tag:blogger.com,1999:blog-54883390071032398812024-02-02T17:48:17.377+01:00Balbettanti PoieticiQuasi un manifesto … balbettante e con la voglia di creare …lucianohttp://www.blogger.com/profile/00811340593016815703noreply@blogger.comBlogger867125tag:blogger.com,1999:blog-5488339007103239881.post-9246648241412324732018-08-11T16:58:00.003+02:002018-08-11T16:58:30.101+02:00Francesco Zanotti: una visione fuori dal coro<br />
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<b style="mso-bidi-font-weight: normal;">di Cesare Sacerdoti<o:p></o:p></b></div>
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<b style="mso-bidi-font-weight: normal;">c.sacerdoti@cse-crescendo.com<o:p></o:p></b></div>
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pensiero di Francesco Zanotti, la sua intensa opera di ricerca, i suoi scritti
riflettono a mio avviso le varie componenti della sua formazione: l’approccio
pragmatico e disincantato dell’uomo nato nelle campagne pavesi, il rigore
dell’ufficiale di artiglieria, la curiosità scientifica del laureato in fisica.
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La fisica quantistica, la matematica, ma anche la biologia,
la sociologia e le scienze umane in genere rientravano nella sua sfera di
indagine, ma, nel contempo ne rifiutava il carattere dogmatico, perché, come
era solito ricordare, le scienze sono modi diversi di raccontare la relazione
uomo-ambiente (in senso lato). In quest’ottica, per lui, ogni scienza, ogni
scoperta scientifica poteva contribuire a suggerire metafore di nuove forme di
relazione uomo-ambiente.<o:p></o:p></div>
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Ed è proprio partendo da questa convinzione, che Zanotti,
considerando chiusa l’età industriale, aveva cercato di dare vita a una grande
occasione di incontro tra le scienze, le religioni, la politica e le
istituzioni per fare emergere, tutti insieme, nuove forme di relazione delle
organizzazioni umane siano esse l’uomo, la famiglia, l’impresa, la politica.
Una sorta di nuove Macy conferences capaci di preconizzare il futuro<o:p></o:p></div>
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Professionalmente si era concentrato sull’impresa, della
quale aveva analizzato a fondo le condizioni di origine, il ciclo di vita e le
cause di degrado. Da un’attenta analisi dello stato dell’arte degli studi di strategia
di impresa, è nata la convinzione della necessità di ulteriori passi: ecco la
definizione di un innovativo modello di business, la creazione di una matrice
del posizionamento strategico dell’impresa. E soprattutto sua la visione
dell’azienda come artefice del proprio futuro capace di cogliere una delle “infinite
potenzialità”, anziché essere “schiava” delle cosiddette leggi di mercato. Ecco
allora che Francesco anticipava già anni fa la necessità di quello che è stato
poi chiamato quantitative easing; ecco il rifiuto della “competitività” come
elemento necessario e sufficiente per superare crisi di impresa; ecco
l’intuizione di un rating del futuro del business plan, come valutazione del
futuro dell’impresa, staccato dalla propria storia.<o:p></o:p></div>
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E dall’analisi della relazione uomo-ambiente anche le
profonde innovazioni nel campo delle azioni per migliorare la sicurezza sul
posto di lavoro, non riducibile al solo rispetto di procedure, <span style="mso-spacerun: yes;"> </span>esaminando e facendo leva sulla cosiddetta
organizzazione informale basata sulle relazioni tra le persone,<span style="mso-spacerun: yes;"> </span>e sul bisogno di autorealizzazione di
ciascuno.<o:p></o:p></div>
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E sugli stessi presupposti, Zanotti ha anche operato nella
relazione tra grande impresa e stakeholder in particolare tra infrastrutture e
cittadinanza, suggerendo approcci assolutamente innovativi.<o:p></o:p></div>
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Mi è impossibile rendere giustizia alla profondità, ma anche
all’ampiezza del pensiero di Francesco Zanotti: riesco solo a dire che mi ha
insegnato a prendere le distanze dai dogmi che ci vengono quotidianamente
proposti e a comprendere che ciascuno di noi guarda il mondo attraverso le
proprie risorse cognitive (ma anche che ciascuno di noi ha il dovere di
migliorare e incrementare tali risorse cognitive).<o:p></o:p></div>
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<br />lucianohttp://www.blogger.com/profile/00811340593016815703noreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-91055702588672924892018-08-08T13:09:00.000+02:002018-08-08T13:09:15.108+02:00Lutto<div class="separator" style="clear: both; text-align: center;">
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<span style="text-align: start;">Devo purtroppo comunicare, per chi l'avesse conosciuto di persona o solo letto le sue pubblicazioni, che Francesco Zanotti è deceduto improvvisamente l'altro ieri per un infarto. Scompare con lui un pensatore e commentatore, oltre che studioso, che ha proposto una prospettiva sulla economia, sulla società e sulla vita certamente originale di cui sarà difficile continuare l'opera. La sua dedizione agli studi lo ha portato ad essere un solitario anche nella vita privata, dunque non lascia figli e mogli. Rimangono i suoi scritti e il ricordo in chi lo ha conosciuto.</span></div>
lucianohttp://www.blogger.com/profile/00811340593016815703noreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-90783019419739178952017-06-02T09:52:00.002+02:002017-06-09T14:50:28.393+02:00Leonardia .. per costruire un nuovo sviluppo<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<i><span style="background: white; color: #1d2129; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;">Ho il piacere di
annunciare il lancio di una nuova collana editoriale (Leonardia<span class="apple-converted-space"> </span></span><span lang="FR-BE"><a href="http://www.aracneeditrice.it/aracneweb/index.php/collana.html?col=LEO" style="cursor: pointer; text-align: start;" target="_blank"><span lang="IT" style="background: white; color: #365899; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;">http://www.aracneeditrice.it/aracne…/index.php/collana.html…</span></a></span></i><i><span style="background: white; color: #1d2129; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;"><span style="text-align: start;">) di cui sono il direttore. E la pubblicazione del primo
libro<span class="apple-converted-space"> </span></span></span><span lang="FR-BE"><a href="http://www.aracneeditrice.it/aracneweb/index.php/pubblicazione.html?item=9788825503074" style="cursor: pointer; text-align: start;" target="_blank"><span lang="IT" style="background: white; color: #365899; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;">http://www.aracneeditrice.it/…/index.php/pubblicazione.html…</span></a></span></i><i><span style="background: white; color: #1d2129; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;"><span style="text-align: start;">.</span></span></i><i><span style="color: #1d2129; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;"><br style="text-align: start;" />
<span style="background: white;"><span style="text-align: start;">Prima dell'estate organizzeremo una presentazione di Leonardia
e del primo libro. E un’anteprima sul mio libro (Un'Expo della Conoscenza per
fare emergere una nuova società) che verrà pubblicato in autunno.</span><o:p></o:p></span></span></i></div>
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<i><span style="background: white; color: #1d2129; font-family: "helvetica" , "sans-serif"; font-size: 10.5pt; line-height: 115%;">Ecco la “mission” di
Leonardia.<o:p></o:p></span></i></div>
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“I pensieri elevati devono avere un linguaggio elevato”<o:p></o:p></div>
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Aristofane <o:p></o:p></div>
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Obiettivo della collana è di pubblicare opere che utilizzino tutte le forme
di pensiero conosciute per capire le dinamiche di evoluzione autonoma dei sistemi
umani al fine di poter “governare non direttivamente” l’emergere di un nuovo
sviluppo “non equivalente”, tra gli infiniti percorsi di sviluppo possibili,
giudicato socialmente etico ed estetico.<o:p></o:p></div>
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Leonardia perché Leonardo Da Vinci è stato il precursore di quasi tutte le
forme di pensiero che sono state sviluppate nel corso dei secoli successivi:
dal pensiero classico a quello “non riduzionistico”.<o:p></o:p></div>
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Le tematiche principali possono essere strutturate su due filoni
strettamente intrecciati: le “fonti” e gli “impieghi”.<o:p></o:p></div>
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Per “<b>fonti</b>” intendiamo tutti
quei modelli e metafore che sono nati dalle diverse aree di conoscenza e che
costituiscono la materia prima per comprendere le dinamiche di evoluzione autonoma
dei sistemi umani e trovare il modo di governarle non direttivamente.<o:p></o:p></div>
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<span lang="FR-BE">Le fonti
fondamentali sono:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]-->Le scienze
“hard”: la <b>fisica</b> e la <b>matematica</b> <o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]-->la <b>biologia</b>, <b>l’evoluzione</b> e <b>le
neuroscienze</b><o:p></o:p></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="FR-BE">le <b>scienze umane</b><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]-->la <b>complessità</b> e la <b>scienza dei sistemi</b><o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]-->la<b> filosofia e l’estetica come categoria di
sintesi</b><o:p></o:p></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="FR-BE">le<b> religioni come “software” sociale</b><o:p></o:p></span></div>
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Un libro di ”fonti” <b>non dovrebbe
contenere</b> solo sintesi delle singole aree di conoscenza, ma dovrebbe
presentare i “modi” di pensare che sono stati sviluppati in queste aree di
conoscenza e illustrare come essi possono contribuire a comprendere
i processi di evoluzione autonoma dei sistemi umani e individuare modalità
di governo non direttivo verso un nuovo sviluppo etico ed estetico.<o:p></o:p></div>
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Per “impieghi” intendiamo tutti i sistemi umani che compongono una società
e per i quali è necessario attivare nuovi processi di auto evoluzione
“governata non direttivamente” in modo da arrivare a costruire nuovi contesti
economici, sociali, istituzionali e naturali a partire da un “fondo” di “
vuoti” ricchissimi, proprio utilizzando le nuove forme di pensiero “raccontate”
nelle fonti.<o:p></o:p></div>
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Gli<b> “impieghi”, </b>cioè, i sistemi
umani sono i seguenti:<o:p></o:p></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span lang="FR-BE">Sistemi Tecnologici e virtuali<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b>Attori </b>e<b> Sistemi Economici micro (le
imprese manifatturiere, distributive finanziarie etc.) e macro<o:p></o:p></b></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span lang="FR-BE">Attori</span></b><span lang="FR-BE"> e <b>Sistemi Sociali<o:p></o:p></b></span></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-ansi-language: IT; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b>Attori</b> e<b> Sistemi
Politico-istituzionali-normativi<o:p></o:p></b></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span lang="FR-BE">Sistemi Psichici, Biologici ed Ecologici<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="FR-BE" style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><span lang="FR-BE">Sistemi Urbani e infrastrutturali<o:p></o:p></span></b></div>
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In sintesi, il rapporto fonti impieghi è “circolare”, non è “lineare”. Non
si procede solo dalle fonti verso gli impieghi. Vale anche il percorso inverso:
gli impieghi possono suggerire la scoperta di nuove “fonti” cioè nuovi modelli
e nuove metafore del conoscere.<o:p></o:p></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-54443223298784568432017-05-28T11:00:00.001+02:002017-05-29T11:17:48.214+02:00Il Papa, il lavoro e una nuova economia<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
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<span style="font-family: Calibri, sans-serif; line-height: 115%;">di</span></div>
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<span style="font-family: Calibri, sans-serif; line-height: 115%;">Francesco Zanotti</span></div>
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<span lang="FR-BE"><a href="mailto:f.zanotti@cse-crescendo.it"><span lang="IT" style="font-family: "Calibri","sans-serif"; line-height: 115%; mso-ansi-language: IT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: FoundrySans-Medium; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">f.zanotti@cse-crescendo.it</span></a></span><span style="font-family: Calibri, sans-serif; line-height: 115%;"> </span><span lang="FR-BE"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-family: "Calibri","sans-serif"; line-height: 115%; mso-ansi-language: IT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: FoundrySans-Medium; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: Calibri, sans-serif; line-height: 115%;"></span></div>
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<i><span style="font-family: "calibri" , sans-serif; line-height: 115%;"> </span></i><img alt="Risultati immagini per papa francesco all'ilva" class="rg_ic rg_i" data-sz="f" name="M-3Rg_kN2lDAMM:" src="data:image/jpeg;base64,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" 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<i><span style="font-family: "calibri" , sans-serif; line-height: 115%;">ll Discorso di
ieri di Papa Francesco ai lavoratori
dell’Ilva dovrebbe scuotere le coscienze di tutte le classi dirigenti. Certo per
motivi umani ed etici profondi. Ma anche per concreti motivi scientifici: più
pericolosa dell’egoismo e l’ignoranza spacciata per concretezza …<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , sans-serif;">Questo post fa il paio (ne è il complemento) con
un altro che il lettore troverà seguendo questo link:<o:p></o:p></span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><a href="http://ettardi.blogspot.it/"> http://ettardi.blogspot.it</a> <o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Un articolo di Gianfranco
Brunelli sul Sole24Ore di oggi riporta l’elogio di Papa Francesco all’imprenditore
che è e deve essere il protagonista della dignità del lavoro. E riporta un monito di Francesco “Chi oggi vende
la sua gente, domani vende la sua dignità".<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Con questo post voglio dare
non un contributo etico (occorrono persone ben più degne di me per farlo), ma
scientifico. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ragazzi, quasi tutte le
conoscenze che sono state sviluppate almeno nell’ultimo secolo nell’ambito delle
scienze naturali e umane ci rivelano che un imprenditore è creatore di mondi e
di popoli.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Nel post su “Ettardi” ho
parlato dell’inevitabile ruolo che le persone hanno nel costruire l’organizzazione.
Qui voglio citare il ruolo che le persone hanno nel supportare l’imprenditore a
costruire nuovi mondi e nuovi popoli. E quindi nel costruire una nuova economia. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La strategia dell’impresa (le
attività del costruire mondi e popoli) è costituita dai comportamenti concreti
delle persone che in essa vivono ed operano. Tanto più le imprese sono grandi,
tanto più questo succede. Cioè: ragazzi guardate che i lavoratori sono i veri
strateghi delle imprese. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La crisi economica è
generata dal fatto che le imprese stanno perdendo di senso: producono cose ed
erogano servizi che interessano sempre meno. Necessitano quindi di una
rivoluzione strategica. Chi può essere protagonista di questa rivoluzione
strategica?<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Solo le persone che vivono e
operano nell’impresa. Il mestiere dell’imprenditore e del top management è quello
di potenziare loro le loro risorse perché formino davvero nuovi popoli, capaci
di costruire nuovi mondi economici e sociali.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Se guardare le cose da
questa prospettiva capite come le parole del Papa non significano: rinunciata a
parte del profitto per difendere il lavoro. Dicono invece: cari imprenditori e
top manager guardate che il vostro futuro, anche personale, dipende dalla
progettualità delle persone che vivono e lavorano per voi. Vi conviene non solo
rispettarle, ma anche tenerle strette ed occuparvi del loro sviluppo.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La somma dello sforzo
progettuale di tutti i lavoratori costruirà le nuove imprese e una nuova
economia. <o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-50653792736393740622017-05-22T12:02:00.001+02:002017-05-22T13:11:02.418+02:00I preoccupati da Internet, gli entusiasti della parola<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per Evan Williams" class="rg_ic rg_i" data-sz="f" name="WaWLhZvNmRvR9M:" src="data:image/jpeg;base64,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" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Voglio parlare del fondatore di Twitter (il preoccupato
di internet) e di una scuola di Prato (gli entusiasti della parola… e di tante
altre cose “umane”). La fonte è il Corriere della Sera di oggi.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Evan Williams (il fondatore
di Twitter) ha “scoperto” che una iperconnettività è dannosa.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il problema è banale.
Aumentando la relazionalità virtuale si aumentano certo le potenzialità di futuro.
