<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5604658228580042348</id><updated>2024-09-05T15:33:51.246-07:00</updated><title type='text'>Jak grac?</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>15</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-5339841615710470100</id><published>2012-07-06T08:52:00.000-07:00</published><updated>2012-07-06T14:27:41.645-07:00</updated><title type='text'>Ostatnie opisy ciekawych i standardowych gitar</title><content type='html'>&lt;br /&gt;
&lt;h1&gt;

Gitara hawajska&lt;/h1&gt;
Bardzo specyficzną odmianą jest &lt;b&gt;gitara hawajska&lt;/b&gt;,
tzw. steelguitar. Z jazzem ma ona niewiele wspólnego, wykorzystywana jest na
ogół w zespołach rozrywkowych i country. Elektryczna gitara hawajska jest
prostokątna w kształcie. Struny umieszczone są wysoko nad gryfem, na którym dla
orientacji zaznaczono poszczególne pozycje. Gitara leży przed grającym na
specjalnym stoliku lub też wyposażona jest w nóżki. Grający w lewej ręce trzyma
metalowy suwak, którym skraca struny lekko je dociskając. Na prawą ma założone
specjalne pierścienie zakończone piórkami, którymi zarywa struny. Strój gitary
hawajskiej jest oparty na akordzie durowym e, cis, a, e, A, E (&lt;span class=&quot;new&quot;&gt;A&lt;/span&gt;-dur).
Dla ułatwienia gry i rozszerzenia możliwości produkowane są też całe zestawy
gitar hawajskich, które można nastroić na różne tonacje i akordy oraz używać
równolegle, przerzucając się tylko z gryfu na gryf. Produkowane są też
hawajskie gitary pedałowe o bardziej skomplikowanej budowie - rozszerzającej
zakres ich możliwości. &lt;br /&gt;
Zwykłą gitarę można zaadoptować do gry na sposób hawajski, podwyższając
siodełko na tyle, aby operując suwakiem, nic dociskać strun do progów. Grający
kładzie wówczas pudło rezonansowe na prawym udzie, a szyjkę na lewym. &lt;br /&gt;
Zupełnie odmienna technika gry, jak i strój gitary hawajskiej tworzy
specjalistów w tej dziedzinie, bowiem umiejętność gry na gitarze
konwencjonalnej jest tu mało przydatna.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;

Gitara klasyczna&lt;/h1&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;b&gt;Gitara klasyczna&lt;/b&gt; jest instrumentem będącym
pierwowzorem wszystkich późniejszych rozwiązań. Lutnikiem, który w połowie XIX
w. wypracował najdoskonalszy model gitary klasycznej był &lt;span class=&quot;new&quot;&gt;Antonio
Torres&lt;/span&gt;. Od tego czasu rozwiązanie konstrukcyjne gitary klasycznej nie
jest już zmieniane, a wszystkie jej parametry są ściśle określone. Większe
odchylenia od nich prowadzą do straty jakości tonu. Oto typowe wymiary: &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;

 
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Wymiary gitary klasycznej&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Boczki gitary mają wysokość od 8 do 10 cm. Wyższe boczki powodują głębsze,
ciemniejsze brzmienie, a niższe - jaśniejsze. Grubość szyjki jest me większa
niż 25 mm, szerokość przy siodełku 50 mm, a przy XII progu około 62 mm. Ilość
metalowych progów ustalona została na dziewiętnaście, a menzura waha się w
granicach 63-66 cm. Płyta rezonansowa i spód są płaskie. &lt;br /&gt;
Bardzo ważny dla jakości brzmienia jest materiał, z którego został wykonany
instrument. Dolna płyta pudła rezonansowego oraz boczki zrobione są z
wyschniętego drewna drzew liściastych, najczęściej klonu lub palisandru.
Najważniejsza dla brzmienia górna płyta rezonansowa wykonana jest z dobrze
wysuszonego drewna świerkowego, które musi się odznaczać drobnymi i prostymi
słojami pozbawionymi sęków. Odpowiednie belkowanie wewnątrz pudła rezonansowego
zabezpiecza je przed siłą naciągu strun. Sam strunnik z mostkiem przyklejony
jest bezpośrednio do płyty rezonansowej. Na główce gitary umieszczono
mechanizmy, służące do strojenia instrumentu, tzw. „&lt;span class=&quot;new&quot;&gt;maszynki&lt;/span&gt;&quot;.
&lt;br /&gt;
Struny do gitary klasycznej są nylonowe, basowe zaś jeszcze owija się
cienkim drucikiem (owijką). &lt;br /&gt;
Przy budowie gitary wymagana jest niezwykła precyzja, bowiem każdy element
ma decydujący wpływ na wartość instrumentu. Upraszczając, można by powiedzieć,
że płyta rezonansowa decyduje o brzmieniu, szyjka z gryfem o wygodzie gry,
rozmieszczenie progów o strojeniu gitary. &lt;br /&gt;
Ponieważ &lt;a href=&quot;http://www.eioba.pl/t/gitara%20klasyczna&quot;&gt;gitara klasyczna&lt;/a&gt;
jest jedynym rodzajem gitary, która doczekała się u nas dość dokładnych opisów,
nie będę się nią zajmował bardziej szczegółowo. Omawiam ją w tej książce
jedynie jako punkt wyjścia dla dokonania porównań. &lt;br /&gt;
Gitara klasyczna to instrument służący do wykonywania muzyki pisanej przede
wszystkim przez kompozytorów ,,poważnych&quot;. W jazzie zajmuje ona
marginesowe miejsce, z uwagi na zbyt słabe i krótkie (szczególnie w górze)
brzmienie, a przede wszystkim na klasyczną technikę gry, nie dopuszczającą
typowych dla jazzu środków wyrazu. &lt;br /&gt;
Gitarę klasyczną wykorzystuje się w dużych orkiestrach ze względów kolorystycznych
oraz dobrego łączenia się barwy dźwięku z sekcją smyczków. Często używana jest
też w muzyce brazylijskiej. Do obu tych zastosowań bardziej odpowiednia wydaje
się być technika jazzowa i ta na ogół jest stosowana. W małym combo, jako
instrument jazzowy gitara klasyczna, moim zdaniem, nic sprawdza się,
szczególnie traktowana techniką klasyczną (patrz &lt;span class=&quot;new&quot;&gt;Charlie Byrd&lt;/span&gt;,
&lt;span class=&quot;new&quot;&gt;Laurindo Almeida&lt;/span&gt;), z wyjątkiem &lt;span class=&quot;new&quot;&gt;Django
Reinhardta&lt;/span&gt;, którego technika różniła się znacznie od techniki
klasycznej. &lt;br /&gt;
Jako instrument solowy, gitarę klasyczną możemy podziwiać w rękach Joe
Passa, który przy grze wielogłosowej również stosuje technikę jazzową - (patrz
rozdział pt. „Różne techniki gry na gitarze&quot;). &lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;

Ovation&lt;/h1&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;

 
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;

 
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Gitara Ovation&lt;/div&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;Wśród wielu doskonałych firm duże powodzenie ma firma &lt;b&gt;Ovation&lt;/b&gt;,
która zrewolucjonizowała budowę gitar akustycznych. Mianowicie: pudło
rezonansowe o zaokrąglonych brzegach ma kształt gruszki i jest wykonane ze
specjalnego materiału pochodzenia syntetycznego. Drewniana jest tylko płyta
rezonansowa lub cały instrument wykonany jest z laminatów syntetycznych, jak
np. najdroższy i zarazem najwyższej jakości model ,,Adams&quot;. Kształt pudła
rezonansowego gitar Ovation opracowany został przy wykorzystaniu komputerów i
oprogramowań wykorzystywanych dotychczas w lotnictwie do obliczania zależności
aerodynamicznych. Gitary te zyskały zwolenników i wielu gitarzystów stosuje je
nie tylko do akompaniamentu, ale nagrywania na nich solowe płyty, np. John
McLaughlin. Trzeba przyznać, że inne firmy jak np. Gibson, z powodzeniem
kontynuują doskonalenie swych gitar akustycznych w bardziej tradycyjnej formie.
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;

Stick&lt;/h1&gt;
Amerykanin &lt;span class=&quot;new&quot;&gt;Emmet Chapman&lt;/span&gt; skonstruował i wprowadził do
sprzedaży w 1974 roku specjalny instrument dziesięciostrunowy o nazwie &lt;b&gt;Stick&lt;/b&gt;,
na którym gra się z dwóch stron gryfu, a obie ręce samodzielnie skracają i
pobudzają &lt;a href=&quot;http://www.eioba.pl/t/struny&quot;&gt;struny&lt;/a&gt; do drgań (technika
tapping). &lt;br /&gt;
Stick rożni się od gitary przede wszystkim brakiem klasycznego korpusu (ang.
&lt;span class=&quot;new&quot;&gt;body&lt;/span&gt;) - jak nazwa wskazuje jest to deska która zaczyna
się główką z kluczami a kończy mostkiem, pośrodku mając podstrunnicę.
Instrument ewoluował później do kilku wariantów - Grand Stick (12 strun),
StickBass (8 strun) oraz NS Stick (również 8 strun). Generalną zasadą w tym
instrumencie jest podział strun na dwie sekcje - basową i wiolinową/gitarową.
Każda z sekcji ma oddzielny zestaw &lt;span class=&quot;new&quot;&gt;pickupów&lt;/span&gt;, a co za tym
idzie oddzielną elektronikę i wyjście. Z jednego instrumentu można napędzać 2
wzmacniacze - gitarowy i basowy, przepuszczając każdą sekcję z osobna przez
zestawy efektów. Możliwe jest również zamontowanie pickupów MIDI. &lt;br /&gt;
Bodaj najsłynniejszym użytkownikiem instrumentu Chapman Stick jest &lt;span class=&quot;new&quot;&gt;Tony Levin&lt;/span&gt; - nagrywał na sticku z Peterem Gabrielem i &lt;span class=&quot;new&quot;&gt;King Crimson&lt;/span&gt; już we wczesnych latach 80-tych. Stick stanowi
bardzo ważny element jego instrumentarium w każdym projekcie w jakim bierze
udział. Inni użytkownicy to m.in &lt;span class=&quot;new&quot;&gt;Jim Lampi&lt;/span&gt;, Ron
Baggerman i inni.</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/5339841615710470100/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/07/ostatnie-opisy-ciekawych-i.html#comment-form' title='Komentarze (1)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5339841615710470100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5339841615710470100'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/07/ostatnie-opisy-ciekawych-i.html' title='Ostatnie opisy ciekawych i standardowych gitar'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-8247104368284612049</id><published>2012-04-24T08:23:00.001-07:00</published><updated>2012-04-24T08:23:29.094-07:00</updated><title type='text'>Elektryczna i elektro-akustyczna</title><content type='html'>&lt;!--[if !mso]&gt;
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&lt;br /&gt;
&lt;h1&gt;
Gitara elektryczna&lt;/h1&gt;
&lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Gitara elektryczna&lt;/span&gt;&lt;/strong&gt; &lt;em&gt;(Solid-body)&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt; &lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;
 
 
  
  
  
  
  
  
  
  
  
  
  
  
 
 
 

 
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;
 
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;Gitara elektryczna - budowa&lt;/b&gt;&lt;/div&gt;
Jest to gitara, która zamiast pudła rezonansowego posiada pełny blok
najczęściej drewniany - stąd popularna w Polsce nazwa gitary elektrycznej -
„deska&quot;. Ponieważ problem akustyczności w tym wypadku jest mało istotny,
konstrukcja gitary elektrycznej uwzględnia przede wszystkim: mocny korpus,
przykręconą do niego szyjkę, wzmocnioną prętem, a czasem i wstawkę z twardego
drewna zapobiegającą skręcaniu się. Szyjka, podobnie jak w gitarach
akustycznych, jest wąska, a gryf zaokrąglony, ale na ogół ilość &lt;span class=&quot;new&quot;&gt;progów&lt;/span&gt; jest nie mniejsza niż 22, choć zdarza się też i więcej.
Dostęp do najwyższych pozycji jest lepszy niż w gitarach
elektryczno-akustycznych, nawet tych z wycięciem. &lt;br /&gt;


&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;width: 40px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;


&lt;h1&gt;
&lt;a href=&quot;&quot; name=&quot;Korpus&quot;&gt;&lt;/a&gt;Korpus&lt;/h1&gt;
Kształt samego korpusu ma znacznie mniejsze znaczenie jeśli chodzi o barwę
dźwięku. Konstruktorzy mają tu na uwadze wygodę gry, względy estetyczne, ale
również dobre wybrzmienie czyli &lt;em&gt;sustain&lt;/em&gt; strun. Najdłużej wybrzmiewają
struny zamocowane na mostkach, które mocno łączą się z korpusem. Najlepsze tego
typu gitary to Gibsony model Les Paul. Korpusy tych gitar swoim kształtem „en
face&quot; przypominają tradycyjne gitary. &lt;br /&gt;


Najsłynniejsza gitara &quot;deska&quot; to Fender Stratocaster. Na rysunku
pokazane są wszystkie elementy tego instrumentu. Korpus wymodelowany z pełnego
drewna, gryf przykręcany do korpusu śrubami oraz mostek z systemem tremolo
skonstruowany również przez &lt;span class=&quot;new&quot;&gt;Leo Fendera&lt;/span&gt;. Umożliwiał
wibrowanie i obniżanie dźwięku pojedynczych strun i całych akordów. &lt;br /&gt;


&lt;h1&gt;
&lt;a href=&quot;&quot; name=&quot;Mostek&quot;&gt;Mostek&lt;/a&gt;&lt;/h1&gt;
&lt;h1&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/h1&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;
 
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;
 
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Mostek Floyd Rose&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Od końca lat siedemdziesiątych do
,,desek&quot; coraz częściej montuje się mostek z systemem tremolo
skonstruowany przez gitarzystę - konstruktora Floyd Rose&#39;a. Jest to mostek
swobodnie zawieszony, przystosowany do podwójnej akcji - podciągania i
opuszczania. Jest wyposażony w &lt;span class=&quot;new&quot;&gt;mikro-strojniki&lt;/span&gt;, regulację
&lt;span class=&quot;new&quot;&gt;menzury&lt;/span&gt; i mini-imadełko do zamocowania struny. Gitary z
takim mostem posiadają na siodełku gryfu blokadę strun, zwiększająca stabilność
stroju. &lt;/span&gt;&lt;br /&gt;


&lt;h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;Przetworniki&quot;&gt;Przetworniki&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;Pod
strunami gitara elektryczna ma umieszczone przeważnie trzy &lt;span class=&quot;new&quot;&gt;przetworniki&lt;/span&gt;
elektromagnetyczne na ogół z regulowana wysokością i to często na każdą strunę
z osobna. Na korpusie gitary zamocowane są &lt;span class=&quot;new&quot;&gt;potencjometry&lt;/span&gt;
siły głosu, barwy tonu, przełącznik przystawek, gniazdo wyjściowe, a czasem
dodatkowe przełączniki kilku pozycyjne, zawierające gotowe mikstury barwowe.
Nieliczne modele zawierają również urządzenia elektroniczne w rodzaju aktywnych
korektorów barwy. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;Brzmienie&quot;&gt;&lt;/a&gt;Brzmienie&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;Gitary
elektryczne charakteryzują się czystym „elektrycznym&quot; dźwiękiem, jaskrawym
w górze, głębokim w dole (oczywiście jest to uzależnione od ustawienia korekcji
wzmacniacza). Instrumenty te nie ,,sprzęgają się&quot; ze wzmacniaczem lak
łatwo, jak gitary posiadające pudło rezonansowe, przez co łatwiej dźwięk &lt;span class=&quot;new&quot;&gt;przesterować&lt;/span&gt; i grać kontrolowanym sprzężeniem zwrotnym. Dobrze
współpracują ze wzmacniaczem dużej mocy, są wygodne, trwałe i łatwe w
transporcie. Najlepiej też współpracują z różnego rodzaju przetwornikami
dźwięku jak: wahwah, fuzz, &lt;span class=&quot;new&quot;&gt;flanger&lt;/span&gt;, chorus itp. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;


&lt;h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Gitara elektryczno-akustyczna&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Gitara elektryczno-akustyczna&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt; &lt;br /&gt;
&lt;em&gt;(Electric acoustic guitar, Acoustic electric hollow-body, Acoustic electric
arch top)&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;
 
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span&gt;&lt;span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span&gt;&lt;span&gt;Jest
to &lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://www.eioba.pl/t/gitara%20akustyczna&quot;&gt;&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;gitara
akustyczna&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt; typu „gibsonka&quot;
wyposażona w przetworniki elektromagnetyczne. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;Jak
pamiętamy, już w samej budowie gitar,,orkiestrowych&quot; nie kładziono nacisku
na brzmienie głośne, ale na klarowność, wyrównany dźwięk oraz wygodę gry. W przypadku
gitary elektryczno-akustycznej płyta rezonansowa obciążona jest najczęściej
dwiema przystawkami, czterema potencjometrami, przełącznikiem przystawek,
nieraz gniazdem wyjściowym, a na dodatek elementami elektronicznymi wewnątrz
pudła rezonansowego. Osłabienie brzmienia akustycznego nie ma tu jednak takiego
znaczenia, bowiem wzmacniany elektrycznie jest jedynie dźwięk strun gitary. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;/span&gt;&lt;/span&gt;

&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;Pud.C5.82o_rezonansowe&quot;&gt;&lt;/a&gt;Pudło rezonansowe&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;Wydawałoby
się, że pudło rezonansowe jest zbędne, skoro &lt;span class=&quot;new&quot;&gt;przystawka&lt;/span&gt;
elektryczna odbiera tylko drgania strun, a rezonans płyty nie ma żadnego wpływu
na przystawki (w droższych modelach przystawki umieszczane są nawet na
specjalnych izolujących je od drgań płyty rezonansowej amortyzatorach).
Bezpośredniego wpływu drgań płyty na przystawki rzeczywiście nie ma, ale za to
jest pośredni. Inaczej drga struna mająca pod sobą pudło rezonansowe, a inaczej
gdy go nie ma. Różnica charakterystyki drgań jest wystarczająca, aby odróżnić
barwę gitary elektryczno-akustycznej od tzw. „deski&quot;, słysząc dźwięki
jedynie za pośrednictwem przystawki elektrycznej i wzmacniacza z głośnikiem. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;Trzeba
dodać, że najdroższe modele gitar jazzowych nie mają niczym obciążonej
przedniej płyty. Np. Gibson Citation ma przystawkę zamocowaną do końca gryfu, a
gniazdo i potencjometr na kołnierzu ochronnym. Wówczas zelektryfikowanie gitary
nie osłabia walorów pudła rezonansowego, a dźwięk mimo zrozumiałej przewagi
brzmienia gitary elektrycznej jest jednak bardzo „akustyczny&quot;.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;


&lt;span style=&quot;mso-bookmark: Przetworniki;&quot;&gt;&lt;/span&gt;

&lt;h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Przetworniki&lt;/span&gt;&lt;/h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Najczęściej gitara elektryczno-akustyczna
wyposażona jest w dwa &lt;span class=&quot;new&quot;&gt;przetworniki elektromagnetyczne&lt;/span&gt;
umieszczone: jeden przy podstawku o ostrym i wysokim brzmieniu oraz drugi,
umieszczony przy końcu gryfu, dający brzmienie miękkie i ciemne. Odległość
przystawek od strun na ogół jest regulowana przez podwyższanie lub obniżanie
przystawek. Niektóre firmy produkują też przystawki, które mają możliwość
regulacji odległości do każdej struny z osobna. &lt;/span&gt;&lt;br /&gt;


&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Przełącznik przystawek jest trój-pozycyjny
i umożliwia włączenie każdej przystawki osobno oraz obu naraz. Większość
gitarzystów jazzowych jednak używa tylko przystawki znajdującej się przy
gryfie, stąd popularne są również instrumenty z jedną przystawką. Z czterech
potencjometrów dwa umożliwiają płynną regulację siły głosu poszczególnych
przystawek, dwa następne to korektory regulujące barwę tonu.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;


&lt;h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;Konstrukcja&quot;&gt;&lt;/a&gt;Konstrukcja&lt;/span&gt;&lt;/h2&gt;
&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;Konstrukcja gitary elektryczno-akustycznej
w porównaniu z gitarą akustyczną typu orkiestrowego w jeszcze większym stopniu
jest wygodniejsza do gry, precyzji strojenia itp. Progi, pozbawione ostrych
krawędzi, są nieraz poszerzone do 3 mm, a ich ilość zwiększona do 20 lub 22. Z
reguły oprócz wysunięcia gryfu co najmniej do XIV pozycji, stosuje się wycięcie
pudła rezonansowego pod gryfem, co razem znakomicie ułatwia praktyczne
rozszerzenie skali gitary w górę. Zaokrąglony gryf, węższa szyjka ułatwia pracę
lewej ręki i stwarza większe możliwości techniczne. Wewnątrz szyjki instrumentu
umieszcza się zazwyczaj stalowy pręt, który za pomocą specjalnej nakrętki można
skracać lub wydłużać, przez co w mniejszym lub większym stopniu przeciwdziała
się wyboczeniom szyjki spowodowanym siłą naciągu strun.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;


&lt;span style=&quot;mso-bookmark: Mostek;&quot;&gt;&lt;/span&gt;

&lt;h2&gt;
Mostek&lt;/h2&gt;
Mostek, którego wysokość jest regulowana, zazwyczaj ma ruchome, niezależne
na każdą strunę klocki, suwające się wzdłuż strun w granicach 5-10 mm.
Regulując je za pomocą specjalnych śrubek, możemy ustawić mcnzurę każdej struny
osobno, tak aby dźwięki były czyste we wszystkich pozycjach. Warto jednak
wiedzieć, że mostki takie powodują osłabienie rezonansu przedniej płyty. &lt;br /&gt;


Niekiedy do strunnika przymocowuje się specjalne mikrostrojniki (większe od
skrzypcowych, ale mniejsze od wiolonczelowych), umożliwiające precyzyjniejsze
nastrojenie instrumentu niż za pomocą maszynek znajdujących się na główce
gitary.&lt;br /&gt;
&lt;br /&gt;


&lt;h2&gt;
&lt;a href=&quot;&quot; name=&quot;Barwa_d.C5.BAwi.C4.99ku&quot;&gt;&lt;/a&gt;Barwa dźwięku&lt;/h2&gt;
Gitary elektryczno-akustyczne mają bardzo wyrównany i „okrągły&quot; dźwięk,
najwłaściwszy moim zdaniem dla muzyki jazzowej, selektywny ton w dole,
wyrazistą średnicę oraz śpiewną górę. Cechy te sprawiły, że prawie wszyscy
wybitni gitarzyści grający główny nurt jazzu, używają gitar
elektryczno-akustycznych. Często są to instrumenty firmy Gibson, odznaczające
się bardzo wysoką jakością.&lt;br /&gt;
&lt;br /&gt;


