x8KfupnTxEmTDRyD1mwPUjbeDAA70y9pWLnOW7I0/nybmPxKhVVWabdekprp489650EA0N7gZbw1yMAxyDPlqIaVC9tEjh0HjpTcH3PxOzyhc0s4CQBB+TXlA7hMdz0H55SA3IvyWhYcnFN3F16fK6EgrrCyoBMzaumd/NZg8T2025sLAIcuPS/owAMXnrJN5FggqxZ/of2j5UOJDL4Sf1NnzFIxtstrQhYW1tW2Pkz8/euEDv7k1IXF5cmtmHkbcxqw5D7uKWoEAOkVxvr2TnMXyQPAoZ9eZDcwwh8LC6uotLLWWltB0SWrbXy80y4AwJ6SRto4irHw55l8bs32fTwCIjNnz1PS37jCYjsH51QiedykKdNWWm4fC39SqgaTp3Grm9nKa1kIiCyOPNbALSCsYbm9oBMnTGAxc92f04AAYOkZR+2mg7/MWiztx7hzA2au+ydOmuoSX5JR8wYA1vkmZtxGANgeV3Hw4jMA2BZdRu1kNPtTNtpk7h5qsi10nW8ipR3ltSxmzp5X2I0L5NTnLVnKCH8iEhLLdYp68cCFp5aeYdO4+eZLLTd0CAaA7DtY1IPcAsIK2lbjwh8xEz/7+9CzHX2yP7fpK/B38h7xu7XOJ0FoobTWOle+uWK7i24S68ex8KdmumXipMkm20It3EPVTLcAADHx3xCQfPYP3BpdCgARR7oKOsbAn/cBANDd7GfqEmqyLXRn+kk10y3TZwrkt2IWzTnG1+BPTsucV0i0fABFZVTnSylXDCDfXDEpNYOCjjHwR1BpVyoARJ/qo7QPrSE2BqSc/R2do0sBILyyk9j3+Er8TePmUzWxJzUjKxv78KqFib9/kdDFn6CoFKUDC7vQN+uylKque9JpYkXgEk/dFl3qlXoh7eZb4gEeC38TJkxQM3V0jiFtiy7NbXrvl3UFAPxzr9GmzxoLf86x5RUDqKhjBQCqJg6rN/myc3Bm3cGseuSYPJVYmNDF32Kl1Tz8wk6RJMfw/LDyZko7TuWapWpin9eErGzshltCMm5/YIC/tFvvM24jpQOLe5GDc8pyQ9vcRgQAM9f9KddfA4BDGDnu3ODX4C+EWnfiBZb0YVEvFnShtLrRzNnziu/hAtkv4I9fREJcUYPahXnNeOIXlF1pslBOzWxHJACkXP8zvw25+IQUdazHi78NAcknX+BanwQAiD3zkMhuOxb+kq/9UdQzNPvbFluW8OMvQxsXKnpEhNmXF79dePQp7i1rBoCt+4tZ2Caau+0/+QJtQ7IAYP+JXko7w8VvPR55hCV9ePQJKulvmMbNN8Kv+GvwJ7/KYubsedQuXCi3Yt7ipYXdyD9v0Tfgz9Ij5uQL3BSSBQCRx3sI+o+FP2FxWSKNbm4DZt7GydO41U23kFuZ+Pu3yuijj9CypinTeczdIqNP9U7j5tWx8SK3/rzGea/A/MXuicfFFTT2n+gmHhjGRx+O4flHnyKlA6k96JF0GgB8s68wxh9x9OEQRi57gOm3X80UFBGVVU29Mcg/T1xrvYfuJl8A0FzrSv/oox1FligJiEiUPcCCTiS2Fzk4pyrpbSA2X/Q2+xP4M3PdP3rxS2lH650H54jJxpzuizndz84xSd/eP/vOBwAwcQ4j8Ge3Jyf27AAAOEUWUcdY/BJHH47hlMQr/dGn++PODVI6cLmBDZ+w2Ab/BAAQlVGliz/ijgJJ16fMmLne71BWXb9NYPKECRPmSSim33oismSZitHmNdvDAGCZ3vrCsY8+Mmoxvx3nLV4qMG9RYTdGn34AAFNm8GyNpsyYNXtDwOG8xreZtYyOPsLKWg/91C8iqSSz0iTj9ktK2zvdTX4E04fjyejir7Abl67+dPThm30FAPyyq7ZGUWfMFNgalT+DV9DaOy638U1uAx38Ffagmet+AAgprD9wvj/6dH9m3S9LV6/l4Jz6VfjrwB0HjgFAIOlmxSBKqRtO4+Yt7MZ5i5cKikoW9SA3/9xFy7TGXPzexsJuXOebSIxnSgfGn38CAByTp26LKeAasvw18WY6+GtHUWnlmYIihy71x5zpT/jxWXY9zhScv0xvvY6NFzH8ij7msGHi798iox1fCjrRM/mc4AIpUWlV1TUOpJYPuU1IavmgusZxjrickdPu3MahYHgGji8CIhLOMeUEF8it6J97TUBEIoRaR+t8MNrxZf/xHgERCbeEk5R2pLSjoo71Mr31pX0YVtYiuEBy9vzFAiISlh6xxPM22vFF2XCTnIYp4XlAzKcWyKoZOATmNqLQQum1vokZtz8IiEhs3pND6aDj+JJ05eclyroLZFQXyKrKaqxJr/k9+dofAiIStkEZqTfeCIhI7Dhw9MCFpwIiEh6Hz1Lax3B8KborICIhIrlsoazqAllVRW2rzDpMuvJqibKu0EIZ/rniaqZbSE308ZdxGwu70DmmTGihtLiCqtBCGb65Ykr6Gwq7MPp0v7C4vKCoJP+8RQaOwXQdX4bxR25BJQNbeU1zSjvG//B4jrgsr5DoHDG51bY+lI4hd0g6ji8daBucISAiISqjskBWdaGsWlLVq7xmJLf8pWcXwM0/J/XGn8NpVOg7vrSjnl2AqIxKxm0kt2EItU5ARCKQfLN8AA0cAueIyWla78hvw6z6MRxfOtAhnCwgIiEqrbJAVnWBrKqVV+wal