Ma oggi sta accadendo che ci si perda in questa complessità e si finisca nel
cadere in banalizzazioni, solipsismi o estremismi. Soprattutto sta accadendo ai
giovani. E vi è chi ne approfitta per cercare consenso con le ipersemplificazioni … nelle quali realtà e falsità si mischiano in un groviglio
inestricabile.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Io credo che la
interpretazione di questo fenomeno sia semplice. Se non si dispone di un
sistema di risorse cognitive abbastanza “potente” le complessità a cui la rete
ci espone diventa non gestibile ed accadono inevitabilmente tutte le cose che denuncia
Williams … ma che potevano francamente essere previste.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E gli <b>entusiasti della parola</b>? Sono gli alunni dell’Istituto Tecnico
Commerciale Dagomari di Prato.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Un professore dell’istituto
(Marcello Contento) ha proposto ai suoi alunni il progetto Social Zero. Gli
alluni hanno accettato ed hanno consegnato al professore tutti i loro smartphone
per una settimana. Dopo i primi momenti drammatici di astinenza, poco a poco hanno
scoperto (i dettagli sul Corriere) tutte le dimensioni della vita che la
virtualità elettronica aveva spento.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Fare cose umane come il
conversare e lo stare insieme fa sentire … molto umani. “<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Commento di Amin “E’ stata
una delle settimane più belle della mia vita. Ne facciamo un’altra?”.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-85687941538700736632017-05-21T08:55:00.001+02:002017-05-22T09:54:47.114+02:00Indicare obiettivi, anche nobili, non basta …<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per obiettivo" class="rg_ic rg_i" data-sz="f" name="2b0P0vcPBd0lvM:" src="data:image/png;base64,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" style="height: 193px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 192px;" /></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Uno dei più bravi a indicare obiettivi è certamente il
ministro Delrio. Lo dico senza ironia. Il suo pezzo oggi sul Corriere fa un’analisi
lucida della situazione attuale e dice cosa secondo lui bisogna cambiare. Ma sembra
che il suo Governo vada in un’altra direzione. E, poi, c’è certamente l’analisi,
ma manca la proposta.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">L’<b>analisi</b>:<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">“Il modello economico del
capitalismo è entrato in crisi”<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">“Un approccio culturale di
dominio e conquista del consumatore, del cittadino, dell’elettore, dei
colleghi, del prossimo mostra i suoi limiti”. Interessante, non banale e
condivisibile. Anche scritta bene.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma vi è una <b>contraddizione</b>: perché il mantra
fondamentale del suo governo è la ricerca della competitività che è dominio e
conquista?<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Da ultimo: <b>manca la proposta</b>. Io cittadino,
impresa, istituzione che voglio buttare a mare un approccio culturale di
dominio che cosa devo fare da domani mattina?<o:p></o:p></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-36441981244761262392017-05-16T08:15:00.001+02:002017-05-16T11:21:18.728+02:00Chi ha fatto le leggi dell’economia?<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per legge" class="rg_ic rg_i" data-sz="f" name="hKiGU0c0t_nzNM:" 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<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Oggi stiamo vivendo una situazione di difficoltà dalla
quale possiamo uscire solo con difficoltà e sacrifici … la colpa? Delle leggi
dell’economia. Ma chi ha fatto queste leggi dell’economia? Beh certamente un masochista:
sono leggi che ci stanno bloccando il futuro …<o:p></o:p></span></i></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Chi ha fatto le leggi che
governano i nostri comportamenti sociali? Ovviamente noi, attraverso il
Parlamento.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Chi ha fatto leggi che
governano la Natura? Ecco la domanda non ha una disposta condivisa. Qualcuno può
rispondere che è stato Dio, qualcun altro che sono emerse da sole, qualcun alto
può dare un’altra risposta.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E le leggi dell’economia chi
le ha fatte? Sembra che la risposta a
questa domanda sia una sola: le ha fatte Dio. Ed un Dio molto più potete di
quello che ha creato le leggi della Natura perché nessuno si permette di
dubitare che sia stato proprio lui a farle. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ecco, invece, no!<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Le leggi dell’economia le
abbiamo fatte noi. E le abbiamo fatte sbonconcellate e per nulla condivise. Allora
la domanda è: ma perché continuiamo a richiamare fantomatiche leggi dell’economia
che alla fine credo si possa dire neppure esistono. Almeno non esistono leggi
condivise e sperimentalmente verificate?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Siamo tutti
irrimediabilmente masochisti?<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Io avrei una risposta … ma è
troppo cattiva. Tu economista, che ne pensi?<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-37451332028735413612017-05-14T19:18:00.001+02:002017-05-15T14:32:37.255+02:00A me e al Pd conviene votare e fine legislatura …<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per matteo renzi" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRWtj9nvDjvaWaWba43uD6jQsYqc5pRKjA9nUTcOi9j7zkd7Dfzug" data-sz="f" name="dwX7r6gNhzCilM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRWtj9nvDjvaWaWba43uD6jQsYqc5pRKjA9nUTcOi9j7zkd7Dfzug" style="height: 175px; margin-left: -16px; margin-right: -16px; margin-top: 0px; width: 234px;" /></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma nessuno si accorge dell’assurdità di questa
affermazione?<o:p></o:p></span></i></div>
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<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E’ ovviamente una frase di Matteo
Renzi …<o:p></o:p></span></div>
<br />
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma la data delle elezioni
non può essere scelta in base ad interessi di parte! Le elezioni vanno fatte
quando servono ad accelerare il processo di sviluppo del paese. Purtroppo
elezioni competitive non servono mai … diventano fine a loro stesse. E la frase
di Renzi dimostra questa triste realtà.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-67553539741847034062017-05-13T10:52:00.001+02:002017-05-15T12:56:08.497+02:00Anche la pubblicità è spaventata di fronte al futuro<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per vortici" class="rg_ic rg_i" data-sz="f" name="eWZ5sMEcDeDNKM:" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFRUXGBobGBcYFxgbHxgYFx4YGCAYGRgYHSggGBolHR0XITEhJSkrLi4uGh8zODMsNygtLisBCgoKDg0OGxAQGy0mICY1MC0vNS01LS8yLS8tLS0tLS0tLS0vLS8tLS8tLS0tLy0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOEA4QMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAAIHAQj/xABEEAABAgMFAwoDBQcEAwADAAABAhEAAyEEEjFBUQVhcRMiMoGRobHB0fAGQlJicpLh8QcUI4KissIVM1PSFuLyY5PD/8QAGgEAAwEBAQEAAAAAAAAAAAAAAgMEAQAFBv/EADQRAAEDAgMGBAYCAgMBAAAAAAEAAgMEERIhMQUTQVFhwRQicbEjMoGRoeFS8GLRM0LxJP/aAAwDAQACEQMRAD8A6MClaRMlm8lVaVd8xv3Z8YiGVeB13GFDZG012VVHVKJ5yM0nVI13Z4jc5yZ0uYApJdCw4UDRzTqr34sY9iWJ0R5jgvk45GytuFHMReGh8DpA9Sbp3HuOnAxV2zbLRZ5jEpMtVEru/wBKt/jXOMsu0eUopgWYt47xDGROw4hmEp8rWOwuRa6JiLpxyPvsO4xFsqeUKuKp7wiqVrCTcICxg4cbjvBgZK2muYTeZMwUNMFD1GfDSMEJde2iDfNa64TTaJOWRw3foacDGqE35RR8yKp6suxx1EwuDb0481V2h+nq99UeWbbs1Krxuuk86mKaV6x574EU0lk/xkV75q1aUZjiPfDxivZ1XJ4IwVh4gdoaIts2yYmqLpBqKa/qO/SI+WvJlqHVq/SHgRBOgc5oKcKyLXNOckO4yUPy/wAgeqDdmXeQg6gPxavfHO5225qLpBSwIyywgjK+IZ6QpIKaEEc3Ikk9/jE8lJIeSfFtSBmRunW0h0nhAe2dMfc8xCJ8R/HdtkqZJlsz1Q+YGsQJ+MbStF4lDhNOZljruEFHQS9E99fCQHZ5roUkfxU8VeUFrGKdvfHKJfxhagL7ovOfk1690ebD+PrbMmXCZd2uCNG3xslBKQNF0ddELnPJddJZzoPzhfWaJfPnHia/5d0CJ3xFPKSHTzi3RyYv4d8D/wDXZylqqlgWHN0f32QtlJI052SJdqQPyF1m1lcpOSjIVPh/aH643kpvKfU9w998U0zOcpW7HjQN1AnrER7KtkyYpgwScKfLl14d+kUsgc0Eqc1cRzzTXI/hyir5l4fdGHmeDxlmk4DA57v0FH1ML9u25MJcXSAQlAbE07nHZGv+vTkihS5o93vx6+yBNPJZK8ZFe+aO7XtLC4nuyEZZ5XJI+0cd36d5JhenbSWhlqYrxZs8gBr7ygjZ501SAZrFRySG4CNMJaBfRIMzXvuVIrnFshj6cYISZd0Of03CBE+28kAzE+JOkV7BtK0z5glou0qtV2iQfE6dZwg3ROIvoETZmudhGqYavv8A7R6xJKlhrxogVrnvO7x4R6sITQmgqsk0pWvppjjCht3bRtJuIJTIGJq8zzu7sTwwTFE6U2GnNPe9sTbuTH/5TZf+ZP4h6R7CV+6D/jV2IjIr8HDzP9+il8eeQRi3WF+cnt13H3SLvw3Kuy1BmJWXBwNE009XjJE1KxeQQQcRkfQxdsKkgEanPWlOMLkeSzCUuBtn3arS0ImIMuYLyDSuW4+R/Iwn7RsK7LMAJdJ/21nP7Ct/jji4hwI/XyV6xqhaJyVBPOKDdWg5FNMDnQcabjCYpTGeY4q2SNsrbHVBLFaQsDJQ18DuirtayH/eQKii05keoxEMaJSR8o6gKjXjuiG12fMe/wAjDBKMVwpfDm1iUrzWWkTE113jWIlHBQyx3pz7Me2GuzS0KSUlID7g4P6+6x7s5CQTKWlL6sO498GZ7cFwp7usSgMpN+WZeJTVO9OnlwMUtmnpS88U+I7Ff3CHIyghQVdTShoMPT8opbUsSUqLAAGoLZK37j4RjakG4tqnsozaxKBT0Xk8R+YHgOqJLGu8En6klJ4p/wDnvizZjdnJJwUGIycY07e2GqxSUBSeYlr2g+an9x7oW+qtwRt2aXH5lyr4zl81KuI7vWKezi8rqHhHeF2CUaGVLPFCT5QItthlhmloFVYJTo+kbHtIaYfyrXbNLWBuL8LkSi0r3vjX4LlusnQeZ8o69Z7DLKlDk0Mx+UZk7oLS9nSgKSpY4ISPKNftICww/la3Zxc0jFr0XO5imY/Skq6z/wDPfFWxIZL5mr7zn4GH7aUhF5QCE4BPRHE9xHZCptRjOCQAEpBJanUdcO+AZVX4KJ+zSx3zfhCNoLZASMZh7Af/AFYcTFqSnk5VOkug3DXs71QTsNjvqAIDmjtg9SeoeEE5stKl0SGTzUhhw99UNdUAWFkt1IQLApNDEvkKJ8z5dsSWdPznAYe++GnaSUpSEJSm8dAM9PARouQiWi6QknOj9XD3nGioxcEg02F2EFANmWflFcsvoDoPn9rry3QStU8IBJx00GnExcslnep7NN3GLS5aT8oPEDt4QLpRizXeHNrApPkyZlom3EY/MrES0nXUnTPgCS42SzIkS+Tl0bpKzJzL5q8OwR4pcuQgzFMlO4MVHKgxyYflG93u7vUwuWUyZaNVMUTYW9UO26i9IWCC1OaPvDHj51gRYLBmpqdifU74YbYoXSntzzz3xQWQA6mCRl5mGxPIZYKSobd1ytGR9XcfWMir/r8j6x764yCs9J8vL+/ZDuRXKN+URXEfKr/qYM2G1GYm+AQQbqknUMa9uMBZUxSN40g7se2IuXSCAS76Fh3YedBBSny3RwkByv2a05Hvy9RC7bVTJNoVNlliVHgoE9FXr+hYZ9l+YHgR7/KKU+UFAhTHUthuI0hURaCTwKonJsC05olInpnynUCkLD0LKQdQoZPn7C3ahOs0y4talA9FTlljyUNPYYbDKuy0gHDe5/PhEtosyZyDLWHDOGxSRmk+9OC2PEbj/FNczfMzyKFIWFpJeisSCzE5uMvCBJVMSoy1rVeHRXeLkZF+49RzgpYtkzJZ6aSK5Gu/c+B9v7tSwXgAaKB5qtNx1GUPD2B1hoo93JxQY2mafnXeBwvGrZY5+MWBNVMlFN9TpDp5xqk5dR8osWjZauaq8K0Jr3+8onRsVctV68kjGj4HpDxMFvGLWxyXuEIsU0lAckqQWNeDHj0a7zE/7wsLA5RbKBHSViOcDjFi07JMqYouChQwGYOBH9QjyRYjNUQCApBBrnnRssYx0kevNNdBMdLqtty2TuRUpM2aDdBotQrngYWNl7TnqQq9PnEh8ZiznvMdHPwquZLKQtA6SavnXzgBI/Z7OkhV6dLU+gVnGxVEAyJH2VTKao3eYP3SzbNpz0ybwnTQWNeUX6wd+FbZOMoFc6aXViZizQcTuieb8AzZiOTE6WGapCsz+UHrF8GzJMm6ZiDdSpyArr846Spg0uPstdTVBjIaDrzQSbapilJF9eBUecrFVNco0tM4pSpb1wG8lsdfl74v27ZplXlqUDUAAPoAMYrHZypikJBDA1Gqjp1kiMZJGpG08w1utLItcuU99V5dAbxoMz71EV02pYqFrrgLxwyzxOPZBq07GUtRSFJuhkjHAYjtx3RAjZB5Qi8ksHerDeY7esKU6OS9yqCpswMkKUZqsySW37gPQQWQm4gAqKmxUokknHE98aWCw3FKJN5asxkMgHz83iS37MmLDJUkDSvU/v8APC5pNtAs3bxohhtE6dMEuUVOd5AAzUpstB7DPJlpkS7rqW1VKVziojEB/Yw4abNsSZEtk1Kuks4rPkn3vjeal0ngR3YDQeMIlkDzYae6sjj3TeZSpaLRMtMwKXQDopyQN+qveGLTabSBh74esDLPICAwyxPpqd8XpFlJLnt03flDZS02toEqAuOJzjmqVqn3EmYp2TgBVyadZrAOYmZPLzKJyQ9BvWc+EMO1LUgIUkVdnUNxBpr1U4kQuzJxVQUT77YOEgi6RO4F2Sl/d0ao/CIyK3JDU90ZDrqfLktnIx5w+oY9Y9OyGP4fs6Jkkhw5WWOtE567sYGCTLXWWq4rTLsxHhBTZEpSEG8ihUcKvQV39nZCKggty1VVKPPZwU/JzJJpzk5j3gd/a8AZ05cuYuZLqhSiSgnU5H5Tuw4Q2ybQ4+ob8ffaN8KG0CUzphThfVTrwhVObk3CdVxhrQRojNktJYLAN05NUbiI22xOVyV6WSlQUCCOuu8eMa7PtQuJC0sCOaRlu9/nElqlBIBvC6osNCTHZY/7mtxfDNtbLfZW002gNRM0B1J1+2jUaj2bUxAUGMLlrsJCguWSlSS9MQdRr4HODW1NnpnpYsmYnoL/AMVap8Ix7GtcCDkfwiilL25jMflZKGMteB9vxEWLGSxlq6ScN48/0hfsk4gmVNDKFCDnu3g6/nFS02S4bnymssnLVB94cDBugubXSxUlpvh9U1WiVeQ2aMPun0PnAqxm5OSci6T4jupAWzquqdqGhHiPPiN8bSZdxSpeXSTvBx6sDHeGytdPZX/4/n9LpWy10IfTtFD3NHu02bEfL4iOcWdDKUlt/aG8QO2Fe1SAm2LDDnB+4esKZs/E/wCb8ftVx7ULmluDTr+l2mwNeNRl/lFy3LF01FSB5nuEfP8AbpTiUlhzlacYc7RLAQEgY07aeCTGybPsQcX4/a1+1Cxvya9f0je213loTo6z5DrJixs2XdBXmKDeo+gc9cLFqTS4MVG6OGJ8hGWoCiB0UhvXtNOCYYKWwtdSPr8vl/P6TgtfJofFRonedYqkXE3RVSqqO/TgIWZFnKjdFFKDqP0I9T7wMXrVNEsJlS01wSkY1y4n3nGCCxtdTuqsRvhR6zyro3mMtdpRJRykzDAJGKz9I13nyEVdk7MEgXlMZyhzj9I+lJ8Tme4VOkLnTVLmmgJSkaJBZgN7VzPCBawPcc8h+fRMfJu23Iz5K5si2rmrmTJmBACUjopAJoNd59GFifaCpzkKk7t3rGtlkgm4CKByNBqYkn2gAFMsXixc5AbvXxjXYcWQQMecFyc0vzp65xrzJQywJ+9oN2MMSzMnUAuo09deGHjCupRUz0AyGUPM2e2HNHeezy7Y2pNrWCykYH4r6IZtWxolyFuReYY/eFTp1wrXyeiKfUcOoZ+ENO0kqXKUEovCmOdRXHvrAU2ZCazVPokYequqDpzZpvql1YGIBo4IfdP/ACnsHpHsXv3qR/xp/BGRTj6FS4XIcuxTEVSbwyBoeo4PvpB7YG0lhBckc4ulQoaD279sD0JboluGH4TTwjcWgJLKcHUUHYad8JncCzzK+kPnTOmbLXj/AA1aiofV8RxPbCvtSyKTMWrIqPPTUH7w8++Lsib9JB4UP4TAyfaJ0uYpTEpKiaOaHVOPZCqZvmOFUVzLsFkz7JUlUlCVAENlljrl7rFPbtkCJRrellQcaHVjE2zLZLXLS6bpbpI8xHm3pZ5FwQoXhUZY9IYiEi4l+q57Pg3I4INZLWpDAkrl5KFVJ46jv4wxyJ96hor379tCjKUxpQnrB9fGGqYKtMFxWSsj15Q+cC6kpyvNo2NE4hJLTUhwRjcevFL9hYxDarA8u6SVb8wRgob4h2pZlkpIJTMR0VD3x3eEW9mW/leaoBM0dJOSh9Sd2oy4MYX5mtBBy9v0neR7yCM/dUhshKlDnllChp0hroYy17KYJUCXQSMMjgDu6Q6ouiZLLstJScwQbpFX3NEwt0pQ50yWCQyucOpQrUYHtjDJIDkmxRx3zsh2ydmpmlyogpN0s2Dgg13MYn2r8CSjME7lVuAzMlsRHmz7QhE1TrSAzE3hQp1OVD3CGK37as1wBU+SFKwBmJDlnIDmEOlma/y3XpRU9OAdL+qWLN8ASlqQozpg5MuAyasXrEm2tlJlVCiSCwBapLDxvdsMOzdtWXoi0SSo1blEuzmrPhALbdtQtQZaWDkm8GfBn6z3Rwlnc6xutlgpy0aX9VTsmzbx5RyGF1PEvXxPUI9XsZIUBeJbnKcCmg44QTRapSA19BKR0bwcqPXwHVEPKoIrMTdd1KvBicGB0yh4keSvMljj4WUNhsIANTUveOJOXUIlsNhRKXeKr0xb3XxCRjdAw3ngI2