&lt;h2&gt;
&lt;a href=&quot;&quot; name=&quot;P.C3.B3.C5.82pud.C5.82o&quot;&gt;&lt;/a&gt;Pół-pudło&lt;/h2&gt;
Do gitar elektryczno-akustycznych trzeba zaliczyć również gitary elektryczne
posiadające tzw. ,,półpudło&quot;, tj. pudło rezonansowe, którego boczki są o
potowe niższe od normalnej wysokości (Semi-hollow body). Pudło rezonansowe
zwężone do 4-5 cm ma minimalne znaczenie w sensie wzbogacenia barwy gitary
elektrycznej, tym bardziej, że często stosuje się wzmocnienia płyty wierzchniej
grubymi, drewnianymi blokami. Wielu gitarzystów jednak grywa na tego typu
gitarach, a jednym z powodów jest dość duża uniwersalność tych instrumentów.
Półpudło jest to forma przejściowa do następnego typu gitary - gitary
elektrycznej. &lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/8247104368284612049/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/04/elektryczna-i-elektro-akustyczna.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/8247104368284612049'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/8247104368284612049'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/04/elektryczna-i-elektro-akustyczna.html' title='Elektryczna i elektro-akustyczna'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-7221920681313475859</id><published>2012-03-25T05:42:00.000-07:00</published><updated>2012-03-25T05:42:22.065-07:00</updated><title type='text'>Kolejne ciekawe rodzaje gitar:</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;h1&gt;Gitara Dobro&lt;/h1&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt; Gitara hawajska istniała już wtedy, gdy nie było jeszcze gitar elektrycznych. Ponieważ gitara akustyczna traktowana na sposób hawajski miała zbyt małą nośność dźwięku, stworzona została około 1924 roku przez braci Doperów tzw. gitara rezofoniczna, tj. gitara, której dźwięk nie jest wzmacniany przez pudło rezonansowe, lecz przez specjalne aluminiowe membrany (rezonatory), działając na zasadzie głośnika radiowego, ale pobudzane mechanicznie. To rozwiązanie stopniowo udoskonalane stworzyło &lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;gitarę Dobro&lt;/span&gt;&lt;/strong&gt;. Kształtem przypomina ona gitarę orkiestrową. Używana jest do wykonywania ludowego bluesa, country, a także do grania techniką „slide&quot;.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;h1&gt;Gitara dwunastostrunowa&lt;/h1&gt;&lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Gitara dwunastostrunowa&lt;/span&gt;&lt;/strong&gt; posiada podwójny naciąg strun, które tak jak w mandolinie połączone są w pary. Cztery dolne struny są zdwojone w oktawie, a dwie górne w &lt;span class=&quot;new&quot;&gt;unisonie&lt;/span&gt;. Strój instrumentu w zasadzie jest taki sam jak w gitarze sześciostrunowej, z tym że czasami ze względu na zwiększoną siłę naciągu stosuje się obniżenie stroju o cały ton. Z uwagi na liczbę strun, szyjka z gryfem jest nieco szersza. Na powiększonej główce znajduje się oczywiście dwanaście maszynek. Strunnik i mostek są mocniejsze, a konstrukcja pudła rezonansowego uwzględnia większy naciąg strun. &lt;br /&gt;
Gitary dwunastostrunowe bywają akustyczne, akustyczno-elektryczne oraz elektryczne. Największym powodzeniem cieszą dwie pierwsze odmiany. Mają one bogatszy od gitar sześciostrunowych ton i świetnie nadają się do akompaniowania w zespołach typu country. W jazzie nie mają tak szerokiego zastosowania ze względu na niekontrolowane zdwojenia w akordach i konieczności przechodzenia oktawy w unison, ale właśnie z tego powodu granic na gitarze 12-strunowej wywołuje odmienne skojarzenia harmoniczne, co może być przydatne np. przy komponowaniu. Jednym z nielicznych gitarzystów jazzowych grających na dwunastostrunowej gitarze jest &lt;span class=&quot;new&quot;&gt;Ralph Towner&lt;/span&gt;. Znajduje się on jednak poza głównym nurtem jazzu.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;Gitara dwugryfowa&lt;/h1&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&lt;strong&gt;&lt;span&gt;Gitara dwugryfowa&lt;/span&gt;&lt;/strong&gt; - jest instrumentem, w którym jest wykorzystywany system dwunastostrunowy. Są to instrumenty, do których korpusu („deski&quot;) dołączono obok siebie dwie szyjki z gryfami. Z reguły jedna z nich jest dwunastostrunowa, druga sześciostrunowa. Są to gitary elektryczne, a stosuje się je wtedy, gdy gitarzysta musi często zmieniać instrument na estradzie. Na takiej gitarze grał m.in. John McLaughlin oraz &lt;span class=&quot;new&quot;&gt;Seweryn Krajewski&lt;/span&gt;. &lt;br /&gt;
Gitarę dwugryfową można wykorzystywać także jako instrument służący do grania specjalną techniką gitarową: tappingiem oburęcznym (zob. technika tapping). Gitarzysta może wtedy wykorzystać w czasie gry oba gryfy jednocześnie. W ten sposób gra m. in Adam Fulara.&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
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&lt;/style&gt; &lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/7221920681313475859/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/03/kolejne-ciekawe-rodzaje-gitar.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/7221920681313475859'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/7221920681313475859'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/03/kolejne-ciekawe-rodzaje-gitar.html' title='Kolejne ciekawe rodzaje gitar:'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-4460818802720200637</id><published>2012-03-03T04:28:00.000-08:00</published><updated>2012-03-03T04:28:50.955-08:00</updated><title type='text'>Dziś o &quot;Jumbo&quot; i gitarze basowej</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
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 mso-fareast-theme-font:minor-fareast;
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 mso-bidi-font-family:&quot;Times New Roman&quot;;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;span style=&quot;font-size: x-large;&quot;&gt;Gitara Jumbo &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Gitary oznaczone w katalogach pod „Flattop&quot;, „Jumbo&quot;, „Folk&quot; - posiadają większe od gitar klasycznych pudła rezonansowe, co w połączeniu z metalowymi strunami daje głośne, głębokie i jednocześnie szkliste brzmienie. W gitarze klasycznej szerszy gryf, a co za tym idzie, większe odstępy pomiędzy strunami konieczne są, aby grając na jednej strunie, nic tłumić sąsiedniej palcami lewej ręki. W jazzie ma to mniejsze znaczenie, natomiast ważniejsza jest wygoda w palcowaniu i stosowaniu różnych chwytów. Grając piórkiem, tłumi się niekiedy celowo palcami lewej ręki sąsiednie struny. Szyjka z gryfem jest więc nieco węższa. Posiada wewnątrz wzmocnienie, zapobiegające odkształceniom jej przez siłę naciągu metalowych strun. Gryf z niższymi progami jest lekko zaokrąglony, co daje lepsze dopasowanie do dłoni szczególnie przy chwytach barre. Na ogół jest też wysunięty o dwie, trzy pozycje, co zwiększa praktycznie skalę instrumentu.&lt;br /&gt;
&lt;br /&gt;
Płyta rezonansowa chroniona jest przed ewentualnymi uszkodzeniami spowodowanymi kostką specjalnym kołnierzem znajdującym się pod otworem rezonansowym. W przypadku używania instrumentu przez muzyka profesjonalnego powinno mieć to znaczenie tylko ozdobne. Strunnik zazwyczaj szerszy, przyklejony większą powierzchnią do płyty rezonansowej, stanowi całość z mostkiem.&lt;br /&gt;
&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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ymQyjUZjt9uNRiM5s7Kykiafary2tra2trampsZisTQ1NbW0tJCWjUYjFTs1cElJCSW6z+dzOBzUGnV1dWaz2WQyUf2Wlpaq1Wq9Xu9wOEwmU3Z2dlZWVnFxMSm3s7PTarXm5+dXVFSoVKrc3Ny4uLjvf//7IhtsvlM336Cba8J/53H97z42R8WWOPnkK39XXP0fXcx/4IHCW2666ab9+/f/+te//q2AXFxcTEtLGxwcpDoFQBsdHe3p6RkbGwPZm5ubGxsbGx0djUQiq6uroIWhUGhoaGhwcHB8fJxGkZ4wFAr19/f7fD6qvvb2dnJROBweHh7u6OgYHBwEwOzp6enu7uaxTQarq6uz2WwtLS00b/X19Y2NjWROUlNjY2NHRwcVrMfj6evr6+7upoFsaWmhOu3o6Ojs7CTTkvSoS1tbW4n5hoaGjo4Or9fb1dXV19fX3t7OewOBwPDwcDAY9Hq99fX1TU1N1KXj4+NOpzMmJqaqqioQCLS3t3d2dvLg8Pl8PJ56enp4Lvj9fr/f39nZ2dPTQ7Mtk8liY2PpoumNq6urjUYjHa/ZbNZqtdzTWq3Wbrc7HA6dTqfVas1mc2VlpVwuNxgMTqezrq7OaDQqlUpaSrPZXFRUlJ6eXlFRUVdXp9frTSaTTqczmUw8ZaqqqtRqdU1NDS10dXV1bW0tebWmpoZ0R36TyWRqtbq2ttbpdA4NDTkcjrKysoqKCoPBYDabaS+LioqUSmVFRYVCoSgpKeHkNJ/V1dU6na6lpcVisRQVFVVVVRUVFV2+fDk2NnbPnj1f+cpXtkTI77lN/2Mh8V9+/K5o3/IyEee/K+y3feKX4gseUtdff/3Pf/7zrT3k7Oxsbm5uMBgEhQcpBncBGgZ5p0wF3g2FQiMjIwMDA/SB09PTADyhUAh03u/39/b2dnR09Pb2BoPB/v5+r9fb19c3NjYWDAZHRkYikQg1Ks1eR0cHQEt9fb3dbm9sbAR0aWtr4xYn67a0tHR3d9O1+v1+Ao8Ckh6SfAWwRHonDul4xesdDgfYDOHt8Xjcbjfh6vV6KTi9Xi8B2dfXNzMz43K5Ll26VFNT09fXx6OhoaHB7XaDWg0NDQEXcQwMDABoBYPBSCQil8s/+ugjeu/u7m63211fX2+1Wo1Go1arFf81mUxlZWUmk6m2trakpIQOTaPRlJSUkFSrqqpIp0qlUiqVZmdnq1Qqq9VKbJSUlCiVypKSErPZzG9E+FVXV9fU1NhstqamJsrXmpoaApgUTSRXVVVpNBqtVjswMOD1ehUKBci5Xq9XKBTp6elFRUUmk4lmNSsrKy8vTwSqTqfTaDT0qyqVymg0lpaWXr58+ciRI7t37/6Lv/gLcZdf9wl0RNzQm3/+n4+oLYH9u+L8vyf+t3yE+PbGG2985ZVXtvaQkUjk8uXLg4OD6+vrcE2hUKivr4/yNRwOj4+Pw+wBzwwMDPT19Y2Pj8/OzhJgtHA9PT2wbaFQyOfzUXNCr9EQDg4Ojo2NQcqBynZ3d4siFpBTwCRArH19fcPDw/39/QCt5MZwOAyQC0rB5w4MDFCFcmbSFCVoIBDw+/0DAwM+n49K0u/3Nzc3U6HR/hFILS0tTU1NfGuz2VwuF9l1eHjYYrGkpaXZ7Xan09nR0eHz+ZqamkCAOTnZvq2tzePxUDmTpYPBoFarzcvLE5WC0+l0Op3Nzc12ux1Ex2Aw2O128mFJSYlCoTCbzTybrFarUqksKyuj+DSZTJSjpErCjwRFpJlMJqvVSvLUarUCCiaPWSwWGkXgnKKiIgpj3kLqo9Km9K2srNTpdAqFQi6XFxQUlJWV6XQ6uVyek5MDxqPRaPLy8jIzM7VaLWh5cXGxUqksLCyUyWSJiYkffPDBjh07vvCFL1x//fU33HDDtmvJR9ydN9544x8ayvqfPK677rrt27fzy/7+Y/v27a+99trWDDk3N5eZmRkOh5eXl8Ph8OjoKEEyOjo6PT1No8jXU1NT/f39tGHwyIODg93d3eTDwcHBoaGh4eHhgYEBonRgYIB0GgqFKIMhS2jefD4fEEtLSwsQAkmGMCMggVvb2toAZlwuV3d3d19fH8FAchsZGRkcHOzs7GxsbOSOp/ql7BSwLQmZEOrt7aV6BCxtaGiguqa+5aB0BLmZnZ212+0nTpxwu92UuN3d3YQlkU8v6nQ6GxoampqaGhoabDZbR0cH0E5VVVVSUlJjYyNPnNbWVtCa6upqkYX0en15eXlVVZVWqyUXWSwW0BS5XC6Xy2kFVSpVcnJyYWEh6VSpVFLZVlVVQZZUVlZy8pKSkvLycgBSpVIJWOpyuXhjcXGxSqWifKVHNRgMFRUVSqWyu7s7GAxaLJaKigpKU4vFYjKZioqKRNpUq9VcLd2vXC4vLi52uVy1tbUymSwnJ6ewsJC35+bmHjhw4Nvf/vbnPve5LXetSI//f0XGf+8Bq0E5evPNN990003/ZuK98cYbX3vtNaEN+N/CgPT0dHLX8PDwzMzM+vr6+vo6HAPAzMTERCQSGRkZAa0hPVJ2EopEI2UtjCVpltw1NTW1sbGBggTUZ2RkJBAIgAnZbDaPxxMIBFpaWmpra+EMGhsbW1pa2tvbwQbhKmgR6TkbGxvb2tooUFtaWshdhBzlGQFAIm1ubiY8ent7+a/X6wXk6Ozs5DxgSx6PBy0E+dPv93u93unpabfbferUKa/Xy096e3uBmqiN+/r6PB6P0+mk2Ca1cs7Ozs7CwsJz584BBTU2NjY1NRF4dHHgpUqlsrS01G630++Zzea6ujqHw1FTU5Oenp6Xl0eVq9VqpVJpeXl5bW0tZarAZsBOKyoqSK1qtZoCuLy8XKFQ6PV6q9XqcrlqamooQdVqtcfjcTgcGo1Go9GQJ0WTrNfrUXpoNBoyIfFPU2q1WmEgJRJJXV0dyJPJZFIqldnZ2bxSJpOpVCqFQnHs2LEnnnjiz//8zz95B3PL/gdAnT/AQxSi119//U033SSgrN9zEJBbQZ3Z2VmEAcjQ0LWRDOE20I6FQiEwDxRSgDoDAwNo6EBTkaRNTEwgTxMBKcQAQCY0n7RnVI80h5SRLpcLyATUpL6+niAhIMml/FNTU5Pb7W5rayPtIDMi/5BayXg0VLyL/NzZ2enxeKqrq91uN30s0cVpKTtNJpPH4/H7/W63OxgM1tTUxMfHI1dqb2/v6+ujQ+aX8vv9JG2/3+90OkFoBVRbWFh46tQpUJ/W1tbGxka0BxAJaBv0ej3cPeRkdXV1fX09XVlaWlpGRgaQKUlVo9EYjUaZTFZQUKDVaquqqvgng8HAU8ZqtarValAZrVZbW1vrcDioQukepVIpIaTX63U6HeFnNputVmtHRwfBBr9SWVmpUCjUarVIp1VVVS6XS6fTpaSkZGVl2Ww2u91ODi8vLy8uLgZAzsjIKCoq0mg0mZmZ0dHRDzzwwC233PLJpnHbH2PV+u98xHx6QE5NTV28eNHn86HEW15eRtBIokPuODU1RS06NTW1vr5O/RkKhcbGxlAMQpePjo7yXqKxv79/ZmYG2SepKRgMwluOjIx0dHT09/f39/dTkRIwIJ9wIfSEBBX/5WHs8/noFTs7Oy0WC9QCiY6IcjqdVNFtbW2EK/FD2APtUOJSdnZ1dZF7u7q6IO4aGxs9Hk9PTw9EZU9PT2lp6ZkzZ5qbm7lCn8/n8/lCodD4+HgoFOIp0N7ePjg42NbWBoiCoGdqaspisZw9e5aP83q9DofD7XY3NzfTExqNRr1eX1dXZ7FYysvL+aKqqoqa1m63SySSzMxMk8lUXV1dV1eHiAcKpKKiora2lkgzGo0Wi4XaQa/XFxYWwoJoNBpK5crKyuLiYr1eD9ij0WgUCoVUKkX9o9PpIEUbGxvLy8vlcjmfUllZScxD2KhUKnhI9JKIdbRabWlpaWNjo0ajUSqVqCZTUlKkUqnBYCD/bxbubMmNf2QZUgCt/+Zbbrjhhp///OdbA3J5eTklJSUUCq2trSGUi0Qik5OTpD5iDyk2MmISKVTHyMgIrwwEAr29vWNjY7Ozs2SM7u7uwcFB2EsUORSrdI8EDGlWBBhICZmkqakJShCpABArKQsQSGgJUAv19PSITEvnBnILM4FMl8JVECHgLmgPqFopRx0OB7m3paWFF/f09Oh0uhMnTiDla2lpAW0aHBzs7+9H8dvY2MhnEZB2u51Ocnx8vLKy8vLlyyRej8eD1Ib722q1Ik8DYVar1ZWVlRaLhQoTMjAzMzM9PZ2SlbxKNtNoNACkSOcQ3ADhqtXq/Px8Yg/gB0EiwUxAgpGiqiMnE8BU2gaDQalU0tmWlpbyLjJkSUkJTaPNZjMajVKpNDc3t6SkpK2traqqCvVfUVGRVCpVKpVKpRLd8pkzZ+69997Pf/7zm+/d7du3/3Hkxut+x/FvvuunP/3pVlAnHA5funQpEAgIdZsYvEBBD6Kzuro6OTlJ5SnGL4LBINgp0jnkOKRB+klSKzgtoxsUh2AzxD/pFKVBa2sr/9TR0QFzQOYkMOhUg8Fga2srfdrg4KAAfuES4UgAn0iAnIrClb6U4HG5XPAWBKfL5eIpQLg2NTWBi3Z0dAwNDTU0NKSlpaGkRRJAkPMIQHsEEdLQ0OByucB+3G63z+fLzc2lKUBX1NHR4XQ6q6urKTXr6+tNJlN9fb3D4QDdAXcFH3K73Tk5Obm5uah8rFYr3AMSNpAVggcIx+FwOJ1Os9mMcMfpdEJOIhWm2Uadp1KptFotUlgK17KyMpVKxWMIvLeqqgpVEEypTCZTKBQ6na6oqCgvLw9wKD8/v6ioSK/XNzU16fX6vLw80eVaLBaJRBIfHx8bG4tq//vf/z7ojsD9/zgC8j92fHpAzs/Pp6enDw0NkRuZhyIBEocMxUA29vf3U8QydULgiXEekieFK6oamlLGl5aWlpDyRCIR/ikcDsOhA+QODw/DIvT29vb19U1MTExOTkIn0J0iRUCk6nQ6Aei7urogOQFdRVoj65I8ScKCu0c8gLSAaKRC7uzsJIahVXp6egYGBsbHx1dWVrxeb3FxscfjCQaD8/Pz9MbgybCyqFhFlwu66/P5ent7i4qKMjMzJyYmOjs70RW5XC5i2+Fw2O12EldNTQ0ojk6ns1gsLpfLbrf7/f6amprS0lK32221WgFywYTNZjOKU8Ce8vLympoalHQ2mw1VjcVisdvtbrcbUQFvAZglYIBJCWxYSiR78BaoBYBtjUZjXl6eQqEQ1bVUKpXJZNAwarW6sbHR7XZrNBq1Wg0baTKZsrKyLl++nJ6enpmZmZubu2/fvr/8y7/ctklTtu2/jnv8DI9Pvf7f80sJzcDPfvazrSjrxsZGaWlpKBRioIuWjzoQlfn6+rqIvdnZWSYGGQJkkI+5O8YO5+bmVldXqVQRms/NzX388cerq6tjY2PoBDg/PSrSGfQufX196Ly5xScmJqgAg8EgAdzf39/b24suB3gGcrKzs5O3d3Z2QiQiAEK8Sl06NDREIY2y3O/30weKBhJhAPk5HA739fUBYqFYam1tzcvLczgctMqE38DAANgyoKsIdVpf2ubBwcHi4uKkpKSBgQHoR9pXClqydHV1NZBpfX19c3MzUC1tW3d3d2VlpUqlIvBcLpfFYgFGNhgMpFYKS8SxlZWVzc3NDQ0NYKTo1AGHDAaDTqfjNWq12mQykXINBkN1dTXPuJqaGngg5K9Q/CaTiVBHSGC4dlRWVgIvmc3mkpISCFiqX7VazRRIVlaWVCotLi5WKBR5eXnHjh377ne/CwJ544033njjjf+3h+J/5rj++utfeOGFrQG5vLwskUj6+vpWVlY2Njbm5uYAXQBLmfgcHR0dGBhgbHd1dZVvSarMWU5MTECcLC4urqysEIr8kDp2cHAwGAySoILBIDfr8PAwSQ+JuZDLiJdRr9J8wi729va2t7cDrrjd7qamJmgMIcphRINUjFyhs7MTOQEtn9frbWtr8/v9hCL8CmAPqG9nZ2coFGIALRgMtre3j42NuTkcPCEAACAASURBVFyu8+fP19bWEqj0nEgOeBfwaUtLC+2uIFQCgYBKpUpMTGxtbaV1pLJ1u93gIqCsIKKI1xobG+12u91u59lRWFgol8upt5uamqqrqxHWaLVaMdKFkKC6urq6upqAZAAVuZzD4UCADixEDCMPIo/RVVK+IscX4crgK7ATfS+RSV3Nf9G4U7AAUxH5SqVSpVKhtsvIyMjMzExNTT158uTtt9+OSvuPifb4DxzXXXfdj370o60l6/Lycl5e3uDgIOPMExMTPT09Q0NDwKdTU1NiJB/HgMnJSe5XMB4xy0+GBPUhxpi8HhgYEGIDwi8YDHL3w44Q2y0tLW63G0EPBefg4CB4DPmK+Skke52dnUxyDA0NjY2NcU5IfziJoaEhJOZoZWj5+DntJQdsYSAQ4EMR8dCyIo1AfjA7O1tfX3/ixIm6ujpEOa2trdA5bW1tqIUIUT4C4Ke/v9/v9w8ODhoMhtTUVPIwQ5v19fUoPzUaDfJdeAvEAFarFSSWZ5BCoVAqldTVTU1NNpuNJhDpOdVjRUUFMgar1ep2u+12e0lJCaQuQYugR2joSJhEmtVqZZgDlgJ6CQU5OBAIkNlsdjqdjJUCvUI8SiQSuk2fz+d2u7VaLRmbi9Tr9QaDoaioKC4uLjk5GUzorbfe+spXvsJNef311/+PzZOfHpBra2tKpRIzi+npaQQA0I/APJFIZHFx8cqVK2hc4UI2NjaWlpbgFZmKwrcClfnw8PDk5OTHH3+8vLzc0dERDoeZcib7oRQdHx9nFEuoc3p7eyORSF9fH8z72NgYndjw8DDACZ0tdSbjHZOTk+Pj4yRJ4kqMhnR1ddHxhsNhUa/CiPr9/ra2NiKTjhFMyOv1gi2B9HR3dzc2Nvr9/pWVlZaWlsTExLa2NgrU/v7+iYmJkZERsF94FDpGLBfgPCmAi4qKYmNjhWqXkOvo6Ghra3NdO5iEpN4zm80oez0ej8/nM5lMBoOBKAKMRTrjdDqbmppAXxm8amtrs9lstHwQ/bxAMCi8nfkvGBSEOIyAUX8yC4pgnfdSypJsIVeMRqOYaUbrV11dTc1C6qYwLi8v12q1SHaAW+VyeW5u7vHjxx988MHPf/7zQt3yWYfGZ3N8ekAuLCxIpVKawEgksrS0hECcmlPYk4CRMhRCr4jahrlkJiER9JAzI5EIstVAICCwokAgQBOFigBdHoQHdzmau+7ubjIw0TI4OMgMFzUkxCN1L1UoGlfKY7RsJECmmRmJQocwNjY2ODjY0dFBF8pECA8ISAtAKaQ8iHuGhobW1tba29slEgkidSFL4vlCEDLgwuAlolawpf7+/uzs7JMnTyI2am9vB63ha3Kpw+Ewm80Q8aQy9K4U5Ijm3G43ua6uro4qFHeChoYGxA8mk0mYpzC8j7bBbrfTBIIGUXNWV1dzGTqdjtAihLRaLQiQkOBBTorBFMa40JTTT1LBVlZWMgzQ1tbGILVGoykuLs7Nzc3JyWEERKPRZGdnp6amxsTEnDlzZteuXbfeeuu2z3RQ+LM6RK3+KQE5OzsbHx9PtllaWlpdXQXPRIVD2RmJREAUaSMZpCIRwY5MTk4ydI89ES9AZTo7O7u4uIiNUigUwklgYmKCbhCxHmcDpQTw5OO4I5mT4BoYaCIJi2AQ5AeUoMifJEZKSoahGA2jg2VymuTM1D/wL5wqGRvyZn5+3uFwpKWlUTgwbCXGPsF4YF+tViuaPgb5kTGkp6d/+OGH6GPpM0Ge6uvrmS8jAEhiJDebzSaaW3o8Uiu9JTgNXR8GIk1NTQqFIiUlRalUIm3TarVgQk6ns7KyEhSX4S+iiyTJJCSfyGVwPURsdXU1pEhlZSViV2FQotVqDQYDYygo3Y1Go8PhAE8qKChAk1BUVFRcXCykC7guFRQUaDSa9PT0O+64Y/MN+j/n2ByQGxsbWzNkTEzMwMAAgOrc3BxlG4UrNSGJaGhoCEYRKpJjYmJCSF6npqYgSDY7enASils6OgajaOdInoA6bW1tBCTj/EhtBgcHcZojlfFG6lhqTgIyFAoReHSkRJ3o4rhmgGKRnCl9QXd6enp4mmDkwcsgNqBkjEbjhQsXeACh9gTRgfPE4gD2khOSITH1KCkpuXz5siAqkbO2tbURWgQJnSF6WiRsZMjOzk7uZtwx4Dl5PeRhbW2tqD8NBgOgaHV1tVartdlsXIPNZuOHPBHa29vr6+vJk5WVldhwNDQ0UCf7fD48QeA8GWWGNaXhRLCOiEelUqlUKrlcLpPJsB1gwDI3NxdTApQ6Go2moKAA4jQnJycvL6+8vDw1NfW111771re+dfPNN/9PC0hxPP/881sdA5aWlhITE7HMAS8dHR2FNpycnOSOFLaCYDbc09Ae5IeBgQGs/sB18O9YWFiIRCKEKzgnbSQHnAq1LrGHjhRhKmxkb28veCm3O+k0GAzyNYFKcoZOJHrJt0Csfr9/fHx8amqK0BXadxrU/v5+dPDDw8MibRLShCtK16Ghoerq6kuXLtHTEoEAVNS94gr9fv/IyAgVOL/XwMBAVVWVVCpFg+71eoE6wYTp0Oj0bDYbuDEiAQQ9TU1NEH3APB6Ph0qytrYWQLWxsZFSFgaFiX6iV6fTId9zu90gNFicNDc3Iwaqra11uVxMbAt1EYW3Xq8nCIURgdFoFDIG7MWAgsBmKyoqYEohV8B1AJbMZnNWVlZycjJZVKFQQIfEx8enpKTEx8fffvvtn3VcfGbHnj17PmUe8sKFC0xUkdkmJiZwoKPmHBwcnJycxJoSXQ4uVcCbjCNiiiXYRVxA5+fn0bjCK87OzobDYaF9oRSMRCJCCQCVT2iBFWF15ff7EZeiVgNHJVWCOaENYCCYYpXzMMcMmenxeKhLIWBIYsFgENyYRpT7Fe0rTwd4xUgkYrfbExMT29vbkdHTwXJt2O3x5CJhIvqjDw8EAkhDMeNqb29nwoNCgJkyVEQCYgUORcHX1tam1+tRbFOvEgk4AwBEwVsiRtfr9VVVVSBAlJdoAEB04F2am5uFtYfFYgHuQoJXVVUFUWS1WpnAMplMqIIQ2dFV0naiwiUmAXVcLpdGo0Hgbjaby8vLjUajSqUqKCiQyWQoDZD1JSYmxsbGFhcXa7Xa559//ktf+pJIksK3ZsvgMhOVfxyQrPgVdu3atbKy8lsBOTY2dvbsWdB/JhgpU8fGxhhEpuxEJ4BeHBcPwgwKBJSVYo+BD4HBMHFPNJK4/H4/3Rrf4vqBKQH3N9S8yDAEYWdnJ9yGx+PB8E4gOgCM3En19fX8LjxcwFfwlWxoaCBoKWWJeWpUwo+hLTTuCG4oTfHFkslk/f39mBRDRaJJANEZGhqiPsSozuv1gtP6fD65XC6VSmdmZiBsQGKgSbq6ulwuFx0jaApabSpDh8PR19dntVr1ej36Xrvdzn2v0+kYaybjga9SZNbV1SEb4IOoimloHQ4HJStkLJMlIDHY2FmtVgZcyGx6vR6NIR68QiSg1+tVKlVhYSFMY3FxcVVVFcNcxcXFSHP1en1ubi66VpVKxQBXZmZmVlaWTCaTSqVMOUul0iNHjjz77LO33XbbDTfccNNNN23fvn3btWjcYir1qcMi/zce4vp37979KRkyJiaG2b+RkZGFhQUhTxkbG8OteWJiArcrdOf0UZAK3KAiOUQikYWFBSQBQJpjY2NwmEjJgDrBYAAhmWDGz442EtaEmx5khZMz0+T1evGKRrWDwwCDI16vl2qQNtLn8yEoJ4fgmkN2xZZ7fHwc4AelAfJ0j8cDD4FNFsW5x+ORSCRkdUFakktpTQcGBmAyqKgR8RH/3M3oBJGkwpcyXwLX53K5cEUgqxCuhA1SGPQGFouFErSuro4CkqLX4/EwiIxrltPpZJSRWTACz2Kx8EpYGa6WAykPfSYKe4rVyspKOEzkchUVFfScGO2oVCpKUwSuVNSUuERscXExpAjzIqWlpWlpaYhgUfDl5OSkpqbi8vruu+/+/d//vRCdE4qf6u7xRxCQ4ti9e/fa2trW8av4+Pju7m6mOsLhMMAmZMb6+jqQzOjo6MLCAokOsBSTAVz9iZapqSmSJ0AooI5Q7QAChcNhGBRgFdKsuKER64yMjMA9wlVwcnIakyJUg8D93PTYEYA3IrWDXYQ4QUhArYuQnf6T5wiAEwOZ3KnkN+K/o6NjYWGhtrb2woUL0C1EL/mwo6MDMTooMX86oTfgWUPZBlPi9/sJdUh/KgJwVyIHCEcMpjidztLSUq1Wi2iJqXyIRCgQ+AwMEDCJhAhhbJIhj/r6egSrqAJQqwLw8IzA+4NaFKALJFar1crlcoVCASWz2QeEjMfXTFdbLJaGhgaGQiBFUAiVlpaWlJSAuOKUJZfLyZk5OTlJSUlFRUVGozE7O/tHP/rRN77xDZhJEXUi9rZv3/7HUa9uPvbs2bM1ICORSHJyshCXg4iwIIHFGMCMwDwowgXws7i4SC5i8Gp9fX1hYUFMRa2uri4uLjL6iEEWsc2nEHXUnEiuQXRIYiQHgBP6PfgSAg/iQcQq/AfwJkUjjaKQAaFiw3kAl2cuGzsclAOMa4En8elks+7u7pmZGZPJdPHiRVrTjo4OBlxoMru6utDQoxlgEIwsTY9dWloqk8movX0+X0NDA8lTBDAiQbPZ7HK5yEhgnvj3YMFI7UCq57/0gYwyg8qCnQKZYodTVVVF6KL5xtEPSgZ0l+5amO4Ifh9Fjk6nKy0tZYrSbDYL5TqILvaQsP+oapliobEku9psNpDVgoICkr9cLs/IyKCfLC0tlUqlaWlpDMR89NFHb7311r333vuFL3yB+3Vz1bpZjP5ZxtB/6fEpJevc3FxWVhZYDl7j4+Pj0IbkrlAoxHYUKLjR0VEkdeCZECQzMzMschGUBs0n5GFnZyekAkUpCY2bmERHRCE6BQfiRkenhvpcOIOIiUrgU/wmu7q6CHL4BmKVi0HpJoIWZAhghop6dHS0s7OTMpXRE259ekg4xtra2sTERBBXmBust8iNVPIQM/iSAFBBVyqVyqysLGw+sKsUG1PIjTwLLBYLjAhYDkArLqmVlZXMsiDE4TUkOlQ7er2eWU0gXHYi0ASaTCbQoOrqapvNxrNGeA5xKtSnNTU15EyGtoh24hDfSlxhsajEfL2srKywsBAAlsEudHxcGOofjUYDL4KeDncPbEHQ5WZmZsbExKSlpclkspSUlOjo6EceeURYfgg4R3z72YXPf/2xa9eu5eXl3wrI1dXVrKwsqspwOLy0tIR+Vbitjo2NiWxJzSmkAsLUHH867DmQmJPKiMyRkRGEr4hysHIl8kliuNpxmwpaAuwELAfTEGpLSD/IGPhJOj1ew7AFwytCKiTCVUw2I3LgmUJPSH5mLgR1AYU3W5za2tqgLtbW1sCKKaFnZmb4BXnuIF1C1cA0SSQSgQQPBAJw/UBfILTCKIjRR8gJKmcSoNvthvQjnYLNgMoSnGRLs9mMH3RdXR1dIk7nMJACCrJarUyEEpaUvrgBid0kQNNClwNKxKAWiA5RyguIf2apaWjhHrkqRDykX7VaTTNJ8qSsBdfFuEAmkzH6nJKSEhUVtXfv3m9961u33nor6fFzn/ucMK37Y4rJZ599dnFxcau4PD4+PhgMspRLOHRMTEywRgsoFdpwdXWV+Ua4RLH/TBi3Tk5OMpDFu2ZmZlhMwF07Ojq6srLCUDJoCuPLoVCIKhQ5KyvfxLwVJApVIsoE1sttpv6IPZ/PB7cRCoXQmpKm/H4/wytIcyAJISdFYyn8Y7FpZtyEfAioo1arhQkt1x+JRJDjk8kZEwH+JZN3dHRMTEyo1eqLFy9SNvM8ImKFHQHeXC0tLSA0dI9AnZ2dnbSgeGQRb0DTjFmjRsBOGgKTDyJa6EJZ3YFujjFuIrm2tpY+sKmpCfsci8UiFiLgYYcOjnwIWSpMPVAa2Gw2GH88AVEpkKIZtsSFvaSkhD0iarWa/CmIEKprpqXLysqkUmlmZmZsbOypU6deeOGFv/mbv9m2KQ7/aEwGOJ555pn5+fnfCsj5+flz586NjIz8+te/xpeV3MgmwKWlJUo71gGIeQ4yKq8ny8Hak0ipLYWhDlsDoCLX1tZEMcz8h3B2pQpl4wCdFYNgoWsHJ2H1IqFIE4jeTdhw0MvV19fHx8fn5+f39PQgKEeRw68Dp8JME0pX8H2mKPEKwF2ytbV1enpar9efP38ejQ6LdIRPghAGAd4KMIm+d35+3mazFRYW4iqA5F1I9oBqccqDmAE0Bj1m/JLhLLAiXiBM9/iaHyLxqaurIwfCzre0tDBFRUmJNzTkPk4C7PkBHKJ3ZQi7r68P/AYRAvU889NYVNIrUnNiNVBdXY2/Vm1tLV6yQobOGgI+jtEQZk1UKpVEIsGbS6vVSiSSoqIis9lcWlqKluDo0aPPPvvsP/7jP8KFCFwH4GdzV7l5z9TmFPrvtLf5bz5EV/zkk09uzZCrq6upqamEimgjWWwqPMJFTwhxB6/IYk14PAg6nF3RnbIeFAcQEouYCCGfsOF0bGyMDAYjwiei+UY0Q+akhwSSFQJxYQMrBvwJ8rGxMbfb/e677952220HDhyAJxQ26tPT04CrLBrAxxGsBa2Z6AAJcr/fv7i4WFNTc+7cOdIL6ZdtC8K5i66VlMsYFx7nw8PDNTU1ZWVl8K5IzzkgHoTzFaJwylrBu/T29nLHY3GANAflAO/CrpJ0x0QlrKzZbFar1VCLDQ0NxA9ioKqqKphANhdQ6Gq1WtR2WNGCBqOtBT5tampi7AMoCNxITIowBQJlyioBmUxGlZufn5+ZmYmhAaPMBQUFBQUFdK1FRUWFhYVarba4uDg1NVUmk+GLl52dfeHChePHj58+fTo+Pv7ll18WDujXXXNzve666wTuKrBZMUFy3SaT/88u9D79EJf0wx/+cGlpaat0LjMzE2MOCH2mkKkJqRKRp1KnkfeY1Rq/dhCoqFKHhoYWFhaIRri+hYUFzCPFBjshssHFnIpRLOoR5B7JBIaAMk+YZfn9fnIUmgHgU54Ovb29dXV1UVFRTz311MWLFwGBwGMgY8hOQrPOzBdYi9gCICTsJP+ampq0tDTmofhNYUqxuqS55ZoZ0QSsxl7AYDBIpVIME9AM0K/iRklSglVn0w41c0tLC44H1dXVCoUClg/akPWVYiJ588gV05WNjY2IB/R6PT6aGIVYLBYazvLycmzIief6+npQU1hckjZtJ/PTSPMcDgfPAtIsgnjQI4RB6NHx4MGHsry8XKVSoQ2g4SwvL8/Pz5dIJAw9l5eXZ2Vl4WdpNBqZIykqKiooKMjLy0tMTMzLy6uoqLh8+fJLL7103333ffnLX+ZWFsId8e0Wdyle8AcYjZuPxx9/fGuGnJ6eTkhIoCFcXV29cuUKeQ8sEW5jdnaWRITBDMaQgEAsqaYPRMU6Pz8Pe8ndv7q6urq6ii6PISnxFtgOkh5pExmd2MyBqgusEpaCGhWBK48MUh9MKRQLSAlqG7omxHTCSUB4iiNOogpAXYBInchkJI1uUKfTFRQUkMPFoBmFN+mRfwIiQiLHjNXs7GxlZWVGRgbeXGJHLcJxZq/cbrcwocPFg+yNF7vD4UApSqggYyBxsaWD+lOY2TGogScygC14j6A6UAiKQKI8JtdhioucFWEtGjouDCgYoYLYGkJNC7QDU7plWwHkBybLYskXNCkRm5eXl5OTYzKZ+KMpFArWzhYXFxO9ycnJycnJqamp586d27t375133vnFL36RG1rwIp8MvOv+UBfCbtuUIf/lX/5lbm7utwJyZWUlJSUF7vHq1avCgIM8gEwHTTaOO2yfD4VCJFX8dcRQMtPMCwsLpAtwoOnpaWBbbnHeBVbJfh6yDTgK0CtQBx0X5CcEhphy5GtuXGpR/HLgFXw+H3IiKEHSF6UvoUifKSKTU3G25ubm/v7+zaBRf38/AnHCjw3TIlzJt0yf8beCtqGbnZ6eZnObf9NKLIpS4RBL0jObzZSILOejseQeNRqNiHvQJLS3tzO8T/bDZo5VPCi82eis1+vpeNEeOa4dRCNdJY4h1KJVVVWNjY2MCgD8IDon+Jl4Fpst0fcBAgOWut1ur9eLnABdAeY9SF6JRjaOMOdFJtRqtewOIoXS8dbW1hYXF7MW+sKFC+fOncMnFsvp11577bnnnvvOd75zyy23bPttfvK637Hz+LMKvN91iJL78ccf3wrqrK6u5uXlMfqIbo4ukWhE8gYd8pvf/GZtbY0RkNHR0aWlJQpRKrSpqanZ2VkiU4xTspKV25pxZ+Y/RJUr5iThGyYnJzFxBePB9xXCI3RtTzNZDvyGYQvYFJIPo49kLZfLha1G77U9sAzyI5oh/IQDJQgtegAmvKAZWltbx8fHTSZTRkYGZGl/fz/CCcS6nIRfCvgKkerExARxrtVqCwoKKGW5eHRzIJ9AptSE4KiglIRKZ2cnWCXqCIwqCULCA/fKhoaGumuH3W73+XwkmdbWVuhK8jDADDI6opFgs147nE4nLTfECXFLYqSkpHzFHtZgMMBtkP1QLDALwqIRqEiE6WKJOnWywWCQy+UAPJhisZKdsDcajRKJRCaTFRcXi5XpgENJSUmxsbExMTGXLl06cODAP//zP2++y0XJ+gfOjognyBNPPLG1h5ydnc3JyYGfYDxqZmYGUQ65iGhcWVkBg+EnU1NTTIQgUhsdHcXynOAcHR1FuAOoI8pFzs90Esp1tn0QRRhPgpRAXZByKVYBilhqQKMoBOg0mZRzlL7sBYC4R1+OHohcymQJtS64UV9fH/crF7Z5cDkQCJDl0tLSeDFdMRomYf8jNLEkMRgOIgrbf/InmZwRarfbbTKZ8IMUTnlQAjabjQH8QCDAIDLT25QDRCbSHPIYkA9mH3a7va2tjT0FYuqSKwEHQuVD6PJB1MzQklApFJ/0nPS3qOewEXE6nUajkZhk+hkzK5fLBaXJukuWC5C94T8QDJG9kRDg4IoyFgkeXiEKhSI+Pj4vL0+pVOKjGR8fn5aWJpFI0tLSzp8/L5FI8vPzX3/99QcffPDee++97bbbtkTgH3hMbrsWkFunPVZWVrKyskiDyC+xz+HOHhkZWVxcvHr1KkTf5uTA5DE8OAQ6SYwdkqLcRZLO8IeAcGBKent7uReRpAGTMo5AiLLSA69UknAoFIJ/x4FSTDbjfyVkd+CoJE+qUMwH+FCaTL4lPmH5PB4Pv1T/tRVaKAomJyerq6uzsrKCwSAs6OLi4tjYGNUmAgmEr06nE3hJuFT29PTo9fr8/Pzx8XGCEDNYn8+HegaHBF5PkkEnROoLBoMOh0Or1XLNgDq4vxIbJEDwHqYWERgwu0wFKAajeVKw7QdYSEyZ4IhFRqW6RgbA6BZJ1eFwYOfhcDhQsYLi1tbWarVallUCF0P3E3J4ZKE4Ly0tzc3Nxd8VRx8QHWZEWA2CFr+wsDAzMzMlJUUikeTl5cXExJw8eTIpKamwsDAvLy8tLS0tLS0hIeHy5csJCQlHjx7duXPnXXfd9bWvfQ1zdHHHf4bx9u85PiUgr169mpuby3gHLgFw96hAYSOxfgTjAbARs1pMIbOXjjmM1dVVMgaMJVoWRD80ZrDnVHfgmUx+CId/CA/GIDH/Fqo3MkwwGNy8wkA0lsLZEYQJjQ46O1Il6ZRRQ1gH5GPI6zweDyW3cM0iI4XDYY1Gk5qaKuQNFOo8oXhxT08PTD2UKX4FyIzKysrYUY32ldHn1tZWp9PJLg2qVvAYqBdgFSAWllJxtcgAKOr0ej0TzNSuOERCHlJJWiwWBHekuKamJv6MLHJkfJleEagGYXpzczP4k2BEGBNBqorPFYWomIdklJltIiwsEUqA8vJyIdNRKBQszMrPz2fBgdlszs/Pz8vLk8vliGm1Wi0vw6cHrDU3Nzc/Pz8nJ0cikeDvmpWVxU+Ki4sxKDh69OiBAwd+/vOf79mz56677rr11luhLn/Xcd2mTXifTK1bGtFt/9Zq181SePGaLWswN8O/4pyPPPLIVpR1bm4uNTW1p6cHd2NSJfNTOFOBXuD4iEoOMUo4HAbRoWrlplxZWZmbm4PfI1yXlpbIh+A9nJyzCZle4NqecDHQJJIbCCoMHgmcUeDBawehDlJKakVfirUctv90oZAlYkcymjuHw9He3h4KhXD+p6wl5tn5gxVlfn7+mTNn0ADwrIGn7e/vF+CnKIyFFzOPm9LS0uTkZJ4LbCjiMgg56Bam+GERhVoIbS0jyzxHGHBhXx0eNohs6O4o9jCkQ2QTCARAdARWRCnOulgKbHpIsWEStAlOBbcODCDJxmJhFk45NTU19HjMKDOMAtVBD4klD94iKpUK/1jseciQpaWlCoUiNze3vLzcYrFgCILkQKfT5eTkpKWlZWZm4oWZlZWVkZGRkZEhl8sRAOHCjAg2NjY2Li4uISHhgw8+eOyxx7797W/fdtttf/u3f7s5MDZH2pZ426JiF8GzecTk+k87Ngfhlq/F+VkXycGyOr5+4IEHpqenPyUg2aBMk4PDKg50U1NTaMHBS+kJme1AuBO6tnAOyRvOjj6fb2JiArs6zOZwJMC/nFnn6enpjY0NaHoQHQAPMfpI1CFYhRnjZfAWjG6MjIxgLAJSwjA04x0ozoGFaDWFVTksBZUwBfPo6CjJhBAiy6H27OjoGB0d1Wg0MTExtH8UrgiGkJjTu3Ze26IHzMujIRAIVFRUSKVS+BUwZERzvJIHBKRfU1MTPTaB2t7ePjIywvh/T08PCzDFkg+8cGAyUX5TZJrNZkpWi8VCPItwEjokRtsog6ExLdcOdjTAmkAq4txFf4henPErNn+Ul5djWgWhwsQJO/DwWSaXkg/Jusj0TCaT8M6SSCQs1SopKRGEJEPM+fn5+fn5BQUFSqUyNTU1NjY2KSkJdy+MeVJSUpjnys7OvnTpUkpKSlpa2okT8DZY5gAAIABJREFUJ959992333573759jz/++P/6X/9LMCVb8uTmFCcCVcQwMoMtb9lyfPJs4p/EKmXOv3379i1kzMMPPzw7O/tbAbm+vi6RSJjYIPZYrsokBAd6ceYhsfAg2OghQWWR7wwNDYFSIh5AG0BWgbsD1eSGnp+fB6UcGBigvqWgpQVF1oNkHOEOIBBlJ2wE2jpQH3w0xsbGKJ7xMiaPgWcQz1wASUn0k6RHAlL4KZNABgcHV1ZWGhoaMjIyKJ65KqZVSK19fX3Dw8MMbQC9MFACVKPVasvKyvjTUQYzy7JZ+wYqw8o6Rj3oP8fHx202m06nA/IhXKHyWT7HIwAnOOHXyKBwVVUVjCWuAjBAIFWguMLllfBmoUB9fT1PCiBfvV7PLBiFMYGN/IBwRbNaUlJSUlKC0IdwgqUsLi6Wy+UAOchiWTGEWA9xAjIdtkFrNBqr1apWq7OzsyUSCWGvVqupUXNzc9kFhghWoVBg0A6hKpPJzp49m5CQAIGpVqvRxB49evTQoUOvvvrqjh077rjjjr/7u7+7+eabP7Xy3JxCN4el0BhskR98sqbdfJItcS6+Ff+0bdu2xx57bOu0B6sEaBeRm66vr4+OjlI6RiKRlZUVmH1srABXxaosRDnwiqxADwQCbPiA0sDIXJi+4TMASjk6OkoOoYLFHgpmkj5WyOWIRoITkRodaV9fHyCHmKsiXMUgMvQGcAjPDthOIWQnHYF5kHXhD8nznGRqaqqmpiYlJQWsmCltTi682DebzZHkMd3o6urS6XSFhYVEIzIgqAV2UbESA+0rhL5Y/8yVaLXawsJC4pxnDeHEvBX9ISQ+nuV2u10UuhCznJOsS2DTDaKe5YAaAYAVaiEKV0QFxC3PLLfbzd6eyspKimelUqlQKACoUK7iP6DRaMSAMhvvENxxecwxE8CsqUTyiiF6UVERjunl5eUZGRlxcXH5+fnUw5mZmSCuDGrCtWRkZMTGxjJdKZPJdDpdbm7u5cuXs7KyysvL09PTDxw48Oqrr/7yl7984403nn322e9+97vf+MY3vvrVr4rxy09mwi1ff9Lm51P/SWRLIeXb/JPN7/qUHnJhYSE7O3tgYGBlZWVtbY1CVIjmWOEqzJEXFxfxLIdIxCJgeXkZiJWek7eQM0mSRA5TUUhYGecF5MQ0HWQoEAjgsAzDLtTkiGCGrm1Np47l9dTDtKa8AL6E4KQvhZlkpoSxKSbFxsfH2c+DNRa0IQbndNHI3CORiNVqLSgoQNLAswPbaF4ZvLZHBMCZAS5Ef8xSIgwgjfOwgOuz2Wzo45jegPSnvwXpCQQCgJOC3UF2Q+DhskNjhtqO0MKOFW06BAYTWzA91PMIAwBgkQ2wcYR9e5SyyPpI4xzV1dVody5cuHDp0iVmNZiQxrmLYejy8vLy8nIxrkUa5FusCQCEEesYDAbKbJfLRUblvSgB0Ayo1eqMjIz8/HwGKfPz8zMyMgoLC9HoZmdnJyUlXbp0iYgtKChITU0tLS0tLCxMTU0FyM3Ozj537tx777138uRJkNvo6OgXX3zx5Zdffu21115++eWnnnrqrrvu+vrXv37rrbciOdhy/HuEeFuEQb+fern++usffvjhrQG5vr5eWFg4MjJy5cqV3/zmN+QuWH6CCoYDxwA2zxF+oWsbPlBas015bW2NbVkEHt+is+nv7+eGphEdGBgQWBFZFJaf5ANDCJmOSwhYDoYDYqE64YqtFkI2wM+hoaG2awtS8YykeUOGQvpihweEQf+1vatoOCmqkbkHAoHZ2Vmr1ZqRkQEkg+UXADJiXRQ8NMBArKjSiW2z2cz2FKHCBcEi1/EIYF6J2hJygoK2t7fXbDZrtVrUMyh7GhsbyUtQDvZrB1FXX19PEgOkJdlyzr5NO+SZJsFegPQI48JIKlboxDmruNhHgn7AZDIdPHjwrbfeKisrY5Em9spgRSwRAiZFv8oIJcEMKYJ5ZHV1NfNWKpWKGJbJZBKJhEkRi8WSnZ2dmJhYUlJCnBcUFGRmZkqlUga1IDlFJ5mdnU3vqlKpWKiO3QEtZWJiIm53xG1hYWFSUtKFCxcuX77MisvExMSDBw/+9Kc/3bdv36FDh1566aWHHnroO9/5zu233/7Nb37z61//+l//9V/fcsstX/ziF7/0pS/92Z/92ebe8lOjTkTmzTfffMstt3z5y1/+whe+8Fd/9Vek5a997Wv/8A//8OSTT24tWZeWljQaDbMaoKCUqevr6wQbKQsLc1ZZMWZBDiHzULsKh3Lu16tXr9JnclsjHqDeY2AfoQ+xCpMpRHM+n0/Ml/j9fmo/4YW1Wf/N+AiNHxdPMuHpTg2JVIjTUovSNLa2ttJW0Vnx+vb2dnpRRjcYMq6qqkpMTEQYgJCAZLjFKhr6nltf6I0QTFMCYL1Di4vKj1lkgoTeDMcdnib9/f0UchgOETCNjY1wD0LqTc6k8GZnEbwFPq7gMTCxcJg4FaDswStE+L6ywMvr9QpNuXDrgSKCNWGeo7q6mrRMPDOJotFoGKqmRsVqGa86ek6r1VpSUlJcXNzQ0FBVVYVPZHZ2tkKhUKvVBQUFZEK8PxITE9lCSScZExOTlZVFPGPMg88ImVMulxcWFkKcFBUVlZSUlJWVxcfHHzp0KD4+npdR/SYnJ+fl5RUXFwPbooA/f/788ePH09LSpFJpSkrKsWPH3nnnnaioqJiYmKNHj/74xz/eu3fvq6+++otf/OInP/nJY489dvfdd99555333HPPY489dv/9999xxx3f/va3b7/99jvuuOPBBx98+umnH3300X/6p3/65je/effdd//4xz9+8cUXX3zxRXGSffv2/eQnP9mKsi4vL0ulUuYYsf1HhYOMDu5xbW1tcXEROTUFoVhiQ7nIHjtylxDBLiwsMLdF7YePK30Rah7ssABLp6en4f1BXxi2ZL0P/RVuVJvpDUHrk3BgYng9XRkVLJp1XDwonikFvV4vXSIABjEvvHkGrm3g6evrW15eZl0p9TCPCU6LEIIHE1kXHhUlPVIHuGy0FuRDJAcUgShpWHlCEYt5Mc+L6enp+vp6RHCof9Cjs7EDslFMivBfISeA/3A6ncxtsdrZ6XTScEKHME/MWh4mQtEboqoleMjerLJCuGcwGKAlWVuAFqempgaXdBpIUiVWkbSaWIpQ0FKp0kmWl5dnZmZmZmbSaiqVytzc3ISEhNTU1IKCAolEkpWVdf78+aSkpKysrPT09JycHMgSiUQC5wHCrFAoLl68ePr0aalUWlJSgpGPRCLJzMw8d+7cpUuXZDJZQUFBSkrKiRMnYmNjJRKJTqeTy+WJiYm5ubl4/ODjfP78+YsXLyYnJ1+8eDExMVGtVstksuPHj584cSIhISE9PT05Ofn48eNvv/324cOHz549m5SUdOTIkX379h07diw6OjoqKur48eOXLl06efLka6+9tnfv3v379yNjOHr06JtvvhkTE5Oenp6RkbFv376tJevGxoZcLmdkcW1t7erVq7iJw0+gcWWfOeQ7AxyM85NJwDm4KYkKcFr0K/Pz8xsbGzMzM0A4nZ2dY2NjFL1Ey+DgIOMjYgwShpO6V2gJ2FuMNxSYLdcgNnwgi6NLhJEPBoMUrrCaPBQ4A7ANKjmRJGkse3p6WIEs1h9EIhGXy5Wfnz80NDQ3N8cKTfiP5eXljY0NsF8hNmK+jIQ8ODgIkT05OcmSH7rE7u5usTZHNISEhM1mA+ui2GbIkMcQSgYM48xmM36KIqqpMKExEalhSAtKJKY9CDYhXmXuke6RkwSDQbvdzhYAURjDRvAQQa3KVg/Og60jDSfUBbaRYKesIcCgACYDAy6VSlVWVkbVKpFIpFIpg1p5eXmxsbHJycm5ubkFBQVJSUkffPDBuXPnEAaAtWZmZsrlcq1WCxVZXl6em5sbFxd36dIlvN7xRyff5uTkJCcnJyQknD17NjExMS4uLj09XSqVgicho1UoFJC3WVlZx44dS01NValU6enpSUlJubm5bJ5FpZCUlBQfH3/hwoWYmJjs7Oz8/PzU1FRq+JSUlLKyMolEcuHChWPHjh06dOj8+fMnTpw4d+4c13zixInz58+npKRkZWWlpqb+6le/+hRPHa1WOz4+vrGx8Zvf/IYZf5SlohCFc6N2JXgg32kp6dCQ40BmLC4uUnACty4vL9NoCS4OyxkBihDPKNHGxsYolcFXadL4AvADUw9OQldJogY3AuRkuAQ5G+pwhAHCoBGeE1yU8WhAF1Iu9lYMhcFDYnLFzvbgtRVdw8PDSCOYkO7r6xP2IlD/VOZSqRTZHU0jZSpNGgb+DOaz71E0e1x8U1MTuCIQEemRahAXHMZ8mYeEk4CfZDiYuSoYQiy2iH82tCIDaG5uxsKcchcoiMnGyspK0h3jVLAjdHewIAA/DQ0Ner1eoVBgSoCrutFoFHYEer2ePKnRaBQKRUlJCfIdmUyGuSujIVKpND8/Xy6X43TO8izEAMQnASmVSlNTU5OTk/GPLCkpSUlJSU5OJtQLCgoKCwv5IjMzk/BWKpVJSUmnTp06f/68QqGQy+XMZBYWFnK1eBeIhXlJSUkMVctkssuXL58/fz4vLw/6NCcn5+zZsxcuXOB65HJ5XFzcmTNnzp8/z+Z21n6lp6cfP3785MmTQL4SieTixYs5OTn8yllZWefOnTt58uT+/fu3lqwrKytqtToSiXz88ccbGxuQ7GQk4eAEYYBIlczp9/vD4TCrsvBoBSyl80SAxlbJ5eVlbmKmPcLhMJUbLhjEG/AJCCTUIoMdyA8mJiYoI1HkMT9JSECcChUedqlguQQJYlRMgODiAS16enrAHvGJgx70eDxUmyj4yFGk1oKCgqioKGHSBZiE3gBNLA8srqT72mJJvLzMZnNxcTFIFUp3YdJBz0YlSe6iS4STZG5Dq9VmZ2fD42MOYLfbGfBn6qKiokIQGNzZzc3NbOMhZphZETYlIDoCEGJkmVkqemk2KBOx5eXlJDfgE0rTuro6XLbYR8BwIwSjSK1kHvIqw43sckVHnpubm5aWRt8ok8nAYIuLiyUSSUFBgVQqRdyTlZWVlZWFTIdUSWIkqYLNSCSS2NjYc+fOpaen44KHXocuV6/XSySSEydOnDx5MiEhITk5Gc6TLjElJaWkpAQCJj09nXSnVquLi4sTEhISEhLi4uKysrKSkpIkEglY1KVLl86cOZOVlYUttUwmO336dGxsrFQq1el0+fn5CoUiMzOTCRXyMNHOqfh7pqamRkdHnzhx4tVXX906D7m6uqpSqaampnC7AVkhlsBL6JqwjYOrZIQKZhImELcrKAHQV0hLYS0HUERXSfuHrGeL4pw8Ruc5Pz9P74rYAIsAAcAKdSuGOsJ3gyqUVo13gcQgBO27ti2ru7u7tra2paUleM13nIDE0grzDrgHRjSVSuWhQ4ew1YAUxdeHqObXQYFApQqJTzBD0+F5xx3fce0AnWKzAENV0IlwgHa7fXBw0Gg0FhQUoBYAj2loaJDL5dnZ2VB8lIjCAgdUhnqYwMOAB1t3s9mM5paI1ev1lKnQ/Q6Hg4DcPIJsMpn4lhlIHHGY/zIYDIQEOj6xFpp34aAjFpuzhRI5DsFQVFRUUVGRn58PqSiXy0tLS/nVVCoVNsoZGRklJSWlpaV5eXn0dYWFhbSaOTk50IysnYSozM/Pj4+PT09PB9eRyWTx8fGvv/56VFQUytiEhISTJ0+eP38e8CY/P5/4TE9PJwMj5EhOTj527FhUVBS9JZdXUFAQFxeXmpqK/J2JzZSUlJiYGJVKpdVqU1NTMzIycnJyqAjS0tIYUsnLy5PJZJmZmRkZGbm5uYmJiSwaeuutt7aKy9fX1zUajfB6hLpYXV0FIEWACsvPsCKTysIqbrMenUJxZmbmypUrq6urU1NTghWEkKQQJa0BtyJDZTYSIhHEFXiJczKdyMWAwfKYQMgKtok4Hi2bmMMSQAuSMZKwWBmACRXxCUXBuwhO5i15doyPj9fW1sbGxgJ7UiGzlgPKhKcDDwIAJ5In6+gKCgqysrKQNKDIEYkIjATCXVhmMOYP1OTz+fCJosqltHY4HFlZWXFxcSUlJbCUarVabPKgVKYvBVNFMo4Ogc0fEBgovylBQVyR0YmZNfFcELrZuro6YfYBvcG+AKPRaDKZKKqpb1HwFBcXw1IYDAbGJtkdlJeXV1RURAMpk8lSU1NTU1Pz8vIQl1++fJmOKzs7m4SZnp6elpZGyZebm8tTgAZPKpWSP5OTk2nVlEqlUqkkDNLS0i5duhQbG5uZmVlUVJSTkxMbGxsdHX3+/HmyWU5OTlxcXFxcnFwuR8Qnk8nkcnlycnJMTExcXJxSqaQGTk5OZjAFKOjixYupqamI5tliAgjEgxLWJzMz8+TJk/Hx8QxnZ2dnJyQkUABrNJq0tLTXX3/9U3hIpVKJWQ7DHAhcoSJXV1d//etfkzwFOQmRiCscsyCkPk6CDwjecwxJibVzk5OTOIAAhxJXkJmCDoG94O0EFVYgrAwRbSehSBGLZw/VL7QkKVpsPYCiEH4c8PWUA8Qb8h2M1aHOxUIrmM+Kiork5GS0eBQRMCvAWsCYoFwgKN3d3SjF+vr6ioqKoqOjKfCYhAAhBAMsLCzkqVlQUJCWlpaYmAjQL5fLJRJJdXW1SqWKjo6OiYlhs2JcXNxHH3309ttv//jHP37jjTeOHj167NixAwcOcJNFRUVFRUWxDvnQoUPvvffe+++/f/DgwV/96ldRUVFHjx49fPjwhx9+yGzE66+//sYbb/ziF7/Yu3fvyy+/fPDgwXfeeeett97C5+att946evTo22+/vWvXrpdffvmdd955+eWXX3jhhXfeeee11157+umn9+7du3fv3p07d7700ks/+9nPnn/+eWq8V155Zffu3S+//PKLL774+OOPP/bYY7t27dq1a9cPfvCDJ5544rnnnnvssceeeOKJPXv2PPnkkzt27Hj00Ud37tz52GOPPfLII7t3737yySfvvvvuhx56aOfOnXv27Hn++eeffPLJ733vew8//PCePXv27NmzY8eOPXv27Ny5c8eOHTt37nzhhReeffbZH/7wh7t27brvvvueeeaZ/fv3v/rqq4888siuXbuef/75F1988eDBg2+88cYLL7zwyiuvvPnmm/v379+/f/8HH3xw8ODB559//vHHH//Rj3705ptvHjp06ODBgy+99NKLL/6/7H11WFVp9/Y5dAkcGhQJBZEQRUJUVGxFwMAgRUBFRFJKQlJpRLpDGqRLBFuQUEJaultqEMVxvj/WxfNtj46v4+tc1++dcf3BBYe999lnn2c9q+51L3UjI6PLly9fvHjx2rVrZmZmRkZGV69evXbtGqDzrl69eubMGR0dHVNT06tXr5qYmFhZWV28ePHKlStWVlaOjo5XrlwxMzMLCQmJiooCrF9wcDDYRn9/f2g38/f3P3r06FdiSC8vLwj5wO2cnp6GcBGqkWAqwcotLi7+9ttv0DyBgDvQlwylCwCgQ/A5NTU1Pz///v175AlPTEz8/vvvHz58gBEgCBMLzjDEq+/evYOkLgAD4E7GxsZmZmagngn6BpUMsAAQ7cCktPT0dOhOSE9PDwgIgH45X19fd3f3gIAAf39/CwsLGxubkJAQR0dHGxuba9euWVlZ6erq6uvr29nZGRgY6OrqXr582dzcXEdHR1NT09bWFnJxWlpaxsbG6urqZ8+evXz5sqqq6pEjR7S0tDQ0NA4dOqSioqKtrX38+PEDBw4cOnQIltrWrVvDwsIKCwv37du3ZcuWbdu2ycrKSklJSUhIbNiwQVRUVExMbOPGjSIiIhs2bBATExMSEhIUFOTj44P/rl+/3tfXNzY2VkBAYOXKlQICAmvXrl21ahUvL+/q1asZGRkZGRm5uLh4eHiYmZlZWVk5OTnZ2dlZWFhsbGzCwsLWrVtHT0/PsCzMzMzMzMwEAgF+MjIyMjAwrFixgpqamoyMjJaWlkAgQNX7xo0bp0+fJicnJxAI9PT0qLSNw+HIyMhYWFig55CCgoKCggKHw9HQ0NDS0pKSkp4+ffro0aNwJCUlJfyXhISEkpISVcmhKwqPx2PntFJQUGARniBkZGQUFBRUVFTAZEVGRkZJSUlGRkZCQkJNTQ39E1RUVFRUVNCoAb9QUVFB4Z6MjIyampqWlpaBgYGTk5OJiYmKiopAIKxatYqLi4udnX316tUcHBw0NDTU1NQsLCxMTEysrKy8vLzwWPj5+VeuXMnKyrpmzRpABfDx8fHx8fHy8goICHBzc7OwsHBwcECJHw6D72XVqlU8PDxsbGy8vLxeXl5ZWVnx8fHOzs62trZhYWGQNAoKCoIJmVpaWsQKOTs76+fnNzIyAvRWUA8EzCog5oALZ2pqCowhZGW6urqArw3Sp1CUA+QKBFEA74ReCpjNBLSfQFiISHjBKYqOjvb29raysjI0NHR2dr5161ZYWFhUVFRAQIClpaWRkZG/v/+NGzdgg4+IiACPCNCSmZmZHh4e58+fP3DggIyMjLCw8KZNm+Tk5NatW8fFxcXBwQFPn0AgsLOzwxewYsUKLi4uampqSkpKWlpaSkpKWAHU1NT4ZTZehD9mYmJydnYuKyuTlpZGza/fz5t05cqVsrIyUVHR7zz+y9MTEhJWrlz5l846e/asjY3NV/Ff3yMuLi4aGhrfPuar2BQ9PT09PT2i9/2ztkPcnz/Gr178q21N/5eFhITk9OnTurq6ampqsF/7+PjAUHcLCwtXV9fbt28bGxsTJ3Xm5uaioqLGxsYgxQq1DWCCHBkZefHihZeXl6GhoZ6eHlhkNTU1dXV1DQ0NNTU1VVXVU6dOqaioHD16VEFBQUtL69SpUwcOHFBWVj569Oju3bvl5OQOHjy4e/duaWlpaWnpHTt2bNu2bePGjWAZduzYoaysfOjQobVr13JxcdHR0eHxeDo6Og4OjnXr1m3dunXLli2wb504cUJcXFxERERJScnW1tbd3R1CZ+idy87OtrOz4+Pj+zseKzU1tbOzc35+vqioKP67yVrgGCoqKjs7u+zsbB4enh9790uXLgUHB3NycuK+iaUkAjrr6Oi4uLiwsrJ+9chv3z8ej79+/fq5c+ewV/728ejnuXPndHR0EFMj9oCvXopkeQjk/4qO/SUhISERFBTk5uZmZWVdv3799u3btbS0zM3NraysLC0t3d3d/f39dXV1x8bGiC2kv78/dBJCfDg+Pg4ENp2dnWFhYWvWrPn7bpqUlBR1dkPXJgUFBSUlJQ0NDTc3t7S0tJSUlLCw8IEDB3bt2iUvL29paWlhYaGhoQG5Zg8PD8jFJyYmnjlzhoaGBrfcbPqz7pCZmdnT07O0tFRaWhqHw1FRUX2PeYQVRkND4+zsnJSU9FXd+B65evXq7du3wVx/433RNgHHaGtrBwQE8PLy/tibmpubnzx5kujKXxXUpgTvq6CgoKys/GXnIckXFKnYxt//++Q3PyYkJCTc3NwAVWdhYWFnZ+fh4ZGUlDx8+LCnp2dcXJyfn5+amhqxQk5PT3t4eNTW1kJHMkDDIXHS2dkZGBgIq5wEM4Hoz+TLdhVsFzb6BRpSEMUtXJyWlhb8fgh7mJmZ+fn5ZWVld+7cyc/PLywsrKamZmVlZWFhoaSkdPz48atXrwI7YFJSEkAf3dzcVq5cCW/9ExWSlpbWycnpxYsXO3fuxC3vGt8+BT0rPB5vYWGRnZ39w5uasbFxVFQUOzv7fzwS2wuvrq5+/fp1sKt/SeB0S0tLNTU1dNn/eDz6lhUVFdXV1QkEAu5rLb/oq8d9Tv7/TxUSEhKIjMjIyKioqBgZGQkEgrCw8KFDh9zd3ePj4z09PTU1NYmzrPPz86GhoQMDA9D0CGTHgJIbHx/PyMhgYmJCb/DV5YgeOgUFBdIEROeODCCK2uFfoJCI5RbCdwoKCnp6enp6ei4uLkFBQX5+fl5eXm5u7s2bN6uqqhoYGGhpaR07dkxPT8/c3BzgwqGhoUCze/v27e9ZuH9VGBkZ3dzccnNzxcTEkKX6Bl8LtnWVhITEwsKiqKho/fr1f/V94XGdO3fOz88PYshvL18yMjL08M+dO2dvb/8DTwPewtXV1dzcHFIyuP/k5WL/e/LkSUNDQ+x4HCI3Fc1FRp8RbvsfqZkkJCR8fHzMzMy0tLTU1NTMzMxMTEwiIiL79u27fPkyANZPnTpFTAP57t27+Pj42dnZDx8+QIYGygxQ+UhPT2dmZsYtP3ekZvCWaPHBI0baRbQo0cG4z/1JyL+hq4GukpOTMzAw8PLyQlaGm5tbRERETk5u7969cnJyO3bs0NHRAWfVycnJzs7Ozc0tJiampKTkxo0bEIWilfRThI2NzdvbOyYmhpOTE9I/sIy+cQr67BQUFC4uLgUFBT8Q38JzO3/+vJeXF9icb78j1kKCyyogIPBX3xTE3t7+6tWrKNeF+448CtztgQMHtLS0sBsBNuqG7xerkOAofX+G7H9L8Hg8CwsLMzMzIyMjpBIheSsrK7t//36ojnzFQs7NzQUHB0OfPiByYCoOdLjHxcUhhcR98cVgfRL0IlFXNQ5jFYnie6TJ8K2g5DUnJycXFxcbGxsnJye0tIiKisrLy2/atGnnzp2mpqb+/v42NjZQKPPx8QkPD09KSrp27Ro9PT3WJv8Uoaend3V1zcvLW7duHe5rJCtfChkZGWgsOTm5i4tLZmYmGI3vF/SsTExMoqOj2djY0OvfOIucnBw2o1OnToWFhQGJ8F8yPvDR9PX1NTU14ZVvawvaf+FEKSkpZWVlWDDfL/9gnaSiolqxYgVYSCoqKmpqak5OTgkJiZ07d1pYWAQEBBgZGRFPUJ6fn4ekDozcANo4QJ82NTXFxsbChgfO6jceHNJMorABj5m+gB49OgwUFYb+wX5JRUUFhTImJiZ2dnboDeVLQOYwAAAgAElEQVTj4zt06JC8vLy2tvalS5cMDQ3Pnz9vZmbm4+MDeKjw8HBTU1PInfzcb5ecnNzY2Li0tFReXh5tHH+2ypG/APdATk5uaWkZGRmJ5gF/p6BHraGhER4eLigoiH3xz05BG4GGhoavry866y+9Lw6Hu3Llio6Ozl+6YZDNmzdraWnB7sPIyLhq1Sp2dnZ2dvZ169ZJSUlJSkpu3rx5586dx48fP3HixObNm6GM9D1h+f+i4PF4VlZWAoEAbjnURQkEgqioqKampoGBgY2Njba2NjF0bmFhITAwsLu7e2FhAdqmABoG8WR2dvaqVatw350KI7KBRP8lIjhAOyvWkOJwOHJycmpqam5ubnZ2dih2c3NzHzt2TFdXV1VV9eTJk/r6+oBFBAwk9Jja2tquWLECj8djfa2/+gSxv8OtMjIyOjs7Z2RkSEhIwHL/qtOO9dKR0NDQ2NnZIRP3DT8C67ejPQuHw6mpqfn6+nJzc+P+3D0BIScnR66Brq5ueHg4mPQfEAMDA3t7e05OTgoKClRYFxQUXLdu3fr167ds2bJv3749e/bs37//9OnTenp6RkZGRkZGJiYmISEheXl50OUEUDVAcgNiFvpFAK9bX19/7949VVVVCMv/kQqJw+EIBAIbGxuEZrS0tHR0dExMTPv27TM3Nzc0NFRVVVVQUJieniYGl0dERKCG4LGxMRg1A9NX8/Pz+fj4/qbENNGSAmQGBQUFOTk5BwcHDw8PAwMDOzu7qKjowYMHVVVV9fT0Dh06pKSkZG9vD702ISEh8fHxrq6uXl5eISEhfHx8EEN+I4z8hgp9qWm45bJHUVEReIDI00b7+pfXQX44KSmppaVlcXHx2rVrcctKjuIo9Cf2XGwcjsPhLl68GBoaCvoMBvBLtf9Szpw5ExsbKywsjF6BpUBPT8/GxiYiIiIjI7Nt27Zt27bJy8sfO3ZMS0tLS0vrwoULpqamBgYGEREReXl5oaGhgYGBqKsQOhgLCwuBLRbofwDnCMNFAbMFvBDv378H9pYPHz4sLS0B+mp+fn5+fh5Q+AD8Sk9Ph3TXP1UhAQMEzir4rlxcXIqKimfPnjU3NzcwMNDQ0BgdHSVWyISEBKg9QpsFdCEDX9udO3eAahY5Yz/3jrEKQEpKiqBS3Nzc3NzctLS0nJyccnJyFy5c2LNnj5yc3L59+7S1tV1cXNzd3S0sLIKCgpKTkwE77+npCbkTEhKSH1NI3OdJCPxyLdHR0bG8vFxKSgq3DPJCI++/VEWkrrC/mJiYFBYWbt68GfsxkUeAeDv/bEXq6urGx8f/WdWEiYlpzZo1EGZLSEjs379fXV395MmTHh4eJSUlvr6+5ubm5ubmtra2gYGB0dHR0BdbUFAAA2Gh/RKYxPr7+2dmZkCLQGE+ffq0tLT0+++/f/r0aXp6GkDOf/zxx4cPHxYWFgAUCb8A2nlubm50dLSqqmpgYAAaYqF9B7DK0JQDbTowmKizszMjIwM9mX+e4PF4GhoaoOEBM0NHR7d27VpJSUmIIT08PIyMjEZGRogVEnhZgS0GSHFglEBdXV1sbCxKSOB/dr4Ee+uwUuGmV6xYwcDAwMXFtWrVKnFx8V27du3atUtQUHDjxo1Hjx51c3Pz8PAwMTHR09OLiIiAPr3Q0FBdXV0CgfADOXSivYYoLUwgEHx8fEpKSsBCQhiJZbzFf+6lw3/hQREIBC8vr4KCAklJye+8GTIyMjY2NsBb8vDw2NraFhUVGRsbKysrHzt2TF1d3cTEBLgkgJMCqKKAZRz4L2HCLFC2A7R4enr6/fv3oEjv37+H7x1mmS0uLsKf79+/h4bYhYUFIASCuaCI4xPGMSHs5ODg4NzcHLSzQ7M4zFa5d+8eDMMFPiHog4GJyzCVIC8vDwgH4uLitLS0UFHtHynU1NSQXyUQCCQkJCtWrFi5ciU/P7+8vLyLi8vt27c1NTWJyx7z8/PBwcEwt3x0dHRhYQFMJbBX5Obmrl+/Hu3if1M2DCkk1CFBIRkYGPj4+LZs2SIgIMDPzy8jI6OqqmpsbOzg4GBvb29mZubk5AS9rTCg+/Lly6CQ38AwfMMqYk8hWRYcDsfGxubu7p6XlwdIHfxyBRVrSL+xBbi5uZWWlgoKCoJdJScnp6WlXbNmDbiLe/fuPXLkiLq6uqmpKfD5Ojk5RUREwCiotLQ0CLdgxgG0mM3OzoJ2oarV0tISuIUfPnyAtpiFhQWYYoTCkMllATMILBDA/wAQ5ZmZGWBpGRgYqKurA05X+BMsHnSuA/UmYJWhda6qqgroQgoLCxMSEnx9fSMiIoAQ1dnZ2crKysTEBDotjhw5cvDgwT179gDOXkJCArLi/9QUKw6HA3Q7BQUFKysrBQUFDQ0NAwODmJiYnp6el5eXi4vLV2LI6elpf39/6PqHgkdbWxs05gKhi4SEBKJD/5vuG0VWsF5JSUkZGBjY2NhWr17Nz8/PyMgoKiqqoaEBEc7JkyfPnj0LnA5ATBIYGJiZmWlvbw8BNFHqCCtYj/TLfyEFw5o+VlbWgICAp0+fbt++/RsfAXoj+Pj41qxZIyAgsHv37iNHjpw5cyYtLe3BgwfW1taenp7u7u7u7u5BQUF3796FyVPQ7tzf3z8/P7+4uAh9ZJ8+fQJN+/jx48ePH4F0HLpwoO8UDBfEbMA/tLCwAHS4w8PDYLvAIgF5dFdXF8RsQCwIfNZdXV3QQgBtbsCBAn5sSUlJfHx8RkYGcMDFxsampqbCgHEgwkDtSxcuXFBRUdmzZ8/OnTvl5ORkZWUPHjwoJycnLi4uICDAzMwMJoKWlvbPvpF/cM0Dj8czMDAA1B5yY5SUlOzs7EePHnVxcYF2raNHjw4ODn6mkDMzM4GBgTAMB9oUoV0DKJ5yc3NRsu7vS09jUx3QtkNFRQX9LIyMjJycnJs3b9bQ0Dh+/PiZM2cUFRUNDAz8/PygexBGOxQUFDg7O3Nxcf1HhfyqhfzGvXFwcKSkpDx+/FhRUVFKSkpAQICLi2vDhg379+/X0NAwMTGxsLCwsLBwdnYODQ2FOcGZmZlPnjxpamqanJwECo8XL158+vQJjNgfy7K4uPjhw4fff/99cXER4jGYwwnjAAcHB2EQYGlp6d27d9+8eQOaBizSMzMzEKcNDQ1BEgV61oCbb2FhAUiHy8vLgUwZWHNgbAFw7AcHBwN72s2bN11cXK5fv3758mU1NbWTJ08qKiqqqakpKyvLyMhIS0uDdq1du1ZQUFBAQICFhQWeGB0d3ZfPmZOT86tE4DiMc0FOTg5rCcpd35Om+l8UPB7PxMTEwMAA9WHo/+Ll5VVTU7t27dr58+d1dHTU1NQGBgaIyx5hYWHQ+As/gSFmcHDw1atXMTExkHPH/Z0KCVUasMMQRAH2j4WFhZubW0xMTFxcXFZWVlJSUkVFxcjICMLIiIgIe3t7T09P4CmysbGBPoNvuKzfEMiAgX2TkJCA5pXLly8HBQW9fPkSoHl5eXnACnHv3r3GxsahoaF3795BhyeoFjxS0D1gE3v//j0QWIH1A1lcXAQnE+Yy/PbbbxDggff47t07IEOZmppaXFwsLi4ODAwEvh8g7wPurKqqqtzcXDT3Ki8vD9gTPT09YY7NhQsXNDU19fT0oCd4586dEI1LSUmJiIjw8/ND8yQLCwsbGxtSMxwOx8bGJiEh8e3aKVEqC9YGPT396tWrEcQfBedYlUPfNQkG3fpPVUgaGhoAlzMyMgI2gImJSVpa+sSJE9euXbt169apU6eIR5rPzMwEBQW1t7cDXSp85dCbX1NTk5CQsH79+u8Jlv6b+0YWEofDUVBQMDAwAMSBhYWFl5eXl5dXUFBQRERk+/btmpqarq6ubm5urq6uYWFhwN4ZHx9/48YNLS0tBgaG77xJPB7Py8uroaFx+fJlQ0NDa2trf39/4HTJysp6/PhxS0vL+Pj40tIS7FkwYxjgvlgrt7S09P79e5TWB3378OHD+/fvwdYtLS09evQoKSkJqAagLRsI/oDya3x8HM3zA/4BIBmCGQG9vb0FBQVXrlxxcXFxdXWFjlAjI6NLly6dPHlSXl5eTk5uy5YtMjIyEhIS69at4+fn5+DgUFFRiYmJ2bVrF+6HKgpiYmJHjhyBZB5RGvyrrgfSKBYWFiEhIehp/tINwWOgIOiAv6mi9n9EqKmp2djYICcCNoaOjo6dnX3Hjh0hISE5OTk6OjrE/ZDT09OBgYGQJQMWQ6Ci6OzsrK2tTU5OFhER+bMiwU8RrLaDVwM6ycHBAcAAJiYmHh6erVu36unpaWlpnT171s7Oztvb+86dOwUFBampqX5+fjdv3jx9+jTam//svQAtgcPhODg4XFxcxsfHf//9d3D/IHIDm4b07dOnTx8/fvzw4QNwB09NTQEHHxwDhYHFxcX5+XmYDjY7OwulApjeBSQMeXl5vr6+QLgKk2EePXp0//59IHQJDg4GSg4dHR1DQ8OrV68aGhpqaWnJy8tv3749Ojo6Kytr69at0JYOlfr/CNYVEhIKCAhQVlb+q98F6NuaNWsUFRXBMyLKJH9D8Hg8HR3dmjVrQCF/CQ6HA2YGKIwD6wIzM7O4uPjp06ch5tLW1iauQy4uLoaEhPT398PQjv7+fpg8AzQZycnJEEP+9GzYl18z7MFAJ8HIyAiFVE5OzlWrVq1bt+7IkSMmJiby8vInTpzw9vaGrMOdO3eA+ygvL09PT4+amhoLc/lS4OKkpKT79+9vbGxElTTwJ9+/fw8+JCjnp0+fPnz48PHjx8nJydTU1OjoaBj709LSAm7Gu3fv0LxaNLwZxgQUFhYC7W9tbe39+/chNtPU1FRWVt65c+eWLVs2b94sJiYGlBysrKxAVgCFHyxy3cLCIjc3F0BwuK/l1YjcQvDV+fn53dzcFBQUfuBLweFwq1atUlJSQsXP79mI4QDoLIdt8ZdADAnrDVoLcTgcOzv7sWPHjIyMoESsrKz8FcaA27dv9/f3QyckFHCBNLWvrw8ac7E+xs+SLxUSyh6wNOEXKioqFhYWHh6ezZs3KykpHTlyZNeuXVB+TE1NBVYomIKUnp5+5coVmE0LRcI/e18yMjJGRsYTJ060tbUtLS3Nzc0tLS2BJQSOdlSmm5+f//jxIzgRMTExly9fTk1NTUhISExMjIuLCwkJ8fX1dXJyunr1KgxpAKqlAwcO7N+/f8uWLSIiIuLi4rdv337+/PnWrVtxy3QyfyZE9wy6YWVllZubC0AfhCLAfZ4KxiokXISPj8/b2/vEiRM/9tWIi4traGggdNH3aCPcrbCw8MaNG78xffFfJXg8npaWlpWVdcWKFTQ0NBQUFHR0dCtXrgTqgEuXLllYWOjo6BCXPebm5gDLCglxIINEs99KSko2b96M3X3/pltH5pGSkpKSkpKRkZGenp6FhQVwyTt37ty7d6+CgsK5c+eMjY3t7OxsbW1dXFzi4uKgCBkSEqKmpga8SQhG89U3AooQQUFBHx8fQJ/MzMz09vY2NDRA5bqysrKwsDA6OtrX1zcgICA+Ph6oU8+ePSsjI7N+/fqNGzcKCAhAvZSGhubbamZiYlJeXg4lE2S9EQLuqxg6rA5oa2snJCSIiYnhcDis5fwygsD+KSAgEBUVdf78+R/7OmRkZE6dOgX9zdhd4EshgnAB68ovhUQC0DmIMigpKZmYmCD+Onr0qI2NjZubm4GBATHJ1eLiYmRkZG9vL5B3AD4DqlLNzc05OTmwGv4mhURrEZttA4WErkgJCQlpaelNmzZJSkpqamrCaAQDAwNtbW1nZ2eg9PTx8bGzszt06BArK+u39w48Hr9ixQp2dnYaGhpxcXEghLe0tNTW1lZQUNi+fbusrOzWrVuFhIQ4OTlhU+Dn5/fy8qqurtbU1EQkV9/4LLjP4y4zM7MHDx5s3LgRt9zcRIJpp/xqIACOK7yuoqISFhYGHFkomUmkhyRf9Luxs7P7+/sbGBj8wNeBw+EkJCROnjyJiHy+kQUlcnN27twpKyv7c/tR/6cFptCBuwfgclpaWh4eHhUVFXd3dz8/P3V1dWLo3Pz8fGxs7ODgIERTk5OTPT09MF6io6OjrKxMVlaWCE32E4VIISGjg8PhSElJ6enpAaPDw8MjJia2b98+DQ0NZ2dnHx8fKysrOzu74OBgmAro5uampaW1d+9eGhqa/3iHJCQkTExMBAKBkpIS8EDfPp6ent7e3r6qqkpfX5+fnx+1OH2ZJMR6j+h0Y2Pj+/fvI3AF0kCsXiFTiQ0F4Xg9Pb2goCDIr8CLX7r6WP0nWe4Ut7GxQURVf1W2bNly4cIFcFlx3+e1gmzfvn3z5s1/nyf1Pyfk5OQrVqygoqKioaGhoqICsqi1a9ceO3YMBml9ZRzd/Pz8nTt3BgcHoZgGdOMwNwam/27duvXvgM4RbfNgFgBeRCAQgCOUi4uLkZGRn59/3759J06c0NPTs7a2dnR0tLa2hg0GUlVubm5GRkb79+9HHCLfuE88Hk9OTo5lCsVhSqxYRCv4okBUVV5ebmJioqKigjVuuM/xPVgvFF1ZU1Pz0aNHSkpKqEaKuEuQucNjWkaJTj9//nx0dDQ/Pz/Rh8J/IVhdpaCgcHZ2/mGXVVZWVl1dHXhD/qzUgQTrbEtJSYmJif1SSBBYadAsgajb2NnZt27dqqKicv78eWtr64sXLxLXIRcXF2NiYnp6eiCGRPT+MEo1JydHXFwc3uDnloy+3ObBAgC8CKbVAquvmJjYwYMHJSUlz5w5o62tDRyHMFvTxcXFzc3N3d391q1b+/fvp6WlxZqv//i+2KCO5HNB/6Wiorp+/XpZWZmJiYmRkRF2gSLfmORzUg/QK3A7NTU1q6qqDAwMoM+bBIOARUAI0HyiWjkOhyMnJzczM8vIyEBfAToXq71EF4R79vf3d3BwwN4P+shECvblPispKXnw4EEWFhYcxn/GRq1E5h297/r160GNv1os+X5L+88QPB5PR0cHYQ41NTUdHR0AJ/bu3auurq6mpmZoaHjp0qWvdHv4+PgAuz7Q6Y+NjbW2tgKGuLi4eNOmTbi/E1mO7h63vLJhXwGWLj4+vk2bNomKigoLC8vLy+/fv19fX9/b2xv4883Nzb29vYOCgm7cuLFjxw748F+uue8UBN+DTAY4z+Tk5Pb29nV1de7u7pcvX2ZkZESrCh2JzB3JcuMVuuaFCxcaGxvNzc2hOoe2AMRpAnsnnIgsPLzF6tWrw8PDU1JSREREcJ8jpYjMMroaemsHB4ebN2/C62iXgWeL9ZlJliEZWFXZtGmTvLw83DDpMu0NYqMiUjb0qNnZ2Q8fPrx161ZsUgf/eUnmX6WQOBwOwiJA8wKnDisrq6ioKIwqcHJy0tLS6uvrI86y3rhxo7y8HPqSYSx5e3s7DCF+9OiRrKws7r9Y5d8jaMWAGqxYsQJ4gaA7WVhYmJ+fHyofFy5cuHTp0tWrV21tbR0cHHx9ff39/V1dXY2NjYFiA/dfWHKsqURQPjwe7+Dg0NfXd/v2bQ0NDdB5tM6Q3uKW1QzOIiUlXbNmjbKycnx8/PDwcHZ29sGDB5E5RXoL+owUG4u0pqGhUVRUzMrKioyMhKQOUQcm1knG0gXQ0tLy8vI6OTl5eXlxcHBgnzBUqPHLiBm0AaEnQEVFJSYmdv36dSMjI9QVDacg14Coh5OUlFRcXFxfXz88PByG5Lm5uSkpKQGdCjoRS4r37xESEpIVK1awsbFBgzIDAwMrK6uQkNCVK1dg6uuZM2eIgQHz8/M+Pj6vX7+GQYtjY2MDAwMw1629vf3p06fbtm3D/Q3+BlpMRFs4AP+YmZnJyMhWrVolIiLCzc0tKip64MABTU3N8+fPa2lpqaqqWltbw1wad3d3KyurM2fObNmyBfc5LPbH7gqdS0ZGtmHDBlNT03v37g0PD5eXl/v7+yPvEZt/Itr7qaiolJSU0tPTh4eHgRVlZmbmyZMnxsbGEA2iMBKRCSGWA1JS0rVr12pqanp6eubk5DQ0NFRWVjo5OSGIP1bnka2Df9HQ0GzYsMHCwiI9PR2GZ8E4FyBhwS07INAFhgw7XI2enn7nzp22tralpaVjY2OvXr2yt7eHBDvcHpF7D2etWLHi+PHjjx8/hvotTEl79+5dd3e3t7f31q1b4UNhwas/9r38jwosJwKBQEVFBWzDbGxsUlJS169fj4qKcnJyOnv27MTEBDF0LiAgoLe3d3x8HFq837x5A6M73rx5c//+/S1bthB5Sj/rXr8UZHDA54Y25U2bNm3btu3YsWPHjx8/cuQIDMZxdXX18PDQ0dG5fPmyg4PDuXPnpKWlkeP3bZrGP7sfFPjhcDhWVtYzZ87k5eW9e/fu06dP0BU1MjKSkpJy5MgRyNDA7Bc8pq6Iw+FoaWl1dHTq6uqWlpYA6DM7Owt0foODg9HR0UJCQkRLExuC7ty5Mzs7G+IKaPuYn58fGxtLSUmBIBl7t9jrMDAw6OjoPHjwYHJyEr5ZALi3trZ6eHhAyhR0CbILoFHwtAUEBBwdHZ8/f76wsPDp0ydoj+zs7ExOTlZWVoauRdJlNl1kGElISNTV1dvb2wHTCwwdML9wYWFhaGgoJSVlx44d/5Ee7R8sEIxQUlJSU1PT09NzcnJycnLKy8vr6enZ2dmBQg4PD3+mkGNjY97e3u3t7TD9t7e3F80Drq+vz8rKkpSUREbj73isWNcLWOfo6Oi4uLiYmJhWrlwJ7OtHjx5VUlLasmWLvLz8lStXYGi7kZGRgoKCnp6er6+vmZmZlJQUGrf0YxsHpJRwOBwLC4ulpWVjY+OHDx+gjRC4YYCPr7a21srKCgjzEaEW2lCUlZW7urrA9fj48SPA6xDcAsjgeXl50TuiR0pGRrZ169bCwkLACcGITgCsz87OTkxMFBUVHThwgIjxnWSZicvQ0LC1tRWauRDDDUzs7O7uDg4OBoodUozARZiZmb28vObm5kCBoX0ZeAaGh4efPHmipqYGHxP/eS5XVFS0qKgIDCN0Wi4uLr579w6mNvX19VVUVLi7uwM9LAmmf+BfIng8npKSErKsdHR0wN/Bx8e3a9eu3bt3a2hoeHp6njt3jrj96u3btzdu3Hj58iV0G4yMjADQvLOzs6amBhQSm6P7m26dBFONZGJiWrVqFRsbGw8PDxDL7tixQ1hYWFhY+OjRo8bGxjDZ7+zZs7q6utbW1jdv3rx48aKwsDCA5n7si0c6TE5Ofvz48e7u7o8fP87NzcFMPrB179+/B4aYhoaGkydPongMt/xkeHh4cnJyIHcNHcZjY2Pd3d2g1T09Pc3NzXV1dUZGRnAuNlmydu3atLS0T58+QUEYyDU+fvyI9GpkZCQqKuqrWP8DBw7U1NRAP9fS0tLHjx8B+jczMwNUN2/evHFycoKwkARDIY/D4TQ0NDo6OqBhBUbQo04xqEjfvXtXXl4euymDWFhYjI+Pf/z4cWlpCfpgHj58WFNTMzU1BXM4YerZ8ePHiazrv0fweDygWGFSBjSUbtu2TUVF5eLFi25ubsbGxkNDQ8RZVnd3d2hdHxoaevv2bUtLS2tra2tra0tLS1lZmYyMDLr6T3yg2KQCCSarTklJSU9PTyAQVq9evXbtWn5+/t27d69fv15SUhJNC4UJXKampq6urrdu3bK3tzc0NJSRkSHBFCT+6oNDG/+qVauioqL++OMPqMpCk/7Y2BgYyffv34+MjLS1tYHzSfRkFBUV+/v7wVn99OlTdXW1iYmJnZ1dfX09MLIBMXxCQgLkafDLgEEcDqejozM+Pg6dWYuLi4ODg3V1dVCOmpiYgOHtnZ2d58+fR9kjFNdZW1sDpQD0NPf19ZWVldXV1YGhg4m0paWlioqK6IZhI+Dg4EhOTgb3GOitQkNDXVxcqqurQSFfvXrV1NQUGBiIwAnwoOjo6OLj4//444+FhYWFhYU//vijuLhYRkZmz549paWlAwMDDQ0Nra2tHR0dpqam0Mr8L8yykpKSAlsCAEKZmZm5uLikpKQsLS1hpPn58+eJFXJhYcHb2xsoPIB8pbm5uampqa+vr7u7+/nz57t374ar/8QdDo/HQ1sDRDVYOwOhIyBOhYSEeHh4oB9y+/bt0GQNo+/09PRCQkLCw8MdHR2vXr1qZma2a9cukmU65v9GIcXFxR8/fgzqNzc3V1lZaWRkZGBgUFZW9vbt2/n5eeC8ePLkiaqqKu5zr0FPT29qagqas969e2djY4PD4WhoaFxdXaempvr7+/v7+zs7O/Py8vbs2YP7PHft4OAA++PCwgIE9jt37rxw4UJNTc0ff/wxMDBQX18/NDQUEBDAzMyMHAr4vD4+Piho7OnpcXBwEBMTu3jxYnt7+8TERGNjY01NTXNzs5GREVEiWl5evq6uDhxsGEwI2VFra+uBgYGRkZGenp7+/n7EYIKA+0xMTOnp6bBtASTY1tYWPoi/vz+Y5cbGxlevXnl6ev7HcXr/VIGuKzAzIAQCQVxc3MHBISUlJSwsTF1dHQKcz7Ks3t7enZ2do6Oj3d3d0JDe1tY2Ojra0dHx+PHjo0ePggX4gUwJkWB9LZRfxWaMSEhIIJ1DTk7OxMTEyckJLF3S0tKysrJycnKKioqQazUxMfHy8oIZ7jB0GgG4f4waDy2X7du3V1dXQxtkX18fWmeHDx+ur6/v6+trbW0FLmlra2t0Ipyrrq6+sLAAXDijo6OmpqZ4PJ6amtrFxQUs1cDAQFNTU1JSEtwtfrmAQUZGdu3atcXFReATqK+vhwYRAoEQHx//8ePH7u7u2tra7u7ujIwMIi5TAoFw+/ZtsN4LCwsPHjyA7Cg3N3dWVtbMzExTU1NLS0tXV5eDgwPwAKBz9+/f39TU9OnTJ/BvnZ2dJSUlz549e+vWrfLyciDCam9vr6iogGYu9EmpqanBQkLIurS0FB0dLSgoKCoqWlpaurCwAGRZNcpgUeAAACAASURBVDU1SCH/hVlWMjIyAM0BihW6fMXFxVVVVT09PYODgy0sLIg5debm5jw9PZubmxFibmBgoL+/v6Ojo62t7enTp4qKikiF/sv7Iwp+iPQTtnwYSU1CQgKsvtzc3Fu3bpWXl9+zZ4+UlNThw4eNjIwcHBwuX76sq6vr4ODg4eHh5eVlZ2eHGuR/oGSKbgCHw8nJyb158wbyImNjY66urnCMhIREaWlpR0dHa2trb29vX1+fiYkJDtO9gcPhDh8+PDQ0BGQ509PTxcXFZ86cOXfu3IsXLyYnJ7u7u1taWqqqqtLT0+Xl5XGY9U1JSXnt2rW3b99Cq3R7e7uWlhYrK+vhw4crKysXFxc7Ojqqq6t7e3tjYmKwXPJ4PJ6ZmTk0NBR8zo8fP9bX12tra3NwcCgqKlZUVMzMzLS2tgLVlYWFBRq8Ae8rKytbWVkJLuvi4mJpaWlKSsqzZ8+ePHny8uXL/v7+3t7eioqKhw8fHjhwAHsiDodzcnKCzOq7d+8WFxf7+/uTkpKSk5N7enoGBwefPHny7NmzqqoqOzs7eNN/W1IHh8NBQoSBgQHGexAIBA4ODlFR0U2bNhkbG4eGhjo5OaGs+P+PIV1cXIAwF0buALd0XV1dS0sLfBM/0VMlykag1yGUgsAGqqisrKzc3NyCgoLQzrt582YFBQVdXV17e3sLCwtNTU0dHR1jY2M3N7fExEQHB4f169dja2V/9cZQ4lFUVPTZs2fAQfrHH380NDTo6OhISkra2dlBINfa2trU1PT8+fMzZ87glst0cB0hIaGioiJg2VlaWpqYmIBW7w8fPoyOjlZWVgLtd1RUFFg5FELjcDgYhAQe4G+//VZTUxMUFJSTkzM2NjY2NgZkkO3t7Tdu3IAEL9YDtLOzg8AV+LLq6uqioqKKi4uB6LG2tvbx48dPnz7V0dGBfCnSDQYGhpCQEDh3YWEBKBEaGhoaGhpgU66oqHj58mVKSgoKetHPvXv31tfXQxYKcZcsLCz09fXBplNYWJiRkXH69GmAN/3cHMT/hJCRkUH3Obh+zMzMzMzMwsLCJ06csLe3DwgIMDc37+3tJbaQtra2FRUVfX19IyMjU1NTnZ2dzc3Nb9686e/vf/78Odoa/3v5qkIi6wQlRGpqamAigf4xAQGBjRs3btq0SUZG5sKFC/r6+hcvXlRWVlZTU3N1dbWzs/Pz84uOjr5+/frGjRvBWf0x1wi/DAlgYWEJCwuD2ho4Y8PDwzU1NaOjo+/evWtubn769Gl1dXVkZCQ0VSHfAbxTS0tL4CMGFnAg1xkYGGhsbLx//35+fn5mZiYgftBzgBuWlpZ+9uwZtjEaNHNycrKioqKgoODJkyePHj3S1tb+sntLWVm5ubl5YWEBeFbn5+dnZ2ffvn07OjpaX19fVlZWVlYWHh4O5Ou4z4sQkHkHbxmISObn59++fdvW1vbw4cPCwsKSkhJ9fX2gM0RgHTwez8DA4OjoODc3B6lgyPEODAxUVlZmZWXFxsYGBwdfvHiRm5sbFWz/m8XzvyiUlJSsrKywLOnp6VlZWZmZmSUkJK5du3bz5k1nZ2c9PT1il3VhYcHV1bWlpWVubg5YPEAboVm5urr68OHDP2tv+1Ihsf4qQMmAv4OdnR18V+DvEBMTO3z4sKmp6ZUrV1RUVBQVFQHrYG9v7+joaGtra2dnp6CggOLSH7gxqEDAFQ4dOvT69WvgVoTgCur7tbW1mZmZQGGsq6sLaxT7QXA4HD8/f3R0NHiekBYaGBioqKhIS0uDobknTpwAFw7lV8DW0dLSXr58eWJiAs4aHR0dGhoCjzExMTE1NTU3N9fS0hJqmETgVWZmZisrK3BwAHHV29vb29tbU1MTExMTFhaWkJBw8uRJNAwbh5mZJyAgkJSUhKXqGh4ebmxszMzMDA8Pj4iIsLKyAjoP9BmRMq9evTowMHBqaurDhw9zc3NdXV35+fl+fn62trbm5uaqqqpYkNC/zV/FLdNToDkCgAmVlZV1dHR0cnIyMTE5fvw4cR3yt99+8/PzGxoaev/+/fj4OAyiA360wcHBFy9eQAyJ+xllD/yfCAogycnJQQmBoZCVlRVGKW/cuFFZWfnw4cMnT55UUVHR1dV1cXHx9PSE0aJeXl7u7u4nTpzAGqu/em/w7iCkpKSampqwdQHLzsTExPPnz0NCQoKCgkJDQzU0NFB30pfJQyEhIR8fnzdv3oCrWVhYGBwcbGZmpqWltXv3boQyRzlS5PGuXLny+vXr7e3ts7Oz7e3tL1++LCwsBAosR0dHMzMzKLLjlxlNcZhyIicnp6OjY3V1dX9///j4eFtb27179xITE2/cuGFlZaWiooKmvqLoAO1f27Zty8jIGBsbg2QMRJIuLi5aWlrHjx8XFhbGQpGwVh2Hw/Hz81taWpaUlBQVFd26dcvIyEhRUXHjxo0iIiKoXwSBdf5tRpKUlBSY5tCUSCYmpi1btpw9e/bq1asmJiZKSkpfAZf7+PgAR/3g4CAQY8/NzQFwp7q6+tSpUz+8yonkz7SRZHl2MgUFBYFAWLlyJQsLC4SR69atk5SUVFBQ2L9/v5SU1K5duy5duuTv73/79m1AzwUEBCQmJvr7+x86dAjBQX/MZUW3gcPhmJmZDQwMcnNz6+vrq6qqUlNT3dzczMzMjIyMjhw5ArYRVW6wYGv4ycbGpqamZmNjY2hoqK6uvnv3bmFhYS4uLsC+odIrQpMjvaKnp9fS0oqIiIiPj3dzc1NXV5eTk9u2bZusrCzkKrGKgV8GG6KAUEFBwc/PLyoqytHR8fz585qamseOHZOVlYURGshMIVA78n7FxMSsrKxiY2PDw8PNzMxOnTolLS29cuVKNDca+32hX9DTk5SU3LZtGw8PDzs7OxMTE5bniqiF5V8lpKSk0IEFuVZaWloCgcDPz79nzx47OzsvLy8NDQ3i9qu5uTk/P7/Ozk4oQgLqAqBPAwMDr1+/1tHRQWjmHx69CPKly4qyGiiGhOwwExMTNTU1Ozu7uLi4pKTknj17xMTE9u7dCxn52NhYZ2dnV1fX1NTUu3fvhoWFOTk5ycnJQWzzY+EKHpMKQktNUFBQVVV17969UlJSGzZsEBMTQ6OHYIgl7vPuxC+dCEh8Yy+LtRUIFUD0WJiYmMTExPj5+YHTAIZ+Yp8hDhNAotfhFyDR5OXlhTgcNUPhl2u/2HtD+gk3w8zMDBgpAoGA7WIh+gaxHxC7/SE0D3rx2+f+4wVm1dDR0UFyBDh1eHl5VVVVw8LCUlNTDQwMiIEBYCFfv34Nk3YWFxd7e3vb2tqANLmurk5fXx8BkdnY2H7uMyXC64CrTU1NDTq5atUqAQEBYBOXl5c3MjK6cuWKkZHRzZs3fX19/fz8YMxLTEyMh4eHsrIyKOS/8Iv/Jf83hZSUFLZUyI8ABE1GRsbGxiYsLCwqKkpfX5/YZZ2dnXVzc2tuboawfnx8vKWlBYABQ0NDFRUVWAtJR0f3s9b6V8NIaESgpKRkYWGBSTu8vLy8vLwyMjIaGhoaGhqnTp3S0dFxcnKKiopKSUm5d+9eRkZGSkpKQkLCxYsXaWlpfynkL/m/I+Tk5Ozs7AA+o6KiIhAI7OzsBw8edHR0vHnzpqWl5bFjxzo7O4mROm5ubpBlHRsbGx4eRjm61tbWhw8fampqYnsafta9EoX4yGWloaFhYWEBVeTi4oLZHkpKSrq6utu3b1dWVjYzM3N2dk5KSsrPz8/Pzy8qKrp79250dLSamhq6yX9hQu+X/B8UPB4PI8AADQpw1h07dpw/fx5KA7q6uv39/cQKeePGjcbGxoGBAYA+zs7O9vf3A6K1vLxcR0fnP1L0/4BgdYZkmV0CfjIyMnJxcTEzM7Ozs4uIiOzevfv48eOKioonTpzQ0dExNTV1c3OLiYmJi4u7e/duaWlpTk7O7du39+7di+qQP/E+f8kv+WGBsJyOjo6GhoaJiYmMjIxAIIiIiCgpKbm4uERERNjZ2REndWZmZpycnF6/fj0yMgLsrABHrq2tbW1tffXqlZ6eHmQC/nssK1aIzCPSRnp6eihFMjMzc3Nzr1+/XlpaeteuXTt37lRWVr5y5YqrqytQzoWHh+fm5ubl5WVlZbm5uYmLi4Ml/3fWoH/J/0EhIyNjYWEBigZIjhAIhHXr1qmoqAQFBWVkZDg4OBBbyLdv39rZ2TU3N3/48AE6faATEmbBNzU1Xbp0CZWS/46Fjl+GrUHZg5aWloqKipWVlZeXl4+Pb/Xq1UJCQjt37jx58qSRkdGFCxfU1dVtbW3T0tLS09OTkpKSkpIyMjJu3LgBWFbSv3m27C/5Jd8v5OTkrKysEIvBiEh2dnaoQwYHB6emplpaWvb09HymkJOTk3Z2dk1NTR8+fIBqB/RDjoyMTE5OvnnzxtLSknSZsJD0b+MpIiEhgdQwcAGtWrVq9erVXFxcHBwca9eu3bt3r6mpqbOz85kzZw4ePOji4lJQUHD37t2MjAzQzIiICA0NDRwOR0VF9ffd5C/5JX9JyMjI6OnpgXWOjo6OhYUFBhldvnzZ1dXV19dXX1//KxQetra2DQ0NwKnT09MDzDrDw8NDQ0ONjY1mZmbfNjhEFSdsjRFbwv7yItiSGlhIampq2EsYGRnZ2Ng4OTnXrVsnISFx+PBhbW1tNTU1NTU1Y2Njf3//rKysjIyMnJwcSOrExcXB9DU8Hv+Lyv6XfL8QVUq/fBH3eZqQqIr+ZbmV6CxgUaSmpgbIDhcXl4KCgqmpqYuLi6Oj45kzZ4hjyOHh4atXr9bW1kJDOtBAvnnzBljnmpqazMzMgAOO6J2wt4X9iYqBqO4MlUbQE6wSYvnCEZ6TlpaWkpKSjo4OmiGlpKSkpKS2b9+uqKgIxHPXr1/39vaG4aqZmZlFRUX5+flRUVHAOvdLfslfEiwqECGESTEMtLjlpCN6Eblg0HyM8B4IWwIJETCMjIyMTExM3NzcvLy83Nzca9as2bZtm76+fkJCQlxcnLa2NnG3x9TUlKmpaWVl5cTExPj4+Lt376BpqLGxsaura3x8PDs7+9KlS4cPHxYUFMSOj/9yF4FfsNAN7O1+iVNBABeEcaGhoQHgH7ivq1ev3rNnj5yc3MaNG3fs2HHq1CkrKytI6iQmJhYVFT1//vzp06c5OTmhoaGIBvJfiJn8JT8s2P5yoiwJllcah4FV4ZZJQIEvB2CegMiB3IewsDAfHx8PDw8PD4+wsLC0tDSYk3379snLy6uoqFy/fj0tLS0tLc3a2vorFB7W1tYNDQ3QDjcxMdHd3Q38OkNDQ/BnRUVFfn6+r6+vhoYG0GrQ09PDvDsqKiqwikAYBzcNox2hsxFKJtiZjdhfUC4HfUhgsIQZVevWrRMRERESEpKQkFBQUDAwMDA3Nzc0NHRycoqJiUlNTS0tLS0tLc3Pz4+IiABCZ0CK/VLIX/I9guzEl2lL9AvYOoikGBgYgNGCh4dHVFR0w4YN69atk5aW3r59O8w12bdvn66u7vnz5xUUFPbs2XPmzBlDQ0M7OzsLCwttbW1tbW1ra2tfX9/Q0NCwsLDY2FhDQ8OvECVDh8Hi4iJMUG5vb+/p6Zmfnwfmwvb29rq6utra2urq6vz8/MjIyJs3b6qpqW3btg1wz+Li4iIiImvXrhUSEtq4ceOePXuUlJSkpKSgUUNISEhAQEBSUhLGdTAyMq5cuRLUhiiqBK51KJ6ysbGxsLCwsbGtWrUKFFJZWRkmIigpKZmZmcXGxqanp6enp8fHxxcUFISGhqKJNL+AAb/kOwVLFEa0bACyT0ZGxsDAICAgICoqKi4uLiYmtmHDhi1bthw9evTKlSumpqaamppKSkrq6urGxsbQwGFubm5hYWFpaeno6Hjr1i0YKOzs7GxhYWFjYxMfH5+enh4YGHjjxo2QkJArV64Qx5BTU1MODg7Nzc1v374dHh4eGxtDbFdDQ0OQ4Ons7ASinerq6oqKivLy8rS0NH9//4CAAH9/fycnJxsbGxsbGzs7O3ib+Ph4V1dXXV1dU1PTq1ev2tvbu7u7nzt3TllZWUVF5cKFCwcOHBAUFFy3bp2goCAfHx8HBweyk7hlrDMVFRUTExM9PT1kWU+ePAlEySoqKjdv3szNzS0qKsrIyEhOTi4pKXF0dGRhYSH5fCzHL/klIPg/F3QMhE6IswLQ1CIiIrt27Tp16tTp06dPnDhx9OjRs2fPgqfm7u7u6+tra2t79uxZc3Pz8PDw+Pj469evm5qa3rx5MzExMTs7G+aXBgUF+fr6wrTv+Pj4kJAQFxeXmzdvhoSEWFtbE5c9pqenHRwc6uvrx8fHJyYmoEUd6MaAsWJkZKSvrw+iypcvXzY2NnZ0dDQ0NDx58qSsrOzevXtZWVlpaWkFBQUVFRVPnz7NzMx88OBBZWVlXl5ebm5uYWFhWlpaSkpKYmJiUlJSXFxcdnZ2dHS0t7e3paUltE4bGRlt3Lhx7dq1QP3IxMQEfVgwuXXz5s3y8vIHDhw4d+6cqqrqxYsXvb29vb29Q0JCcnJy8vPzo6OjlZSUcMsuxy/z+EuI5NvaCL/DTFUWFhZOTs41a9aIiYnt2bPnypUr5ubm1tbWRkZG58+ft7KyCgoKioyM9PDwcHJycnZ2vnXrFoxFDAwMDA8PBysVGxtbWFh4//79jIyMiIiIwMDA1NTUrKys9PT0sLAwGGoaHx8fExPzFXD5b7/95ujoWF9fPzU1NTs7++7dO2hUn5iYALresbExoPdtb28HsOubN29qa2srKiqePXv24sWLV69e1dbWVlZWPnny5OnTp0+ePHn16tWLFy/u3btXW1v75s2b6urqwsLCBw8ePHv2rKio6NGjR5AdLSkpycnJiYuLCw8P9/DwgAnPbm5uKioqGzduPHz4sKSkJCCP2NjYYEqkvr6+s7OzjY2NgYFBZGTko0eP8vPzTU1NoVcQ969kUvol/1G+bSFh2ho7O/vq1avFxMRkZGT27dt34cIFDw+P0NBQMzMzKyurGzdueHh4eHp6RkRERERE3Lhxw8HBwdbWNigoKCkpKSQkxN7e3s/P7+7du7m5uXFxcSkpKUAukZiYGBERkZCQABp469at4ODgrKysx48fJyYmnj59mjjLOj8/7+Tk1NTUBMycMzMzfX19/f39wLEL5IUdHR3AEDkxMTE8PNzU1FRTU9PY2Ahms6GhAZg/6+vrGxoaHj16VFFRUV9fX15eDi+2tLQ8fvz48ePHFRUVL168aGlpefToUXl5eXl5OSjwkydPCgoKSkpKEhISkpOTfX19nZycwsPD/fz8TExM9u/fLygouGbNGjY2NllZWQ0NDUVFRWNj48LCwri4OCsrKxiYh1sOIIkqNL8SPP9y+VIJUbsfJPMBfLJ+/XpxcfGDBw9qa2tbWlr6+vrGx8cHBARcuHDBwcEhPj4+NTU1ICDg1q1bQHQYGhp6+/btiIiIyMjIyMhIFxcXPz+/3NzcsrKylJSUpKQkSHMAtDM6OjoqKiouLi4pKSk+Pv7OnTslJSURERHnzp1rbGwkVkgvL6/+/v7ff/8daJFGRkaAEXhiYgLItsFgQsa1s7Ozo6OjpaWlt7d3bGysqanp5cuXkJjt7Ozs6uqqqamprq6G+VkQfNbU1Dx//ryhoeH169c1NTVdXV1IXauqqiorK58/fw4mvqCgoKys7NmzZ2BL7927FxUVFRkZGRYW5urqeuHCBX5+fg4ODnZ29j179lhYWOzYsQP14KNHj+pFOEwn/i/5FwoeU0vEaiPk9mEi8Nq1ayEdKi8vv2/fPhsbm5iYmKioKA8Pj8DAQD8/Py8vLx8fn8jIyPT09ODg4Fu3bnl7e0dHR6enpyckJERFRfn7+wcHB0dGRkZHR9+5cyctLS0xMTEjIyM+Pj4vL6+4uLiwsDAsLAyYje7fv5+amhoWFubr6xsYGGhvb//mzZvPFPLdu3dBQUFjY2MfP36cmpqanJycnJycmZkBHtHOzs7h4eGZmZn5+fnR0dH29vbOzk6gDx0ZGens7GxsbGxra4PRy8BZ2tbWBiyggC6or68HOwlkdpWVlT09PV1dXa9fv+7o6KitrX3y5Mnz58/BkL548QIICx89evT8+fOqqirQzNzc3LS0tIiICEtLSxsbm3PnzklKSq5ZswabB8J/jgpCOATs1/PLWv6z5cuvG7sqcJj5s1RUVNzc3Nzc3BISEkpKSidOnNDU1LSwsEhMTExJSYmLi/Px8XF3d799+3ZycnJkZOTt27dDQ0ODg4MDAwOh2T8/P//u3bvx8fFhYWExMTHp6em5ubnR0dGenp6JiYlAgZmVlZWTk5OamhocHJySkgKRZGJioo+Pj4+PT2xsLDDEE1tIDw+P5ubmyclJGO43Ozs7OTk5PDzc09MzNDQ0PT09NTUFf3Z1dU1NTS0tLS0tLcEIl56entHR0YmJCfBsga5ufHy8s7Ozra2tpaWlvr6+o6MDWJhfvnz54sULMJsgL168ePbsWW1tLdAUlJeXV1VVwWEvX7589uxZZWVlWVlZaWnpw4cPIWJMT0/PyMiIjY21srKSl5fn5ubGwhVIlueoor0QfRlYCplf8q8SVOKHnZqOjm7lypWbN2+WlpaWkZE5ePCgjo6Op6dnfHw85EUDAwOjoqIgL5qRkZGYmBgSEnLr1q2oqKjY2Ni4uDgwhrAOAwMDIyIiQkNDgRwwNDQ0PT0dEplRUVHBwcHZ2dmlpaVFRUVxcXFxcXFRUVFwZGpqqrGxMfEogampKTs7u6dPn/b29k5PTwP3XF9f3+Dg4NjYGESV3d3dra2tQIT1/v37qakpqIh0dHQMDg4ODw93dHQAz/LAwABQGDY1NYE5ffPmzcTExNDQUF1dHWSG+vv7Ieysra2tqqp6/fo1/Pns2bNHjx5BdNrY2FhXV/fgwYOKiorq6mogpa+qqgJcTklJyb179yIjI0NDQ318fI4ePcrJycnIyIjIlACugKVjwv855vCX/JOEaCNGwQuQUQB8hYuLS1xcXE5OTk5OTlVVVUNDA9KniYmJ4eHh9vb2QUFBCQkJsbGxQPkZGhoaExMDRJ4pKSk5OTlRUVEwMRp8t7CwMH9//8jIyJycnLy8vLS0tMjISCg5BgcHJycnFxcXFxcXJyYmgk5mZ2cXFxenp6ebmZkRI3Xevn3r6uoK45nANoJhHBsbm5iYACLzzs5OGMME0zwHBgZ6e3uHhoYGBgYGBgagKNLf3w852JGRka6urubmZiiZ9PT0jI2N9fb2wpDm6enp8fFxoH7t7OwEOPvr16/r6upevnzZ3t4OZU/wdaurq2tra5uaml6/fl1dXV1TU/Pw4cP79++3tLQ8f/48JSXl0aNHeXl5/v7+V65c0dHRkZWVZWZmRrM90HfzK+/6D5NvZE2JSC5R/EJDQ0NDQ8PIyCgkJCQnJ7djx47Nmzfv27fP2NjY29s7KCgoPDw8Li4uICDAz88vPj4+LS0NJiOEhoaGh4cXFBTcu3cP2ADz8/NBOaHfCExoRkZGUlJSYmJifn5+UlISpCdzc3Pv3r2bmpqakJCQm5ubk5OTlJSUlpaWkZGRl5d3586dixcvEtchp6ambt++PTw8DHOCBwcH+/r6YI7S4OBgT08PWMvx8XFIukLWZ2ZmBmgju7u7gZ9udnZ2ZmZmcHAQfNG+vj6Y4gZa19HR0d7eDl4xdHgNDQ319/d3d3eDvoFbi6jTGxoawJxC8bOqqgrSuRUVFc+fPwfw0L1798Co3r17NyoqKjU1FYJMBQUFPj4+LBMh7lcA+c+Sbysk0RZMQkJCS0sLs5uAgEJBQWHv3r1ycnK6urp+fn6RkZEBAQGQd8nOzs7Ly7t7925KSkp0dHRERMTt27cTEhKKi4vz8vIiIyMjIiKSkpJyc3OLi4tB96KjowsKCu7fv5+UlBQWFpaRkQHJ1bt37wIJW15eHoSmAPME25uenp6amqqvr9/d3f2ZQk5OTgINJDACv337dnx8HCYHQ2IGDB3MDAVWbJhZPTw8DCA7sIrQJgKZHiiQgOUE4zk0NAT6BtOjWlpa+vv7YUgGNENDDAlDmlpaWhoaGtrb24GBv6qqqr6+/s2bN62treDcNjQ0QJAJxP4lJSW5ublQ/wkLCwNokpqa2rp16wgEAkSY+OVJAb/kHyBf6iHu8/YG0EmgTQM2VACaHjhwYPfu3fv27VNVVTU3N/fw8IiOjo6JiXF0dHRxcYmPj3/w4MGDBw/y8vJiYmKCg4MTEhISEhLu3LkTGxuLFBJsaVpaWmZmJqRMCwsL8/LykpKSgOs9Ozu7pKQkMzMzOzsbjrxz505MTExRUVFBQUFKSkp8fDxAzZydnYmH7czMzLi7u1dUVMCgXxgRMzExMTIy0t3dPTAwMDExMTAw0NbW1t3dDfMFQF3b2tqamppAFYHmfHh4eGpqCnzdyclJyOhAaDo7OwvQn56ens7OTjCbzc3NkAcCZq2Ghoaampqmpqbe3t7+/n4wv7W1ta9evXrz5g3cTE1NTUNDAwwSLS8vr6urKy8vLysre/jw4fPnz/Pz81NTU8vKyoqKiu7cuePi4mJtba2lpSUqKgr44K8mdYhSc//lKvnO63z/wUR5wq/+96uX/Y+v/9mL37j4n/2L6MVv/PJV+fbxX55L1P2HDUygpAGsxAwMDACHlpGROXbsmIaGhrKysrKysr6+vpeXV3x8PIBsgoOD79y5ExUVFRMTAwQUycnJSUlJqampmZmZWVlZMMsRTB+gWWJiYiIiIgAfl5iYCL5rXl5eQkKCl5dXRkZGSUlJeno6ZIDu3r2bmZmZmJgYGxsbHx//+PFjAMnk5+c7Ojp+ZT7krVu3ampqxsbGYDgMDCEbHh6GuSujo6NtbW2tra2Dg4O//fbbu3fvpqam0BCo3t7egYEBmMwzMTEBFREIL7u6ugYHB9+9ewcjQ4DMbnx8bwT+4AAAIABJREFUHILSjo6Opqam5uZmmKPe29v78uVLGMLV29vb0dHx6tWryspKsI2gzK2trVVVVR0dHUNDQy9fvnz69GllZeWjR49evHjx4sWLioqKBw8elJSUPHv27PHjx7m5uVApSkxMDA4OPnPmzPbt27dv3y4iIgI8mdi2GhymnRS/nJJFqwELWCfalVGggl/uXEG/Y48nug4eMzgZcr/oItgL4jB1VOwF0U/A7mKbTtEML+xFcMtsD+gVLBcu0Q2jX9AqRzkS7P1jT0dvit6FqBWW6P6/zLGh41Hsh54Jej64ZdMHh1FSUiIbSEVFBRsuJSUlBwcHExPTihUrVq5cuWbNGikpqf3796upqZ06derkyZMaGhoAQ42IiIiJiXFzc3NyckpKSiotLYWgMSIiAmqM2dnZubm5mZmZxcXFmZmZQBYDE1agIT45OTkvLw+qGnfu3ImLi8vPz793797du3dBP5OTk7OysnJzc7OyskpLSwsKCuLi4vLy8mpra8vLy588eZKRkXHhwoWvIHVCQkI6OjpgqgxAc8bHx2GUL+R4wDbCMEBAC8Dw88nJSXA129vbx8fHYYTb27dvIfIcGhqanJycnp6GZM/Q0NDo6CgCykLeCJQTPFsAGwwMDLS2tr58+bK6uhq0ETS5tbW1ubm5ra0N0kiwR4A+d3V1gXWtrKysq6uDyZYvXrx4+PAh1EuePn1aUFAQGRnp7e3t4+Ojr68vJSUlICDAy8vLysqKSC6RT4uWAnod6w6BDmB3aFiIaI0S7fQknwukHNCKhCWIRhjglxvziFJT2EsR6S3SAaRy6ILYvQa7lSB6f7TK0WdEHwHdDBUVFar3YtUDUbpgxxlgNxrsnoXdBdBNYu+K6Hi0Z6GpByQkJKB41NTUZGRk0HjAzMxMT0/PyMjIwcHByckpJiYmLS29YcMGISEhmK+uqqpqbGxsYmKiq6urp6cHs9Ju3bplbW1tZ2fn7OyckpICKNOEhARQuYSEhJycnIcPHxYVFaWkpCQnJxcUFMBCysvLS01Nhc749PR0SPgXFRVlZWUlJycD/uzBgwf37t2DhFBxcXFJSQl4cGAYAeb99OnTsrKyzMxMY2Pjr/RDRkREDA4OLi0tTU1NvX37dm5ubmlpaXFxcXJyEoLG8fFxyNmMjY0NDg5CRWR2dnZ6erqnpwdGIALyDppFoDg5NjY2MjICBg2AsrOzszB8EnhfYUAv5FRRUmdkZKStrQ3SPMPDw6Ojo0Bl0NXVNT09DdEspIXa29sHBwcBedvY2Pj69WsYOwsVUahwVlZWVlRUPH78+OXLlw8ePEhOTs7MzIyIiLCxsXF1dXV1ddXQ0BAREVm5ciWBQFixYgUej4eGN+xCwa5RrFlA6wz/J0YVhyHwJ0ozwJ/Ii0ZGCf2CVAUpJNGdIH3A7g7wC9Cc4b5A9n6Z7UDai/tCkErjMR4j+izIWBGpPbYBH2tFSZZnFiAIB4z4Bu2ipaWF12FwHVByMzExoUk10CILnL3Q0CciIsLJyQlMaBs2bFBQUNDQ0Ni/f7+MjIyioiIQn1pYWBgYGBgaGpqaml67dg3YQ+/cuePj43P16lUHB4fw8PC8vLzCwsKcnBwEc0tLSwOFvHfvXk5ODiRLCwsLQa8yMzNzcnKKi4uTk5MhFLx///6rV69A8QoLC0F709LSioqKAO/97NkzAKJB3a68vLyioqKwsLCoqOjmzZvE7Ve//fZbUFBQZ2cneKczMzPgl05PT0NVA2A6ULqAGZIwDQrcSJi1tLCwMDMzA6EmHPP27dvBwcGurq7GxsbR0VFQV0TbA0CCnp4eSNVAARPwPS0tLWAVR0ZGoCLa3NwMLJULCwswd72tra22tratra2npweiysbGxtbW1tevX9fW1jY2NtbX1z9//vzFixcNDQ2vXr0qKiq6f/9+SUlJdnY2OBjR0dHFxcUpKSkODg5qamp6enp6enq7du1as2aNkJCQmJgYFDY5ODgIBAKMrFyxYgWBQGBgYGBkZIQh1TQ0NMg4oL0cjd8BrYAFjeZeogIpVrGplgUOY2RkhBPhxf/X3pkFtXmfbX/e7+CdHGTSTn3SxpnatZO47qQZ123cmThNa7dNO3YycUhjT8aJk9pOYhfHNcZsNiDEIgEChDAgs5gdxCYJAVqQhFaEQOyrwBizmCVgAzaYxZk4+Q5+k2f6eb7z9z2IDjwGHkmPHj33/7ru677u+/9/vu//5mDke54uYON/f/945plnuKefeeYZ2hcYJCHMRvmv75m58COFcmE3GNYInsU0UbYc5QA2q9i+ffu2bds4PfY8hEM+99xzvMiPf/xjzuonP/nJs88+yyyZZ599dtu2bdu3b//Rj360bdu2HTt27Nmz58UXX+T/L7zwwvbt21966aUdO3bANnfv3v2LX/zitddeO3jw4J49e372s5/t3bv373//+/vvvx8QEHD06NH9+/cfOnQoICDgvffeO3v2bHBw8GeffXbixImwsDCFQpGbmyuRSIKDg8PCwsRiMSlfamqqQqFQKpX5+fk3b97UaDQUIUwmE3Ko2WwGMGtra9Fm6uvrKyoqSktL6+vrbTYbs7ktFkt1dXVhYSHh2tbWhivbZDLp9XqTyaTVai0WS3t7e3d3d0dHh9lsNplMbreb+LTb7S6Xy+l0SqXSpxFyc3MzMzNzZGQExHv8+DG2OCDu4cOHW1tbDx48mJqaAnzu3btH7Pn9/omJCY5ZXV2dnp4eGxsbGxtbWFhYWFhAp5mdnZ2ZmcGnvri4SNTNz88/fvx4bW1tYmICWLt79+7du3dHR0fBxtnZ2aWlpdnZWcIVjwFgSz45MjKCeHv79m06UQYGBvDEE5ako/RVQ9lZlmhSoXBESbOuri4nJyczMzMtLS04OPjs2bOYidneMCAg4M033zx69OiJEydOnDjx1ltv7du378CBA2+++eZf/vIX7Hu7d+9++eWXX3nlld/+9rd79+7dvXs32+nt2rXr5ZdffvHFF59//vmdO3f+/Oc/37Nnz65du/iRp+Bp3rlz53PPPbdnz55f/vKXv/vd7w4dOgRi//SnP925c+evf/3r/fv37969e/v27dyygAMHkDLt2LFj3759O3fu5BVeffXVP/7xjwcOHNi5c+eePXv+9Kc/ffDBB++9996+ffteeOGFX/3qV/v27du/f//evXu3b9/+/PPP7969m18eOXLk0KFDtKq++uqrBMPrr7/+yiuvsHPuW2+99ec//5lf8tc//OEPhw8ffu2113bt2rV3797f/OY3b7zxxoEDB1566aW9e/f+/ve/P3jw4OHDh48cOfLGG2/s37//9ddfP3bsGMPKPvnkk3fffZedsz7++OPPP//8nXfeYYrS22+/feHChVOnTp08efL48ePvvPNOQEDAmTNnIiIiwsPDAwMDP/roow8//DAiIkKpVIpEItpx2YJJqVQqFIr4+HiRSBQTE5OUlJSRkYEzJjU1ValUajQavV5fU1NDcwbFw+rq6uLiYgzVSDVsAm00GsvKyti3oqmpSa/XazQaBqwJodvU1NTc3NzQ0NDY2Giz2ZxOp9VqJQv1er0+n8/j8Vit1vr6+qamJlw77e3tVqs1PDz86bms6+vrCoVicHCQYsaTJ0+Wlpamp6eBNSQciOv8/DyeVZBtYmKCoGVLSb/fjweAfpE7d+7Mzc2RUjIZhO21eWAPuHPnDhIOPti+vj60XLju6Ohof38/kCuMwOvv7xcgWnDzYevBLURVE8Y7MjLi9Xq9Xi9y7tDQ0ODgYHt7e1NTE+1gBoPB6XQ2NTVhX8SSr1AoEKbDwsIiIiLS09PxUkml0uDg4PPnz8fHx2dmZiYlJX322WenT58OCQkJDw+/cOHCl19+eebMmYCAgNOnT587d+7SpUvnzp07efJkQEDA+fPnw8LCzp49e+TIkb/+9a/Hjx+/cuVKVlZWdHQ0B7Dwk+ecPHny2LFjR48efe+99z755JOQkJBz58598MEHp06dCg8Pj4mJuXDhwt/+9reDBw/+4x//+OKLLy5cuPD+++8fPHjwyJEjn3/+eWBgYEhIyNWrV9ltOjAwMDQ0NDk5WSqVnj9//sMPP/zyyy+jo6OxBL/77rsBAQFnz54NCgoKCgoKCQm5fPnyF1988emnnwYGBnLY8ePHDx8+fPz48dDQ0JSUFLFY/PHHHwcEBISHh2dkZFy5coUk7cSJE2fOnAkNDWXMSmBg4KeffnrmzBmZTFZcXJyQkHD69OkLFy4kJCSQybO9JyEkFoulUqlIJDp16tTbb78dGBiYmZlZXFwcHx9/8eJFJl8olcrs7OzU1NSoqKjU1NSkpKSUlJSbN29qtdqsrCx6o5RKpUqlKisrk8vliYmJN2/epE548+ZNOoOzs7MxeVdVVRmNRvaHNhqN3AZUCE0mU3Nzs1arxQzwn4EEjy0uLs7KyiJFJD4xsgKqRqPRarW63e6Ghoba2lqbzeZwOFpaWpqbm9VqtclkwryNxSc2NvZpUWdlZSUzMxNiuby8vLa2xjQdkHBlZYUK/uLiIqHFUA9ib3FxEWQDoGhxnp+fHx8fn52dXVlZ2draAi0XFxcfPHiwvr6O8w5LHWnkwsLCzMzM8PAw5Q2ILn46jDvT09McT8gB4ywE/Omrr77CykcoYlTAGT8wMEDpZWpqCuo7Pj4OlXe73U6nk/8L87LsdnttbS05A4ZD3MD5+fkYiMk0ampqGGWSn5/f2Nio1+tzc3OlUmlWVlZJSQktcNevX09NTY2Li7t+/XpxcTEdOleuXElKSpLL5Xl5eaWlpRKJJCoqKi4uLjY2Njc3NzExkV2iRSJRXl5eWlpafHx8VlZWcnJyYmJibm6uSqUqLCxUKpWxsbHh4eHx8fEKhSI9Pf2f//znsWPHxGJxfn5+enq6QqGQy+U3btyor6+vqqrKzMzMyMiQy+UJCQlSqRStr6ioKCIi4uLFi1FRURhQkpKSgoKCRCJRbm4uNXGaaxMTE6OioqKioqjLZWRkhIaGikQi7Cxyufzq1asREREikUgul6empl67du3SpUsSiQTekZubC3uknbekpESr1VLfk8vlxcXFGo1GqVTGx8fHxcUlJCTExMQoFIrq6uqysrK0tDRM3pmZmeRsubm58M+ioqKCggLagkGwmpqa8vJyNAKWUb5KfnP9+vW8vDy9Xm8wGMrKyvLy8qhhNDY2OhwO5PqmpqaSkhKj0djS0gIeOhwOp9PpcDhsNpvJZCIgq6ur6aVqaGhguyfs5i6Xq7W1lci0WCw2m43N5E0mE/FsNpvtdnt7e3tbWxvKbUJCwtMIubm5WVJSMjk5ubKysri4SCERCJqbm0O/gXPiGSDfA+hAQuJkdXV1eXl5YmICVrm6uvro0SNk2JmZmeXlZcJ7bW1taWkJkYa6JTyzv7+/r69vYmJibm4Ozkk/9OLi4u3bt3t7e0HLhYWFBw8eTE9PT0xMzM/PU9hkDhDJJ3nvyMgI7SMELWnn4OBgd3c35VPQ0ufzwSgAUo/H097e7nQ6DQYDWbjL5eLLaGho0Gg0gmbLjU5wajQai8UCsSGANRqNSqXibigrK8OxUVNTk5KSkpiYWFdXhyxOkaqwsBATM1mKQqGIi4tTKpVVVVW5ubnJyckVFRVQLI1GU1BQgPNBrVbn5eUlJydzH8fHx6PCV1VV8coFBQVQKYPBoFKpWEqKioqwNDU2Nmo0mpKSkuLiYsGxiZ06JydHpVLV1dVpNBq6hCorK3llnGU5OTnQOcprTx1WWFhIZa+ioqKmpqa4uFipVLL6MM/6xo0bKpVKrVbrdLqioiLK67i3U1JS8vPzqSUUFhYiwKjValI4XlmpVBYXF+t0Op1OV1tbi9NNrVbr9Xr6nhoaGuhdpPxQVVUFG8LtzYgJlUpVXV2NAKPT6ZBh6uvrXS6X1+vV6/UopfX19USj2+222WyU9RsaGpqbmykzCgYAvlC73d7a2moymUgym5ubnU4n1tbKykpySIJTp9N5vV6dThccHPx0t8fm5uaNGzfGxsaIn42NDRI8mjnu3r27vr5O6Z+bGyfAwsICbnLIJBiIYAO0EtIEw/Ly8rfffru5uYnZAChmghZgyD4igj2dBq7Z2VkOGBoagqnSg0JXF4sCp4GzZ2RkBJMQZY+hoaGRkREO6OnpAWOhsrRlUuQcHh5muIHZbHY4HN3d3V1dXbRT2+12r9fb3t5OPyfXt6WlxePxWCwWq9Xa0tJCykF9hc43UtOGhgYCW6fTeTwel8sFI1KpVFarlS+pvLycOhW3e2lpKcHMFgnoTxwvfNOEAWK6Wq0uKytjskt9fT3nIOwIRs+a4J9EkKAmptPpNBoNNIxz1mg0bO9XX19PXJnNZj5FbW2twWBgup/RaCSW7HY7T2SMi16vV6lURUVFfATCm+aj0tLSjIyM0tJSkrHi4uLY2NiMjAyaXXU6HR+zqqoKUwv4WVNTk5WVVVpaWlpa2tjYqNVqb9y4kZWVlZWVVVBQ0NjYaLFY6Mdny+eCggK1Wo11WzCFM1wmPz+/oqKiubm5rq6OLn6CnAwQiGtsbNTpdNXV1aR/wvUxGo0QTpvNZrVabTaby+Xil83NzXjfUFlNJhNX22q10tCr1+sbGxtRZflyuWH0ej3M1ul0ms1mkUj0tHVuc3MzPT29v79/bW1tZWVlfX19fX0dPMRwg+McCZSIXVtbA5RmZ2fX1taQTxnAgwhExGKpIz4RSGdmZubm5oQKClni7du37927h4RDRQSPwcLCAvCLiwCdaXJycmhoaGxs7KuvvsJChOpD2M/NzY2NjQ0NDfFEGG9vb6/H4/H7/bz4nTt36B1hONCtW7daW1vNZrPH42FikNfrZRYJVROM7+jXbrfb5/Px9RCcHOZ2u8lGuOher5d+TrpSmJNAGDc1NUF7Ghsb8UN6PB6CTavV1tXVCWkta7nRaLTb7cxJ6ejocDgcfN/gHupUSUmJ2Wxm+JjP58O6JMQksj7cCQHQZDIRCZxDY2Oj1WolYEio3G43r8ZLEeROp9PlcnF7QeRsNhvatc1mq6urq62txWKmVqvr6ury8vJAM0pNLD1VVVWAmMFg4POqVKqcnJzq6mp0y4yMDLouqKoTQrW1tThj4LeMxmZSNheKgn5RURH1QEgssk1BQQEWtpqaGlaN3Nxci8Vit9up9bOy1NfXk/4xCIpeR5Zag8EAErJGc9FYDtRqNWHZ0NDAWxDqDofDYDAg8NDYgakVIReTXVNTk81mCw8Pn52d/f+orGNjY99+++2jR4/wo87OzmKjwyeAWDo/P7++vk4GODw8LGAdccJUZVol79+/j1Sztra2urrKdEnBzYNIix+Ayj6paX9/P5Z0XOk8ZXp6mrZpHOpULKGp/AZYxpUuJJ8IvOAkbSKYCvhNf3//0NCQ3+/v7e2lUMmtPDw8PDw87HA4AKX29vaurq6+vj4qua2trdRRvN8/fD5fR0dHR0eHx+NpamriC0MSMJlMVqvV5XJ1dnZikUcBZw6Yw+Gw2+12u51AEkKX5h3gF23A4XDQksYYThRzIFev1wOharUadu12uz0eD3srCLCGK5q5KqjtnZ2dLS0tLPPcNKwIFouFIPT5fHB1n8/X1tZmNpv1ej1eKKY26XQ6m83GygJ1h8uxRhiNxqqqKplMJpVKi4qKiOfy8vKCggKVSsUqo1KpysvLy8vLGcpWW1tL1yvjg1katFotQcuGEUQv65TFYgHfHA6H0WjU6XTZ2dk3b97E1yY0ScE4WICQQ7livBd6T0NDA183kEXswUiNRmNbW5vFYtHpdLCJpqYm2E1ZWZlWq6UKQqjDYOGuHEaEq9VqvkQM61zniooKo9FoMpmCgoKe3rB1c3MzJydnenr6yZMnlAehoEygA8empqZAuYcPHxI54+PjBBuucZQVZBsGus7Ozt6/f//x48ePHj1CFpqZmXnw4AGzCLCzYhXA3Sq8CGnnrVu3EHJJYhcXF5F2p6amlpaWIMNEJm0oc3NzIyMjPT09NJrMzs76/X6GifT39+OMBUuFpWRmZoZkldkiRGlvby8jCyhjdnV1dXd3M2eks7Ozq6sLrkt0ofryG+DU5/OBUQwQ6unp6evr4zBy4P7+fkxIeHSx4yLBEW8tLS34qihDOxwOl8vV0dEhIDOR3NbWhn7Q0NCAFkVMwpHq6ura2tqEkwGlaWfzeDykytyUoDdP9/l8vb29bW1t/JUyWkdHh9PpFGi5VqstKSmpq6sDZLxeLz4V6gHV1dVQYhI/fKFk43Q8NDQ0uFwum80maJgajQbtBBUEKmuxWKhI8QEJDKfTqVKp8M3Q5cObgvA4bPR6PZpKdXV1VVWV4KTByMYL1tbWUn4kqHgFQJIqCBcfNovUR0qJH8BoNFKB1Gg0BHBdXR2flIydpJQSCJertrZWr9dDxfmARUVF5CZhYWFPj/DY2NjIysoaHh5eXFzEK4MxgChC15mdnSXYhERxeXl5Y2MDHIOIbmxskDcyAWR5eXl5eZngxGcHUyXaqWRsbW09fvwYWGM0wcrKCuB5584dKig4Aca/f2DKE7w+QC6NYOwwy7Pu3btHSPNSgC3hihY1NjaGuWdsbIymFjYyQT3CFk+McVMSV9BXgBTRiGcRZjxQp4QJYB6PBy2XsERAgoJ2d3cTGySisGJgufX7h8fj4fetra0gWG9vLxhuMpmqq6vhveAhqwBg6Pf7e3p6iHDYOB+NFUfg5E6nk+XDaDT29PT09vaSr/KOHR0dsFYSbLPZjDrNDWo2mznG7XYTQty1aCScP+hkMpkg26RhvB1pAoS/tbUVjGIBYunhXhc+ndVqxd7NUsUCUV9fz7k1NzcLnetwWrVaDdOGZ2q1Wuoc4Bj2N9xw5Mywbj4XOhDWaJfL1dLSQmBTzcZSgqbFAsFz4QKQf7IDnU5Hoku2CdqTbsBpo6Ojn84hNzY20tPTu7q6iL319fVvvvlmfX0d6FteXn7y5AkQxGyOxcVF8kzucoBxaWkJwFxYWLh3797a2hpgC1ldXFzc2tqiwXJ0dHR+fh5Fl/oKkUPAYwCamZlBTcUtND4+PjU1tbCwQA0Gg87q6irmvpmZGc4KVx3mu+np6cHBQVRc2kpILB8+fMhaMzIyMjg4ODY2xgIxNjaG7W5ycnJycnJ0dLSzs9PlchGc3KkIswxAuH//fk9Pz8DAABoyx8MqGSBEQHZ2djqdzs7OTuRfhph0dXX19PQMDw/7/X6wF84MYDIhQRjhxzQTu91O8AB63IKwU6vVCn5Cg1k7cESQuHKX88SOjo7u7u7e3t7u7m4aDoRY8nq93d3dyFRwBCKK2MPHD4zT+0YKDQKjfBDbra2tLBZ8EChlY2MjdzbyGFFH8ky0w6WpBwDRTqcTJowyiWEN1GI9QnZCz2Q2GgsWCwdVCvLhrq4ul8tFskeOV15eXlhYSE8GQciZUCTEJEAiTcZO/u9wODo6Ong11DLkH4fDgSIFTrJ2oCFptVqDwUA6CpWgg0Sv17MOBgUFjYyMPE1ZFQrFwMAA7ratra3V1VVMpAsLC+vr60+ePIFYYqPb2NjA9UpOKBBX/sqP+MvHx8eFGXZbW1vwzLt3725sbGxsbIDAYN3S0pJAdMlFyUsnJiZgrbSDCZoNFJrMc2Jigrd4+PDh3bt3SU0nJydB9QcPHoyNjaGmjo+P06KJHssZUiBBcWVJIgLJGIk3gHFwcNDv9w8NDXHalElB+6GhIW505tCOjo52d3eTbTLUSzAJQnr7+/vBWLALQksIESTgMEVU2DJwiufDZrP5fL6enh4gQmCwbrebgOnq6iLPJPb+syGmra1tcHCwtbW1sbGRhNblchEDnZ2dhBP4g9xPnLNScKOTPwsrFE8hEgizhoYGck7WGq/XSwLmdrtZ5kjGQEKNRkMhgfeyWq0WiwUQ1mq16GQGg4ESPLkc6MpAN7ooeEf0MOF4IKi5uZmLI8iqNpsNTdVgMJDskU6T1LW1tTkcDp1O53Q60Q6oVyOfclegxNbV1YGNjAIvLCxERWeBq6qqUiqVvAvrCCQZ4aempgaZIDAwcGBg4OmAvH79OkR2c3OTTZQhmcwNoOSIyEk/x/LyMjeZMFgZ1Nra2vruu+++/vprhJ/p6Wk28MGpQ41kdXX1m2++WVlZuXPnzsrKCoMnhZ2b6QKhywRgXFpaoinsqYIHswiGh4eFIuf9+/fx1pGL4koH7lB9oKaMFyH/JKkbGBgYGhpiPtDo6CgtI4wOYXZBW1sbTqCZmZm+vr6hoaG+vj6iEW7M3Xnr1q2BgQFqnq2trWSJGBUw9IHDAwMDVE3pL0OpYrAtgUcNltoML0K9lx8FAGSQAgmkzWYjXEFXhlYTtxBg/uT3+3FxoELxKVg4BHILiyYCOZn/FLec3z94d6/X29nZSdQJwWAwGFpaWvr6+hga2N7eDgUVSDg+GOCLijl4S1qLzYVIo8G1vr6eJQb9lvADP6GjDofDZDKhDCE1kao1NzezrCCxgIGAORjLe5HGcxlBaeIQZQuNjbJHZ2cnaTbRTg5cUVGBiIoTHfkaZRjtnRMuKCgoKyuDtFPW0mg0kZGRt27depqyZmZm9vb2YlhlSNzQ0BC2VRZ7hkGSTI6MjAAXANHk5CQ51fj4OI0Xo6OjuGqo8k9OTrL1AGM7JicnSb1GRkagi3hoenp6OAa1BnDAN8ftCMLgB2Aaent7++DgIFkl9zTSBfCChgEXYhYBc9aHh4eFIVrciD09PUAf+RW3COBGFkF1kXopSg+FU57V1dUFPWMOECzU5XL5fD6/388NDT3DlgCVBYUICU7V6XQSVG63u62tTXAk+3w+YgZ1p6+vDy0KrYWCJ5EMuQXc4FqMU6BuyWHwWBI2jE3cmlwKsNTn8wEdpE8AF/keh5Fi2e12CpswZ6GWQ/sfbw2ZRK0xmUwwSZVKVVlZyc3KG5HC6/WUAAAEYUlEQVRx0fHEyDZqmMIMGy5ORUUF9iOz2Qw/JEkDLbVaLfUGyC0fmc9eVVVVVFSk0+k4T9xXoFxlZWVLSwssVK/XCzYAAhtgNJvNaL/8BqzGE0I9Ge+HzWarrKzMzs4WrAt6vR4xnAboiooKrqparVYqlVlZWZGRkd3d3f9PQH799dd5eXlM8o+Kirpy5YpYLA4ODmbXjbi4uKioKHyD7PkqFoujo6Pj4+OlUikzZGUyGRbHxMREqVSakJCQlpaW8f0jJSVFJpOxu8j169cxlyQnJ8fExEil0sTExMTExNjYWJFIFBcXFxcXJ5PJJBIJ7pPk5OS0tLSkpKSkpKScnJyMjAyFQqFQKJKSkmJjY2UymVwuj42NlcvlWVlZeXl5CoUCq5dMJmPIND5JuVyenJx87do1rMa8bFpaGifMebJVQ0RExKVLly5evBgeHn716tXLly+Hhobi1RSLxVgus7KyMjIycKgpFIqUlJSEhASJRJKRkSFs+cAlksvlEokkJiYmNjZWKpUmJSWlp6dfv349KSlJuJIhISEikUgikYjF4ri4OCxmEokkMTExPDw8NDRUKpVyeUUiUUJCQnx8PG21UVFRoaGhISEhsbGxCQkJ/Mt1TkpKkkgkKSkpnJJIJAoPD2fLo+TkZOGck5OTU1NTcZMybpRvUy6XR0dHh4WFJSQk8O0kJyfLZLLIyMjU1NTs7GyxWBwTEyOXy+Pj4yMjI7Gn8qZSqVQikeDR44bhhPkP335YWNi1a9f4mrg9Ll++fPHiRYlEkpaWJpPJYmNjIyMjz58/HxQUJBaLMeLKZLLQ0NB//etfUVFRCQkJERER0dHRYrGYE+CYyMhIvu7Y2NiYmBjut5CQEDalkkgk6enpOAFDQkK4ViKRKC0tLTk5mS9OJpPJZLLs7Ozk5OSIiIiYmJi0tLTs7Gz862KxmE0EoqOjuWkjIyP5OGKxODs7Oy4uLjAw8N///jffuPBvTExMZGQkg0LS0tJiYmLYLeujjz56GiG/++47wb8qiC7j4+M9PT2IHBQbUCbZA8vv91NSF8AQRw7T6Jh0PjU1BcOEu1LfZ7YAdRQKgyMjIxwPEsLleAij0AVbHB3JQnJFDQOPDv0f1PrhpTRYMrOHJFAoY/AUQSD1+/04aeGiJAltbW0oEBAY7I5ABLkW7IX2LtADhQOyB/FjyxNBqhEUC8geXapWq5UTg0exQiPzIEtAONFmeGWESlC3paWF6g4nhsADBrLJCiIE3XqcADDr8/lgdIKswimh31B8g6eROlLzoLgC7ABoVB24RLygUMjF4wIVbG5u5ipRuwMPeX273U5VgDcCTqnRk17iMaLeSBUeCgr+cAJ8Xl7Z4/GYTKa6ujrKwtiG1Go1+8pwnXkRkls0WFRQfkQ1xc9AjVGlUuEoqq2tZQwFJUfQr6qqqrKyUtirpqioiNILZixqp5RVEWORo7Berq2tPR2QPzx+ePzw+B9//BCQPzx+ePwvevxfv9gzX5cj0oAAAAAASUVORK5CYII=&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Mostek przyklejony&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;                                                  &lt;/span&gt;&lt;/div&gt;Gitary tego typu stosuje się do wykonywania muzyki folk, pop, country, rzadziej rock i jazz. Doskonale nadaje się dla akompaniujących sobie śpiewaków. Jazzmani ostatnio również często sięgają po ten instrument.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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 /* Style Definitions */
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&lt;/style&gt; &lt;![en--&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;Gitara basowa&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Gitara basowa&lt;/span&gt;&lt;/strong&gt; to czterostrunowa gitara o obniżonej o oktawę skali dźwięków (najniższy należy do oktawy kontra). Najczęściej spotykane są instrumenty czterostrunowe, choć produkuje się również gitary basowe sześciostrunowe, ośmiostrunowe (do każdej struny dodana jest dodatkowa strojona o oktawę wyżej) i dwunastostrunowe. &lt;br /&gt;
W standardowym strojeniu puste struny posiadają następujące dźwięki: &lt;br /&gt;
&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;G&lt;/span&gt;&lt;/strong&gt; (98 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;D&lt;/span&gt;&lt;/strong&gt; (73,4 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;A&lt;sub&gt;1&lt;/sub&gt;&lt;/span&gt;&lt;/strong&gt; (55,0 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;E&lt;sub&gt;1&lt;/sub&gt;&lt;/span&gt;&lt;/strong&gt; (41,2 Hz) &lt;/li&gt;
&lt;/ul&gt;Najwyższa struna gitary basowej wydaje ten sam dźwięk, co najniższa struna zwykłej gitary (&lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;E&lt;/span&gt;&lt;/strong&gt;) skrócona na trzecim progu. &lt;br /&gt;
Gitara basowa może być skonstruowana w oparciu o gitarę akustyczną lub elektroakustyczną (z klasycznym pudłem rezonansowym), bądź elektryczną.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;&amp;nbsp;Sześciostrunowa gitara basowa&lt;/h1&gt;&lt;h1&gt;&amp;nbsp;&lt;/h1&gt;Bywają też, choć mało popularne &lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;sześciostrunowe gitary basowe&lt;/span&gt;&lt;/strong&gt; - brzmiące o oktawę niżej. W standardowym strojeniu puste struny posiadają następujące dźwięki: &lt;br /&gt;
&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;c&lt;/span&gt;&lt;/strong&gt; (130,8 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;G&lt;/span&gt;&lt;/strong&gt; (98,0 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;A&lt;sub&gt;1&lt;/sub&gt;&lt;/span&gt;&lt;/strong&gt; (55,0 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;D&lt;/span&gt;&lt;/strong&gt; (73,4 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;E&lt;sub&gt;1&lt;/sub&gt;&lt;/span&gt;&lt;/strong&gt; (41,2 Hz) &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;&quot;&gt;H&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/strong&gt; (30,9 Hz) &lt;/li&gt;
&lt;/ul&gt;Gitary takie posiadają nieco szerszy gryf, dłuższą &lt;span class=&quot;new&quot;&gt;menzurę&lt;/span&gt; i na ogół pełny korpus. Ze względu na niskie brzmienie unika się stosowania akordów. Używane są do charakterystycznych partii melodycznych oraz do gry w sekcji rytmicznej, wzbogacają i ułatwiają grę solową.</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/4460818802720200637/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/03/dzis-o-jumbo-i-gitarze-basowej.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/4460818802720200637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/4460818802720200637'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/03/dzis-o-jumbo-i-gitarze-basowej.html' title='Dziś o &quot;Jumbo&quot; i gitarze basowej'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-5313152137271403285</id><published>2012-02-21T09:18:00.000-08:00</published><updated>2012-02-21T09:18:33.912-08:00</updated><title type='text'>Między czasie :)</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Witam Was, drodzy czytelnicy moich blogów!&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Z  góry przepraszam, że w ostatnim czasie pokazuję się coraz mniej wpisów  własnych. Niestety nie mam teraz zbytnio czasu na regularne uzupełnianie  moich blogów. Mam nadzieje, że nie odrzucę Was tą przerwą, i po  wznowieniu wpisów, nadal będziecie aktywnie uczestniczyć w życiu moich  opisów każdej kategorii blogowej :)&lt;br /&gt;
&lt;br /&gt;
Aby pokazać Wam co  pochłonęło mój cenny czas Zapraszam do odwiedzenia mojej strony  reklamowej, nad którą ostatnio pracowałem. Praca głównie pochłonęła  rozmaite testy, które potwierdziły w 100% skuteczność systemu :)&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Bardzo proszę zerknąć :&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a href=&quot;http://www.wictor.cba.pl/&quot;&gt;!! ZMIEŃ SWOJE ŻYCIE !!&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Myślę, że przyczynię się do zmiany życia każdego z Was!!&lt;br /&gt;
&lt;br /&gt;
Pozdrawiam Artur!</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/5313152137271403285/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/02/miedzy-czasie.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5313152137271403285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5313152137271403285'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/02/miedzy-czasie.html' title='Między czasie :)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-1444712177025268060</id><published>2012-02-16T13:16:00.000-08:00</published><updated>2012-02-16T13:16:00.589-08:00</updated><title type='text'>Inne, ciekawe rodzaję gitar</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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Celem tego rozdziału będzie nie tylko opis poszczególnych rodzajów gitar. Rozpowszechnione są na ten temat mylne poglądy, nie mówiąc już o zupełnej niewiedzy np. o zróżnicowanej technice gry na instrumentach. Na przykład: trzeba koniecznie odróżnić gitarę klasyczną od akustycznej, przy czym nie jest ważna sama nomenklatura, o którą można by się spierać (bo przecież gitara klasyczna też posiada pudło akustyczne), ale sam fakt rozróżniania tych instrumentów. Ponieważ kompozytorzy i aranżerzy rzadko świadomie wykorzystują różnice i możliwości brzmieniowe tych instrumentów, zwracam ich uwagę na treść tego rozdziału.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;Gitary Maccaferriego&lt;/h1&gt;Odrębnym rodzajem gitar akustycznych są bardzo trudno dostępne gitary włoskiego lutnika Maccaferriego. Są to instrumenty o oryginalnej konstrukcji. Wewnątrz pudła rezonansowego znajdują się dodatkowe płyty wzbudzające oraz ekrany akustyczne, przekazujące falę dźwiękową przez duży otwór w górnej płycie. Instrumenty te mają bardzo mocny, nośny ton o dość jasnej barwie. Na gitarze Maccaferriego, modelu „Jazz&quot; grał &lt;span class=&quot;new&quot;&gt;Django Reinhardt&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;Gitara akustyczno-elektryczna&lt;/h1&gt;Jest to gitara akustyczna typu Flattop, której brzmienie pudła rezonansowego może być wzmacniane za pośrednictwem przystawki przez wzmacniacz z głośnikiem. Zelektryfikowanie tych gitar pomyślane jest w ten sposób, aby w niczym nie tłumić akustycznego brzmienia, ono bowiem jest właśnie przenoszone do wzmacniacza. Stosuje się tu zazwyczaj przystawki kontaktowe zamieniające drgania płyty rezonansowej lub przystawka na prądy indukcyjne. Dobrą jakością odtwarzania odznaczają się przystawki montowane wewnątrz lub na strunniku. Gniazdo do kabla i ewentualny potencjometr mocy umieszczane są w boczku gitary, co nie zakłóca tonu instrumentu. &lt;br /&gt;
Dźwięk gitary wzmocnionej elektrycznie nie powinien różnić się barwą od naturalnego brzmienia akustycznej gitary, z tym że istnieje wówczas możliwość korekty barwy tonu poprzez equalizer wzmacniacza lub mini-equalizer wbudowany bezpośrednio w gitarę. Niewątpliwa korzyść gitary akustyczno-elektrycznej, jak i dalej omawianych gitar płynie stąd, że gitara akustyczna, która w porównaniu z innymi instrumentami ma dźwięk dość cichy, wzmocniona elektrycznie może być używana w zespołach nie tylko jako instrument harmoniczno-kolorystyczny. &lt;br /&gt;