/AFsmpfgz9yK/pk/CQgIrG3pLGkD7XWu0ssW0VpRyUDWwVtq4IOlFI1IHafx8IfpR2dIosERCTizg2SW/HQjz+LLFk2S0h0jpj8sOXDoBzt+KJh5SK4QIqw3NAxuLAHQwrrhBfJCYgsFhCRWO+XRDtNZuLvXyF0oj5qMfsOpt16l3L9NRFCkF4z5IKfdvMtrS/+fy3ojYgqT7/1nvaP/+dBb4SLf8r11ynXX3/Ra5px0FvqjbfE5xCR8MQTknbzHe17GLg9p918l1L9Ou3m289aoOZD2q1PnzDeoLe0m29pwxIYBL0RlhNNlN+K+452AoBzTAVt8sFxBb0Ro4jWAMZBb6nXXw+13k36SWv+y0FvI5ouY6ygt1rMqPlAazndcZvBxN+/R+jH/NYORfBkjvjJrftsrDAKevv8nUM5CD4fZ/SD3uo+O+AbNoCwh/a/9IPe6kaZUffZxw6/oBv0lln36YtG2DPiBaOgt7rPrpH20/x4jBn0Vkfn/SP+whh/mXS/mqb9xwx6q/vs/Tl33mtYu3DzC+8/3kSb+5pR0FvdZ01BdPrQfPzjvxgFvX1uAN3UD2Phj/bNw5Zk0o6Bj/8dC38jkxeM6gUG+Mtk3GufPzhM/P0rhJnygJnyYKyUB5l1mHbr/ZrtYX7ZVQUdn4U9MFMeMFMeEMLEHxN/41bP+F/A37CdRJwM7R+Z+GPij5D/H/CXfQfzW4ciUr/+KnuIdntyASD+/BNq57jVi+9hAOkGAASQbhTfG7d6QefQ2Zzdntyyh+NWz2/F7Ds4cdJknY3e5QPjVic1I7UbhRbKLFbSKbk/bnWi9ZT0N3LxChLR0ONVLx9AC/cYAEip/pPSPm710n50O3QSACKOtBMFesZ1FfZgxJF2AHA7dLK0f9zqlHZMqf4TAMzdor6l8VuQ3IrcfHOU9Dd+Q9fnNWHJfVyspCO0UIbajaTmb2n81Tbe7BycWfVInNqN6yp7iJv3kpj4++dlp5cHsHKGV7RFnejed2x816FL3cQExC+7KvbMuNXjz3c7RRYCgFNkYfz5cavHnOkmokpNXfYdujRu9agT3eEVbewcnMpGmxN+HLd65LHu2LPd/HPFRaWVD1wYtzrRetLqRtO4+faf6N5/fNzqCT9269jsJPxRok+NW/3gxe6NAakA4J54KvbcuNVjz3W7J54CgI0BqQcvjls9+lR3CLUOAHQ2en9L4x/v3n+iezoPv7S60Td0/b5j3QcudItKK/PPFY892x05fvWEH7tVjDezTZwUVt4adXLc6ocuda/ZETlhwgQm/v5hCQjYBUxhClP+6zJx4kQm/v5h8fP1gQlsSnoblA1tlhuM71IztZkvqQQAcppmKkbjVlc1sVm8fDUALF6+WtVk3OrKRjZymmYAMF9SSc10/OqGNkp6G1hY2fjnLfoG9eUGNirGNpzTuKbP5P8G44nWmzl7HjsH53JDm+Xf1PhzxGUBQFHHWnn8ja+2xkZMfiUASKsbqRh/y71LqxsBgJj8SrU139J3ijrWADBHTOZbGt/QZrmhzcRJk2fOnvdtfae6xmb6TH7OaVzfcO9E4wvMW8TCyrrsWx8cEanlbGxsTPz9w+Lt4QZsU8gteOQRVgxiQSdSu7DyEZb2Y0EHFnQyuo49Q8dwCgAkXH559AlWPsLCbizowKJeLHvwZfXKR0isgIKpdZWDWPYAKx8htetrDSjtx8TLvwKAYzjl2DMs6ftoQCdWDGL5wy98e3EPkltxIucU3U1+x59j8T2sfIRFvR//e+8Lt0DtwrKHOEdcdomy7pHHWNiDlY+w+N5QreTKR1j28Av2H3uGyoabuHiFCnuwuHfolikdQ5YQN8LgOv4crb0PAkBm7dD3DhnQjZWPsPIRlg8wMuDoE/RK/gEAok7eLx/41ObDBgw3Bd2rfGDo3Mkr+YejT7CgEysGsPwhFnR8tOQ+o28n8hcAgKVn3KmXWPYAKR1Y9PEWKB1Y2j80GOg3fjcW9SA3v7Cy4aZjz7CgA0v7hxTLhhU7GHXikce4RFl3jrhs2UOkdmJJH5b2IaUdS+7TjKIBLB8Ys/H17PzYJ00mNWPJ/aHBRqcNe8bseocIKjD3/v5x8fZ0B1ZOUguu90tUN3citWB6zXs5LfNtUSVfPNEbPvlNuvKrR9JJOU3z1BtvSM0YdeK+bVBGHsM6kxmfnfz+WDGAG3elKhttJtJDKupYO4TlMzaA9uT3yGN0Tzwtp2mWXP1nfhuuWuexxiWC8YEs7clv5SDuKW6Q0zSLPtmX10SE37Xa7yUxOBL9rNDlPTxw4amcptnuwjvxF54u1V2noG1l6hKR1/RVdX5zGjCjFuW1LJz2F5c/xCDKbUVtq+hT/bkMC57RnvySWzHhp1/kNM12kW4cuvRcTsNMQdvSxDmMKJ9GV5325De/DTNrcanuOocwcvkD3F10R07TLPpUH4PT/BEnv6QW1N7gabI9rLgX488/JixhcJo/fPJr7h6dUv3CJjCtoANjzzyU0zQLLqgrf4hbIgoUdawzbtM/Ex9x8pvfhs6x5X45V0v7cfPubCX9DZn1SGrG0NImu715dDuR9uSX3Iq+mZdd4o+U9qN32gU5TbPEK78WdOBqW1/DLcF072L45Df15tv0mnfrfBMzaj5k1HwgHpzyhxiQVy2naRb/w2O6ZeeYJ7//FvH2dOfgmu0cU2TiHLZxV6pNYLKlZ5xDOEVno/cu0mXGlcKH8DdhgnNshb59oFNkITFcpFT0pVQNaIMEGOMvmFoXkHdR32GXbXDGer+kdb6JjvvydTf57kw7ywBAw/izDyPHnunUWue+LbrUbEek3d6M9X5Jpi77HMJzGBBwGH+rbXdm1Pyuab3DPfG41lrX9JrXGbffzF0kr2y0qbBnTPVMmjLn5FbU3ujlevC4gUPQev9kMQUNtwRqcEHtF8uELl29bgavILkFjbbudQzL17ff5RxDWrXe3TmGknz1D8bqw/hL+OlFbgOutt3pEn9Ue4NnEOX2zvTjNoFpS5R1cxq+Bn8NRb1o4hxmtzfPwCHQaX/2alvfnennV1o6H656OZZHDi3+KgbRJjDZ2vugqWukY3iW8dY9roeOa1rviDrVNZZHzjD+LD1jVYztJVX18ppRa52bW+Jxvc3+26Jy9e132YeSjLftzaM3AmnxV/YA9x1tnsbN65XyQwj1qt5m/827c8zdovJbcd7ipcqG9DvxU53fdkyq+nmmoIilV/yhS31a69y2x1Wu2R5uH5q5dudBC4+YzbszRo+iYfzlNX4w3hbKwz83rwmNt+11CKfo2wVsjyXr2wd6HD6jae2aeuPP0W3IxN+/Rbw93SfzzjPZFuoYXhB75qHWWjd1860p118bOgZviyplUOebFn8WHrFGTrtJzSivZZHfjtvjKpWNNzPWpcXf3tKmzbvJGwKSE378RcVoc0r1QGE3rt7ksz2unDz2DGIYf1v2UQNyazStd1A6UF7LPP7CYG7D640BKRv8kxjMH4fxp7fZ7+CFl/Ja5hUDqKBteeD807U+CcZb96622cmA4LT4y7mLS5R1S/tRe4OXza60eYsVFFdbHLjw9Gvx14rS6kbZ9WjtdcBsRzT/XDFpdYOQgjoGFeJH4C+rDpco6xb3ooa1i3/O1eM/42pbn12kmwwK5tLir+Q+yqwwSb3+Zr1vkvG2cL3N/nFn+1XX2CdefjFW5B8t/o49Q3WzrSHUO54pP+jY+Crp25Q9QDVTx+CC2rFK7tLgL84/56qKiV36rQ8yK4wLOlHDykXfPsjCPTrpyisFbUu6v3+0+CvswZy7v6+w2OaV8oNzTKWlR+yB80+X6W8ouYebQjI1rXfQ7cRh/JFakNT81mRb6Dq/pL0lLRqW23MbUU7TLO7cI0o72gZnmLtFjf6EYfxl3H4fcaRTWt0o+y4q6lilXP/LaEuIfSgl7dbTg5eeqxjbJVf/8V3j7/fff+/q6vrvmPINQsz+tkUXmu7YvzEgRW+z36r1HgcuPDN0DHaJP8LYG/nT7C+mzMAh2Dm2XEHbqqAL9xQ3qK5x/KIn8zD+Qqh1/rkXDLeEbArJWmG+9ehTtAlKs955iNzyjoE67ewv5nTHqvUeLgeOyqwwLunDgxcfalrviD9/nwGAaGd/6TW/a1rt8Ew+raS/0XTHPjXTLRsDUlat9/hK/JFbcdV6T7eEU0uUdSMqO/Lb3gXm1ygbbc5t/IrFL68guQUNnUK2RZepGNtZeMSstHRO+PFnRR3rw1d/Ywz+q/cAACAASURBVBB3PGL2p73R2/XgSSk1wz3FDcnXBtTNnOLPD2SP7Q49YvZnvHWvU2SxsuFml/gj2+MqxRVXusRX5tyhH3KbMWr2tzEgaYN/isGWYHO3KBPnCPfEU0tU9MLKW74Gf/E/PFIz25Je80FB2zKrHrXWua9xDjN3i4o9O7Dc0PaL+KN2YVEPmjjvdU845XrwuIV79P7jvaprHEr70CfjkuZaV8b4y2tGahfah5LX+hwKr2jTtN6ReuONgrZlYTfuTL+ou8kvm14jDOMv7da71Fvvluquy6pHZaNNBy48NXAIcks4efIFWnjEOEUW5twdGfD7feHv/v37Dg4O/x1TvkG8Pd2BjTOvCbfHFkqq6Glau6qbOmXcRkPHYKfIYsbbZ8N7fwk/vdhFurx09dpFS7UKezCIclt1jcPX488n88eyB+gSVyqtbqRibB9cUGvlFV/aP7K+zFj4swlMrxhE/5wry/Q2SCxbFZR/Lbv+zy37qPr2gQxWr7R7fxUDGFHZrma6Zd5iRY+ks0p6lgtk1bQ3eDKIKPhs768XD156rmntNFNQxD3xXMzp9pTrr6XVjb4Kf7Nm59zFjFo02uLLP2+Rqct+DSuX0j5cslw38fKrr8HfoR9/Jrdg4uVftdZu4+IVjDk9aOEeYx9GYrz58NneXytm1qKJc+Ds+YtNnPetMNta1o+SqnoHLjz7mtlfQQfmNeEG//j5UkpWXoey6l5rWDtx8QqFV3TkjrH/S4u/6FN9aqaOaTc/SKkZFN/DlZbOurYBFu7RKdf/ktU0/Rr8UbvQcEuwR9KZrfvLrTxjE356oaBjVdaPnslnvwZ/BZ24KSRrnW/CnuLmlRbb8ttRXst8T3G9kdPuvGaktGP6LUb4O3ztD0Ud66x6lNMyy7j9wXjrnvV+qXtLblLaUVJFP+nKb9/v7O/UqVO2traLFy/29vZ+/Pjxf82mr5ePUR/v3ZMqNKxcvNPObI+rWGmxXWejd9TJZsa778P4O3jxWUhhtdY6N/tQEqUDd+XdUNSx/mIoGG3QW/E99Dh8VMNqh0/maZkVJqom9np