tu0ES0ghllQ/hpB6X2iRgnfnluobPkzDMMxZvTFBuA0A0Gg/Ml5nNJJsPdK8jHgAZ+yKz5wTvPv37qBtdvJJTLxD3lnBOoTqd+HhBgBiyRfX3DifKFu2qN9QV9R5ozLmvukFCASlVByV/4fsyVqWAotQrUT0i57fbQdnXUIUEgChqc6e/SAvw0gus81IYVOAxzwJ3QUtVoloSotfLGqqDDIYmFTXMllRTN+DcDmlaz2VS2LXq4miR6nthxmKlpLk8oru6z+rQlrtU2b0QQnsDcMT4QanzTmQBv/wCoqYdUtJtdZQMsHX6d1NtraizLUx05qBvGNC5hZTZpsw15oOOZPe3aTwgmu0pJYOo73YdQx640WCekaaYD8KfMwdO4BvlQVhs9Uv8ASP8A8i+1H/WPYsXEaJ/CmMijeO5qLEVpyEwYFK+49/rB/Yci/KN9BBvGhrkMs+wwMCU/S33S3cC3dDX8LWVKpJqvpnPcncx7IiqnFrM1Xs1mKa3RC52w5Z6PNPZ2j8oDTUXVKTeLgkHeRmxp4R0FVgyCgRoR/wBWHdCFtWw/xplFA31VQXz+kV8IRSPBcVdtRhYxvqtUzrvSCgPqZx407YktNoWUfwyCXGeXjB/Zll/godzTEpIzOeAihtyxIRLvhAdwCU1FdWxjWyfFt1RObamJPLsgItSFFpiShRzah4jBXVDi9OcApGoqPVMKKJiVUcHca/n4QRkW5SDUlJ+1TvwPbDqkDJS0TQ69lrt0BExBSVDm0ON2uDfMmNrDaEKWkrACw7EYGhFD14GorjEO2rSlSklQKadMCmObeXfGuypJ5RLEEF64pNDi2HcYNo+FmkSNInIsidvsRvcrKHO+dI+caj7fjxxDWmzggKR0ThuP0+Y300hllApLN/L5oOfCKqVoUtaFJCSoliBRef4xpnjC45CB6I5IWnPmgKQ5B15quIFD1pfrEDtvyeZJV9MwDtcP2w6IsKC6SkA6tnj/AOw6xlFrY2zZUyWtE2UhRSfmSDVNQfDsjTVhmdlRT0JeQVzzYUn+NNVkmWkdrnygsUYP8vOVvOQ61Of5YcbTsyRKkKWmTLClYm6KkUD9wgfLsCQgBSXJxfH9WoN5Okd4wPN7Ip6AsN0v2ezlRJJYYqOg9ThwcwUsVi5VlqS0odBH1t8xH0aDPhjPawhCblxKlqrcyGTq+yG62Ybrs1RVStchirhoN8c+UkZKSOBoJ6IdtW0JCna8tuzeTkIp7IN+dzlHomooAPpSMhvjfbUhV5I5oDdQqcTmfYivsichMx0grLF1NzR6+G6DA+EbckIaTOBbimdJYMgBKcyaDrVn1QpWudKQtQ/3FFRoAWx0xV10glabepZxKjomrdlBA5ZSl8Eua4O+868ICmtcqitaABdSWK0zOcVskMLocBur0jZU+90Qpe8Bh2/pFnYElE1SyUuABU4VfM4wfmWXmKuj5TUJJy+rCFzyWksE+lbipwR190oqOp6hQdg83g1L2EgHnm8d5x4DXtgEixOQ4WrjzR2Fo6OLAc1JTwHrTujKx4Fvql7KaXh9undLG07KESV3EF6UAbMZeYELfJTTjdRxLnueH/b1jSLOs3lnDP7QyAbuhMKE/ST94/oO6GUji5ptzSNqRlsoHTuVR/dT/wAvcfWMi66foR2J9IyK7OXlYf7/AEJDl7enJzPWH846z+y/aXK2RSlY8sodiUHzjmzS/qH4vSH34EXds6gi6RyisQTW6jOA2hGN1rxXv0Mg3uQsn68I5Bt74kQi1z0FJ5s1YcEZE5R0ZM9X0I7x5Ryf4is8pVqnlV0EzVvQYudYj2dH53eiq2kWuY3EOK658LWgTLJJWCWUlw/ExW+NFITZ7yro56Q5prmIofCky7ZJKUpdITSqhmdA0U/2hK5SxlKnSOURW8d+6EMjPiPr3T3uaaUt/wAeyDp5NeYVvLK7DQw9zdlvoR7yPrHD5ezQCLs1usekd5G0h7B9Ior2uYW4evZR7NijGL6d0m/ENi5FaQlDApcsQM+Ld8D7EyVhSUkKrRjzqF+azK1oIn/aJtOcJ0oybpHJlwXFbxwwin8IbTmTLVKRNlJCVXnUDgyFHiaiGxhwp8XQpEsRNWbHK47Jjsu0EKoaag1HZimAlrmNNmMyk3qh36zmD9rxh8m7KlLxY8WPZpHO9q2uSi0TJZUQULIqhdOCwO94RSODnG3JPr4MLG+vZMditjpcuojAhnI0I1zcYtrQ7Wf4hlS1qVdmMU1ACcRg3Oq8DtiKExTS1IWWdgsAtSvhl1wXtOyL3OKSlWYIx68CeEBJug6z1XTx1Jtu7fVVZvxPJnS0NLm3QTQhNWJGAVqIlmW4FN8JI0vM3GhrnxrkXjXZmwwlKXBLDBnrviHbiOTAMy7LBdrykuWbJ201jG7rFZiZURVQdaQgjPQIJbp5N5sD0lKbnHec/uim40hjtNtQgMK+Z3qNTwhPte05Ic3yT9lCldhZgN0dLkbIlJY0dsc+0uYdVODA2/XsvPoYMTpL9O6R9pLvqBUk4UF04atnxLxNsKzcrNCShwxoSMtwoO6Pfj62KkzZaZUsLBQ5UTgXIij8C7Tnqtg5UICbi6ByXo2sNAc6nLhySDCRVtBItcJ7k7KbAJSNP0fxhKtspCZi3Z76qsHxOaiYf1bSHsH0jiO2bFenzlGbjNmFnFHUotUQmga5zjdVbSijLQul/A85C5k26QohKc3ap7IadoKaVMJOCFHsBjmf7MZQlLn3TedKH5xyKtBDptG0EypgKaFCn5ytDuhNXEd+fp7J9EWspgB19yuYn4pluAEkuRiR5x20kR8/ybJJBSxTiMhHaJk9TnmJ7z5RTtKPNv17JGzCxodhHLuq3x5beTsM9acQEd60COLTPiCarM9QbzjrHxbNJsk0KCQlkuwP1pzjmt2X9Q/F6w7Z0doznx/0lbQkG8FxfJC/9UnazI9gl/D1HaPSMj0cA5rz963+K25OXr3nzh9+BJL2dVwpA5RWJON1G+OWS7HPVhfPCnnHXf2VWNSLGoLe9yyjXS7LiHaDwIshxV9DH8W10bTZ1fWnqc+ccm+IrTKTap4UxImrfDFzkY7kwjkO3fhxC7XPWSedNWWA1JzaI9nSed3oqdpBrWNxHinP4Ts4XZJKk3mKKMEtidRFL9ocoSrGVkEjlEBiBv0EMfwxJEqySUCiUpap3mKnxgpEyz3SUq56SzFQo+kTskPiPr3T5A0UpP8Aj2XGpe0nIuynroPWO7DZ51PaP+sc9SUIyA3Fh3ByYf17T3Adp9Ipr3udhw9VHsyRjsXDTukT9pNjmctJEuWJn8MuSRTnGKXwdsuf+9SitMtKec7VPQVhRsWg98TW0zJibqk0SxOhfCjeMULFaDLmJU7qDsHbEEZB24w2NzvD4ehSZJbVZsMrjsn5NgSMVN2ekc22zspJtU5XKLa+SyQgf1KBeGWVNnzKuEA6epqepoBWqUeWWMSFF1E99ejxx3vSEUgc1xueCp2jKN2y3PsruwpQlKvJqWZ1qJDFi4FAcNOuD07at0MVc45AAAdQ8C8DNnWTmu7PgSHJ+0AcBo+OODA7y/h3lFqTyxBukk3XYnDOuZfOBl3bnXeVRTzVIsY239SO6s7P24FpDqLkUOPa9Ip7dPKABYFCWKHQatiAa98ef+LCUiWOWUQSa3RQkk69UTz7Abl175G5i24vXgdRujGiIOuwpk89UXXe2wz0I7JMtmyUl2mTB1IWP7XjqwsSVAMrLdHObYgivSGRFDTJ9fsnshkmCcjoqvDQ19D1u0Nqw5wbnz7KHZ8vmkv07oL+0HZc3lZfJBChcrexe8d0UPgCxzf3wBcoIFxfOBGNKQR2nbFTFJvG6oBgAXcbgoeES7AtRlzgVKDMQ535VfyhoLhTFvRIdL/9YyyuE5q2edT2j/rHE9s20pnzgqUaTZgdhVlKrHaUbT3A8HHg8I1tnIVMXh01UcPiclAP2wmge5rjdUbSkY1oUH7L1pnLnskpZKMAMyrWHbaNjaVMPOohRwRkDugV8FJly1zSwQSlL81szicO+Gi2kKlTACCChQoXxBhNXId+T6eyfRBr6YEdfcrg8i2SSUsE4jMR2qZZ1P0k9bjzjlR+FpbggkMRiH8RHbCBFO0pM2269kjZgY4Ownl3Sb8WSCLJNKlJKWS7E/WnfHNrkvX+o+UdY/aBZSuwT0pe8QhvxoMcSmWGenG/1/rDtnPBjNxx7BL2hH8QZ2yRTkUa96oyA3JzdT+ExkejjbyXn7k/yXR7gGJSnrc9mPdDX8L2lKZJ6SuecAQME6sIR02k/JLYaq/JoYNiWq7KJmKAN44UGAz/ADjy6sFzM12zZLTX6FNitoHJKUjUn0p3whbVtv8AGm1Wo31OEi6MdR+cFJu3EDoi8eHj+sB5qypSlXS5JJfInJy3c8T0jGhxV21Hl7G+qP7PtiUyUFRSmmdSP5oo7Z2kiai4FE1DnAUy0ijKswJchzvLgcAG8ontlmmcnzMXAoKDsoDBNjtJc80TnXpiDy7KgiWlIdgkamn5wRRIXMPOKlk5HA/ypx74FpsqEl5ijMUMgaDirAdUOMtJY4ITm3mrEw2ptkpaFwbeyW9r2S4UhSroaqUs5rqOj4xrshaRMSAEoTV3DnA1JI1/SJviApK0XXZiAwqovgkecbbOspSpJJAUXupfChqT8ymfcINp+FYpMjyZyUb5bR669I/9RxrwiiLHz1KmABN5wnG8fqVruGecWJ89MlN4uSaAZrVoNBqcuwQHtVpUHKi8xQq3yJySnT9TxTGw8E+WRtgHa6o6mbio5e+7xO6L3w6p0zJhzfswHge2ElCsB9X9o8iWHB4pbfnfwkj65qOxJfyEc6lxZXVNNWBhA5rpG0U3rNTEYcRXxgVLtN9AWDXPqxPnwJ0hH2HN589IxIQocWbyEE1LfrF5PEM46wx6jHCkwG10VRWh3lRq3WW+6kAXvmQcFt4K0VnnqLxmkUI6ia/yqPge2F2y2h2S90g8xQxSrTgdOI0gzZLWJoKFhpieknUfWjduy7DHSMIGegUcUjbm2pQ3b0xJUAwUCKghi755v7rFbZVnC13UrLMeYtj2E+BbhF7allKi14EgUBwI35g7xFTYrJnc4EMkggiqXz3p3w4H4RASA8icE81Ym2Vcs80qQd3/AFNPCB6yFvgovXB3zcfrDYoUoy076jqOKYUrXJlLWrGWoKIcEkY5nFPhC6a1zkqa1wIF1c2JakSVKckAgUrRnxGUHVW5C0KIUlXNOj4YPlC9s6zTReCi6WDHV3zwIj2fZQC91jqKd2HZATMvJcJ1K7DTgDr7qoi2MQ99PHnDv9I6OLecwlXA/qO+OdqGo6xXvHmBBpG3UkstN07xh169kZWNBt9UGynFgfbp3R3btrSqzrDKGGTjpD6XEJt1JwUk9x7Cx7oMbStgXJXcU5YY87MY4twhaNpV88sKGqfSohlG0tYbc1PtSQulB6dyrv7ofpHfGQP/AHiV9Cv6YyLMTv7/AOry8XX3VoKDtidMT2DDrIiQWcKLqCn0p35dWMD1bRJDS0sNSGHFsT1tBz4fsMxaCVV5x5xoBQU39/GFTtAZdy9GkBD1kiUflAHD/sYFzrNNmTFByEhRFHFBqrHshvTLlox/iK0yfhnwPZCttS1KVMWnRR5ooB9458O6FUzvMbKiufZgtzR3ZciWiWkAcoQMMEiubYxr8QKWZONLwDCgG6nhEuzFpRIQVEYYDrinty0Fcq8rmygRufhCW33t+qx7xubE8EAlJc0qRnkPIeMNk0k1ml9EDAcWx4Qv2WxqWxUCiXkkUKuOg7+GEMUiQ1VVMPnIJUtOEO2paQkhRTziGSAKs+AbJ8hjFjZuziDyk6sw4JyljT7zU0GGpiW3TZUtSJszpkFKM2GagBxa91DGutptwCCqoGZI1yAzO6F4iWgNCdha15c7X2UBshK1TFrCiBQ3WCRklIfzq8RL2Co1VNqReVzc/wAXANwESp2lKBAL3Ui8zYqyePbXtRJSACb0wlqZB+4lz1CNvLfL2RMZC43d7lVLLswrWoBbUDG67AUAxr8xi3tf4FKkyz+8BIll25N3owD38ozY1uloPPJdRegfmhkjuPfBDanxlZQoSry75DtcLM+sKMlTjGG/2V8UNGRfK/qf9oZsj4DKZhmfvOKLpHJaHF7/ALeINo7HMopF/wCYkG7gU1ZnrS8IK2P42siCEqUt1lk8w5+ERbe2hLmUSS7hSXDVFW63Ijt5U4/Nf7fpbLDRgA5X9T/tU0bBCqiZRQoLv9L3qVavAxsuxEhCuUIWk9MJqFCjEPXwL72jaxbRSOYXdryaYtQjiR4CNpm1JRVQllUUGzyUPecNxS3zXnyRwN+X3Km2hYDMAUlQTNSKEOEq1DVugmoNW3xS2daCpbFN2ahwQRUajhhTDCLditqSDUkAkbwdCI3ss+VNmXk/7qEtoSk6j5gD2cDXAS1pBGXt+kOFr3gg5+62lmryzdVmnI+kLVtSb6iR8xqMiSae6Q0z5F6ooffv28A7XYSCVS8S95BwVqRod36wUJAKVUDJTfDC1ArY5DgXJxGHZjBW1oQpKgoXCQajommYy6mgN8PzilSyhJoBfQcscoOLnImIUUljdNDw09iFzX3l1RTPG6Avnmk9djmyqpLp7Q27MdVINT5RzDjfXvxEB5FpUgit2vFJ9D2Q5TBLUWUOTVqMOsedHh1S4i1811A/J1+ndK67MkF0gg6OGPX6xGpQwIY76Hqeh6jBfbezlplKKd3OTXMYp/Iwto2gtNFpvDUV/pPkeqDp2gt8qXWAl6vXPvd/rGRS/f5H0j/9a/SMijC7kocB5IgESpVOmoZDI+A8YL7LmKWguyReNBwGJ9eyFhJJwFxP9R6suvshj+H56Jcklq3ziSTgnXOJqhtm8ynUp8/mRmVZ2H0jv98eyE/aAKp0wJwvqr1ww35k4/SnX3jw7WgBPkLmTVoRzUJUQVkYsflGZ34QmnFiblPq5A5oA0RfZ0hCUJUo3y1BkOOvvjG9pmX6kAgFw+uojWxWOgSC6RQZ9ZOcbbZlqMoIlgqUpQAbPHPIamOyxrsPwzbkhVqtpUoS5YKlKLUxJ0Gg7hB3aFtTJRfVUnoIfpHySMz+QMey9mps6cb00hlL0+wnQDX2J7QlHSWlJLUJANOvLd5xz3tc4ADIflFHGY25nzH8IDZZSpizOml1HDQAaDJI08zFa12u+b3yJPMH1K+o7tN3EQwS0hitYF1sGGGjb4lslmTdK1IS6uiLoZI3Up+kGZgDolCnc42xeqVJCbymfeT3k9Q7yI2lzL61LyHMSNBn3UhnnoQlD3Egr+yOiPUt3wNsMoKmpSAGDqNA1cB14x3iRa9k9lC7+SHyFOpR0oOoP43eyFe2Tb1sWfpDdw9I7NsyxS2J5NGXyjE1OXCNdo7OkByJMoGjnk0PUjNoWyva1/yquPZjmtLi/XouIW2awlK+lXrDnaV80K0Y9mPco9kOti2dIJYyZRFMZaPtboIW2wyrhaWijfKnDA5aRsle0kDCtfsxz2/Pp0XNbUogBYxQX6jj1ChjLUA4UOioPw/Q04EaQc21ISlSCAAC6DQNXPtibZqEKSUFKfs0FFDLDOo6hBipBF7KR9C7+SXpFpKTfxaix9SclDePeMXLXJJuzZSmUOcFDPf5EQeNlQtBASkKyIAHERXSkKRQBKk0IAAD6sMjHCcE6Kd1MWkeb0Xuy9oCenJMxPTT/kn7Ph4h509cmapEwUUSpJxBSS7pO56jEcGg5ZLhqEpChmAAd9Y3tdmRNRycwUxBGKT9Q0Oo8jANe1jjll7Jr4943M5qjZprG+mtKqGLY11iW0S0LSVA3VMajA/n7rFbY9iXKXMlzKhgUqGCg5qNDqMos2qys7YHHgfCNdhxZFCxh3dnDNLKklJD1Goh6mSQcOcO8dnk3XCXPs65JzXLOeJA3/UN+PGGNaVyapN5HgN+nHDhhG1IBtYoaR+DFcLXaF5EtRSaU5pwxFN3d1wEUqVMooXFb8D158DBnatrRMkLBHOYbj0ho0K/OH2xocRwOfCh4wdM3ym+qCrPmBar3+jDX+2PYGX0fQv8J9IyKbO/kpcbuSlQFKLJHX7wg9sWxICCpRdlGmpYdvdvgHMtJfk5SXVoMt6j5QY2dIWhF0lyTeJyDsGG6mEJlHlsmwgFyJT7VkBwA9/lFKfNCQSphufHeTpF+zWZqnvz46CFy1omTrQqVLDkKPBAfpK8h+oVEGkkcAqZwbAN1THYpt6Wk6jh26CNrfbUyEX1PeVRCR0lHyHh4eyJIkSmDzCgMEhnUrfgMcsvBeXYbRNmGZOSz7wyU/SmuGp9hbGNe4knL3THOMTMhcq7YNpzF1UlAGofurh4mNdq28puhnWo0TkBqrh4kRKEXQQEvdwSMzAv9znBRUtB5VWCXFBVhjgPHqhwDMV9FJilGt1YtO1VEpTdTzakVx7fdYnlbZXMLXUhO5+iMTjmaDjA9eyZ4DFBBOJdNAcTj1dkTLsUxEp7hdeAcUQOv240jcMR5Imma9gD9l7N2sqatVAEpGT8AB7xIjJFtMtVACVkCr0G5sgIqWWzlKUgjnKU540pxDj8MW07LnFb8mWApVNSrmgYxzmxaZJrpKjgD9kVX8VTJUsqCEUdVb2VBnoIAWf9oM+cFFUqUGOV/LiqLm2fh+1qlKQiSpRYJFUZZ1VC3s/4WtktBC5CgS/zIxxyVpHRRUpzNvv+1WyWq3fmv9v0i0749nS0coJUoktQ38i/1bzB7Z/xlNnSbxlywSlTgXsd1YTbT8L2tcq4JCiQDS8jh9WsG/hr4dtkuWEzJCgQp+kjA8FR0kVN0v6/ta6WqwHDfXl+lZt20lTb0tSUjAgh9Ac94iuvaCpZSoNU1OhGB7n6xEs/ZE9Kk/wzR0mqcqjOK9os5VfQQxbsNGPePwxzBF0UYkqP+wP2RG07ZWk30pSymUMf5gK45xXTthXKXrqQFBqOxfWuGERWCxzVyikoN5POTUZYjH2+6IkbKnGgllsqpzyxy8xHYIhySnGa9iD9lesdvKpikqASvFLYKHXmPPfFm3bRmJDpSkje7huBygSuwTSwulM1J5tRl19R3QUl3ikX0lKjRSS2ODgikY4MvfVDikOWaubH2kJ6LuExNVI/yQdP0ixNUyTwPdpod0Lc7Zk1KxMkgukuCCKbmJqk6ewxyVmbL/iJ5NZDLS44Xkkdx7dyZWNacTTl7KuN5kbZwsUKs08LDjPEa+h3RekWopLH9d/5wt2qzTLLMCVVBPNXksaHRQ90warTZwcPfDQw2UNFiNClU4cMTXaqltWyoVLUoG7g4yqR2V0puhbmIUjGo1g9bJKlIUhyHwUMiK1HV1wDE9Us3JoAfA/KrgflO6DhAAskTgBy05XeewxkWbkv6VRkOsVPlzROx2REoXUCufqTBKxJDFRLscd9MBAi2WwIDDPLM7yYt/D00qlqLuQs1yTROH5xNI04MRVMDrvsEVJ/TTefSNUplyUqIZN83lrNHUquJzw4U3NtMmIlIMyYbqBWue89zDhmwhOt9uXapgUoMkf7aDkPqVv8MBVzCYojJ0HFWySNibc6psROSfmT1KFBoPWIbXaMh747hA6xWa4A3SOv9xipta115GWamq1aA/5GGCIYrBS+INrkI1ZpqEpKryS2igXP6+6R7s2YgkzVrS+l4eD9ULM1kgS0013AZRGoYJ1x3J/PDtgzBfiuFRZ1yE4mclagm+mtTUYen5RS2nbkqUWIOQAIe6ndvPjAiWq5LMzAqoncnXz3gRS2aOlMzwT4D+r+0RjaYC5vonsrDa5CK2YBU5IJF1Ick4EnGuuPZDTYbQgqTz0NexvD5a6/UO+Emeu6jgPyHkYlsaLoSPpSVHir/wCj2Qt9NfijbtEtPyro8zaUlNVTpY4rSPEwItm0pKmImyzVWC0nJtY5Z8ZzealPHw9YqbODSuoeEFHs0a4ladolzA7CuuyNoSgpR5WWzGt9ORO+C0rakhQ5s6UW0mJPgY4eoPK9741+C5jLI1HmfKOk2cDY4lrdoFrSbaLse0rRLvKIWjAHpDgc9AO2FXabCcFAgpUCCxfrLYYnsitMS7D6klPZ/wDR7Iq2FfNbMU6xl4CBZSgcVE/aRe75UYsVsCFAkgEVYkB2ocdR4wUmzUpXRQZXOSXHH3vbSE/aCHQFDGWe4f8Aqx4iLUhfKSqdJFRvGnZ3phjqcGxuluqyRcBMG0piFJC0rReGihlpXrEaLtCFovFSQc3IGGfD3lCsCHbI1T5jz7Yks6/kOBw4+6Rop7cUh1RidiATJZLQ2JprrvfWLS5qR8yRo5HZw8IV9m2jk1civoK6D5H6PSCdqkBQKTU5bxrxEC6IYs13iDa4CLNLnoMtTLThQvdOVRhkx4bo3vd/f6GEyXNmWeZfR0sxgJiRkdDvy4EiHCx2pFoRykv+ZJxBzBGSvGm4wuWIx56tVMUrZR1WlrSLpVUfrnA20yEzBdmAF8DkfQxZ20u7JUXbBlfzAMQfeUCrFbgears13iGRNJbiCkqHWdYqD/xtH1K/EfWPYJun6ldojIZiek5c0BsVkmWiYUI/nmEUTuG/QZYnc52KxSpCQhOCanerF1HM4eOgG9ms6JCBKlBmxOm86qO/iY0fsyGp1PusTzTGU2GQXoxRNhb1QTa9itFomOq6EJ6CL39SqY+Fcy8bWXZhl9JicS27wEGlqujU+J04QOmrKi3bv3cINkriMI0CW+Fr3YnaqNQWUm4AVnWg3DhA5GylyukUqmKrQu5NHwwxbgYYZbISVnLDe9O/CINnyjMWVq199WHYIwSlt7aIDC0usEJRsCc143an6q+HE9Ua2fYc0qum66iHY4J0FNG7RDRaJvYKcf1NP1jSQu5LVNPSNE8Tnwq/AjSAFTJZP8HFe2aWdtWGYolKboA5orp1ZMOwxCqVcSgDCrNi45o8SYJWpeQ4DiYqy0356UjBHiKD+qDdO9rbJwpItM1vO2HNWzXWJ1yDnTTygjK+HZ6goi5UsOdkCQctT3QXkMOCR+fgkjrg1ZEXZaBmwJ44nviaSrkHJPi2ZA83N1zH4j+ArbOU6eSYBqrOoP0xXHwbaUIunk3KXHPOH4d4jrVoLJMB7YeeB9jzEFHXzdFQ+hhADc1z+X8HWki5/DvOfnOX8u8RrsP9n1tlzL55G7XBZwLfZjoUg/xU8VeUFbGeb7yjZK+YDgujooTcZ5pNnfDk8JJNzml+lkxfLf3RQOwpyVrPNYlxXiNOMdFUlwRkR+UAF4JJxZjxw/xV2wDKuR2tkiXZcDNL/dKCUc5adAX6jRtRUjqER7KsMyWpwU3QdflyemVOwxb2kOTnhWRp2ZfhIiWzqYtoW6svSKWTuIIU5pIhlmordsKYFFIuhzeRXA46YO3aBGp2BOUHFyjfN+WGI6oYUnlJX2pdN5GXpx4RtZp+Cu3z8lCANRJZJ8HFe2aWF7MXM5hYL46VBB1FT1GL9nkzEouzWvJzSXwwPXF/a1nY3093jG6ZgmovZihA7aeI4tB74utfRI3LWvsUMn2HlQGYE1xz1HpFaw7MtMiYJku456Sb1FgdVDppUVEXwbh3HuOsEZa7wrj4bxBGVwFuCJsLWuxDVST5UuaGUKLooHA6cDgx6sWMJm1tmrsqgCSqUTzF5pOijrvwOB3N5zpxGo1ESkJWky5gCkqoHq75Hfvz4wqKYxHmE6SNsrbHVI372v6/6FRkMP8A4VZ/t/iXGRX4qDr9lJ4B/MIpMwX95XiI2T0h92MjIgGisdqFXtPy8P8AERSsnr5xkZDmfKgVnbHQRx//AJqi3sXoiMjIU75FkH/KVBN6A4I84l2h/tSuP+JjIyBHBVDU+ndA5nTH3vIxHsX/AHle84yMgpeCcNU0fLM4HwMMOnAxkZEcq9Cm0+yjtnQPAwItvT/l84yMjIls2q8lf7ieKvCC1jwPE+JjIyNlWRaqbPqPjAG0Z/fV/cqMjIyLVbUaJZ+JuknifARoel/KnzjIyLYdV5p1R3Y+Mz7o8VRpY/8AIeBjyMjDqfolO4fVWLR/sp+4nwihsPpK4I/uXGRkc35FNUfOFHa8Oo+JizYsU8B4xkZDnfKuCsjFHCI/kV7zEZGQk6I28UWjIyMhCJf/2Q==" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Mi riferisco ad una pubblicità di Audi presente oggi sui
giornali.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Suona così: “C’è chi insegue il progresso e chi lo
anticipa”. Perché dico che questo è un ulteriore segnale di paura di fronte al futuro?<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Perché si immagina che
esista un progresso che … progredisce da solo. Il progresso progredisce, i più
sfigati lo inseguono, mentre i più bravi lo anticipano …<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Manca, però, completamente l’assunzione
della responsabilità di fronte al progresso.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Credo che sia il momento di
accettare che non esiste alcun progresso che si sviluppa autonomamente, quasi a
percorrere una via di futuro obbligata. Siamo noi che costruiamo il progresso e
uno specifico progresso tra gli infiniti possibili. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">A quando l’emergere di