Bywają też gitary akustyczne typu „Flattop&quot;, do których dodano przetworniki elektromagnetyczne popularnie zwane przystawkami elektrycznymi (przetwarzające drgania struny na prądy indukcyjne) umieszczone pod strunami. Płyta rezonansowa w tym przypadku jest obciążona dużymi zwykłe przystawkami, potencjometrami, przełącznikami itp. Nie trzeba dodawać, że takie rozwiązanie nie daje już akustycznego brzmienia pudła rezonansowego, lecz zawiera przewagę brzmienia gitary elektrycznej.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;h1&gt;Arch Top&lt;/h1&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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3hLki6hlikQilEjgvIOL+pNPPlm5cqW/vz+Px3NwcABeAVB7e3sEb1tbWzaKWyxnZ2fcQGi3t7ePjY2NjY3FPVOnTv3iiy9Onz6dnp4Og8DFixezsrIKCwubm5u7urokEokV2bd9EQMBZM1mMwVjCHxgGugewAI7Z/UQejxLS4Yjm37t7+9HnEbu2NPT09LSgrYDqkHKZLLm5mbQCVirwV7kcjm4tVAorKurg/murq4OmEaZBu0FSEAhaHz//fcffPDB1q1bU1NTAwICnJ2dEZ7xk7gHhWoKz2Ajw1Fub2+P57q6usbExCQlJTk5OeFPgYGBb7755o8//gjtr7S0NCsr69KlS9nZ2dXV1RAi/ysqNb/ggu4BOqHX600mk5mR/FgaTY/RcovwzcKavZPlVCzPHhoagiQil8vBofv6+qBkg153d3e3tbU1NTXBkYd6ZHNzc1tbW2tra2NjI3JEuERAtQnWddwqKSk5duzYl19+uWfPnkcffXTlypWLFi2Kjo4mEBMQeTweCImjoyP91cbGxsHBgQW0jY0NAjloN/s6vr6+eDXwGQ8Pj507dx47dgxUWyAQFBUVZWVllZaWouavUqn+S3n2nVlDQ0MgIWq1WqVSaTQa0klYxYON3MRPAF8K2HgA3Q9+YoFsWv39/e3t7fX19R0dHZD5urq6qEbT09ODPLKtra25ubm2thaRG5UXoBblSbFYDItIUVFRbW0tOHpHR4dEIrl69eo777yzfPnyuXPnRkZGenp63ohaWMAUkZil1xax3M7Ozs7ODs+yt7cPDg4OCgqikwT/xc7O7sEHH/ziiy/Onz+Pwg1KOdB5WltbIaGOsKzIvtmF3BH1P51OB1CyZOO6UCaSTWo3BXXKMofzSLoU9PT0oNkRqkhrayswrVAo2tvbEa0bGxvb2to6OjpkMhlVJVFah7xdU1MjEAjIFwVjCUx/QqHwH//4x/Tp05HekbJBIdbBwYHQCUzb2dnx+XyE7bi4OD8/Pz6f7+Xl5e3t7e3tzefzKcsEuHHbz88vLi7O39+fXg3gDgoK2rlz508//YTqTHV1dX5+PjoVSktLW1paent7Rz4uVmTf1KL6NtgzYG0ymXp6ejQaDaripOhR/dzCb018Bi9C6SYbrek/4gVRcWxtbUWmiJoc4Iv+F6SASB87Ozsh+clkMvKpov0RyM7KykJVsqSkBKW+/Pz8ffv2+fr6skzDycmJUkP2fgA0Kipq+fLlixcvvvvuu5csWTJ9+vR169Y99dRTixcvjoyMZHmLra0tnuju7h4bG+vm5kZ/AuKjoqKeeuqpU6dOoUCDawsaf0pLSysqKsCpRj40VmTf1KLcEfEY9AMhHH3mUPoAerAIVvamBWkFLJyUxBGQjSBN4bmtrU2lUnV0dLS2tsLzJJVKoY6RgQSiHio1MADCwASHanZ29rFjxz799NNTp07B6bF161ZnZ2ewXgqxyAudnZ1dXFz8/Pzi4+MTExNHjx4dFRUVFxd37733rly5cuHChRMnTkxISFi+fPmuXbsWLFjg4+PDwppOjMjIyFGjRuFXV1dX/Bc+n79p06YTJ07AVpWZmUl9kNXV1SjWNDc3Nzc3/5f6s+/MotALsJrNZkCZ0na9Xt/d3a1UKnU6HT2FVbgJwZAI2WKNxX/BQoBXq9WoqLe3tysUio6Oju7u7tbW1traWrhSQazhf0L9BSVDagmDO7S0tLSpqUkoFH7xxReLFy+Oj49/7LHHPvzww/fee2/WrFmI097e3sAcIOjs7BweHp6cnDxz5sxFixbNmDFjwoQJkyZNGjt2bExMjK+vb3BwcHR0dEBAgJeXF4HY3t6eAjxWcHBwcnJyaGgoK6rY2dktXLjwyy+/vHjx4tGjR8+cOYM3Ce9KTk5OXl4eOhiam5ut2sjtXXq9XqVS6XQ6CrSkZ5tMJq1WC880LHt4ytC1zWN4/MDAgE6n02g0iO5DQ0OgLhb/bnBwUKfT9fb2yuXytrY29PMCwT09PZQjYjAIjFBgJjU1NZiIgLojjCI0MOTZZ591d3f38vJav379jh07XnnlldjYWAcHh8mTJ0+aNMnW1pY4Q2Rk5IQJE6ZMmbJw4cL58+cnJSWFhIQEBQX5+vq6ubmxjJwtrXt7e7Osg8fjhYSEhIeH45zBs2xtbfl8/jvvvPP111+vWrVqypQpTz/99L///W9YAkUiUWFhIQo3SJ1HPi5WZN/sQqwl9yllhyRikBoIsFJgZskGm2sSO2ddU2auKoRTpa2tTSqVgme3t7c3NTU1NDQgeEMPAREHY5HJZOjYBbIBffTYomfs+PHjDzzwAI/HCw0NXbt27aOPPnr33Xe7urpGRkZu3rx58+bNAQEBgKO7u3tISAgyRQcHBxcXF3t7ewcHB2dnZ0dHR4vqI4V5Pp8/f/58V1dXyji9vLyCg4O9vLxYvu7o6PjMM8/885//3LBhg5OTk6enZ3R09Keffnr+/Pnc3Fx0+sAuW1paKpfLRz4uVmTf1Bpi2gjgzoPTgzoXzZz/CXgFn8YJQL8SEWet22y6iddBCROKXkdHR1NTU0dHB6AMto1hDO3t7UgiW1paenp6uru78SsYCGxPmGWTlpZWXFxcVFR06NChZcuWhYeHh4eH+/n5hYWFQbT28fEJCAjw9/cHsQYQKY90cHAAkRiuBtpwy83NLTQ0NDEx8d5773V0dEQe6eTkNH78eII1zgdnZ+fJkye/8MILq1ev9vDwCAkJmTJlioeHx3vvvXf+/HmYRtALjOZIiURi5dm3cbEVGSSOQDaFW3ASkqjZZ5GiggdT9kmqH50S9CzYr3t6ekgJaWtra29vh3m1u7sbwxLg9UOo7urq6ujoQCM6jFBwnyL+ZWZmXrx4ceXKlZMmTVq0aFFKSoqjo2NERERERAQyRRQabW1tfX19gUV7e3vQDKrCELKpEIMyu42Nja+vb3x8fFBQEJFpb2/vadOmJSUlIU6TpOjr67tixYq5c+d6enqGh4cvXrx4zJgx8fHxhw4dOnfu3NWrV4uLi1FdQhdZY2Pjf+lUhju2qDRIJj5QYbayiIBtZnwgg4ODIOhoLCD/E3liyYVCyKbeGWjYqNFg+BP4CSrtJAiCZ7e2tiqVSgrwEolEKBSipbykpEQkEqWnp8+cOTMlJeWee+5JSEgIDAwMDw9n1QwejxcUFDR//vywsDCLmqJFhObdYCEqu7u729nZ+fn5jR07FugnKRD8JDExMSUlxcXFZcuWLS+99FJAQEBCQsI333yDXoScnBxYtAsKCiorK7u6uqw1yNu7gEi2Z2xoaEjNrRs154JaAKNgI1TcARvR6XQ9PT3UjYbXhMyHEnpzc7NCoUDpsa+vD1S7paUFSh9NmoR+gjI7YjbGKpSWlkItPn78+F133RUREZGYmDhhwgS0CxDZcHFxCQwMTE1NXbduHcnb4MROTk6oNV63Non7XV1d2TtDQ0PHjx8fFRWFX1lrK54SGRkZFBS0d+/eN998MyIiYtSoUSdPnsQAS/TdoOldLper1eqRj4sV2Te7oEMj0JLvDy2MoA2YqWDh1DObzUajEaSZxBO2bKnVavv6+tRqNZBtMBi6urpaW1vb29uRF1JFXaVS9fT0YHQOYA33Hxwj5F+F8CeRSDChr7y8PD8/H2NrtmzZ4uLiEhQUtGTJku3bt48ePdrDw4Oiqbe3N/I5sOER7HtsCGd1azs7OycnJycnpxkzZsydO9fFxcVCJ2FVlOTk5LVr106dOtXf33/t2rU//fQT2EhOTg7KpTU1Nc3Nzd3d3Vav3+1dpENToZEcrSqVSq1WI5uE3AHaTSEchESlUuEEABvBgBGgvLe3Fw/WarVIFgHcjo4OmDkhlmPcGVxQPT09vb29gD4c2yRgwwKF9serV69euHABIfC9994LDAycP3/+c889t2XLluDgYKANVNjLy4vq5wREsO3hbmyLRW4+Ho/n6emZnJwcExNDf3V0dMQD3N3dKTENCgoKCAjw8fGZOHHiJ5988v333yPfRWdacXExLkTNzc3Uo3TdZUX2zS6AFZF1YGCAckf0cfX19en1erYLgX2uwWBAXNdqtYjrQDbNySaSo1arW1tbu7q6dDodwjkUD2qiQWlGoVDgWgFvE0I1mnZbWlqoSay+vh5jxK5cuZKdnX3y5Mm33377gw8+OHjw4KpVq3jXtguQARWpJJsvgrHY2NiAMVOTGI8pvOOGjY1NfHz81KlT6eng2dOmTXv55ZefeOKJyMhIaCnOzs44Z5588snz58/n5+cjJRAIBPgsmKCpVCqtlZrbuwBisBFMCAG4jUYjpA9KH80cssmyp9FoFApFZ2cn0GwymeCsImTjJBkcHASUOzs71Wp1X19fd3c3HFFtbW19fX0KhQIjqBHR29vbGxsbGxsb4X/C3GvMDEGZBqbW8vLyCxcuHDhw4IMPPjh06NA333zz0ksveXl5sb5qHuO0ZouFw/NFRHonJydIIjgTKGBHREQsXrzYzc2N5SHBwcGff/75iRMnsrKyHnvssfDwcB6ntISGhr711lt5eXkYKVFSUoJ5UZWVlegWk8vlI9v9rMi+qQVNA0EUfLe7uxsMxMLTd92n01xgeLVZAkMtZ6AxaCzo7OzEqAbUHZuamtAqplKpWltbJRIJOnzRMQBwYxIDvFBAeXV1Ncrvly9f3r59+5w5c2bOnPnOO+8cP358zZo1PMZ1bWFGhZbH48x69CdHR8fIyMgVK1ZEREQMZ+EODg6urq4zZ84cO3Ysa+gLDg7et2/f999/X1paWlRUdOLEibVr19JT7r333qNHjxYVFdGAY7i0YZKBBDTyobEi+6YWAioKKPD+g35YIJu1N7ELQVrPLfi8YfIG50bY1ul0GMYO7x6w29raCssbWmk6OzsRrSFg46/g2eAhmBgGxx9G7L377rupqamjR4+eNm3a3r17Dx48OGbMGHAPKqNYKNYuLi4Eborrnp6eq1atmj9/fnBwMDJFoBMgtrOzi4qKmjp1Ko/Ho+Ilj8f7wx/+UFhYeOnSpfT09Nzc3BMnTmzdupXP5zs7O48fP/7999/HBG60ISNPoHbj2tpaK7LvxMIcVBI3zFzdkQyArD/EzG3NMcSNXkDVhp5CsIbUDZcIGhmRNRLKUYyUy+Ww9UEhUSqVOMew8wGSLSrcAPENDQ2XLl3atGnTnDlzJkyYsGXLlkcffXTdunXe3t5eXl6xsbHjxo1zd3enmgsFWjc3NwseAmkPOR9M26yfG68wZ86csLAwOh8cHR1jYmLeeOMNkUj073//+4UXXnjrrbfeeeedXbt2RUZGxsfHP/7442fPnsUoCIyoxCiphoYGmP4kEklnZ+fIB8WK7JtdQ0NDOp0O4gaVzQFZqi8SqcBTwGGGuAE6ZsaozfaVQS6EUQT2Dwgg3d3dEomE0AyND9WZpqYm0CGQb6SMOCUgC6L/VyQSffbZZ4sWLXr88ccXL1587733Llq0aPr06d7e3suXL3/88cdnzJgRFRVFZj02ZrMZJAtxR0dHLy8vZ2fnMWPGgHM7Ojp6enqOHz9+6dKlfD4fsRwJ5fTp00+cOHHq1KkjR44sW7Zs165dU6dOfeyxx7766qtjx44VFBTAPl5dXY2+eoyIQP+8QCBoa2sj7+SNlhXZN7WAUbVajTFliLXQ7Cj6si1h7LPMnGLIwtpgMGi1Who9hZQURXWI2YAynMp1dXXgIbD4SSSSjo4OcH0YS+BcpW2+sEVBfX19fn7+jh07UlNTH3jggSVLlnh5eQUFBXl7e/N4vBkzZsyePTsqKiolJSU5Odnd3Z3H6H0Q6dj6Oe4PDAzEw8LDw++77z4UaJycnKKjozds2DB58mTAGkqii4sLGPazzz67atWqnTt3vvLKKxMnTnzxxRex70dJSQl6IDDID2OR8/LyioqKiouLKyoq0CU03AjJLiuyb8ECz4ahD1kgNURSDIYyiMcA69RDyU6pVKvVbBqK2729vbBfQ88mKMPux9Lo3t5eFN5RjqHhjmtRYaAAACAASURBVCi2Y6hfQ0PD5cuXly1blpycnJqaeu+99yYkJISGhhItRlQeN27cvHnzwsLCnJyc0BZw3VkLdnZ2Dg4Oo0aNmjdv3rJlyx566KHk5GSUZng83pQpU+6//37U6qnQmJqa+uabbz755JPjxo177LHH3njjjf3790+ePPnDDz8EjnNyctDShmsOhrOBlqCYWl9fL5VKrXr27V1QnWH0Q6yl7nQyfvQzQ6SoVImn0BBho9GIve1AbDAcB1Am3gyfKhwjCoUCJUzyrGIYA2agoXGmpaWlo6MDneq1tbWoydfU1KSlpcXHx9vZ2bm4uEyePPm+++4jMk0Uefr06dOnT/f09HRwcCBNGg+jEE4oj4qKmjBhQlJSUnJyMv7k5OTk4+Ozbt26xMREOgd4PJ6zs/M999zzyiuvJCYmLlq0aNmyZYmJiStWrPDx8fnoo48wgxgCCJRKMBDsr9fY2IiaFPa1sdYgb/saHByEek2Dcm7UnU7dNOAh1D2JEwC7zKBgjj0M2traUMTB8L7Ozk7Ii2DVqMzjYRANMFcEg53AqiUSCbJPTIeCPJKenj579mzIFNOmTZs6dSrxChAGDw+PlJSU2NhYR0dHEvss5itY3MYpAZe2p6dnaGjolClT1q9fD6LCDidJSEhYsmTJ6tWrV69eHRIS4ujoGBQUNGnSpC+//DI3Nzc/P7+hoYHUd8zOrKqqwvgU9AchW7Dq2bdxWXis2TjNDsmmX9k+MeqexAOoaRKxHyMWOjo6ENcRquGyam9vhxsEERpcBRaoxsZG7MMLBRBjVyF1y+VyyAutra0ZGRlPPPFEYGDghAkTli5dGhUVxbZyubm5eXh4eHh4WLSss9GaqjAoQLJAh6gXEBAwffp0X19fDw8PEgrpBZ2cnAIDA318fNzc3KCoxMfHp6enY24gxllhOHdRURFJ8kKhMDc3t6qqqq2trbe318qzb+MCTNlJOgCrRbRmzVK4wXYh4EWo6IhYDmiiiAPhD0o5Ajau1F1dXTgHqHZDbb+k+2JOHyo4EokEs6AEAsHZs2dfffXVnTt3Ll682N3dncqNKHpbtJpTbGZlbBp6xuOKOBhoBrlw3Lhx06dPZ2vpNMPS09PT3d2dpp/xeDxvb+/77rsvLy8PGg6GQ2ALkcLCwurqalRMMedbIpGgo3nkQ2NF9s2uoWvHQWGxs0cI0yTq0dBKajAzXTsZXq/Xw1Td0tLS19dnNBpVKhW1qSOJ7OrqgpsKDWPgJFBpAH2MPkMqiZJkR0eHSCSiccPnzp3bu3dvZGQkyysQmAE7OEN4wxbGKqBDbHiZ3dPTMywsbMOGDePGjYNDEHDn8XgLFix46qmnNm7cGBERAZOJo6Ojo6Ojq6vrZ599JhAIkAdjPgQGH2NXNJgT8QCct/+9u1PfsTW8XRc6IIkew5GN8s3gtTt7INKTHxDT91BT7O7uxthVHPhObvX29iK0t7e3Q0JhqzPUFtna2gpbtkKhqK+vr6iouHz58nfffff3v/99/fr1hEiwCxBlFM/ZEroF1WZt2fD9sY9MTEx88MEHwbDp/ri4OBTMP//8c9xDDqqNGzcWFRVlZGQgTcSIn+LiYoFAgA1GhEIhIjd6iGD8srKR27iGmOG/VI4BnWDNq8Zrt1YyMrOJTdx2j/gr8n2j0djd3d3c3AwbCcIwvH4gHsBrZ2cn7d2BR4Jqy+Vy6hODGVCv16NSU11dfeLEid27dz/44IO7du1KSEjgcQQaVNvFxeW6cZqFMp/Pj46ODgkJYSvt7OSnefPm3X///ex8KXt7++eeew7bjn377bd33XUXgTs2Nvbrr7/OzMyE5IdNh+FZLS0txd4jhYWFIpEIUg8+OALHCIfGiuxbsFhbCErlrL+PuhuN3D41gDKL7H5uwwMz124D0RoSdV9fHyIxqAg1HwDZ6KxBIxmUEIxBQ2UHf+rs7ITm3dDQ8Pe//33SpElBQUEzZ87kMTIfbiClIzkPtJs1YXt5ed111107dux4+OGH4+Pjh7u0PTw8HnvssQULFlCMd3R0dHd3P3jwYF5eXmZm5ocffvj4448nJCQ4OTk5Ojpu3LjxypUrgDIygby8PDQjY8I3bojFYmAakwfZTU6uu6zIvqlFM3SoiAh0slkjkksEGKIf1zUDwrWn1WrRkgPrEgDd3Nzc0dEBiJNBua+vD7VJdNPgZMDMO4RquVwO9Ov1+vb2dpT3XnrppYSEBJj9eddOv8a8G5L5eNc6UW1tbZ2dnf38/FavXv3qq6++8MIL0dHR6G7kMaQ8KCho27ZtPj4+5Nvm8XgpKSn/+te/fv755927d2/duhWdO3PmzJk9e/aRI0dgBcEsFNAPjM7BXmQYOIEvoaWlBSe51Tdye9cQN3CVwD3I7MVB9g8U3i2yTLZwA3KCKjqiclNTE+rnOIrU8ghXJw0bQVoJVg0bIBLH9vZ2nU6HXBOg7+zslEqlX3311VNPPbVmzZpx48ZNmDBh7ty54eHhwDGJFYAjO/Gabjg7O7u5uYWFhUVERISEhCCEQ9rDaWBvbz99+vT7778fKSOe6OXltXPnzi+//PLhhx9OSEhYtmzZm2++OWHChH379p09e7a8vBxCO005A5obGhowmU0oFKIhH9MJkRYrlcqRD40V2Te1yNVEfbhES1A5Z0dlk8BHpwGxEfwVZRrkhQAxisyoOKL0CNSiKR2qCLp6e3p61Gq1QqHAZHgwb2zlAbYNG8lnn332+uuvP/300ytXrty1a9fatWtTUlKAadTPLUb4EVEhrgLEU0Okl5cX9brb2Ni4urouWrRo3LhxNLyBx+NFRkYePHhw48aN/v7+CQkJa9as+eCDD1JSUvbt24ct3+FmQTMYkkVM1iwpKcFO7xiIBV9uS0sLtBFr7/rtXRCzLXrX0WiD8SMQudkJ8GzANnHzhTHBldzVmA5MI1XpWgyygUI6OiA7Ojpgzoa/D9wa/Bu7lcImJZfL8/LyDh8+vGPHjrFjxyYkJNxzzz3x8fGhoaHe3t7Q75DzsYIGjctBwHZxcWF3OHBwcPD394+KirK3t0ek9/T0TE1NJYMUHjN58uT33ntv3LhxPB4vMTFxzpw5u3fvTklJef7550UiES4saNYsLCzEqFhoI1DfEaRx2YEwolQq1Wp1v3WSzm1d10U2nCTw61E1hx1xZlF7x1+VSiWq4jCsQorG/neAOwQ+aCA0fUHBLcytZE2twDcy0aampszMzB07dowZM4YVPTw8PGJiYjBDB/IIq/qhCZcit62traenp729PboVQ0ND4+LiQEsQ+AMDA6dMmQI5DyeJm5sb4vS4ceOglCcmJs6aNcvPz2/Tpk3Z2dk4Y7Gpu1QqpZ1x4GVFtIaM3dHRAX0T0w9HPi5WZN/UuhEbIZLdz+1/wIZnaqJh/VIYlANZA6Mo0d1YV1cHmMKwChICYyp6KFG1QTwDAUVnOzZNVCgU2DivsrLy2LFjs2bNAi4pEoeGhs6cOXPSpEk8zjwNKLu4uKA2aW9vz+fzPTw8WN8IcOzs7Ez2VNwfHx+/YMEC4ui438PDAyMtsddHUFDQ0qVLfXx81qxZc/bsWUh74NBdXV319fXophGLxWh4I10I1y4YIdFwNMKhsSL7ptaNMkgK0gPMFnhUTh++zGYzmh3BRmQyGbya2FEXMyZlMhm1P6IWg0szunpxVtTV1SGwYQMx6iWTSqVZWVlPPPEEZk8iJDs4OHh4eISGhk6fPh1xl43Q4B6YwhoeHh4cHAyI4wEkifCYMWg2NjZTp06dNWsWnTZQD7H5AY+zW9nY2Nx9991hYWHbt2/HbNW6ujqUouRyeXV1dXFxcWVlJZJFIJuoF+pTfX19Go3GyrNv47qR6mfmBD7yilDRkS3r0AkAFxQmm4FOdHZ2AsT19fXYCL2+vp7iMQx9COR4FlVwkF8i8Pf29uLB5eXlZ8+eTUpKIvqLYBwUFISwTTmihR5iY2ODajk7IAoWEYstxVxdXW1tbRcsWBATE0MpKVJMNNdQxT4mJiYhIWHKlClHjhzBmHcaJFtZWUm7QKHkhFiOfgto8zDSjFymMVuRfZPLonWX0kcLUY94yAA3QN7MbXCDijqM3ZCxMVinvb2dJF7kka2trfA/9fX1gZNAQkEhBoX0zs7OxsZGuFtRnIfFuaSkZNOmTaC/bOEQGjZ14xJw2Rv+/v7u7u4uLi5OTk6QRBDv2UYb/HR3d588eTKMKIjWUVFRr7322ocffjht2jRUN+3t7ePi4gICAu65556MjIyGhgYkFbDgYoYb+oAwfRMV9d7eXvRkoEeOjSA3WlZk39SyoHqsO6qf22udbRsj1Q+lSlDtAW4mPO1Zio5GOKox6Qv5E8Y/wEaCWgzr5G5vbwfQMZUBvtb29vbKyspnnnkmPj7eArj0K/XLULSmTQ5gnnZ1dcWQbIuGGqrs2NvbJyYmTp06dcqUKdT3zuPx7rnnnhMnTpw4ceJPf/pTQEAADFLQwl966aXq6mpkDtD4sGmYXC4Hw5ZIJNR7Dz0UlSwoTlav351brCNqgBsZTHOEyeJHqh9kbDKNoO0AJATRC9uWAtDYSAnQR3KJGwjwQDb0E9QmMXwV7qI9e/aARvOYLhiL1gE2TlMwdnR09Pf3R6GRx8wbwd7p9DBfX9+UlBTs5uHn50f/Iigo6MCBA1lZWSUlJTk5OevWrcNFIyQkJDIy8ptvvkGOiwSXLANtbW3oX5ZKpRB5IGArFAoNt9DCPPLhsCL7li0W1gPX7m5KAh9rn2LdUdQ8Rl2MqJ+DWGOKGrXu9vX1IWCDjaBnjOqRqNpgIEl5eflXX30VExNDBXBiHUQnaLokTZoki5+Dg4Ofn19oaKi7uztrxSbcJycnL1y4EC2VFKodHBwgmISFhR07duz8+fMCgSAjI+Pdd9+NiYnx8fEJDw9/5JFHBAIBLk1VVVVisRiSJfANjRK2cvBv9ORjuCEgbu1dv3Nr6NqtlSxqMWSEIqo9yG07hgo8aAYGrkLE7evrMxgM6F3v7Ozs7u7Gr5iWjdIMWgpgIGlubkbwQ+Ilk8k+//zzyZMnUyRmyTQ72YxtRMcN8rLChA31AyVGKIMODg7BwcEpKSlxcXEY1speAZBfLly48Pjx4xi2Vl5enpaWdvz48bfffvvdd989f/48SkgNDQ2lpaXQ7EG6aI/WxsZGfLru7m7sBKTX65Fbg5BYVb87tFg2Mlz9oN1q2JkktPkvrKodHR1w/IBUkAig0WgwM2RwcFCn00HIgyEbYjbOCnTvymQy1Nh//vnnLVu20LxgFnms3jy8dYBCr7u7u4+PjwULB1GeP3/+rFmz/P39ecxwSvbk4fP5zzzzzNmzZzHPqa6uTiQSdXR0YNYCRrFhUIRIJKKyInQeMCs0DYGDockI6TVyEisbub3rRhkkOxaHTFEYS8n2PiITwqL0EXsYANYoSeh0OvTXIGbjwOO6DE4CeYRIqkKhKCoqeu655yZPnjx+/Pjo6GjWvkcC3wiw5vF4zs7O2GIG0jUZ98LCwsaPHx8bG0t9A6x3Crmmi4tLUlLSH//4R5ylOOtkMplAIBAIBBgMC8citEu4Brq7u3GKoggFOy54F1xiVH3E6IuRD40V2Te1bqT6QfjDgHd2/4N+Zioatbtj8wPQZQRgPEalUuEVoKIQ1o1GI432gxxGZUv4sOvq6s6fP79161Yej+fj48Pn8319fYkrs54Qi9yRJdMeHh7R0dHjx4/HE93c3GJjY++6667JkydjBBTvWlcJERIvL69ly5b99a9/FYlEkCOBTolEUlZW1tLSQoNQcIrqdDpUnXBZw5hZGGDATPAKiNz4vPharGzkF1hD3H55yOKxewGNoiTfNmI2jpZer0c9Ag/uZzYrg9SNZjDwTrBSnDAoYYCWQB6RyWRVVVWfffYZwqqLi4urq6uvry8yRVb64HHtYWy0htjn4eERHBwMcx96y+fNmzdz5kxUMaH0sScJLgVhYWEPPvjgiRMnUHzB+1cqldA6IE02NTVhCGVLSwv8vTQbHzkx/DNweqHwhOsSepzpUjbyIbAi+7YsxGwa1QB1D8QamRCOEG36gQXdAzhGQIKCi+oMcAzqgjxSqVTieOP+3t5etrkmMzNz9+7dkLGBVNptGvzBoiJDDWOALJ/Ph36CHTaeeuqp2bNn23OLPRPAVebOnbt///4ff/wxPz8fsgbNHKTkAa3HYrG4urpaLBbL5XJiIDhRiVzBGQZCgk+KUxd/hdxpra7/AmuA20cdMGUn7LB2KERlQBMgQJYJHgLxBO0IoJg4VXAP7kQrMfgMLt8AgVQqxRixbdu2wdjk6Ojo5+dHpXWoJRYVcuoQi4yM5PP57u7uDg4O4eHhS5YsWbVqlb+/Pz3e3t4ecwDt7e2Dg4MfeOCBgwcPFhYWQq8kX15XVxf0O0yMwBhYsViM9ghEZTJ1QeKkBe+AUqlkr1f4iQn5VmT/AmuA26oGwRUXWYRe3EDchWzX2tpKvghCNqI1ypOg4AjnOAdwyHHCINQBSYA4UN7W1iaXy0+fPr17925fX18nJ6ekpCTYP2ieE6WALD/x9fXF9gPYzC41NXXy5MnsXgUotsfExERFRT300ENHjx4tKyuDjxxSBiawyWQySOxwgCBNxGA+6laGG5HSDCieMP1RVo0RQvTV4cE6nc7Ks3+ZhZFoqIfjsAGdkK7AnlFzQR8UTYGiFLO3txdpKAVpHFra7BSvTNIYOAniJTJRmUymVCpzc3NTU1Pd3d1Hjx4dGhoKEx/VYgivfD4/LCwsODg4Pj4eTlc+nz9+/Pg5c+awhhMe1+s+b968nTt3nj9/HucVriH42dXVBdce2sCwUSWES3zMxsZG8peTfQ96H7JJaCBIjlFdx/dG3Izd/ee6y4rs27JIG0HYpniDPJLGEKvVavL04VJLG58ODQ0hT0JUJvgCzdAcECPxsjjkSqUSpBYDATH8rrS0dNOmTdj5DvTa29s7ICCAnYPD5/MnTJiwePHi5cuXL126FBLHjBkzZs6cSdvHoILj5OQUExOzZs2a48ePV1RU4LSEPYvq3tA04ABBwzk+I8IzhB18HPyKUwJVGAjbtLcJ1VnZTEOtVmOi/giHwIrs27LY6jp4MAwPKK8g/CDhQ5TCkVMqlTqdboDbOpU4OvwkGFcJXo5LNixQyEpBbOgSASYKYlBSUvLEE0+AHNva2gYGBs6aNWvNmjWpqalubm5RUVGxsbHz589/8skn33zzzY8++ui9996bNGlSYmLiwoULoYRQrw2Px4uKinr66adPnz6NNwCujG5Lyv8QaMn9ApcLckGcftB2EImp3wKvAKrGCkoYS4v78ScooSMfAiuyb8uiYiRrYYXMR7kjJD/Ss4APXGchgdEYYtQakUthCwTUMtjNcTCtGCFTrVbD1KrVatGlsmXLFj6fHxERMWbMmOXLl7/88sufffbZrl27Fi5cuGPHjl27dr3zzjt/+9vfjhw5cvLkyW+++ebIkSN79+6dNm0aq5y4u7tv2LDho48+Kisrg3iHgZp4wzid0FqPTUV0Oh3KLiDceLcUs2lvHQRsYBd/RZLQ09ODuIBThWU7yLB/qzz7RrsW/QrX8Eqkxa806Iy8frjTyG20TgNxUD2GIAjdA3wGB5WgTAI2zgqayIqKBn6FrdlgMEgkkkceeWTcuHG7du06ePDgwYMHd+7c+ec///nFF1/ctm3b3r17169f//TTTz/55JMPPfTQ4cOHDxw4cOjQoTfffBN1eOSXcXFx69atO3r0KKaowWrb09ODXBnOFoygh/kWUxO6u7sxNhbBG2+STAEox1D8VqlURL0oVcCHpe4hlUqF1mkSRm+0fqXIZot57J2/4FsaYd0I2fQRyEDCNiVAPKEwTJUIsBFwCUAft+lyTA0HCGCktCDfMhgMQ0NDsLbiUiAWi7ds2eLv779o0aJVq1YtWrRo3rx5K1as8Pb2Tk5OTkxM9Pf3DwgIiIiIiIuLe/bZZx966KEXX3wRYd7Gxsbf39/Pz++NN944deqURCJBkwTResjwOPfArdH0BTrU29uL2Zk0PBaxmTJOGqVCKQRYNUAPHxh9WCQV5A3+TSL7t7UsTj92FCVRbUIkmAPAgWiEXBCTGFQqFYI6IhOeC4iQFAjZC4uFNQInmDoeqVarMctvx44dDg4OfD4fjJnP50dFRfF4vNDQUB8fH/iweTze9OnTd+zYsWXLlpdeemn+/PmI1lFRUZs3b7548aJUKoX9HyIPat34L/h0sBli2gn5bzEOhXrpaZo9tckghcClhtQP4BiwxpdGDnXq5Bj5oFiRfQsWi2yEZ3Z/MDaeQdKCQgfCQK1+iG0KhQLQxOvgKFJoJ3aOOEcnCSACVQGvjJMKw3QuXbo0Z84caikgbyqq7ii/wwqycOHCJUuWbNy48a233kLTl5ub2+bNm/Pz81taWkCQsO8wrjDg+mDzVEMBDwblANxJoKR2OJKJQDYoQYRLDGwbxIwcvNA3e3t7qY1j5IPya0c26577pd/LDZcFstneR9AJlUpF9nmEPSKU8CKjPgdvKmY5ULMZQjjrozIYDGT7pEQTcY4m8pjNZjQOt7S07N+/H921qLY4Ozt7e3tj5yRsPRoREeHq6srn8+fOnTt9+vSnn376jTfewHz4yZMnX758WalUkm8Rc1EAX+L9NKcK1wqKzYjcdPqRCQxEGXIQqAiiNb4Wqp+ziidpSmRYGPmg/EqRzY6jpo0Bfp3gtqAiZMhGzIZdxMjtrjQ0NERVd+h0EHFJ80LApl4yIJWssJC3wctptycLrAwNDdEWqSaTSSqVPv7440lJSQA36ufO3EIjjJ+fH4/H8/T0nDx58syZM//85z8/9dRTfD4/ODj4j3/8I6IvTh6cXRBqcBvTA9EqAbhDU4e4AcaMII3t1+jdAsEQBPFEPAx6P4k8cDh2dXXR6UHdkL/J6jrBhUX2L/uWrruG57gESjo27Jgos9lM/bwAATCN+U8I2KSF46wA4WY7Wyla084h5EXBKyCK40ZhYeHrr7/+8ssvz5gxA8QD9j0bGxsPDw9XV1d3d3fY/QIDA8eMGbNq1aqPP/74nnvugWuvoqKC3gYRAIqdAC481iBI5PegqwrESrARYlOsok8EBg/Tc5sPgsMA6LDN0FcKxP8mkc2uAW4v51/6jVxnDUc2XbXJyWRxDAa5vajBKZXcaHekZXpmw8gBbjdUHFFMmwexwa+03w1d5VGTR0ew0WhUKBQ//vjjV199lZaWtn//fjK1oqiOMZOYBWVraztx4sTg4OCnn3767bffTklJiYyMzMjIQGRFjoh/YeL2itdoNKjkI/Qiw0POAKR2d3cDoHSZwvwJKCpAJwgJaAxdlwj9bOII8kMVyt88z/6tLII4wK3RaFAAh9bB5glEtJAmYnsDMgZR+sgOnQJwKZghaWPNsQQduClAY1pbW0Ui0eHDh3/66aeCgoJnnnkGyKYaOwyAbm5u2FV60qRJSUlJW7du3bx5M5/Pf/755ysqKkADurq6AGhKIkGuIDMDprTFAkqhuICQjkmtcTj9aFgFwE02XQRyZJP4yMggSUshOs5ObrnusiL71iw2ciOIot42XHalX4FIjUYDUYzYCGGafvZz++thECacbgQOdkQgoICuHKVSWVxc/PHHH1+4cCEtLW3FihXo+MJMMz6f7+rqamNjExQU5OTk5OXlFRAQMGPGjD179mzdujU+Pv6TTz7BQAiwW1xqUPMHlyBkQzVHmR09uRqNhtR6nJC0GyCuPGpm0QmDSxNoCTU+k8pJZIyQbdWzb+O67pcLhgBADL9o0lNM3NamtGlBb2+vkdvdhkU2ThUAy2AwwDgB2YSiNX7t6+ujTsqenp7c3Nyvv/46Jyfn66+/xpBfsmhT56+Xl5erq2tgYGBgYOD06dOhZE+fPv3UqVMQ1FHKplZ8vV4PQZocWtTxoOa2iIc2R6ccqfKEbIIyfsWnAHYJ0yTJk+KJ7AVsZOSAbbYi+ybXdZFNmzCxxh2SeuiQUKcqufZwJtDMNCphAk9QAwE1XKzBcwAL0sJAwQG1CxcufPXVVz/++OOWLVsgXYeEhKCzhkg21L3ExMS4uLhZs2Zt27YtLCxs48aNubm5ZMAymUxEi1GggccauCQ1GiAmlyldUkgPIeDiTtxmNXs6UXFNAM9hU2RcQ9ixzjdaVmTf1LIopJu5aX04kAAf8W+6gZ8UmWhTJQCCVBEzJ+fj8o0ISq4JEBLar4wuEcAHJhS//vrrmzZtWr9+PTY/t7Gx8fX1dXV1dXJyAhXBLro8Hm/WrFnx8fEbN25cvXp1QEDA4cOHGxsbqfCJCcgomkKlRu6Iv1LkBtCBV5zDemYByrQJBGuPIeUHH4Q8fXhl0jTJT4bvx8pGbuMabhFBqkRNuzc6ADjqhGzq+QN8TdzWZJRB4iqMg0rTHSzCHl4QJu/Ozs7s7OwZM2Z4eHigCRLNBE5OTux8Sjc3N0dHx+Dg4Hnz5s2dO3fPnj1LliyJj4/PycmBC48qR5QUIkcEJwbzIYIBBZ2Qx2aKbPDGSQhwU28/6DjpenpuuhA5s8FMSOvE9WqEQ2NF9k2t4ajt53bgRQAmYYRiNk3YQWzWchvkoVMQkxtISxngto1E2IO0j0uBRQUHbBXngFarbW9vP3HiRFhYGNuK6+Ligg1zPT09nZyc+Hy+t7e3i4vL/Pnzly5d+uCDDz733HMzZsxYsmRJVVUVSEVnZyf+NXW44PSDvAiLCIgBvUN6S3gYa57RcvvSU9jWM6PhBgYGSCknQg8RkwI5hW3Yy0Y4NFZk39QaHjYQYlEN1nHb+A4wC0eF7Kx6vR6tkNBG4NQzMw5vvCxYB02WMnC7/VpUK6FFdHd3C4XCv/zlL25ubphFhp06/P39fX19/f39g4ODMYQEuvWqVau2bNmyadOm559/Pj4+/sUXXxSLxaDXiNkojoWuJwAAIABJREFUDWIUt1qtHhoa0ul0UEJ0Oh3eJwgDxWYjtyUxpbl4ANBPBINOV4I+aDTiN9TrIW7THyrc/AJ6tkXl4r9w4RugaygraeGSShGIrR7D0gSh2sRsQYbXRP2SQEN6AhmnwG7xj/r7+5VKZWlp6ZYtWzw9PR0cHHx8fGxtbf39/SMiItzc3JycnNApExQU5OLiEhkZuXDhwpSUlIcffviZZ54JCwt7//33pVIpnEwoqsNTinMPuR1NPcZ/t2iwILZAZIPwioDNzTk0AvGsU4AySCJdKm6PTCIweIWRD4QV2bd44RvQX2uQIOGWjh9KEpQ5kcJl4KbHWyyL4a4Wd+q58Q8o9KhUqm+//XbRokV2dnZOTk7wiri7u4eGhmL4Ezp8/f393dzcXF1d77rrrokTJ27atGnu3LmzZ8++cOECdS2wZEmhUJBtAyQB5x5dK2jwFV1V2AZQXFhwGg8wU5iJmeDf0feGe/B4fEt0buB/3VE2YkU21RfpEqzmunr13AQzKryxZj3KwEg5HuR2/yCaTsGbvGJGbhYmZWmYjfanP/0Jegg7nQwaNiiKo6MjYnl0dHR0dPSiRYt2796dmpq6ePHinJwcsCkNZwdnrR2k0lDagLIU3jypNAirbK8+6daI9FTKIeBScomvgv0rrh44Wwxc090d9Y1Ykc1CEMeGwg+Jd+T/JCKO+5FxDjCbsRMtwaKLvsXVn9g8Xryqquqll17y9PQkQzZZWBGtgWzsQLBixYrIyMg1a9Y88sgjUVFR27dvr6urI6sWyqiIxFQGJ0MiVRkpZgN2xC7Yj8/yaTontdfOPSTvF85SUu6BbLam8z8Wa6zIvsWLtD86xkQQQUJYpZaQTekXIZuMu9ftFDZwXm08nRayrvT09A0bNvCYzWicnJywbwF+Auiurq5+fn6rVq1KTk7esmXLhg0bgoKCTp48KRaLaVsFVBNR+CSeDVFSq9XCWo23zZIiWhYCCFVk9Iy/l/2WwLCpOkPIJrpCBMaaQd7pRTHbYDCouXGV1Ael4ayYVIMwcH3sCHJk3yNfBE0rZktxhGmiLtSa0NXVdezYMdrOlNrDMOAd+y2hzO7g4BAbG7tixYrk5OTdu3fff//9M2fOzMrKqq+vx5QFms5D7Vs4G3EBgRKP/p2hoSEoHoRRRF/jtYuSYAsaTV8OXeXwhbC3SdLGI60Z5J1ehGzUa9hWKDowNBpGyzWAESbgGxkufrPq9XAxkQ3nUqn09ddfx9A9SH5ANuxQmOWH7Ubt7e0jIiKWLVu2cOHCl156KTY2du3atZmZmWazmaY+4AqD908BmDJFyolZ9YYqjlqtli4mJmbjB1JI6DshBUnPOEY0nMUcf6X+X2Lt1gzyji58A5ALYOykbAxYB6xphwq6QCO6g8KyFU2CL2tHuS4VGRgY6OnpKSkpWblyJSzXNFsVtXRbW1sYWWlGVGBgIHaNefXVV8PDw2kjdBU35gFhm1xKVP1Wq9WgE3q9HtZCeqsmbkc1ljuRomfgmnON3HBhXKlMzD5skBrxL5Cc6LlODosa7QjLWqm5BYs9mUEeDAYDzYuBbo3tdxFvEAvVajWqORTIQWHxOsAxGwsNTAcNHoYSBiQC/F+lUnnu3LmZM2diy0Yet8ESzZvE/HYqto8ePToyMvKNN9549tln4+LiQLLRHqbmOnD7+voAOCh9Rm5qPbHh3t5emAUQmPHp6P0jMOM8xKmI22A4VG5k5REdY2El1Z9OJ7qa/eZ7an79aziyaUQl7a6Lih3iHwISgpCeGzQM0KOyyFJtaCx6ru0X13EAGkJBPzPFoaGh4R//+EdkZCS7g7qDgwNt6Ej38Hg8f3//pKSkpKSkRx999O677/bx8blw4YJYLCaBDxoOTHyIzeQpp24ADWOt1nAWanwQvH8iMMS7qHFdz9msUVjFP2K9JTTEAhAHW+vn9kEe+aBYkX0L1nBkk5sHV1IcTmr5hpUZGRIASlU6Ih4ISENDQ6zZiBJTE7co4wSyxWLxyy+/jN1HSRWBYZWiuJ2dnYeHh62tbVJSUlRUVHR09BNPPJGQkLB69erMzEx4UzVcMzyxEUr71FxnLjRBoA0wpQoLCSDEYUBjcOUhdYV0QzyFLgIANxlZ2XYEYjjwQo6wrMi+BWs4snHMKNcBHNELQ6Yl3IOfREwHmB33zNzOegiKIOWI8VTTRrZK3oyCgoKVK1eyxMPLywvdBtT+6OHhgWEMUVFR3t7eEyZM+MMf/hATE7N7926hUCiTyQwGA3WVkzwCgtvHzP8mBoWoPMC12+Ad0mYjZACk/JiUb+IbFpVzkv9wuVMqlaT8EDezOqLuxLpuzDZwQwt6uI13ITZTzAYJwdFF0NVzrtchbkga6AeuyyQLIGIRDyEniVqt/vbbbydOnMjj8TA/hMfj+fr6Qidxc3NDz0FERER0dHRYWNicOXMSEhLWr1+/evVqPp+/d+9eKNnw9KEvE2QDnAS8SMv1X5L4A+1Py81woyKrnmvNpEQTJ4CBm2OINmQ6e+maALgTrHt7eynfYPm6Fdm3fQ1HNpkiNBoNuq9R1MAMaYzgwF9xmcZPVvUb4Dpr8Cea9ajlLFNEXQgQcrn8wIEDSUlJADRs2dHR0VFRUX5+fgkJCSEhIW5ubn5+fvCQjB07du7cuQ899NCiRYsSExN/+uknqVQKSYeac6FSE7L1jMeaqDAkFJLwSAwBy1JxMzhxY4Dbcg3PoqIPyDcgTi3PUNApRuAEJtvjyAfFiuxbsIYj28z5hEixpmZB5EPAByYktbS0kMINrYBUPGoG03CGOANngiVfFA55W1vb1atXd+zYER4eTmKIj49PUlJSZGQkxomAn6DYHhMTg7D9hz/8ITY29tlnny0vL+/q6sIOYFqmzxKnDd4Y8QTkjgifgCmqlTilCYvgyhpuE0c91+2L/IEYOWWKOq6ll3bvhcmENQxaefadW9eN2aTv4kIMLoFBSiDcuB/T8bBtKVysdOTwssAK1R1J9yVFGcG+trb2u+++W7RoEfazgzDi4uISFRUFYTsgIAC7h7m5uTk4OEycONHf33/p0qXbtm0bN27cu+++i203MD/SwjZNZX9AFljUarW4tmg0mpaWltbWViQALDvCgw0Gg5k71dVcgzquOYjfWs4UyZZjWJqOawLeCUKDXq//X7CRwWvH5/2PAf/Xv+jj3LH6EY4WYq2Om+JF1XUaYEB71uAoYp4YdF96HVL62DKenpuCqeG2Q6CtMz755JMZM2bAGYJxIn5+fthTxtnZGVEcdj9nZ+eYmJjg4GAMFE5KSvruu++qqqpAfFUqFWkyFCn1XPsWuT7wfihZxFUIeFWpVEqlkggx4IioTwUaNdchxuYSaHZGxV6r1YLr44wCHadiDb7kEQ6EZcymxPx3AOs7sGh8At3DihVUYWGra0AzeSQQmShBJOsIjrdFcY4W1efIDdvQ0PDpp5++8cYbY8aMQUUdphHkkUgfMXwVwjbGMGzfvv2BBx5ITk7+6aefampqYMtGmGRJCHQPtiRpwbbxhslPCxKi5vbZwVlhYDoPMNGBtc0A7qBnuCDgatbd3Y1nUT+ojmu8+I+QTR1KdMkwcAZc6/rfLgQ8tgBOWGclDtYMpGfGKlDN3MRNkjcx89CwqKCt4na/zc/P/+STT7Kzs59//nkwECAb5XR3d3f0qzs7O9vY2AQHB/v5+U2cOHHnzp0TJ05csGBBbm6uTCaDmw+wxqLCJxgIjSnTcNtY4g1DyyNeQeKJlukKI88qsmoN14qPlJE2oKIXoRCAN4DLIGUa/6nqRy4cugYZ/qe9m36L6/bZWvDKg8NmwhuYkrhOp6MdORCqiaXQ441cnxUunqxIMsjN1mHF7P7+fo1G097e/t133x05ckQkEp08eTIhIQG2J8x7d3Z2BsOm7UnHjh3r4+Nz3333bd26NTg4+KmnnhKLxQjYJEgbuKFThDAT1ztjYMyoON9IpEesBaeiyxTgCDJDUgk+LKyqMNJgpCWRHBXXz4v/SMIfnfYjH5HrZJD0nd4OBNz5xaIZiLnlr0/gIwbSz/mVyQZEQYu1wmk53zadAyauu9HClk0BG7HQaDSinGkwGHp6esrKyj766KPvv/++pqbm6NGjgYGBkLTR74hRwiAhMEKNHz8+ICBgw4YNjzzyiJ+f31tvvVVfX49dGKluQm+YTNIAOvlR2YzWxHXUG41GCrQkgdMHJLatv7bngMqTvdxWaXR90HDTjfu5+bT0tYx8XH7/2giLZuDvFp60Q9zYJ4u2l35m2gYRksFrh4KT7qthOsro8RaJ4wCzaROQB6MpLtwCgeCrr77KyckpKyvbvn07xkFh43SaJuzg4ABO4uPjEx0dPWXKlOeee2779u2jRo06fPhwbW0tXg2Xa8p9yQEC9kzIJqIFOkF6DuI6OdG1nK+aDE/kISF7IyFbr9djJDF5E3BSoaWfvjGC+MiH5v+zEdYWbP4d+VGpUm02m/8TfnaTi5I/CsOEaYThQWbYiIkbFA2RS8sYoMkT0s9tSkYfB0SR6u1DQ0Mikej48ePnzp37y1/+MmnSJGwIhtwRegjMfbBJBQYGBgQErFmz5sCBA+vWrVu4cOHPP/8slUo7OzvxBlj5Aq8PUyFbATUxOzqQ8YNIsI4zZ1t0XZB6TWQapwFrXsfH13LmProT5xsp4lASR1jXZJB0e/DXvXvG/2oh8pmZxO725Q8DzChrwmg/09rIxjygHEqWmmmXosjN0g+geYgbMEInD1Tw7Ozs999//8UXXxwzZgy6G+HJRvAGJ0FO6eLiEhIS4uvru27duv3796ekpDzwwANlZWXYpUDDbDMCLkG0CoCGJkNnL0kfJm58gk6nM5vNCOQoLuJ90rehVqsxZQr41jFtvGyVUcd11pEr0MDN3zFyTc0jH4vfPxu5rWt4QoKAB9GA/kTXDYtEkCBCV3BcUtiJC8S8ifngn5KDtLCw8Pnnn1+6dCn2TEKoDggIIJKNJjE7Ozv8jIuL4/P5GzZseOyxx0aNGvXpp5/W1NTU1dV1dXXhzfcyG6DRGzNyxmhKJEwmk4rbURdYJGMqSwFM3Bh8Cs+Q9qgQq2Xa5Ihw6xgvKwrs5PMGTbfy7Nu7SMcg5EFMALWgCjCZrVndg4rnbEEHIgAJLGwtk32impuM2tfXd+bMmTVr1kAGgW0V499hiho1ahRIiIeHh4ODw7hx4xYuXDhjxozVq1enpqbGxsZ+8803MpkMO2SruS3iifQbOEmezkkjM/wJkVXNTdcmbYfeNn1F0HCoh4Bq6WwarWGa/PXXTtUxMMPT2CvhCIfGiuybWlQHoGXk7NQQE9gHsM8aZOY/6bjBOoh/VN4zclOrLdYgN2kEWx8dPXp03rx52IAGnbwBAQExMTE+Pj6xsbFTpkxxdXX18PCIj4/38/ObNWvWpEmT5s2bt3v37pUrV86YMePixYvNzc1yuRxmaKK5Oqa5ixar1ZA3VaVSDXLbCVHWS7kB7oHugaISNekQSzFwmx9omMEsYOEoYxFvwWP6ufHKIxwaK7JvzWI7F3Vcd6PhBmOeWaCjvEeOOQ03VYMW6Sq0kESihtfS0vLtt9/OmTPH09MTw58wJDsyMtLFxcXPzy8oKAhdvbCwxsXFBQUFpaam7tmzZ+LEiQ8++KBQKGxpaWlqakJQpKisY2YhkCRPJ5uRczhR4kihndQhuogB/TA5YVtHAzOkQcfsmUaiuJrpVMcpR3sWo/HifxRwrci+BYtlF0bOA4QjhLA9xOxqSd5rgBvUFt1lFnP9YB2h2g09F1iHt04qlb7wwguxsbGQQeCF8vLywg3MzUEx0tbW1tvbOzU1NSoqavny5Tt27IiIiHjhhRckEgnqf0NDQ+C7fX19RJN0zBAckAS8cwPXD0ExngqorABvMpmg3+EDov6Kaa56rtMR6p6WM0UC5RpuIcZ3d3djsCBt6/Gfqn7WdTOLBS4qwKRMUcymoG5m1CdS0xCTAFY2QlMgJLmQRECIKnl5edOmTYPbyc7ODqMXUGh0dHQMCwtzdHSEOwq1mzFjxvj7+2/ZsmXdunXJycmffPIJ+o5xUqG7R6fTDXLbPpECTRofW3Qk2y0ryZk4hyCQSlsXUF2TtEUD12oEvqHnpsOR7wAnDzki0Xes5Vot/6PqunXdqgU2gsPG8mxW1qBf+7mOSZTckPsTq2E5K0t2TSYTjMsqlerbb78dM2YMa7zGTEobGxtXV9eQkBCkj+gTw5iR1NTU9957b8GCBampqRkZGSiO0LZ9YBEmZvQra+qy8DYBeQZu3B6VmQzcfktUSjRwvQiUa+JD6bgNxyiJRPhXcXtGqrieNBU3gYRyzf4RLdpWZN/UsihsUQbJiln9zAAn8qkZuV5udCSQZY9UPxPn0B/gJmQTyIAenU7X1dW1c+fOhIQE4huIzc7OzgRlW1tbWP+cnJzi4+N9fHxWrlx54MCB1NTU9evX19TU4CSBXYTKnGw6yJ5juMIgh0OGQL+SGjjIWZdgdcK2UgOcbxuvzBZ3dMywKHIikMit4RrX9Vxbg47ZxmSEQ/NbRfavs0Q6xE30M3CtijgeuKSaOdc164bDwSOjtvHa0Uckn7HVe1DMzs7O3NzcJ554wtfXFyQbaIbziazY2PoRmSXaHx966KG333577ty5+/btk0gk2Bddz/XMErLZwi2VinCaaZiJ17iMUEZIuR3EEBNjdaQKC8FXxy0SYYjSsP9Io9GAhxDjx5f2+8wgf7XIRtqEazodcgRmcGg9N6jAZDKh4Ec1Cz0zOZdwzIJ7gHG09vX1Xbhw4f7773dycqKJCxj7BEpNQ/2wPD09U1JSQkJCtm/fvmfPnjFjxnz++ectLS2I2WyZk5XtWBnEQvLrZ9y5bL19kNthh80ZBpjZUURF2ComZRT0/fQzM7FAadgKpfZ3sDv1ddevE9lmTiexKDdgdgeJshpu7CpbirfQv6lCyRZrCNkogH/++eeTJ09GYAblcHR0hLOPyumAOI/Hi4iIGD169JgxYw4cOPD000/PmDHj/Pnz5LfGe+jnOuepRMq6XFiths0BCKZU/aZUYQRk05lAd9LZTlIj5RUkLBq5uVn6Ozw/+46tXxWyhxdiKB9iFVmSsdicCSUJGtwxwA3QIZcIyXwUxUEPZDLZa6+9lpCQAKEakdvDw8Pd3d3BwYHmwPv6+trZ2dna2oaEhMTGxt53331HjhzZsGHD5s2bS0tL2asHe2qZGZMcnWCDzI7xJEVTuZtOWgrVpmHTYomBEHBN19ZZ1cP2PkWywZZm6UsY+aBYkX0L1nBkD3C7QsImgTZHuDGRKkE0oBoEFptBDjKWV4tfcVzLy8u3bt0aGBjo6uqK2cFoLIACGBoaCqkEiLexsYmKigoLC9u8efP7778/derUV155pampicrURJxIvWFzRypAkqZOVxvSSa5bzRmObCx6Qba2ioSE7VGnWrpOp6N3RYxo5INiRfYtXqQ6a7l+bJohRq00GAkJuAPcNJWByC7V2CyAjl97enrOnDmDTnUiHth6Bpw7ODgYJNvd3d3R0TE0NHTq1KkxMTGPPPLI3r17J06ceOjQIfw7C5ZMVSGW/xDo2TupBq7mNqo0Mh0JgOPwDIGIzcC1DRb0XNRlNBoNHgAfjkqlGuCmHFK9c+QDYUX2rVxDzA41NB5bxW2ThUwIhXRMYsBIDRr2R+M16KXMN0C2XC4/dOjQxIkT0U9ArQYJCQmOjo6RkZGBgYHe3t6enp5xcXGBgYEzZ86cPXv2XXfdtWfPns2bNy9ZsuTcuXNkrGP5Li737P/Cx0GMHOTMicSjQLdYKVPPDDdjCQkh28S4F+kqhMcPcCPU2I4HCH8DXInXIlW90bIi+1YuUv2oEolDBWTggIGNKJVKlIvb2tqam5sRxTE7imRaitkU4Si3a2pqeu2118aNGxcZGZmSkhIaGurs7JyUlDR69Ghvb+/IyMjQ0FBwkoiIiICAgHnz5o0bN+6RRx7585//PGfOnJUrV1ZWVlqIbgAl6BAR635uBLCe2xdmaGgIkg61Phiu9Y4bGUu6gWkqo6hsZPoq6BORaEgL1wTwbK1WSw+j//X7RPavduGI4gqr5/pNUK7DLC84KDB3GOM1MEaHZh4MP2AD3PRKKNl6vV4kEu3YsSM+Pt7BwcHDwwN7mQYGBvL5fFtbWySRmABvY2PD5/MnTJjg6uq6bdu2d999d/z48Vu3bm1qamKD3wA33sTMESqiCgbGkYf3Y+K6ZgzcxB820bSgGYRUklNY3ZD9sHRGsWcCySaUgFKksCL79i6Lq8cAt3+SjusKMXA70nZ0dFC/OtikQqGAz661tZWG6VCwZBUSenGz2azX68vLy9euXYvGGXd3d2yfjl3weDxecHAwFEDkju7u7omJiSkpKa+99trLL788atSoQ4cOkWBMtXGUAC2kxn7GKT7A9WJSTknUxcxsOtzPNH0Sh2ZlkH6mo4JYOCWdrALYz7ST6pm2aCuyb/siPkq/DjC7FJDCBbaNXRXZdhWQENoeFwajIW7HdaLXxE/wp76+vrS0tL/+9a+pqalQ9JApxsXFAdDu7u5k8bOzswsPD/f19Z0wYcK+ffuee+65qVOnnj9/nurVRq4dE7YkYJE+S/+1xhVWoWPpOH0hA8zGaLhnkHOTm5i2fAPTDsfybyJIlNqyWiGZtsHgrci+vWuIWZQMUX7T398PBNOUM/K16bmGETiPyQ2Hl2UPm4krWSO8tbe3p6enFxUV/elPf/Lw8ICuFxsbGxQUREOhsNzc3LDNEp/Pnz179jvvvPPkk0+uWbOmoqJCqVTSadPPGbNwXg1yRUQWc4idLKav+21Q3GXPxuFnAkRritNUAGLbatg4TYi36C4b4bhYkX3L1hDjXiK+qOcmxQDZ7Ag8smiSzxNSrgUDMZvNbL5lMplkMllGRkZBQcGZM2fmz58Pl8jYsWMhabu6ulLDGA1ACwoKevjhhw8cODBnzpzNmzfL5XK9Xm9mqC3ep55rmzUwtr6BYaW+4aF6iGmkINvM0LViPB4wyG11QPyejegUjEkVoS4bdpHuPsLhsCL7Vi7SyJDOQ67WcLu3oJ0EIiCZ+zTMJixA9gA3GsrMIcbEDEI3GAxisTgjI6OkpOTEiRNLly6FfzUyMhJZo7u7OwYwoGTj6ekZEhIyatSoF198cd++faNHj3777bfb2tpAqQc4l4uBGxti5jZ2MnBNjdcFkAW4WQmPzQ6JvRAXJ+pMFyKWmpsYfwG+ST3nobWQJq3IvqOLeDaQTbNxddweh2AdOm4XCy03FoydCYaXIkpgNpv7mW7Wnp6egoICoVBYWFj46quvRkREODo6xsbGwvFnZ2eHtgMfHx8HBwfMYIiPj582bdpbb721c+fO+fPnZ2VlIRCazeYBboN3k8kELkQJIqFniBHUR/jgFqyMUGtBRQa4eVrDVRSLkiQWW0WyUMStyL6N67rXZfZwDnJbVVCxBvfrGMc9+kpwm4rGLCdhU8mWlpaLFy+Wlpb+61//goXV2dk5ODjYx8cHblV0iHl6eqIMGRER4enpOWXKlP3792/YsGHBggVisRgqu5nZew5vCQzBaDTiTOtnOvPZzzv8SzAzhITW4LAaKj2eAE03TNx+8gbOgW1B99lElmqlIxwaK7JvzaJDPsSNXjBx859ou14j57Vgnc2EbDIADjL1C8rnsHp6erKyso4ePfrxxx8vWLDA398/9v+x991xTd3f+wkJIyQQAiGEKQmQEPYIW0BFWYKKKE7UKiJaZ93V2opK6wCRoQxZIoLIqIgbW0drq7buOhAryp6iiIJC8v3j/PL+XROIWBBpP5w/eIVwubm597nnnvc5z3mOgYG6ujqIisjKyuro6BAIBEVFRQMDA0VFRSaTyeFwVFRUxo4du2XLlvHjx4eHh8OMJWylQyCaQNCOGfyOTd5J3sAfdVokDevO32EoVj15brSE/WBKBNkQsvtkWD8kEE3gRNmrNszk8A4MJw5L9IPENsQtiHQviSTE4U5LS+Pz+VQqVUFBATghPB4PKo5IUxh0ReTl5fl8voGBgZ6e3qZNm3bu3Gltbb1jx47m5mahUAi5C2yh8TWmV0UM1n05P90a+ivWZ7djNA3FAhLsiran0F/MhpDdJxNDNsQP2NIjeoyKPXlRARlWlq8xAjHo2S0QLRmFohumsbFx7969gFoymaytrU2lUh0cHJycnHR0dIyNjU1MTJhMpoWFhYODg7Gx8YwZM/z8/KZNm7Z79+5t27bZ2dn9+OOPsEOIRlBBG7syw4ZSfYG18GOQLVmtRLB+976wbW8SI8IhZPfRxJ6MAtHI3Y73pRR6epqj3BaWtiEGqQ6R/EBra+v58+eXL18+fPhwbW1tLpfLYrGsra1Hjhzp7OysoaHB4/FMTEzodLqlpaWOjo6ent7EiRM9PT2//PLLHTt2LFq0aOrUqXfv3gX+NNCPUPgBAEKhQt+99QdN8P5qsltkYx8g7zC1TMlEpKQNIbtP1hOyxZyK2Gus00K5ZKTKjv3fTkwl79WrV7m5uW5ubqqqqhQKxcrKikAgqKioGBsbUygUGRkZS0tL6Hqk0Wigdebm5mZoaBgSEhIfH+/l5bV27dqnT58iagpKjAjeJ82icOhTnrn/Rxt8+76slGQ0Ar8KMXdCbxIjwiFk99F6ikbevk/UlHz+oj10iop2EJG/FSnviIUiQqHw7du3SUlJLBYLWgqYTCaI43C5XCA/QQKbSCSqq6uTSCRNTU0rKys+n79169a4uDgHB4eEhASY/Q71ILRIFYiocwJRsWkAkC14P4kk5qHFDD1M3mF6NKUf4RCy+2SCHlaQ0lfx2EuCQgJYU3ZiONloY7jYZWVlCxcuhCqMpqYmND6C/8bhcDDBA5R06HQ6vKOqqurh4ZGamrpjx46AgICffvoJdfq8fV/iFYvsdpFmtpSCYI7LAAAgAElEQVTD7pdTh73zO0X1GhTiYw0bdr+VIAl2a0PI7h9DUBCIymxisaAYWNHlbBcNN4IuBMlWEXBjL1++PHfuXEBAgIyMDIlEIhKJwOMDyWAISyAxoqKiAkwSfX19Eonk6up66NChPXv2bNiw4c6dO5CWQTchfARCtlB0Z0ouDPrXiwsk2ik6Rexf7OIVbYbQjPXi0j/iMyD7Uz/mevrQT/e5CCjtIiWktxLqUOj6Yf9FKBS+efMGOsegywaQDZvBTyjfNDc35+bmWltbQyiCKH4cDgcKNEwmE6rrampqkDmxtraWk5ObOXPm/v37586dGx8f/+jRIyyjQxK4koD+1CZ4P7eNpBc632fMYjN96B4YRNEI1jcIBxbin+iCoVAV+0FCETuv2+2xmwmFwo6OjufPn1eJrE00GBf9CzyInz59GhERoaOjA7JmwIJSVVWlUqkg+Q468EpKSqDKoKamxuFw9PX1N23aFB0dHRgYeOLECfhQxCjsNt74LMhG4MZWiJBhA26xd6TseUCRDQEodr0/YB/9iS6Y2G47RUw3STpRp4hPIsTIiQiFwnfv3oF4SGNjY319PbCp3ol6W96JRrjfunXriy++gDWinJwcEK/pdDpIL6iqqkKfAZ1OhzIkh8PR1tY2NTXdsWNHeHh4UFDQn3/+KRQKsR2EKM33WZ6iYCjkwCJVLPQHQ2tHtB54O3j0syHD1fG+wNfA2Ke+ftigGXrCX2OEvBAdAq2HEH0P1o5A+gO5MCGmPQx2DnJQo0aNAvE+MDwer6KiAutIJpMJpUcajaarq4vD4Xg8HoPBcHNzi4+P/+GHH1auXFlaWgpN4EIMKeWzRCBi502AYVDBm11d4r052JOGfUfKngcI2chXidHSB8w+nc9GVwW7EnqL0abplCCyYS/SO9EMReBqvxW1iMP+4cXjx49jYmL09fWR4CqBQJCXl2ez2cBThVEeRCKRTCbDOtLQ0JBGo82bNy8vL++7776LjY1tbGx8JxKgwQYk3Vq/nyjp5xBr2CBESkzyweMcIGRjIxB4TA/M5yL7pNGI2Gq9E8OabxfNmOvEjLbAhpKAbOhBhDSzEOMIwM3fv39/8+bNenp6oJUD/byGhoaQydbU1NTX14eeAz09PS0tLXd3dz8/PwsLi507dx49ejQ0NDQvL+/Vq1dCCVqsJJ66ROy/gTSxw0Bnslu4d0pt6kE20MgWih6FA/O5yD6pKxJgKh3v3r1DCtBoBChSzcO2hHSKaEAQjQA1AmFaKIqDu7q6rl69+uWXX3I4HCaTaWxsrKmpaWho6OfnZ2lpyWaznZycHBwcdHV1raysTE1Nra2tFy9ePGPGjODg4KysrL179y5atOj69esgBotd2oqV09GzRXr8OjAm+RjpxHRY9ubZMkDIlp4oGAAbsIcsSl2hRtT29nZQ7UfxNMoMvhHNcKmtrYXqOrb+B7dKbW1tSkoKn8+HQUocDkddXR0kciDItrW1hch72LBhSkpKNBrNyclJV1c3LCzswIEDX3755caNG0EvE44Q20SIkN35fjPvAJwoKSbArCCRH3yLETsWiuoGUnYyVKnpq2HvGWgygHAZkZyApd3Q0ACiOa2trYjiA8rw0GtTXV2NFa0E4uvz588fPHiwdu1aPz8/EFaFNLasrCx0zUBrOghEqaqqwqS8MWPG0On0devWnTx5ctmyZfHx8TA0DDk/5JtR3C+2Ehj4aLsngyN5izG0iJT+j0PI7qthTzGKN96KtM5AqBK606FxHeITyJxAPgQ8ek1NDRC1QfgLOCSvX7++du3a0aNHExMTzczMYKgSkUikUChQQgfyk4KCApVKZTAYRCLRwsICGNvr168/c+ZMYGBgZmYmCJQJMbwi7E/J6H+wIVssn92bYxtCdp8Mm6sSithz8PPVq1eAZpDtQ/p3KM0HEUtzczMI+sOWINYImIZw5dq1aw8fPrx3796CBQtgfinMxYMcCMAaZQBhLh6LxRo1alRCQkJ6evqECROys7OxjBQsRKTAelAhu9v7bVDE2f9VE1vIo3QekhIGdRGITIBk1yEa4gEry4aGBohDICwBh40865s3b27cuHHjxo2KioqoqChzc3NQXtXR0YGYREVFBeITkBmRl5fX19fn8Xjr16+/cOFCeHj4rFmzrly5gq0hYFEiiWy0hB2cyEZvfjCHM4TsPhn2XHdiRiUBppEgPIQf8A5kTlAHO2hEwcoSMiTYnb958+bWrVt//vnnnTt3IiIijIyMgPMEJXToWoeUNogxEAgEKysrAwOD7du3nz17dsGCBSEhIVgVTCFGQQGLbLFs2iBEtpi3HkL2AFmXqA0M1osQfsAQDzRcGRrDoEiJlLPR/E9YTaKwAayysvLevXtlZWVpaWm+vr5ycnJQaIRQhMlkgvNWUlICMgmFQuFyuQ4ODlFRUZmZmePHj4+Li4PZXwiyXRganSQlY3Aiu/fvIxtCdv8Yggvk+NDwFzQQEeITCEhgIi3QVkEdCsJr0M9GZZT29vaSkpJz585lZGSMHTsWlowKCgoGBgYQW3O5XHl5eeCQQJAN2W5/f/+MjIzExMSAgIAbN27A3Dpsmg8ty8TKH1h3PgiR/VHHNoTsfjDsue7s7ETzC9vb2yGABkyjUKS5ubmurg68NQij1dbWgkeHgBhcbEtLS1JS0o4dO+zs7BQUFEgkEjQZ+Pn5wcilYcOGwWADKpUKpXULCwsdHR0+n5+RkfH999/PmDHjxo0bSMQMiwxYPnZ1Z4MQ2WJPmKGs30Bbp6hxHdpSoNu8urq6vr6+sbERpLIhDwji2SAr3NbWBqpokE6BXbW2tpaWlq5bt87W1pZMJquqqmpoaBAIBEtLy/HjxxMIBBaLxeVyGQwGh8NxcXFhMpnW1taBgYE+Pj6LFy8+cuTIhAkTFi9eDHQRMd4ctjTTbXr4U0BcIMHp63YbscPA5t3FAifplb4hZPfVxC4GnHokxwjjDZqamurr66urq8FPo1nigGYIUUB4pLm5uUukTHnr1q1ly5bZ2Niw2WwHBweonI8ePVpfXx80dCwtLVVUVJydnR0dHVkslqWlpb+/f2Bg4N69ewsLC6dNmwbVR8mmzC4MmU7MBaINPhGypSNSEtmdojZkyUfKUJz9aU3wvowTnG4sLQQ1g9XX14NeFJq3hORYX7x4AVMQUEvvy5cvMzMz+Xy+kpISdIhRKBQqlWpgYACTDBgMBp1Ol5WVVVNTYzAYMjIyBgYGDAbD09Nz9+7du3btsra2PnLkSGtrq1DCB0uJrT9dWNIbRPaE7H9wGEPI7gfrwjCGgdovEOmJQUkSyjSIKQUuHEIRSKHU1dXBTA9Iz3V0dDx9+nTRokXQMkOlUuXl5RkMBo1G43A40FmjoaEBpD8ZGRmItnk8nqys7OjRo3fu3Llw4UIzMzNEhOoWvp3d9dIOqoBb0IvsXk82hOy+Grr2AoGgXTQIq6OjA1isSIWxXTSmCDir4LMhAwghODh1RPq7c+eOl5cXKGFDCV1OTo7L5UKxRllZmUKhwF9BhZVKpbJYLFVVVR8fn6SkpICAgFmzZv3111/Qpi6QMARusci1f6ORPt4V6GD+wZEMIbuvhg1SAdAQb0ByWiBi7XVKaEhD8bypqamiouLp06dQXYfgAfJ9MDYJOsSA1mdqagrDaOTk5KAVUlFREbWsMxgMJpO5ePHivXv3Ojs7L1++vKqqSiDixEmCW4DhY2AD7n5Edh+t22Pu5fEMIbuvhj3R4I9hLQgDebGbSRo0pVdUVJSXl8N4MQgeGhoa9u3bB1UYcMwKCgoMBoPFYsGMDhUVFRqNBv0H0OGro6Ojo6Pj4OCQlJS0efNmPp+/efNmuE/eYQZrSPfcYvHJZ0c2so+FtXAI2f1oXaKBs1B8acdM4xVI1BrQr69fv4bkSWNjI9BcOzo67t27t27dOjqdDoOUwCvDcEcymSwjIwOC8ECEgiDbyMiIQqH4+Pjs2rVrzpw5NjY2R48era+vxwap3To/ASZVMmipUf/gMIaQ3VfDAhco10ieT3JjBCb4FfDU0tJSX1/f0NBQVlYGIfi9e/fGjBkDI8KA3AepDz09PQKBoKamhhofoahOIBC4XC6NRps4cWJiYqKtra2Li8vVq1cRY0SKJ8Y6b7SBsIfbYGAM+3EokOvWpOxkCNn9ZgKBAPlshGzB+0VsgSgnCP+CkN3U1ARNCZDtjouLMzU1BbF3VVVVEokEC0QqlSojI6OhoQFRCplMhtccDsfW1tbe3n7hwoXR0dFubm4bNmxobW2FZwI8PSSR3S24sb58MCP7gzsZQna/WVdXFxBTgaqK3sdeBjFkw2WD6jqUKquqqsrKyr755hsul0sikZSVlWk0GoFAYDKZJiYm6urqampqBgYG+vr6XC7XyspKU1NTR0fH399/1KhR3t7eO3fuXLt2rbGx8Z49exoaGqDnUojx2T3hoye4Dypkiz1VpNsQsvvNoLQOkzqgn1eI4dbBNlB0QOpeUDpGpKiKiorKyspr166tWbPGzs6Ow+Hw+XwLCws9PT03Nzc/Pz8HBwcPDw9/f/9hw4Y5OzsHBgZyuVwzM7MpU6b4+fmtX78+KSkpODiYx+MdO3bs+fPn8KECiVxHt2CVgvXBg+xekkaEQ8juR3v79i0ksyGoAH4fmkoDzQeQ4QYmIHLwjY2N7e3t1dXVzc3N1dXVZ8+e9fHxMTAwMDQ01NDQgO5GAwMDbW1tWVlZXV1dY2NjWVlZLS0tVVVVeXl5GENjZGQUFhaWlpY2ZswYV1fXu3fvoucG6oDEGmAde/yDGdnYHM4Qsj+DvRVNwQJCNsypQa9h4npHR4dYlw10SdbX17969aq2tjYzM3PWrFkQjTCZTBKJpKCgoKWlBYlt0PLD4/G6uroaGhqKiooMBsPY2JjNZm/atGnv3r0mJiaTJ09+8uQJ3FGd7+uKiD3W0ZFLInhQIVsy4/7BnQwhu08mkGj3QIwo8NDQOwPuGeqOaBgzGggNne0gplNZWXn48OGTJ08uWbJEQ0MDhjsSiUToCpOTk4NuGgA0pLptbGw4HM7w4cN37dq1YcMGNpu9Y8cO0M3pxCjlScK6633V48G8gkRKlmI3npSdDCG7H0wgKjQCIRsGhcHE3sbGRqiiQ2qvsbERzRYDAgkQuBsbG8vKytra2v7888/z588/evTo8OHDTk5OSP4dpFbl5eUB63Jycqhqw+PxWCzW8OHD9+3bt2zZMgsLi+LiYmwHQ9f7PQdiyJZ8cxAiG56EYg+ZriEW66c2BAXUAQkMJyBkNzQ0wBoRNZIBlKERAVppqqqq6uvrW1paSkpK7t69W1FRkZqayuFwoG9XV1cXijU6OjowTZ1AIKirq+PxeHV1dS6XS6fTFy9eXFhYOGXKFGdn59u3b8P6VQzZPYWqWIeN/V7YjbHx7qdGOXb/XV1d7zCasb2/zYaQ3VdDzq+rqwvKNIinCvZCZCAtgvojUYvN8+fP29vb6+vrHz16dPLkydLS0lu3bkVERFhaWgKIoY1XXV0dGsag9AgyOkwm09bWVkNDY+PGjcnJyVOnTp0zZ05FRQUcGzy+gRHVbcAKm/WE7K4ebOCRLfbpvcH3ELL7atjHNywKIbwG+CIlHdSjjogl0PkLNwNksm/cuJGVlXXs2LGYmJigoCBzc3NFRUVtbW0QydbT07O2tgYxBi6XC92+3t7e9vb21tbW27dvj42N9fT03L59O+T7ujAqYf8M2UKMp0ee+7MjW2w90JMNIbuvhj2/aGY4BB7QTABtvJD9gFilubm5sbGxqakJfHlzc3N9fX1FRUVhYeHkyZOdnJx4PJ6uri4EHmpqagQCQU5OTlFRERImurq6TCZTSUlJQ0Nj3LhxTCbTx8cnNjY2JCSEz+fn5eWBhB8iQmFBKdZwgL6CmBfs6k4eaDAgu/cxyRCy+2pYfEClBgaLQW4Em+B7/vw5+G+gYjc0NKBRB62trffu3YuKirKysqJQKBoaGgYGBhQKRV1dHTJ6dDrd2NhYT09PXV2dx+O5uLhQqVQbG5u5c+eOGjVq1qxZKSkps2fPdnR0BN0coVCImIbdxqkIGd2+iUV2l2i012dEdu/Da2RDyO6roSsNimegOgmGBom/efMGciPYmBuADiy/qqoqUJe0tbXV0dHhcrnW1tZ0Ot3Ozs7b25vNZmtrazs7OxsYGFCpVGtra9DMHjFihIODg4mJSXR09IEDB3g83rhx4x4+fAi8cKzP7unge0I8FkaC95ePnwXZ/2AnQ8juq6FHZEdHB0AW4mwIuFGNpqmpqa6urg1jKBaHlF9qaqqrqysw+wgEArBVYZASgUBQVVXV0tKSl5cnEAg2NjaysrLq6uoWFhZcLpfH46Wnp0dERLDZ7LVr19bU1EDREctOkQRrTyDuya9jo4LP4rM/didDyO43A2QjcjaI90HdEVAu9isE4pAc/Ouvv+Lj4yEHQiQSFRQUYGqHvr4+dDpCNAK9M8rKykQiUVZW1s7OTk9Pz9PTc9++fd988w3IjGDbHbpEZQ7JCFXQXReWJJoFmMhbcib8JzIp0Qj2aKXbELL7x5DPhlUjIpBg6+oQJIB0DsTWEHa3tLTcvXt34cKFUDaHVgOUyQa1VSaTSafT5eXlQSsHRCtdXV3l5eUnTZqUmprq6+trZGT066+/wrMb6cBLCbKxEOkldD42QfEZbQjZfTK4wOg1rBpBSQdK6MDmQ6LaQAMUCATAGIFQu6am5o8//ggICIAECAwshRI6jUYDlra9vT3wn6ArTEFBgcPhODs783i8r7/+Ojk5eeTIkZMmTbp9+zYEIYi82vm+0kgfkS1lD4PNhpDdV0NXt7OzE4n3AZUPHt9QHIZf4adAIIAOAyAtVVRUZGdnOzg4QASChuKB4hmU0FksloqKipKSkoGBAYiNjBgxwtjY2MzMbOfOnYmJiS4uLl9//XVlZSXcaYi+0u3TvF+Q/alPbB9tCNn9ZqhVDKRF0DBIhGyYMwaZwcbGRkB2W1vb3bt3v/rqKy0tLUA20EKIRCKJRCIQCEDrg9y2kpKSqakpFGvGjBnDZrO9vb1zc3MTEhLc3d0TExNfvnyJnDQa6dStKkNfkD0gp7OvNoTsPhn2SiMwoenrCChdGLUxFHmDil99ff3FixfnzZunoKAACsLA5oOiOoVCUVJSAhUomPKor69PIBB0dHR8fX1ZLBYMEFuzZs2cOXOqqqrQvSQUTUwWimrsQ8gesn9oXV1daAANdgi3AJNqEIoW+9AxWVtb29TU9Msvv4SFhcF0JXV19WHDhkE/AYfDUVRU1NfXt7Cw0NDQ0NDQsLOzY7PZJBJp7Nix8+bN8/f3j46OLi4uXrFiRVRUVEtLCyqkC9/PBPcXsnuqwPfriewfG0J2vxnqFsOq+ootMeEFeHc0yCY/Pz80NNTIyEhXV9fQ0JDP55uYmDg5OUGbo7+//9KlS21tbV1dXUePHu3s7Ozq6rply5bly5cvWLAgKysrNzc3NDT03Llz0DOP/aAuCc3sPiK7J55gf5/LfrAhZPfJxHCAcAyhiOQGYkNEoai+fv16fX19PB5PJpOVlJQgGtHX19fS0gLPraenRyKR9PX1LS0t8Xi8lpZWWFiYo6PjpEmTCgsLU1JSXF1dT506VVVVBUI8EJAIRMWaflxB9kSl6peT2b/230e2QKSLgH2nH3eO/RVRjkA/W9idUiuCnVAofPfu3U8//TRz5kxYKcIKUlZWVk5OTl1dHVpmNDU1IchWVlYeNmwYDoczNjaeMmWKkZFRcHAwjFWfPXv2Tz/9dOHCBZSQwX6iJBHqgya2JdqbGE9QbOP+Oqv9Yv99ZIMJ3mdj9uNu0WvUJAZJa7E4W/K/oCP4zJkzXl5eMJ0D5nIQCAQQGJGTkyORSJqampAw4XK5VCqVRCIZGhoGBAR4eHhs3br10KFDs2bNWrhw4bNnz2DcHmIv9Qa7PZlQqg5gt/8yhOwBtU6MUBPkCv4ZvaYnQ5cTis9QUQdNYQi1obgNWT9Ek4JwvKmpqby8fP/+/QYGBlCdkZWVBR1KZWVloIiQyWRtbW3gjfD5fARxS0tLT0/PvXv3gjjlV1991dDQIOyuV0AyuuglsrEbS24vRvXu9oM+r/3PIbvzH4kx92QCTMSJctVQhoTx5iAxDH2QqBHh1atXMM3jxo0bixYtQjOniUQivNDU1AS1PkjzycvLI8UzPB4/duxYFovl7++flpYWGRnp4OAQHR3d2NiIZrb35E0lfXBvvqDY9oL3mxik30Wf0f7jyO7CRISf4qEpeH/5iJThId6FCw8iDUCWgp+dnZ2NjY0tLS0XLlxwcXGBvi9ANmB32LBh8NrY2JhOpxOJRDU1NRKJJCcnx2QyJ0yYoK+vv2DBgry8vI0bNzo5OeXn57969UryCwokCKi97GWUfgNgbx6xe2nwgPs/jmywT3e6xWAEsQfihwB1BMnFQxN7c3Pzu3fvGhoa6uvrs7Oz9fX1wVXDIhKHw1EoFE1NTQKBACwRMplMp9M5HA40Qdrb27u4uGhqam7ZsqWoqOiLL75wcXH56aefIMiWguxuW8W6DaYFPa8gxU6pABOMDTZw/08g+9OZ4P0VJMTQaDQ1au8FEjYMYAed7Pr6+nv37u3YscPQ0FBOTk5OTo5MJsvKylIoFFNTUxaLpampaWtr6+HhwWAwLCwsXFxc6HQ6k8mcOXPmhAkTnJyc0tPTc3Jyxo0bN2XKlNLSUmBf9YRUYQ+96z1tL2UnYsDF3gmS8c9ntP8hZAskVG/60bq6ukD8CXzzy5cvoasXSK21tbU1NTX19fWA7JqamqampitXrmzYsMHJyYlKpdJoNE1NTfDNEydOdHBwGD58+MKFC5csWaKtre3h4TF9+nRjY+Pp06evXbs2NDR08eLFx44d2717N8w2aG5uFrwfF3WbBRK8Hzb05nuJefFuKzXY3fZ79ukf2/8Qsj+dCUTJaTS0t6GhAdaIdXV10MxbW1v79OnTxsbGZ8+eVVZWlpeXnz9//uuvv4ZhNBB7AOcJ9EPIZLKdnZ2npyeNRmOxWNra2oqKiiYmJpMmTTIwMFi8eHFJScmCBQsMDAxiY2NbWloQs6/r/Yw1Aly3SQwp7rnbDbDvd2F0kwebwxYOIbsfraurC0JqNKoGWmbAKioqysrKqqqqqqurKysrr169mpubm5mZuW3bNkNDQzweD4k/FRUVXV1d6KOBugyBQOBwODQaTUZGxtbW1tfXV0dHZ9myZbm5ucHBwVwut7CwEOajdluLkYwT+oJs7G6xgc0Qsv/LJhAIYO2IhlIDlQ9ikpqaGvDW1dXVtbW1f/zxR0ZGxk8//XT8+PHAwEA8Hg/5PnV1dSaTKS8vr6qqqqenp6ioyGKxzMzMIBb38PBwdnbW1dX96quvEhIS+Hz+qFGjzp07h/L0YrBGKJSELDrmj0I2NurAjv4Q+6ABPe892BCy+2rIUcEKElIiEG1DywxK9iEZhurq6j/++CMzM7OkpARYH0DFhuF38vLyMjIympqaampqMFoJ5lJraGiMHj1aW1ubx+Nt27YtIiJCTU0tODj4xo0bQqHw9evXQokVXk+ARvaxyBZLIErOvf7gJw6YDSG7r4aQ/e7dO6hBgswIdKdDbgReQPv68+fPS0tLS0pKcnNzT5069dVXX4GUGeoQg8Qfh8MBapSmpqaSkhKBQNDS0rK1taXT6bNmzTp06NCqVavU1NSWLFnS1NQkVlHHHt6nQLaY/5a+h89lQ8juN4OuAvDWLS0t6AUgG9RZa2pqqqur//zzz+zs7N27d69ZswYEzcCgLx2EziwsLCgUCoVC4XK5ioqKUL6xsrJisVjh4eFFRUVz586l0WgREREtLS0Q4nc7xVk64D4W2ZKJESm7+jSnubc2hOx+s66uLtBiBa0z6FEXQ3ZjY2NFRcWVK1e2bdvm4+ODtIPl5eUpFIqFhQXUaMzMzKysrBQUFJSVlQ0NDWEOk6enp7e3t7W19TfffJOWlubp6Ukmk5OSkmpqaoRCYVtbG6LOilm3/hX96aOQ3YlRsO72gwYPuIeQ3SfDXr+uri5oR29qakI9jrCUBEzDuMenT59euXIlJCRk2LBhIEhpa2urqKiooaHh5eVlZmamra0dGBg4ZcoUPp8/evRoPz8/AwMDBweHZcuWhYSEjBs3Lj4+fteuXRwOh8FgxMfHg7y8UNQV1u1B9lfWTzofeAjZ/zUTCATt7e0oqn758iXoYVdXV1dUVNTV1dXX1z99+vThw4c3b958/Pjx4cOHnZ2dlZSUVFVViUQi9PNqaWnBABoGg+Hq6jps2DBlZWU2m21lZaWmpubq6rpgwQJ3d/fp06cfPnx47dq1ioqKpqam6enpMMoMK6Qkia2eYmJhd4yanuAuZXv0AhXwPy+shUPI7qMhTwb5EBDMbmlpgexeeXn5kydPampqamtrnzx58vDhw7KyskuXLq1atQomT4MBb4TBYECQzWQyzczMYPloYGAgLy9PJBLZbLaLi4u2tvaaNWvy8/MDAwMVFBQMDAwKCgrECIw9wbEnVyroLnruPbLRn7q6usSmAA/QNejBhpDdJ0MXFSauozRfRUXFs2fPHj16BNWZmpqap0+fPnny5Pr160VFRTNmzFBVVYW6I3D6CAQCtITJyMhoa2szGAwSiaSoqGhkZAQiDdbW1vb29hwOJzY29siRIw4ODlQq1dDQ8PTp02j8JLSiSUd2T99C8kv1BtlYTAMNHcZuDPns/451iYauA7IhpH78+HFZWRlMeayoqKiurn748OHx48fHjx8PaT48Hg9aOQQCAYbi4XA4Op1OIpHweDyTyYQxp2Qy2cfHx9TU1M7ObuvWrbGxsSYmJmpqaqampsXFxWgYNrSoIbT1lI+TAnEw6f8lVn3EemvgOYKw5RCy/zvW0dEBFXXoMGhsbARw//333yNOJRUAACAASURBVH///feTJ0+qqqoeP36clpbm6OgI5Rjwx4BdCoUCwQmNRoPXDAaDTCaTyWQtLa2AgAAmk+nt7b1r166IiAgmk0kkEk1NTTMzM1+8eCF4v9AoWU7vkrAPevHe+2zJz/3ssBYOIbvvhq5ie3t7U1MTRNXNzc0vXryoq6srKysrLS0tLS198OBBaWnp1atXt2zZYmpqqqioqKKiAhVHKD3KyMjIysoqKioqKSlBiKKtrQ3RtrGxsbe3t6Gh4apVq/Ly8kJCQqDjhs1mJyQktLS0CEXdQz2BWLK5S3IV2G30LB3ZYmdgUNkQsvtq6Bq/efMGhnJUVFTU1NQ8f/68trYWQu2///77/v37N27cuHDhwqpVq0xMTCgUioqKChKkhJYwZWVlHo8HSW4tLS17e3sajUYmkz09PX18fDw9PZOSktLS0rhcLkQyampqe/fura+v78KI90lBthTPjXggH0Q2+uvnPOm9sCFk99WwyK6rq3v69CksFuvq6iorK0tLS8vLy6urq0tLS69du5adnT1p0iRLS0snJyc3NzfolLGysho3bhybzdbS0vLz83N0dNTS0vL19Q0ODra0tJwyZcru3btXrly5cuXK06dP79y5U0NDAyrwsrKyCQkJz549A5UzISa7J73JXDKKQFFyb5Atab3ZZoBtCNn9YwAOqEHC6BmYR1NXV9fa2lpZWfnkyZMbN25kZGQMHz6cRCJRKBRjY2MtLS0lJSVdXV0Y7qigoADiZng83sTExMTERFlZGdRWAwICtmzZcuTIkbi4OEihgPLOmjVr7t69C1mRLkwVBrlhBHHURd8pGhIJfG6xgGTwQLOPNoTsPlkXRmcMYA0NjsDDrq6ufvbsWU1NDSRJfv/99/DwcF1dXeA5wQwDHA7HYrEgQwLJbFCGNzQ01NDQkJeXHzVq1Pr1621tbZcsWXLs2LFZs2ZBuyQOh1NQUAgICLhz5w4k/sSiYSyy0Zvgm5FcxBCyh6x7QyWSzs5O1AlWW1vb0NAAaeyKiory8vIHDx48fPjw9OnTI0aMUFVVhfUftKyD/yYSiXg8XllZGYZPg062oqIilUpds2bN9OnT+Xx+ZGRkUVGRj48P3Abg47lc7pUrV2A4jvB9fjZ2yYg9Tsg6Ywmo8Ke+xBIfG70MgA0hu0+GfPa7d+8gGVJdXQ1tjhUVFfX19eC/y8vLHz9+fOTIERcXFxitBINm8Hi8qqqquro6VG3YbLaioiLU27W0tIhEIoPBWL16taWlJZ/Pz83NjYuL43A4oB4PVCoqlZqbm9vQ0NDa2iq5KETIRktDQDZKOUuG3dK/b08IHkL2f9MEAkFHR8fLly8bGxuhmbe6urqsrAyNyWtpaamqqjp48KC7uztk9EDcDNwzrAhJJBKgGV7DCxcXl9DQUBsbm3Hjxh07diwuLk5ZWRnpk0AifO3atU+fPoUaOxbcYiwoOFSxDT4WhT0huNulatdnLbAPIbsfDItsmBUGiRHQQAN5naqqquTkZC6XSyaTlZWVYeA0gUBgs9lkMhkGdKioqMjLy8vJyUFeT0FBwcPDIzg42MTEJCwsLDExcdWqVRCKgM8GnbQxY8Zcv34dusXEGhOldJILRFOrBVJZ15L/NeSz/7esvb0dEtg1NTV1dXXAzIblGuRMHj9+HBsba2dnR6fTNTU12Ww2k8kcNmzY8OHDmUwmyIxwOBwlJSUjIyMPDw9lZWUdHZ3JkycvWLDAw8Nj165dsbGxY8eOBdYU3BXQg6Ojo1NYWPjixQsslMWQDeV3OFSEZrHiDvouQ8gesv8fZ7e3t0M5vbKysq6urqmp6eXLl6C2ClIN9+/f37Nnj4eHh76+vq6uLovF0tfX5/P5Pj4+SkpKNBrNwcHB09NTUVHR3d3dy8tLT0/PxMRk/fr18+fP37BhQ0ZGRlJSkr29PcI0FC/Bf8fExJSXl7969aonZDc2Nra1taGYG+JsOPIhZP9PmJTnMjbBJ3bNBAIByJo1NDQAefXRo0elpaXPnj0D/uqTJ09KSkpOnjw5ffp0qJ9DsKGurq6trQ2JDiaTCVqsxsbGoCxsbm4+c+ZMOzs7kPBLTk4eNmwYSvkhtTQ5Obn58+dfuHABFAOR2CxK8HV0dNTV1YHwH0r2CbtjgGC/rOSp+CBY0aMAxff//Er02YaQ3SuD+hy8xpKPsVe6ra2tsrLy2bNnDQ0NiLz68OHD0tLS+/fvX758+fz581u3buVwOAoKCjIyMtBHQ6PRiEQihUKBZkccDmdhYQHJE29v76CgIH19/XXr1kEvMJlMJhAIaMIvmUwGlFtYWJw+fbqxsRFqMXB44Jvh2Nrb29Exowy3dGRL4viDPlgM2UM+e3BZt89r7AYCUdUDhsKAlh9IDDc0NNTU1EANEpLZpaWlT548uXTp0sWLF8+fP79582YbGxsUTtDpdFgLwsBpcN58Pl9JSUlRUdHBwcHNzY3FYu3Zs+fkyZO+vr5o4Qh5FaTgSiQSIyIi/vjjDwjrsd9F0u/CihaNmu4W2b2MK7B/xd4qnx3WwiFk99IAECiEhTcRy6K9vb22tvbhw4d//fXXgwcPysrKHj58ePv27WvXrt2+ffvu3bu//vrrlStXjh07FhgYaG5uDiRVVVVVBoOBx+PxeLy8vDygWU9Pz8DAQE5OjkKhuLu7Dx8+fOLEiWlpaXv27DEyMsLqpKE4G1KEvr6+p06dguAeiyrwoEKMMD4wuZFUWrfIFr6PVOnIRnvA7u1TXYle2xCy3zN0SQSi6rRYsNjV1QVTeqF7t66u7vHjx9euXTt37txJkZ04caKgoODHH39MT09PSUlJTEw8derUiRMn1q1bZ2Njo6enB3E2i8VCuT+ItqG6DszVYcOGBQUFWVhYLF26NCsra9OmTaqqqiBGjFUmAU8Pyjs//PBDeXl5a2srRNjoi4BB6VGA6R4Qvp/e7juypTv4AbYhZL9nkkkDCBkh9VFeXn7v3r1bt26BPy4pKTl//vyRI0eSk5OTkpLi4+N37Nixffv2mJiYbdu2bdiwYe7cuQsWLFixYsW+ffsiIiImTpzo7+9vaWmpq6urq6vr5eWlo6MDTV8eHh5UKlVZWVlfX9/ExMTU1HTp0qVr1qyxt7ffuHFjcXHxtm3bAPGAZoA1SmzD9CZra+uff/65trYWvDJK6glFIRY28Yetp/Q9GhlUmAYbQnY3JhCN5nj+/HlVVdXff/997969X3/99dixY4cOHcrIyMjMzExOTt6+ffvXX3+9evXqr776KiwszN/f397e3t3dferUqR4eHnw+n8PhuLu7L1++fO3atQEBAbAiHD58OJfLdXR0nD59upWVlYGBgYeHx4gRI0xMTLy9vf39/R0dHX19fQ8cOBAVFRUWFpaRkXHixInZs2ejXrJp06b5+PhoamoqKiqCCyeRSDCRbN26dRcvXnz58uXr168hLIF7FRtKoeWjWM1S0IcV5GCDtXAI2ZIGC8Hy8vK7d+9eunQpPz9///79O3fujIiIWLdu3fTp052cnMzMzExMTDgcDo/HA4FJPB4PfA8ULQDJSUVFZebMmT4+PpDsU1ZWBndLp9NNTEwgGmGz2ZDm09XVdXV1pVAoRkZGK1eunDFjxtKlS/Pz8w8cOAB0EXl5eW1t7cTExNOnT//www+Ojo5qamo4kUH/WHR09OPHj58/fw5tkeCq0bIS+1rYczTysVm/wQZr4X8e2dgHJfZqwXMZfkLjt0AgABnVxsbGmzdvHjt2LDMzMy4ubvXq1ZMnT7a1tWWz2UD2ABEFpJ7arcEUPBwOp6mpOXHiRG1tbSKRSCAQgAWFw+EYDAbQ+qhUKpvNhnWhtra2qqqqvLy8np7ewoULHR0d165dW1hYGBUVpa+vDymRcePGJSQk/P7778ePH09ISJg7d666ujr6OHl5eWtr64KCgidPnrx48QLmP8HXb21the/++vVrxNLurzPcL7vqX/sXIxsLWSnbdPs+BBvQigJerbW19ebNm7/88su5c+cyMzPXrl3r5+dnYWHBYDBkZWWB7N8Tjrs1IpHIZDK5XK6Pjw9y4XIiA+41kUhUV1fX1NSUlZVVVlbm8/kQTBsZGU2ePNnKymrPnj35+fnffPMNl8uFnHdoaGhBQcHp06fPnDlz+vTp7OzstWvXOjg4EAgESAXKyMjMnj372LFjMNIXZuVgz0ZtbW1paWlra2s/XoV+2VX/2r8V2QjTKKvV02ZS3gRA19bW/v7777/88suff/75448/fvfdd25ubioqKlAuEQM0JI/Ruk0KsmVlZWVkZEaOHGlhYaGkpISmmIJHh2ZH6GWEgguNRgMiFI1GmzVrlru7u5WV1a5du06fPr1y5UpQhreyskpLSzt48GBYWNjKlSszMzOLi4uzs7O3b98+ceJEaMyBoMjJySknJ+fZs2cvXryAjLtQKIQpTeXl5ZcvX25oaOiX0ZiSi8hBsqD8lyFbMrqQXsWVPMvIx79+/bqtre3Zs2d//vnnTz/9dOrUqa1btw4fPpzH46mpqSkoKEDgAfDFY6w3DptAIMjIyGhoaAQGBlpYWOBwOBUVFZh8h8fjNTU1dXV1oVkdpodRKBRQX4D+g5CQEGtrazabHR8ff/DgwVGjRkH10c3NLScnZ8+ePZaWlmpqal5eXuHh4UeOHDl16lRWVtaSJUu0tLTg9qPT6R4eHpmZmaDABk8n+Pnq1avKyko0P7sfr8igAve/DNnd5qqknz5BdyzN169fg471pUuXCgsL582bx+VyIXqGDBoWwVAMxwIXgmy0WOzJjI2NN27cGBQUBGEJj8fT19fncDhjx47l8/mGhoampqYeHh4GBgYcDmfq1KkjR47U0NBwdnZeuXKlt7f3mjVrMjMzo6KiNDQ0IIYJDAxMS0tbunQp6i7T1taeP3/+3r17c3Nz8/LyvvnmGz6fj5aVvr6++/fvr6ura2trAw+NvcMHBtmfC9//MmSLqRP9gz10dXW9ffv2+fPn169fP3v2bGpqamBgIND5sQGGjIwM+GwslNHCETpiPohsNze3goKCXbt2jRs3ztLSksvlamlpOTo6BgUFGRsbGxkZDR8+3MvLC7iss2fP9vT0tLa2Dg4OjoiI+OabbyBNvnXrVlhrqqurR0ZGHj161MvLS05OTkFBAcqQmpqa06dPj4mJyc/Ph2VlUFAQnU5XVlZWUVExNze/fPlyU1MTOGwYjy0UCrF6230BYi+RPfDg/pchu6eCWW9MIBC0t7c3NzdXV1dfu3bt2LFjCxYsMDQ0RFBGIBZzz6jOh4D+QcPj8VQqdevWrSUlJQUFBS4uLsOGDQOAGhgYmJiYwL1hbGysra0tIyNjZGRkb28PYJ03b960adPc3d3XrFmTkpIydepUGRkZEonk5+d35MiRrKwsOzs7BQUF+CC4IZWVlV1cXJYuXZqZmXny5Mnc3NwVK1bweDw8Hm9oaJiXlwcjmgSibgO0OOkvZEv/62cB978M2f/YANaNjY1lZWW3bt1KSEiYMGEC8soQWqB1IdZzI7DKyclBkyL6k3Sg02i077777vTp00eOHPHx8aHT6XJycng8Xk9PD5aDMjIyhoaGsCQ1MTHR0dHB4/E0Gm3evHnW1tYWFhbbt29PTk4GTraamtqKFSsKCwt37doFyW+xMiQOhzMyMgoKCtq3b19xcfGFCxcSEhK8vb1tbW0jIyNramo6OzuB5ioUCl+/fi0QCKCUM5DIHkhw/weRDWewCzOtEN55/vx5ZWXlr7/+um7dOgaDgdwewjRO6kqx2wQ2xCfdItvS0jIuLu7nn3+Ojo52c3ODHB+JROJyuVCgAa4fLB/Nzc0BrxwOZ8aMGZqamu7u7nFxcdu2bWOxWAoKClQqddOmTadOnVqxYgX4fsnDw+PxGhoaY8aMSUxMvH///oULF/Ly8rZs2ZKWltbU1ARDEYQiyVaxSrsAE3+Ldd9gQdnTnfDBOwRdlAHjbf9HkC3FH4BcQWNj4/37969cubJ69WoTExMEa1x3yTtACVpQovSI2A3QE7wA8WPHjj18+HB+fv7s2bM5HA7UKYElAvUaPT090F8lk8mOjo7QBqarq+vk5MRisdauXZuRkbF8+XLIgmtqakZFReXk5CxatEj6R1MoFG9v79TU1F9++eXRo0dnzpy5fPlyVVVVa2srtj6FFpRiKOwNQD8K2dJ3+OnsP4Xsbq+EUCisqqq6c+fO2bNnv/jiC9RHCAalQeSAse6ZgDEEdJyIfiS9cEMikYKCgpKSkjZv3szj8TgcjoGBgZKSko2NDUTJCgoKLi4ubDabSCRqamp6e3vDktTW1tbZ2ZnH40VGRqakpLi5uQHl1czM7NChQ2lpaebm5t2uXLE3G4VCgekfZ8+ePX/+/K+//nrv3r3q6uqmpibUQiGWKhF2h3IpZ7iXJoVL+KntP4JsMOzZRE/Y58+f//3331evXv3yyy8VFRUhwMWJloZiCZCekI2NOqDahw2yJV24vLz80qVLV6xYERAQ4O/vP3XqVB6Px+PxlixZMmvWLBMTE3Nzc5jOwePxJk2aNHHiRDabbW5uvmLFirCwsEmTJiUlJSUmJpqYmEBlcebMmdnZ2T/88AOdTu/2XoJjIBKJSL+YTqfPnTs3Li6upKTk2rVrIHb8/PlzqNoAshG3UYARrew2Wug7sgcWC/8tZCND57S5ufnBgwe//fbbV199paWlBZkEbLq6pygZL2HoT0QiEeo42NtAbD+GhoYjR47U09Mjk8lKSkqWlpYsFmvYsGFjxoyxtrZWUlLS0dHx9fXV1dVlMpn+/v7m5ub6+voeHh7ffvvt5MmTQ0NDU1JSvv32WxhQraamtmjRohMnToSFhUGM3tMBI3cOh6eqqjpq1Kjw8PDCwsJ79+79/fffLS0t0AEEyEbzCQQYfRKhiHEgycz+Z/gWSDwZBgAD/xFkS14AoG7W19ffvXt3+fLlSkpKkDvrFhYfZQjZKKQWQ7aMjAybzbawsJCXl5eVlaVSqZAModFoDAYDwAfzlnA4nKysrLW1NZVKxeFw9vb2s2fP1tXVDQgI2L179+zZs4GeSqfTly1blpeXN3HiRJyo26BbZKM/oY4bWVlZFou1evXqkpKShw8ftrS0QOcEZLXF1o6SQMSe0n9g3d4bQyvIjzDsGezq6uro6ICel4qKip07d7LZbLRkVFVVlYSFJDqlmFg0Iuaz4a8jRowwMjKCFgFwn1QqFTw0DocjkUjW1tbQR0Oj0Xg8HqQ7nJycRo4cyWazFyxYEB0d7e/vD59ibGwcHx+/ceNGKyurnspDaNWLFgBALYTH1IQJE/Ly8m7fvt3Y2AjTz968eQMOG9oiYfowTCNpaGgAMQlgUyHZSzFNqd5YT45/ACDxH0E2Ftbt7e0vX76EZtv9+/dbW1sDQwNhEfXS9hLKOExwghNlsrErSOx+YG6Bl5eXg4MDvANREIFAMDY2BjKqkpKSg4MDLA11dXVNTEzgH52cnNTV1e3s7CIjIyMjI8GpKygoTJgwIS4u7ttvv4VQRHpuRPJXPB4/derU4uLiv/76q7m5GfD65s2blpYWGDoMsyqfPXtWVlb2119/3bx58969e6WlpU+fPq2rqwOlKxSOf5TBzTMwTlrM/mXIRqdM8k0hhnVdWVlZW1tbVFRkZWUFAEKw/mBJvCdkwwu4SSBSxyYEsRurqalNmTLF0tISj8erqKhoaWlRqVQlJaXhw4erq6vjcDgmk+ng4AAUP2g1wOFw2tra48ePNzAwmDRpUkJCQlxcnJ6eHg6Ho1Kpc+fOPXDgQEBAAFJhRRlJyUNFK0j4SSQSqVRqSEjI2bNna2trQWewsbGxpaWlqakJdFFu3Lhx5syZgwcPJiYmpqamZmdnJyYm7tu3D4o+ly5dunbtWlNTE/jstrY2OO0oe4guB3CDUbelFC6h5EXsd/uXIbtbg3MEhOO2trb29vaqqqpLly5NmjRJU1MTLj+21aUvyIZ0CoAb9onH41E5UE5OTklJydraeurUqWw2W09Pz8rKis1m83i80aNHL1iwYOTIkYaGhi4uLn5+fpaWls7OzmFhYSYmJiwWy8PDY/369TY2NiEhIUVFRRs3blRTU5OTk6PT6atXr05LS3NyckJhjxRkozQl+pVGo33zzTfFxcU3b96sqKhobm6uqKh48ODB9evXgbgbFRW1atWq4ODgMWPG8Pl8CwuLkSNHOjk5ubu7h4SEhIeHx8fHl5SUPHny5OXLlyD6Coo8QhFHDTWedfZuXt4Qsj9gAozMF0rTPnv27NatWytXrlRTU4MoUwqykevFRqjSkQ2BDYFAgJoijUbT19dHrH8KheLo6Ghubi4vL6+lpQVdBXp6el5eXmPHjtXX19fX1/f19XV1dVVTU7OxsZk9e7adnR2bzV64cOF33303a9asbdu27d2719/fH4fDycrKamlp7dy5Mz4+HiTl0Qd1i2yst0bfi81m7969++eff759+/Yff/xx6dKl4uLi/Pz87OzsDRs2+Pr6MplMbHQONyoIRSgpKXG53AkTJqxZs2b//v23b9+uq6t7/fo1tnVDKMI3ui7SO96FQ8iWbgKMRDSc4ubm5tbW1rt374LONChV40S0EJyoyCKJbIB1bwIV7A0AwFJSUuJwOKDwRCQSQaEP6kFQd8ThcBQKxcLCwsDAABGhYAMOh8Pn88lksqys7KhRozgcjpOTU1RUVFJSEijAE4lECwuLjIyMLVu2QJCNiC5S1glIXRsO0tPTMzk5+fTp07/99tv58+dzcnI2bNjg5+dnZWWloqKCzoycnJyYUg96TSKRjIyMID9z+/ZtkJl98+YNpMZREAgOG9iU0JAmPQr/pPD4lyEbezpQQw0s8FtaWkDO5ueff/bw8ICMG/zEVhklmda9QbaU/LeCgoK+vj50IhIIBE1NTTMzMygJwV8VFRUVFRVtbGxgIjWNRrOwsAC/yGazNTQ0ZGRk6HQ6zFo3NjYODw9PTEwEEiKZTAaK34IFC9DzRzqy0eoWxUghISHA3i4oKEhPT1+zZo2Li4uysjIkTyC4wu4ZIi70ZeEnkUgcMWLE5s2bIaqprKyEmZeoqAkCgmjJ2JsV5yeFyr8Y2RCBQE7q1atXdXV1zc3Nt27dWrt2LYjOALAkASGJ7A9GIwhJkjeGgoICnU5HUu2mpqbQ9IVleDOZTA8PDzKZDCEK1F9UVFQcHBwAf0pKSvb29lpaWt7e3jt27Fi1ahVkvkkk0owZM7KyssaOHYs+FPrQekI2crfw0crKykuWLMnLy0tJSdm4caObmxuq9aAtxWgF6K9oA1ASlJWV9fT03LNnz7Vr1x4/fnzv3r0//vjjyZMnaKWInqIA3C4JhZ0hZPdoAkxZAbKwr1+/fvPmDYzNra6uLioqMjY2hgcxKoyLXb9/YKjnQGxxht0zHo+nUCjjxo2zs7OD1l1tbW0FBQUymezl5eXt7Q1z7hwcHOzs7IAaNWLECGVlZSqV6ujo6O7uLisrGxQUFBkZOX78eGj1JZFIc+fOPXjw4JgxY3CYcowUZGPTOLDn5cuXHzx4cN26dZ6enrBb6D3DYdIsOFGohm5RdHtgIxM1NbX58+efPHny7t27t27dunjx4sWLF58+fdrY2Ah9xBCKAKalsGSHkC1uyA28e/eura0NcliwYK+rq7tz586qVasoFAogW/Ih+4+RjUCDxQHynQhzFApl2rRp1tbWhoaGXC7XyMhIX1/fy8tr1apVbm5u5ubmzs7OCxcu9Pf35/F4U6ZMWb16NdTVZ86cOW3atJEjR65bty4+Ph7EiHE4HJ1OX7p06Y8//hgYGAhNa72Ms+Xl5eXl5c3MzEJDQ9etWxcYGAgJR+xpESM8iu0NfRD8Ch2cMjIy7u7uMTExv/76a0VFxcOHD48dO3b8+PEbN27U1NRAZIJa5YVD0YgUkzwFAoEA1i4vX7588eJFR0cHVM4ePXp08uRJ9HzHSThpKVCQDuUPrizRBxkYGBgaGsLCkU6nw4heU1PTiRMnslgsRUVFHo83efJkJpOppaU1Y8YMFxcXJpM5YsSIL7/8ctKkSXPmzElPT//+++8hXCESidbW1lu2bDlx4sSWLVsAkSiWQNk97P2GnlFkMtnDw2PVqlXz5s2zsrKCISGSq+dengfUIAftF6GhoUVFRb/99tu1a9cKCwtTU1O3bNmSn59fWlr66tUr6JAXCoWvX78WCoWgjgnXDp6xA4OcwY5srAlE4wxhVgZMNnr9+jWMEq2qqvr222/NzMygAqKkpITHGPZySrmi2EAcwVqKs4eN4RMpFIqVlZWpqSlsr66uDmGDurq6vb29jIyMgoICi8Xi8XgkEklZWXnChAngNfl8/pw5c6ysrMaPH5+cnLx69WqIGRQUFGxtbfft25efnx8ZGYl4AWgwO9aQ3oiSkpKjo2NoaOjSpUu9vLxA/kFsgQGBxwe/F/a0wPbwKSD58Mcff/z1118lJSXZ2dl79uzZt29fdnb21atXy8vLGxsbEbMKXb5O0XzKId7IewZLb2hQbW5uhqxTa2sriCvU1tb+8ssvEyZMAGoRysgSRYbFq/QcyEchG5tfU1dXB7lrHA4HyjjwJw6HA/VzkPAzMDCAdSR0FsvJyRkaGk6ZMoXH44WFhWVlZc2aNQuwq6amNn78+PT09IMHD6ampjo6OmKJfpCnQyrx8I62trajo+PMmTPnzZvn5uYGxyCZwu/NHSt2J6BnF+jYx8bGXr16FRTvi4uLDx8+nJKSEhkZuX///uPHj//+++/V1dVYQizAGp7A/SVPJd0GKbIF7w9PgfXiq1evgIQJsO7q6mpra4PHX21tbU5Ojo6ODqLgwbMbFkBidOqPWkp+MIZBezMzMxs/fjz0OyKpNCaTCTPV5eTknJ2dXV1dQazM1dXV2dkZomEHBwcnJyc2m71mzZqYmBhvb28LCwsLXZJwjwAAIABJREFUCwttbW0WizVz5szvv/8+MzNz6tSpampq3bJYNTU1XV1dJ0+eDNxuS0tLeIyAi/0HS2fJb43egRO7cuXKs2fP3rhx48qVK+fPny8pKTl+/PiePXs2b94cGxtbUFBw9erVhw8fgrQxSmF9sILTjzZIkS3Wi9HZ2QkeGojzr169gujt5cuXQOgpKysDqirqkQH6BNA8IMrsS25EiiFPNm3atEmTJlGpVAaDYW9vz2Aw1NTUYKCjsbGxjo5OSEhIaGgol8s1NTX9+uuvfX19aTSalpbW9OnTnZ2dnZycIiIioqKilixZEh0dvXv37lmzZtna2jo6Ovr4+Ozateu7775zd3eHChRMHjMyMuJyuXZ2dhMmTAgJCQkLCxs3bhyPx8Nm7sSYW72MrSWjOOz3JRAIPj4+ubm5169fv3nz5tWrV8+cOQPI/vbbb/fs2ZOVlXX06NGCgoKHDx82NzfDRYRUt/B/nOsneL8iA3r9EIq8ffsWu4J8+fJleXl5QUGBmZkZUpgG5hAqRAOZszclRnwPJv2/oMy+bNkye3t7YCCZmpqqqampqqpOmDBh/PjxAMGNGzdu27bN19d30aJF+/btCw0NdXBwmDx58ooVK2xsbAICAiIjI7///vvw8PDi4uITJ07Ex8cvX7589OjRRCJx8uTJMTEx27dvDw0NXb58+eTJk2fPnj1//vy5c+fOnj07MDDQ1tYWBeJ4PB5KVPArNm3XR4NHH5FIZLFYCQkJN2/eBC2AnJycrKys+Pj42NjY2NjYyMjIuLi4xMTEgoKC0tJS8NbwmBViZll9UhvsyIZ7vb29HTANv8IzDoaNv3jx4sqVK1988QUIf6EwWizl10sG9kcBGnu9GQzGtGnTYLkmLy8Pqk5kMnn06NEQitBoNJDeo1AoQUFBEydO1NLSIpFIvr6+/v7+LBZryZIlKSkp33///a5du/Lz8/Pz848cOZKRkbFx40YOh2Nubu7t7R0QEODr67t06dIvv/xy9uzZY8eOdXJyMjU11dXVRVGKWHws/Zv28gsiQ08AMpkcHh5+6dKlJ0+e3L59G3o0k5OTU1NTd+zYsWbNmoiIiISEhOTk5FOnTj169OjFixdiY0Y+tQ1SZGNXHm/evAEGHyo3Qr9TS0tLW1tbfX390aNH7e3t0URnnGhJJ7lC+meXU7rBp/B4PGdnZ2VlZRkZGVVVVUh6kMlke3t76DZgMBiwBJSTk5swYYKPjw+NRqPRaOPGjRs5ciSVSl2/fn1GRsa2bdsSEhKOHj166NCh/Pz83Nzc2NjY6dOna2pqwnpRVVVVVVWVRqOBUCCDwQASLO79CiI2CIEUTe9bK6QbOA45ObmlS5cWFhY+evTo5s2bxcXFBw4c2Lt37969e8PDw9euXRsZGZmUlJSenp6UlFRUVFRZWSkU+amBgdAgRTaYQCBoa2tDIzqB9gTvvH379uXLly0tLWVlZQcOHGCxWJCvRf1gYtp8n84IBAKFQrG1tXV3d8fhcHg8nsViIXnVCRMmgDc1NjZ2dHRUUFBQUVGZO3eujY0NLB+nTZvG5/Otra137NiRmJg4b968wsLCzMzM/Px8GHOTkpISHh6+aNEiV1dXbHyFQIbH4+HXT7SQwBr6CA0NDejTefz48d27dy9evLh3797IyMjw8PBt27ZFR0d/++23W7ZsiY2N3b9/f1pa2rlz56Dp4eXLl0KJbOCniE8GNbKh0AicSegBEwqF4MLb2tpgNVlaWvrDDz+gApsYa+JTG9w8qqqqU6ZMcXZ2HjZsGIvFYrFYqqqqmpqaQUFBPj4+KioqbDY7ICBg8uTJZDJZV1d30aJFenp6MjIyenp6CxYssLCwGDduXFxcXGZm5oYNGwoLC3/66afMzMzDhw8nJyfD8JCYmJhly5a5ubkBaVvySJDm/MB8ZRKJNGnSpMLCwgcPHty/f//MmTO7d+/etGnTunXrNm/e/MMPPyxdunT69OmbNm0C6iLkv1+8eAFPXWxk8olClMGLbIhDYNX4TmTgueHWb2pq6ujouHr16rRp07CCTziMG/vUBhQ/IyOjuXPnamlp6enpWVtbQ8eunZ3d/Pnz7ezstLS0HBwcvvvuu3Hjxpmamvr4+KxYscLR0dHKymrdunVr1qwxMjIKDg4+ePBgdHR0TEwMqL4XFRXl5uYePnz44MGDOTk5+/bti46O/v7770NCQmbPnj1ixAhTU1MymQxFb9xA3ck4UU1eRkYmODi4uLj47t27Dx48OHbsWGxs7IYNGxYvXgxZmtDQ0OnTp69YsSIiIiI1NTU9PT03N7esrEwoorJJArp/IT54kf327Vtw2JAQhZwoKtaATHBra2tRUREMvYXzji5zPyYEpBuRSLSxsfH09IRP19DQgBYBLpfr4eFBo9GA3BwSEqKjo8NgMHx9fQMCAtTV1ZlM5rx580aMGAEJwdTUVOCvXrx4sbCw8MKFC0ePHj1+/PiRI0cOHTqUnp5++PDhvLy8xMTE+Pj4uLi45cuXe3h4uLi4mJubD9iXxYnWMHJycrNnz/7xxx/v3Llz9+7dgoKC6OhoKOb7+vr6+PhADicsLGzJkiWbNm3asWNHXFzcqVOnqqurexqC/D+EbJTmg3wIvIMGZwELKj09XV9fHzEo4OxLL7D1r8GK0MPDg8FgQFYE3tfR0Rk1ahRgjs/nOzg4kEgkVVXVwMDAESNG4HA4UF9gs9mmpqZr167dvXv3rl27MjIySkpKSkpKTpw48fPPP+fl5UF57/Dhw8XFxbm5uQcOHEhKSsrIyEhISNixY8fmzZs3btwIElMDEGcjU1JSCg4OzsnJuXv37s2bN48cObJ+/frp06dPnTrV29t79OjRwcHB8+fPX7JkSWho6Lx58zZs2JCRkXHy5Mnbt2+jThyBhKRgP+JnkCIb+CHYCha8AywRCNTa2trKy8tjYmJYLBaiXw6wweyYOXPmDB8+XEVFRV5eHqrrOBwORKHweLyioqK/v7+dnR0ej6fRaJMnT4bkoLa29pQpUygUCp/P//777xMSEiIiIk6cOHHs2LFTp04VFBScOnUqIyPj4MGDe/fuzc7OPnr0aGZmJgzsS0lJOXLkSF5eXnp6enFxcVJSkp2d3QB8XzjJMjIyDAZj4cKFeXl59+7du3nzZk5OTkhIiKenp5+f36hRo9zd3f38/CZOnDhx4sRZs2ZNnTp14cKF8fHxhw4dAreNfLZYpbkfITRIkQ3YhRoN4vu+e/cOghOQwmhtbb19+zZ0wvaU8BoAU1ZWnjhxIgyjYTKZOjo60ETj5eWlq6tLJBJ1dXVnzpw5cuRIBQUFIyOjsWPHysjIkEgkXV3dESNGUCiUSZMmRUVFJScnh4eHl5SUgG+GCDs9PT07Ozs7Ozs/P7+oqAi6ynfv3p2dnX3s2LHc3NyUlJRTp079+uuv3377LXQ8fFKDJyGBQNDX19++ffvZs2evX7/+22+/paenBwUFjRw5csSIEXw+39HR0dnZ2c3Nzdvbe/78+QsWLAgLC9u8eXNMTMyPP/5YWVn55s0brOKr2It+sUGK7OfPn0NzP3bQMhBFhEIhRNsvXry4fPny/Pnz4aTjRU3dWPWmT32lcTichYVFcHDwxIkTg4KCvvzySxsbG6Ctbt68OSwszN7e3tvbe9euXVOmTPHy8po6daqzszODwTAwMFi5cqWPj4+lpeWMGTP27du3ZcuW+Pj4goICGG6dlJSUkpKSlZWVlZV15MiR9PT0Q4cOHT16NCMjA7IlBQUFWVlZqampOTk5ly9fPnPmzMKFCwfg++JwODwez+FwMjMzL1++fP78+ZMnT8bHx3t7e7u4uDg7O/P5fBcXFzMzMzab7evrGxwcDOzzsLCwjRs3ZmRk3LlzB+jHYhf9P4VsyftVIBC0t7e/evUKRt5jx3dAhRYI2e3t7TU1NXl5ea6uroiQjT31+O7k9j62uIg17DMB2yI+cuTIDRs2rF+/PiYmJioqau7cuVu2bElMTExPT4+KikpMTExLS9u3b98PP/yQkZFx4MCBoKCgOXPmhIeHJycnh4SEzJw5Mzw8PCMjY+vWrSkpKWfOnDl58uSBAwd2794dHx+fnp5eVFR0+PDh/fv3x8TEFBYWFhUV5eTk7N+/PzU1FdImWVlZJ0+ePH/+fHJyMgxERUl91AokBaNS2AR4jHIn9qQRicTAwMDz589funTpzp07xcXFmzdvnjRp0vDhw0HUwdbW1tzc3NjYmM/nu7u7jxkzZvr06YsWLdq8eXNubu7JkycfPnyIZfwhspSY2igWJx+L+8GI7I6ODsj0YbUsIFUEfxIIBC9evKipqUlISHB2doZhjWKXpN/LjVhk40V9NNra2q6urp6engEBAWFhYQEBAR4eHsuWLdu7d++6des2bdq0bdu2Q4cObdu2bfPmzUVFRZGRkdOmTYuMjDx8+HBGRsb8+fM3bdoUHR29YcOG1atXZ2RkQJnm4MGDMLjj4MGDubm5ubm52dnZsbGx4L8zMzNTUlIOHDgA2ZJDhw4VFxf//vvvZ86cCQ0NxRZxPmjSkY1gjS1hAstqypQpZ8+evXnz5m+//ZaWljZnzhxXV1cHBwdDQ0NQnoAxx1wul8vlWllZzZgxY+PGjVu3bo2NjU1KSrp27VpLSwsaBf9B1P6LkY0M20gnwEgGIyLUmzdvBAJBS0tLZWVlTEwMn8+HtIBkA9UnQjbWgSkoKHA4HGh2ZLFYVCqVSqVqa2tPnjzZxMTE2NjYw8Nj6tSpo0ePtrOz27Rp09y5czkczvDhw/39/YOCgjgcjouLi4mJia6u7pgxY1JSUo4ePZqVlXX48OGSkpK8vLwDBw6kp6fDajIzMzMrKys7Ozs1NTUhISEjIyMnJ6ewsLCwsPDkyZO//fbbpUuXIiMjodgu2b37sciGPhqszhuq0SgqKi5duvTs2bP3798vKSnZt2/fmDFjjIyMzMzMGAyGlpaWtra2ra2tlZWViYmJkZERh8Px9vaeM2fOzJkzly9fHhMTc/nyZWidlJTx7gkn/zJki5lApKGKfkXPKUiGQGKkubn59evX5eXl+/fvh2R2tx4aedZ+8d9YZKP902g0Y2NjeAfYTlDI4PF4UGDX0NDQ1tam0+kkEsnDwwNyggQCQUNDw9TUFB0kgUAYO3ZsTk5OcXFxVlZWQkLC4cOHc3JycnNzc3JyYGhYYWFhbm4uOOyUlJSMjAyoUBYUFJw9e/bChQvFxcWrV6+Gz0VNx9IrVj0hG7F/u/13FosVFRV17ty569evAycxICAApqXR6XRNTU0NDQ3oATUyMjI3N7eysnJ1dfX29vbw8JgxY8auXbsuXLhQX1+PkI3a3aUA49+N7K73Z/JikQ2JEWCuNjY2vnr16vHjxwkJCRYWFthOVbHLhr1+Hw/m90wy9yIrK2tpaQmEJwKBAO1hOBxOTU1NX18fqoNkMhlkRgDKKEA3MDCAgg5OVPtYtGhRcXFxQUHBoUOH9uzZEx0dvXfv3hMnThw/fvzQoUOpqan5+fmQ205OTs7JycnOzo6Pj4+Ojs7IyDh9+vSFCxcKCgqmTp2KHaSN/9BKuidk4/F4pIaF3RiRszMzM8+ePXvx4sWCgoKvv/7az8+Pw+FoaGjQ6XQGg6GhoQGt+4BsHo9nbGwMmm8hISGQVKmqqoK6BFxlAK5YqI2NUf/dyMbqDKGeA6SV097eDv3qHR0dTU1Njx8/joiIsLa27nYiEbpsIJQh+VT9WMNGnziRBgOSVCWTyerq6uC8sUxxdXV1eK2rqwuNNrAHHo+HBQ2RSNy6dSuAGBaFwJvLzs7Ozc2FukxBQcH/kffdYVGd29cDikrvIFUQEQvYYo0l6tWYRHPtJWqsiRo1CjYE6X3oMEMfGHrvvQ29DL0XKVJUUBSxoDc3ifL9sR7e52RA4s3vpt3v/SMPDhOFOevss/baa+8dExMTEBDg5eUVFBQUERHBZrORqqanpxcVFWEnDmI2jUJIfrU7blI2Qvvl4CGQE1FR0Xnz5hkZGcXHx3M4nPz8fBaLhUEUc+fOlZaWlpaWnj17try8vKioqKqqqrKyMv4rKyurpaWFCo6RkVF+fv7jx49JjZ3EbDLR+H8N2WQWP3UQPyo1JH0cHR39+eefX758ee/ePSsrq6VLl0pKSvIs3KBeOdIwRu30/r8gm2BRWloa+6RpNNqsWbOgSMycOVNHR4c4S+fNmwczoIaGBjrSgXLMYsUth/FLkZGRKSkpwcHBbDY7ISEhNDQ0JCSEzWazWKzIyEhQ6qioqKioKF9fXw8PDwxNjY6ODgsLS05Ozs/Pj46OvnLlCpQiPsom4inu5KmRzfM2fn5+MTGxnTt3hoWF5ebmlpaWZmVl3blzZ+XKlYsWLVq0aNGcOXPExcU1NDSUlJRQcJWQkBATE1NRUVFTU8O0/C1btpw9e7awsJB0AY+Nr17gUUjeTTj/EZb+fGRTf2KCbEK10dhLDhwjGAfa29vLYDAWLlyI6evompkU37+6MOlDDs9VR48j2ewoLi4OSMnKym7cuJGQbJgQ0ecL9zbaFKSlpUnfsYCAwL59+4KDg8PDw6OjowMDA+Pi4vz8/Dw8PFJTU9lsdmpqampqamhoKJvNTktLAxFH5EZ3QnR0NIfDiYmJuXr1KmZCkB62iZLohyD7fR5gAQGBkydPZmZmcrncysrK2NjYo0ePLl++XFpaWkVFRUlJadq0aZD8FBUVZ8+evXjxYgkJCTk5OWVlZUVFRQ0NjY0bN16+fDkjI+P+/fuvX7/G+D8ovDwR+n8B2eSHpmp8ROkjo+KI8Ef2GWRmZn766adkMCTt93SMkEuOm0RQUFBNTQ3sgkajSUtLA0yqqqqampp4UUZGBlRk5syZmEOCnw3dA7TxzWYYUBYYGIiR1YjTTCbT398fRpH4+PjExMSkpKTo6Gg2m52SkhIVFeXj4+Pu7s5gMFC1ycvLi4mJ2bdvn7i4OIH1b+NdtMnSZaSSixcvdnJy4nK5XC43LS3Nz89v165dGhoaaD2WkJAgQRqqiJqampSUlIyMjJqampaW1ty5c9etW3f9+vXs7Oy+vj4sXB0bbzR531rh34arvxayqSMpiOpHmDc4CRk//uzZs7CwsG3btmEk0sSo/LvWIKGK4N/FmiXa+IYaaWlp2jhdQX6prKw8d+5chE9+fn4tLS1BQUHwYGwDu337dkxMTFJSUkREhIuLi5OTk7e3d3h4eHh4OIvFCgwMhOQXEhLCYrFQm3Rzc7O3t3d3dw8ODsZ36XT6559/TvJpnorSbz6k3CMkJLR9+/akpKSqqqrS0tKSkhJ9ff0FCxZgGPGsWbNERERERUVFREQUFRXnz5+vrq6urKwsKSkpLi4uLy8/b968hQsXrlu37ty5c/n5+QMDAygzvxuf0/C/jGyCXTJJ/x1lQjZ2UPz444+oUI6MjLi4uGzatIlGo82cOXNinvRfRDYPyZk2bZqMjIympiYeEVjFS6PRhISEIG/jR1JQUJCSkuLj49PU1FRRUSE70pctW8bHxwdeLiAgIC8v7+DgAH06OjoawgiLxQoJCQkKCmKxWL6+vsHBwWFhYajaeHh4hIaGslgsPz8/Pz8/MPKgoCATE5MdO3bwFCD/L781if34o5qampGRUXFxcXV1dX5+vre39+rVq6ECIY3B4FnsJp4zZ46CgoK6urqSktLs2bMVFBQWLly4evXqf/zjH99++21JScnQ0BBZAk9dK/w/iOx3797BgU1lIMA6SAiGU/7rX/968eLF6Ojo4OCgu7v7xo0b/ys0euqDoEWe79OmTRMVFQXJptFoMjIyQkJCWCOmqamJAXxCQkLz5s3D80RVVZV0/aioqMyZM4dgTkBAYNOmTRCnPT09IyMjQ0NDg4KCfH19AwICUGWMjIyMiYlBLT0+Pt7JycnNzc3f3z8kJITJZLq7u4PDmJqabtmyhWebx//lVyZPFbyya9eu4ODg0tLSxsbGkpKSGzduqKqqon8ZvHzmzJmY7CMqKionJ4cBFbKyshgEh0D+8ccfnz17trS0dGhoCFAmFYz/L5ANTgKlD9wD6SOQDYgPDAzEx8dv375dTEwMhJVIAf/HWPW+Qx4LM2fOFBERIZZOKSkp/ACysrJz5syB3CElJYUZ2NgtTUbbqKqqioiIkDtk+vTpJ06cQCkR46CghHh6erLZbDQcREVFweUH2cTLy4tOp7u6unp7e7u6ujo6Ojo6Onp7e1taWn700UcTf+zfDHFSqOfn51dRUbGwsMjKyqqpqeFyuSEhIbt27Zo9ezY+B4iq2E1Mo9GwKH7WrFmysrJycnII2yhPbtiwwdDQsKSkhKh+78b36L1v5PZvw9VfCNljFDYCng0GQrrF0G0AQvLTTz89ffq0uLh49+7d0tLSQkJCs2bNom6y+z3ATSAiLS2NZnI+Pj40kON1NTU1BQUFfD179mwQbj4+PpQeYcOQkZEhdAUg0NXVTUpKysrKCg0NZTAYPj4+MTExPj4+vr6+vr6+wHpQUJC7u7u3t3d0dDTIt6Ojo4uLC8qQ7u7uTCbTyspq2bJlE3/s3/xRkP9RXFx869atgYGBNTU1NTU1paWlFhYWcnJyuIfJyD9BQUH8atjXIyAgICgoKCwsjNErIiIiEhISmzZtsre3Ly8vf/z48Q8//ED1Rf0vI3tiBolXCNV+9eoVsI5ie35+/ldffSUtLY0+cOpA6/9uIwIJzzQaDZZrdMtPnz5dSUkJZHratGnz5s1DbObj41NUVAR2scsG//usWbOkpaVx+UGIQbLT09Pj4uLYbLa7u7u7u3tMTAyqMPCQYEiDl5cXk8kkSrarqyvm6EVERHh7e7u7u+vr64PBo9v3/3JvUzn6jBkzlixZcu3ataSkpJqamsLCwuTk5NOnT4N04bfA+2fNmkV6ycTExMimGxQmFRQU5s+ff/jw4ZCQkPr6erSywyNErv7Y/yqyid5H3QdOLKwgJ+/evUPnwU8//ZSamnr27FkSMvkoVp7/LrKpJY9p06apqKigNo70EVL6jBkzsOcO2aGSkhLEEPIFjUaTlJTE8EH8UUBAQEtLKyIioqioCNXHmJgYLy8vUO3g4GAGg4E4HRERERwc7O/vDzEkKioqICAAQT0kJCQwMNDHx+fatWtYIcmD6d8GceoDau/evYGBgcXFxeXl5VlZWVevXhUREZloNyBrEmbOnCkpKYkHKSYKiYuLKysrr1ix4syZM5GRke3t7RjOSA3b/5vIJgcIfjc+C4oonaQSiWiNGTqlpaU3btyQlJSkrnukFhp5BI1fhfv7JkxTnwZCQkJkKbC0tPT8+fPxbyE1xHVFQQ5JlaSkJLkxsBuSulHg2LFjGRkZOTk54eHhMTExGA3FYDACAgKio6NDQ0NRlEELgpubm5ubGyQUmF0DAgLYbHZAQACLxdLT00Oeyk/ZOPUfI3r8EOq8adMmNpudm5vL5XJzc3PpdPqCBQuIpEha2cnvSF2/RqPR8PsiZuvo6Ojq6hYWFnZ3d4+MjLwbXxtJHstj47GMWo+kIn5S9/ak589H9tgvwQ36MTbOTIjRDyMqkV+ScZXNzc0ODg5LlixBroOPlQfZpDBJJBS+8a00xCQ48dnNN266n+gugqSFf1FISEhFRQUhWV1dnZBsLS0tTGObMWMG9nfhL0T6SDIzYWHh7777LicnJy4uztfXl81mQ5l2c3Pz9PT08fFJTEwMCwvz8fHx9PRksVjBwcFQUaKjowMCAiCn+Pn5Adx6eno8j6/3Vct/9RCkysrKnjhxIjk5mcvllpWVBQYGbt68mSxBJv8W9Wti1MGnJygoKCgoCClp4cKFpqamFRUVDx8+HB0dHRufGkVKFmO/RDb5eoyC7A8M5H8JZJODgE26aXjySJgeAfSffvppdHS0q6uLxWJt374dZUh+ysoOonxRryu50vjcCegnwnoiGsjTYO7cucrKyqCzc+fOxZKuadOmrVixgoyI19DQQPVRVFRUSkoK/xC4B6nRCAgIyMrKGhoaZmdnx8fH+/v7o1MmICDAzc3NxcWFTqfDoo1yI5PJRFyHCwrtZLgfAgMDgWziY+G5RX8Dsmk0Gro5PT09CwsLKysr09LS9PX1EaSpwxMnjicnH6+kpCQySBEREWlp6bVr1wYEBLS2tj5//py614bqYqUGZh40/0cU5S+KbCh9pKhOHljUtt/R0dGenp7w8PCDBw8im6Eim4RYnmvGE8x4cDAFXSFjSJcsWYLKooiIyIoVK/C6vLz8pk2bkE5JS0tD5Z0+fbqioiLiKB8fn7i4+NKlS0maNW3aNHV1daSPSUlJ6OdFJGYymW5ubnQ63d/fHykjm812cXFxc3NDeEYvGQgJHNs+Pj7ff/+9qqoqWMSH99RM+jpkn1WrVjk6OpaUlJSXl3O5XH9//40bNwLQwDSP4E375fOQn58fE61gqpGQkNi5c2dcXFxzczPmfk0Mz2P/28iGWxW5xdtftkIicSSzRx4+fJiUlPTNN99g/yI1PhEEo4AiLi4+kXlPPNQ7gVwe6jATERER+Gb5+PhghxAQEJg1a5a2tvbKlSvFxMT4+Phmz54NJopiDSwiCPBLly4ldv7p06evWbMmICAgLS0NsA4MDAwKCvLx8fH29vbw8HBxccEC9tDQ0PDwcHt7exMTEyh9rq6uKNYA9H5+fl5eXhcvXsTDhKDtV3nIFG+QkpI6ffp0XFwcl8vNz89PTk4+f/48z2orfFzUVgxy8NGhJCkpKSkvLz979mzsJevo6MAMgok2ijGKR/99yP5ALP21kP3u3TsgG7Amty+POwqE+/Xr1wMDA2lpad99952oqCgVuNSgJSoqqqmpqampSWwbE9PEifGbmm6Sb2EagY6ODhgFCsiYIIw9HnAwb926VUdHZ9q0aVJSUhjkTqPRxMXFV6xYAV8U//iSpIMHDyYnJ2dmZmIPv8BJAAAgAElEQVQ+b0hISGRkJFi1u7s7ajFeXl4I5HZ2dlZWVuhIYLPZqD66urqCnAQGBt64cYMQ/Q+5jd+Hdfy/H3/8saurK4fDgVvV0tJy7ty5VFhPdFzxEG6AW0REREFBQVNTc8WKFdbW1mVlZUNDQ2S47kSD0KTeoYn0+ldR/uf3QfL8uAjJ1LYaHPTU4JdEGfLVq1eDg4OZmZlXrlyhbllGBkPdDaeqqqqmpkZGD/O9/1CRTa4f3Kc0Gk1SUnLDhg2LFi3C+HdtbW0lJSW4Unfs2AFUKSgonDx5UktLC1L3ggUL0OSiqKi4cuVKGRkZ8mNIS0vr6uoWFBRkZmb6+/sjYKOT193d3cXFhcFgeHp6MhgM0G4nJydHR0dnZ2dXV9eAgAAPDw8PDw93d3c/Pz/cEubm5qRPh+c+/3Bk486fO3eumZlZcXEx9nVERER8/vnnqKLj56dN5tXh+Qz5xj26kPz27t0bEhLS1NSElSw8TdzU5imcqRva/+rInvgTE7cu/viOUsQBOQPDHh0dff369bNnz4qLi42MjFDfpo3LI4TL4qJCUsXHTQbyTpo7Ui8wbXzk+6JFi0BIVFRU9u3bt2jRIn5+fjk5OWzomz59+ty5c7dt26agoDBz5kwNDY3du3crKytPmzZNQ0MDcyVFRUXV1dW1tbUFBQVJ6VFeXt7U1LSkpCQtLQ09YN7e3gEBAQ4ODi4uLu7u7iwWy8vLy9nZmU6n4xU7OzsLCws7OztiHYH1LzAwMDIy0sbGRlNTc2Lv+ocjm2ThX375ZXx8fHNzc1lZWUZGhpGRkbi4OE8OQ5tstxMPstFdISgoKCsre+3ateLi4oGBAVAR6AEkiSJ2P6LtEmRPuuDmr45snh+OPIx4fgfyMMKngFUHWANZWVlpZ2eHEgmpgJCP+H26x6SY5uPjo850JS3xuE/k5OR0dHT+8Y9/QN3T1NRctGiRiIiIpKTk0qVLd+7cKSMjIy4ujjLbkiVLJCUld+7cqaysjA3ZS5Ys+eSTTwQFBaGTiImJaWhoBAQE5Ofnowrj5+fn4ODAYrEgXZOYjTEmjuPH1dUV+aWjo6PX+AkMDIyJiTE3N1+8eDHfeNsBVWOeAs38lF2SQPbcuXOtra3r6uqam5srKysdHR01NDSmdr3zUURVGqXVA3tOZsyYsX79eldX16qqqpGRkdevX/NEZYJvOIJQY55ISCbSkinw/ZdDNjVZpr5IHlUI3qOjo69evQKy6XQ6zP5UZkxKCROvAc/r/Pz8M2bMEBQU5KmrkVQMhgdhYeENGzZs375dVVV15cqVmzdvVldXl5WVxTbef/zjH6iif/LJJ1u3blVUVFRXV9+zZw9KJ0JCQmvXrkWvDfIqERGRHTt2sNnsrKwsGJuAVy8vL+SFDg4OJiYmDg4OgLWlpaWpqamNjQ14Nko2TCaTwWBAz0YbDvrhgVFq6+cUsOaBvqKi4sGDB7FdqaqqKjIy8tixY9i+9yFt8DzIxhVRVla+cOFCYGBgc3MzAhN1XCMxBVGH7lLjNBXcPPH7r4tsnjM1st+NNzmTnrEnT56UlZVZW1uvWLGC9svHLt9kLU98k+3khbFYTEyM2imMt0H3wGJSJSWlY8eObdq0SVZWFhBXUFDAFlM9Pb01a9bMmjVLRUXl5MmT2OCxcePGXbt2CQkJQd3bvHmzmpqaiIgIwpikpOR3330XEhISHh5uZWXl5ubm7u4OduHt7e3i4gI9G1B2dXW1tLQ0Nja2s7NDycbLywvkxMHBITIyMjY2FoNKtLW1cTei+/MDkU0+kxkzZmzfvt3Hx6eysrKioiI9PV1PT09NTY365qnBTd5JqmMCAgIbNmxwdnaurq5+/PgxGrQJiKkHjQiEdvO0+lJDO/X1vweyxyZMnh37JbLJcHjM9RscHCwsLDQ3N9+4cSNJ1akXgKczksRyHjoIai4kJETeICAgICwsLCEhgZKhqKjoli1bLl26pK2tLS8vv2HDhi1btigpKWER48WLF5cuXaqkpLRy5cqLFy9+9NFHMjIyO3fu3LBhg5CQ0OzZs7dt27Z//34MHpGUlJwxY4a6urqZmVl0dLSXl5eVlRXyQn9/fwcHB1NTUyMjIyaT6eXl5eDggHHxjo6OYNteXl5oOGAwGGDksEylp6cHBQWtXLmSRhmC84HaCGEa6urqurq6eXl5paWl6enpVlZWq1evxrdI4jg1sqkkEB+mjIzMsWPHoqKisPt0ZGSEAHTiIQieGLwJBceLf7OYjfNufMwI9WbFK0g7oI28ePFiYGCguLjYxsaGlHxpE9Ia6uEf3107KdVGjJk5cyYKwiIiIlJSUjDOa2hoHDt27JtvvlmwYMG8efN27Nixb9++efPm6ejoHDp06OjRo8uWLVu9evWhQ4e+/fbbZcuWLVmy5OzZs+vXr4c8smfPngMHDqipqUEoxB5rJpMZGRkJxdrBwcHJyYnBYBgaGl6/ft3ExMTb2xvr5+h0OjDNYDBcXV2dnZ2dnZ2RcYaEhEAQDA8P53A4oaGhW7Zs4eHWU2TJ5G0I2LNmzfriiy8YDEZJSUlubq63t/fWrVuJl4u06nwIssmHSaPRVFVVzc3NKysr79+/D98EdYkFz6EimIpswliIyZlA5e+E7LGxMfJb8fyeqE0izwAbqa6uZjAYmzZtovaiTto5ho5DOIZ54gq5JPByYJwAkK2pqblq1art27dfuHDh/PnzGzZs0NbW/uKLL06cOLFy5codO3bcvHlz3759a9eu3b17t6Gh4aVLlzZs2HDu3DkjI6M1a9bo6Oh8/PHHR48e3blzJ7yvkpKS0tLSa9asYbPZ2F7AZDJdXV2NjIzu3LljYWFha2trZmZmY2Pj5OTk4uJibW1taWnp7OzMZDKhk9DpdCSdGKwD919RUVFERMTevXt59h/w/1rPGPnukiVLzM3N09LSKioq8vPzDQwMUD2lCthTY5qKbGQvEhIShw8fTk5O7unpGR4eJrZVKlLJxeURAalshEcK/BtkkO8770M2smbsQhgdHR0eHm5sbGSxWJs3b6YOjiHJE2EXcJmCcvCsmcP7BQQEoNcKCQnJyMgoKipiisD69ev37dt37tw5AwODK1eufPnll1u3bj1w4MCePXs+++yz06dPW1pa/vOf/8TcOnt7e4z+v3379o0bNxYuXLhhw4a9e/fq6ekdOnRoxYoVc+fOlZCQUFRU/PLLL4OCguzs7KytrW1sbGxtba9fv3758mVra2s6nX779m1dXV3s5nJwcLC1tbW3t3dycgJpYTKZERER2DyG9nU2m52dnR0dHU0m6VCTuSlgTY6cnNyZM2fi4uKKiopKSkoCAgI+++wz4m8hYP3V24MqCAoLC2/dujUoKKi1tfXx48e4rNgtRq4sFbJU4jHp4SlGTizfUM9fFNnvYyP4AkXKV69ePX36tLGxMSAgYNu2bcLCwlSvKQ/hwyEgpjJCsGpkisC3pKQkxr6sW7du165dJ06cMDY2trW1PX/+/M6dO7/99ls9Pb3NmzcfOXJEX1/f0tJy165dhw8fvnDhgo2NjampqZ6e3s2bN3V1dZctW7Z79+6jR4/euHHj8OHDW7Zs0dbWRu/glStXgoODnZycDA0NTUxMDA0NiQBiYGBgYWFhaGhoZmaGWoyjo6O1tbW1tTX2dAUFBTGZTOjfTk5OpFkhJSXlwoUL4uLihAlMHWgJ7mGGsba2xhaRxMTEb775Bg1BOO+bLzfFmTlzpri4+K1bt7Kzs3t7e0dHRwkKCZ/mqdG8o8yIogomP/zww8TUi6jDfzNkE1gTC8HYeIWSaH9oX6+qqnJycvryyy9BBIWEhISFhRUUFFRVVSUkJKiPSMI9iCBAAI2JApKSkujkk5eXX758+ebNm7dv337kyBE9PT0A6MyZMxcuXLCwsLh69erly5e/++67Gzdu6Orq7ty5c/fu3bdu3XJycnJ1dTUwMHBycjp8+PD+/fsvXryop6d37NixTz/9dN++fZ9++um8efOWLFni4uLi7+9vb2+vq6trZWWFQoyJicmtW7eweI7BYDg6Opqbm4N/W1hYGBgY4P8CJzEzM4MvisFgeHh4sNnsgoICAwMDCQkJfBRUgwCPasRDUSQkJM6fPx8aGlpcXFxVVWVlZTV37lxS23rfwlgq98B7oGnilRkzZmzatMnZ2bm8vHx0dBTPW0InyHz0sXGFgFx6HvX653EzMwHAz+OmVtJGOSmE/qLIJlCmBm/y5Hrz5s2bN2+wErKhocHT03PDhg2YEIk1dsLCwrNnz4alk0cG4RvXs9G3h3YmlAYFBQXFxcWlpKTmzp378ccfk0hsYGBgb29vZWV15cqVmzdvurq6Xr9+/caNGzdu3HBwcPj2228PHDhw4cIFlL719fUNDAzodPr+/fv37Nlz/vz5mzdvnjhxYufOnfv379+9e/fGjRu3bNkCy8edO3du375tbW3t4OBAp9ONjIxMTEyMjY3v3Lnj7Ozs6elpb2+PrNHExMTIyMjDw4PFYtnY2CC5xH+RUMbExBQVFTk7O8MXjs+BNt6CPvFDwCswJH700UceHh4lJSWlpaXh4eFffPEFcStQ7wqq22zSFJyKcnV19du3b2NiDsITMSGPjY2hn/Wn8RokNS/kEcfwRxRuyDvHxlH+90M2Drl9x8bGIIxgeidh20+fPi0vL7e1tSVOICqthGl7ogDCN+7PJiP/ZsyYISQkhOFGWlpaa9as+eyzzwBrQ0NDW1tbFxcXEBJU/m7cuGFiYuLk5OTp6fnNN99cuXLF2tra09PT1tb23LlzdnZ2NjY2Bw8ePHLkyNWrVy0sLC5cuPDVV18dP3789OnT+/btO3DgAMrmhoaG5ubmBgYGt27dMjc3p9PpDAbDxcUF6SN4iImJiY2NDZblWVlZIcBDCnRzczM3N7eysgoICIiPj8/KyvLw8FBSUiIKHYr/k0Zc8kdJScmTJ0+mpqaWlpZGR0d///33ZPAVeT+NonVMiuxplO3JKKfv27cPiSNG1VGTRei21HxxogZCvktEQPItErN/nnI28V8d2YSKgF5jcw8+iH/9619DQ0N5eXm3b98mpBBgpV6DSa/r9PFV5Hi/kJCQlJQUCofr16/Hwo1z585du3bN0tLSycnJy8vL2NgYVRJ7e/srV64YGRnBlvT999+DJXt4eNDpdD09PVdXVz09vQMHDpw5c0ZfX9/GxubChQunTp06derU2bNnDx06dP36dYwKMTMzMzMzu3nzJu4fe3t7S0tLMzMze3t7Ly8vX19fGxsbe3t7Nzc3EG4nJydQeRsbG8h/pqamZmZmnp6e4eHh2BaJ1mNpaWnMzJ8U2dQ/rl692srKKisrKy8vD+tmqPoGlcjxfIYTowZhevPnz7ezs+NyuUNDQ6Ojo4hEb8fN9+SakqtM5dnkBviZ4s6nliFJBvm3RDY1d6TGbJ4a5OPHjzkczs2bN+Xk5KiLl5DOT6wG81EqNZjmKCEhIS0tLSsrq6ioqKampqmp+cUXX1y5ckVfX//atWv6+vq2trYeHh5eXl6GhoZ47hsYGOBbcFHfunXr2rVrDg4Ovr6+rq6uVlZWNjY2X3/99bFjx27cuGFnZ0en069evXrlypWrV68ePXp0//793t7eCQkJHh4eFhYWd+7csbKyunbtmomJCYI9ngx2dnbm5uaYNUyn001NTQF3Jyen27dvOzg4MBgMcHEbGxtHR0eM3QkPD9+3b9/MmTONjY0TExMhXE4xrEJOTu7o0aMMBiMzMzMvL8/Y2BibbqgwpU2QDt+HbPxDCgoKenp6eXl59+7dg0uEtPG+HR+aw1NW/JEyGIyEasJICQB4iup/S22EmjFQH1sAN1lQ3dPTExYWtm/fvkntyBM9lkTjmzlzJugHYK2srLxo0aLVq1d/+umnx48fv3bt2u3bt69fv25oaMhkMmNjYxkMhpGRkbW1ta+vr4GBgZWVlampKRwdFhYWRkZGLBaLzWbT6XQnJycrK6tDhw5dvnwZ68JsbW1v375tZGRkbGx8+vTpr776CrNyUGI0Nja2t7cH67hz546hoaGpqSlEEktLSzs7O3t7e6y5wdc2NjbW1taoRMK97eDgYGlp6e3tjVkOenp6NBrt+PHjRkZGPINYedA5bdo0LS0tfX39yMhIzHj//PPPJ70HPgTZZIbOiRMnsrOzu7u7X7x4AQEbtfS34xO/xsZhSmqNRNXlkcKo6Cd/ydgvtxr9zZBNflyiYeNXBRvBhzUyMlJbW2tubg6jH41GI+0q73OMEN1aVFQURhHAWkdH5/PPPz916tSVK1cuXbp05cqV27dvm5qa2tnZoefF2dnZ1tbW1dUVWxtdXV09PDw8PT2trKw8PDz8/f3RyGhra8tkMu3t7b/++mvwciaTaWBgAGnvzp07urq6ly9fjo6O9vX1RXejlZWVhYWFlZUVxD46nY7k0tDQ8MaNG5cuXUIfu62trZGREeo4cI+gj4bFYrm4uICQREVFZWVl2djYoIsHNi/auAWSB4gQ+Dds2ODj41NWVlZRUUGn05WUlGg0GlRR2oRDXpwU2fjkV6xY4ePjU19fT4YIo75GXFBkoPBbyghSAmViIOEpaPw83m7yt0c2OfhckEeT5xHEbJTWdXV10ZJEoyTvcE3wXBW4c2bMmIHxc+Li4oqKivPmzVu2bNmnn3567tw5MzMzExOTq1ev6urqYqkuumjRqcVgMOA1hc0Di7/odHpoaGhycnJSUpK/v7+3t3dgYKC9vT24CpPJZLFYhoaG4BiQus3NzVNTU728vDw8PBwcHOzs7ExMTIB7GxsbdM34+flZWlpeu3bN3t4ePbxeXl42NjZ6enr6+voeHh5QTtAiielQXl5e4eHhubm5xsbGGhoacAdQIy4ViHx8fFA8//nPf0ZHR6N799SpU2ReM+F1VMPgFBkkvhAWFr569WpRUVFzczM2dyJmY8EQQjI1WeQBMZBNrNtvf+l5AsqBCvLi3xjZUEKIo4CIPkNDQy0tLdHR0V988QWhIhOZHzkwo0pLS6MhT0FBQU1NTVlZGbWYU6dO6erqmpmZGRsbGxkZmZmZoQkA05igGQcEBMTExPj5+Zmbmzs6OkZFRcXFxWG6TXR0dGJiIkwgISEhlpaWBgYG4eHhgYGBDAbD1tYWmZ+lpeXly5c9PDzi4uLQLANk6+vr3759GwTdwsLC0tISiSNKMESxhjZy584dDPWDeIKmSXd3d09Pz8DAwOzsbAaDsXr1av7xQ7wGRMXnH++DFhcXv3TpUmRkZHl5eWpq6pdffsmD4EkPqfVSZ7zgL9+7dy+LxWpqavrpp5+whRmXDJW1Hykr43Bx31EOeeUtZUzpTxPsrAQYU2Aa5y+KbOqvyuMf+Pe//40+sZqamlu3bsnIyEwaSHg0KZTWhYWFxcTExMXFZWVl1dXVkS+ePn36+++///77769evWpsbAw8weOPZV8MBgNNK8nJySwWi8VihYaGZmRkxMbGoiUxMTERyMbWr+vXr9++fdvX15fFYnl4eMCmh2NqahoTE5OcnMxmsyFXgyWbmJjgvjIwMLh9+7a+vr6VlZWPjw+dTjc3Nzc2NnZ0dPTx8XFwcMCNR9rG3Nzc0KDg7e3t7e2dlpaGWZKIvqS3iEZpLCAf17x58/T19RMTEysqKiIjI4HsXy03whyLFJz6+uLFizGwb3Bw8B1lJPakYZhc3Inn7QRb39vxORw8ppGpz18U2TyH5JFjY2Nv3759/vx5dXU1k8ncvHkzz+fO98tDnZ4jICAgIiKCtW6qqqpLly5dunTpjh07vvrqqytXrty5cwc+jYCAADTMhoSEJCUlZWdnY4Uum80ODQ11cXGJiYlJTExMTU1lsVienp5xcXH5+fmZmZmJiYlYhH758mV7e3t4rxkMBjpzHR0dzczMLC0t09LSoqKisOGAtIFZWloaGRkZGBjAC2VhYYGJ2nBHmZmZOTk5eXh42NnZmZmZ0el0yOre3t5QUdAN6efnl5OTk56efurUKdLOTIUy7ZeEbcmSJRYWFmVlZcXFxVFRUcuXL5/iocfzCdMm9HAcOHAgKSmpp6dnZGSETBWdNPq+pTj13k52JjpGeJD9IeD+GyD73bt3ZALJu3fvRkdHBwYGIiMjd+3apaioKCoqOpGHTHqFiMwnIyOjra195MgRLLs/fvz4lStXHB0dQ0JCQH9ZLFZ8fDxWMMbHx8fHx2PVOSaBJCcnJycnh4SEoBMxNTW1oKAAdgvsS7927RqDwYiOjo6NjXVycnJwcPD09AwNDQXVTkpKgrLh6elpY2Pj4OCAujpCNakvQvsDaUHzAdwjNjY2Li4u9vb2aKVBFLe2tgYRysjISE9Pv3jxIhnXTRvfGYKvyYQJPj6++fPnOzs719bWVlRU+Pv7Kygo4G1TsJGJMh/kpsWLF9Pp9KqqqqGhITgxCWme1GY99stpZtTvUrnHW0p1nUq7yZungM1fF9lEyHz37t2PP/4IT/bLly/7+/sLCwsNDQ01NDTQpEh7jyxFG68tY+0seLa6urqOjs6ePXv09PSuXr166dKlixcvWlpaogoDtgoOnZmZmZ+fn5KSEhYWFh8fn5CQAB6CjaMgA4mJibm5uRwOJz09PTU1NSUlJSAgwNnZmc1mx8bGRkVFYWw7yAxqMSkpKZgXjJ4DCwsLa2trW1tbW1tbS0tLa2trJycnJycna2trCwsL2K89PDyAdajjeD/+ZjSVmZubu7u7419JSUm5c+fO/PnzScWKGrlBu/HhaGhoeHt75+XltbW1mZiYYPI3bUpPH2mj5hvfDUmj0cTExG7cuJGfn9/b2/vixQtCsgm9JioHsTpRgUvORCX73Xv6Ygm4p8DPXx3Z5Kf/8ccfX7161dPT097e7uDg8NFHH5EWGNovZT7SUTJt2jRxcXERERFsHpOSklq1atXZs2dhmsMED0tLS3Nzc9KGGBMTk5qampWVlZKSUlBQUF1dnZubi+1HSUlJiOWYYO3s7BwYGJifn19QUJCVlZWZmZmdnZ2eng7SEhkZGRISghnYISEhvr6+7u7uZmZm/v7+aWlpmBfs7e1tb29va2uLgjkYOXQSOzs7tBrAlo1nBZQTOp2OOwQqOCqRcGJBei8sLPT09Fy+fDntl/odbn5SveLj41uwYIGzs3NqampFRYWRkdGcOXOw0nIKQsI33htKpSKLFi1is9ltbW1Pnz6F0ocCDbVBnQproge8D9Y8CSU1kH84fv6iyH47wQX2ww8/PHr0qKqqCgUFfMTEekplk1QHn5iYGCrMs2fP3rJly7Vr13x8fOLj4729vbGEDswYq2H8/f0RejMyMtLS0goLC0tLS9PS0nJycjIzM9PT0yMiIlJSUsA6wsLCMjMzCwsLCwoK0tLS0tPTMzIyEhISnJ2dWSwW1nHQ6XQWi4WFYPgn4uPjU1JS/Pz8oG+g3YvUEa2srPT19Y2MjMC/3dzcLCws7O3tMXfB3t4eEjuoOepEUNaxzNfBwQHIjoiI2Lp1Kw9/QMpBZRoaGhq6urrp6elZWVmurq7y8vJycnK/yrNpFHmERqPJysqeP38+Kyurv7+fiLPE3fHTeGcXFcpvKUNFeJzZk+aXE1kKj6Iy6flLI5v6xatXrzo7OzkczqVLl2BPxWoYYWFhjD4jkQmrNrDkCge9Xr6+vhkZGVFRUS4uLpcvX96xY8fixYtPnjzp5uaG/aIhISEpKSnp6ek5OTmpqan5+fmYtpGfn8/hcDIyMuLi4mJjY7FLNy4uDqstampqioqKAPHU1FQ6ne7l5YV3YgxfVFRUWFgYk8n09PTMzs5OTk4OCAgwNjYG98CIHIRhmLDBVZydnS0tLeEkcXNzCwwMRKIJsxTyATc3N9KOgNvD09MzNjY2Ojr6+PHjZLoxD8QJqZCRkTl8+HBaWlpeXp6XlxfKNFNLfggc1GE6H330UVhYWEVFxeDgIPF7jI2rIm9/WSQnjhFq3ZGqfREATCqb8JDvn8aXhk56/nxkv5uwdpt8i6jX//73v+/fv19aWnr+/Hksf6HRaMLCwiDZmBkAbxPWHcnIyIiIiAgJCYmLi6uqqh45cgTCnJmZ2fr16zHeknj9Dhw4gF0wsbGxKSkpWVlZ+fn5VVVVNTU1IBhVVVUFBQVYlYvlBAEBASkpKZmZmVVVVY2NjTk5Obm5uRUVFWTWdXZ2NsYkBAcHo60LyjSHw4mMjET0RUHR2toakvbNmzehcjg7O5uZmRkYGCB9RIO6vb09yviWlpYYlYY4jS53zJGCCu7p6RkdHa2np4dKJKlhEZGORFwpKak7d+6kpaU1NDQkJiYqKytj99/Uhwp9VVXVO3fuFBYWDg4OPnv2DHP7xyaIHjy4fPv2LcksefSQ972fihbq3zwFrv58ZE/6I5LPaGxsDG5VcEE1NTX+8YHkxBovLi6O64eIIikpieUekpKSOjo6t2/fTkpKKioq8vLyWrduHZm+QPTdpUuXent7YyAqh8MpKCgoKioqLy8vLS1NTU1NS0urqamprKzMzMwEgjMyMgIDA5OSkrhcblVVVXV1dUZGRlZWVlFREVJM3ACRkZFYdYcF6WAmaWlpbDYbCreDgwOG46COY2dn5+bmBmLt5eVlb2+PQiPcquiGBLFmMpk+Pj4uLi4kWtvb25PJOxAojY2NEYOp6SO6PCUlJeXk5JYvX37kyJHk5OTGxkYulxsTE7N9+/apSTYPvgUEBBYvXhwZGdnW1vb48WOIfT9TWp+mQCqPijepMPI+ZJMX/9JsZNKfe4zCsH/++eeBgYGKigp7e3ttbW0kQFiAQmb1YvMxbXybBGI5zNZoFYmNjb18+fKCBQuEhYX37t1769YtDE3FhRcTEzM1NU1LS0tLS8vNzS0qKqqoqKitrS0vL09PT09LSysvLy8uLs7Nzc3LyyssLCwqKsIYp4KCgsrKypKSktQNjzUAACAASURBVIyMjMzMzOTkZE9Pz4iICGiCqO8goaTT6fr6+qD1TCbTyckJNAOebDqdjgBsY2NjYGBga2vr6+sL7Q94dXd3R4xH6knSR09PT19fX8yLgtM1ICAgNDTUy8vL1tZ2wYIFVI1o5syZixcvPnfuHG5jLpfb0NDQ1tbW0dGRk5MTEhJy5swZsq/1fYDmaR9eunRpbm4uls5ghRAV2ZMy43fjVUaqOM2D14nvp8KDnKmh9efPiHr3y0SYei++fPnywYMHFRUVFhYWq1evJhYf6keP0XuoRAL3goKCEhISSkpKa9eudXBwSExMtLW11dHRmT59+qpVq/z8/CIiIsgYDT4+PmlpaX19/ejo6Ly8vPz8/OLi4srKyrq6usrKyvz8/Ly8vPLy8sLCQiSUFRUVJSUlSUlJiYmJHA6nrKyMw+Hk5ORwOJzw8HB3d/eIiIjExEQMnoyNjY2IiIiPj7e0tNTX14+JiYmJiUEP2J07d5AOurq6mpiYODs729vbGxsb37hxw9TUFHvDUAoFjYEwAou2ra0tnU53c3Pz8/PDPeDh4YHWBNB6Pz8/Z2fnTz75ZObMmWTENfLF7Ozs9vb2/v7+x48fDwwMDA8Pt7e3FxYWJiUlWVhY7N27V0pK6ldVP7xBRETk6NGjjY2NDx8+JFODeQDHg8KJIJ74zknfP/H8KrT+fDaC8+6XPUL/+te/xsbGhoeH0TKzZMkSvgkDzRCHUDmnjigXExOTkZFZt27dnTt3MjMzMzMzUTcWEhI6e/ZsQkJCfn7+wYMHaeNJ1YoVKxwdHePi4qqrq2tqaioqKsrLy8vLy0tKSkpKSiorK2trazkcTmFhYXV1dWlpaUxMTEJCQnFxMRZc5OTkgMAEBQV5e3snJSXl5OQkJib6+fmlpaXFx8enpqZCt05OTo6Pj6fT6QYGBtevX3d2dg4JCQkJCTE0NDQ0NMTIETBvWE0wOArqh7Ozs7W1tZWVFVJMFosFlONgSTubzUZFCWsSTp8+LSIigqHG06dP19bWNjc3Lysra25ubm9vv3///v379/v6+vBoioqKgrNqYll34uEf38vj4ODQ0tKCSaITYT02mbtjanRO/f63H1yAHPtLIZv6x7dv3w4NDRUUFFhZWa1cuZJvvMMcnyzKDehKIrkggbi4uLikpORXX30F/Q6LsGg02vLly11cXLKzs3Nyco4ePUqu0+HDh6Ojo/Pz85uamurr66uqqqqqqioqKkpLS7lcLvhGdHR0bm5uQ0NDWVkZi8WKiYnhcrm1tbW1tbUFBQUQRkBw09PTCwsLo6KifH19IX7HxMRYW1szmcy0tLSAgABwa3Nzc5CHoKAgCwuLW7dueXh4eHt7o3XXwsICLWGoyYOFw7RtZWWFHZCotDs4OOAG8Pb2BrIhaIaGhhobG8vKyqKYJSwsrKKicuzYsYCAgOzs7KKiotzc3MjISPy1urq633777ZUrVy5cuHD27FlsdHjfIQUaDQ0NNpvN5XJfvHjxvrr3h7zyIe//TwP22F8Q2W/fvn3z5s3z5885HM6VK1eWLl2KeIxFpsSwRsI29UOHB0hQUBBziTgcTlhYGBbJzZkz5/jx45GRkViQ9fXXXyPA6+joWFpacjic2tpaZIqVlZUNDQ319fVcLpfL5ZaUlCAdLCoqwotRUVEZGRkVFRVNTU0NDQ0FBQUcDofD4bDZ7MjIyPT09Ly8vNjY2PDw8MTERPgB7ezsIiIi0tPTMWYyJCQErm4XFxcfHx8mk4k2SicnJwsLC2NjY2NjY8RstP2amppaW1sjfQQPYTAYMA/CEgi3rY+PT3BwcEBAABaUOTg4LF++HJODsC5nyZIlX3zxxeeff75+/frFixcrKChguAqW7a5cuXL16tVr164l9tf3BWx8dEuWLImKiurs7Hz7y14B6jV9X2DmeQ955xSB/O/KRsh58+YN5lBiYT2N0vSF2EyjGDKptmwU0sXFxaWlpXfs2AGZ9sKFCxjsu3btWjs7O3CDzMzM7777TkJCQkhI6Ny5c1FRUaWlpZgVjYBdX19fXV0NjlFcXAxPSHFxcXZ2dmpqakxMTE5OTmFhYWNjY2VlZVZWVkZGRl5eXmRkZEZGRm5uLmo3aWlpqamp8fHxTCbTxMQkLCwsPDzc19cXRurAwMCEhAQfH5+goCAQdDQQYGKOubk5IOvj4wO+gWnwoaGhzs7OaMOhRvSQkJDY2Fg/P7/Q0FAoPElJSS4uLvv378ewNUy/5v/lHh9i2ePn51+5cuWpU6cuXbqkpaWF3VGTHqSk+EuWLl3KZrMHBgbAsH8Dsj8QsgT0/xG4/zhkv/slk8YPh96hsbGxV69ejY2NjY6O9vf3NzY2MpnMNWvWoAWGMBCeyEE9+K6UlBQCtp2dXUZGhq+vLx6ss2bNOnPmTHh4eHx8PBQ6Npv9z3/+88yZMxEREcXFxTU1NfX19c3NzYB1W1sbSHZpaWlNTU1eXh6wm5ubm5SUlJCQkJWVVVxcXFJSUlxcnJqampubm5CQEBUVlZeXl5eXl5KSgimS2dnZsHfT6XSYT4KCgjAjGE0JwcHBERERiOuoOJIteI6OjoRtMxgMrFmC7oGuR1hkb926pa+vz2KxkNGmpqZiLmtMTAyTydTV1VVVVZ16thNgeujQIR8fn6SkJF9f348//pg8DEm/GfXzx9cKCgphYWG9vb0TQfYf0Ybf6fyhyJ70V0XzBVwvb968aWtrS0hI+OSTT5CkY4oIbbLaGB+lTQbuHwEBASEhoRMnTqSnp2dnZy9ZsoQ2vvrN2to6JCQEnpDk5OSoqCgfH5/Q0ND09PSysrKOjo6urq6mpqampqbm5ua6urqSkpKqqqra2tqSkpLExEQUZSorK2NiYmJjY4uLixsaGoqLi/Pz87OzszkcTnBwMFwlWVlZSMiSk5Ozs7PDw8MRdOFIwSZpR0dHFosVFxcXFxcXGhrq6ekZFBQUGBjo4eFBdq3jfvDw8IiIiIDG4ubmRvoM3NzcMKaVTqc7OzsHBwfHx8eD7kdERISEhKD+f/PmzalJM0Hw+vXrjY2NofOYmprC3k2de0bUQ+JlUFJScnd3b2xsfPny5QdG6z/y/EHIft+vTWL22NjYw4cPa2pqEhMT9+/fj2lDACs1SE+jbHBEyggeKSQkBCq5YMECKyur7OzsgIAAXFQtLS1TU9Pg4ODQ0FCIejCBlJaWFhUVlZWV1dfXNzQ0tLS03L17t7W1tbOzEwpJQ0NDc3NzXl5eYmIi0QGjo6OhruAG4HK55eXl+fn5kJajo6PT09NTUlJSU1PRQoa6OjoYwsPDg4KCELYDAwPDwsIgaKA0g3sDe5XQquPq6hoSEoKOdH9/fzs7O2dnZwzys7e3Nzc3h6OVzWYnJCTADhAbGwvak5CQEBgYeOnSJRkZmSkGoJG1jnJycjt37oyNjS0qKkpPT1+4cCE1TpPQjnHMMFppampaW1u3t7dDG6EW0v90WI/9KcjmqTi+ffv29evXDx8+vH//vqenp5aWlqqqKoqIZKkSFdzEXsw/Pr4MDtWZM2fKy8vv3LkzODg4LS3twIEDGAG1Z8+ekJCQ9PT0hIQEiNPQpCsqKjgcTlVVVVNTE1hHa2trc3NzX19fU1NTY2NjU1NTS0tLQUFBcXFxe3t7bW1tYWFhaGhoYmJiXl5ea2trS0tLdXU1apCYrJednZ2VlRUdHZ2dnZ2SkhIXFxcREREQEFBYWJiVlQXfX2JiYnBwMCosLi4u6GNH8RKUAw7YxMTE2NjYyMhINK0FBQW5ublZWlqiC9jBwcHGxgZTR0DZo6KisDMyMjIyISEhPDzczc3t4sWLc+bMmWL0NaIvEKyqqmpsbBwVFVVcXHz9+nUMYiXzcag1GlyX2bNnX7p0qaur6/9rZPOUkciLWOT65MmT+vp6Op2uo6MjKipKxtzgo581axYPxKlsBFxcUlJSRkZGS0vru+++y87O9vDwwJYtSUlJIyOjnJyc4uJiDoeTmZlZXFxcW1vb0NDQ2NgIVg2LSHd3d11d3d27dx8+fNjW1gaUNzc3l5eXQwOpqanhcDiBgYHJycl1dXXd3d01NTXYApqQkODn54fCTWZmJjoAUlNTExIS0JxbVFSEFDMhISEjIyMkJARCdUBAAN6GwarBwcHR0dHobIAxC47Z5OTktLS0oKAgtNvY2NhA6UP7IxldiRIPJD9/f38mk2lkZLR8+fJfNTnhCyEhoS+//NLZ2bmwsDA5ORnCKHWKGm3chQKU8/Pz79q1q7W1ddKJkn8MrqY4f3TMpuo72Gg6NDTU399vbm6OVT1kRR0VvviatOjxjY9YQHcj+rQVFRU3b97MYDDKysp27doFzr127drAwEA49YqKigoKCkpLS8vLy9va2hoaGu7evdvV1VVdXd3a2vrkyZOurq6HDx8+ePCgvb29ra2tvb0dOWVTU1NdXR2ud1paWllZWXt7OwI25JTk5GSIJ8XFxYmJiYGBgbm5uaAf9vb2TCazrKyMy+VyOBx06ISHh6MxPioqCpp3YGCgt7c36HJ2djYc4aj2p6enZ2Zmot0BVRgvLy/wchaLFRgY6OnpieIOppEA7ngsmJqarl27dupR+URu4uPj09LSunz5cmxsbGZmZlBQkLy8PN5GAI29m+QhsHLlSg6HQ2ZmkEv8H5VUfqfzRyOb/P4///wzViiVl5d/9dVXqqqqJA1HowB1VxVtfHIcEUMwDQcduxISEjNnzpSSkjpx4kRWVlZaWpqGhgaNRhMTEzMxMUEmB+TV1NTAxnT37t3KysqOjo779++3t7d3dXU9evToyZMnuM16enq6u7vv3bvX0NBQV1dXX1/f3t6OCFpTU9PS0tLa2lpaWlpbW1tXV1ddXR0bG8vhcAiyIyMj8/Ly0O9oY2MTHBxcX19fX19fWVkJ0TAtLQ1MIy4uDhZCSC6wqRQUFOTk5OTn5+fk5FRWVoLYREVFIS3mcDgxMTHohIiIiABdcXZ2Bre5fPnynTt3XF1dIQIaGBhs3LhxinUFpERAyrdbtmyxtbWNiooqKys7ffq0iooKar18fHz4/MktISAgoKSkZGZmdv/+fdJhwGPx+2PQNen505D9008/PX/+vLm5WV9fH34m8pjjyRpplEXf1FhOHV+mqKi4YsUKX1/fioqKW7duYbXuqlWrUDopKyuDz6mmpgakuaurq7Gxsbe3t7e3t6en5/Hjxw8ePBgcHHz06BH+ODAw0NfXV1NTA97S2dlZXl6emJhYX19fV1fX3t6O7BOx3NfXNycnB/8EtJGUlBSg08vLKzk5GaWflpaW+vr6tLQ0kJPc3FzcLUVFRUhty8rKkpOTc3NzS0pKamtri4uLkc/B0FJeXp6dnY27NCUlJS8vD3lqQkICWLiuru6RI0cuX77s5OSUkJDg7+9vZmb26aef/irP5qfMi9PU1Lx06VJcXFxjY2NsbOy+ffvQQUPCyqxZszBiXFlZWUpKas+ePVVVVWTV3fv81n/8+YOQTXVgj42N4YPo6+u7efOmsrIy+YiJx5oaG1A55+kHIYsGBQUFpaWl586de+TIkfj4+PLy8m3btiH8WFtbY/czAFFUVIQdhyjEtLa23rt3r6urq6Oj4969e0D248eP+/v7+/r6Hj582N3dXVtbW11djSCdm5tbXV1dXl7e0tLS3t4Om1RmZmZKSkp4eHh+fj5aZVNTUwsLC7lcbkVFBZfLRd3k3r17bW1t3d3d/f39TU1N4Pf19fUlJSV5eXlEoqmqqoKNFs8KaHBZWVl1dXUNDQ0wC1RVVZWUlCD2FxQUJCYmhoeHBwQEuLq6Xrt2bceOHUuWLDlw4IChoWFAQIC7u/u+ffuI3Xfi4VniSKPRhIWF169f7+TkxOVyW1tbGQwGLhAIN2yuSGwUFBTExMTWrVsXHBz89OnTt2/fwu1DztT+6d/7/HF6NhH40EzQ19eHitf08UOj0dDiRZ6SRLHGBaA2OGLVnYSEhJyc3OzZs9evX3/z5k24n2GfWrt2LZvNzsjIyM7OLigogM2jvr6+sbGxpaWlqakJgO7q6uru7n7w4MHjx4+HhoYGBgZ6e3vv3bvX29vb2dmJ3LGtre3u3bvoLSCOIgiFhYWFcPYB2aWlpSD0FRUV6KEMCQmpr69/+PBhX1/f4ODg/fv3Ozs7W1tb29ra2trawOBra2s7Ojru3r1bV1cHSlNbWwsTS11dXVVVFdLZgoKCkpKSpqammpoaYiLPy8vjcDjJycn+/v7ffvvtqlWr5OTkFBUV16xZc/HiRQaDcfTo0SkqNTSKVYEEDkVFRX19fRjTi4qKzp07h4cqoglGzKFxSUBAQEtLy8jI6O7duxjl9e7dO6gCY392HvnHxWwoIbit+/r6XFxcwIZp44OuaeMGa+qnjFBNZD6QEMwzx3KCOXPmKCoqLlu2zN3dncPhWFtbYyvpyZMnU1JS0BSTm5tbWVlZU1NTXl7O5XLr6+uhW3d1dXV2dvb09AwODj59+vTp06d9fX19fX09PT2I5QDc3bt3KyoqkpOTuVxuY2NjV1dXc3NzdXV1U1NTcXEx+DG8gRhFguIll8sNCQlxdnbu6OjAnfPs2bOhoSFCdcDmOzo68BBoaWlpHj9NTU2tra13795tb2+/e/cufirI7UhqcX8WFxdnZWUVFBSg4Lpnzx4lJSUge926dV9//TU2jfCYqnkOWRtJ3bK3a9cue3v75OTk7u7u6Ojozz77DFwFT1R8/sLCwrAzrF+/PiwsbHBwENeaWqP4E88f6huB8PnkyRMTExOs/SSKHm3CmmS8SABNzeKROIqIiMjKyqqpqampqR0+fDgrK6uwsPDQoUN8fHzKyspMJhPSdWFhIaJgY2Mj2habm5tbWlo6Ojq6u7u7urp6e3sfPXo0PDw8PDwMWvLgwQNg7t69ez09PR0dHaifV1dX37t37/79+yDBFRUVxcXFMTExeXl5iKOBgYFANhoUUCNsbW3t7+9/9uzZyMgI7p8nT548evTowYMHBN/t7e3t7e2dnZ19fX39/f337t3r7OzEvXf//n0kAI8ePerv729paampqWlra2tsbASmS0pKsrOz7ezsduzYoaCgoKGhsWjRosOHD6MxHtsgpkY2acIgKoqysvLu3btdXFyqq6sLCwvNzMyUlJSwUhBTEYmnEjvVr169yuVycZVJe+L/X2zk7du3LBYL68FplNlw6NglIxZIrZF8wT8+SVVAQEBcXFxeXh677ebOnbtu3Tpvb28ulxsWFqaoqCgoKLhy5Uos/wRVzc3NRT8BeHNFRUVjY2NHR0dPT09PT09vb+/AwMCTJ0+ePn3a2dkJtg20QSFpa2srLi7OyclpamrC/4IVt/X19WVlZZGRkdnZ2bW1tZWVlTBvwE9SXFzs4uLi6+vb3Nz8+PHj169fDw8PP3r06OHDh4ODg9BhHj58+PDhw6GhoadPnyKL7evro1Kjx48fDw8PI8zjfgBZ6urqwu8Cf0tkZOT+/fu1tbVXrFixd+/e3bt3nzx50t/f39zcfNWqVegT/fAD4qekpKSvr5+cnIyuuR07dggLC4uIiEBjRYYjJSWF9H3nzp0sFuvBgwevX78mA27+v0D2u3fvfvrpp+Hh4ZSUlE8++QSFFR5wA8GICoRn83RfCwsLo7IoJycnKysrJia2aNGi48ePY4jC2bNn0b17/PjxuLg4WJcKCgrKy8sR50AzoFTcvXv33r17JGwjVAPZg4ODIAmIms3NzSUlJWVlZZ2dnb29vd3d3dXV1Y2NjaT2Xlpa2tLSgrmPBQUFFRUVaF/ALLWmpiZMkh4aGgIhGRoaev78+cjIyOPHj8FScBDIyZilFy9ejIyMvHz58tmzZ8PDwy9fvnz58iWJ9w0NDa2trbW1tXl5ea6uritWrNDW1l62bNmZM2eOHTu2d+9eJycnAwODtWvXTs1GyGfL8zU/P/8333zj7e1dVFRUU1ODog/Wg0hISIiJiZFdEaqqqlpaWpcuXaqurn7z5s0fg6hfPX9ozMZ2H9g8oF5DTqJ+rGBvkyY9ZGeSsLCwjIyMsrKyvLz8unXrjIyMKioqEhMTtbW1UbuxsrJCV29CQkJ2dnZpaSkKLp2dnR0dHU1NTSQeg0wjZezu7u7p6UG2B9bb3d3d3d3d0tKCOjwkwo6Ojrq6upaWltra2vj4+JycnObm5q6uLljtSkpKUOKprq5Gh0Ftbe3z589fvnw5PDyMbQ2jo6OvXr0CcIFpRHEwFjJg6eXLl3jP8PAwXgfcgWzkAG1tbfn5+ejP2LZtm5qa2kcffbRs2bIDBw4wmUxbW9tPPvnkQ2BNqrzUiuO2bdvOnj0bEhICS+ONGzeUlJSmT5+OyAJCiPGfysrKGzduDAoKevjw4dj4arg/DFqTnj8I2T/88ENtbe3Ro0dlZGTIth7qXkbSsUcqt4SBQAxBXQZKKtiIlpbW/PnzP/vsMxcXF+oepvXr1zMYjPj4eJj78vLy0LHb2NgILtvV1fXgwQMgGPju7+/v7+/v7u5GD1VnZyfsUBC829raoMT19/ffvXu3qamptrb27t27tbW1YWFhHA4Hgje0i8bGxoGBgZ6envr6egsLi5MnT3K53CdPngCamJj873//++XLl69evcJ8sBcvXrx8+XJ0dPT169dYmzY6OgpY//DDD0+fPsVP9ejRo1evXo2Ojj59+hR1pZ6ennv37qWlpZ09e1ZWVhY7LOfPn79q1Sp7e/vQ0FDsEf7VlelUZw51FbKGhsbChQsNDAzi4+O7urpiY2M3b94sLi4+Y8YMGRkZOTk5eXl5GRkZGRmZFStWqKionDt3Ljs7m4TtPzeV/N2R/fz587GxsWfPnl27dk1OTg7Rmkh4k1oayNxEMoSOIBulGVlZWQUFhTVr1qxZs+b06dNYqIzccdasWYcOHQoKCkpMTIQpD1IxVDYIDojE/f39XV1dbW1tDx48GBkZefToUVdXF5pe4RHv7OwcGBhobW3lcDjELwVpora2trOzk8vlZmVllZaW9vT0wGHS2NjY1tYGga++vt7Ozm779u2lpaWDg4PDw8PYsvXD+BkdHSVrtl+8eAHc4/Xnz58/f/781atXYCxINIeGhl6/fv38+fP746ezs7OxsTE9PX3Dhg0KCgoKCgqysrLy8vK7d+/GpLVr164tWrToAwct8BxMHJ8xY8ahQ4e8vb3RJGpjY6OpqYkF2+Li4rNnzxYVFZWVldXQ0FBTU/v0008NDAwGBgbGxsZ++OGHMUrTABXlfwz//l2Q/W58jyOkzUePHllbW69fv15YWJg4+EhBC35fHvrBN75TBv/FWhkRERExMTFsS1JUVFy7du3BgwcZDAZG2CxevBjX47vvvouOjobporCwEH7UlpaWtrY2EGWYQx4/fjw4ODgwMAC9YmBgAC8ifWxqagL6Gxsb8/PzKysrwU8aGhq4XG5NTU1HRwc8g7W1tffu3YNaAk0QMfvBgwfBwcEbN25kMplPnjzBLA7onnDGYQkg9gEghI+OjoKogIU/f/4cvPzRo0fg6ODiuCehjpeVlVlbWysqKoqLiyspKc2bN09BQWHz5s36+vru7u5XrlyZP3/+1Hr2+w4ugaCgoLa2NmoFNTU1UVFRu3fvVlVVBRvBpm0tLS15eXlpaen58+fv2LEjISHh0aNHYxOsy/jiD0sr//vIJqIPfpk3b974+/svWbJERkYGM1FBhcXExAQFBVFHhOJBXRZB0kd+fn5kKqKiohISEgoKCioqKhoaGvPmzVu1atW5c+fgtD537pywsPD06dNlZGQcHBwyMjLAjKFeozTT3Nzc2dnZ39//8OFDyA5PnjwZHh5++vQpqAiQ3dfXB1mwr68PkEX62N7eDoUOejNKJyjU9fb21tXVlZeXNzc345kA8S47O3vPnj2HDx/mcrmI2T+P71vBQpKRkRGypgj+MJAQAHpwcBDiCebUPHv2DEI4fjDgOzs7+/Tp0+AGysrKq1ev1tbWPnz4sK+vb2xsrK6urpqa2m8L2PgCRZmtW7d6eHhAU7KwsNDR0ZGSksIjFNMAZWVlwRIVFBQuX75cVFQ0NjZGFiaR83Z8t9gfcH5HZEP9YbPZmzdvlpCQoM4FBbUgPef4grqjkZiwwUlwJ2BG8Jw5cxYsWLBixYr169fr6emhUfzjjz/G9dDR0WGz2XCBFhcXo9YI1gGto7e3t6+vb2hoCKh6/vw5kH3v3j2E8Pb2dthZkaVVVlZyudy6urqenp6BgYH+/v6Ojo7W1tbq6uqsrKyGhgb8haRYiJR0YGCgra2tsrJST09v8eLF1tbWHR0dQ0NDZDkL1qMhTpNYDosYgjTSAPzl9+/fh38do2ibm5uRB1dWVsbGxu7cuROJ44YNGxYvXrxw4cLvv/8eM6tOnToFm/VvQzbx6sjJyenq6mZmZvb396enp3/zzTeamprYdywvLy8mJqakpCQvLy8uLi4qKrp+/XpHR0eky2/Hh/m/m7Br5vc+vwsbwf6/H3/8saSkZNu2bZgfOdHSRJuQu1CRTQRs4F5UVBQVRxUVlfnz569Zswb8r6amxs7OTkVFBTNX9+7dGxcXB39fYWEh3BrQPVBuhC0EWhuk4sHBQfj7ACAYXO/du/fw4UNoeRUVFfhub29vS0sLRMOysrK8vDzQ366uLpTTUW7EDYB7gMFgrF27dvv27bGxsXhQvHz58vXr1+AkWLAN+oFQjagMEQZaTV9fX1dXF7wrHR0d6FIrLy/HZAUfHx9tbW1paekNGzZ8/fXXW7Zs2bBhA7rxc3JyNm7c+CGS36SHZJO4Lp988omLiwsmS0VEROCyiouLy8jIyMvLKyoqosIgKSmppKS0e/funJycZ8+eEbMQgfjfFdn4TUCvh4aGLly4ICcnhycaKufQqvHZ8dQaydeEXqOciz+KiIgoKCioq6urq6svWLBg06ZNRkZGLmZ4egAAIABJREFU6C0/cuQIURL19PRg9aysrKyurgbD7uzsRDWRxL/BwUE87gFEhENUSbq6ulDQvn//flNTEwwn/f39QBvYdn19fVFRUUlJCfhua2sr0csHBgbAs1GrBw+eP3/+wYMHORxOX18fkA1h5M2bN0A2hJGRkRHkhZDzmpubGxsbW1tbGxoaysvL4eLCHAjsNkhMTLS0tFRWVubn51dTU9u0adPXX3998uRJHx8fNDr85vSRRqPBR0XUQAkJiYMHD0ZGRtbV1ZWWln7zzTfy8vL4zDG6SFxcHFVJYWFhdXV1IyOjuro64pEiqeTfFdnkcfP8+fPAwEBNTU2yvo0MeSIJDXX+PlVJJUofLCIIxnjkLVq0aOHChWvWrDl69GhERASXyyX+E35+fhkZGXTQoLhAemfa2tp6e3uBzv7+/kePHj19+hQP/adPn46MjCBsg2RDiEDgbGlpgUiCP4Ih9PT0NDU1YW783bt3QTza29txnyD841/B7VFUVPTZZ5/NnTv3zJkzHA6nt7d3ZGRkZGSE7Er8+eefgfLh4eGenh4Qp4aGBlj/SktLy8rK4BEANcImhqSkpICAgPPnz6uoqAgJCUlKSioqKm7duvX8+fMsFis9Pd3KykpdXR2Jym9ANlFmaeOPVnV1dTqdDiuBn5/fF198ISsriz49MTExISEhDDZBrr9p0yYmk9nX10cFN8/8gt/1/PfZyMuXL8fGxmpra7ds2SIsLAzHI5JFUtxCMBYUFCQuHEKs0VKAYg2uCowKEhISysrKK1as0NHR+eyzz4yNjeFXPn78OOld19LSsrGxKSwsrKyshK2vs7MTbmzEaSR2Q0NDcIZ0d3cjj+zq6mptbb1//z70ENwD3d3daLp59OgRhAiAFZXt/Pz81tbWgYGBkZERWFCGh4chsNy/fx+RGzamkpISW1vbjz76SF5e/vvvv4+IiKivr+/t7UXwhjIzMjLy5MmT/0fdV4dVmXZfH8JCQODQzaFBQCQsLGQMFGx0TOwBBRUEJWxUQinpRrpLpLsFBJEWEAWUEAVRHEdn+P5YF/d1XpiZd8b4Xe/3/MF1RER4zn72vffaa639/Pnz5uZm0KEaGhrAiYWmoaioKCcnB6n6/v37wDTd3Nz09PRQCYiLi8vKyi5ZssTa2hqumQcOHJg3bx7lbx0o/+pipPMqIq+ZmZn37t0bFhZWW1tbXV197tw5Pj4+8M9YWFjA05w9ezbMRLm5uQ8ePFhTU/P69esJOi/p/7MJztdHNgDLiT/Tore2tp48eRKcJwYGBti4kIUypBrBC3qKMOPkak2M2RGv2ErKz88vKSkpJyenoaFx5swZcKCvXbsmJiZGmTw0paWlQ0NDc3NzERYYDT5//hzlL1IpdDTt7e1IyS9evOjt7R0aGurs7AQaiEk78I2urq6mpqbR0dHR0dGhoSFwp7Cwr7q6urOzc2Rk5NWrVyhXMBgHMv369evh4WGcAPX19Tk5OTdv3sRaMzU1NR8fH/AN8T8Cq+nr62tubm5tbW1vb29tbW1uboZ2oaysLDs7GwrOrKysyMjIqKiouLg4bIDX1dXV1NQEEUpdXf3w4cNY0OHt7a2kpPRX09x/ck2nNjAyMsIaoK6u7smTJ3l5eWvXruXk5ITNC4F0OTg4QHCl0Wg3b95samp6//49cAV6Rdn0iPq+Qf/1kU2v+6J/8eHDh4CAAHV1dRYWFiIsp1Ao9M4hDAwMYEJSJvlPJGGj/Jg9ezas3fECuKm8vLyKisqOHTuio6Nra2v9/PxkZWXJI8HAwLBq1arY2FgUIUBFXr582d7eDpYIYY2+ePGip6enq6sLsYU/dnd3j4yMoJxAq9fS0lJVVdXW1jY0NDQ0NITYBToBQTtQwt7e3rq6OkxngGx0d3f39PSAxtTX19fW1lZfX5+cnAz+NGZM5ubmWN9YX1//7Nmzuro60PeampoAIEKHBgk9yg/sxElJSYH1QkRExKlTp4yNjffs2SMmJqahobFy5cozZ84EBQUlJiZeuHCBbMqc0rt/yzVr1qwtW7ZAW1RRUWFiYiIpKYmcPXfuXPg7o5XCYqD169e7u7u/ePEC+P3vk0s9/6cje2IaPQA/fUVFxdatW9nY2PBLYk8SMzMznmzUGLAKwc1CPU1QEdJo4mYBWuLi4hIREVm4cKGysrKpqWleXl5BQcHhw4cpk94uCO6NGzempaU1T14AyLq6urq6uhoaGjBdh8tZTU1Nb29vf39/U1PTw4cPUaLgKxHovb29sM4BJjg8PAwGFVDt6urqsrIy2PXCxQGHA5AWfBM8JC0tLVDEVFZWJiYm2tvb6+npiYiIyMrKLlu2bNeuXe7u7jk5OTDIzMnJKSsrg+MryuuqqiqAjPDOrKqqgj4ShlJbtmyxsbExNzeXlJSUlZVFGGGLyLp160iJ/NVpG9eUORqNRrO3twfV8d69e+vXr8c7hTSEtUEzZsxAAGAgWlRUBOIA4uRPXVsn/kcim4A4+CNBK3t6ei5fviwkJDRnzpx58+aR+Qv4HmBjk4E5hc5ZYQoeghAH84mfn5+Pj09GRmb16tUGBgbOzs6ZmZn5+flr164l9mj4PmvXrs3IyKitrUW0oWDFUkY3N7dbt25ZWVlZWlreuHEjLS2trKzs6dOnjY2N8J4ElZTgx8+ePQPeh64RJc2LFy9AOykrK6urq0Ogo3KAiKGjowM1D46Crq4u6GJguwPrqeDg4BMnTixZskRCQoJGo61YsWLv3r3Xrl27c+eOn58fRn1QxZeVlWVmZj569AjpHGb1ubm5mZmZ0dHRly5dMjAw2LVr1/r162VlZcXFxY2NjePi4iIjI3/55RcRERF0KV+HjdBjVmjoyXnLwsKCpabV1dUVFRVWVlbYyom3m3gbQXbNxsYmLy9vb2//+PHj9+/f/z65WOt/N7JxkToEmPyHDx8yMzNXrFgBRwSMZlAoU+ioTiTF4n6RMQ0ulB9oR1hYWED/FRERUVNTg7zP09MzMzOzrq5u8+bN5A1AiG/ZsgUrCjo7O6HIysvLO378uLCwMI1G4+fnp1KpgMZ1dHQMDQ1dXV2xIDQ+Ph5uT3BqLS4uLi4uRviCFwW4GvVldXX1gwcPHj9+DNoT5DMQlRFrajIpxEi/s7MTrNfS0tKsrKz4+Hg7O7sTJ07o6ekJCQmxsrKKioquWbPm/PnzWKsHMVhlZWVHRweotgDUIaevqqrKycmJiIhwcHDYuHEjjUZTUFBQUlKytraOjY11cnLS0dH5ryyov7+mdD5kyoaP4uLiTk5Oubm5TU1NUVFRy5YtY2VlReaCioyInvAOrlq1ysvL6/Xr1+Pj4/9/VCP0y1gnJiaeP39uYmLCy8uLXw8BB7kuuB+UyWkthc4hjkAlwEDADOHg4AB+xM7OzsvLKy4urqWldfDgwdOnT9+8eTM3N7esrGznzp3I63hCmJmZjY2Nsd2wrq6uo6Ojo6MjKSlp//79HBwceKtYWFjw88jLyy9evHjNmjViYmKLFy/evXu3ra3tyZMn9+/ff/HiRU9Pz7Nnzx45cuTWrVsw4LOxsbG3tw8NDU1PT4dPpIuLC9jYfn5+8P8NCwuLi4uDcgw8b3A8yJyora0Nc5bq6urs7Oz4+HhXV9eNGzeqqalxc3PD5/fnn3+2s7NLTU1FKQJlDbQRwHZAHAeanpKScvXq1XXr1qmqqm7cuNHBwcHX1/fAgQOYqDNOWtR+XWQTIIscs/gr0M6OHz8eHR3d0NBQVlZ26tQpfn5+YNtISTiQMZ6bPXs2FxfX/v37GxsbQY/7n65GyGY08gONj49HRUXJysoC4AMqAsoHZdKEZebkRe4dajKENUH3BAQEMM1CkS0sLCwnJweu8Llz51xdXYuLi9PT07W1tUGowh2fPXu2tbV1YWFhfX39kydPIDxJTExcvnw5vgC3m0aj6enpXb9+3dLS8syZM1u3bj137tzJkycNDQ01NTVPnz5ta2t75syZZcuWqaqqnjlzxtnZ2dTUdPHixStWrLC0tHR3d9++fbuioqKamhocrDdt2qSgoACHKnV19VWrVunr63t4eJSWlnZ3d4NfBRCmo6PjxYsXoJ1UVVXl5+enpKR4eXk5Ozvv3r1bTEyMlZWVn59fW1vb0dExKyursrLyyZMnWIz78eNHEAEGBgZ6enra2toaGxtLSkoSEhKuXLliYGBgZWUVEBBw8uRJOTk5tOYARr4ueU9BRehHxaBqLlu27ObNm8XFxY8fP46Jidm6dSuwEbRS4Buj1EbmVlRUDA4O7uzsJCOb6UH1PxHZ9LwWIH3t7e1HjhxBTOOGArODqxCFQoEcgzLZkZCdMrMmL4Q4puhcXFwQpYuJiSkoKGhqaurp6Z04ccLe3j4wMLC4uDgvL09VVRXfGWmYg4PDxsYG8AKmgO3t7VhJw87OPnv2bGlpaQ4Ojg0bNpw+fRrrvM6ePbty5cpLly55enra2dktW7bMysrq+vXrtra2+vr6/Pz8K1eu9PT09Pf3P3HihKKi4ubNmy9cuLBt27bly5eLiIicOXPGwcFhx44dysrKJLfhdII0MCMjo6Ojo76+vqSkpLm5GeoHiM8rKyuLiory8/MLCwvT0tKCg4MNDAxUVFQ4OTlnzpyppaV17dq15ORk1DZg+b1+/XpkZGRoaKi9vR0mPo8ePUpPTw8MDLxx44aDg4OlpSVW91LoJNJfPV3/qwuPCicn56FDh5KSkp48edLS0uLl5cXPz4/cRKFQIHdiYmKaN28exCIzZsw4fvx4UVHR2NjY/3qdjVYXIf7ly5eMjAxVVVWIdpGJ8bwS9Bq5HK+ZJ9d3o1wBDkrIT3jK2dnZFRUVhYSEaDTa6tWrjx07du7cuWvXroWHh1dUVMTHx4MFRZm0cEBWaGhoQAuIUvvatWvy8vL4ngICArq6ulu2bJk/f/62bdusrKwuXbokKSmJc9zBwWHhwoVbtmwxMzNzdnbesmWLhoaGlJSUiYnJvXv3bGxsVq5cKSUlde7cuZUrV27ZsmXNmjXa2tonT548ceKEiooKcSjFxBSHMo5sOzs7LA6OjY0NCgqCM879+/fDw8OjoqIiIyNhqxAUFGRmZnbgwAEtLS0eHh4RERFjY2OM94FIgusyOjoKMBG2DbGxsVjIdPbsWXi+Ueh0G98R78NFkjeMilxdXbOzszs7OxMSEhYvXgzUDw8nJhIiIiLY0zd37lwxMTFnZ+fR0VGilQSbd+IvNid+4/WtqN/ExMTHjx87OjpOnDjBzs7OxsYGYiph8NGDHvR4CIVuUgMkBEUwXlOpVG5ubqAHioqKW7duNTExwVsYHh5eWFjo6+srKytLRsdUKvXYsWNZWVnEsKarqysrK2vv3r00Gg2jIjY2tvXr1x8+fHjjxo3Lli2ztrY+cuSIiIgInpxLly6tW7dOR0cHJ7uOjs7ixYux28Xa2trIyGjHjh0aGho7d+6Ul5ffvHnzmjVrdHV1DQ0Nrays1q1bhyoL40Cc1ywsLOrq6pCUS0hILF++3MLCYs+ePYsXL0aVv3Hjxs2bN69cuVJHR8fc3PzKlSuWlpZ2dnbm5ubgQPPw8Ozbty87OxsCzYGBAUCQ4+PjqLUKCwvj4uKuXr26ZMkSGRmZFStWiImJkfs/PRz/bRCTi9AiyNoJJiYmoDHJycnNzc0VFRWmpqboZ2DYgKk7XAYEBAQQGKtWrSooKHj79i19NTvx15X3t1zfVI2AEjA2NhYVFYVZILSfZBc6ERAQ/zjK5MYZJGwyspk1a9a8efPA3kZ5DRKZoqLi8uXLT5w4YWNj4+fn5+LikpCQ8PDhQ3t7eyqVSh4PZWVlf3//0tJSUKvb2tra29vj4+O3bNkiKysrLS0NSj6y8s6dO3/++eerV6+uWLGCQqGwsbFpamoePnyYSqUKCQktXLjQ0NBQQUGBRqOxs7OvX78eaV5VVVVRUXHVqlWioqIaGhqqqqrHjx/X1tY+dOiQnp4e5EKYMiorK+PXWbNmjbu7u6KiIisrq66urqenp5aWFo5pwAi4IaysrGgnJCUlTU1Nsfzu6NGjkpKSIiIihw8fDgsLA+je398PrL2rqys7O9vNze3cuXPr1q3j5eUVERFZu3bttm3bREREiLzjGy8S1iRP4YYjYc2YMUNTUzMqKgpw57179wQFBYk/INbP4vgiYBcbG5ujo2NHR8eUkeSPoEl9E54NqvHQ0NDRo0fhQQGnBDyg9BJ0yuTokYGBgbi+4zahpwahh3hPoqHm5eVVUlLatGmTqampra3t3bt3g4ODMzMza2trjYyMCFjLyclpYmJSWloKs2CYdXR0dFRXVyckJLi4uGB7hqWl5dGjR42MjExNTbW1tc+fP29ra7tt27aNGzeamZlZW1vv3Llz/fr1R44cuXLlio6Ojrq6+qJFiwwNDXV1dTk4OPj5+efPn48twBiL4gEQEBDg5uZmZ2cXFhZWUFAQEhISEBCQlZVdsGCBubm5kZER9nodOnTIwcFBTU0NBRvJo0gBPDw8vLy8KioqXl5ewNofPHiAJ4FKpaqoqFy8eBGHFcwynZyc9PT01NXVsZsUp9zGjRsvXLggLy9P8sgU189viW/SR5JmiUKh8PPz+/r6AgDNyspSV1dHXsN0HRU2fllWVlYwuffu3ZuRkQFse8o85PsWJN/KiBofH6+pqcEGsJkzZ2Ikjok6ROb06gxEM6pt0tkQtpO4uDgXFxeAvDlz5vDx8UlISMyfP3/79u2//PKLtbX1lStXsL0uLy8PawvRg69fvz4qKqqpqQlCGOh2oUeEwxikNK2trQ0NDSCgVlZWEofIpKSkysrK/Pz8kpKS/Px8rBQLDw/38fFJTk7Oycnx8vI6ffq0hYWFg4PDmTNnli5dqqWlpaOjY2JioqioSHi2EhISRkZG169fNzc3v3jxoq2t7a1btxQVFXl4eDQ0NMzNzS0sLKSkpFhZWalUKjZko/SiUCjy8vKcnJxLlixJTU2FavPhw4dJSUlBQUFHjx5F6bJr1y5tbW1VVVVRUVFFRUVskMI9ZGJi4ubmPnny5PHjx8XExAg5B7n2GyOb/mJlZSVvKIVCYWdnt7KySk9P7+rqqqioOHHiBDc3N7A/vNE8PDw4ivn4+ISEhPj5+RUUFK5cudLR0QHJBX0sfd/M/U05e2Ji4v37915eXiIiIkTRSKYzbGxseHYpk+g1HnpA3TAGQZcDDBt9BtIhzJ8UFBTU1dX37dt3+vRpe3v7Gzdu+Pn5FRQUpKenq6uro8gWFBS8cuVKTk7Oo0ePCJ0IoO+zZ8+Gh4f7+vq6u7tBUQI/BFpdooyENAF2Z/iIB6CioqK9vb2lpQXTeAy6YQQVGRmJLTOGhob6+vqbNm1SVVWl0WjHjh1LTEzMzc2Ni4uzsrLaunUrWG8KCgrW1tY///wzLy8vBweHrKysmpoaqUZYWFjg/rh//37Iz/Cz1dXVJSQkuLq6nj179urVq+bm5ioqKpiDkAyKbzJ79uyNGzeePn0aliDIl/R8938bwVPyNLnoJzj4qKenFxUVBX+L4OBgLHwC4Dh79mwqlYq2EoeShITE3LlztbW14+Pje3p64N06Pai+y/X1eDZOkMbGxt27d/Pz8wPWILeAaXLvKNFl4DaxsrKiIgeFFUgCnIIx3xESEoJSVUZGRlFRce3atceOHbOxsbl7966zs7Orq2tRURFsKYESrlu3Li4uDu6mIKBiJgJ1NywN2tvbAZl1dXUR50iQpZqamuB4Njg42NbWhkIWJQ384UE4aWxshF798ePH2H/Q1tYGOzUsqI6Ojr5169atW7cCAwN9fHyOHDkiLi6OVnLGjBmioqJHjhxZu3YtEi0/P7+amhpaPUZGRiEhIS0tLTExMTMzM8z8iXamvLw8MDDQzc0tLi7u7NmzxH6IQDGI7MWLF7u4uBw4cICbmxuHHnIKfaf+1ZE9Pcrp63hxcXE/Pz+4ZxUUFCxZsoSZbussWEMUCgXDSNwTISEhc3Pz2tpaaPURUf8rHeTEpH4zKipKQUEB1R4Ka/p5FblNpDgTFRXV1NREUifYn4CAAI1Gg6hOSkpKSEhIRUVFQUFBVlZ2+/btx44ds7W1xWaW4ODgwsJCCwsLPj4+7A0CURsMkJcvX0K79ejRI8z/nj9/DrwMzDtwU2GW9/TpU3D3kNQxwYYzPCIe/xzUbRAAX7x4ASX8w4cPkaVaWlr6+vowKYQDSXl5eWJiop+fn4WFhbGxMVA8LS0tZWXlhQsXSktLy8nJKSoqLlu2DL4rc+bMUVZWVlNTExAQuHr1KsixGKFDZABkMCsry8zMjH5TI4GY2NnZDQ0Nb9++raury8/Pz8HBAR4pyHfT8+7XRTn9FIJh0l4UT9fly5cB2JeVlRkYGOCHBPJL/mtQkTknL11d3fz8fGLf+iOUv18f2R8/fhwYGDAzM+Pj4yPzc9I4T7mbeIiJjSdSNcpT4J3c3NxsbGxUKpWVlVVYWFhUVJRGo+no6GA6gyW2Dg4OKSkpBQUFx48fB6deXl4+OjoatD6Ypra3t6PAgO0TPM1A4YBSBq/BeUIKR11O/hUkYXD+Reg3NzejYnn69GlpaSk4q/Bqam1t7e7uhsPTq1evWlpaYBCMhb9PnjwpLy8vLCzEIB17w06ePLlu3To5OTkxMTFRUVE+Pj55eXlBQcGff/45NDQUkntIkh89epSbmxsaGhoXF5eRkeHp6cnBwUE/wcULfX19R0fHbdu2SUpKCgsLc3Nzs7KywsECyg8GOi+AfxjEf/UFhGRPoVAITvDTTz8FBQXBTNnOzo6Xl5eRkREnEnm78dYTsbaEhISfn19DQ8Pw8PAEHbD9Ha9viuwnT56sW7eOpGr6O46MQnpzgm2TO0iaG3SQcGYRFBQEjC0qKiojI6Orq2tmZubi4nLr1q2bN2/6+vpi24uWlhZyhpGRERaKkqIZpu5Iw2gcX7582d/fj+kG2Be4MKScQjlCKMM2G8S95uZmbPMAm6+ysrKxsfHFixevX78Gle/58+fwce3t7cWjhcOBKILb2tqgFH78+DFsSbABFVs4MNg/deqUq6trSUkJHH/g11NbW1tUVIRFH5mZmTExMSoqKuQeIsgUFBSuX78OFhQ/P7+goCD8Eohw6/tGNn3OJtiXmpqao6NjfX39wMBASkrKokWLwGtFQCPZIYUTCqegoKCJiUlKSsro6OjEf5I1vtf19R3k27dvw8LCxMXF0a9gPE6yNVI4/QySnubLPLnbgDLpBYU0gwZLTExMXl5+yZIlO3bsMDU1dXR0xHbQsLCwvLy8mJgYBQUFCoXCzs5++/btBw8eYFM6dhggOjGpQdUBe8jh4WHYdyC4BwYGEPooshH9Q0NDAwMDyNkIUBgzEAvgtra2yspKIDCYAra0tAwMDMA5BIylnp6e4eFhmOC8evUKPwM2KMDLGKU/Mjp2T4KZXVVVhX8O4hR2LZSVleXl5UGNn5ubu2vXLoLoIXnr6ekFBgaeO3du0aJFgoKCAgICaMRRatMzGr5LZJMCkv6TgoKCsC98+fLl48ePt2/fjjYAo1/iPkA4Qugs1dTUbGxsXr58SbSz37cg+fqc3dPTc/z4cWQIEs14LvGwApynV6oT0xyi2wVCApCbqA3k5eVBLdq2bZuJiYmDg4O3tzfsvEpKSi5dujRv3jxGRkZ1dfV79+5lZmaCjEF0uBB+Q/31/PlzxNPQ0BB92h4cHOzp6Xnx4sXQ0BD8mSAJgxEwROywuwZZD3LgFy9e1NfXd3V1YRyIBwOefSSaUdBD14jkDXy9rq4OVQ1KfGzAQRXU0tICslR/fz82H+A3amtrKy8vxyLghISEoqIiS0tLTANww2k02tmzZ2/fvr1t2zZNTU20KKjrkCmI0vT7RvYUsGX27NkWFhY5OTloV86dOwdME+8piWzCewM6zMbGtm7duuLi4rdv306h+3+X6+tnkJWVlQoKCkgM5DfE70BPcmKaNMCmL69JkU0kYRh/8PLyCggIqKurr1mzZuvWrUePHrW3t8c+5itXrsTExDx8+HD79u249fv374+MjMzNzQVnFYoYsisDhiGoMaC3RYiPTF5w+3337h1cbIhJJExTYbXz5s0bfBPIwHp6ehobG5GV375929HRAcYS8v3Y2NjY2Bi+DHZqIGZBKQz7VvxbKOehNMPPDFtuCCZQqUPwVllZmZaWhj1SJSUldnZ2PDw8lMn9BEeOHPHz8zM3N9fR0VmzZo2Kioq4uDiaSNxPMu79XpE9ZQBEvuG+fftCQ0MhuYiMjFRRUaFQKCiycYwzTq6DIwU3ExOTjIyMm5vbixcvvntYT3x1ZH/69Ck+Pp6fnx/QPQMDA6kuGOkMVOmZBuTOAulEp4yOByeUoKCghoaGvLy8jIyMvr7++fPnb9686eDg4OjoiIXNhYWFiYmJCxYswDj6woULYWFhAIC7urpQziL/oTvs6OgYoLvevHkDk0gY2YAUOjIyQjx/3717hz+ieoENyNDQEMoVov6C/eTg4CDZ+UuM1JDvnz9/ThaDwL0EKAqCuLu7G7UNfmZIy1CBwFATWztqamrIoj3sUaioqLh8+TLZ0cjGxubs7BwUFGRoaLhp06Zdu3atWrVKUlJSUFCQk5MTRTaZIn2vyKb/SvoXP/30k5+fH0wvysrK1q5dS/8F5H0nginEPS8vr6GhYX19PSwt/ye4fh8+fMCGB/CwyS9MMjS5R9PHYExMTKysrJCBSUpK8vDwkK5CTU1NUVFRVVXVwMDAycnJzc3N1tb2woULt2/fzsvLg9c6kO8lS5YEBARkZ2fj4IbPKlyUUEuggYMHJJLx2NgYYKYPHz58+vQJtQes1xHW4+PjqJiRsOFUhroC9QyME2CbNjQ0hP8OWDhZSED8AQG24EIQQyvZ19eHdQvY9kSARaRqLNBB9YLFOpmZmSkpKfAbOXnyJCoxCoV6A6cbAAAgAElEQVSyYMGCoKAgR0fHY8eOHTx4cP/+/WvXrqXRaAICAhj7kQ7vR0T2lEtOTi4oKAiGnY8ePdq2bRuZQ9HrXEkhimnO3LlzNTQ00tLSRkdHvzsp6isju7KyElM0BjrBOawnCJ2DcdJHmJQiZEiJ9gIL7wCMCAkJzZs3j0qlysnJHTx4EJR/d3d3T09Pb29vFxeXsrKyhoaGS5cuzZkzh4ODw8jIKC0traioCHtnoFRHTCPFDg0NwSDhw4cPHz58QLb+9OkT8YZEWQzTD/zt58+fsZgBRTbWwEG0i5obKmCyMqa2thYydWzcw3aO3t5eDDubm5ufPXtGFqiSDI2SBhbG0JXB5xL7ljBygrqsrKysqKgoOzs7Li7u/v37OTk5u3btghJv7ty5e/bsiY2NtbOzu3z5spmZ2Y4dOxYvXiwhIcHHxwfHD0LaoU833x7ZJE/RzyOZmZkDAwNhuNzS0rJ//34uLi5EM4AElB/0bmFIeQICAn5+fj09Pf/Xk5rp7ervv/8+Pj5eXFysoqIyZ84cMNcoFAoxAqav7QgZn4xbyd1BBYJFJ1xcXGjqqVSqtrb26dOnr1y5cv36dS8vr9jY2ODg4KysrNra2oaGht27d1MoFElJSV9fX0geYZcDs3eUrX19fWNjYzAW+/jx4/j4+Ojo6OvXr9+8efPhwwdYRY6Ojvb19Q0NDcGJHVs68RggEMfHx3/77TdMebCNAAssUbi/fv26r6+vq6uLVCkoMaEQe/XqFXxIII/HjkkAi/DlAa4CIhEYqvQrgyGegF49Pz8/MDAwJCSkoqIiKyvrxIkTmIPw8fE5ODhER0ebm5vb2toaGhpqaWktXLhQVFQUhyHRLoFzRkpb+iCecpYyTnoHfIUMZ968eebm5llZWbASd3JyAmcTqDY6MQhEwAOlUqlg4c+bN+/YsWPV1dVk7e/34mr/o5xN/kv88ddff/Xz85OWliawDrpdZFMAmXhAkaTJ709uLpHPCAgICAsLw7BPRkZGVVV1+/btxsbGdnZ23t7ewcHBkZGRSUlJUCUlJSWpqKhAyRseHp6VldXU1NTZ2Uk2FQGOgIP6b7/9hghGrgVnnxiwv3v3Dg0lFgyg8n737t3Hjx/x9fgyaFiQ2sfGxvr6+tD/vX///u3btwDpcERA+o55TV9fH8x06GefhKCCthL7k6CHR6kNgyi0v0RRlpmZGRAQEBERgYmPgYEBOzv7jBkzpKSkgoKCwsLCDhw4cOzYMWNj4+3bty9atIhGowkJCfHw8CC/AEihTE4Ep0zQpmdx+r7oX11cXFzbtm1LS0vDapTg4GCYxuP5QWSTUT8jI6O0tDQcuJmYmFatWlVSUkIKku9lj/aPInuKRezQ0JCJiQnZlM7ExASCOb2hGVIF2YtHmkjGSbMRVC/z5s2DzHHp0qU6OjqbNm06fvy4paWlh4dHZGRkcnJyfHx8eno6OBvW1tZcXFxiYmI3b97MyMgoLy9HqkNexHIw1MSkDsEyA0DOxNX38+fPY2Nj+DJUJmNjYyhavnz5go1HKF3gkgrnduxCePfuHTwmgfqRUoQEMSIVYY2MDvMdFOWYjGLTTU1NDcoSzICwwADZGgY6MB6JjY2NiYmBd8/atWvB6N+8eXNMTMzt27f37t27a9cueDMsXbpUSEhIUlISqoVZs2YJCAgA0kYK/yfB/XUXKyvrokWLMjIyYNV5//59RUVFZD34cxBHO5RSUlJSPDw8iB9hYeHExMTnz59jEvm9ypL/Htn0RwPIWfX19fr6+hAC4UFHaUH/rCOy0aGjUCF/hbkM4BGYrcjKymppaa1evfqnn346cuSIra2tr69vQEBAampqQkJCbGzskydPSktLly1bxsLCoq2tHRMTA7sPBArMPbC9AMkVOwOIPTapQ+Dn8vnzZ7KtC1aRqLZ//fXXP/74A/bssJMkf4WAhrAFCCAogcjQ6FaBxpD1pK2TF6z6CJWKLBFG2oajFQY38O7Bx9ra2tLS0qqqqqSkJD8/P+xQ1dDQQHQaGxuHh4dbWloaGRnt27dv/fr1S5YsWbp0KScnp5yc3IIFC4SFhUGXx+k/BYedDlx848XAwKChoZGSkgKf/NTUVDU1NXoMm0gB2djY2NnZkdHRa3Fzc9+8ebO2tha8VhLZ019858imn3l+/vz5119/TUtLU1dX5+PjQ2QT3wXm//S9Br7DOCnCJVUdqiv8nlQqVUFBYdGiRaAN6enpWVtb+/j4BAQEBAQE4O3Mz8/v6uq6ffs2ijNjY+OioqLe3t7R0dHe3t53794hX75+/XpsbAxiCOAh79+/ByRCLrLiiCwSwKYYfDE6SDSUeIbRaBJcBcjd27dvX758CSsStIBArOmX8GLvOpyO6+rqsOm9oqIC3qpwjaquri4pKcHSdWwErqqqKiwszM/PBxKSnp6ek5OTkJDg7e0dFRUVGBgIqz5OTs7jx48HBwdbWlqam5sfOXJk165dq1evVlNTk5KS0tTU1NbWFhERIewRTIhROv7VRsIpYfpvI5uFhUVfXz8uLg67qbKzszds2MDFxYW8xkRnzgjGNtaPsLCwQMetp6f34MGDoaEheuzvh0c2/Xzojz/++PXXX0HIxoQJjQJROpKwnlJhk8+jh8DokYuLa+HChYcOHbKwsDh8+PCGDRt27Nhx+fJlb29vHx+f8PDw8PDw9PT07u7ux48fr127dubMmWJiYl5eXi0tLRCKDg4O/vHHH4ODgwhcAlfTA3nYnoFYRxx/+PABU3dUI1++fEGjiUf348ePMAZCr4x5zcjIyPj4OJYNYAoDy0mUxWBUg9WNq7y8HMFNLHiwTRgOlEjVDx8+JBZncOkuLS3Nz89HZBcXF9+/fz86OjosLCwiIiItLc3Dw0NcXJyRkZFGo1lZWQUFBdnY2FhbW//yyy+7d+9evHixtLS0hoaGhobGokWLwMNhZ2fn4uICVILIJulmemQz0F3/NrLnzp27ZcuW2NhY0A0aGhoOHTokICCApwspTFBQEJo9uDQiu3FwcKDCDA4O7unpwbGJSPt7e8vvENn4vrBe+OOPP0ZHR83NzalUKiG4gMJKjjmGScYj06T5E/3IHYOoOXPm0Gi0vXv3+vj4ZGdnl5aWwjbJ3Nzczs7OxcXl9u3bvr6+YWFhxcXFnZ2dd+7coVKpM2fOPHDgQGZm5tOnT1FOvH79+uPHj0NDQ2R30bvJC6AeGMDYnkHfLGIW+O7dO/xev/32G4ls/BOA2SjHUcEPDg42NTWBPwhuN6FuQ85DSg4wnxoaGkD/QBwjQ6PYqK6uxieRzuvq6srLy0tLS2EojH0GRUVFWVlZfn5+jo6OWCjl6uqKWy0vLx8QEODj42Nubn7+/HkjIyN9fX1FRUUZGZn58+eD8YdkSSwkcYROCevpBfe3VCYKCgoRERGtra3Dw8MtLS1GRkZYCoByCI8ZBGOA1ObMmUMMC9jY2G7evNnQ0PDhwweSQ/+PIptIMl++fGlgYMDNzU3QPfC/gDHRC9TJNBUxTQIdSjADA4PMzMyampqCgoKkpKTExMTQ0FAHB4cbN27cunXLzc3N1dX1/v37nZ2dtbW127dvZ2Nj4+bm9vHxwRJ1AGown0aTh3yMjPvp06cPHz6gvEYtgRE6FnaNj493d3cPDQ2NjIxApIyRJOKb1C0Ia7J/DJ3f4ODgs2fPUF7X1NQ8nbxAVkEKh80NqFTYX/Po0SN4jKBxRDpH1oem4eHDh4WFhVlZWVVVVbW1tfn5+dnZ2RkZGUFBQba2tomJiVlZWcHBwcSNJDIy0tXV1cjI6Jdffjl69OjOnTsXL168aNEiZWVl8GOFhYWx2Qf4N/PkRX+QfpcKm1ycnJxxcXHNzc39/f2NjY3nz5+Xk5Mjq7bY2NhgHwC/DUQ8YRxxcHCYm5vn5+fTe/99I/b3j7AR4gX1+++/V1dXb9y4EXwPYmeBohkFN+HrUOjmT6RugQmlqqpqRETEkydPAgMD9fX1+fj4tm3bFhIScvv2bXt7+4CAgOTk5JSUFPDZvby8ZGVlBQQEdu3alZiYWFNTQxInohMg9Pv37wkDBLUypoyoW4BqI09jXoMngWz3A6oN1kdfXx8a0IGBAVTkAwMDbW1tZEQ/PDwMNJo4JTx79gwu9FjYDp5TQ0MD/G5qamqwrqC0tBQlNRI8SheMG5HOEfrFxcU5OTnZ2dmxsbG+vr4hISFZWVlOTk40Go2ZmXn16tV+fn7nz58/ePDgrl27Nm/evGfPHi0tLVVVVQUFBXFxcUFBQUlJSTTogCMI2eHvo3n6pIaeoUn524pFQkIiNDQUjL+WlhZ7e3s4TROPCnycObkpDlA3woOFhWXz5s1Yt4c6kB4n+SE5e8pz8/79+/j4eFlZWRx29AICtAj0nGwyf6Jnnc+bN09GRubs2bNgb+7atYuTk5OBgUFCQuLs2bNBQUGurq7Y+FZYWNjZ2ZmUlLR161b8K0dHx9zc3JaWFkwBgbUh1D5+/Ih6GkmXFCdIvVhuhGkiED3wQ5DjUZoj7gHhkXE6EENoKDGOATQOvTBMsjGIefXqFZA+GLxjvweZLCI3NzQ0YJckyhjENNI5GkpwssvLyzMzM9PS0jIzM9PT093c3Pz8/NLS0lxcXAQEBGbOnLlhwwZfX9/z58/v2LFj27Zt+vr669evV1NTg3mxjIyMhISEgIAAwUNm0u0l/PvgpudEMEzbskKqzT+NbElJSS8vr6ampuHh4adPn/r7+0tKSgK0hr4ESQ0EuFmzZrGxsYFnAWHR0qVLExISXr58Se/X+i0cwP8S2UQuj/9pZGTE29sbPlfIxwTsmzlzJg8PD4ls3AicOFiQR7xmdHV179+/39bWZmdnJygoSJkUH2D+4ufn5+3tHRYWhs1JFy5cwBbNvXv3pqWlVVVVdXd3g5CEmEMXiPKDlNG4AEgjrDFDIZHd3d2NWgXlONnrBQElAhT8Hjw/mJyDtI38DTAbpweR1WCDBzbjEL0w8GlszCGu9QhuvKivr4fBdnl5OeIb6zsqKioSExMdHR1DQkIyMjL8/PyEhYVZWVnXrVvn6Oh4/vz5ffv27dmzR09PT1VVdfHixSoqKkpKSqizIbjEhIGcmfQmGX8f2TOnLUtgnPQs/tPInjlzJo1GCwkJefbs2fv379+8eRMXFycjI0MUUiDPcXJyQqEMhIdCoVCpVHjTSUlJQSlMr4wkUf79IxsXjuyJiYmRkRFspSAqIHILmJmZAZLQ0wmAZOMkwsMgICBgamra2NhYXFyMZfdoK1lZWTdt2uTh4eHm5mZvb5+fnz80NJSYmLh69WpmZmYVFRUfH5+cnBxoWJCwwQz58OEDPTwHrANlCQaKQDaQs5GSh4eHm5qaent7YZY3ODgIUQxKEYwzBwcHQXzFd4B0oKWlBbHe2toKN3hIJDFBBF8Pm8cgYENBUl1dXVVVhUqDtIyPHj0Cho3IRj+KiqWyshKMkfz8/KCgICcnp6ioqKysLA8PD0lJSU5OTm1t7Rs3bpw+ffrw4cOIbCUlpeXLl+vo6GhoaPDz82MvIyaRaNToT9dviezpX0yiXEBAAH5RoNl4eXnJycmxs7OrqKhoamrCZAelPxFGMDIygpbIzMwsIiLi6enZ0NAwMjICG+JvXET273gjg4ODxsbGgO2AktKzb5kn15aS84swYJgmlxxwcXHduXPn6dOnCQkJ8+fPnzdvHg8PD9AfIyOj0NBQHx+f+Pj4rq6u/Pz8PXv2cHFxCQoKGhkZlZSUYOUF+HEoDEZGRgBFg/WBUhsTFjSCKKwxcHn16lVnZ2dHR0d3d3djYyOpklFRoCJHTJNYB7+PcFY7OjogHejo6KioqABpFiL5Z8+eYTkOSmdkaCRpgv3V19fD9R0RjHEM/B6ApUBLlpeXl5+fn5eXl5GRERIS4ubmFhERkZ2dffXqVeRsHR0dNze3gwcPbtu2bdOmTdu2bVuxYsWCBQuUlZWVlZUJ3sfLy0vWx0zpf/5rZJM3kaQqhmk8E4b/vOTl5WGWgrPR0dFRVlYWC1ikpaUJ9ocHD5MQ4pXOwMAgIiJy4cIFbGwCqv1jIxsXKeS7urpQGeOZI8ANId3S8xPAWkS2QM6eNWuWqKhoZGRkd3d3WFiYsrIyuIH4K3Nz86ioKH9/f9CUDxw4wMnJycHBsX///rS0tPLycujJMXEEKxoZd3BwEEl6fPJCy4hqBC8AfmOnY29vL54QzOShksRzgpE4DgRUF0jzo6OjbW1tsCVBs1hcXNzU1AQtDJSU8GkA1kHgP9IdArQGIQRtIoA//G1BQcGjR48w4snLy8vNzS0oKCgoKIiJibl79y4kF9evX4fh2+rVq93d3Xfv3r1x40Yws3V1deXk5ERFRUVFRQUEBIAZE0kHrBH+CRIyvYOcTkKeHtmIfi0trdDQ0MbGxvHx8d7e3pCQECwU5ufnh2E0am6iNaFQKMQVDYf50aNHa2trh4eHST79gXU2LizkHR8ff/z48fr16zHfIuJkhDVuHP3okRyC+OVxl5WUlMLDw1+8eBEUFKSoqIj7jsTs6elZWlpaWFj4/PnzoKAgUVHRuXPnrl27NiQk5MmTJzk5OTU1NYT5hBd4DaUMxuOkgwR9DwAIIOp3796hxsBu0p6eHoQ1oTTBmhqzzNHRUfLFeIQwyYeeoLm5GcY6EMKgWQTMh31LqK1RdQAbATBCkG/UJCT6kdFRyWBUmZGRcf/+/bi4OA8Pj9TU1NraWkdHRxD9NDU1HRwcjh49unXr1t27d2/ZsmXVqlXy8vJgjAgJCfHy8nJxcaFlRxj9WxYrPbpFr8v+0y/Gk7Bw4UIPD4/m5uaxsbHOzs64uDhFRUWQxXl5eaGWYp40BGRhYQFTCt3krFmzODk5jYyMamtrkbPpU+rXZe5/gY2Mj4+Xl5draGigVMJPSe+8iLtAcFOiCqNMwoJz5syRl5d3cnLq6uoKDQ1VVlYmTlmSkpKZmZkIlOzs7NWrVzMwMIiLi9vY2OTn5wMgw2iGyBZRbxCCHpwrPn36hDENSCNI5AhugINg+tfX1yOI4dmA5A3m9NDQ0K+//vrmzRuS4MHOAwcVSDYiEqavRAWMkSQkZC0tLVDEkEoDpQhmNChIUI0g9KurqwsKCvLz86urqx8/flxeXv7gwYOkpCRE9v379zMzMy9fvgx/nAULFtjb2589exZ4n46OjoqKiqysrISEhIKCAh8fH859DB1RH/9b1I++WaJ//VdfzMzMrKCgEB4ejkFBV1cXlPYiIiLCwsJiYmLz5s2DaSMYXVBUEdwGNCkrK6uHDx8ODAyMj4/T944/JLIn6Cisv//+e1FRkYqKChYSwM4CEyby24LOSk+eJLJ2CoUCqYGNjc2TJ09KSko2btyIpE6hUNatW5eYmNjT01NXV7d//34qlSotLX3x4kUwK6qrqxFefX192AtKeE6//fYbCKsg6yGIiY6GJHJUJhB0gdoB3sjr169bW1sh/oWOnViltbe3t7W1IfSHh4cfPnw4NDT09OlT7OBraGhob28HCRuGUmTSjuYSY5qKioqHDx8CBkEHWTV5kQU32G+GyIYqDE1kbm5uQkIC1oUlJyc7OTkJCwtTKBQJCYnLly9fuHBh69at+vr6q1atggEijUajUqny8vI8PDxwZSBzBsBTlEmtKmWaSndKRqd/EkjlTRhv0xESZmZmCQmJqKio3t5eeHHdvXt3zZo1mpqacnJyIiIiRHeMnIgsjh+SQqHA1NPCwqK4uHhgYAAwwMQk9vdDIpv++378+DEpKWn+/PmioqK8vLywXUQ3QAjZTExMeBBJ/zFj8sLpM2PGjH379uXl5VVWVh47doydnR33S09Pr6KioqSk5PTp0/Ly8srKyleuXHnw4EF6ejokYeCLYk0HQS3QO0IiQOIYNfenT5++fPmC+QsiHkqw169ft7W1vXr1amxsDIm5oqICvmcjIyMgkQI/Aakasd7f3w9gBKAHyE8QyKAWh0kV7BxgH4UNfShFamtr0SxCFQa0pLS0tLy8HCAJUjhoq9nZ2dnZ2bm5uRkZGYmJiXfv3g0JCcHGPTExMQYGBgEBARsbGyMjo9WrV69Zs0ZLS0tOTk5GRoZGowFig4wDq5MpdPMy8qYgHOnd6qZE9pSOc0oinx7Zs2fPPnz4cGJiYnNz85s3b1paWsLCwrS1tdesWSMpKcnHxwfBK6k90DuiQGVgYMAU7+DBg6WlpYODgx8/fiRsjokfPV2fmJgYGRnx9/eHApfs/5v1n1bN5I6QiyDcUFLMnDlz5cqVQUFBjx498vT0lJWVRdDDRP3IkSMSEhILFy48d+5cTExMZmZmamoqKtq2tjZUtKgiQMVG5oYyALU1GUOSfeaotjHEwfjm+fPnNTU1YBL39/eDVgrtLcSIEDICSCG7TwnT+vnz5yigm5ubiT4NHSScIV6+fIlWEvMaVM8ABJG5kcKrq6vLy8vLy8vBJ0HpUlRUlJubi8ydm5ubnJwMflhCQsLVq1dRqgoJCRkbGx86dGj58uU//fTT8uXLFyxYICoqKiIiAtEdmjacqAwMDDw8PHhfyMn5NzFKPj+tVPkPVe/0f2VhYZGVlQVKT1tbW0xMzLJly2g0mpiYGJzfREVFkQ1nzJjBMCkJ5+DggCsxlUpFZPf396Pv/0au9r/QQb5+/drZ2VlGRgbOq2S+hR6RnFn4PUmRzTTposLMzAzEBysycnNzc3Nzjx49ysfHN3PmTA4ODhUVFWVl5c2bNzs7O8fGxt69exfOq+DsI7iBshGIGkMWQuJDpwiuH2GS4DNgt0Iq1tfXB5gFPD4I3XEmQPqOYhpNIbARbKwDJoM6u7a2tr6+HrMYFNYwV0DCRihDrgt3Y+xZRcOAugUZuqKiAosny8rKiouL8/Pzc3NzwYsqLCyMiYnx8fGBK5q7uzs3Nzcie/fu3adOnVq5cuWaNWvU1NTAPuDl5ZWRkQEvFN62kJkSuTuSNFLSlDCdHsd/c/1pZBsYGJSWlqIp7+zs9PPzW758uZCQkJiYmIqKyvz583l4eHh4eBDf3Nzc3NzcHBwcnJycmHhwc3MfOHCgsLAQItSxsTEyRfmBORvI+eDgoL29vYyMDDguaP5Id0Iu/MIkmvECxyJ+N1ZWViUlpcuXL8fGxoaFhR0/fnzLli179uw5duzY6dOnfX19Y2Ji4uLifHx8YmJiysrKsEEdoxAUviSygYogYdNHM1E34q/AiCKMP5L1IVPH5nOIdlHqQOaI/w4GN0jz9KvrEPfoGoF4ABhpbGysra1FtQ1RPRZO40kA2RXjm/z8/IKCgrq6uvb29oqKitLSUgxoUlJSIOnNzc0NCwu7e/duREREZWVlamoqjUZjYGBgZWU1MDC4ceOGrq6ulpYW1jNISEhgzsfPzy8rK6ujo7N3795ffvnl1KlTP//8M2a99C0ggbOmBOg/ifLpkc3Ozm5gYFBRUYFhbWtr661bt9avX6+ioiIgIAAeC5zZMHQEnouSCXMlAQGBI0eO5Ofn9/T0AOn6v8jZwBcHBwevXLkiLy9P7N8xAqD/nQl/lR4nIW0iDw+PhIQEumN1dfWDBw+6uroGBwf7+/vHxcVFR0cHBgbeu3fPw8MjLCwsIyMDc7ji4mJYgcGj4+XLl0jVcGbCaxLZKNGQmwltFZH9+fNn1CQ9kxfCmjj9YSSOERoZ66C66O/vB+bY39+PPI3PE24WNLzkYAEjCq0qPcGV6GUqKiqys7NzcnJqa2vb29sfPnxYVFQEwUFmZmZycjIWNcXHx7u4uDg5OSUmJmZkZCxbtgz3WVtb+/r169u3b1dTU5OWlhYXF0fzIysru3fvXltbWx8fn3v37t27dy82NtbPz+/UqVNk7Rh5pwgrkwQo/anLMO36m8ieOXPmuXPnCgsLQVt4/PixjY3NTz/9hL5WWFgYIAn2IaL8QNUkICAAXytxcfETJ04UFxf39/ejevyrFWTfM7JxKDx//tzIyAgDXnZ2dmAjzJN7eNEmUiYhbcZJXyjAOkjtHBwcIiIiPDw8c+bM4eLikpaW1tfXt7CwMDc3v3HjxpUrV2B0FhISEh0djVFFTk4OWquqqirMtLFEFJQm3IIvX74QYARhDaIfqhQMIEmtMj4+jjSMcQzK6/7+/vfv3/f395PhMPI08dt+9epVe3s71Ond3d0NDQ2wRMOjBS0CFrYjr+OpgCcOmk6AJyg8UKugwq6pqUHEQ5dQXFwMkAQfHzx44O3tbWZm5u7uHhcXt2/fPpyK8vLyZ86cOXz4MEYhAgIC/Pz8CxYs2L9/v4uLS3h4+N27dy9fvmxlZWVvb+/n5xcbG4synRhjTElGJJFPkYz8aa0yPbKZmJiuXr2KWcSbN29qa2stLCzU1NQWLlyorq6OdMbJySkiIiImJiYiIoKuABQXQUFBdnZ2ERGRo0ePVlZWwunl8+fPX758+Ranv39ajUxMTDx58kRfXx/lEaoRQiQAJAL7EeDWBPUj+2sgVJ4xYwYGv+iXly1btmrVqiVLlhw8ePD48eNOTk4eHh5eXl6RkZEPHjzIyckhEC8aL1jjIbIBZhNvJ5KwQVglVQoR80KRMDo6SqzgR0dHycD83bt3L1++bG5uHhgYgKcC8GykdpQlHR0dILVitTvqGcQxvETwtAwODpLl7VgnAiyFELIR6PX19Zg7tra2QloGLlR6enpKSkpaWlpqaur9+/dDQ0PPnDmDyLa2tgZsp6mpidWVKioqvLy8NBpNSUnp7NmzYWFh0dHRd+7c0dHRgbGtoKDgypUrY2JicnJyfvrpJ7gzM9CBJPSzGKIO+bfViJCQ0MWLFysrKyHUr6ysNDc3l5OTW7ZsmYqKCh8fHzc3t7S0NI1Gg2kEPz8/NmyxsbHB7VtGRsbCwqK2tnZsbOz3339HXzQ+Pv7VA/b/jvoRul9lZeXWrVuxxBKqAlJq04+4wO5r8JQAACAASURBVC/DJxn/UxM5Y3JdL3zPhIWFoYBctmzZ/v37Ybvq7+9/+/bt4ODgtLS0jIyMzMzMnJwcjNaB/YEviiKb6GKI7ID+BdIwZorYi/z+/XtUHb29vXA5e/bsGYYLCEfEKxzPoCHo6uqC9wNE5i9fvoRlMB4Pwt6GiwhEviS1w427ubkZUQtIkUgec3Jy4OyKzrKwsLCgoKCoqOj+/fuJiYl4sAMCAnx9fT08PLy9vSMiIry9vUGo5OTk3LNnD2pZeFrs2bMnMDAwKirq4MGD0tLS9JJqFhaWQ4cOPXjw4Pr167y8vJRJMHt6vfFPLpLUCV2ZQqGoqKjcuHGjsbER3XZxcfHJkydpNBrsYXGkYG+tuLg4Hx+fmJgYmkhUtlhUdOnSperqaswgCUv768L6v0f2xGQp8uXLl7Kysg0bNoBhQ8KUsH4JjYZIfcnzTaFQiGAJNTcbGxvOUHl5+QULFixZssTQ0NDS0hLkbD8/v/Dw8Pj4+Pj4eHgjlZaWtra2wiUHJTJCFvZlWN5MHBRQcsCWiVTkmMugsIZ107t374aGhsADIRQU4tnX3d0NIh4qClhoI7gBUcN+u729HT8JqhGMKqH3AXEKDSWcn7B6prq6uqKioqCgoLy8vL6+HnwSMLOrqqry8vIA4efk5CQnJ0dHRwcHB/v5+QUFBUVFRXl4eGBxKyMjo7a2to2NjaGhoaSkpLy8vJmZmb+/v5mZmZKSEpmdkdwsJyfn7e199+5dJSUlyqTpx38N7ul5enryBm9i/vz58fHxaB9fvXqVkZGxf/9+RUVFXl5eHh4efn5+7GWmUqk8PDzQPsIbDAvnsdnVzMyssrJyaGgIAU2KhR+rXf/8+XNZWZmuri4AdvqYxu9MiCL0OCB5rJnpdpdAFYdlYqKiolJSUurq6gYGBiYmJtevX79+/bq7u/vt27c9PT2DgoKSk5PT0tJg2djY2AiDEWJ/Srh4KKxHR0dhuoDxOO4yUBS0mwMDAyStYnEHYD58JRJtf38/oa22t7fDmA9zGfiVgeaBKSO8jGFnjFhva2sDR6C7u7ulpQVxXFtbi5oEDsIPHz7Mz89HKVJWVvbw4cOSkhJsvUH7mJ6enpaWFh8fHxsbGxsbGxgYaG9v7+XlFRYWtmfPHkSYhISEvr7+wYMHZWRkli5d6u/vf+/ePW1tbfpsTS52dvZr164FBgbCVJ+UIv8kpukvvMXkgcHRzc7Orqqq+uDBA/jWtre3+/n5bdy4UVZWVkxMjLSJfHx8PDw8wEYg8hUSEpKWlpaVlRUXF5eVlTU1NS0vLx8cHCQDSJD+fpTygCzqLSsr27lzJ7Y2TreCx4VSBNUIPdEPEQ9iF6oRcXFx+D3TaDQVFRVtbe09e/ZYWlqeOXPm5s2b/v7+ISEh4CVDFAjsDxEGR0lkiIGBgdHRUdjqvX37lhjwoVDp6+sDMxsDyDdv3gC1gPUZuE2Izq6uLoxscDKAhopSobW1FQrc6urqysrKpKSk6OhohCaQPiDZ2HDw+PFjxDf6XVBECPsPmpqHDx9mZWVlZWUVFhYWFhY+evQoPz8fkHZmZmZSUhJ0+6mpqTExMfHx8f7+/pcuXfLx8cnNzXVxcQFRh4WFRUlJ6fTp03v27DExMXnw4IGzs7OUlBSOUzJfRMbh5ua+ePGih4fHkiVLSAkxRUkwPbL/9DP0NBKGSRrc4cOHCwoKsAriyZMndnZ22tragoKCIiIiIL0B48Ou0FmzZnFxcUHVRqPRaDQaHx+fjIyMsbFxZWXl69evEdlQ8U38UOXB77//Pjw8nJ+fv3v3bjExMVBbpqj8yW+O+htaG5LRMbMkXuWAXVFqS0lJKSgoqKmpbdq0ycLC4vz5805OTpGRkeHh4QEBAeHh4Sg6S0pKSktLAbfBagwZdGBgAHUFKTxQ6sHBDAENwgmiGYOV/v7+t2/fopiGYre1tbW4uBh9KtbV5eXlYacHWsOampr09HRfX19bW1vEWUJCQkRERHFx8dOnT/H9iecqcT0GrQ/MJ8x3oPMtLi5OSUnJzMwEzxsjm+Li4sLCwtzc3Pj4+IiIiJSUlMjIyODgYDc3t+vXr/v4+KSkpISGhioqKqLVo9FoNjY2Xl5e4eHh8I2H4RgAWZJlGRgYeHl5r127dv36dTk5OWQlEpp/czHSXdNzOVEnMDIympmZFRUVwWi8tbX12rVrq1evRsKGfh6MEYB98BuRkpLi4+MTFBTEogsFBQUrK6u6urqRkREg2Th7vyKm/0Vkf/78ua+vLzU1ddOmTbDVQmlB0jMhZOMJngJ1M0yuoCY0bnhVonOXlJSk0Wjy8vIrVqw4efKktbX1rVu3QkNDk5OTU1NTsaXl/v37FRUVNTU1mHVDeYCpIez54OGEmhsCAgT6p0+fSJuI4APMDH+9rq4u+I89e/astrY2IyPj3r17YWFhMTEx7u7u+fn54ELheyJwS0pKIiIiAgMDnZ2dbWxsjI2NExISsDsBEsmhoSE8Qhi5t7e3NzY2grCKpwjsESCA1dXVoAdi6o55JKL//v37ERERsbGx8fHxfn5+Fy9etLa2vnv3bmJi4qlTp7D1iouL6+DBgxEREVlZWWlpaQYGBoRZyTC5hQJvgaamppeXF9lORl+I/01Y0w/gGOl2jTNMak3wTebMmWNsbFxdXY13p7Gx8eLFiwsWLJCSkuLn5yczUUQ2Pz8/9hCJiYmhwkbxra6u7ubm1tLSghkNgUd+eGT39/cnJiauXLkSjyCUBMjEuI8MkwrQKaX2dCYNIhvzJ25ubrAdkLZ37txpampqYWFx586dqKioBw8eZGdnp6SkoM6uq6sj1o8YlIA8DQIJmksICIAxk4gn9FdsuIP/L+isQOWKi4ujo6Ph4HH69Onr16/b2dlVVVW9efMGLenExAROhurq6rS0NHR4GRkZJiYmsbGxcFjFf41yCP/jq1evurq6sFQJJXt3dzeo2ChjMJIE8oj6G+FeW1ublZUVGBiIvamxsbFXrlzBXsykpKSIiAg9PT3c/EWLFnl5eWVlZXl6ekpISJDqmUKHXVCpVDMzs9DQ0J07d9IDfH8f2fTB/Tf07jlz5oiJibm6unZ0dIyPj798+bK0tNTIyAhANR8fH/ZCwfWchYWFh4cHf2RjY2NjY+Pk5MRnFi5c6OPj09XVhWj+/fffoQr4gZENo8qRkZHU1NQlS5ZgyILEDPsIJjpDZUY6oRF9NBPGNu4R2g6s6wUepKqqunDhwvXr1//yyy8mJiZ37tzx9vb29/ePjo5GR4Uxe3V1NSbtxIwdmRJhh/yNehrcAwwmQWH99OkTCCEwXUDkvXjx4tGjR+Hh4RcvXjx79uzly5dNTU0xM2pubsYIE3UeRvddXV15eXl5eXlVVVWdnZ0+Pj6QBaD1JCJiDEqHh4cxin/27BmQE+x6xPi9t7e3tbW1pqYGSmH46UAtlpOTk5KSEhgYGBgYiKoMUoO9e/fevn07KSkpKSlJXV0dRqEWFhaJiYlOTk7s7OxTuj2U4xoaGr6+vl5eXpqamvR+dH8T2aSkpo9sfFvMlfFlc+fOlZOT27hxY0xMTEVFBW5pUlLSzz//DA0EPvLx8UHjw8HBgR31WEPOwcEByFJWVlZTUzMoKOjFixcE6SM80x/bQY6MjMTHx69btw4FE/IuCCQkT5CajP4Iw4V2k15nCiY3lUrl5eVVVFRUUlLCAkhLS8urV6/euXMHZjrx8fGpqanIkTBlhTAW0DKUY8jcMPiDRr2npwcG2EAAiYvsxMQEDFdx3o2NjTU1NUVGRmJ7nZmZmampKYZ22dnZaGVwOIJW9fnz52fPnpWWlj59+rS/v7+9vT0uLg6WX/CEh0crJGd4/DCZBzUK28xQyuN4AeoCghQ804CNAA4KCwtzdnZ2cHBwc3Nzd3e3tLTcs2fPpk2bnJ2dS0pKvL29VVVVZ82atXjx4kuXLi1fvhziPRLWeC0pKWlpaRkWFrZ9+3YODg6GaXLGf3WB/4N8j1Z1+fLlq1atCg4Ohmi6rq4uJCQECy+RjDk4OCCogeyAgYEBfSTCXVRUVElJSVZWdvXq1bm5ufAapo/mr7bT/qc6yLdv3yYnJ69Zs4YkaTKRoX+m/yoBkPxN+CTElpNKpYqJiSkpKWlpaenr6x87duz8+fN37txxdnZ2cnKKjo7OysrKzc29f/9+QUFBVVUVKlHs28V+MMDYWD2KVhI7OmBFMjY2Rt9ckxv37t27np6elJQUJycnKyurEydOHDp06MqVKx4eHrGxsbW1tR8+fJiY5MwQE9eBgQFUzHiowsPDsWoVpRGMqYaGhqDXxG4+lNpAYLAgGOxFeO6AOFVfX19cXJybm5uTk4OVS6GhoRha3b5929HR8fLly9bW1oaGhmpqahs2bLh7925OTo69vT0kTkuWLBESEqLQcZ6QaMTExA4cOHD37t19+/bJyMiQo/VfRfOUIoSVlZWJiYlKpTIzM8vIyKxYseLUqVPJyckoyRoaGlxcXNTU1Hh5eVFsYOTMzs6OyKZSqRg/CwgIUKlUAQEBKSkp8AIKCwuJVIy8ZV/Ni/qndfbbt2+zsrK0tbVZWVkpkyRVcpG51J8GNLmY6OwB4BWEhTU8PDzy8vIbNmzQ19ffvXu3tbW1g4ODr6+vu7u7h4cHOiT4spaUlIAxB3gO02zQrNFTwrwdlhfYiIddmhPTDrU//vjjzZs34eHh1tbW5ubmly5dMjc3t7a2dnFxycjI6O3txXkFGxOi5RkeHsbMHCVNREREUlJSR0cHOkiSszEoRZ0Nxl9bW1tnZyfGkI2NjcRZGGFdXV0NU6j8/PyEhAQvLy9XV1dsMjl79qytre21a9esra0PHToEncGpU6f8/PwiIiL8/f337t0rLy9PlhxQKJS5c+dSqVQlJaXz58+HhYXduXNHVFSUdI3/JLKn8OzJ5wHmsrKyYpS4dOnSdevWnTlzpqSkBItNqqurzczMxMXFAVoLTV4w4OXk5ITwh0ajiYiIiIuLI50vWLDAwsKivLz81atX9HjIt3ig/dPIfvfuHSY1eFhJgE6ZzpAKZEraxueZJ21aZ0xaKQMAEhERmT9//urVq1euXLlp06Zz585hY6+fn5+7u7uvr29GRgaoFPn5+fX19bDmwJmOyCYr0BHc2DL69u1bTHDwW8A4GKQ/1CcDAwMBAQGgel6+fPnUqVNWVla3b9/OyckZHBz8bfL69OnTixcvgIuj2sFAdGBgICQkJDU1taOjAwJh7EjALBN8EqglMGNvamqCPAzUVmI8AswbLpXZ2dn37t27c+eOk5OTi4sLEJjz58+fOnXqwoULBw8eXLly5eLFi2k0mpGR0Z07d0JCQjw9Pd3d3U1MTFRVVRUVFRctWmRoaHjjxg1PT8/g4GALCwtspyDJhWTiP80+9JHN+Ge6STY2NhzXsrKyampq8+fPv3TpEpqflpaW1NTULVu2IEljysjLywuXCEFBQXFx8YULF4qJiQkICNBotPnz52M2KSUlZW1tXV9fj9s+JQH9kMgmZ/fHjx8fPXq0d+9eCEhJ0UxPwp6iJP3T/M006RAOSTNKMWlpaRUVlQULFixcuHDt2rUHDx60tLS8ePHinTt3MFuOjo7GxvXCwsKioqKysjIMq7Evb2RkBP0ZQUhgmgNkY3R0lNjJYgsHXConJiZAkD906NC5c+fs7OzOnj3r4OAQGBhYU1MDO+3ffvvtw4cPmJ+D7Q2yCsgkbW1tbm5u8fHxILQA7APgiGaxtbUVWOHz58+xKvvx48cwl0IcwFS7vLwcHwsLC5OSkgIDA318fFxdXYFAm5mZXbx40dDQUFdXd/PmzZs3bxYXF6dSqRISEpqamqdPnwZBMiwszN/fPz09Haxgf39/W1tbHR0dyHBINNPT+v4meZOuaUpkkwcD3aqQkJC6urq3tzfovtXV1R4eHiiQQC6aM2cOtAXArQUFBWHOxsPDIyMjo6CgAPYIjUaztbXt6OiYXmd/9fWPIntiYuLz589NTU3m5uYCAgIY0JBROZkyYgozpZUmt4m+48aJBk9lLi4ucGVERESUlZX19PT27t1rZGR048aNu3fvhoWFeXt7BwQEYBpXWFhYVVUFV3YwoSHfIgICQpmCZRkKbkT2p0+fgPqNjIxAiFBRUeHk5GRgYHDmzBk3NzdPT8+QkJD4+Pjy8nJwVrHmBgpchCnE6l1dXZgsOjs7JycnYxM75AsoWrC2D88YrOOfP38+OjqKF6ABQhNJPIXz8vJSU1PDwsJCQkIiIiI8PDzOnTt3/PhxY2Pjw4cP6+np6erqrly5UkVFBXQiDATk5eUXLVq0efPmM2fOXL161dPT89atWyYmJps3b54/fz7z5Gpq+kxMXv9VWNNH9pREzsTEhHKUQqEAwlu+fHlcXBzUn2VlZRcvXlRUVMQgHd0UsF0ajQb1Gicnp6ioKCY1QkJCnJycqEZu3br17NkzgkSRwPtROZv++3Z2drq5ucEGBGmb+EKh0iCfZJq2L2IKz4RCocyYMQPlIJi7qEmUlJQ2bNiwf//+U6dOJSQkhIWFBQUFBQQEBAcHwyM9Nzf3yZMnAMvgiwDWEXZIg7OB4hvjd+xYmpgco1ZUVGRkZHR0dKAgzs/P9/T0vHz5spOTU0REBMZ+ERERd+7csbGxsbe3j4qKioqKcnJysrGxuXPnDnrZrKys9PR0f3//qKgoFxeXzMxM8KLA+ENkY+MHjg7QX0EKh2NJe3s7hu1NTU3V1dXQ8yYnJ0dERAQHBwPsc3FxOX/+/C+//LJlyxY9Pb19+/bp6OgoKSnJyMhgtgVqKOJGUFBQVFRUXl5eTk5OVlaWn5+faXLdEWnxKZPd0d8E9JTInvI+MjMzky1hFAqFjY1NQkLC1NQ0MTERohBsrKTRaJycnGQLLpiJUKqjrYI/vJCQEBcXF56BZcuWubu7NzQ0kDRE30H+wMjGx97e3ujoaGlpaWCT6BoJukco2vQ1CfkCek0k06TgF6J3sM7nz5+vrKwsLy+voaGhp6d37Nix5ORkV1dXFxeX4OBgyBGSkpIyMzOxTgB2va2trR0dHRC5gIEEnSK0dIhsgBu//vprd3d3XFycl5dXWVlZe3t7eXl5eHi4r68v8DU3N7cTJ06cPHnS2Nj4wIEDhw8fhs1ca2trRkYGJFvIyu3t7bW1tXFxcfn5+Q4ODhkZGfDVBl+F7EEFSg3jP5hfwr4HI33M2J8+fVpTU5OYmJidnR0TExMaGoq62dHR8ebNmzdu3DA1NT1+/Pj27dt37969YsUKaWlpfn5+KSkpkJ4xwBMWFubj4wMZA0JJCh1PlX5281f5+28im/7r0aEiZ+PzGhoadnZ2jx8/BkhVUlKyb98+7M+GBgy2lHDumzt37rx58xDN0Ghyc3NLSEiws7MvX77c09OzuLh4eHiYPpQxr/khkT1BR9Hu7+8PDg5WVlaWkJDAz0qhULB7idw+QoSiR0uQraEqhb8EsVEEPEKlUsXFxWVkZPCerVu37ujRo8eOHTt37py9vf3ly5fd3d2joqKSk5MxaYcpHggeiGzw9zFFx2zv2bNncA2GlB1yAUdHR1NTUw8Pj+DgYHd3dyMjIysrK1dXVwsLi0OHDm3dutXb2xuDkoCAgKSkJBTrjx8/joyMrKqqwip1eIz09vaWlZXdvXs3Kyuro6ODLB/DAva3b9+CJEgva4d0EuwA8P5g5JeSkuLv7x8ZGRkfHx8ZGeng4GBlZXXx4kUzM7MjR45s2bJFV1d36dKlGhoa0tLSMjIyGE3DopaPj4/MQWbPnk2/aZZCt0SFPmT/9PX0i1AhGOkkZCRhI8oXLFgQGBiIIwszrMWLF8+bN2/mzJm8vLwYWSAA2NnZITLg4uICjYSHh4ebmxtuDRs2bLh37159fT1GDfQbahDcX6Ec+6fa9S9fvvT390dFRamrq0OlC5Y2Qpn82lO42vgkKFAMk7oE+i/GiHju3Ll8fHySkpKysrIaGhqbNm3asWPHgQMHTE1N7ezsrl+/7uHh4efnB4/0Bw8eANVGhVpXV4fODEJJ+H7A3RRwMrx6QXS2tbU1MDDQ1dXdtm3bgQMHtm7dev78+cTEREhXrl27du/ePXBTU1NT09PTSWTX1tb29vYCrkZW/vDhQ0tLS3j4/2vvy+NqTt/3zzmVNSNp31et2iRh7Bnrx/iMyGQvEcMIYbKFULIkFTWStJNQaZFosaRViyLttKcoKiWd3x/X6zy/p3OqjzHGLN95/vA6HafTOc/7et/PvVz3dQekpaUhV42sCMixcKNRfYQiK9hRCHnBK8S3gAh8eHi4r68v+nmdnZ2tra3hZNvY2MyaNUtbWxtZhbFjx+rr62OyOijOw4YNg/86gDMVF/tP0lCE5sEV1veDaXJLMHvqkxAeFS7igAEDjIyMQJsBPdjDw0NFRQWi9AMGDPjmm28wjIafM8sFFBHM0ZOXl5eTkwOyFy1aFBkZWV1d/fWQTd6us7Pz1atXkZGR06ZNI2reCCV5aSEMiuIIxwObQvLfLBYLRxUy+WhEUFNT09HRGT9+/Lx580xNTVetWmVhYbFly5Zdu3adPn36zJkzLi4u586di4qKSk5OfvDgAbokExMTnz59SibQQegD8SVI0mSARkREBNyPI0eO+Pn5RUZGXrx48cqVK3A54uPjXV1dw8LC7t69e+/evXv37j158gQS9GVlZS0tLTgWyXwmNptdUlJy/vx5CB9D1fvNmzeYz4uyItjkwDSRjyIJ7JSUFCgxJCYmRkVFnTt3ztXV9fjx405OTggczc3Nzc3Np06dqqOjo6ysrKWlpaOjo6mpKSEhgeSSkJAQDkyu/kVWzwnnDI6UM4si0/cPbvqa0swnLtu0cuXK27dvI6rJyMj4+eefpaSkcOMRZUosHNGioqJI+Q0dOlRRURFHkIaGxpYtW+7fv9/U1EQm+dLIJvLtfwiyMQL0zp07P/zwA4aawtaSrjBsJUmAEJca5HTSdoBXiomJycjIQMQILZUiIiLy8vJKSkrIkhoaGi5evHj9+vXbtm3DWKbDhw87OjpilN7Nmzfv3bsXFxeXkJAQHx8PEXW0xKalpaGZoKio6Pnz58ivvX79urW1FY0FhYWF6NEqKiqKi4u7cePGw4cPMzMzk5KSrl279uDBg5s3b0ZHRxcXF4NuhskpZB8wZQKPs7OzXV1dc3NzQRskRFZkbNAhATorkSKB2ioSl1CKSkhIiI2NRYf5sWPHzpw5Y29vj1l4CxYsmDRp0uTJkydPnqyrq4vudOiKYIgRNNWJkeZl7JC0NIJ7Oj3VP7KZ1IQDgmw8gx+hHuPu7g4CZkNDw71798zMzDBCBIwgMC8wmAYqed98842MjIyysvKwYcMgRTJ69GgTE5OTJ09mZWW9evWKC8Rk8sEf4o0QF/79+/f379+3sLAAkVVQUBDDKgl8ac1PumsdRRl42CCQIG8FuIPWg9wfeGEqKira2trz5s0zMzP78ccfFy9ejKxtQEDAhQsXfv3116CgICQTABHkK9A4iAYF0OvgV9TV1RExy5cvX2I04+vXr8vLy2/duhUWFhYfHx8XFxcdHR0fHw8IVlVVtbS0cN3bpGsOP3Z0dCQmJgYFBYHBAkcIegxExRjZPeRDoE0MZEMUCmPyoqOjr127FhwcHBAQAAEGGxubrVu3rl69evr06ZMmTTIyMtLR0UHCAYEX1NRBsyaaiX1BlslReqdrNP8T2UOGDIHd5XJIiEvJz88/f/78iIiI0tJS0NPj4+OnTJnCYrEgiMfHx0cEvEGjQDeWoKAgYgP02ujq6pqamvr6+hYUFCDlx4Xgbmr9Ucju7OzMyMjYuXMnmaIJHjaxzXTUSJCNhe82aNAgaWlpRPEY0i4oKIj2OGFhYVFRUXFxcWSvlJSU9PT0Jk+ebGZmtmbNGjs7uyNHjri6urq7u7u4uPj4+CAnGBUVBXFHGHJoW6I5JTMzE6wMUoNsa2vLz8+/f//+06dPc3JykpKSrly5EhkZiT7F+/fv5+Tk1NfXI5eChDdKlVwTMfFu7e3tsbGxN2/efPbsGbBLJFsrKyuhPI+WYWTB4W2TLoTs7OxHjx7FxMSEhoYGBwdfunTJy8vr2LFj27dvt7KyWr16NcqN48eP19DQQGMV6nmYbI95z8i0QjKAC81cxpsrf/c/kS0qKiojIyMsLEysNYvTZIBnBg4cuHLlyrt37yKRX1ZWBil45AMADFQfoXFAa7KB4CkpKSkvL29sbLxu3brw8PDi4uJ++nn/EGSTzPnHjx+Li4tdXFzU1NTQ80PYI0wOIZg+wrjko+AaYmoyqlNSUlJ4EtIlw4cPR7A8atQoPT09uN3z589ftGjR+vXrwQHEeY0Jv76+vhiFmpycfPny5aioKIxzBrUoJSUFmno1NTXQG2lvb3/x4gUtbp2ampqXlwc6NZoMMGmzV34ZXTvo7u5uaWkBmxS+DWgkoK8UFRWB1gLFeBQgMQsBTewop2NcYGBgoL+/v4eHh4ODg62t7bZt26ytrVesWLF06dJp06bp6+urqqrKyMioqamB7gyuJa08DYhzAZe3V6CvqnCva9iwYSg10KaawfHgAf3t27enpaWVlpY2NDTcuXNnzpw5KCqjBxx3IJl0Onz4cBDxRUREJCUlkd5RUlIaP378tm3bwBjpJ8H3B+ZGwAdvaGgICAjQ19cHkZXRM8LA16bdbsTmxGCQ9DYK7CwWC0UpISEhkP5wH0M6UElJaerUqStWrDAxMZk6daqpqenPP/8MPom3t7erq2tQUBCauiMiIq5duxYVFYUJuYjJUlNTUQAnvdAdHR2YcAcPGN0JyHy/fv26qqoKoyLxfWl/mpQwCcQ7Ojrq6+sDAwPDwsISExMzMzMJlQ/dkPCzkX+E6EJaWlpOTg5UziCac+vWLbQ8oh9sz54969atc3Z23rFjx4YNG/7zDXAcdQAAIABJREFUn/9MmzZt/PjxWlpaEBGWkZERExPDwGkWZ24bKZOxenKJSaQIjgcX3PuHNbmyXK4IWYMGDVJSUgoJCcnNza2srCwuLnZ2dtbV1cVJAiONv4vzGXkCUVFRQF9WVlZPT2/UqFFSUlKampo2Njb5+flgVn49ZBOxEfBUWltbw8LCpk+fjgQqNgvBL4MjFcfiNLFDcB/jdrhqN6R4iV2AI477W0FBwdjYGIIN2tray5cvHzt27IQJE1avXm1lZWVvb3/ixIlLly65uro6OzufPn06LCwsLCwMNjskJCQmJiYhIQEj+e7cuZOXl1dbWws9ZrTWocumqakJ/gZGdmDgGOlT6os5SXDf1dVVU1Nz+PBhNDIiFUMy66mpqRhIAl0H5EDy8vLu378fExNz9epVjMODyUfR8ciRI7a2tubm5mvXrt20adPKlSsNDQ1HjRplaGiop6cHJxvHGpxslAIw6BHGBW40ElZcsgKfCGV6cTnWpDpDrq+FhUVycjJyPmlpaba2ttLS0riIwsLCqMHhsiooKCgoKID9pq6urqOjIy8vr6ysDIl0LS2tw4cP5+bmNjQ08LrUn+dhfxKyuVyf1tbWmJgYc3NzMTExELX5qCE1xFowKFebHJe0IaFbE/AOAwcORJoTLDC4Jdra2nPnztXQ0DA2Nv7hhx/AyDt48KCzszP+dXNzQwE8MDAwNDT04sWL169fhyIelMSys7OBbOIrQ/IPJD7opKFZpn/RFmK/cYd3dXVFRUW5uLgkJSVBmBj6bBBdyM7Ohu4UqNjw4588eZKWlnb58uXg4ODw8PDw8PDLly97e3ufPHny5MmTe/fu3bRp07JlyzZt2mRtbT1//nw1NTU1NTUIYyPgRt6ajOEkIw0YVEGx1+l4n4FsrkIm1/+qqam5urreunULkwGjoqKWL18OChA+FZnRNXjwYGQF4KJAzkpJSUlFRQX9v3PnzvX19c3Oziaywl8J2Vyuz/v37zMzM48cOSItLU2+NmnfEOBMpSEbSlwRuk5LZ6MYnKFNTCaTZPJRgxUREdHV1TU0NJSTkxs7duzkyZPXr1//yy+/bNmyZcuWLba2tg4ODnv37rW3tz969OjZs2dBkbty5cq1a9euXr2Kjve0tLSqqiqCbDbFZIf4DuSIOjs7+6/iEs+7o6Pj48eP79698/T0PH/+PKTds7KyHjx4QET64MGDfo3cSGZm5r179zBR6cqVKwEBAXjg6el5/PhxBwcHfKOVK1f+5z//mT59uomJiba2NhEtUFJSUlBQkJCQgMIBTDWtwM/kVNF5c3+86zfVa1B5IFjHAxMTk4CAgJycnMrKykePHrm5uRkaGgoLC4uJiaHSDE1K5L+HDRsGkQJhYWESSqmpqeELWllZRUVFlZWV9YXjPwrZ5LqyOZo9lZWVN27c0NLSIugkZx9dVGdwvGpsX680KSCeJKQEBARQWkPKSVRUVFNTE4l9XV1dXV3defPmmZubL168eNmyZRC53LFjh42NzaFDh06cOOHp6enp6RkYGAgBmvDw8Fu3biUlJVVUVADZXFQbIBsCymBs978JxM/u7Oysqam5cOHCxYsXcTiQLB5m5N2