2OyMqO8aaPozAX9kDDMy/rr3Ra2tUicfhSjVTJ01r113kHxkcv9Dir+wB7jvaabx1r5VXXHb9u4oB9M38SdXE/ivxV9iNBy89t3APM3eLCqGe01rnrmHt4hBG/mLrEfjLvovpt95ZeYXpOwTuLb5o6rJPx8Z7rffBjNuvGVQrpsUfqRkTLr+w9Agz3BKSVffMaEuITWDa1+OP3Irpt96v9dmnu9lvd9EFc7do3U0+Fu7R6bf+GMuAEfjLuYv2oSmaa11DqJeSrz01dw8z3rY34fLAWLPvT/jzit9//J6ijhW59YOVV9xqW29zt6i9JZdW2/qstHTeEllIdwCMwF9hN+rYeDtFFh240LpqvcdKC+dtMWVFveh26ITKGJ04Yva33v+wiXNoZt1TfbuAVes9XOIqtTd4SanqGzn5+mT8NHoHnBZ/SVd/l1TRy6z9sCWSutLCWW+z/57iC/r2QattfdZ6H8ysfTN6+/V7wd/ly5c9PDxkZWWjoqKePXv2X7Pp64XAX1b9O9eDx2yDMyjtmNOAFu4xQZTblHZGky9a/B248DS44IalR2zOXcy5iwcuPPXNusJg5UUHf73omnByQ0AKtQu90y5aesaZu0btP9HLYPfqM/z14y7STUuP2Kw6pHaifSjJJf5IQScj+z/DXz/uO9pl7hZ1+OrvuQ2YfQdjzjwIyK1m8O0j8XfxuZlrVNSJe6X9GFxQa+EenXP3y0Xih/GXduutuWt0YH5NaT9Gn+43d4tKvf6acSTvSPz99MLMNWrf0e7CbgwuqA2vbGesPgJ/abfeWXjEBeRWl/Zh3LnB4aYYS30E/rLvoG1wlkv8kaIePHDhmblrVPSpflLLUElPBvgzc43MrP3NN/MyuQWTr/1p7hYVe/ZhaT/uIt2w8orPG+PkegT+chswiHI74khnUS/6ZV1Z63Morxmz72LM6X7/MTqRFn+5DRhe0RZCrSvswYjKDnO3qLxGDC1tst550Mw1KjD/1ugf0U8nvzfepN9+6512MaPmQ24jWrjHBBGdeKqPQSd+L/hDxL6+Pmdn59F/f//+/fv374kqbh8+fHj//j3tv/6j1d1ohcBfyvU3BR1Y0IEZNZhRi0SZXcbso8Xf/hO91E6kdmFm7VBywNFB8ozxR25FUgsSwCK3DHn/DVcE/iL+Cjoxt3HIgKw6LOrF/DZMv4WZtZjbQN95ghZ/1C7MvovUrqHkhuk1SFT4ZfDtn6U8aMOsOqR2YU4Dpt3EvKYhS77YesMpD7Lrh9o87Rbm0FjylfjLuYNE5ancjwbkMNw3yKCX8oDaiaTmrzVgZMqDGqS0D7X5cFMwUP+U8sA5rPgeklow/RZm1SO1C3PuYtotzGtGaueYWwcj8EcUUM5pwLRbSGpGYtrLuBNp8ZdxG3MbMK8J024OjSJidBGDcLgyF138pVx/nXMXh3KYf3xw0m5+oQ2/I/y9fv360aNHo/9ua2s7Z86ckpISRCwsLFy4cCHxtjdv3ixcuDAnJ+c/Yetooc34QowYcstnV/YdzGuivw03IuMLAb5hRdq61F/E34iNQtLHauLpNZjTgHQ3gOhmfMmsxaSqV/Hnn6TXfMisxbSbb+PPP06p/mu0JfTz/dUiiebeGSCAfsaXGsyqG1Ica+JDF3//Jxlf0mswt+GT8USP5DXRf4AZZHwh2vyzmvSjitzTzfhCqzhUG/4u/Qakm/FluKI8A8Wx8EdUoB/GZXoN5jbiiEVrXvOnpqCb8SWzDsktSDwIGZ/XpGeAP9oFPmEJ4ww63xf+6MrAwICsrOysWbN27tz55s2b1NRUoi2qq6srKioAwM7O7smTJ/X19c+ePWtubu7v73/y5MnLly+rq6uJT3j06FFVVRWxoK6rqxsYGBgYGCBUEPHNmzfXrl1rbm5GxN7e3qqqqlevXtG1hBZ/2Xcw+lSfd+pF36wrIdR636zL3qkXY848DK9oizp5b/Qu+Aj8ZdVh4uVfQ6j1vpmXvVIuBubfymlgtACki7/MWkyv+bC78E7M6QdZ9ZhVj9Gn+vYU3c2o+TBiLkAXf9QuNHQMmjKdJ7MW89swrLx10uRp2+MqKgaRmN4OT0vpVnpLuf56d+Edv5yrXikX/XOvpd96P9YSni7+MuvwcNVvIdT6xCu/fpFodPBXg+TWITuz6sYz+7uLGbcxqx6jTvUFF9R6p13cmX5p/4l75FYMLW3ed7RrdN+Nhb/0GiQ148GLz3wyfvTLriJmN6RmjD7VR3wm8bTTxV9WPUaf7icMIK7IY910t/9G4q8WM25jWHnrLtIN79SL3mkX9x/vZXBqPwJ/WfUYd24whFpPnDURtxBz+sHeksZPaKvF0LKWfce6iaYYjb/MOkyp/iuEWn/ox5+JlObhFW0RlR10+3Es/GXVY8yZh7sL76Tfes/gt/97x5+/vz8PD09BQQEAPHz4kEqlTpgwwdPTU1BQ0MTEBACkpaUvX74MABkZGcLCwh4eHu7u7sHBwaKiogkJCffu3dPS0pKTkzM0NOzr62NjY9u1a1dgYOChQ4cAoLGx0cvLS1xcXFNTs6WlRUFBQU1Nzc7O7sWLF6MtocUfuQ13HDwmp2kkIqkEAKLSynKaRh6Hz/Lwz1UzdTzxM1LaP/sxHIE/Sju6J5wCgAWyaoo6RtNn8tuHknIaML8Nqd1I7R65mKWLv+w7mFL91wQWFoJK1G5UN3Ni55iUdvPdiGeYLv4Ku5GoiBRIvln2APcUNwCAYwQlMP+iS/wRhzBycEFtfjum19DBX14TRh7rBgDBBVJLdY3454obOARl1f9JbkViikFuxeHzBLr4I7eif241AHgmnyPcHintQ/dOFDgmXhCNMAJ/6TWY34YBedW2wZlO+4uy6vAr3Z6H8UftRCX9jSysbLIaRpIqerNFJeN/aBdcILlYSZvSgdROJLd+an/6+KvB3EbMufvHoqVaC+U1BESWrLR0Lr6HcWe7hMVll+mt90g6QSz0GBS6nDBhgrS6kcwKI2l1I4ewfEo7UruQ2o20Ppgj8JdVj+m33s+YNZuLV1Bey0ha3cgpsqj84cemax9quuHhN/rogygC5ZXyQ24j8eF9IpLLZgqKZN/FrHos7MKyB0hUux+r0hupGcPLWwHA9eDx4l4kteAcMZn5UkpEiQ/CkuHfpLHwRxzCAMDhq78To52wfMT4/97xFxYWNmvWrCNHjgDAq1evSkpKAICbm/vGjRuICADp6el//vknAGRlZc2bN8/X19fIyEhLSyssLIyLiystLQ0Ajh8/TvCRnZ193759AQEBWVlZAEAmkwGARCKdPXt2165d7OzspqamAEB8+AgZsfjNuYtlDzAg7xoABBfUlQ9gzl3k4pszV0LByivMObac9jxkNP5cD50AgNDS5lOvUFHHmnPqjMJu9Eg6beAYZOYaefjq77T70Azwx8rGvmq9J4G/FebbODinfD3+jLfuAYDpMwWSrvTHnOoHALs9uTwCIgAgLK44nYd//8lWchtm1dHD3/EeANgSQTn/GtfuPAgAiVde7SJdXeebmH0HPQ6ftQ3KyKgdM9l9fhvuLWkCgF151wu6MLMOt+yjWu88uGZ7mEv8kYgjHSbOYTsOHiPakBZ/mbVI6cA9xbfZOSapm9lzTp1htCWkoAMJ8lK7kNKBuQ1DLzI+FhsbjT8FLQtufuHijxG1Rlv3ismpL1HWLX+IG3elbospG97Fp4u/rHrMrPtT2churoRiVv3r6FNtEydNtvSIt/SIAwBjp92B+dV5DOv8LjewnTJjZn4bFnQOJcLLvoPrfBP17YPs9uYOfxFd/HFwTtWw3F75BImyf077i613HlyzPXxbdGnksW4T50/DbzT+LNyiAEBCSbuoF4t60SmqBACEF8nnNhJOOYct3COmzpgpq7GGEf4q2gBA2WgTqQUpHSgsLicqrUztwoxaNHPdb+66nyjfwRh/q219WFhYCfzlNuKe4gbrnQctPGIMHIIij3UTp0nfNf66uroUFRUBYNmyZQAQHh5OAIubm/vatWsfPnwAgKSkpFevXgEAhUIRFRX18fExNTXV09MLCQkREhLKzs4GgPLycgA4evRoRESEoqJiamqqpqbmxo0b6+vrAaCsrAwR9+7dCwCRkZFkMvn58+ejjRmd7Tm/DYmq5H7ZVykdmFmLQgulAUBimc70mQJuhyrJLZ+G+wj8EYVWQwrqKh+jgralgIiET8ZpVtaJZq6R86WWy2uZZ9W9HV5NMMAf20QO7Q1eBP5WWjhPmjLt6/Gnb7+Lc8p0OU2zuRJLQ6j1AGC3N2+mwDwJJe2MmkfqplvmiMsfuvSA1Dwm/uz25p74ZajmbGYdrlrvAQDkFpTTNGdlYxuueTICf1l1mFX/Xt3MCQCW6a3PrH2d14S8QqIAsGjpqjlisnPEZCRV9Kbz8HunnSaOd4bxR2rGmNPt/HPFV633OPIIA3KvAYB9aP62mBJN6x1qaxyNt+3dW9qkusbBeOve3AbMrKWPP8VVljwCcwt7MaNmqESnmPwKJb0N7omVAOASf2R4O4wu/nIahjLIrvVNLLmPlHb0Tr3gFJll6RkHAHp2/gF5VYzxp2y0aRo3L6kZ89uR3IKUDjRwCJrBw2+9M5yFjW2tTwIxeaSLv0lTpmtYuVQMIrkVKW04W3QJAIgpaAgvkpu7SEFC6dPwo4M/92gA4OafE0i+ml3/lsgkJLxIobgXLT3jp3HzCosrAMAy/Q1fxB8AGG3ZU/4Q50ooLpBVK3+IWmvduAWEuXiFVq33JG6WAf50N/mysrET+CvsxrW+CQDAwspqtiN0/4meHCb+Lly4QCCptLR01apV/Pz8ycnJAODr68vHx3f+/Hk2NrZ9+/a9ffvWx8dHUlKSk5MzODjY0NBw1apVgYGBvLy8BP6oVCoAXLp0qbe3FwBKS0sBoKCg4MWLFwCQmJiYnZ0dHBw8adKk69evb9iwobe3d7QxX4M/Lt45S1R0U67/yjaRQ8PShbZcKV387cq7UdL/VmaF8Swh0Ygjbb5ZJ/cf7xUQkWCbyJF87c/h4fIfwp+urQ8H59SU6pfiipr888QBwD6MPI2L18Q59Owf6Jt5GQACSTUFHWPizzY4o/LxW1OXCADIqEUDh0A29omkZlQ22jx9Jv9Y+Mu+gynVrzmncbGysbGycyT89CupBXmFFy6UU0+7+WIaD+9iJZ3k6lcAoGcXUNTzGf6oneiRdA4AdhfdpbQjuQW90y6Glt2S1TAFAGl1Q1FpZQGRRYo6Vly8QmY7IvPb6ONP2WgT+8RJUmq6Esu0hRfJH7rUs1BOjZtPaCoXr0N4fmH3p72LsfB38OIzIEohd2P6LSzoxJMv0HRHJABk3EZKB6OjD2oXrrDYxsrGvkRZV1JFd4myrnNs0ZyFMgtk1SsH0TfrJ/+cq4SpdPHHIzCXi09IeoXuEmVdl7hyMXn1eUuWpt36ZZbQ/AWyqrTDbyz8AYC196GkK78RrxctXeWWWDmBhdU363LSlUEuXiGZlSZfxJ+Ozc4p02c5RZIklq2SVjN0CMtmYWGNONoZUdnBwsK6MSCZqDL6NfijduGGgGRiM6TsAWbfZS5+Eaurq7m5uYkzCh8fHwUFhZycHB4ent9++83b21tBQSExMXHRokXt7e0fPnxQV1efMWPGkydPTExMLC0tIyMj58yZ8/PPP9vb28vIyDg6Ov7222/Xr1/n5uY+cuQILy9venr6u3fv9u/fLyEhYWBg8PjxY319/UWLFrm7u9M9/fga/E3l4tWw2k5pRxZWthHF6kfgjyhnLiwuJ7FMfZbQfJ/0i9QuNLD3FV4kx8rGzsU3J6X6ry/iL/naXwCgu8mv+B4W3UOttW6sbGxpN8ax98fCypZVj0lVz3mFFgCAQ3j+jJkCWuvcjj5BhzAyCwtbaGkjpY0+/lhYWPmExRYvVxcQkbANzih7iKttfdjY2CntqLbGcRoPH138pd/Gwm7UWuc2fSZ/QO6ZmYIiKsb2xfeQh19YSW9DYQ+yT+LUs/MnNSMArNkeVtj9Gf4KOnBn+iUA8M26QjRF8X2sfISSKnq8QqI5d18tlFWbPX9xbsMfs2aLSKkZ0i1zTu3EZbrrpvHwBVGqvJJ/4JzGvTWKIrPSGABWWm0v6fusdOdY+Dtw4SkAWHnFF/Vi9l1Mrv4z/dZjovr4wYvPhvcuxsKfqokD59QZftlV/rlVftlVsef6Io50zhGTEVNQX6q7Pv3We7qFLgn8TeWaJbPCeE9JlX9O1YELDwQXSMmsNCm5j1O4Zo4YfqPxZ+oSwTF5ipnr/qlcvLPnL166ep2CjpWojIrxtnAAyLj9ofwhCs5fIqmq90X8eab84J16jnMKFwfnFBVjO3WzbRyTp1I6kdKBEydNXqa7vqh3HPhb738YiMBEGv/t7xp/b9++ff78+Zs3bxDxt99+e/HixV9//UWsTN+/fz84OIiIg4ODr1+/fv78uZKS0ooVKxDx5cuXv/766x9//EG88/Xr1w8fPiQ+5M2bN8+fPyfe/+effxLfMjAw8PPPPxNfMTAwMJYj4dfgbxo3n5qpY14TsrKxM8YfMftzO3Ti4MX78eeflPahpWcMAESdui+vZTFx0uTseqT9IjqFLusx7ebrWUKiitrWxBRJZoWJwPwlGbffjTiDo4u/oh7UWusKAElVvxX14i7SDQCwDc4UWiAFEyaYuoRPnTHLJjCZ1PIu+86Ysz9Lj9jEK/djzw1m1WHJPVxp6cI+kSO7/o2shikXnyBd/GXVY/qtn8UVNQVEJGRW6AsukJovqZRe84x3jqiitlV+G3JMnqq9wTP7Dn38UTvRM/kHAAim1hGFO8Ir2w9c6JFWNxJcIFnah8KL5CSWriq+h1y8Qoo61tTOMfb+VlnOFBQ59gzzWxEA9O2D5DRMJ0/jmjFLcGfGxYLOL8z+su9iUtUv03lmr7R0KelDUvO7xctXqxjbW3sf+Er8LTfcNI2Hr7QPyweGMt+FlrXsLrqTeuPXKTNmKmhbEmdHX1j8tmB+G/LPWySpql/QidN4Rg4/ekcf4RyTp+xMu8DBOQUA1vrEr7B0FhaXddxHBoDQ0qbMulczZ4tIrzD6Iv62RhUfe4aWXjGsbOxK+hutd8azsLIdvPTswIWnLKysa7aHF3Qyxp8PKxt79l0s7MaKwSH8xZx5yMTfuOXs2bO6uroEEP9DMhp/lHb0OHwGAHam/1jQiZm1yMLCqrjaOq8ZAUDDaszFb0EHbo+rBIBgyu3CHsy5i5QOdI4p5Jg0RXOt6yzB+dO4ZnkePju8+z6W319eE0Yeb+HiEzLeukffbhePwNyYM92jc8/RxV9+G24KyZRWM0yp/ovUgrFnHkqq6rknnZklJMrDLyypqm3oGJzfjpm19E5+mzHiaCcA2Aall/YjEbaR34abdmdMmc6tamwHAGPhr7AbCUZEnbhHan4Tf+EJAJi67OOds1BSWZfSjgCgbraFwJ++/cjFL7kVw8rvTOPms/CIOfIY9x3tYmVjtwlKWbp63ez5iwu7ca6EgriCBrUTufnmjIW/wi6UVjcCmOAcW7ApJIuFlW3HgWL+eeJSqvo2QYkTJrAEkKqHm3EsxxdSC+4uujmVa5aV94GVls4zBUUybr8kvujAhSeM8VfYjUQOZ8eIAqfIgi37CiKONGhYufDNWeCZXDZpyjQjp91ER9PFHwAs011f2IOZtZjXhNN5+EVlVKhdyMI6cviNTnmgb78LAHLu4AozJwCgdKCUqv6kydOonbhqvSf/XDEiN7WUmiHhTT0af+QWDC1rBgD7vXlFvUjpwFlCooILpYp7UU7TbN6SpcKL5BVWWRKBKGPhr6gHtda5AcDm3Tlb9xfsIv9AbJtGn+qnDX9m4u/fIqPxl9uIYRWtGlYu+4525TVhZi3qbvZ3DM/PuYtaa922x1WMdfSR14R7Sho1rFyiTtwjTrjSbyOlHW0C01WM7fyyq6y9D1h4xAxncGPg9kztxJ3pl5QNNykbbfbLrqIbvkoXf0Oet61DrzPrsKATU2+8mcDCYugYVDmIwylIR+Mv5y4euPhMw8rFP+carccsuRWtvOJVjO1WWm5f4xKeSe/kl9SCPhk/rbTcnnj5BRG/tdJyu1fKeXO36E3BmbmNqL3Ra1t0aVYdali5uCeeGnH0kVmLBR3omXJqwoQJ5m5h3PzCykabyh+iqIzK9Jn8RT04S2i+sJhsYRdO5OCUVNGju/glNaNDOGWlpbOSvs1yA9sN/snULjTZFrohILmwC3VsdtoEpg33HQO3Z2oX7jh4bLmhrYqR3e6iO6X96JF0RsPKJanqUwYauvgjNaPT/qKVltuHs7pvjzuS24Raa92U9G2Mtu7J/Zh/cAT+MuswveaDjs1Ox4gCwls+5w6aOIeu9z+c10xn+I3AH7kF3RNPaVi5ZNWjc0yZ9kavvGbcFJJl4BhExPxob/BSNbHXsNy+eXc2MQBG4y/nLsb98EjDyiUov4bUjLmNaO4WZekZS2nHw1d/V1vjoLbG8fC1P4iBPRb+yC3oeuiEhtX25Qa2SgY2a7ZH+GRe1rBySfjpBe3bmPj7t8ho/BGxH7QxZwWdQ97C1K7PoohGR33QifWpwfw2pHZhXiPmt33mesYAf0S4AuHzkUcvaGEs/A1dNB6nOXfx8NXfAUBrrWtR76e/j8Zfes1QwNboEJf89o8OKMMeziP2/mo+Rt3VYXoNZtYOxUtR2odumQgpIxqNCCgc6fZcg5R2dI4p07ffZbpjX9rNt+RWdI4tt9ubl9eEjuGUrVEluY1oG5TheuhEbiP9qI+heMFOpHYOORhS2jG/FdNrPnXiF/FHuA0PhXw1YNotmjC+j+pjRX0MKXYOXcRMv6ATqZ2fXHZG42/IJBoL02uQ0jF0C6OHH92gN2IMkJqR2vnRSbNjqC+ITPTUrk/DbzT+hnt/ONzoUxhf/ZD6cDAPg6iPoXH7sQuGR8UIh1km/v4V8v99mfPMWky7+c4l/sie4gba+PN/Y5nzGiTW0R/Xg5jfNnTYSmlHwlu74KP38n+tzDndi1nmnFnmnBAm/v7V+Mu4jRm1SOSko53T/RvxN84nkIk/Jv7+cWHi71+PP3oXE39M/DHx9/eFiT8m/satnsHEHxN/TPz948LEHxN/TPx9Q+Mz8UfI/zj+PpY5L+oZSrX09dexZ+gQTgGAxMsvS/vGrV4xiMEfy5wPJ6T6+qukDxMvvwQAh3AKUet6XFdRD5JbPpU5H686tRNLH+AcMdklyrpHHo1bnWi94TLnhd3jVj/+HK29DgBAxm0svjdu9aOP0TP5HABEnbw3VJF9PFfZQ4w6eQ8APJPPHX08bvXie5hxGwHAyjPuWxq/Gwt7kJvvU5nz8V5HHuESZd05YrKlD5Da+S2Nr7fZj51jMqkZi3rHrX7sGdozy5z/G8RnpzcAyGlZKuhYy2uP71qmby0kLg8AkqqGiqvHrb5Uz3qhvAYALJTXWKo3bnXF1daSqoYAICQuv0x/3OoKOtZyWpYAwCMoqmQwbnV5bWtFXWv2SVM4p/MsG7/xROtNnyU4gZVNQcf6GxpfycCaX2QJAMisNFUYf+Mv07cWkVIGAAml1Yq633LvEkqrAUBESvlbGn+1tcxKUwDgF1n8LY2vY62gYz2BlX36LMFv+HZ5betletac03nYJ035hnsnGn+moOjff3Du3bv3TwPg78r/Nv6Cg4MnTpwIf0P+19VZ/oY6GxsrK8u3fwDLBGBnZ/sb3//Pt97fVJ/wN9TZ2dlY/oY+KwsLGxvrN6tP+Nu3HxkZ+ddff/3TAPi78r+Nv19++eU+U5jClP+60Jb3+d+V/238MYUpTGHKNwsTf0xhClO+U2HijylMYcp3Kkz8MYUpTPlOhYk/pjCFiRiNRAAAAEZJREFUKd+pMPHHFKYw5TsVJv6YwhSmfKfCxB9TmMKU71SY+GMKU5jynQoTf0xhClO+U2HijylMYcp3Kkz8MYUpTPlO5f8BFOP7WtVz0HgAAAAASUVORK5CYII=" /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;"><br /></span></b><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PL;">Aktywność chemiczna metali z pierwszej i drugiej grupy<span style="color: #cc0000;"> rośnie </span>w obrębie grupy wraz ze wzrostem numeru
okresu.</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PL;">Aktywność chemiczna niemetali <span style="color: #cc0000;">zmniejszają się </span>w obrębie grupy wraz ze
wzrostem numeru okresu.</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PL;">W okresach wraz ze wzrostem numeru grupy aktywność
chemiczna maleje, natomiast <span style="color: #cc0000;">niemetali rośnie</span>.</span></b></div>