questa consapevolezza? A quando una seria (e non isterica o retorica) assunzione
di una forte responsabilità progettuale verso il futuro?<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-63233278696855941482017-05-12T08:40:00.001+02:002017-05-15T11:05:26.210+02:00Il valore del lavoro domestico<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti. Un cittadino che si impiccia di scienza<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per banksy" class="rg_ic rg_i" data-sz="f" name="Jwk6ZsJLvGRiQM:" 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q1aAZCGUJSIAvYfzE7e+tfS5lOVIo6iLUSva/JBYziHRnO5e4H1qz5FnxzHt8q0TXxEsH/yJP+4bO6qEluMlo/1ftrpQ4MFbk4nUG2qAUEJxxErHtxrRtR9GO2ayIZeCQtJWTdVIhS1KHsIrhT0g2SBN9O/s4eESfZVh0TpBL7SXW8UKmMxkSNo3g1ZYmdd4+rQvHdQBO0cj5gUd4nZz+FIQhSyPuk8BjHspu3WgttLcMQhClnHK6CfhSbTpBttbbazC3SpLYP3ikScpjDaa5Na3gixWlSxKQy7ejaCkgwDFAHm7V2yB+1NJUgqQVpLiUpJ7Ei9gmTEZ8K9RtSEjBOAGAMchGVYR0TvuItDimmStshtpbl8JU1fWLpBUDN4pgj2it5Uo7p5c8abEULpE1JFpCnw0XVgEwhQDycPuk9l1Mj0FCRJuqyFYM4TBvTevYzMyAc5r1tfPqk90fE15r6SrOpGkrSCi5K7wED0VJBBEYY+dCBkKmzqS2XNhwHjW8dFuhVMWa64kpWMwCMetS25KjMyAoJgR6M4nLE9ENoU5ZEjE9ekLSqACVLRBvDG6QIiMLs/fr04yDfX2YkpzIxwjfQwG39HNqVeKDeu3JnG7jhMyfSONU7pV0EHtHm4g3rOAtGWCUiFDOYuzyFXgnh7U+dMvgLSUKQSlQIVJTiCIjPbQB5OivTep+lftFiYe2lCb35hgfaDXnXTuiVWa0OsK/wANakiSJKZ7Jz2pg+Na10MaVvWVbBElpZIgg9lyVDCZ9K9QxdzRkucDyw50c93MedEE8RHFQz50lae4+I86AFBO6OYpDjgBg50lRjZyUnzokqzOX1woAJTyfLCjkbB7D5UZWN4pBUmOHdTAPDd7DSVLH0DSSRw9lAJByjmPOgAdd38j5UdJuj8PMedCmI8+HRj/APlOfoV5VygV3DTtq3t/o8q421ElSjEkkmN5zrZhnmk/HFIx5Y44rwOyxaMXgg78fcahtP2CbQogDtQalNHL7KOAI5f0pekUjrQd4rhZZtdRP6s7OFJ4IL0RWv8ApyvVpaLK5snmasqGpoFsVF5pFmhFZcbdG1f6j51r/Rco/YUhRJIccGOOZ+dZ7aG9orQ+jZX9lUNzqh/pbNTx5NTojkhUbF69D+zrO5SP943fmrPEKSSBeT3dr9taLrwP7M9/If8AUj9tZUEiT205/i/bWqN0ZmXdXR9a3bq0llIUAQCpRIBxkwmKv2pejHrLZgy6UEhSiLqjF0md2GJNV5jpKs4SkXFEgAcMBGGFWLVvWJNsQpbaCEpVdN47YB3cRU7siyevn6Pyor53e35UkTuHP5UMeHM+VAitWtSntKtAJSfstnccMk+laFJQkTdzhtR8aX0glf8A0y14JT/COSicJE/d2iedI1eQV6Q0i7MgGzsgyYCkNlSgMNhcHjNdOvhCdG2uQCOoWMzmUwDlnMUAZZ0MJX1rt4p+zqLTa0rBN50lRaukeioEHE7xtiNxAPA+PyrBeh61NoffvuXFFrsBThQhRB7QMGFKiCPE1vKSqBITPef20PkELvd3P5VQOlPU821sOtIH2hsYEH00bUHumR476voB4c/lRSd3toA8kqRBIUCCDBGRBGY4GvQvRhrG5bLGOsQq81DZWZhyBgqSM9+OffUV0hdG/wBqWbRZ7iHbpvIjB1QyJOF0xInbhUxqnpFAaSUoSzcAadaUbpbUkeiqU5jMHaDyhkyKNWSjC+C0FR9U+z40Lx3Ggm0E4pCVD8Kt/eBRKdV6ntFSIGLdNmjrtpafCYDrd1RORW2c5nO6pIx9Wj6JtFWxq09b1KksLQpClKwB2pKRmrERIEdo1rOldGN2gI61oK6tXWIvEQlYBAUQDCs8jVe0Ky429aOsHWPJd7K1qF5TSkpKQmAAlOYgACUmo5MmhWySjqZawD9ZeE0aufdRBaiAYTBE4E/tox9TUyIkZ7uXwo/rZRGd3I+YFJk+qeYpiFT9YU24of0BnHwpV4+r7aO9woATPA+ym1K3D68aUVHcOZ/bSMeE/wA3vu0wEzw93nQoik+sj/X+2ipgefgdlG2xO4bp20iztrUJUrDuFdDfWR2VlI25R7RXS12ro5VU6skdGRAG4mntI+kgjj8K57E5kL5UZzI+sKkV2FbhTduiCZmdvcK811TSzSbPR9Kv0UhpqmyalEaFcG1B8T8RSVaEe/B4Gs3xI+ZoUSIVlV76ND/AdH/dB5pSPhVSc0M8Puj9Q86s3R6FINoaVAKeqURIPpJcjI/hFX4GnLYrzfKS2uIBs70z6OzgU+dZK40kkgLmT6pmte1sH8F//wAav9qvIVj5QiT2leKR++t0DEy5sdGNqIBLrWMHNWE+FXnUPV1yxNrQ4tKry7wug4dlIx5VUbJ0lKQhCCgG6lImM7ogn09tXPVHWL7a2pYARcVdIKZ2Az6X1FTuxMsgHH2fOkPuBCSpRASASTGwCd+4UYvbx+n/AJVCa7uqFhtAB7S0FlAAiVvQ2kZn7yxTInP0dNK+xJeWAldpW7aVCNryyoY7exdpnpQtJRoy0kjBSUpG+VLSMM99WSzWMttoaQUhKEpQOzsSAAMFbhWe9OFtWiyNs4HrV3jAOCWxM5naU0IRjuhrf1DzTtxK+rWld1WRumY+dejdU9MNvMIDd7FAcCXFSsIWpV2cTKZCgCcYTXmOa07oq1yUg/ZnnkgQhDIWkAQVG8kLGN7tC6FSMDljI0CNsCzw5/KlX+Hs+dMWVfWJvJcQoYiQnaDBB7WBBwp7q1fh9vumkMj9YLYWrM+4PuNOK3eikmoe2WBH2Zp51CC51bCHHFplUG4CpUj0gSe1svKNdmvRKdHWwyP7h3ZGaSN/GpNyyhxnq1gKQtF1QIwKVJgjPcai1aGnRB2q2JbcQApIeWDcBzWlBSVoxzwVhuPjU6l2UgpxB8OYOI7qqVp0Q+x1bYQq1JC7qCopvBDmaXVKMm6oBV9IvdkY4G9z6M1t0e28tpL7KXFOKSpVxwXinAdY4qATsCpgxnVeGMoqmTyNN2i5l0+r7flUTbXgpxV0JvhO/tQCrZ6oJjvmlaYt/VoK1OoQ2nFaxnA2AzhO/PdiZGc2HW1u0PPBo9SEtXW3bpK1EqTKjM5Z4yTiaMycoMMW0jTNHWlRTBQE3YjHYctnePCuq8rcnmf21muq2k/7Spq8esMuNrUT/EiApCjmZSEqgjAknYK0JhwqAxGOwjLhnU4OoohNbtHSVHh4Ez7hFAg/Q+dBAO2PdSik8KtIDePCmyCMojjM++nFIPCkFvf8qYCLx4cjPvopPClFo7+X0aIooAb7W4UKXdP9T8qFMDAgmEgYUyE48PfXTaBjs500Yit+qzkU1udejzn3ipG36WXZ0JUlCFBRIIVPwPfUTZcATOAj4/Ku/SyQWRG8HnXB63HWfdbM7/RTcsG3IEa8ubWG/wBR8jS//wC6V/8AXAHBz/jUe3ZkxSHbGNwrO8WG/l/c1asnmSydeRtYPgv5VMdGOkOutNtXEXwyoA7Am+I5VU12FAQVQMATyqX6H1/2l4b2gf8AWP3Vow4oRTcUU5ZSbSbND1jT/CdH/bX/ALT5GsgZDcm8V5K2AiYMbRtitk0yJQeKD7Ukf+1Yy2tvaFT+YRn+XCtEOChl10J0cfaGUPi0ABYkApxAkjGDwq96mar/AGFLietv3yD6MAQCN9ZvonX15hpDLaRcQIEwTBJOJu7yavWo2tLltLoWAgt3CLu0Kvbx+Gpq+4mi5z9R86gNaQVu2FnYq1JWrA5MIW6Jx9ZKO+pwA7/rlVetLhVpVlu8YbsrzuEYKW40gThnAV7aZEspPEz3Ye+sp6T3FvW+zWVKgoli04BO1xtYE9r8EjurUyhWxXMVkdpC3dM2x4Ej7JZnSFbiGylJ5qWfCgDIaMGioVIiaJqd0luWZKUPlxyFxfUuUhtZReKxBUpSbhIj1lVrjGuVjWFXLU0shJXCVIm4Lok3iAkyoYKIry/NGTUWh2a50ka+svtizWV0rClXXFhJi4CnATAJKkjEAiAccYrXGh2R2jkNg3V5T0P/AH7OEjrG8N4vDCvVZy9I+zypPYDhtVtuOttqVHWBd0kQCpN03AdpulSozhJ3Gs90x0SsuJcWy6sOkrUkKjq5JJCThIGyffV304EKRdWLwkHGMCMQRAkKBxBBkRUXYtOKbSpb60paBAS4sxJJiFdmImO1hnltpJsZjunLbbWrOnR9pCmw2ZSCkytIySFAwpIJERwGyK7ND2ZDLd1aXAv78EDtboKScMq2bTOh7PbWQh5IWjMHak70qGRrPNLWKzsi4h42laTCVHMI9Ra04LI2HOMIwFVZncS/p14iFtrtxV5q8HWV3kEkYlJgggAYESPGtN1e02i0spfbyI7SfvJVtScNlZyt1Jk9UmSST2l5n+auXQemjYLVfgizvEBaRklXrCcd/gTuFRwz/wCt/Ql1GN1qr6m3suXtp5j4inRhtV7PKohNqAAUMUETIOWWOFSDCgoSCeZrQmZDpw4+zyplST6yv9P7aUEd/NXnQLKdx/UrzqYCCTvVzHlRXuB50osgbx4k++abLQ48z50AAq4HnR031Y486FMDz0cCRhvxp1AHnTIeG2N0nZxzroRdnBQPdFX4ZqZgzYZQ7HSwkXVDafhsrrtKpaPdXEpQHflnlNBq0XklOUiJOzZWD/JQfxE0bf8AFv8ATkvUcZcwoLXXQxYUQB1hn8hj312o0Uk/4w/Sa5r5Oqoshra9DC+IgeOHxqW6J8LQr8SFjkUH4GuLW+yNNNNhtwqUpXaBGUCZHCYEVK9H1jU26ysRCkKJxx7SSqI8BWqDrGvVlEk3N+iNG0jkO4+Y9wrElONpMFBJn14Hurb7WOyn6yM+5NYvb1AOEFtJIUoEm9v4GtENyhmgaq6jWa02Zt9SnQVgmARCYURGIk5VbtXNVmbGVqaKpWEhUn1Zj/cax2w6y2lpAbbcUhAmEpUqMfGr90b6wP2lx1Dyyq6lJTiRtIM492yrN63ItGhhBO01X9X4ct1vdx7BZs4OGSEXyMvWc9gqechKFHtGATmZMDvqq9FtnWbCHnQoOWh1x84kE3zCSccZSBB3RTIlyuVl2tmgHNH2O2vMqdectRAdWEiGmu0VkxjdhRE7JB2VpvVj8X6ledOJGz4nzoA8hkUXhXoHWnoqslpvLY/s7px7IltR4ons/wAsdxrDtO6KVZbQ5Z1lJU2q6SmYJgHCcdtMRHUdKSgnIE9wmiigCZ1Ms/WW6zIyl1Bngk3j7BXo222qBn7awDo6szira04lCihBUVKxgSkjPfiMK13SLxWtLbYvLVxVhxONQlbY0OF0vuXBISnFSpPLAjE1RNc9KJfLkY2SzYcH34gJ4pSTVk1pcLIb0fZTFofkrXJltvJTmeBMEDuNUjTgbL7dkY/uLL6WULd2k7495VStRWpjUXJ6UdeidIPfZrjilLwKykqVGKh2YBiBO6kJtJyuNY7IV+6iNrViAU7vQbx/040f2hQAIDYOOIbbx3ZJ2R7axOTlv/R0Vj0qq/cW46byglCIBUI7WQP5q5NMJCm7hQkX0zOMg3jBGOGQpxT7hxgHj1af20aHXSQIGwf3acp/LQnvtfsEobdvc6ujnW4NxYrSRdmG1HZn2Cd27vjdV5tKlsqCkehujLj3Vi2szSutKimJ4Ryq/wDR1rcHk/ZLQr+IB/DUT6YH3T+Ie2tvzKznSWmVGjWS3odTjE7qeuI3Cqw6rqFTCrgPpAGE/mMRVgsVvStIIJPOnFu6YmvIeKURknkKIXfwx4U6FTlPI0DO2asIjUjePZQpZ8aFOgMX+xWci4puFeGPFJwkVy2nQNnKSQHQRGyce7Opw6LCT2nxHFBkyScbqgDnXFb7MzASHCsfeF2AB+Eg4GeNWQwQnLwsyz6jJih4l+em/wBiJRoYJmFqJnaMeGROcZbKNNkU2DeM4zN2CBjIzxEx9Gu9pKerxRIQQpISUggyAYCdomYO6iU2lYlt0gEkxgB3YDfW2XR43Gl+e5zY9dlUrb2v84/s6GnmwEwozBJMdn34d/Ck2XSCCu71gAG0JJB4DHDnXAbqAby+sUSSmRkeHD211aH1ecWkKUoJnZdxPyrDl6HBBb/c6OHruoyS2+1kRri6lTyUoVICc4jFRPjsHOrZq/pBoWhhCFA/d2+qoQMKgNJ6quKcvJMDDMpwI3EmY8PCpjVzVhLT7TinSpSVpMRhnjjPGKxzwwSSvjg6GPNOVvz5NGtB7A7/AJedZBpq0uNuuJMDtqi8hJJBUciRJFa05NyDnPtIz5msw1hS8l925fulaiLsxjjsyNKBJlw6O9H2R+ylb6Gi4FqBJgYQIwECrpo7R9ma7TSG0kiDEZYeFYY21aVkBIeUrYAFE8qntTHVsPqctPWpauFN4qUiFgpui9eSMgrCcYG6rVRB0X/pK0klrRz8KbStabifRBN4gEJ2zBOVSmq7KGrHZmz1cpZbBm6TN0ZnbjVatPSPo5J6srWoAiVFCnEEYSAbx3d0jKkJ6QtHt2dbdhXcchRaa6pYSXFHJIwSJJmJAk99SEX6+n8HJNAFG5PIeVEl8QCJxE4A/AUtDp2X/wBKvKkAUo23OSaw7pp0OGrYl9PovokxkFtwk803DzrdetO9fJXlVC6Z9H9bYOtg3mXErxB9FRuKGI/Ek/y0JgULodSj7Yu+B/dKifzI+FVPWP8A+Xaf/M7HdfVHsirD0WuRbTH+Ur3pqO17s1y3PfiIX+oCfaDR3F2LXqULtkbSlIK1qUqMybxw9gFXglmw2ZdoeAUs7AMVqOCWkb5PnXH0c2VtNkZdMyW04wqBAxyEbDXQ+vrFqtVqTcs7EqZSpCpw/wAZycLx+6nYDvyruyXBSNKOu2NtT7gH261kgAY9SjYhAO4R4xnE1HaFszrLcALCiZUQDJNcrtuct1sXaFDDJCfUSJuj495NTRZe2BfP4zVWeb+VX/4aungl4m0LbffuqxdnCJBnPZI+ppsLtJ2vH9fwo/sbuZBB3lXxmjesRITJQSAfvpzvHeapuXqX0vQaItH/AHp71edC1G0AAkOYAA4kY45yYnH2URsBPqfrT8DTjdiKUmOrxIzUmMJnA+FJPtv7g1329iG0zo99SUruqJkKBkEYTx+orh0voggNWllKkNuRiAQG3JyB78MMiKmrVYSsGS33308s8KPVdxBU5YXrqkOElGIICvvJnZOfOteCe1UY+ohTuye1N1yFoAstqN1/0Qo4Bzgdy/f7KmLQ27ZV3mwoo2gkYe2qJpPV5JV1C1Q9/hOZBxIyQresf03VN6r6zOoP2W2CVDBK1HMblHGe+rmjPZfNE6cDwyx7xh7ZqWKzuHOqgbAAb7a0g7hPlXZZdMKHZUJpKVchRYetO4cz5UKi/wDq43UKnqQjN/tCDKr6cBhMY+FKZtSDMqT3GImoVrRTcjtqO3MeOz6mlL0Wj11gbMtw4VSs8SzQzqtKEKULpQmUyrZeBJGzu9tLstgYj7iYGwkCfjUcnRwUr+8UMOGN2BRv6OCSB1hIPduNWz6hJ1fBVjwbN1yS7IbR2gluZm8BvIHdmRzqTZtpHpKG+J5VWPsACFgOGLpGOztIM4flFLGh5H98T4fOlPPBpSff7jw4ZRcopcP+iyptc4wMp9KcMd+zA03Z3ypQO0Y+lsTju4Gq9Z9FKgEO5g/dykd9LY0SqT/FGB2ju41V8SBeoyLkvWAwUkJkST2sAQd+O3uqmad/iOlxJAvQbt4AgxG2J303bLEQf70bTlxyzokWa+0lYORKT/LhvpRceUJ3wyz9H2nm7Il0PGLxTdIUk5T+LDP2VxdJWsCLYhlpo9kKW4ufwIURkTOF6oMtRx7hTCovpJT2cUnDYQQfGFEVPUiLJ9jVIPos7SwUuNhxKykZp69ceIBPOoTRuhlN21lNxZAeREpIOBTv4n2VaLDrQ20lV1KrxU4oKIBJvLUrHdnHhUEjS5+09c5fWAQUpUcAbxUcNmcd1PWGk34O/hV3mAOZONC/u/3J86zhnpHyH2cxGxQ+MVJ2bX9hWCm3E8Tdo1INLLmXCP8A9J/dURrS2HLHaUrQSnql4ApJJAkRjMyBXAjW6yxJWR3CfcK4bdrbZHG1tKvkLBTkQIOGwyKjqQ9LMm1BK/trRbbU4rGUpiSmMTJIAA4ndU70o6OcVbmUhsjrEJQg4G8q92puzEFQ8KlNVw1YHHFNJccvgAFSRKQDJg4YGRs+6KsNo1gZcKFqYWXWwq44oJNwqEH7wMUnPcNOw3ZHFWDR7TTq7oSSCqJKgVEgJEmJnbWf65a2LtUNIJSyk5Tiojarf3VfdI6RatDZs9pUiSJ7GAMHvUQQY21nWk9CNNuhKHJSZg4YHdO3ChPuOuwWhbL2c048anzYuymCnAccySdg7uVR1iZSnBRIA7vOuovND75UN2PwrBNttujoQcUluGbMAZK2x+v9lPJWhJBUtEZ4Xth4oG6uEqCj2Ux3AmeQNdrFnSrAtOSBAGOJJJOQkZ7qS+hJ5EuH+ew0bUj1vZ86QbWgkALzwko+dOK0UufQSBMAG9POulzQLiIJSJnYd2WYwxo0q+P5E83qRjriMr5mcwjDCRh2qirbZkzeClXswQkSFDEEG9vqeOhnjkhP6p/9RHzpLmrNoIyQP5pqyMmnaRVOUZKmx6x6YZtjXU2kEOggSBF7coGeyofXBpt1JUli1CFj+7eH3xx3GOdJs2r1oQZwVwBI9v8AWnEavWjqwhS0FOycSnx2VuWVNGGUKZZ7DaLgCVEncd/trqWpBzJB8PnUKzZLUhtKL6T3pBkfmJPDZS4tIHZDZIyCkyByifrOouYtJJ9YN55p8qFcBtVu9dAyySI8MD76FK0OiERoltV0JaRJwyGKidm4RGdF/wBLQCUltEjDLEEHfOO6ioVT3LaVDbmiwnIIiciDHgQZT9YUlyws+kUpEb7xMndGzlnsoqFacXj2kZ8kNPii6HGrCiD2MMDBJgweBy4U87ohoqNwynE4KWnDuyHhvoUKobb3NEYKKFjQwAEXgNnbNJs2i0GRKwcYF84ndwmhQqvI2uCyEUML0Qk4yvI/e86bfsCkNltvImcTj9YUKFOEmRkkcaNEvHYk/wA1IGjHTkR+o+WFChTlkkhRimPJ0Y5+GPzHypaNFq2qHgKFCo/FkWvGkSujdWXnZurTMXsRsnvqQf1NdSlJUuZUkQmM1GMzQoVKUmo2VJb0dY1FWCJfCQTldvGdxOE8tm2lJ1IOMvEkbMh3YUKFcafV5UrTNccUWPDVfsXlOKw2Y5d84081qg1CQXFYj0ccJ8YoUKqfW5mm9Xdkvgwvg6rP0e2UrCheiJEQDhAz8actGpFkzU3eIGBJOAG7GhQqcsuV41LUyKjHVVD1n1QsoGDSeZy91Pp1eYTKuqTgRlMYcDgcttChVGOU549Tk/cspJ1RIWXQdmg/wwCQQcMwcZ76p+kFNsPLaUpRCFCD966RMTsiSOVChXT6JvXXoZ8y2FqCFYlRM7Y98muYPQYUokDYRs40dCupJboyoRaEIcMAqEeyjm6mM9mOdChQ+AB1xI2D64U4lZjOd+FFQooiKZtZGBArntVsgjADnQoU63AdS+mMZ9tChQooR//Z" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Oggi Massimo Gramellini nel suo “caffè” del Corriere
della Sera parla del valore del lavoro delle casalinghe ... Domanda: perché la società non è in grado di
riconoscere questo valore? Avanzerò una proposta semplicissima. Se qualche
economista non fosse d’accordo … <o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Massimo Gramellini descrive
le prestazioni che una casalinga svolge gratuitamente. Sono prestazioni di
rilevante impatto sociale. Più precisamente il lavoro delle casalinghe è un
contributo diretto, forte e gratuito al nostro sistema di Welfare complessivo.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Bene, allora occorre provare
a calcolare questo valore. Nel suo pezzo Gramellini cita due diversi calcoli.
Uno più restrittivo parla di circa 3.000 Euro al mese. Un altro, molto più
generoso di 7.000.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Fissato questo valore occorre
fare due cose.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La prima è quella di
aggiungere questo valore complessivo al PIL. Diciamo che non cresciamo? Magari accade
nelle attività che vengono riconosciute nel PIL. Ma cresciamo in tante altre
attività che, però, siamo così stupidi (mi scusi il lettore, ma non ho trovato
aggettivo più adatto a descrivere questo nostro atteggiamento) da non contare.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La seconda è che questo
lavoro deve essere retribuito. Come? Direttamente dalla BCE attraverso l’emissione
di nuova moneta.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Mi rendo conto della “diversità”
della mia proposta. Ma che vi aspettate che si esca da una crisi senza
camminare per territori sconosciuti?<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Se, poi, qualche economista
non fosse d’accordo con la mia proposta, gli chiederei di spiegarmi in base a
quale teoria non lo è, che senso ha questa teoria e a che verifica
sperimentale è stata sottoposta. E se non mi sapesse rispondere a queste
domande gli direi che è da irresponsabili (per di più pagati in genere con
stipendi pubblici per prestazioni riconosciute, ma certo non più nobili del
lavoro delle casalinghe che non viene riconosciuto) pontificare, porre limiti,
leticare tra di loro senza avere solide teorie dietro le spalle. E’ da “Pierini
incoscienti” zampettare tra le gambe dei giganti cognitivi e sociali che
popolano la nostra società, cercando con la prosopopea di colmare il gap con le
loro altezze dei giganti ed avendo come unica strategia quella di farli inciampare.