/fz8rKys5ORlz1HNyciD4dPfu3aioqIiICE9PT29v76tXr4aEhHh7ezs4OBw4cGDTpk3ff//9vHnzpk6dOmHCBFhrdH2LiYmhmxBjQuFvANnEZtPM+P9lkf//Jej/BQwGAxwmZMTx/LBhw2xsbCIiIlDiDQ8Pt7KywtAZqJmxWCxk+mCzIeCNaR5QE1ZVVdXU1Bw7dqyurq6trW1cXBzhFfcK4j8Q2XTT5evXr9GCAFE/bDGJvgl8aVvO4KSxeauV5Pbg43TZIPAnErRDhgyRkJCASJqBgcGUKVNmzpw5Z86c5cuX29jYbNu2bfPmzbt27dq1a5eTk9OJEydcXV29vb1RYgSHrqysDFJD+AoE4pCNIz2R5Mm+6gL0mxQVFZ06dQqjdRG5Qk4EldHk5OSCggIUfaKiou7evRsZGRkUFHT9+nUgG70CAQEByF2inWfZsmUmJiazZ8+eMGGCrq6ugoKCoqKirKws5jsijY0EH8mx0mlWOnDkNc+fgnV6oW+AxWIhxUHnADQ0NMLCwiBkXlxcfPny5UmTJiGWRXQLPjMYQaSVBv+Ki4ujxUZDQ2PGjBkmJiYuLi5paWm/n43Nuz4p60fbszdv3qSmplpbWw8fPhxFJsJY4LrjaWeaV1uH3m7w/sBFAb5xtCFUgjQWsgT6+vrffvutsbHxt99+O2/evHXr1llZWa1YseLHH3/csWPHkSNHnJyczpw5c/r0aV9fXz8/vzt37lRUVNCfn1AR8COkbElmkwvovAtBZFJS0tq1a1Ewun37NvLo9+/fj4qKgp3GeOm4uDh0KN++fTs0NNTHxyckJAR22tXV1cXFxcvLy83Nbdu2bT/++OPChQsnTZqEqRfKysoKCgoyMjKampoAN1gipOLI5OHiMSiHmDfH91vxjdw5KE2MngGlpaVleno6pg1WVlY6Ozurq6vjs4ErQtpQQJtDTIlKhbKyMqyVqqrq4sWLzczMYmJiqqur3759y/4S3Qb0+qSpefRlbmtry83NPXXqlJycHBmfg2/CZSpYHNI2qowoxdMxO4OqkMFUk2wRSFegRmhpaSkpKRkYGIAMqKWlpauri5bpxYsXL1myZNGiRfPnz9+0adPRo0fRZHXw4EE3Nzdvb29Mh+Ci1HRT3XUE5d2c0Q79O3YQ4XZ2djY1Nb1+/TpK+hjBAQ3VyMhIqE5GRERERET4+vr6+voiExIQEODj4+Pu7u7l5XXixIldu3bt3bv3l19+WbNmzbJlyyZNmoTRU+h+lZGRUVdXl5eXxx0O08BlPnjBzXUJCJppstSnQBy4HDFiBJwQ/BaKx97e3qDjQlrkv//9L6pIwLGQkBDJ9oJ/j5Tf8OHDAW68WElJac2aNXv27Hn8+DEiePZXRjZ9jQkCysrKoqOjjYyMMLCGjDxlUJIjeICbGJLbKMXTZptBeSP0zTBgwAAMqxUREZGWltbX15eUlFRQUJCWlobIpa6u7oIFCyZMmKCjo6OlpWVsbDx9+vTly5fv2LHDzs5uz549UCwJCQlJTk6urKxEJoQ3+8EbrPS/G3AHq6qqlixZsnbt2piYGFT1b9y4ceXKldDQ0LCwsCtXrgQGBgLEJAcSFhaGKuP58+cPHDhw4sSJgwcPrl271tra2sLCYtGiRVOnTjUwMFBQUMD4XWVlZVlZWST7ETWiLoN9JlIhfNQsWUa/ORCuNpFPBLeCggL6pEiwtHDhwps3b75+/Rpz2BwcHDCuFlQLAQEBERERchOiXgNYo0AD2ezhw4crKSlZWlpevHgRYz7ZPLmK379+wwQmNqXc8/jxY2tra3FxcaTq0PVJAkFENkh1wxL3pXBJm3DafRw8eDDKYBgDB+4UWm+kpaUVFRX19PTGjBmDXCkO8dmzZy9btuzHH39cu3btli1b7Ozs/Pz8IiIiqqqq2FT8B3T2hel+DDa2vqOjIyIiwszM7OjRo35+fphBGhwcHBISAoL1+fPnvby8Ll68eOnSJT8/v7CwMLQ7HD9+HBILBw4csLGxsbS03L59+6xZs6ZOnYqCK7Jg8ETRTACTSWIPEs9g65AeoQuQTCYTu02fh5/hZDOoQAj9jkiMfPPNN/v370cTfkNDQ2pq6qpVq9DICHuEm1BcXHwoZ6FSIyoqCrqivr6+oqIiJO8sLS3j4uLKysoAqj8Z2fC5P3z4kJiYCMF95OfJ9pHaGDCKGBlXhUvbkryenJt0EQexCEb1oMw7ZMgQuJtQcQC+AXRtbW09Pb2JEydOnDjR2Nh4xYoVv/zyy/bt2w8dOhQSEvLy5Us2m00702xOHImFneVNpvJ+dzab/erVKxcXF0tLSw8PD3d3d4zXgan29/eHkPupU6cCAwNDQkJ8fX3d3d2hr+Dh4XHs2LFjx4798ssvGCltbm4+ffp0mGq0BqJHRkREhBzitDIoXSRncCoGdJoVhpb2WD4b2VjI9yGRN3To0IkTJ16/fh3Exvz8/IiIiMmTJ48cORKHswBnqi08STwG1w2nEOicSPlpaGjs2bMHatns35Ha62f9Bm+ETfFlnz17dv369WnTpqFkA/tBbzdts0l/JO9G074gCfBxyBL+N+GLoVpBplFhHASInVJSUqNHj9bX1x8/fryFhcXWrVstLS1tbGzOnz9fUlLC7hkHd1PESMCaDEbpH9ldXV35+fmrV69et26dt7f3qVOnvL293dzcAgICPD09HR0d9+7di9Dw1KlTJ06cOHbsmL29/b59+9AZtGbNmg0bNqxatWry5MnkPkQUgZMa82Px7cAhIxoBvUaKve4nr+H4PFgjvUg0XUeOHLl9+/bExESIvD1+/NjZ2RnCvEA/PGlhYWFhYWFoPiIJiMIk+nlBEFBRURk7diyacaAu8ucgm/dPdnd3Q6Rh1apVOIBw9PB6e4QASCKYXqP1Xh/DVvFzxoYgiwTJNZCocMxBAEBKSkpPT09PTw+9C/r6+hMnTtyyZcuZM2cKCgpoa83uebuSU4hkAHstFrA5nLBr167NmDFj/fr17u7u7u7uyHK4ubkdP37c0dHx4MGD8DoOHjxoY2ODUTKYhLR69epp06ZNmzZt5syZ48eP19PTU1VVVVdX19TU1NHRAbFTTExMWFgYpxx2ld43LvjyOhv9WI3fupAYAKAZDAaLxTI0NAwODi4rK2tubq6oqLh27dqkSZNQ5MfZgtQk8AADB6IfvoiysjISANDhmDdvXnx8fHV1NUlRdP8O0Zxe1+cgm81mt7a2Pnv27OzZsxgPSYw0bzhI1yB5V19XiJ+fH702OI5xtMGfATUcMszoqwNxGaUN7KCMjIy+vr6VlZWjoyMqtzS4eZFNQkzelB/ZAWj87d69e+bMmXZ2di4uLh4eHp6enh4eHgcOHHBycvL09HR3d9++fftPP/20ffv2VatWbd682cbGZvny5fPnzx83bpympqauru64ceOmTJkyevRoeCDokYPKwvDhw3GOE5ok2UmutAaXaSDbyAXr34NsPICbIS4ufvDgQYyuLC4uRnJs1KhRJNkHhioOWFwOfAVcqaFDh8KBlJeXx1fetGlTTk4Obz/v7wNzj/Xb/Gyy3r9/X1FRkZSUtGDBAnFxcX6OKjaJvvk4c/T4qD68XpHN4ukHAbJB1yTeCPYIJwCoNhCDFRUVRfeRrKyshISErKysvr6+sbHx5MmTTUxMduzYkZWVhSo6m/K2aW8EwlEdHR1k8E93b+v9+/dPnjxZuHDh8uXLXVxcXFxcHB0dnZyc3N3d7ezswCC3t7dfsmTJ4sWLN27cuH79+l27dllaWk6fPn3cuHFanKWhoWFkZKSmpgZkE2l0ktpDqE1yR3QQ8j+9i16PxM9bpKFh0KBBpqamiPZqamry8/Ojo6N/+OGHkSNHDho0CF3GcnJykFiCQJKUlBQaNAcMGED6NSHEqqCgMGHCBDc3t5KSEqiHfkE00+szkc1msxsbG3Nycvbu3auoqIgomPTUsFgsUL1I5M5re8giPQosqizP4PBJkBGHKyIsLIx3g3+CCBUOCfQrQFeQlZXV1NQ0MDBQVVVdtmxZdnY2Ro2xqfQ8F7J5bTbXglxJYGDgnDlzdu3a5ezs7OTkBCGro0ePbt26deXKlatWrVq+fPnChQsXLVr03XffzZkzx8zMbPLkyZABASkZLjVGbGFUM4p8NOWaDrVpD5v3cOsH3L8H01ik61FBQcHLyys9PR3TXDMzM48fPz5u3DgJCQkmk4mbEFQ+CCSht2DgwIHI8wLZ0K2UkpIyNDRcuXJlRERERUUFCX6+uJPN/mxkQ5G6sLDQ399fXV2dDDnA1iN2xJfkAjfXvrM4/b+EAkFOVZIEJNkuEs0g28VisdAOiP+FX44BESD+qqqqzpo1Kzc3t6urC1UurF67o0n1sVdwf/z4saKi4uDBg2ZmZk5OTjt27Ni9e/fmzZt//vnntWvXmpqaTpgwYebMmXPnzp0/f/7kyZPHjh2LihJArK6uLi4ujpS8kJAQaPiDBg1CHwZpPiI1DrJRXLmOvpyQfhDP5aX8pgVvcNGiRXfv3s3Ly6uurk5LS7t58+a3334Lhg+CXQAaIjtI16JBHZIEyHDjUFVTU5s/f/6hQ4fu3btXUVHB5tiaT+Ht/Nb1mchG1aOioiI5OdnCwgLWdOjQodhiMoEJUUivPR3EAvE+yetTsijdDPJKbCjKBIKCgohmiFeHpmj06sFgk+2jW2aQ3u7q6nr37h0Gs+N5mv8EJmBOTo61tbWZmdnmzZvXrFmDpvply5YtXrx47ty5kydPnjRp0nfffTdt2jQdHZ1x48bB31BWVlZVVQWgkdhBMgfXm4/TQkry/VzuB9JKveK11/UpeOV6Pf2LJI3I5NChlJWVf/31VxDQy8vLnzx5sn37dhkZGSQ9YJhxr+LXhwwZghoqquioUkNyA/0TZmZmFy5cKCsre/fuHY2oL04d+UxkAyKtra2VlZV+fn6KiopoAIOTADMDb5jJSXRwmR+yy73uOA1u+krTv4vcOWn95+eoEIGeBhKwgYGBv79/Y2Mj0Ml16qE1HZLEmNgEoH/8+BFzvz9+/Nje3o5hN/Hx8UZGRiYmJqampnPmzFm3bt2SJUvQWG5kZDR69GgdHR3UXKSlpaHLKCMjIy0tDU8aDbM4tXE6k9otLazF7Bkj9pXv+4LI5jIiBOJ4QOZ9YeTVjRs3MAgYZDjYL1QccX6i/qCgoCArK4tvCsVK0Nq0tLQsLCzi4+Nramq4ZtD8VZDN5vCH2tvbi4qK1q9fjwMI+AbZAPQ9BoOBdny6PMbgFIfpbaWDJC5zznVhiN9CeuaRHYMLBMstJiYmJiZmZGQUHh7e3t5Ok0M6OzsJbRIg7urqev/+PUbSkAw3XgxkNzU1nTt3TlVVde7cubNmzTI2NjYxMTEyMhozZsz48eMNDAwwtgFZLVBwkaImrAmk4YkKBz42ME1owP8zi8d1t38pZPfqrgwaNGjChAkhISH5+fmY45qUlLR//35JSUmw1pgc/5DFoWqCN4LiuaioKE5RFFbRxDlp0qQLFy48efKE6PeR9bXz2f0sHNzt7e0g6RobG8NCo6oC2OEkRQjIVQcm5UYCUz5K9a/Xa0CuLs2V5eeIMmLhj8LJGzRokL6+fmRkZFtbG2Z6IF4kmwh6U319fW1t7Zs3byCVTUo2bDYbaZPOzs6Kioo1a9ZMnDhxyZIlM2fOHDt2rKysrIaGhqampr6+voaGxqhRo7S1tSHnCSijZoEoCt4nSYDQXf3YgV4XL1L/CJvN7Jm5IrRNcXHxc+fOZWVlQfCtuLjYz89v9uzZiJ3gecK0M5lM9KsPGjQI46ghsgqes4iICIhQsrKy1tbWGRkZVVVVRCSbq9n0C67PRDb5HJ2dncXFxSkpKRs3bsSAeMJwAFmM7BevQWL2DPb7eVn/Vw7kG0I2hKmAh6qvr3/z5k0k9RALwnjDD6mrq2Oz2W/fvoVkAgT3YcLx7dBu09raevv2bWNj4ylTpkyZMgVy6HB4MINYVlZWXl4erbjwpNG2SG4w5ECRqyZ9ilzW9zfh+7ciu//X0H+dWF8DA4N79+7V1tZ2d3dXVlYmJydv3LhRUlISbBZa5wTFB0FBQRSDRUREwCFBVgQ+iaio6KxZs9zd3bOyskiLE1dh+HdCmWv9rggS/7a1tWVmZgYGBoKUhzsVhgpnFpMaT8Nllfu6DL3ue68JXZhtHAt8nAE6gpylra0dGhqKHjs2B6mdnZ2IKVtaWgoLCy9cuHD06NGQkJDKykpYcdhs2HgYdRcXF0NDQ21tbfjNMjIyqqqqcDlkZGSIABBmHALZRA+EdKOQTn4uWhhxvXixyPviL4ts+u4iz4BruWPHjvz8/JaWltbW1oyMjNOnT6uqqvLz84uIiMDtJBVi8iMRjQDWQWAWFBSUl5fX0NBYvnz59evXS0tLaQmXvxyy8cmI2l1NTc2jR482bNigra2N25Se4CbA0Swki8Yol+VmUv43ve8sTvWHyfEOSUkIhzu2ksEx4SAhSktLu7u7V1VVtbW1wa9AXIjHcXFxsbGxiYmJjx8/LiwsbGpqgs0mr+nu7m5tbS0tLV2xYgXoX0ifjxgxAqoxxPcgcSEZWQurRic0aYRxwavXw4qEHLy24Msim16IBadOnRoZGYmhPxUVFeHh4WvWrEHFAAVzuHwIi2FWMBQPISMKw4iPhYWFDQwMvv/+e3t7+4yMDFR86cICjagvuH6vN4IRwh8/fkxNTb106dLs2bMlJCTA5oGRJikRAlAuEwW8krwHi8XqNVHA4jAB6WuAd0OyDGk1+poNHTrUwMDA19e3qakJ4SDd9lZaWnr69Ono6GgoAObk5Lx+/ZrODCKQePfuXUFBgba2NkgdioqK6LSF6wULBwITTBQe4Nais598HKl2rhwoffNz3e1k3+iA5Msim3eBAXLs2LG0tLSamhoMhj19+rS6ujo0BRgMBhIjAgICEhISOJYJ109GRgYdkOg8gOaqioqKlZUV5LFJDZgLUX+VfDZZxG0tKSmJj48/d+6cpqYm4ic+Pj66EwQGlW4MISoZ9NbDRaOjGfoeoIFOQMBLukJidfjw4aNGjbp161ZtbS3vxpWVldna2iYlJRGNyZKSktevXyMb1dTUxOb0fV64cEFBQQGUeUKlR+YLfwgUF1JKxPNcTP9eIUXfsSDo0l0FDE6CGbQ7rswSvW/9g5XR0zZz/Qoek30eOnTo0qVL4+LiSktLIdoWFRX1/fff8/HxQamUxWLBSJOGKbLnEBeG1R88eDARgvruu++OHTv28uXLbs7AoN+Juk9Zv8tmI9WAZ9rb22tqahISEn755RcVFRVcXUVFRSaTiR1BNYe03jA5fWLE7sIswUvmp3Sn+HtTGiCXh8XR46KvH4vFQtf0mDFjQkJCmpub4T2T1MfHjx/T09MdHBxSU1MxyReDEyCSTaKIrq6u6urq3bt3owxOWI3ESOMbEcNMWgFoWPcaBXIhm8Xp9ybfhUWpLLB66pHzpr37enPaTvdjs/G3UO0aM2aMh4cHJhK+efMmPT19+/btqqqqMFLwPQZwRsmRCjGCHORMQKwHi1VWVtbQ0PDIkSN37tyBsfhq63fZbNL+TZ4pLy+/cePGihUrcEZLSEigmDJ48GBxcXG67wYeMzmaaftNnGkG5avgZbxmm0mlt2l3lsiPHz16tLm5mchPIjRsaWmJjY319/d/+fJlbW3ts2fPnj9/jklOqN2w2WywoB4/fjx16lQJCQnoHpFOTSTv6I/NoCbnkgOkH1gzenod+KasPjoz6DOKi0xCvxvXO9NZPGbPeIZeMDcDBw5UVVXduXNnampqXV3dq1evKioq3N3d1dXVmUwmvj7ubX6Ozg6pNOHJAQMGiIuLS0pKokEbQmdz5869fft2XV0d9M3+iDb1Xtfv9UYAFNhCnN0pKSkXL16cMGECBMxFRERwZwsLC5OrKMAZ1EQ2l+tHBidIh11kcCqOsBCMnmImjJ7yVAyKjjJy5EgHB4fGxkY6l4cFHdSGhoacnJyIiIiHDx8WFRVB2xJp7O7u7traWh8fH4j7AMe4zZATIKEw/ZnJSdKPE8L1eq534EUtH6U+zuxZjqXfn9zh5G1pZPf1AcinFRAQsLS0vHXrFu7z8vLyK1euIIENpxkxOjoDmUwmkYGFnQL1Ul5envTwKioqjh49evPmzRkZGYRu2Y8uwJddn++N0Dcf6WPr6uqqrKxMSUlxdHTU09MjnQECAgJEP5u4ngKUXAZufa5rw89p9cOdgNfwcQjffR33+C+8lbKyckBAAKY5IveHj93W1oZBYW/evDl37tyiRYs8PDzKy8sxax3WuqOjo6SkZPXq1chAk7uF+An81BiXXp2lT0Q2fRaxetahaGQL9FQXod+B94/yLvJH+TlTPOk/PXjw4PHjxwcFBb148eLFixcYMbV48WLc0oR/hpMQwQCJ+/GZ4YSAAiUkJKSioqKurm5mZhYYGJifn8/FEvkK63fZbJoxR558//59YWFhYGDg2rVr1dXVQVoCc5efnx80Gmw09pdGNkHtIGrmLHKixEGn4cvPkbagrTUhGPHz80tLS/v6+lZVVcEMsznhS2dnZ1hYWHR09Lt3727evLlixYpTp05lZGRgoERTUxO8rJKSEkNDQ+Id4Qyh7RyDxz3oH9l9oY2gmSvHRww/l22mId5/SpG8P3kNvCmSi8R/KSoqurm5QQaxvr7+/v37GzZskJSUxM1MLhOcaa5EFipQmHaAauvw4cOVlZWNjY1PnjxZXFxcV1dHDN/XMdjsL+KNENonSVLW1dXduXPHx8dn3rx5SAwNGjQIysokfCbZPbL1AtS4CRpAhGhFXzbiyMKe4b9YnJw3SboNHDhwx44dJSUl5IQh1aXQ0FC0SFZXV+/fv9/X17e4uBikqNraWszwvXXrlpycHAEuzDaXQSX4oy1o/+aTF4L0M0zKIe7Vn+brSS7g79nk2+ui34f4VOR/RURELC0tMzMzy8rK0DLj5eX17bffojcPxgg3A15Pfn3AgAEgyZBOdQEBAVQcR48evW7duoSEhNbWVjoZ8lf3s2ntDtpyEzHi5ubmuLg4e3t7PT09ISEhAQEBSUlJ0Hn5OOKrWExO1omgnMCUvgawFizO4s0GMns6rMhJffPNN+bm5qWlpUSTEp+wubn54sWLNTU1zc3NNTU1u3fv9vLyev78eVNT05s3b1B3bGpqsrOzw3gGOmVBPh6jpzNA0jifgWzet6K/C/FGuG4qklPqFdnkc3KdJ1yvYTAYurq6QUFBBQUFFRUV2dnZV65cWbhwobS0NNlJ+vWoL6JFEI0FKLii7QPDOqSlpSdNmnTu3LnS0lLrc7KjAAAgAElEQVRCPuMi9/3R6/fabK5Fq4q9evXqwoULmzdvVlNTExISwhRXUGQYHIeb3noaGeRy0nDn5Uvx2jb6QrJYrGHDhtnb27948QKawvhsnZ2dhYWFt2/fRoa1rq5u165d9+7dA/Wnq6sLAwwePnw4Z86cESNG0NSlXtHTK2SZlJ4y/Tl5/RauZ+i6DP1f9P1M1zXpT0KsAIqC5EfyYhyGTCYT9yqLxRo7duzRo0cfPHiAITspKSlnzpwh8z7pv04fpGDk4jWwPiNHjoSfg2EVS5cujYiIQL4V245kw9/GG+Fa3Ry90/fv33/48CE7Ozs6OnrXrl3q6uoMBmPo0KHCwsLIiZLLTzxmLgvNG5bRUKAdUN5DnKzBgwfv3r27pKQEDWPoB/vw4UNWVpa/vz+G/CYmJm7dujU5Obm1tRUpPxjs+Pj40aNHo/eJrzfKyqcgmyw82Stthsta0/vA5PFYyMv62ZxBgwahzZb07zE4JS04hESrX19f38nJ6fbt2xhfn5OT4+vrO2vWLKLMTadW+DjCuahPEQYB8lfEadHU1Fy2bJm3t3dJSQmXMPlXS4ywvziyiRdF3JIXL14EBASYmpqCyqiiogINOFSqaKvGx2kK7jXXQcw5i6d2g0MZqVbijuNNhg8fbm9vX1ZWhkm+b9++fffuXVtbW3p6upOTU1pamq+v7/79+48ePVpQUNDR0dHc3IxX1tbWuru7y8vLA2e9Yprr7uJCNtdNiGcE+tZdIQ/6qqXz3k707tHvRgr+AyixRTgtKPFiq5WUlH7++WdY65KSkoKCgqCgIGtra3gXJJqn40VAGVE7wI0FPgVEvGbMmHHu3DkIGH1NI821/hCbzea4JV1dXQ0NDTExMYcOHbKwsADtU1xcHEzX4cOHc10VkuYjmCZiI6T01SulZNCgQeDiDOo5+VNcXNzR0fHly5cdHR1tbW3Nzc1NTU3v3r27ePGigYHBDz/8sGDBAkdHx7y8vO7ubjKs49WrV4WFhcuWLZOUlOTn5yeDiLhg/SnI5nrm08s39H3L5YMRQ0B4Zvw80n40IplUVpEUyxQVFVesWBEaGorZaGVlZfHx8Vu2bDE2NsY4DhKXY8FgE7MClINuQKQX0OqBAxAUtC+Lrt+0vjCy2ZSCB37s6up68eLFnTt3zp8/b2JioqCgAAhi3gptn5icai1ASRLYpKyDQ3AAj+grHsCEkPIY3kRUVNTJyenFixetra1AdmNj47t37yBwZW5u7uPjU1dXB1PNZrM/fPjQ2tra0tLS1NRkZWUlLy/fq9Vk9O2H9I/svqDczzN8PWUpWRwpfn5q8VGEGS77zaLmMxEWu7i4uKWlZUBAAEZol5eX379//+DBg+PHj0cbG4JmrsOBuOZ8nJGnRBsaNnvUqFFr166NjIysq6sjEqFEKeCLI63/9eWRzTU6m81mf/jw4fXr10lJSWfPnl24cCF0J4SFhaEtBDI3SZUQQgLhu+IqEiYdjWwWT92ReIco2omIiBw/fhxjfIHXqqqq2tra/Pz8J0+eQAEa5UY2m43yL+6B5OTkWbNmofoI+ateMdo/sj9x9X+H8CKbnzPpiise7ecTckHzP//5T1hYGDLNz58/v3fvnp2dnYGBAYJ7+q1IRYxJnQb8nD4g4j2CnD1jxoyzZ89WV1eTS08nheknvzjqeNcfgmw8+MgZeovZLqWlpdnZ2SdPnpw6daqCggI07OAck15X4nJg4/g4An8o96AWwE+RpbicGXKx8YsDBgwQFRU9ffr0ixcvMBu8sbERKdvq6mrM+cVEZIygZrPZaJHs6uoKDg7W0NCAB8kLvi+LbEYf1p1AmY5fmRzXgvlbpFaJ5R46dOiUKVPOnj377NmzxsbG2tratLS0w4cP6+npoR8KHiD9i3RNl8lJh/NzVMEEOCLwOjo6xA8h+d9eBbf+rsgm9RqS7sHq6uoqKiqKjY09c+bMrFmz9PT0VFRU0PFKSlzg1mAoMjYRxS0oxAlQPSlksThUChrc5PGIESNOnz5dUVEBl6OlpQWz0DMzM3NycioqKkAUgUeIf9+/f9/c3BwQEEAMGF3U6Me+fgqyP+MG6AvxzN46brjgTv8IX278+PFubm55eXkvX758+fJlTk5OUFDQtGnTwOPDK1FkoN+ELsjzUepffHx8KBpoamouXbo0NDT0zZs3NBJ423j/6ryR37oAd4wmw8whc3NzzKmA80fIkIjciTEgNR3Cv2H2FrDTl5y+qJKSkmfPnoVxevXqFYaaPn78OC4uLiUlpby8HF4KKeLA0rS0tDg5OeFIIQaP/DmuB5+CYF50ktQeH6f4yuzDi6CfITczqw+6FT+nq5reImwgOL0eHh6pqalPnz5tbGxMS0vz9/efPn06via2EcpV5K8zKScEzGS6uo4cgIiIyIwZMyIjIxsaGrCTvYqUf+X1lZDN5nzPt2/fZmRkXLlyxdHRcfXq1ZgUiNokLgwSEYR2gycBcRJuMqnUBB+nus57arNYLDExMTQpgZZZW1sL/a709PS0tLS8vLzKysrm5mZaVLuzs/Ply5dLly7FRxLgyPcw+k44fDqyCVDo78LH4ej2+g70M6yepR9eZCOdSjwKWGL815w5cwICAtLT00tKSt6+fVtUVBQcHIxSFF6AFysqKqqqqtJ/lDxAxhAJbFTdEYQoKyvv378/Pz+fnNJ/nFrfp6+vh2ySLYFs2u3bt729vU1NTcXExJhMJraMwWAgx8fk9O2SIJ2PI5hEHD5ivUhagIsQx8fHJykpefjw4ezs7JaWluLiYsxlfPToUXJy8r1791JTU0tKSjCUmgg5f/jwITk5ecKECQSCdMaNvtK8wPqfyKY/Gx8fd/s67zvw/lHiMff6AbAD5EfY16FDh86bNy84ODg3NxeZn+zs7GvXri1dunTkyJH0+7BYLIT15B1o7468DDlW0O51dXUtLCySkpLo8dJ/nFrfp6+vhGyu/vsPHz4gFejj47Nx40ZdXV2gGSRgkt8QFBSEvAF2fyA1zoLrejN4qJ5AwNChQw8fPvz06dPa2trs7GzMI33w4AFGpt+8eTMtLa22tra1tZVk/To7O69evaqhoQFk8MKIprv8VmT3emP8T2RzpYD6QTbZDSTjGAzGyJEjFy9efOXKlfz8/MbGxurq6vz8/ODgYFNTU9KFTZMluQ4ifqqTlcFpGZGTk5OQkIBizt69ex89elRfX8+mppij1vt/AtlkkamKHz58wHDbiIiI7du3T548WVNTE4LFAgICKIMJCAhgeA/mZzIo75N2QEmugOSnmJxAR1lZ+eTJk/n5+bm5uY8ePYqKivL39z906NCBAwdcXFy8vb1v3rxZXFxMOsQ6OjoaGxv9/f0hBMPg9JswOMlgAY464+chm/dldLmnV2RzVXb6RzaeGTx4sJiYGIPBkJCQsLa2joyMzM/PLysrq6+vLy0tvXz58oIFC+A0c/0ieXNiHQjLj0Wx0nHAjhgxYvr06ZcvX66pqcHuQVuL/XWr6H2trxpBsnlaFurr67OysgIDA8+cObNnzx5jY2PkQzB8DVO7MYGJ5E9YnBIjua70+UugD2RLSkru3bv3/v37iYmJd+/eDQwMPHHihIWFxfz5821tbS9evHjnzp2CgoLa2lo0fTQ3N5eXlx89ehSBLA0aqNATsjiT0ob9bGTTsWCvyOYNFpk8qhVci4/DQZCWlv7pp59iYmKqqqpqampIu9OiRYvwSpS9+DhEHUZP+juTw8ZGKhb/hfuBj49PRkbG1NTU09OTZvORjF73lx5g8BnrKyGbaPjiR1Kg+vjxY2tra3l5eUpKypUrV/bt22diYgJZD8iFycjIIMoE4km6mphnFqdAw3XtYV2kpaWdnZ3T0tLi4uLOnz9/6NChjRs3zpkzx9jY2MLCwsfH5+HDh3l5eUVFRTU1NY2NjSUlJWlpaatXr0ZcBeziRoIqA/KSeP7zkM2Vl6TPIt534OutG4229Lx/GllUTU3NnTt3JiQkPH36tK6urqSkJDU19dy5c2pqangN7z3G4BBW6VwqSfCRv8vPzy8kJPTjjz9euXKloqKCS76Mplf8H/JG6Cw9kY1sa2trb29vbGxMTU29du2au7v7tm3bJkyYICcnR8bTIJlKfBIGxYsCOOjeWCZVORsxYsSpU6cePHhw9erVffv22dnZWVlZzZ49+/vvv1++fLmjo2N0dPTjx4+Li4tfvnxZXl6elpYGdjKzZwcXhM3R6QOz3Rem+0c2qydTl9kbz5t+B674ldzAfSEbgamBgYGLi8uDBw8qKytrampqamqSkpIOHTqkr69PmpXI25LCJPmXj6fBlHwABoMhJCSkra3t6upaXFz8/v17XoU+cq2/JrR419f2s7kWCSs7Ozvfvn1bU1OTk5MTHx/v4eGxcuVKNTU1dJqRXnG6FM/gzJ4EApicOJLB6cRhMBiysrKOjo7h4eHBwcH29vbr1q3bunXryZMnraysDA0NUWTOzc0tKSnJzc1NS0sLCgoKDQ1duHAhg8Eg7HBkaaSkpAZwpGW5rB1vxeTTFz9nLBsXpmkbj/cnbvEASkWfDv5Qi7GwsAgMDMzJyQGmS0tL79y5s3z5cgwBw4u5emq4/iLZRuwhaf1EmmXmzJnu7u5Pnz4lvvWfiqA+118F2UQbsqamprCwMCEh4eTJkxYWFnPmzNHQ0IClGcCRmgayQaQksGCxWESle8CAAZA+Mzc3d3d3DwsLi4yMPHbs2MGDBy9dunTgwAEFBQV+fn55eXknJ6fs7OysrKy4uLgzZ864ubmdP38eNpu+8Pz8/JjnyejZY8Lojaraz+ICEJNDAusL2fx9CDAweJoSBAUFJSQkLCwsbt++/fTpUyJcFhMTs2TJEkVFRfq3mD2jcF5kM5lMNIsA4gD3oEGDvv32Wzc3t8rKyj8XNp+y/mRk96qC1draWltbm5KSEhQU5ObmhkHOEydOFBMTI6OayUUFMQ2P+SkdjCFDhujp6Tk4OJw/fz4gIODkyZO+vr4hISGrV6+WlZXFdRUREbGysoqPj4+Pj4+IiDh8+LCDg4Orq+vq1ath4WhjSYrPXFBjMn8Df4MX6PwcdaFekc31JFg0/JyJungSchfKysrOzs6xsbHp6enl5eUvXrzIz8+/fPmyqakpSk4MqqWa92Pw/kU4TvC70LJgYGBw4sSJnJwcXCkiqco79vuvsP4qyOYiynR1dbW1tdXU1KSnp0dERAQEBLi6utrZ2amoqID7ilI8cRiIFgyTyQSDSlpaev369Zile/78eQcHh+vXr58/fx7dPeQya2pq2tvbh4SE3Lhxw8vLy8bGxtHRcfPmzfgr9JUeQE19ppHN6M1L7gs6vP/F4pnlwOuNoFWZvJ5BkRzRw/Ljjz96eXk9efLk6dOnTU1NZWVljx8/PnTo0KhRo8TExMgNT+eX+kc28bhgSiQkJObNm3fu3DkMBGP/MZNlvuz6qyD7Y88R0eQF7969e/r0aWJi4q1bt27dugUX+bvvvlNWVsZsFJySuFQgA+KSjB49+tdff01OTo6NjfX19fX09Fy8eDHplSL1ZwEBgdmzZ587d87LywvB64kTJ+zt7ZG35rJhdOTXK8T7wXGvyO7nlVjIKEPjlDcVM3LkSFNTUw8PD39//6ioqLq6uoaGhsLCwvj4+HXr1snIyAwZMoTFYg3gKOfjt+g2hb7+OjEcDAZDXFz8v//9b2hoaF1d3VdQmvxS609Gdj8UR9Jtzmaz29raSktLURgPDw8PCAjYt2/fsmXL1NTUxMTE0NwhICAA/V/4xObm5gkJCVlZWdevXz937pyDg4OysjKDw6zAVURqRV5efuPGjdu2bTt8+LCzs/OlS5d8fHzQr4kXkHhLgNI47gvZzD5mN/I6sjQDpC9kMzlUdYTReMHAgQNlZGQmTZp09OjRyMjIuLi4Z8+evX37tqqqqqCg4Pjx41paWqgl8fHxkcCRrmeRr9//HcjPzy8qKrpmzZrLly83NDSQK0IkmNk9NbD/UutPRvb/XER9is1mv379ura2NjMz8+7du5cuXQoODnZxcbG1tTUxMVFXVx85ciQaGgQEBNTU1H755Zfo6Oi4uLjExMSUlBRPT08TE5OJEycOHz5cSkoK6WpyKI8ePXrVqlXHjh0LDAy8detWcnKykZERDVmczsQhoXNkvO4pHx/3WJJejTFNiurrZXwUWxrvJiQkNGHCBGdnZ19f3/j4+Nzc3PLy8qqqKqR3Dhw4oKamxvWGcNJIYocuyvSDbEFBQU1Nzd27d2dlZTU3N7N7JrJIZ91fdv35yO6Ls0sPlCGFno6Ojvb29vfv3+fl5RUUFGRkZNy7d8/Ly+vgwYM//fTTihUrZsyYISUlNW7cOCcnp5CQEESHUVFReXl56enp+fn53t7enp6eO3fuNDY2lpeXh3KVhITEhg0bPD09k5OTnzx5UldXZ2VlxWAwiHwMF7L5OBLAvMaYlEh5G7fo1U+ukEY2g8GA78RkMkVERJSVlc3MzIKDg+Pj458+fVpfX19VVVVYWJiYmLhnzx4tLS18WianPoryFt6W2Gz8CLetL2Tz8/Pr6upu2LDh8ePHdJjIFSy+f/+eFCD/auvPR/bnrQ8fPrS1tTU1NRUXF6enp6ekpMTFxd28edPHx+fAgQPW1tabNm06e/bs5cuX4+LicnNzS0tLi4qKGhoauru73759W1paWlBQcOfOna1bty5fvvynn35ydXW9e/ducXFxRUVFbW2th4cHaWhlUKc5cVjpggvBBB7Af8Bj+mUkkiPoIXliRs9uNxbFCMcQQE1Nza1bt4aGht6+fTsrK6uwsLCmpqa6ujo7OzsoKAgJH/Ix6Cwkk6PmTD4hfVvSxpscDnJycvPmzQsJCcG0QWz4n155+a3rb4ZsemgBHrS3t6PV/OnTp2VlZQ8fPrx7966Pj4+VldWhQ4fc3NzCwsLAVq2urm5oaKivry8vL29sbExJSQkLCzt06NDhw4fPnj17+/ZtdCd8+PChpaXl+vXrSkpKBKBc7FAGFWnxGl1erPNx2gt4S3oMHnkdFoe0DQavpqamqampl5dXdnb28+fPq6urkRXNzs728fFZuXKliooK+ZD0G9LIhoWmvwLKXqR+TsTiFBUVv//++4SEhPr6erDVCYPtT7vqn7X+ZsjuNVghMt4Y4ffixYuMjIzDhw9bWlru3LnT1dU1JCQkOjoanOy4uLjo6Gh/f/89e/ZYWVnNmzfP0tLy7NmziYmJJSUldXV17e3tzc3NUVFRo0aNAggwJITJ6XLAUCUBaj4YbQ6JRSTQp7FOZ5RpC03sNGlzlpWVnTNnzt69e8PDw5OTk1F8qa+vb2lpyc3NvX379r59+4yNjQkTlasrgv5g9AnA4BwpZKYPuRmGDx9uZGR06tQpuhBDNvxfZH+lRXvnZPQCagdgoTx8+HDp0qWrV6+2sbFxcHDYu3evjY3Nli1bNmzYYGFhMXv2bD09vTFjxowdO3bZsmX+/v4oR2OoaW1t7enTp5FVIMlBGqCEjMVldPk4w10JYsACJY/pN6GL5OT9FRQULCwsjh8/7uvrC05LSUlJaWnpq1evGhoanj59GhMTY2dnN2bMGATB5P7py6cnKOfj9K7jT2NWJe4lQUFBOTm5JUuWhIWFoePr/fv3vELSf9rF/qz1N0N2X839pDmXPNPV1RUYGAgSdkRExKlTpxYuXDhx4sSxY8fq6urq6OiIiYmpqanNnDlz06ZNfn5+ycnJpaWljY2NTU1NL1++XLNmDTh9kIkBOOAZQ1uMcDv5es4qoElLxBiTlnuipjJw4ECMvBgyZAhGSM6dO3fbtm0nT54MDw9PTU3Nz89/8eJFaWkpJjE8efIEXRqTJk3CJAkGZzgyPgbXGULDmnwSJieHSGbbDRkyRFRU1MzMLDY29u3btzTBmmwy8nr/+tl/7Op/f7u7u8lsA6RWSktLHzx4kJKSEh0d7evre+7cuV27dq1YsWLMmDGqqqo6OjrTp0+3trYODg5OSEh48uRJQ0PDq1evYmNjp02bZmRkpKurC2EGISEhsMahWUV6BxmU40Gy3UQzlp8zPAmMRSLwICgoqKysPHXqVFNTU2tr6/379/v4+CQmJqanpycnJ2dkZJSXl9fU1NTW1tbW1ubk5MTGxu7evXvMmDHoqIWLTD4A7aazerJ5WZxFXHBkWlDXlJCQMDAwsLOze/ToUUtLC9lG2lTT3OM/nXL9m9bfDNlciwi1EGOD9fHjR6Rg2RwH8c2bNzk5OX5+ftu3b9+/fz+KjqdOndq7d6+jo2NcXNzdu3cfPHjw6tWr7OxsR0dHOzu7sLCwiIgIZ2dnW1vbFStWzJ07d8aMGRoaGsrKymTk6TfffIMW92HDhklLSwsJCfHz85MR6xhqMWrUKDU1NSMjo/nz5+/Zs2f//v1HjhxB3iYqKurBgwfPnz9PT0/H/Kfq6uq6urqqqqrHjx/HxMTs3Llz8uTJGIZLSNWANe4ZIqDFoqZYEWTzcRbSf4RjIy4uvnjxYldXV2h5sjllMtpm05Uysqtf79L+7vW3RHavW4wIkk01dOBHmk548+bNZcuWrVu3LjY2Fg2Rd+7cQb3j0aNHxcXFeXl5CQkJZ8+eTU9Pv3//fnR0dEJCwp07dy5evOjl5RUcHHzhwoWLFy8GBAQcPXp07969+/btO3DggI2NzbZt244cObJ161Zzc/P169cfOXLk9OnTZ8+edXV1PXnypKenZ1hYWHx8/MOHDx89epSRkfHkyZPCwsL8/Pxnz56h6aGiouLJkyeJiYkXLlywtbVdsGDBmDFjhg4dKiUlRbTxGQwGKEqQZEeHKKi8LErNkNhvFIPgpZA5WPr6+gcOHEhKSqqqqqKVl7ke0Jv8debcfdn1t0T2py9atf7Dhw/t7e1v37598+ZNd3f3u3fvMI+9trb25cuXL168yMvL27p16+rVq52cnOLi4h48eJCampqZmfn48ePMzMyioqJHjx5lZmYClA8fPrx161ZiYmJWVlZSUlJERER8fHxSUlJcXFx8fPz9+/dTU1Nzc3OfPXuWmJiYnZ1dXl7+8uXLurq66urqsrKykpKS2traxsbG4uLie/fuBQUF7d69e+nSpXPmzNHT0xs5ciTGYqC3CD49KRsRVU4hISG4OlBp4uOISjI4LYyEg8pgMGRkZL7//vtTp049fPiwoaEBTbh/7tX5Q9c/HNlciz5wifdCCvjv3r1zcHBYsWKFp6cneK0uLi6HDh366aefoqOjo6Kibty4ERMTA9Tm5+fn5OTk5+cXFxejg7isrKyioqKsrKyurg4zQktKSurr68vKyjBMNTU1NTo6Oj4+PiEhITw83MPDw9bW1szMzMTEZNy4cdra2pqamkpKSgoKCpj6PHjwYIywIs1yeJIMZSSz19Dkj0iXyeEzYZauqKiorq7utm3bvLy8MjMzW1pa/nax4Oetfziy+2qipsXZSODf2dlZV1eXl5fX2tra0dHx5s2bsrKy2NjYX3/9NTo62s/Pb8uWLdOnTzc1NbWwsNi/f7+Dg4OTk9OlS5cuXrzo6up64cKFsLCw4ODg8+fP+/n5eXp6+vn5+fr6Ojs7I9u4Zs2ahQsXLliwYMGCBdOnT9fS0pKVlZWRkZGTk9PS0sJMCCEhIS0tLXV1dTk5OTTtY7Di8OHDR4wYQRh//JzRU2JiYoKCgsLCwvC5wWRExkNNTW3atGm7du0KDw+vqqqiY8S/Y67jt65/OLLZFIWQXuyeg0e4nqFTubGxsXFxcXl5eZmZmYcOHTIxMTE3N1+3bt3mzZt37Nixd+/eHTt2bNu2bd++fQcPHtywYcPixYuXLFmyZs2auXPnfvfddxMnThw3bpyKioqioqKIiIiOjs6oUaMQU6qoqGhqamppaSkqKurp6Y0ePVpGRkZERERcXFxWVlZaWlpeXl5NTU1NTU1CQkJERERKSkpCQgIghsynoKCglJTUyJEjRUVFRURExMTEMDb322+/tbOzu3XrVllZGQE0gkJyUhFtkH/q+ucju6/Vq9FCMRnk+o6OjqKiojNnzly9ejU2NjYqKurSpUugIsG1yMrKio+Pv3r1qr+/f2hoaFBQkJOT0+bNm9evX//TTz+tW7fO0tLyu+++MzQ0VFJS0tTU1NTU1NbW1tLSMjAw0NfXHz16tJGRkYGBAZQnDA0NNTU1wTtXUVGRk5OTk5PDGGKYdkLQVVZWlpaWRhZcQkJCRUXFwMDgv//9r4WFhaOj440bN9B7y2azSc2Fppf9H1n/R5H9kbMIi5D4LYS8hpZvhJLh4eHbt2+3tbUtKirC/wIrwE17e3t1dTUGXRcWFt69ezc+Pj40NPTs2bOHDh2yt7e3tbVds2bNvHnzJkyYMGPGjIULF5qYmOjq6hobG0+bNk1HR0ddXV1VVVVJSWnMmDFycnIqKioKCgoaGhpqamq6urpIHSorK0tKSurq6k6ZMmXRokVLly7dsWOHo6NjSEhIQkJCXV0dPae4s7OzrwxSR0fHP9taY/3DkU0g+z9lmwmycV63t7eXlZVlZGRAdbuurs7X1/fgwYP37t1rb2/namyjE4v0gogeAsqCgoInT574+fkFBwfHxMRcvXr15MmTzs7OyJdv2LBh2bJlGzdu3LJly6JFi2bNmmVhYbFz587du3dv2rRp/vz5a9eudXNzu379ekpKSlJSUk5OTlFR0evXr4Fm8nlocT3ykdh9CFf/7Qrmv2n9w5HNu0i5mN3TnyYUFDanSt/Z2VlaWtrQ0NDS0vLu3bvXr18/ePAgMTERr0dTCY0q3hOfHhhHqPpQoe/u7n79+jUmQhUXF7969aqysrKtre358+f5+fnl5eVsNru+vr6goKClpeXNmzdEnI3dUySRTR0y5LvgIOJ6knwS+lb8B6//c8j+9AUjh9sA0tpgFP5fc1j/putfZPe3SIBVudMAAAAwSURBVPWe9sX/RfbfYv2L7P7Wpzjo/66/5voX2f+uf+b6F9n/rn/m+hfZ/65/5vp/bbxlEg6U2eIAAAAASUVORK5CYII=&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Gitara typu Arch Top&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;br /&gt;
&lt;br /&gt;
Druga odmiana gitary akustycznej, tzw. &lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Arch Top&lt;/span&gt;&lt;/strong&gt; lub Hollow body jest u nas nazywana gitarą orkiestrową lub popularnie „gibsonką&quot;. Jest to instrument o odmiennym kształcie i przeznaczeniu. Spód i płytę rezonansową ma nieco wypukłą, a zamiast jednego okrągłego otworu rezonansowego posiada dwa &quot;efy&quot;, podobnie jak instrumenty smyczkowe. Pudło rezonansowe jest większe niż w gitarze klasycznej. Niekiedy pod gryfem ma wycięcie, które ułatwia grę w wysokich pozycjach. W tym też celu gryf umieszczony jest tak, aby pozycja oktawy (próg XII) nie znajdowała się w miejscu krawędzi pudła rezonansowego (tak jak to występuje w gitarach klasycznych), ale aby wysunięta o dwie-trzy pozycje ułatwiała do niej dostęp. &lt;br /&gt;
Szyjka i chwytnia są podobne jak w gitarach typu „Flattop&quot;, z tym że gryf nie jest przyklejony do płyty rezonansowej, tylko w części górnej umieszczony nad płytą. Strunnik zamocowany jest do dołu pudła rezonansowego (znów podobnie jak w instrumentach smyczkowych), a struny opierają się na stojącym na płycie mostku. Wysokość mostka na ogół jest regulowana.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Mostek z regulacją wysokości&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
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Gitara posiada również kołnierz ochronny. Instrument ten ma dźwięk mniej donośny niż gitary typu „Flattop&quot; z uwagi na dość luźny kontakt strun z płytą rezonansową (tylko poprzez wolno stojący mostek) oraz brak bezpośredniego kontaktu gryfu z płytą rezonansową. Posiada natomiast wyrównane i mięsiste brzmienie w akordach i używana jest w big-bandach i zespołach &lt;span class=&quot;new&quot;&gt;swingowych&lt;/span&gt;. Wraz z kontrabasem i perkusją tworzy typową i najlepszą barwę sekcji rytmicznej. W orkiestrze &lt;span class=&quot;new&quot;&gt;Counta Basiego&lt;/span&gt; (wzorcowej tego typu) na gitarze gra &lt;span class=&quot;new&quot;&gt;Freddie Green&lt;/span&gt;.</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/1444712177025268060/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/02/inne-ciekawe-rodzaje-gitar.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/1444712177025268060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/1444712177025268060'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/02/inne-ciekawe-rodzaje-gitar.html' title='Inne, ciekawe rodzaję gitar'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-860050262568801417</id><published>2012-02-08T07:47:00.000-08:00</published><updated>2012-02-08T07:47:27.492-08:00</updated><title type='text'>Świetna oferta LONDONAY!</title><content type='html'>Witam!!&lt;br /&gt;
W moim programie partnerskim, ukazała się bardzo ciekawa oferta &lt;a href=&quot;http://www.urlik.pl/ARTWIK/&quot;&gt;TUTAJ!&lt;/a&gt;&lt;br /&gt;
Polega  ona na kupnie kuponu rabatowego, dzięki któremu możemy nabyć wszelakie  markowe produkty z każdej kategorii w niewyobrażalnie niskich cenach.&lt;br /&gt;
&lt;br /&gt;
Tak  jak można przeczytać w oferowanym prze zemnie artykule, jest to &quot;Szok  Niskich cen&quot; --&amp;gt; idealna nazwa dla tej promocji, gdyż jest na prawdę  ciekawa :) Z cała serią możecie się zapoznać &lt;a href=&quot;http://www.urlik.pl/ARTWIK/&quot;&gt;TUTAJ!&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Szczerze polecam i zapraszam do zakupu ciekawych produktów w wyjątkowo niskich cenach !!</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/860050262568801417/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/02/swietna-oferta-londonay.html#comment-form' title='Komentarze (3)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/860050262568801417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/860050262568801417'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/02/swietna-oferta-londonay.html' title='Świetna oferta LONDONAY!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-8636774097275117875</id><published>2012-01-24T13:08:00.000-08:00</published><updated>2012-01-24T13:08:18.965-08:00</updated><title type='text'>Akcesoria gitarowe</title><content type='html'>Kiedy już kupisz wymarzoną gitarę, warto zastanowić się od razu nad kupnem do niej kilku akcesoriów, które mogą okazać się bardzo przydatne podczas ćwiczeń. Po za tym, jak już jesteś w sklepie to biorąc więcej rzeczy masz większe szanse na jakiś rabacik.&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pokrowiec na gitarę&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
To musisz kupić koniecznie. Zależy CI przecież ba pewno na tym, aby Twoja gitara miała odpowiednią ochronę, nie kurzyła się i nie brudziła, i żeby wygodnie dało się ją przenosić.&lt;br /&gt;
Będziesz mieć do wyboru kilka rodzajów pokrowców, ale na początek wystarczy Ci najbardziej standardowy, który możesz zarówno wziąć do ręki, jak i założyć na plecy. Koszt takiego pokrowca to około 50zł. Pamiętaj tylko o tym, aby dopasować wielkość gitary ( w szczególności pudła rezonansowego) do pokrowca, który chcesz kupić.&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Kamerton&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Po co Ci on? Po to, abyś miał pomoc przy strojeniu gitary. Po uderzeniu o twardy przedmiot, wydaję standardowy dźwięk o ustalonej wysokości. Najbardziej popularne są kamertony dające dźwięk a1, który ma częstotliwość dokładnie 440Hz. Kosztuję kilkanaście złotych i rzeczywiście może się przydać, zarówno do strojenia jak i do zabawy w przerwie między ćwiczeniami.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Piórko&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Służy do wydobywania dźwięków poprzez trącanie nim strun gitary. Piórka, zwane też kostkami występują w wielu różnych odmianach. Różnią się kształtem, nadrukiem, ale przede wszystkim sztywnością. Są bardzo tanie, oraz mają tendencję do gubienia się. Radzę więc zakup kilku piórek o różnej sztywności. Dzięki temu znajdziesz kostkę idealną dla siebie.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Uchwyt do piórek &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Zwykle początkujący tego nie kupują, gdyż nie chcą oszpecać swojej nowiutkiej gitary, ale jest na to rozwiązanie, np: zaczepić trzymadełko na tylnej części głowki gryfu, gdzie będzie nie widoczne, a praktyczne dla nas. Ale po pewnym czasie gdy będziesz już zmęczony ciągłym kupowaniem piórek to za pewne kupisz taki cudeńko. Nie jest to drogi nabytek, max do 10zł.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Stojak lub wieszak&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Jeśli masz ochotę bardziej eksponować swoją gitarę to zamiast przechowywać ją w pokrowcu, możesz ją położyć na stojaku w swoim pokoju, lub zawiesić na ścianę, dzięki temu, że przymocujesz wieszak na ścianę. Dzięki temu każdy domownik będzie mógł się zachwycać Twoim nowym hobby.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pasek&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Używany przez gitarzystów do gry na stojąco. Pasek to kwestia każdego z osobna, ponieważ osoba grająca muzykę klasyczną, raczej nie będzie potrzebowała takiego akcesoria. Jeśli zamierzasz grać wiele koncertów, okaże się on niezbędnym narzędziem Twojego cudeńka.&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Metronom&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Urządzenie mechaniczne służące do wystukiwania rytmu podczas ćwiczeń, każdego typu. Posiada wskazówkę, która się wychyla oraz skalę do ustawienia tempa. Możesz naleźć również tańsze rozwiązanie (darmowe programy komputerowe itp). Choć wydaję mi się, że metronom powinien być nie odłączną częścią każdego gitarzysty.&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Stroik elektroniczny&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Pozwala bardzo precyzyjnie nastroić gitarę, ale nie polecam tego urządzenia początkującym, gdyż lepiej na początku wyrobić sobie tzw słuch muzyczny który zapewne pomoże Ci, jeśli będziesz np. na ognisku z dala od domu i nie będziesz miał przy sobie takiego urządzenia, i gitara będzie rozstrojona.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Samouczek do nauki gry&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Warto uczyć się z różnych źródeł, aby nasza wiedza nieustannie się pogłębiała. Jeśli uczysz się samodzielnie to polecam sobie takie coś sprawić :)&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Śpiewnik gitarowy&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Jeżeli znajdziesz jakiś z piosenkami, które lubisz to oczywiście, kup takowy.&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Krzesełko do gitary&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Pozwala wygodnie ćwiczyć grę na gitarze, ponieważ zawiera z reguły poprzeczkę, na której możesz postawić stopę, dzięki czemu gitarę trzyma się lepiej.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Obcinaczka do paznokci&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Tego co prawda raczej nie kupisz w sklepie muzycznym, ale z przyrządem tym prawdopodobnie będziesz się od teraz spotykać częściej, ponieważ każdy gitarzysta, dla swojej wygody i w trosce o gryf gitary powinien posiadać jak najkrótsze paznokcie.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Podsumowując:&lt;/b&gt; Kup obowiązkowo pokrowiec i piórka (jeśli zaczynasz od gitary akustycznej lub elektrycznej). Co do reszty akcesoriów to wybór należy do Ciebie. W 100% pokrowiec jest najważniejszy, ażeby nie okazało się, że po przykrym wypadku musisz wymienić gitarę.&lt;br /&gt;
&lt;br /&gt;
Owocnych zakupów!!!</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/8636774097275117875/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/01/akcesoria-gitarowe.html#comment-form' title='Komentarze (1)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/8636774097275117875'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/8636774097275117875'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/01/akcesoria-gitarowe.html' title='Akcesoria gitarowe'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-5019724163253648521</id><published>2012-01-12T08:01:00.000-08:00</published><updated>2012-01-12T08:01:20.576-08:00</updated><title type='text'>Kupujemy gitarę elektryczną...</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Decyzja o zakupie gitary elektrycznej powinna być dobrze przemyślana, ponieważ nie jest to mały wydatek, a poza tym pociąga za sobą inne, takie jak wzmacniacz, kable, efekty itp. akcesoria. Dlatego zamieszczam kilka rad dotyczących zakupu nowej gitary (kupowanie używanej zawsze niesie ze sobą ryzyko, o tym później)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt; Po pierwsze&lt;/b&gt;, na zakup gitary potrzeba przynajmniej ok. 1000 zł. Taka kwota pozwoli nam wybrać jakiś lepszy model (o razu zaznaczam, że dobre gitary kosztują ok. 3000 zł, ale to już sprzęt dla poważnie grających). Radzę wybierać gitarę wśród modeli znanych marek - Ibanez, Cort, Fender (w tym przypadku Squier), Jackson, Washburn. Nawet jeśli jest to model licencyjny, to akurat w tym przypadku &quot;protekcja&quot; marki coś daje i możemy kupić naprawdę dobre wiosło. Ważne jest, aby wybrać odpowiednie miejsce zakupu - sklep z fachową obsługą, która doradzi, a nie wciśnie jakiś chłam, który zajmuje miejsce na magazynie. Jeśli nie jesteście pewni, po instrument wybierzcie się z kimś doświadczonym. Odradzam zakup wysyłkowy, przez internet itp. Może jestem zacofany, ale lubię dotknąć gitarę, zagrać i dobrze obejrzeć ją przed zakupem. Przeanalizujcie różne oferty - nie wszystko złoto, co się świeci, więc nie napalajcie się za bardzo.&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt; &lt;!--[if !supportLineBreakNewLine]--&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt; &lt;!--[endif]--&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Calibri, sans-serif; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;font-size: 11pt;&quot;&gt;&lt;b&gt;Po drugie,&lt;/b&gt; najważniejsze cechy gitary. Wszyscy młodzi zapaleńcy! Gitara w odjechanym kształcie i super kolorze wcale nie musi być dobra. Te elementy nie grają, więc są sprawą poboczną. Nadmienię tylko, że dobre gitary w niezłym kształcie kosztują ponad 2 tys. zł. Najważniejsze są przystawki i ich układ, gryf i mostek. Dlatego musicie zastanowić się, jaką muzykę preferujecie i dobrać do tego gitarę .&lt;br /&gt;
Z reguły za około 1000 zł otrzymamy 3x single i mostek stały lub tzw. vintage tremolo, czyli kopię Fender Stratocaster. Jeśli jest to Squier, to pół biedy, natomiast odradzam kopie innych firm. Optymalna gitara powinna zawierać mostek stały lub tremolo zbrojone (Floyd Rose), dwa humbuckery, ew. + singla, oraz gryf z 22 lub 24 progami. Rzadko można coś takiego dostać, niemniej tak prezentują się Corty z seri X-6, które zyskały bardzo pochlebne opinie w &quot;Gitarze i Basie&quot;. Wyjątek od mostka uczynię dla Ibanezów RG-170. Pomimo vintage tremolo są to solidne gitary z niezwykle wygodnymi gryfami (od wyższych modeli odróżnia je tylko właśnie brak zbrojonego mostka). Początkującym odradzam gitary z Floyd Rose, ponieważ trzeba mieć nieco Doświadczenia, aby poprawnie go ustawić itd., oczywiście nie polecam vintage tremolo - to tylko bajer o znikomej użyteczności. &lt;b&gt;Kolejna wskazówka&lt;/b&gt; - gitara powinna być ciężka. Oznacza to, że jest wykonana z litego drewna, a nie sklejki. Odbija się to wyraźną różnicą w brzmieniu (oczywiście plus dla drewna...). wypadałoby obejrzeć dokładnie jak wykonana jest gitara - zwrócić uwagę na wykończenie lakieru, progów, mocowanie elementów mechanicznych. Zdarza się, że gitary mniej znanych firm mogą być lepiej wykonane niż markowe w tej samej cenie (wiem, że to trochę nie przystaje do tego, co napisałem wyżej, ale czy coś na świecie jest proste?:). Warto również zwrócić uwagę, czy gitara jest odpowiednio wyważona, tzn. kiedy założycie ją na pasku powinna lekko poddawać się układaniu - nie powinien przeciążać ani gryf, ani korpus... Uff, to by było na tyle... resztę pozostawiam wam - waszemu instynktowi, doświadczeniu i dobrej woli sprzedawców...:)&lt;/div&gt;&lt;div style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/5019724163253648521/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/01/kupujemy-gitare-elektryczna.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5019724163253648521'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/5019724163253648521'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/01/kupujemy-gitare-elektryczna.html' title='Kupujemy gitarę elektryczną...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-1954277854718370684</id><published>2012-01-04T04:46:00.000-08:00</published><updated>2012-01-04T04:46:31.043-08:00</updated><title type='text'>Kupujemy gitarę - akustyczną</title><content type='html'>Najlepiej jest mieć do dyspozycji jakiegoś bardziej doświadczonego grajka, który doradzi Ci odpowiedni instrument. Ważne jednak, aby nie była to osoba za bardzo doświadczona, żeby jeszcze choć trochę pamiętała swoje początki i wybrała gitarę faktycznie dla nowicjusza a nie dla siebie.&lt;br /&gt;
Jeżeli nie masz jednak w zanadrzu takiej osoby to nie szkodzi, oto kilka uwag, o których&amp;nbsp; warto pamiętać wybierając akustyka.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Cena gitary&lt;/b&gt;&lt;/i&gt; - nie najtańsza i nie najdroższa. Unikaj gitar marki gitara, modele z najwyższej półki również mogą nie być na początek najbardziej odpowiednie (chyba, że cierpisz na nadmiar gotówki). Dla początkującego różnica między gitarą średniej klasy i przyzwoitej firmy a cackami Fendera czy Gibsona jest niezbyt istotna.&lt;br /&gt;
Ile konkretnie powinna kosztować dobra gitara? To zależy, ale powinno to być kilkaset złotych. Wielu gitarzystów odradza kupowanie nowej gitary tańszej niż 400zł, gdyż grozi to słabym brzmieniem, złym strojenie i w efekcie Twoim zniechęceniem do gry.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Marka gitary&lt;/b&gt;&lt;/i&gt; - są bowiem firmy porządne, szanowane i cenione (jak wspomniany wyżej Gibson lub Fender), jak również firmy oferujące bardzo dobrą jakość przy korzystnej cenie (jak polecany przez wielu początkujących T.Burton), oraz firmy, których powinno się jak ognia unikać (na przykład Sounder czy Skyway).&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Brzmienie gitary&lt;/b&gt;&lt;/i&gt; - to może też nie być najprostsze do oceny, dobrze poprosić kogoś żeby zagrał i kierować się subiektywnymi doznaniami. Jednym ze sposobów oceny jest jakość &lt;b&gt;flażoletów&lt;/b&gt;. Co to takiego? To dźwięki wydobywane w ten sposób, że nie przyciskasz struny tylko lekko dotykasz ją palcem a następnie drugą ręką trącasz. Oczywiście trzeba wiedzieć gdzie dotknąć, najlepiej dokładnie nad dwunastym progiem (najczęściej oznaczonym dwiema kropkami). To mój ulubiony test, być może dlatego, że wszyscy bardziej doświadczeni koledzy, którzy &quot;się znali&quot; zawsze twierdzili, że na mojej gitarze flażolety brzmią wyjątkowo ładnie :) Duży wpływ na brzmienie gitary ma materiał, z jakiego jest ona wykonana. Zależności są dość skomplikowane i najlepiej mimo wszystko przekonać się na własne uszy.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Wykonanie gitary&lt;/b&gt;&lt;/i&gt; - przyjrzyj się dokładnie instrumentowi, czy nie ma przypadkiem jakichś widocznych wad, czy stroiki nie są luźne. Jeżeli natomiast chodzi o krzywiznę gryfu, to powinien być on delikatnie wklęsły, po przyciśnięciu struny na pierwszym i ostatnim progu, na środku powinna być niewielka szczelina. Oprócz tego odległość strun od gryfu nad dwunastym progiem nie może być większa niż kilka milimetrów, aby dociskanie strun nie wymagało zbyt dużej siły.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Wygląd gitary&lt;/b&gt;&lt;/i&gt; - ma to istotne znaczenie, w końcu ten instrument będzie Twoim sposobem na wyrażanie siebie, musi więc posiadać walory estetyczne, pasować do Ciebie i po prostu się podobać.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Wielkość pudła rezonansowego&lt;/b&gt;&lt;/i&gt; - oprócz najczęściej spotykanej standardowej wielkości, można spotkać gitary akustyczne z powiększonym pudłem (tzw. jumbo) i z mega wypaśnym super powiększonym (super jumbo). Jak wiadomo pudło wzmacnia dźwięk, więc im ono jest większe tym gitara będzie grała głośniej, a dźwięki będą wybrzmiewały dłużej (czyli nie będą tak szybko cichły). No ale zawsze jest coś za coś - większe pudło może Ci być trudniej objąć, szczególnie jeżeli masz krótkie ręce, dlatego najlepiej jest się do kupowanej gitary przymierzyć. Poza tym gitara z wielkim pudłem może być mniej poręczna przy przenoszeniu i wypadach za miasto, za to każdy z daleka będzie Cię rozpoznawać.&lt;br /&gt;