<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;"> </span></b>muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-37339887049600645882012-03-02T10:30:00.002-08:002012-03-02T10:30:33.146-08:00Od kiedy są znane pierwiastki .?A to krótka notatka na temat pierwiastków :<br />
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Substancje można podzielić na proste i złożone. Substancje proste są podstawowymi elementami budowy związków chemicznych. Chemicy substancje proste nazywają pierwiastkami chemicznymi.<br />
Pojęcie pierwiastka powstało już w starożytności, ale jego znaczenie było inne niż obecnie. Grecki mędrzec, EMPEDOKLES, jako pierwszy sformułował tezę o istnieniu czterech pierwiastków - żywiołów:ziemi, wody, ognia i powietrza. Tezę tę powtórzył później inny grecki uczony - ARYSTOTELES . Głosił on ,że pierwiastki te są obdarzone charakterystycznymi cechami - ogień jest suchy i ciepły , powietrze - ciepłe i wilgotne, woda - wilgotna i zimna, z ziemia - zimna i sucha. Powtarzające się cechy miały świadczyć o przechodzeniu jednych pierwiastków w drugie .<br />
<br />muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-84227922660853902552012-03-02T10:04:00.000-08:002012-03-02T10:05:21.851-08:00Pierwiastki.;DPierwszą rzeczą ,od której musicie zacząć aby zrozumieć chemię musicie nauczyć się pierwiastków.<br />
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Oto pierwiastki, które musicie znać w pierwszej gimnazjum :<br />
<br />
azot - N<br />
bar - Ba<br />
beryl - Be<br />
bizmut - Bi <br />
bor - B<br />
brom - Br<br />
cez - Cs<br />
chlor - Cl <br />
chrom - C<br />
cyna - Sn<br />
cynk - Zn<br />
fluor - F<br />
fosfor - P<br />
glin - Al<br />
hel -He<br />
jod - I<br />
kobalt - Co <br />
krzem - Si<br />
lit - Li<br />
magnez - Mg<br />
miedź - Cu<br />
molinem - Mo <br />
nikiel - Ni<br />
ołów - Pb<br />
platyna - Pt <br />
potas - K<br />
rad -Ra<br />
rtęć - Hg<br />
siarka - S<br />
sód - Na<br />
srebro - Ag<br />
stront - Sr<br />
tlen - O<br />
wapń - Ca<br />
węgiel - C<br />
wodór - H<br />
wolfram - W<br />
złoto - Au<br />
żelazo - Fe<br />
<br />muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0tag:blogger.com,1999:blog-2303972172668683656.post-2608230032327321972012-02-13T04:11:00.000-08:002012-02-13T04:11:04.951-08:00Ciekawa chemia.;pTen blog został założony,aby uświadomić Wam (czytelnikom),że chemia może być ciekawa i interesująca.Postaram się aby ten blog był równie ciekawy jak gry komputerowe.W tym blogu będą zawarte różne ciekawostki związane z chemią.muzykahttp://www.blogger.com/profile/14862117262127745875noreply@blogger.com0