Se tutti finiamo nella polvere la differenza tra nani e giganti scompare.<o:p></o:p></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-58290729733162572892017-05-10T08:12:00.002+02:002017-05-10T10:57:01.052+02:00Obama il velleitario ...<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per obama care" class="rg_ic rg_i" data-sz="f" name="WQy55uSnSrVP-M:" 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" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">… lui e troppi altri “innovatori” banali …<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Mi direte: ma ha fatto
grandi innovazioni. Una su tutte: una straordinaria riforma sanitaria …<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ecco sta proprio qui il punto:
non ha fatto nessuna riforma sanitaria. Ha solo fatto una esercitazione giuridica,
un compito in classe che aveva come obiettivo quello di prendere un bel voto.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Mi spiego. Una riforma è “fatta”
quando diventa vissuta, quando un popolo la pratica e la considera strumento
fondamentale per il suo sviluppo. Nulla di tutto questo. La riforma sanitaria
di Obama è stata osteggiata prima di essere approvata. E cancellata appena
Obama se ne è andato.<o:p></o:p></span></div>
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">La sua colpa: non essere riuscito a farla diventare
una riforma di popolo. Per questo penso che sia velleitario. E i Ray-ban da
rock star risuonano superficialità.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-2758641775081471462017-05-07T09:45:00.002+02:002017-05-09T13:18:12.329+02:00Francia: affidereste ad una persona di destra o di sinistra la guida di una Formula 1?<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per Macron" class="rg_ic rg_i" data-sz="f" name="kNK3Qunwa5Ck8M:" 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MTCL0clo5j4ZpcKwuCx+nZWrMMtowCQMi9xaIB3wDPeEE3UWw4bkiFQrQ4t4GPAqwrOlshU98sLHh40dn371Ou61h7YSLjrkPJ1oWyvihswU5aLus+GX0w7i4a/uEKVmac/JW1KyS2NclTdG2J7M3V2fsdQSwhnRxCrbVs0xg7FZ3LMH6Cubz2WJOJjsJ4Krr3DWZ6z5HIlMRya+xrPh/wCf+0VtFtVjoJDm8ipNorpyozBkAq2q8lyNfJiM3Quo/JVr7eWEhvin7XXgKpJW+OC9iuXI09AJRIILcWAuibMezt5+8WX5tnXO10TZj2dvP3izfNs6pkMaiQlBAEW9w2zCcBORMjrvHetG6zYjO57Sw8MxksMCtfsreocfR1CJOh4nceqUz439kN4Mi+rJ11FzWYTq0xH13pF51aji1oENnM90x4K3vKm1gNQbsnfr5/FLo4XNjjmDz3JNy3yOrjdrjZVC96LCGF/a0wwST0EZqQ2+2nsilUceGE+XgivW6mVmZiHDQ7wRzHNC732kwHPDcOeIsxEwIjLl5I4qDVhfNPVMYJtLu1gbSYYOJ0GA4gDvz3wqO8PSVqvoWVHlodBfMAwXAgBsCNJ6LRWyw1X5OqucIiPVETMQNdBqlWawtp5gZo1OMdlSxyl9mOXVYW0gA3QNjiZP0VHq5lx5x4KdjgTwVbUqQ363apfbdh9FDtFV7LWb3uHgM/OE7UuuGNqbjAPfofMKqZV/iLW2PVbMdBOfmV0d1jHoajSPVZSHQ5OI/wCyZn8Ekc/kskpM5letE0456H66KHQtm5wBHOPNWt4nIMPMdDoqyhYwJe4w0ZEkeMSmotcdiM75aHzLSHMPZOcT++iL/ER/N9d6ev6iaTAzTPI8WubPhIVDiKKKUlYMpOLo6HCEJyAq69rwFMYW5vP/AFHFTsoh35boHo2nM+tyHBdi+zy66f8AhtOmMhVp4nEa4qmZPcfILgLiSZOvFds+xm+RVsxs5Pbs5y/mpvJIPc6R4cVJrQKe7M/tFdjqZfTqtyBzj7h3PH8h1nxWOfjoujvy0K9G3xc9K1Mh3ZeJwvAzbOoI+807wuNbY7M1LM6Hshu4tzYebDuPFpSyg4fodWRZF/kqbDenFaSyXkIzhc9Jw66cU622PaMjIVyw30SOVx7OiVLcImZVXa7dP91jje9QJl95PKFYGbPylRaXlaxJVPWrgCUw+qXHNQ7Qc44JqGOhLJk9hVquIptBBb0LN2BBBBWQC6Jsz7O3n7xZvm2dc8XQ9mPZ28/eLL82zqn0QxtIZiVam7ZbLc9+XDiOI/dVTQrq6bYBDXZcP2WM7StGsK6ZAN3vn7vUuaPMhTrtuKpUcIc0RnIOKOmHKe9aBlKc8IPPDM/qpjXuiGNM8Yy8EtLPLpIYjgj3YL3qmHNmRAB67vzUK67YWksfoIgnmdPirKjYMgHHMmSfOOQiPFQ7dZwWucB6zhHQZjyCVVdDqdbRctcHBLpsKptnqVZ+NwOWM4AeA59ZVx6bAYeC0jcfrMKpY3EZxZYzHHUky9sJutezBvVfWvUHRTi2aucaDt9eBCzV+2+G4G6nyVlWJOZWftNHG/MwN5W2KKvYpmm60T9hbDLy9w1y/wBjc6p7xDBzctvfdqLKDvx1HEnxz/TwWcuq0so0y5smIyAiYOTZPPMnqoFpvt5qTVALTkGj7o3Ad2auaeSViqqEaE1rvFoEjUmSBqCNyeo7N1KpAf2abTnoMhu5b1KpW2yal5Y7cQQHd4ORSLbfdKDhfUrEZ9o9gcyAAPFEnPpANQ7ZSbd1A6szDoGQByBgHvzWZUm32t1V5e7U+W4KNCcxx4xSEskuUmy+tV+VSYb2ByEnxKguqFxJJknUlM1dUdNyKgbFkK22XvupYrRTtDM8JhzfxsPrNPUZjmAVVwjChD1VdVtZXpMrUjiZUaHNPI/mnrfY2VmGnUaHtOocJB+uK459jO1Po6hsNU9ioS6iToH6uZ/u1HOeK7Y1yya9BJnFNsPs+dSLqlnl7DmWH1m9PxD49Vze0UCwwvVF4WQPC5htpsg2pLmDC/juJ4O/VB9WbqXJbOPueUnVP2+mabyx7S1zciD58wopetUC6HqTJIaNSYUW8HTUfH4iPDL8loLuszaDfTVjDnZNG8DpxWdqiXOPEk+JJRQezObGkErCihamYSCCChALomy3s9efvNl+bZ1ztdF2W9nrz95svzbOqZEZDChCMIwgDNHdNKs6kMFQscJ35EbiVobAHtE1KmN2+IDKY3k5ST9c1l7itwb2Dv0zA7leUrRTdk5wAH3Rx58SkMtptUO4qaTss31jVMN0MCeXAKNeIxOZRZrOEf1a+DQMR6c0xWvYMaRTaAPxOyHw/utJsJcpe3+MqzLwRSByhk5ujdiI04RxKDHjbdmk8iSLK5LrFNoAGQEBQdsbLADw3Fh3ceIWvZTAOSr78ogsqHe2m495B+u5MuOjGM/kcztNiY4B9PQie4puhZYzUPZ+2HD6M8y3pvb8ZVo4/QS07Tpj+OmrRHtbAGqn9B/LJO7yVtas/r9VY7MXYalopAjJrsZ6Mz84HepB+jSSSTb9Ave6RRcKW70UDhiAAJ8QFjL+yZTqN39k/wC3j3z4LoP2mVPROpumJ7M8+Hfn3lc1vOsHsgmBiJHJMQi1I5mSdxITLeNCzwjyOSbtdvLhhaIb1/sB3BMNDRzPwH6pp6ZUUKOToNCUEQRAkuom2GCnKgO6Ew58aghQhMY6UoqHTrjipLXKEFsqOYQ9pIc0hwI1aWmQR0I+C9KbB7RC32RlbLGOxVaPu1GgT3EQ4civNJWt+zLav/D7UDUJFCrDaupw/gqQOBPg48kMlZEz0e1srHbbbTWKxgsqvx1Yn0VOHP5F25nfqsjtd9pz64dRsJNJhyNU5VHf0g+oOevRcp7THduSSSS4kkunUk6k96Gkwtos9pr9FreC+gGgeqWntxwxHLuhVlhtlGk4E0i/mXCR0EQptANLW6ZOiMhkegnzUa12ICcvVJB136ajJFxXRLYNoLW2q5lRhJYWxB1a4E4gRxzaquU7RpScHGf+QGX5jvUeh2nATE6dd2e5WlWgWwOCMIy2CRwQIVlBYAURpcEtqUFaZCOQuibLez15+82X5tnWGgLebNCNn7z95svzbOo3oiMdCMI0TjAJ4IAyvtFcl2RyGn6qdSvt4EETzmD+6qQlK3FPspSa6NFcfpLdaqVnEgPdDiCSW0xm8iMm5DUDUheiKFNrWhrAA1oDQBoABAAXB/spu2pWtwLSW06bcVUtJEtkYWSPxOA7mld4pdongMtIk5HLiFm0lpGsW2rYsZZlQbwbNKqN5a4f9cvyUq2Ehs7pSCJYekeGiqgkzhTGYWB41Y4Hu0PwJWja4OAMahQH0QKlWiRlic2OUkBPXI+aYB1b2T3ZJTOtWdLxXtoVUAlaO67cLFT9O5mM1J0MEMBgRI1JBy5BU38PvCn7WVWNpPpnEWtY1jMOkho+GIFVgVu/6D8yXGCj/ZSfavbjVoUKjQ4Ne8RiGfqOMGMpzXNHPJiTotRtnf5r06FlHq0BLz+KoWxHRoy6k8Fl8K6EVo4k3bAiISoSahyRAhO0RBG/RJaVCixhIeEuUl7J6qFjLWCZhPtTITgKhBbikwg4omlQh0b7N9m7PeFF7XPLa1Iw4ZZtMljh8R1aVoLw+yeab4rEuGdMADvDgdd2kLnOw1/mw2ynVmKZ7FX+hxGf+0w7uPFelKBJIcDIjzH9llLT0GmeYLfY6lnqOp1AQRqPIp8H0gcYklk6b266n4rp32obPF7HWgAS0EmOX6rlVjYROYyBmG4st5zyHVHF2iMiUbK99UhnrBpf/wAYKq2hX7GmnXYQSM8JxRo7IgxyKqK1GHvbpDiPiUQDAX4mji3XmCcvrmkyhTEEc8j0OSS+lOqhQppnRLCJuQSXOUIKxLfbNf6BefvFl+ZZ1z5q6Bsz7P3n7zZfmWdQsyKZtx7B6hPhM2xssKEIrEaJGiBOg/ZTtRQsz3WevFNtZ4cK38wAaGPO5vA6Akzqu4U3A6cPPReUF3L7FreH2F1PES+jUc0gmYa4BzMP8sSO47kEl7Di/Rua7Q4RuMhRrLOYOu/qPoqWG5putTh2Ife8x+3khDOW7VWT0Vucd1SHDyPxHxVTYK2GrUbuxf8AoAz4yt7t5YcTadYasdB6Oy848Vy81sNsqNO8D81jkjaaHfGnUkzXMaTAGpyA4nch9oVl9EGAmTUlxjQECIHHUqbsdQL60u0pjFPHcz4yf9qifa04AUXT2g2qY5CIPjI7kHjQpNhebluSj/RyFxkk8ST45okEE8coCRV0S0ipuUIA6JtpTqYVlFo5GUEFSINVNfBKYggoyxCARIK2QdjJemdgHk2GykkkmhSJJMk9hqNBZz9FoRt//p9p/wDr/wD01ee67iCACQI06gT5IIK4Fv0RLb6qe2g/+VW/qH/kIIIvZTKxyM7+p80EFAQwmnalBBQgbV0HZn2fvP3my/Ns6CChZkQm7V6juiNBCEVSNEgiBFLp/wBhRPprUN3o6X/qoggqfRa7OwhC0+r3jzCCCzNCk2lH/wDLU6Lil8/6g7uQQQv2MYe1+zquwTR6GoYzLwJ3wGiPM+K57tu8urWuSTBIEmYAIgDgOSCCrF9UTyP5JGCQQQTAkBNv1CNBQgYTL9UEFCj/2Q==" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Tutti dicono che oggi vincerà Macron. Forse hanno
ragione, salvo sorprese. Tutti i benpensanti dicono che sarà la salvezza dell’Europa
… E qui non si capisce il perché … Le elezioni sono la storia di battaglie che
sono fine a loro stesse. Ai vincitori diamo medaglie, anche d’oro, ma non
potere di governare.</span></i><br />
<div class="MsoNormal" style="line-height: 115%;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Pensare che sia importante che a vincere sia una persona
di destra o di sinistra è come chiedersi se può guidare con maggiore efficacia
una Formula 1 un politico/a di destra o di sinistra. E chi lo sa? L'ipotesi più probabile è che siano tutt’e
due piloti incompetenti.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , sans-serif;">Insomma, bisogna piantarla
con due miti: uno contingente (di questi giorni) e uno “stabile” perché ce lo
portiamo dentro da decenni.</span><br />
<div class="MsoNormal" style="line-height: 115%;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Quello “contingente”: è
importante il risultato delle elezioni francesi. Non è vero, per costruire il
futuro è indifferente chi vince tra due candidati … troppo “non sapenti”.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il mito che ci opprime da
quasi sempre: Le lezioni sono il momento più alto della democrazia. Non è vero:
le elezioni sono la degenerazione banalizzante della democrazia. Fino a che
democrazia significa: tutti siamo responsabili, insieme, del nostro futuro
collettivo.<o:p></o:p></span></div>
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><span style="font-family: "calibri" , sans-serif;">Ecco il ragionamento …</span></span><br />
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">In ogni battaglia elettorale
l’obiettivo è vincere. Oggi la vittoria è addirittura solo il non far vincere l’avversario.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Poi chi vincerà domani si
troverà davanti a “giochi” che non hanno nulla a che vedere con i dibattiti
elettorali.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Le elezioni non sono una
farsa, ma un gioco autoreferenziale fine a se stesso. Il che è peggio.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non è vera la vulgata pro Macron
che se vince lui l’Europa è salva. Non si sa neppure che tipo di Europa è
quella che deve salvare.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non è vero che se vince la
sua Avversaria l’Europa è finita. Non si sa che tipo di Europa finirebbe.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E allora?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Occorre un nuovo impegno
politico: una nuova progettualità sociale diffusa. Che le “elezioni” siano
questo momento di progettualità non una battaglia un po’ infantile tra
personaggi dopo tutto sempre più mediocri.<o:p></o:p></span></div>
<br />
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<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-87106524037694495212017-05-04T09:14:00.002+02:002017-05-05T11:52:33.010+02:00La scienza bistrattata a Milano<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="line-height: 115%;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="line-height: 115%;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><o:p></o:p></span></div>
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<br />
<div style="text-align: center;">
<img alt="Risultati immagini per bottiglie d'acqua" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSYGNbzLa-A9f5aNIZ2e8rYgirbECo-AdJrffQHfP-_XISE5KkIdQ" data-sz="f" name="xl7PVAOpb95kfM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSYGNbzLa-A9f5aNIZ2e8rYgirbECo-AdJrffQHfP-_XISE5KkIdQ" style="height: 199px; margin-left: -4px; margin-right: -5px; margin-top: 0px; width: 128px;" /></div>
<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Poi davvero non lamentiamoci</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> …<o:p></o:p></span></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Le classi politiche ed intellettuali milanesi vogliono
parlare di innovazione scientifico-tecnologica, ma inanellano strafalcioni su
strafalcioni. Costruendo un loro pensiero scientifico che definire “fake” è
essere magnanimi. Ragazzi è un casino! <o:p></o:p></span></i></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il Sindaco di Milano parla
dell’ “Osservatorio Milano 2017” e sostiene (fonte Corriere della sera di oggi,
pagine milanesi) magnificando della nostra città la grande modernità e la
consapevolezza non banale del proprio ruolo internazionale. Ed aggiunge “Questo
cammino dovrà continuare registrando ogni anno l’andamento delle principali
realtà milanesi non più sull’onda di sensazioni o giudizi di parte, ma sulla
base di una misura verificata dal punto di vista scientifico”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Dove stanno le sciocchezze
scientifiche? <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Lo si scopre quando prima si
cerca di capire cosa vuol dire "registrare misurando scientificamente”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Possiamo non approfondire
dicendo che si tratta di una cosa misteriosa che sanno fare gli “esperti” e noi
ne prendiamo atto e usiamo i risultati di questa registrazione.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma sarebbe come nascondere
la testa sotto la sabbia. Invece, dobbiamo guardarci dentro perché il processo
del “misurare scientificamente”, nel caso di realtà complesse, ottiene
risultati quasi opposti a quelli che il Sindaco si attende. Non è un processo
che porta a risultati oggettivi e indiscutibili, ma è infarcito di soggettività.
E’ infarcito proprio di quelle sensazioni o giudizi di parte che si vogliono
eliminare.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Andiamo a scoprire questa
soggettività.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Per misurare scientificamente
un qualunque aspetto di una realtà complessa come una città, dobbiamo sapere
come è fatta. Dobbiamo scegliere un
modello di quello che vogliamo misurare. Ora, a meno che la cosa da misurare
non sia il numero di scarpe del sindaco, in ogni sistema complesso la scelta di
un modello per descriverlo è assolutamente soggettiva e non oggettiva. Cioè: la
prima soggettività emerge nella scelta delle cose da misurare.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Poi dobbiamo scegliere un’unità
di misura e definire il processo di misura. Ed anche qui, soggettività a palla.
<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Da ultimo la soggettività
delle soggettività: il processo di misura di un sistema complesso (ripeto,
questo non vale per le scarpe del sindaco) costruisce la misura che ottiene. Un