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&lt;i&gt;&lt;b&gt;Wycięcie w pudle rezonansowym (Cutaway)&lt;/b&gt;&lt;/i&gt; - niektóre gitary coś takiego posiadają. Wówczas pudło nie jest symetryczne, tylko z jednej strony wycięte. Wycięcie to umożliwia sięgnięcie do dalszych progów, co jest istotne jeżeli chcesz grać solówki. Tylko skąd Ty na początek masz wiedzieć, czy chcesz grać solówki? Zrób tak - jeżeli gitara z wycięciem Ci się podoba i nie jest wiele droższa od gitary bez, to lepiej weź wyciętą.&lt;br /&gt;
Szerokość gryfu - gitary akustyczne i tak mają węższe gryfy niż klasyki, ale jeżeli masz krótkie palce to mimo wszystko warto zwrócić na to uwagę i może wybrać taki model, który nie będzie sprawiał Ci problemów.&lt;br /&gt;
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Myślę, że po tym artykule mniej więcej będziesz wiedział na co zwrócić uwagę, przy zakupie gitary akustycznej. Pozdrawiam Artur!</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/1954277854718370684/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2012/01/kupujemy-gitare-akustyczna.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/1954277854718370684'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/1954277854718370684'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2012/01/kupujemy-gitare-akustyczna.html' title='Kupujemy gitarę - akustyczną'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-6740044198856728773</id><published>2011-12-28T04:42:00.000-08:00</published><updated>2011-12-28T04:42:17.876-08:00</updated><title type='text'>Kupujemy gitarę - klasyczną</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Zakup gitary klasycznej, z której będziemy naprawdę zadowoleni i będzie nam długo służyć nie jest sprawą łatwą. Wystarczająca ilość kwoty, którą możemy przeznaczyć na zakup naszego instrumentu nie zagwarantuje nam, że instrument będzie idealny i taki, jakiego szukaliśmy. Bardzo łatwo można utopić w instrument pieniądze, który nas rozczaruje, choć będzie drogi.&lt;br /&gt;
Kupić dobrą gitarę to znaczy zakupić instrument proporcjonalnie do jego klasy, który pozwoli nam przez odpowiedni okres czasu cieszyć się i rozwijać nasze uzdolnienia muzyczne. Dotyczy to szczególnie początkujących gitarzystów. Bo czym lepsza gitara tym stawia nam wyższe wymagania.&lt;br /&gt;
Ten temat dotyczy przede wszystkim ludzi, którzy zaczynają przygodę z gitarą klasyczną i początkujących, którzy chcieliby kupić właściwy dla siebie instrument, a nie mogą uzyskać właściwych i rzetelnych wskazówek jak i czym się kierować i na co zwracać uwagę przy kupnie gitary. &lt;br /&gt;
Początkującemu gitarzyście jest potrzebny naprawdę dobry instrument. Instrument, który nie zniechęci go na samym początku. Instrument, który zapobiegnie frustracji i otępieniu słuchu i rozsypie się po kilku miesiącach nauki. Nauka gry na gitarze to ciężka praca, ale może być ogromnie przyjemna, jeżeli w rękach mamy przyzwoity instrument. &lt;br /&gt;
Teoretycznie sprawa jest prosta. Im wyższej klasy jest instrument tym lepiej. Otóż nie! Nie ma nic bardziej denerwującego niż widok osoby początkującej, która ma w rękach bardzo dobry instrument a nie wie, co z nim zrobić i gubi się w nawale dźwięków i możliwości, których nie daje przeciętna gitara.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Dla niedoświadczonych gitarzystów zakup gitary bardzo dobrej klasy nie jest dobrym pomysłem, ponieważ na takim instrumencie szczególnie słychać wszelkie niedociągnięcia i błędy. Najlepszym rozwiązaniem jest zakup instrumentu proporcjonalnie do naszych możliwości. I zakup nowej, lepszej w miarę, gdy nasze możliwości rosną. Złe podejście i nawyki w tej kwestii sprawi, że w przyszłości będziemy mieli wielkie problemy z wyuczonymi już błędami i nawykami, których ciężko się później pozbyć.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Jak wiemy gitara klasyczna jest instrumentem dość cichym. Jednak wybierając ten instrument musimy wiedzieć czy posłuży nam ona, jako akompaniament czy instrument solowy. Jako akompaniament może być wykorzystana gitara średniej, jakości która bardzo dobrze stroi. Pamiętajmy, że wybierając zbyt głośny instrument możemy nie wiedzieć jak wykorzystać jego dynamikę i zagłuszyć cichsze instrumenty a nawet wprowadzić chaos do utworu.&lt;br /&gt;
Gdy już zdecydowaliśmy się na kupno gitary wybieramy się na zakupy. Najlepiej z kimś, bardziej doświadczonym niż my kimś, kto zagra abyśmy mogli posłuchać brzmienia naszej gitary z odległości. To ważne, bo wtedy wiemy naprawdę jak brzmi ona właściwie.&lt;br /&gt;
Pośpiech tu jest naprawdę niewskazany. Nie sugerujmy się opinią tylko sprzedawcy i pod żadnym pozorem nie mówmy: &quot;Bo ja się na tym nie znam!&quot;. Jeżeli sprzedawca to usłyszy ma świadomość że może nam wcisnąć każdy kit i nie będzie nas traktował jak profesjonalistów. &lt;br /&gt;
Dobry sprzedawca jest cierpliwy i odpowie na każde pytanie. Nie bójmy się pytać i sprawdzać kolejną gitarę. Mamy do tego prawo i czas. Nie kupimy dzisiaj, kupimy jutro. Gitarę musimy po dotykać, przymierzyć i sprawdzić. Musi dla nas być idealna a pośpiech tu jest wielce niewskazany. Nie dajmy sobie wcisnąć chińszczyzny, bo może doprowadzić nas naprawdę do inwalidztwa. A jeżeli sprzedawca kręci nosem idźmy do innego lepszego sklepu.&lt;br /&gt;
Nie polecam natomiast zakupu gitary przez Internet. Nie mogę powiedzieć, że nasz zakup jest z góry skazany na porażkę, ale nie mamy możliwości tak dokładnego sprawdzenia jak w sklepie. Nawet najlepsze marki mogą mieć wady, które odkryjemy dopiero po zakupie. Jest wielkie ryzyko, że nasz zakup będzie nieudany, a my będziemy zawiedzeni.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Nie wątpliwie nie bez znaczenia jest intuicja. Kiedy początkujący gitarzysta bierze do ręki instrument szuka wad, idealnego stroju oraz brzmienia. Natomiast gitarzysta doświadczony, gdy weźmie do ręki instrument po prostu wie, że to jest to, czego szukał. Ja jednak nie zachęcam, aby kierować się głównie intuicją zwłaszcza początkującym. Zalecam gitarę dobrze obejrzeć, sprawdzić i przetestować.&lt;br /&gt;
Gitarę powinniśmy dokładnie obejrzeć. Sprawdzić, czy nie ma ona widocznych, bądź słabo widocznych uszkodzeń, pęknięć, rozklejonych elementów itp. Najpierw proponuję sprawdzić, strojenie gitary. Zwrócić uwagę czy nasza gitara dobrze stroi na różnych progach a szczególnie tych wysokich. Pamiętajmy, że nowe struny potrzebują trochę czasu, aby się mogły odpowiednio ułożyć i przestać zmieniać swoją wysokość.&lt;br /&gt;
Instrument powinien stroić idealnie na każdym progu. Przede wszystkim powinniśmy sprawdzić oktawy każdej ze strun na XII progu, czy tak samo brzmią i są czyste. Jeżeli tak nie jest proponuję wybrać inną gitarę. Pamiętajmy, że czasem też jest to wina strun. Wtedy należy wymienić strunę na inną właściwej marki.&lt;br /&gt;
Musimy też sprawdzić gitarę na różnych akordach i w różnych pozycjach. Zaczynając na przykład od porównania tych samych funkcji w różnych miejscach na gryfie, np. C-dur w I pozycji i ten sam akord na progu VIII. W dobrej gitarze na obuch tych pozycjach dźwięki powinny być czyste. Przy czym należy pamiętać, aby przy stawianiu palców na gryfie nie naciągać zbytnio strun w wzdłuż progów gdyż można rozstroić dźwięk nawet na dobrze nastrojonej gitarze.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Pamiętajmy też o tymże na brzmienie i strojenie mają ogromny wpływ też warunki atmosferyczne panujące w danym pomieszczeniu np. ciśnienie, wahania temperatury czy zmiany klimatyczne. Musimy wiedzieć też, że są akordy, które często się po prostu gryzą. Doświadczeni gitarzyści wiedzą, że często gitarę stroi się odpowiednio do danego utworu.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Dobrym pomysłem jest zakup gitary na zamówienie u dobrego lutnika, choć niewątpliwie drogim. Coraz więcej też powstaje dobrych zakładów lutniczych, w których pracują dobrzy konstruktorzy. Taki zakup daje nam możliwość zbudowania instrumentu na indywidualne zamówienie, które może zawierać np. wielkość pudła rezonansowego, rodzaju materiałów, rodzaj gryfu jak i menzury oraz ogólnego wzornictwa. Taki zakup ma wiele innych też zalet. Pomijając już samo oczekiwanie i kwestię psychologiczną, nasza gitara będzie jedyna w swoim rodzaju, co powinno nas jeszcze bardziej zmobilizować do nauki. &lt;br /&gt;
Pamiętajmy, że zakup gitary w sklepie muzycznym, nie jest kwestią minut i wypadu do sklepu tak po prostu. Nie śpieszmy się a będziemy zadowoleni, bo jest, w czym wybierać.&lt;br /&gt;
Przy zakupie instrumentu zwróćmy uwagę, na jakość wykonania. Powierzchnia drewniana nie powinna posiadać żadnych mechanicznych uszkodzeń takich jak rysy, pęknięcia, odpryski lakieru czy wgniecenia. To wpływa nie tylko na wygląd, ale przede wszystkim na brzmienie gitary. Lakier powinien być równomiernie rozłożony, w miejscach połączeń elementy powinny być starannie przyklejone na całej powierzchni, nie powinno być śladów kleju. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Jednym za sposobów sprawdzenia, jakości gitary jest opukanie gitary w miejscach położonych symetrycznie do siebie na pudle rezonansowym. Dźwięk powinien być taki sam po obu stronach. Jeżeli tak nie jest możliwe, że instrument ma jakieś ukryte pęknięcie lub wady w sklejaniu. Taki instrument należy odłożyć, ponieważ możliwe jest, że po jakimś czasie zacznie pękać lub się rozklei.&lt;br /&gt;
Gdy już zdecydujemy się na konkretny model poprośmy sprzedawcę o możliwość przetestowania jeszcze innego egzemplarza niż ten zdjęty z półki, gdyż czasem zdarzają się wadliwe instrumenty.&lt;br /&gt;
Dobrze jest porównać różne gitary, różne marki z niższej i wyższej półki.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Wielkość gitary&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Standardowa menzura gitary to ok. 650mm, wielkość takiej gitary określa się, jako 4/4. Jeśli chcemy kupić gitarę dla dziecka to będzie gitara o menzurze np. 590mm i wielkości 3/4 lub 1/2.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Gryf&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Właściwy gryf, gdy spojrzymy na niego wzdłuż powinien być prosty i nie wyginać się pod wpływem naciągu strun. Być przyklejony solidnie do pudła gitary. Najlepszym materiałem na podstrunnice jest heban, jednak stosowany jest też często palisander. Ale można też spotkać inne, mniej popularne gatunki drewna.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Na gryfie mamy przeważnie 19 progów a ,12 znajduje się najczęściej w jednej linii z pudłem rezonansowym . Każdy z progów powinien być idealnie nabity i nie mieć żadnych szpar. Brzegi progów powinny być gładko oszlifowane i nie powinny wystawać. Wysokość progów powinna być na tym samym poziomie. &lt;br /&gt;
W niektórych gitarach nie stosuje się oznaczeń progów, może to stwarzać problem początkującym gitarzystom. Jednak najlepszym sposobem uporania się z tym problemem jest naklejenie kawałków taśmy samoprzylepnej na progach V, VII, IX, XII, XV.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Maszynki w gryfie powinny kręcić się precyzyjnie i płynnie. Nie powinny posiadać żadnych luzów ani przeskoków. Motylki najczęściej wykonane są z tworzywa sztucznego, a w droższych instrumentach z masy perłowej.&lt;br /&gt;
Siodełko wykonywane jest z kości słoniowej lub tworzywa sztucznego. Głębokość rowków powinna być odpowiednia, ponieważ zbyt płytkie mogą powodować brzęczenie strun.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Pudło rezonansowe&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Największy wpływ, na jakość dźwięku ma górna płyta rezonansowa.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Płytę wierzchnią gitary wykonuje się z litego drewna. W tańszych gitarach często stosuje się sklejkę, która jest bardziej wytrzymała od drewna litego, ponieważ składa się z cienkich sklejonych do siebie warstw drewna.&lt;br /&gt;
Najczęściej do wyrobu płyt wierzchnich stosuje się dwa rodzaje drewna świerk lub cedr, czasem także sosnę. Gitary cedrowe mają ciemne, głębokie brzmienie. Gitary świerkowe dźwięk jasny, choć z czasem ciemnieje.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Tył i boki gitary wykonane są z twardego drewna liściastego. Najlepiej nadaje się do tego palisander brazylijski, jednak ze względu na małą dostępność jest często zastępowany mahoniem, klonem itp. &lt;br /&gt;
Elementem mającym także wpływ na brzmienie jest lakier, który oprócz walorów estetycznych, wnikając w wierzchnią warstwę drewna wpływa na właściwości rezonansowe. Powinien być równomiernie położony bez zacieków i pęknięć.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Mostek powinien być porządnie przyklejony do pudła gitary i nie powinien posiadać żadnych widocznych szpar ani pęknięć.&lt;br /&gt;
Podstawek powinien mieć wyprofilowany kształt. Najlepszym materiałem na podstawek jest kość słoniowa, która najlepiej przenosi drgania strun, co wpływa pozytywnie na barwę dźwięku. Jednak często też stosuje się materiały z tworzyw sztucznych. Podstawek ma wielki wpływ na wygodę, brzmienie i głośność instrumentu.&lt;br /&gt;
Odległość strun od podstrunnicy na XII progu powinna wynosić ok. 5mm. Pamiętajmy, że niski podstawek to niżej położone struny. Gitara staje się miękka i dociskanie strun staje się łatwiejsze jednak zakupując taką gitarę musimy dokładnie sprawdzić czy przy mocnym uderzeniu struny nie brzęczą i nie obijają się o progi.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/6740044198856728773/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2011/12/kupujemy-gitare-klasyczna.html#comment-form' title='Komentarze (1)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/6740044198856728773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/6740044198856728773'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2011/12/kupujemy-gitare-klasyczna.html' title='Kupujemy gitarę - klasyczną'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-3566086735135336470</id><published>2011-12-09T03:22:00.000-08:00</published><updated>2011-12-09T03:22:23.985-08:00</updated><title type='text'>Kupujemy gitarę - na co należy zwrócić uwagę?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Jeśli chcesz kupić gitarę powinieneś zastanowić się, czy naprawdę chcesz grać i czy po prostu po tygodniu &quot;grania&quot; nie rzucisz swojego sprzętu w kąt. Bo po co niepotrzebnie wydawać pieniądze?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Nie kupuj:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&lt;br /&gt;
- Sprzętu za 100 -150 złotych, to nie gitara tylko wyrób gitaropodobny, w sam raz, żeby powiesić go na ścianie(chyba, że o to Ci chodzi)&lt;br /&gt;
- Na internecie(chyba, że lubisz ryzyko), nie jest to dobry pomysł gdyż nie możesz jej zobaczyć na żywo i ocenić stanu gitary. Nie ma też pewności czy gitara dojdzie cała.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Najlepiej, gdy wybierzesz się do sklepu z kimś, kto zna się na gitarach i pomoże Ci w doborze tej właściwej.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Oczywiście na początek polecam grę na gitarze klasycznej. Ma ona nylonowe struny, które dla nie ćwiczonych palców są na początek idealne, po za tym gitara klasyczna ma szerszy gryf od np. gitary akustycznej, czy elektrycznej, dzięki czemu gdy nauczymy się na gitarze klasycznej to z łatwością zagramy na innych. Oczywiście problemem na początku będą druciane struny w gitarze akustycznej czy też elektrycznej, ale palce można z łatwością przyzwyczaić po tygodniu ćwiczenia. Z gitary klasycznej przejdziemy łatwo na inne, ale jeśli byśmy chcieli grać na akustycznej a później na klasycznej to mielibyśmy problem z wydobyciem odpowiedniego dźwięku.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Podczas zakupu zwróć uwagę na:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
- &lt;b&gt;brzmienie:&lt;/b&gt; najważniejsze jest to, aby Tobie podobał się dźwięk gitary.&lt;br /&gt;
- &lt;b&gt;gryf:&lt;/b&gt; musi być idealnie prosty oraz niezbyt szeroki aby nie było problemu z grą.&lt;br /&gt;
- &lt;b&gt;wnętrze pudła:&lt;/b&gt; sprawdź czy nie ma tam widocznej ilości kleju, jeśli jest widoczny oznacza to, że gitara nie była dokładnie wykonana.&lt;br /&gt;
- &lt;b&gt;odległość strun od gryfu:&lt;/b&gt; koniecznie sprawdź czy struny nie są za daleko, żebyś nie miał problemu z dociskaniem strun.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Yamaha, Epiphone, Fender są bardzo dobrymi firmami, jednak na początek polecam coś skromniejszego, np Stagga bądź T.Burton. Lepsze firmy polecam na późniejszą grę.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Najważniejsze, żeby Twoja gitara spełniała pewne wymogi:&lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;nie zwracaj wielkiej uwagi na      bajerancki wygląd gitary (bardzo droga nie musi być dobra);&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;wielkość gitary oraz szerokość      gryfu musi pasować do Twojej postury i wielkości Twojej dłoni (są gitary      różnej wielkości);&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;gitara musi być wygodna -      &quot;gryf musi leżeć Ci pod ręką&quot;, (nie spiesz się - sprawdź więcej      gitar - będziesz miał lepsze rozeznanie co do poręczności gryfu);&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;instrument musi dobrze stroić -      gra na niestrojącej gitarze to zabójstwo dla uszu.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;UWAGA!&lt;/b&gt; Najlepiej udać się na zakupy z osobą, która potrafi grać i      stroić gitarę! Trzeba sprawdzić, czy stroi ona na całej długości gryfu,      czy się bardzo szybko nie rozstraja:&lt;/span&gt;&lt;/li&gt;
&lt;ul type=&quot;circle&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;jeśli siła &lt;/span&gt;&lt;a href=&quot;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;nacisku palca na powierzchnię gryfu (i na strunę) ma wpływ na wysokość       dźwięku - nie kupuj!&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;jeśli na niektórych progach       struny brzęczą - oddaj gitarę sprzedawcy, niech sam sobie na niej gra;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;PAMIĘTAJ!&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; Jeśli Twoim celem jest      elektryk - dla początkujących gitara z mostkiem zawieszonym i blokadą może      okazać się zbyt trudna w obsłudze (wymiana strun, strojenie)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;span style=&quot;font-size: x-large;&quot;&gt;Kupujemy gitarę klasyczną...&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt; O tym w następnym wpisie do bloga... :) Zapraszam!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
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 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
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  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/3566086735135336470/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2011/12/kupujemy-gitare-na-co-nalezy-zwrocic.html#comment-form' title='Komentarze (1)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/3566086735135336470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/3566086735135336470'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2011/12/kupujemy-gitare-na-co-nalezy-zwrocic.html' title='Kupujemy gitarę - na co należy zwrócić uwagę?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-2959278231790362223</id><published>2011-11-28T10:55:00.000-08:00</published><updated>2011-11-28T10:55:46.895-08:00</updated><title type='text'>Rodzaje gitar</title><content type='html'>Dziś opiszę pokrótce, jakie są ogólnie znane typy gitar. Podam 5 rodzajów &quot;wioseł&quot;, innym razem rozbuduję temat &quot;Rodzaje gitar&quot;.&lt;br /&gt;
&lt;br /&gt;
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Kiedy już wiesz, że gitara &quot;to jest to&quot; i ogarnęła Cię już nieodparta chęć dołączenia do grona osób dających czadu na imprezach, a później może i koncertach, czas&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #8f2d0e;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt; najwyższy na wykonanie podstawowego kroku czyli na zakup instrumentu. Na razie opiszę rodzaje gitar, a w następnych postach będę opisywał jaką gitarę kupić, na co zwracać uwagę przy zakupie pierwszego instrumentu itp.&lt;br /&gt;
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&lt;strong&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: major-fareast;&quot;&gt;Jaką gitarę wybrać?&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
Gitary można podzielić na kilka rodzajów:&lt;br /&gt;
&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;klasyczne,&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;akustyczne,&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;elektro-akustyczne,&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;elektryczne,&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;basowe.&lt;/li&gt;
&lt;/ul&gt;Przede wszystkim musisz zastanowić się co chcesz grać.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW4pdkCgmM62-DUkUXnohphG_z6DWmnPZ1Dnmq4hwbv-du8cqSCz3mlJXrFrejF2ZdgVnZYFiewmJqyS03drfwBH2R4hcHLb-wKmuIhcAM3nxGl2Tk8U1SrzyLf7jlkJ1NaIi-mFGiTI90/s1600/klasyczna.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW4pdkCgmM62-DUkUXnohphG_z6DWmnPZ1Dnmq4hwbv-du8cqSCz3mlJXrFrejF2ZdgVnZYFiewmJqyS03drfwBH2R4hcHLb-wKmuIhcAM3nxGl2Tk8U1SrzyLf7jlkJ1NaIi-mFGiTI90/s320/klasyczna.jpg&quot; width=&quot;135&quot; /&gt;&lt;/a&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;
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&lt;strong&gt;- Gitary klasyczne&lt;/strong&gt; - jeżeli interesuje Cię&amp;nbsp;&lt;a href=&quot;http://pl.wikipedia.org/wiki/Muzyka_klasyczna&quot;&gt;muzyka klasyczna&lt;/a&gt; to najbardziej odpowiednia dla Ciebie będzie właśnie ta odmiana gitary. Gitary te charakteryzują się cichszym i łagodniejszym dźwiękiem niż w przypadku akustyków. Mają z reguły &lt;a href=&quot;http://www.emitrade.pl/labella_k.html&quot;&gt;nylonowe struny&lt;/a&gt;, stosunkowo mniejsze pudło rezonansowe i szerszy gryf. Jeżeli w swoim mieście zobaczysz plakaty festiwalu gitarowego lub zapowiedzi występów wirtuozów&amp;nbsp;&lt;a href=&quot;http://www.youtube.com/watch?v=359Bxg4Tp1w&amp;amp;feature=related&quot;&gt;flamenco&lt;/a&gt; o latynosko brzmiących nazwiskach to na 90% będą tam właśnie gitary klasyczne.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8NswPhr_eKJXDSr9upymnj2ruFd0vroMAADgdrPvbrBztUxf1H4riZcO6jMCl5tuCD3kBXKncaacIfwH2zC5yCc686W3ab-2VLOTnkwHwRSSQ5t7b8e3_W79Pnf2FAtfbUcK70BzP06oO/s1600/akustyczna.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8NswPhr_eKJXDSr9upymnj2ruFd0vroMAADgdrPvbrBztUxf1H4riZcO6jMCl5tuCD3kBXKncaacIfwH2zC5yCc686W3ab-2VLOTnkwHwRSSQ5t7b8e3_W79Pnf2FAtfbUcK70BzP06oO/s1600/akustyczna.jpg&quot; /&gt;&lt;/a&gt;&lt;strong&gt;- Gitary akustyczne&lt;/strong&gt; - służą głównie do grania akustycznej&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #8f2d0e;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;a href=&quot;http://pl.wikipedia.org/wiki/Muzyka_rozrywkowa&quot;&gt;muzyki rozrywkowej&lt;/a&gt;. Mają większę pudło rezonansowe niż klasyki, węższy gryf, zbliżony szerokością bardziej do gitar elektrycznych oraz metalowe struny. Na tych gitarach możesz dawać czadu na imprezach&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #8f2d0e;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;, grillach i ogniskach, grać zarówno akompaniament, jak i solówki, wymiatać palcami lub piórkiem. Dają dźwięk ostry, wyrazisty (z racji metalowych strun).&lt;br /&gt;
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&amp;nbsp;&lt;strong&gt;- Gitary elektroakustyczne&lt;/strong&gt; - droższa wersja gitary akustycznej, wyposażona dodatkowo w &lt;a href=&quot;http://gitara.pl/621.html&quot;&gt;przetwornik elektroniczny&lt;/a&gt;, który umożliwia podłączenie gitary np. na koncercie. Ale uwaga - to wcale nie robi z niej gitary elektrycznej, jedynie umożliwia podpięcię się do sprzętu, instrument ciągle brzmi jak akustyk. Jeżeli do Twojego miasta przyjeżdża jakiś zespół na bluesowy koncert akustyczny lub widzisz w sklepie płytę w wersji &quot;unplugged&quot; to na 90% będą tam właśnie gitary elektroakustyczne.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCi_3LWHaUY97uG1I4qDD1C-n8EiLBZJH_O-eTp1attLag2_4bL9vBODP87JQQBOnmEXkuy1K_oMg6i1WMzrkNzIhU4OC46WWxhgIfiFGcAsG3Y9Lg8rXHfnKeNXoMFWDRm-QjwJAuJefe/s1600/elektryczna2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCi_3LWHaUY97uG1I4qDD1C-n8EiLBZJH_O-eTp1attLag2_4bL9vBODP87JQQBOnmEXkuy1K_oMg6i1WMzrkNzIhU4OC46WWxhgIfiFGcAsG3Y9Lg8rXHfnKeNXoMFWDRm-QjwJAuJefe/s1600/elektryczna2.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigBYbyIYCnUqqEM21chlpUmUXbIY0622f5ImI6bEhnvyb_cSfhyAht5CA-e6R5VhUdClUaQLBhuQ7CJ9kKcxPAUVMyNoba1wTTlo2HcxmUxzlTB7hYFrQj-VSW0jZ5ZbKqOdvt5M1I9y85/s1600/elektryczna1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigBYbyIYCnUqqEM21chlpUmUXbIY0622f5ImI6bEhnvyb_cSfhyAht5CA-e6R5VhUdClUaQLBhuQ7CJ9kKcxPAUVMyNoba1wTTlo2HcxmUxzlTB7hYFrQj-VSW0jZ5ZbKqOdvt5M1I9y85/s320/elektryczna1.jpg&quot; width=&quot;119&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;strong&gt;- Gitary elektryczne&lt;/strong&gt; - no nie wiem co tu jest do tłumaczenia. Każdy na pewno taką gitarę widział w rękach jakiegoś wymiatacza. Dźwięk powstaje tu dzięki specjalnym przetwornikom, reagującym na ruch metalowej struny ponad nimi. Oprócz tego wymaga dodatkowego osprzętu w postaci wzmacniacza, który umożliwia rozprzestrznianie dźwięku początkującego grajka po całym osiedlu oraz zawiera czasem pokrętła dodające określone efekty i drastycznie zmieniające barwę muzyki.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUVBfiw7tiAiesJszlYHaFiYEE00YILsnsjQwbHjKOUZtYQY0HNtmRPJq7e5wzxzhVKZ68pCpr5CswOAQLaCSeAD7mQDfYusg5juJKu8gzAnbq2o-uOV1sSlGUlwjEruuvEMGBNhl_yhK7/s1600/basowa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUVBfiw7tiAiesJszlYHaFiYEE00YILsnsjQwbHjKOUZtYQY0HNtmRPJq7e5wzxzhVKZ68pCpr5CswOAQLaCSeAD7mQDfYusg5juJKu8gzAnbq2o-uOV1sSlGUlwjEruuvEMGBNhl_yhK7/s1600/basowa.jpg&quot; /&gt;&lt;/a&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;
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&lt;strong&gt;&amp;nbsp;- Gitary basowe&lt;/strong&gt; - mogą być zarówno akustyczne jak i elektryczne. Służą do grania &lt;a href=&quot;http://www.youtube.com/watch?v=xqxVJp6fhaI&quot;&gt;partii basowych&lt;/a&gt;, czyli tego, co najlepiej słychać na podkręconym na maksa subwooferze Twojego zestawu muzycznego (bo na pewno taki posiadasz a jeżeli nie to ten typ gitary nie jest raczej dla Ciebie). Mają z reguły cztery struny w porywach do pięciu, za to bardzo grube.&lt;br /&gt;
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&amp;nbsp;Myślę że, co za dużo to nie zdrowo :) więc dziś na tym zakończę posta.</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/2959278231790362223/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2011/11/rodzaje-gitar.html#comment-form' title='Komentarze (4)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/2959278231790362223'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/2959278231790362223'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2011/11/rodzaje-gitar.html' title='Rodzaje gitar'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW4pdkCgmM62-DUkUXnohphG_z6DWmnPZ1Dnmq4hwbv-du8cqSCz3mlJXrFrejF2ZdgVnZYFiewmJqyS03drfwBH2R4hcHLb-wKmuIhcAM3nxGl2Tk8U1SrzyLf7jlkJ1NaIi-mFGiTI90/s72-c/klasyczna.jpg" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-2259177038662857073</id><published>2011-11-21T03:07:00.000-08:00</published><updated>2011-11-21T03:07:38.075-08:00</updated><title type='text'>Budowa gitary</title><content type='html'>Dziś postaram się opisać najważniejsze elementy zawarte w gitarach. Myślę, że wszystko będzie dobrze zrozumiane, gdyby było coś niejasne proszę napisz :)&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQLRP6U7yExR7f2612uil6nGgib7NXhGm7b0jE8EzKnRfRe5omPGou3USEl7LH7KX4KDq6ToEF_taMFxsLvjH2NOsAP9Xou_rgymgFEHZMxHUFu4XYL4tFv-Mu8SB9UhqUzKwQLqUguWUe/s1600/01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQLRP6U7yExR7f2612uil6nGgib7NXhGm7b0jE8EzKnRfRe5omPGou3USEl7LH7KX4KDq6ToEF_taMFxsLvjH2NOsAP9Xou_rgymgFEHZMxHUFu4XYL4tFv-Mu8SB9UhqUzKwQLqUguWUe/s320/01.jpg&quot; width=&quot;211&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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Idąc od góry opiszę poszczególne elementy:&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;główka &lt;/b&gt;&lt;/span&gt;- spełnia niewątpliwie ważną funkcję estetyczną i dekoracyjną. Oprócz mniej lub bardziej wymyślnego kształtu to właśnie na niej dumnie wypisana jest nazwa firmy, która wyprodukowała Twoją gitarę. Po za tym to tutaj zamocowane są stroiki&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKunRZhysWCwWcRcEqFGtwxj-tMUx-DUXSJNdvyIqI9Swdjz8N7M4ouIo5XIqcCotn4xk0S8L-ai-itSPBeKueUPrfi7woUPbX4a5x6NYqkkwK8nogr4nKEw2uUE7uHbIm7mURwjBeM79/s1600/02.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKunRZhysWCwWcRcEqFGtwxj-tMUx-DUXSJNdvyIqI9Swdjz8N7M4ouIo5XIqcCotn4xk0S8L-ai-itSPBeKueUPrfi7woUPbX4a5x6NYqkkwK8nogr4nKEw2uUE7uHbIm7mURwjBeM79/s1600/02.jpg&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;stroiki&lt;/b&gt;&lt;/span&gt; - zwane również kluczykami, małe elementy mechaniczne, które składają się patrząc od góry z kołeczka i dziurki, zapewniających trzymanie strun. Z boku natomiast można dostrzec pokrętełko, obracające wcześniej wspomnianym kołeczkiem, co z kolei powoduję naciągnięcie lub luzowanie struny, a to sprawia, że ma ona wyższy lub niższy dźwięk lub w przypadkach ekstremalnych powoduję jej przyciągnięcie i zerwanie, co kończy się wizytą w sklepie muzycznym&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH7GNtSYYNUnnOp86M34zNFnS6g-C_GqkR8Ha8PErtO6XKUizTxu9bzkx29YSe729hqjBPzRdTLzDct5IL7xU9WqRrsTAtIjjlIm7yWmWrR0Dqswoh5fByDZd3lF2S0u0THVvJBJbNTWvu/s1600/03.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH7GNtSYYNUnnOp86M34zNFnS6g-C_GqkR8Ha8PErtO6XKUizTxu9bzkx29YSe729hqjBPzRdTLzDct5IL7xU9WqRrsTAtIjjlIm7yWmWrR0Dqswoh5fByDZd3lF2S0u0THVvJBJbNTWvu/s1600/03.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;gryf&lt;/b&gt;&lt;/span&gt; - na nim zamocowane są progi oraz zamieszczone pomocniczne kropki  lub wzorki, najczęściej z masy perłowej, które ułatwiają orientowanie  się w odnajdywaniu określonego progu.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;progi&lt;/span&gt;&lt;/b&gt; - metalowe sztabki nabite na gryf, określają miejsca wydobywania dźwięków z gitary, każdy kolejny próg oznacza dźwięk wyższy od poprzedniego o pół tonu (lub inaczej mówią półton). Progi numerujemy kolejno idąc od główki w stronę pudła rezonansowego, im dalej tym znajdują się one coraz bliżej siebie&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVkryN9kojSTo-DmIeAMeVBYdNbSBMcAnEXQ6-FxLoar3nIJ4n4Mmf_o8-EB__sNuuGQJel5JUjI0MTuLkIr8skdNQckn4ks1zbKz61Y4bMczfZMJotHuBgpLnThChB4eQ-uJJYVrjg_dr/s1600/04.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVkryN9kojSTo-DmIeAMeVBYdNbSBMcAnEXQ6-FxLoar3nIJ4n4Mmf_o8-EB__sNuuGQJel5JUjI0MTuLkIr8skdNQckn4ks1zbKz61Y4bMczfZMJotHuBgpLnThChB4eQ-uJJYVrjg_dr/s1600/04.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;pudło rezonansowe&lt;/b&gt;&lt;/span&gt; - element wzmacniający, bez niego dźwięki wydobywane z gitary zostałyby łatwo zagłuszone przez przelatującego komara. W chwili szarpnięcia struny wierzch pudła wchodzi w drgania a dzięki temu, że ma dużą powierzchnię, muzyka jest głośna, tym głośniejsza im większy rozmiar pudła.&lt;br /&gt;
&lt;br /&gt;
Skutkiem ubocznym istnienia pudła jest okazyjne obijanie go podczas transportu gitary przez niewprawnych gitarzystów. Efektem tego zdarzenia jest chwilowy strach ...&quot;o Jezu moja gitara!&quot;..., wynikający głównie z wydobycia się całkiem donośnego dźwięku, który jednak bierze się tylko z tego, że pudło rezonansowe tak go wzmacnia, a instrumentowi nic wielkiego się nie dzieję.&lt;br /&gt;
Wielu gitarzystom służy również do przyklejania różnego rodzaju naklejek, głównie serduszek WOŚP, jak również zbierania autografów przypadkowo spotkanych wirtuozów gitarowych.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;otwór rezonansowy&lt;/b&gt;&lt;/span&gt; - to specjalny otwór, którym z gitary wydostaję się wzmocniony w pudle dźwięk. Trochę rzadziej wpada tam również piórko (zwane też kostką gitarową), wypuszczone z ręki muzyka, co powoduję konieczność wykonywania niezwykle śmiesznych i nerwowych ruchów gitarą w celu skłonienia go do wypchnięcia&lt;br /&gt;
Tędy również gitarzyści zaglądają do środka gitary aby przyjrzeć się naklejce firmowej, przez otwór widoczna jest również końcówka metalowego prętu, który umieszczony jest wewnątrz gryfu a służy do jego naciągania, czego początkujący zdecydowanie robić nie powinien.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;mostek&lt;/b&gt;&lt;/span&gt; - przyklejony jest do czoła pudła, na nim znajduję się poprzeczka, która stanowi punkt podparcia dla strun oraz małe kołeczki, które unieruchamiają końcówki strun. Poprzeczka najczęściej ułożona jest pod kątem, a w niektórych gitarach podpórka pod każdą ze strun jest nieco inna.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaiOygzBdxMFXJWtH16JmiX2zdmiqPdyOhsua5EY09RHP7OQqu08k-tRwfulMMsagmb0tqkRhv5A0dkhIfwX_AOEbta-1K6cDb_wSvBFZpFR9Mzio0i4zfdkS738rEgFKM4lv76rgGtF8Z/s1600/05.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaiOygzBdxMFXJWtH16JmiX2zdmiqPdyOhsua5EY09RHP7OQqu08k-tRwfulMMsagmb0tqkRhv5A0dkhIfwX_AOEbta-1K6cDb_wSvBFZpFR9Mzio0i4zfdkS738rEgFKM4lv76rgGtF8Z/s1600/05.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;struny&lt;/b&gt;&lt;/span&gt; - są źródłem dźwięku. Ich szarpanie powoduję niezwykle miłe doznania słuchowe i uśmiech na twarzy osoby trzymającej gitarę, nierzadko również osób znajdujących się w pobliżu. Strun najczęściej jest sześć, trzy najgrubsze zwane basowymi, a kolejne trzy cieńsze zwane wiolinowymi. Oczywiście znajdziemy też gitary z większą ilością strun: 7 czy nawet 12.&lt;br /&gt;
&lt;br /&gt;
Są to podstawowe elementy gitary, które należy znać. Myślę że na razie nie ma sensu uczyć się innych, ponieważ na początku są po prostu nie potrzebne :)</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/2259177038662857073/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2011/11/budowa-gitary.html#comment-form' title='Komentarze (2)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/2259177038662857073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/2259177038662857073'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2011/11/budowa-gitary.html' title='Budowa gitary'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQLRP6U7yExR7f2612uil6nGgib7NXhGm7b0jE8EzKnRfRe5omPGou3USEl7LH7KX4KDq6ToEF_taMFxsLvjH2NOsAP9Xou_rgymgFEHZMxHUFu4XYL4tFv-Mu8SB9UhqUzKwQLqUguWUe/s72-c/01.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5604658228580042348.post-6758115391689959655</id><published>2011-11-18T02:04:00.000-08:00</published><updated>2011-11-18T02:23:25.922-08:00</updated><title type='text'>Jak grać... na początek na gitarze :)</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;Witam Cię na moim blogu poświęconemu tematowi „jak grać?” będzie to blog w szczególności o tym jak grać na gitarze. Sam jestem muzykiem instrumentalistą więc moja wiedza nie bierze się z Internetu a z własnego doświadczenia muzycznego. Mam nadzieje, że ten blog będzie bardzo pomocny w nauce gry, oraz pomoże w szczególności początkującym gitarzystom w trudnej drodze jaką jest gra na gitarze.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&amp;nbsp;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 24pt;&quot;&gt;- Trudne początki gry na gitarze&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 24pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Gitara to cudowny &lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: green;&quot;&gt;&lt;a href=&quot;http://pl.wikipedia.org/wiki/Gitara&quot;&gt;instrument&lt;/a&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;, którego popularność niezmiennie rośnie wśród młodzieży. Nauczyć się gry na gitarze może każdy...&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Ktoś może zapytać: ...&quot;&lt;u&gt;&lt;b&gt;Czy nadaje się do gry na gitarze?&lt;/b&gt;&lt;/u&gt;&quot;...&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;/div&gt;Jeżeli tak to wiedz, że moja odpowiedź brzmi: &lt;b&gt;Oczywiście, że się nadajesz!&lt;/b&gt;&lt;br /&gt;
A może myślisz, że do gry na gitarze potrzebne są jakieś szczególne predyspozycje? Wrodzony talent? Dobry słuch?&lt;br /&gt;
To wszystko nieprawda!&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Przeprowadzone w ostatnich latach badania i analizy życiorysów osób uznanych za muzycznie wybitne, od&amp;nbsp;&lt;a href=&quot;http://pl.wikipedia.org/wiki/Wolfgang_Amadeusz_Mozart&quot;&gt;Mozarta&lt;/a&gt; do czasów współczesnych, zakończyły się wnioskiem, że &lt;b&gt;nie ma dowodów na istnienie jakichkolwiek wrodzonych zdolności czy talentów muzycznych&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Jedynym czynnikiem&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #8f2d0e;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;, który sprawia, że ludzie ci osiągnęli wybitność jest &lt;b&gt;czas spędzony na ćwiczeniach i doskonaleniu umiejętności&lt;/b&gt;. Owszem, niektórzy zaczynali wcześniej, inni później, ale i tak nie zmienia to faktu, że jeżeli im się udało, to &lt;b&gt;Tobie też się uda!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Dlatego nie wierz w bajki o cudownych dzieciach, uzdolnionych geniuszach obdarzonych boskim darem muzycznym. Wykręcanie się brakiem talentu lub predyspozycji to jedynie wymówka osób, które się boją lub im się po prostu nie chce.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Możesz też odpowiedzieć sobie na trzy pytania:&lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;masz ręce?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;słyszysz?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;masz zapał i chęci do nauki      gry?&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Jeżeli tak, to gitara jest dla Ciebie!&lt;/span&gt;&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jakgrac.blogspot.com/feeds/6758115391689959655/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://jakgrac.blogspot.com/2011/11/jak-grac-na-poczatek-na-gitarze.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/6758115391689959655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5604658228580042348/posts/default/6758115391689959655'/><link rel='alternate' type='text/html' href='http://jakgrac.blogspot.com/2011/11/jak-grac-na-poczatek-na-gitarze.html' title='Jak grać... na początek na gitarze :)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04054237875917841247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>