po’ come se la caratteristica da misurare fosse la forma dell’acqua. La forma
non è una proprietà intrinseca dell’acqua. Ma è una proprietà che emerge dal processo
di misura del suo volume che consiste nel metterla in un recipiente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Conclusione: ma come
possiamo pensare che guidi la città verso l’innovazione tecnico-scientifica (se
è questo che si vuole) chi è analfabeta di scienza? E come pensiamo possa
evidenziare questo problema un sistema di forze politiche che condivide una
profonda ignoranza scientifica?<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-72514240274900720432017-05-01T11:20:00.001+02:002017-05-05T13:02:59.025+02:00Primarie banali e rischiose<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="line-height: 115%;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><span lang="IT" style="line-height: 115%;"></span><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="line-height: 115%;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><o:p></o:p></span></div>
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<br />
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<img alt="Risultati immagini per primarie pd" class="rg_ic rg_i" data-sz="f" name="X7SJ0drSGAEVtM:" src="data:image/png;base64,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" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ha vinto che non poteva che vincere. Purtroppo l’obiettivo
di una vittoria è solo sperare in una vincita più grande. Hai vinto il campionato
delle primarie? Allora vuoi vincere la Champions League delle elezioni. Ma solo
per alzare la coppa al cielo.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Affrontiamo qui le primarie perché il primo paggio lo
abbiamo onorato in un altro dei nostri blog …<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><a href="https://ettardi.blogspot.it/2017/05/il-lavoratorecittadino-progettuale-oggi.html">https://ettardi.blogspot.it/2017/05/il-lavoratorecittadino-progettuale-oggi.html</a>
<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><a href="http://imprenditorialitaumentata.blogspot.it/2017/05/gabetti-mattioli-e-il-business-plan-una.html">http://imprenditorialitaumentata.blogspot.it/2017/05/gabetti-mattioli-e-il-business-plan-una.html</a>
<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Sembra che l’obiettivo
fondamentale di tutti sia solo battere gli avversari. L’ipotesi, forse
inconscia, ma non per questo meno fondante, è che ognuno dei contendenti in una
campagna elettorale sia convinto che “lui si che saprebbe come sistemare le
cose”. Peccato che ci sono quei buzzurri disonesti degli avversari che motivati
da desideri inconfessabili, cercano di mettere i bastoni tra le ruote. Così
pensando, si finisce per immergersi nella mentalità dei campionati e delle
Champions League.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma Renzi ha detto che il
futuro lo si scriverà insieme … Non specificando a chi, ma certamente escludendo
tutti gli avversari. Io credo, invece, che sono proprio gli avversari che vanno
ascoltati. Insieme agli sconosciuti che sono gli unici che posso portare idee
nuove.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E, poi, io crederò ad una
partecipazione sostanziale quanto vedrò un leader che fa domande e prende
appunti tra il pubblico. Mi fido meno di un leader che confonde la
partecipazione con l’applauso dall’alto di un palco. <o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-28755254681875836782017-04-29T18:05:00.002+02:002017-05-02T11:22:04.005+02:00Terza via e … fine delle Ideologie<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Grillo<o:p></o:p></span></div>
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<img alt="Risultati immagini per strada senza uscita" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQRTfyN3Fu9txfa05z_s_ZI_sr_4d0PLDzl-zCMubMarAEtpzNhjg" data-sz="f" name="1kLz_cNgRGOjvM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQRTfyN3Fu9txfa05z_s_ZI_sr_4d0PLDzl-zCMubMarAEtpzNhjg" style="height: 206px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 206px;" /></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ci è stato segnalato da Simone De Battisti questo pezzo
di Francesco Grillo pubblicato su Inpiu<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><a href="http://www.inpiu.net/esteri/20170426/10572/terza_via/">http://www.inpiu.net/esteri/20170426/10572/terza_via/</a><o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">che ci è sembrato “risuonare in fase” con le nostre riflessioni,
abbiamo chiesto all’autore il permesso di riprodurlo.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Anche se molti dei difensori
dello status quo – a destra come a sinistra – continueranno a girarci attorno,
i veri sconfitti delle elezioni francesi – e prima di quelle in Olanda,
Austria, Stati Uniti e credo che il Regno Unito confermerà il presto il trend –
sono i partiti politici tradizionali che hanno governato l’Europa e l’Occidente
per più di mezzo secolo. Il loro declino si porta, però, dietro una scomparsa
ancora più drammatica: stanno, infatti, morendo le ideologie, categorie cognitive
che abbiamo utilizzato per due secoli per leggere la realtà e suggerire ricette
che sono, oggi, completamente scadute. In fondo, che le ideologie debbano, prima
o poi, morire, come qualsiasi costruzione umana, è un fatto del tutto naturale.
Quelle del socialismo e liberismo (con le loro numerose varianti alle quali
molti intellettuali sono aggrappati non sapendo con cosa sostituirle) furono
sviluppate da giganti come Marx e Ricardo, Gramsci e Keynes proprio per capire
una rivoluzione industriale (e le sue successive evoluzioni) che stava
cambiando tutti i rapporti e facendo emergere classi nuove e nuovi conflitti.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Se è vero, però, che oggi ci
sta arrivando addosso una rivoluzione tecnologica – quella che sta per fondere
informatica, biologia e fisica - di portata simile (io credo molto superiore) a
quella che ha prodotto le fabbriche, gli operai e la borghesia industriale,
sarebbero per primi quei giganti ad avvertirci che quelle categorie non
funzionano più. E che dobbiamo sviluppare strumenti cognitivi diversi. Ciò ha
conseguenze immediate sui partiti; sui confini tra settori produttivi e sul
funzionamento dei sistemi economici; sulla forma delle istituzioni e della
democrazia; sugli stessi processi attraverso i quali produciamo conoscenza. La
questione non è, neanche, quella di trovare una “terza via” che per definizione
è un compromesso o una negazione di due altre strade. Ma di avere il coraggio
di affrontare acque non ancora mappate cercando, contemporaneamente, nuovi
strumenti di navigazione.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-31798475552937598952017-04-28T10:23:00.003+02:002017-04-28T12:46:54.181+02:00Decisionisti impotenti, generatori di conflitti non ricomponibili<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per lonely man" class="rg_ic rg_i" data-sz="f" name="oIXVkMT4wpNyfM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSglVgKmDta3_ZA2oIYEZMbK4ptzusqj1Y1Q8i6UshuqbltfQjcNw" style="height: 181px; margin-left: -9px; margin-right: -12px; margin-top: 0px; width: 120px;" /></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non è un problema di qualità personali. Tutti coloro che
vogliono costruire da soli il futuro vengono spernacchiati. Ma non è un
problema di qualità personali. E’ un’inevitabilità sistemica. Chi di decisionismo
ferisce di ridicolo perisce. A tutti i livelli del vivere collettivo.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il caso più eclatante è
Trump. Ha le idee chiarissime (non discutiamo se giuste o sbagliate), è un uomo
di grande volontà ed energia. Ma nei primi cento giorni ha incassato più
sconfitte che … ecco quasi solo sconfitte.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma anche Renzi non ha scherzato
in fatto di decisionismi impotenti. E ultimamente, vedi il caso Alitalia, ci
sono cascati anche i sindacati nella tentazione di scegliere per gli altri.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Scrivevo che la ragione non
sta nelle incapacità personali, ma in una inevitabilità sistemica. Cerco di
spiegarla brevemente.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il decisore seriale pensa
che la sua visione delle cose sia quella corretta e cerca di usare il potere legittimamente
conseguito, per realizzarla.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ora ogni persona “ragiona”
(immagina, progetta, sceglie) usando le risorse cognitive di cui dispone. Purtroppo
i decisori seriali, proprio perché sono tali, non hanno il tempo per arricchire
il patrimonio di risorse cognitive di cui dispongono e la società diventa
sempre più complessa. Il combinato disposto di queste due tendenze è che le
scelte che operano, invece che universali, sono molto parziali. Allora non
possono che scatenare la reazione di tutti coloro che non le condividono. E non
importa se il giorno prima di hanno votato alla Presidenza degli Stati Uniti.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Le stesse dinamiche si
sviluppano all’interno dei partiti. Domenica sapremo chi sarà il Segretario
designato del PD. Ma questa designazione comporta una scelta tra persone che, per
farsi scegliere devono contrapporsi. Già di per sé sono persone che hanno
sistemi di risorse cognitive “semplici” con i quali solo visioni parziali possono
sviluppare, ma il confronto elettorale li costringe a semplificarle ulteriormente:
si vincono le elezioni con slogan.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Allora, per definizione, chi
vince rappresenterà solo formalmente tutti perché per vincere è stato costretto
a escludere legittimità alle idee degli altri. Il risultato sarà un aumento
della conflittualità interna. E nuove scissioni. Come è accaduto allo sconfitto
Bersani che alla fine si è preso la sua rivincita uscendo dal PD.<o:p></o:p></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-6785212756223225512017-04-24T10:09:00.001+02:002017-04-26T11:39:59.725+02:00Don Milani e Papa Francesco<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="line-height: 115%;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; font-size: small; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="line-height: 115%;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per papa francesco su Don Milani la repubblica" class="rg_ic rg_i" data-sz="f" name="n7eS4kafl1HdmM:" 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" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Mi considero un esperto di Don Milani e cito la ragione
per cui penso di esserlo: mi sono letto tutti suoi scritti. Dopo aver parlato con
tristezza di Obama, Renzi e Macron, voglio spende due parole con devozione su
Don Milani …<o:p></o:p></span></i></div>
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<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il Mio riferimento è l’articolo
pubblicato da Repubblica su Don Milani a firma “Francesco”. Sì, il papa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E mi limito a riportare la
chiusa del Suo articolo che è costituito proprio da una citazione di Don Milani
che rivela dove sia la sua grandezza.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Si tratta di una lettera di
risposta ad un comunista, il Pipetta, che gli diceva “se tutti i preti fossero
come Lei, allora … “ E Don Milani rispondeva (lettera a Pipetta, 1950) “Il
giorno in cui avremo sfondato insieme la cancellata di qualche parco,
installato la casa dei poveri nella reggia del ricco, ricordati Pipetta che quel
giorno ti tradirò, quel giorno finalmente potrò cantare l’unico grido di
vittoria degno di un Sacerdote di Cristo, beati i poveri perché il regno dei
cieli è loro. Quel giorno io non resterò con te, io tornerò nella tua casuccia
piovosa e puzzolente a pregare per te davanti al mio Signore crocefisso.”.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Caro amico/a che leggi, non
importa a quale Dio tu creda. Non importa neanche se non hai o meno una fede. Importate è che la tua, la nostra
vita non cada in un effimero che davvero subito dopo finisce. E nell’ignavia di
una presunzione destituita di ogni fondamento.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-60854864532442875102017-04-24T09:09:00.001+02:002017-04-26T11:42:34.220+02:00Obama, Renzi e ora Macron … il volontarismo sterile al potere<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per macron" class="rg_ic rg_i" data-sz="f" name="lpViv_RzI8cinM:" 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" 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<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">A costo di sembrare una Cassandra, ricordo ai nostri
lettori che mi sono permesso di giudicare Obama e Renzi volenterosi velleitari
quando sono stati eletti, non ora che sono caduti. Ora mi sembra proprio che Macron
completi il trio.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non c’è molto da dettagliare.
Si tratta di personaggi rispettabilissimi, dai propositi ineccepibili, ma
velleitari. Cercano di supplire con l’impegno e la buona volontà ad una mancanza
di visione e progetti. Dobbiamo, allora, tornare ai vecchi tromboni (quelli
della mia generazione) del passato? Certo che no: Dio ce ne scampi e liberi!<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Dobbiamo, però, fornire loro
le conoscenze che possano trasformare il velleitarismo in una nuova filosofia
di governo. Che in estrema sintesi è: le
classi dirigenti non devono vincere elezioni o competizioni economiche. Devono,
invece, avviare e portare a sintesi nuovi percorsi progettuali, sia nelle imprese
che nella cosa pubblica.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Nuovi leader, cendete dai palchi,
affrancatevi dagli slogan e immergetevi nella gente e nella conoscenza.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Cari “ragazzi” della mia
generazione, facciamo scuola. Un esempio potrebbe essere Don Milani di cui si parla
in questi giorni. Egli diceva: io non dico ai poveri cosa fare. Io fornisco
loro conoscenza (la lingua diceva lui). Poi sapranno loro cosa fare. Cari “ragazzi”
della mia generazione forniamo conoscenza a questi nuovi poveri che oggi sanno davvero
solo saltabeccare per palcoscenici reali o virtuali. Cercando di vincere
elezioni, non sapendo bene che farsene della vittoria.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-45286970046009035442017-04-23T09:59:00.001+02:002017-04-26T12:15:59.490+02:00Occhiali rigati …<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per occhiali rigati" class="rg_ic rg_i" data-sz="f" name="y_eHIO2bUd7xkM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSXi8m3OTaSKPS3S4ERJiaSRe9nA1wSrFSHTAO2IW_HUDSATtzq0A" style="height: 175px; margin-left: 0px; margin-right: -30px; margin-top: 0px; width: 233px;" /></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Proviamo a trovare un legame tra un articolo di fondo del
Sole 24Ore ed un testo di Don Milani articolo sulla Domenica del Sole24Ore. Il
legame? Gli occhiali rigati, appunto.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il testo di Don Milani è una
semplice considerazione non considerata. Uno capisce e si sa esprimere tanto
più quanti più linguaggi conosce. Generalizziamo: le classi dirigenti sono
tanto più capaci di analisi e progetto quanto più dispongono di risorse
cognitive vaste e profonde.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ora il problema è che le
classi dirigenti non hanno nessuna voglia di migliorare il patrimonio di conoscenze
di cui dispongono. Il risultato che è i giornali finiscono per essere pieni
sempre delle stesse analisi e stesse proposte. Di incerto spessore e
significato.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E arriviamo all’articolo
del Sole.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La tesi sostenuta è che
siamo di fronte a tanti dilemmi che non si vuole riconoscere. E questo è un
guaio. Uno dei dilemmi è se aumentare l’IVA o no. Suona così: se si aumenta l’IVA
si frenano i consumi. Ma aumenta l’inflazione e, quindi, si riduce il debito
pubblico. Cioè: o si favoriscono i consumi o si riduce il debito pubblico.
Dramma! Ma solo retorico. Infatti, aumentando l’IVA non si aumenta l’inflazione.
La si aumenterebbe se diminuisse il valore della moneta. Ma aumentare l’IVA non
comporta la diminuzione del potere d’acquisto della moneta. Servono più Euro perché
non si paga solo il prodotto, il cui valore espresso in Euro non cambia, ma si sopportano
più tasse. Conclusione: aumentando l’IVA non si diminuisce il debito pubblico.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma che c’entra con l’articolo
di Don Milani? Che la tesi espressa nell’articolo è frutto di specifici occhiali
che costringono a vedere la realtà in un certo modo: una economia fatta di
leggi non verificate, ma lo stesso considerate vere.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il vero pericolo che stiamo
correndo è complicarci la vita e in qualche modo congelarci il futuro con
teorie strampalate.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Che fare? Insegnare nuovi linguaggi
alle classi dirigenti. In particolare i linguaggi quantistico ed autopoietico
di cui abbiamo a lungo parlato in questo blog.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-5165073065304123002017-04-22T08:22:00.001+02:002017-04-26T12:22:43.963+02:00L’economia: guardare da fuori o agire da dentro?<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il Sole24Ore di oggi: una prima pagina di contraddizioni.
Ma chi prepara il giornale se ne accorge? Sembra di no: non vi è alcun
tentativo di spiegare perché in una stessa pagina si dica tutto, il contrario
di tutto. E anche qualcosa di mezzo. La mia idea: dobbiamo smetterla di
guardare da fuori e dobbiamo iniziare ad agire da dentro. Almeno eviteremo il
rischio dei PIR. <o:p></o:p></span></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyHRtnJQX4tjpnCD3kYRLFd1hwnGmV-6FLnXJJtTjoHA0vfzXwwNfKfQ_omlT93Gk4t5Q_9CD5gRHZOZ-GKrG8fQ1weZGrxiU2bEXfSd59vsOdnq6lT0pVxUgpwoeozIBWxNUfy2L9RQ/s1600/il_sole_24_ore22.04.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyHRtnJQX4tjpnCD3kYRLFd1hwnGmV-6FLnXJJtTjoHA0vfzXwwNfKfQ_omlT93Gk4t5Q_9CD5gRHZOZ-GKrG8fQ1weZGrxiU2bEXfSd59vsOdnq6lT0pVxUgpwoeozIBWxNUfy2L9RQ/s640/il_sole_24_ore22.04.jpg" width="449" /></a><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Titolone: in Europa l’industriale
torna a correre. Sottotitolo specificante l’ottimismo: a febbraio in Italia gli
ordini in risalita.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Bene, no?<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Beh non proprio perché più
sotto la notizia che “Fitch declassa l’Italia a BBB”. A corollario la notizia
che la manovrina di primavera tarda e decollare perché non si trova l’accordo
politico.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Per fortuna c’è l’articolo
di “mediazione”: Il sughero Italia sul mondo in ripresa. Cioè: l’Italia è
sballottata su e giù galleggia dalle onde dell’economia mondiale.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Che pensare?<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il suggerimento ci viene
dalla seconda parte del sottotitolo del titolone: la spinta alla crescita viene
dalla domanda estera. Decodificando strategicamente: le imprese quella domanda estera
se la sono conquistata. Non sono state sugheri, ma hanno deciso che generano
loro le onde. In barba ad agenzie di rating e manovrine incerte.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Questo significa che lo
sviluppo nasce da dentro l’economia: da una progettualità strategica alta e
forte delle imprese. Se lo sviluppo non è altro e forte è perché sono poche le
imprese dalla progettualità strategica alta e forte. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Se guardiamo le cose da
fuori dell’economia vediamo solo i mezzi polli di Trilussa. Vediamo la “somma”
di progettualità alte e forti e mancanza di progettualità. Siamo, quindi, continuamente
sballottati tra ottimismo e pessimismo a seconda di come si muove il mix di
progettualità strategica. Il sughero appunto. Invertiamo i rapporti si causa ed
effetto perché pensiamo che le imprese vanno bene o male a seconda di come va l’economia,
non rendendoci conto che l’andare bene o male dell’economia è solo la somma
dell’andare bene o male delle imprese.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non sviluppiamo politiche efficaci,
ma agiamo su variabili irrilevanti, come le riforme. Non rendendoci conto che
una impresa che fa scarpe sfigate non le venderà anche se vivesse in uno Stato
perfetto. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Sintesi, la contraddittorietà
del Sole è dovuto a diversi sguardi: da fuori o da dentro. Noi pensiamo che
oggi sia giunto il momento di guardare intensamente da “dentro”. Guardare alla
qualità della progettualità strategica e far di tutto per migliorarla. E, se
pura la cosa vi interessa, vedrete che anche le agenzie di rating cambieranno
valutazione.<o:p></o:p></span></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5488339007103239881.post-68486749089880148042017-04-19T08:53:00.001+02:002017-04-19T11:40:59.820+02:00Co-creazione nelle utilities e nella politica<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per Co-creazione" class="rg_ic rg_i" data-sz="f" name="9Rlm_LJcnAi8sM:" 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ZRcmnla75QNcxvbyndjUhiqarQfDLhnn74HKx2ElTn2uXlfVd5PxNZi5F2ABA7JAsN5c33jyitUm6jV2kmtLacXfd3HRpwjsJ/nyVjL9N9tV6a4dVqdSrls1Vbk2F1N6dtVswN77+U3QqzlTi3vOJ0rUlSqKEXZcf14n3/s1JqJUqOuYqciVsoGZFFt/eLc7jl4zKlCOc7Z8TV0crpya5XNhRZxcsL78oHH85jSlWW06ivwS3/v0OmVC4am2Z6yNS1Gt9CSfETh0cBTxUpVK9N0/HJt96MG0s2TdprXAQULhQCLDLe+mW+b2d97a7p6WMFCKjHRZGFXrMtj35lqp575tN58Va6qQGYAtoASBc+HOCHJLJso6mOctqbi9snZt3suW1817dq9rSnKbldPTh9iq6kr/AG958y2bFi5VRmYWGUcNL6ngPGZvExTcIZyW788uZ0FSdlKWSe8qq+PpqWVq2HQtfMgGffob6/SUe1BvtwhfNpK+fN3X0NUsRhI9l5+K+lmZ89FsBVzOER11u1B2GXx6q5At4e6QqkoralaUeML5f8c/RlddH4HEX6p2fC/3/RosEKNGgKNO1lUXKJpe3eNuJ3nfvmdXH4dRcIu+WqTaXe0bqEFQtFrTU8RGsDrlGU3uLDKLdj70rOWzDrZfIrO+qVv49/6Ohtxay1d+9349x4S1V/P4CeScqvSuN7/SK9+ZsVqNMj4iguIIapphKJ7I/wA5xoW8VBuBznsnTo0aS2sqUP8Ayf8AfmzhVE8TU2p/KvV/hEXaGONU8lHdUcBPKdIdI1MXPhFaL3vLB84LBtVay+p4Ca8FgauLnsw03vcgXlFFpdikMzne07qq08I/hsDHbqvWXD3w0W/Ms06KttTyX1JWHwVjmc5m+U6OC6IjTl12Ie3U4vRd3vusJ1rq0ckTZ2jSIAgCAIAgCAIAgCAeGARMfgEqjXQ8G4j8ZQx3R9LFwtLXc96IaM5XoGkWp1VzU30I4MOY5ETyS67oys4VFeL3bmuK5mucFJbMlkRNi9HkWs3azqLEHjlNrL4Nff5S5ChDF4jq4yvTSTy1d9F+Sth8JGlJvXh3GnNKhfqrJm5ZR8+frOx1OAU/h7R2uFl9db+Ny7kVdZ/2SrmHcbvDwvb3j5TlN/8AS8Utn/HLdwt+N3ItYaLrf6L71yf4ZdYs0chq1MuVRmzHlznpJxozj1krNa3NEqsqKd3a2pV1tq4eovV16LrSewBqJZTxA0NxewsDaa3iqcY9pNR4tZFTrY1Wozi+1lnvb97z1salPsgpQDHMEVMzt9rq1Gl9OBld16tTNNQT0yvJ+G71LcpYXDdl5vgsl6ZvvPV2og312Xl11IqD4ZiB85KlOOlV/wDKOX0Rj8bh380bea+uRYHFKSqVAMzbgDcHS+by85v+KipxpVVaT03p8/7NrobUXOOcUQ9q02zi4JWy2tmPPMNDo26xOkzqp7XIo1U9rkWWBDCmufvW1vN8L7KuboX2Vcj7S2atQhySLCxAtqAcw8tf1uITyTkYzoqbuziXN8/tWzd3S17Wzc/Ccjr6l9u+dr6ZWva1+PLw5mdle5WbZxaXdjdaaWV8mj1qrAEUg28AC17fQzbVdNN1LW421k3uuVsTiZNbMm9iO7i+C+594LZ2MZRZ6eFXhTSmGIHDMTxm2nSruOqguCVzXTpV2tVFcEjhiMPWWoFrBXYgmnWpDJUU8ivtD4b5UxVeVGahNbUnps/N5cAqVXa7duUlk0TMM1SkidYpAW5ZlAIa/MezKdOpWw0I9ZCUYptu1ne/Fbi2r27Wpx2ljDRwzVCpyKHqW8zdVv8ArfOdilXr0adGEWoSk3e2Su7peC8CxGpGhTlVlqloZw7QxSlh11M1MmdqAS38O9iA97i+6/ra2s72C6Mo4RNU/mazb1t9jj1cZiKnzSX/AG/st6+PNZKdQLkpFVyLcdkEXFwDoSAbeU4/TUMTNdZKygtEnpzfeW6dWM4ppWRBGNph8rFjbfkUuR6CcrCYKVaS2rqPG1/QxniqcHst3fJN/Q0mAx9OsOrwx0HevcEeYOs79WdWbWCwMdmO+Xvf6suYarRnHbve27f4k6qqUktmC3tckhSfUmdOjgaWDobFLXe97FWttO8mddnvdb3BHCxv58Tx8Zbwm3sdr36vfpmzFNPNEuWiRAEAQBAEAQBAEAQCLihnHZN7HW364cpUrrro9h3s/flrYhniZ1UWFzfdyHnIiqtOmlFXd9OC9/gELbm0aCKEq3Zm7qIMzeYA3ecwxqoVKfV1le+5ammtXhTspavctSg2TtdKdSzh0V9AzrYXvpcjQTz2ApzwNZuXyvfw3q/3NUMXBuzur8SyrYlQ5xGUHKrVMuY3ZU7JcaZd40F51/hqMq6xaWeuuu6/AynWtd8M+eRkqlR8UUetVrBqwZ0FPuU1AD5Tw3Fe9e/hLFTD0q1usV9bcijCtVc1U2mnqraL368jQ4TCYk4Lq6gQupWooB3hGDWtyNvS8o01UpUXBZxTus87J3eW9cDq4mc8TTTkrTyvwbT9LrUkVsDUrJUtmAq5SM7js5bWKrbTUXmLq4rERlKlC0ZabTz8FuNE6G2mm3n6dx8UMHWLmlTYYcWDO/fqVDxOc8Jtw1apVqOi/wDTks3vcuae9GDoVL7MHsrjq2/Ek1tjYqmCaWKaoeNOsFZW8Li1pelQrRV4TvyejIeHrRV4Tb5StZkbY2NVcrKmVC5pPSP+DW4ZeSMdLcyPGaaM4q0lHLS38Xy5MjD1raZJuzXB/hlt1jHtXbcTfTKLG2XneV+sqPt3ejd8rZO1u/3Zl65Z02uAeYnZpycoJsk4jEgtk4/TnNCxMXU6rf8AYEOo9NC2fMoB0udG8hOdUqYajKXXXik8r6S7kYmfogGrhs+iI9eq5OgzuxKHx0MrU+kaEqlNSuldvNWV3oUuoltwb0Tk33vQ+OlG3KzuEwbMVUHO1NSe1fdmtwHKXcZiakpKNFuy1saMViZylai3bfbiWfRzEvVQ1KmtSwU3FtwOluFyJUwM5VK1Wc85qy4ZW+7L+Hm5U1KWpI2XiKrswqDS3EWsb7t3nNfRmIxdarONddm29Ws76eXebUyLtCstWnUpHKEI6t2Z8osbqvqfpNmHbrJ6JJqN23movKy0V+Rrr1IuLh+rXK3Zuxqzl0rMuRBkL5bPbfYsDa/HTTW++XXVq1JOnDJR+aT3cluvz0Iw+BtHar530Syb7336W11LkbLoBAgaoFAABsbAAWHDgOM0VcLQqwtOc7cXe30t9joKKitlQj3b/O9/UoNsYZsGoyU1dSbhmuRbnlBF2J3kk8LTROU8LanJJ30e5+HH2jlYzDRo0utoLJap52587ve80eUa+V8PiEBUsaYIuT2XZkZbnUrpmF9RrLMZWcKscr28m7ftFKMrOFRZN28m7eW9FF0gp1hXfr75sxsTuK30y8LWtulHFKp1j6zX7FTExmqj6zUtOgtKv14KBhT1zncpHDwJvLPR0anWXj8u/gWOj1U6y8dN/A/SZ3zuCAIAgCAIAgCAIAgFSlB6JqBNVZWZPBwN04+Fw0sHiJRj/jnmuT4fjyMHdJ2M5svFVOtQq7M7MgYFmJIsesDUyLIFNrEHUTpps5lGpNzWbvv++Wis9OJxq1CXxNUrmdTVsp5UyqqpHFQGLEcZy225VJtXefpp4byG25Tm83n6afk92Bh2xaMaqoEG9lULdeRA7J13EjS3jKlKVTFbUMlFay08OHjuLuAoKpS62tFO/wAq0vzdt19DSLs6jlsKdQpa17nd9297ektLB0FCyhNx43f0vf0OrtyXZ7K5WVvpb1M9tHo66ZRhqzJRqG1gFNidbAt3eOu4W3X3ypVaLjFS2oS0e9Pg/wAvM51fAqSbpdlrWO63FX07vIs6WL6taakowtkWoHDEqLBrHiRx+usr4mTw8E+y18t96i3Z58jCnUyUX531sTNqdddeqvl+zz8fC1vCa+k3jVOKw19nlx5+FuRvdyP0heoKamnfrrMBlFzcgA2HmTM8c5qpRcfnz04Wz8Lmqu5Km9nUqOj2MxGFcnFiqKTDvMCwVr7ydcoteWcLOrRk+uvsvjnmc/DVKtF/619nnmSa6F6mIekCyVRSZSASM9Mg5t3hKk8epVanVQlJO2aW9Fp0XKU5J5St5ovEr031RCzXGZdxH2rSxDEUK7TpQbldXjo1z/ot5EutiwhsQT5ToVcUqUtlom536ob+POWOrjqSVWBQVHaq2vaKr9lV5eOs4eCgsTWniamebS5JcOZisyq29tWlVNLD58i1Hs7MQOwoubEnS5sJsjjKOOfV007Xzb4cvdypiprs072u8+4kbQ2vRwi0wwcK4JRKVgFQW1OoudRLtXEU6CSd89y3IipXp0Ek9+iXA7Yh2aovVNqyhs5HsNuBXib7pz8YpSxMeodpWze7Zeia3u+h1cNSg4dbUzW5cT4xD1VQsKvWLuYgC68DY3/V5XxDxEKTlGrtR32tdLfbMsulTqPY2dmW7n5mZ2ljqVJErBTdybKyDtimwDh1vlIFwyvpuOst4ejBUouksue+3HjxTPLYioo9trPg1wdnfd3MtujnSehiClLtK7OSc1rObFgAyki+g0PKb6cNmMYyzvJtvjq19jq0OkqWIk0rppJK/r9y5pVsR+0FSD1dzw0y8DfnNFOtjXjXCS7Ge7K3edOUMP8AD7Sfa9bkfGkVFNIKrBGJJa2VV1sDfeN4tKmIxHWXo0knsSveXyxW5fYq1Z6pq+0rMhrgv4i1WYVBTOYqhGlhZTlsOyutgNNTMIYmspdZNxnGOb2HmudnuW4ovDx2lLh79C/oojEObMxXRiN63uRbhrad6hOM4qV9q6unxXcWZQjJ7aRJw7EjUZfCb6MpSjeStyIR2m0kQBAEAQBAEAQBAEAj4zCioLEkWIOhtulXF4SOJgoSbWd8siLEeqTTzsxWxGhtqAN5J4m9poq1J0NuVSS2bZcVbW/HPQmKSzZR/sOaoauY02fK1hckkC2fKvduN/OcXrMRUlt7exdJ2ScpPm0llc0OjDbc0rXJWHqdWAjZSjuDnXQbxdSLabhpMqOJlRtTq2cZyT2lpe+aa3dxcp1LtLgrIkV1xP7QCt+ruOPZy8bjnvl2rHHfGpx+TLutv8S1B4f4ez+b1uZvpD0ypUmqUUTPZ75swADLbNYWJPaBF9BfjLVWltKcNLtNeFvucSr0xCjNJR2rJp+pD2Ni6VSnUqJTu69pqaAAhWayhSQcqW7RK6m/hK9SlFQltxvk8lwfDgt7tmUcNNTTlBdrgubyS4LiXdFmamHqVmppeyC+tuF2tc7jpObRjJ0VKpVcYbs87c3bPuPZRpRpPq4Q2pJZt5+RKwbslVlqsW7BcPxKLvXw53H1lzCRdLFSVR3bV1LfZbv618SniqVN0uugrWya/Bz2NtyniRUyU2QooYhmzB0N7gg8bAy/QxUaylZWtx0aOJh8TGvdRTy8b3Oey8cmHarSALUs4akQdArC7KPJr++c2fSlHCy2EnKN8raJe/7LNPDVcPtKUWo3y8dxa7UGXLVXepXXmraWPObOk49U4YqHzJrxT3M2PiWwQTuqKMj6mQMpidqNhqr01UMM2bU2tmAJHy90o4TBdRtdq6cm+6+4hIp0xtmdhTp3qPmfMoa9O1hSF+6ON/OWKeHhTVoKyvcr/Dq7lxe9Xy4AYmmaa06lFai0y2TMT2VJuE03qBYeQETw1Ooltq9iPhabioyV0tO7gS/342fOEUdkLa+lh+iJqeCi6zq31SVu4vqs1TUEtHc5DalkZFQANv1JP6tNK6KowpSpQuk/H3kbXi5uanLVFVjaC1a6VnBbJk7DEsCFJNjfhc7t2gluGHjFJJvd6HIq4KNWsqsn4DF0BUqJVICumW5RQufK2ZSQNxG644SZ0IzVpB4NbcZ3s1wSzzLz/wDQ1d3Dlf8A9rXmHwzas5yt4fW1zpdatdlX97tDlQ2wygAItgS2t953E68OErUOi6VJJJvJt97el+7cac3mzp+/6hsWCsQbg8bcV04Gbfgr2c5NtO93a9t6ySyYLXovimqXBACpci197X08ow2Djh0oQeSu/P7GSdk0aKXCBAEAQBAEAQBAEAQBAEAoOlWJKBLAENvv4WNpUxeDjiY7Mm0svR3DeVilfbtSxygKSbki9/AeQmE8DdPYnKLbu2rX7tNFuIseV9ss4N0XtZSd+9ePmZhX6Mp1k1JvO19NVv73owdP3827LYcg7Wlj4SFrJu3C7sbnWb3LvtmU2xl/Zi5Qm7mnc6XshJK3t3WvrN0aajocyjglSbe087e/E44DDCjUeotu3m7JGi3YtZbEEAXImueHUlbv9SKOBVKo6kZemmZaptAdWtN6YdV1FyR5bvMiVodGUlSVKp2kvA7UsbU6x1IZNnZdssKgqZR2VKgcLHf8NJsjgkqyq7WitbcYSxDdN00tXe4/eqqpWnQpoGIL5fasb2Ok2TwlNxcUrJ623+95WoKNGW1BJH3U26zd5FNnDL9kD2d26YTwin87vaSayWVtxvVZJWS1Vnz5k3C7TbE1UpsoUXzGxvfKLgTXi8D8Rs3lkmm1xsV7Gql8yEAw3SZbYh/EKf8AtA+klEFXJAgCAIAgCAIAgCAafoYRaoON192shkmmkAQBAEAQBAEAQBAEAQBAM30zIy0xxufdaEDLTIgQBAEAQBAEAQBALXowt8QvgGPw/OQwbiQSIBkemFAior8GW3qD+BkoFBJIEAQBAEAQBAEAQCbsfH9TUDeydGHhIBvqdQMAwNwRcHwkEn1AEAQBAEAQBAEAQBAPmo4UEk2A1J8IBgts7QNaoW9kaKPDn6ySCDJAgCAIAgCAIAgCAaDodQJqO/ALl9SQfkJDJNbIAgFdt7A9dSIHeXtL5jh6i8AwcyIEAQBAEAQBAEAQDyAa/oh1nVtmvkv2L/G3hMSS/gCAIAgCAIAgCAIAgFD0u6zqhlvlv27fC/heAY+ZEHsAQBAEAQBAEAQBAN5sHA9TSAPePabzPD0ExJLGAIAgGU6SbGyk1aY0OrAcD/V5SUDOySBAEAQBAEAQBAJ2wghroHAIJIsedjb42kMG+AkEnsAQBAEAQBAEAQBAEAGAYLb4QV3CCwFr+dtZKIK+SBAEAQBAEAQBANH0b2NcirUGg1Qc/tHw5SCTVSAIAgCAeEQD8+2vhxTrOo0ANx5HUSSCJJAgCAIAgCAIBf8ARRXZ75FKL7RAup4WO8yGSa6QBAEAQBAEAQBAEAQBAEAynSxXDXCKENu0ALk8id4gGdmRAgCAIAgCAIBM2PhxUrIpFxe58hqflIYP0ACQSewBAEAQBAMR0pH+8H7q/KSiCpkgQBAEAQBAEA1/Q8/wW++fkJiSX0AQBAEAQBAEAQBAEAQBAKPpef4A++PkYBjpkQIAgCAIAgCAW3Rb/iF+63ykMk28gCAIAgCAIBg+kVTNiH8LL7hJRBXSQIAgCAXGwdjdfdnJCDTTeTIJLip0XoncXHqD8xIuDivRNL61Gt5D5ybgvMHhVpIEQWA/V5AO8AQBAEAQBAEAQBAEAQBAOWKw61FKMLgwCibool9KjW8gfjFwd6fRegN5c+tvkIBTbf2L1NnQkodDfgfPlJBTSSBAEAQCw2BVy4imeZy+8W/CQwb2QSIAgCAIB8VagVSx3AEn0gH5xWqlmLHexJ95vJIPiSBAEA9VbkAbzpIB+iYDDCnTVB7I+PE++8gkkQBAEAQBAEAQBAEAQBAEAQBAEAQBAEA4Y7DipTZD7Qt68D74B+dOpBIO8Eg+kkg8kgQBAPUcggjeCCPMSAfo+Frh0VxuYAyCTrAEAQBAKPpXjMlLIN7m39o3/QQDHTIgQBAEAn7Bo569McAcx9Bf52kMG+kEiAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAYLpBRyYh/E5vfr87yUQV8kCAIAgGr6IY26mkd69pfI7x6H5yGSaKQBAEAQDBbexnW1mI7q9lfTefU3kogr5IEAQBANB0OpXqO3JQPefykMk1sgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAZLpjStURuake4/nJQM/JIEAQBAJOzsWaVRXHA6+IOh+EgH6EjAgEbjrIJPqAIBW9IMZ1VFiO83ZHmd5914Bg5kQewBAEAQC26NY3q6tj3X7J8DwPv09ZDJNvIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgGJ6UYvPWKjcnZ9fa/D0koFRJIEAQBAEA2nRbF56OU70OX04fh6TEkuYAgGZ6aH+V/d9JKBmJJAgCAIAgHkgH6ThD2F+6vyEgk6wBAEAQBAEAQBAEAQBAEAQBAEAQBAEA8aAfmtU9o+Z+ckg+ZIEAQBAEA0nQzfU8l+shkmpkA/9k=" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Oggi sul Corriere della Sera Massimiliano Del Barba
racconta le imprese fanno progettare i prodotti ai clienti. Co-creazione, la
chiamano. E’ un caso particolare di un processo più generale di costruzione
sociale del futuro … <o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">“Sono sempre più le community
di consumatori a decidere dove indirizzare ricerca e sviluppo” è il sottotitolo
dell’articolo di Massimiliano del Barba. E il suo articolo racconta di numerose
imprese di bene di utilizzo individuale che seguono questa strada usando social
network ed Eventi.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Si tratta di un metodo
generalizzabile? Io dico che si tratta di un metodo che deve essere
generalizzato. Deve essere generalizzato, almeno, nel settore delle
infrastrutture e nella politica.<o:p></o:p></span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Iniziamo dalle infrastrutture</span></b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">. Intendo riferirmi alle infrastrutture di trasporto di
merci, persone ed energia, ma anche alle infrastrutture finanziarie come il
sistema bancario e i social network. A questo proposito è proprio di ieri la
dichiarazione di Zuckerberg che Facebook è una utilities.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Deve essere utilizzato il
metodo della Co-creazione per superare i problemi (conflitti, danni etc.) che
le infrastrutture stanno incontrando nel loro sviluppo. Ma anche per definire
le proprie direzioni di sviluppo. E i due obiettivi sono sinergici: i conflitti
nascono perché le direzioni di sviluppo sono “astratte” (ispirate dalla
tecnologia) e non dalle esigenze di sviluppo delle comunità nazionali o locali.<o:p></o:p></span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E ora la politica</span></b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">: deve
essere usato un metodo di progettazione partecipativa (a questo livello
preferisco questa espressione) perché è l’unico che permette lo sviluppo di un
Progetto Paese alto e forte che è il contesto necessario per definire ogni
progetto infrastrutturale.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma il metodo può funzionare davvero
al di là dei beni di utilizzo individuale? Certamente … se usato compiutamente.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Infatti, qual è la condizione
che permette al metodo di funzionare nelle imprese che producono beni di
utilizzo individuale? Che i clienti o i cittadini abbiano un sistema di
conoscenze comune e sufficiente che permetta loro di fare riflessioni rilevanti
e di dialogare costruttivamente con le imprese. Cosicché la partecipazione
progettuale diventa un momento di autorealizzazione.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Allora nei mondi più complessi
dei beni comuni e della Politica (del Bene Comune) la progettazione partecipativa
funziona se si diffondono le conoscenze necessarie ad assumere un ruolo
progettuale costruttivo. Sembra strano? Non lo è. Come si fa a dialogare se non
si parla lo stesso linguaggio? Come si fa a progettare se non di dispongono
delle conoscenze adatte?<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Allora le società delle infrastrutture
e i politici devono svolgere, innanzitutto, una funzione educativa? Si certo,
altrimenti perdono la loro funzione di servizio. Un servizio che oggi casca giù
dall’altro verso la società. E la società o lo usa male (auto danneggiamento) o
lo rifiuta. <o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-31234230924178836992017-04-18T09:12:00.001+02:002017-04-18T11:34:41.599+02:00Erdogan: uno dei semplificatori ideologici<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<div style="text-align: center;">
<img alt="Risultati immagini per erdogan turchia" class="rg_ic rg_i" data-sz="f" name="KSzUOTaHZhysjM:" src="data:image/jpeg;base64,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" style="height: 177px; margin-left: -18px; margin-right: -17px; margin-top: 0px; width: 242px;" /></div>
<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Rischiamo di ridurci a chiederci (come fa Franco Venturini
sul Corriere di oggi) se Erdogan vorrà rimanere nell’Occidente o no. Innanzitutto,
io spero che sia l’Occidente a non rimanere dentro s<span style="font-family: "calibri" , "sans-serif";">é</span> stesso. E, poi, l’Occidente
non c’entra nulla.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Credo che l’Occidente non c’entri
proprio per nulla. Erdogan è come tutti coloro che sommano ad un ego smisurato
la convinzione di esser gli unici ad avere chiaro cosa è (“è”, un bell’indicativo,
non il più corretto “sia” che qualche dubbio lo instilla) il bene ed il male.
E, quindi perseguono il “bene” e combattono il male con tutte i mezzi a loro
disposizione.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Poi in Turchia i “mezzi” per
imporsi sono più ampi che in un paese occidentale, ma i vari Salvini, Renzi, Le
Pen etc. hanno lo stesso ego smisurato e pensano di essere i salvatori del mondo,
anche malgrado il mondo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Elisabetta Rosaspina oggi
sul Corriere sostiene qualcosa di simile. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">A proposito del mondo,
davvero è ora di piantarla di vedere l’attuale società industriale (l’Occidente)
come futuro del mondo. Perché ne è il passato. Un passato glorioso e fecondo
(anche se avrebbe potuto essere migliore), ma oggi ha, esistenzialmente, economicamente,
socialmente, politicamente, istituzionalmente e culturalmente, “stufato”.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-84947031416091527952017-04-16T11:49:00.001+02:002017-04-18T10:59:51.968+02:00Cristiani ebrei e musulmani: una risurrezione cognitiva<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Non è complicato scoprire i legami e l<span style="font-family: "calibri" , "sans-serif";">'</span>influenza
reciproca tra ebraismo, cristianesimo e islam. E’ solo pigrizia cognitiva (chiamatela
ignoranza) che può far leggere i rapporti tra queste civiltà in termini di
guerra. Se così fosse e così davvero volessimo praticare, non sarebbe una guerra
contro qualcuno, ma contro noi stessi. Una guerra contro le radici della
propria civiltà. Solo una risurrezione
cognitiva che richiede dieci minuti di fatica ci può salvare.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Lo Spunto me l’ha dato <span style="font-family: "calibri" , "sans-serif";">l</span>’arcivescovo
di Chieti e Vasto: S.E. Mons Bruno Forte. Oggi sul Sole24<span style="font-family: "calibri" , "sans-serif";">O</span>re ricorda a noi tutti
i debiti che il <span style="font-family: "calibri" , "sans-serif";">C</span>ristianesimo ha nei confronti dell’<span style="font-family: "calibri" , "sans-serif";">E</span>braismo. Preziosa sintesi
a cui vorrei aggiungere qualche notizia sui rapporti con l’Islam.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Innanzitutto ricordo che
Ebrei, Cristiani e Musulmani hanno un Padre Comune: Abramo. Scatenare una
guerra di civiltà è come bestemmiare il nostro padre comune.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma veniamo all’Islam. Innanzitutto
il Corano tiene in gran conto la figura di Gesù. Solo alcune citazioni. Gesù
viene considerato come un Profeta<span style="font-family: "calibri" , "sans-serif";">,</span> un profeta al quale il Corano si rivolge con
la formula “Parola di Dio”. Egli tornerà sulla Terra alla fine dei tempi dopo
il Mahdi che è declinazione araba dell’escatologia messianica cristiana ed
araba. Di più, il Corano venera la figura di Maria e ne esalta la verginità. Propongo
una citazione del Corano ripresa della voce “Gesù nell<span style="font-family: "calibri" , "sans-serif";">'I</span>slam” di Wikipedia dove
si parla di Maria<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">« E
quando gli angeli dissero a Maria: - O Maria! In verità Allah t'ha prescelta
e t'ha purificata e t'ha eletta su tutte le donne del creato... O Maria,
Iddio t'annunzia la buona novella di una Parola che viene da Lui, e il cui
nome sarà il Cristo, Gesù, figlio di Maria, eminente in questo mondo e
nell'altro e uno dei più vicini a Dio.<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--><o:p></o:p></span></div>
<div style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">- O mio Signore! - rispose Maria - Come avrò mai un figlio se
non m'ha toccata alcun uomo?<br />
Rispose l'angelo: - Eppure Allah crea ciò ch'Egli vuole: allorché ha deciso
una cosa non ha che da dire: "Sii!" ed essa è. »<o:p></o:p></span></div>
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<span lang="FR-BE" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">(</span><span lang="FR-BE" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 7.5pt;"><a href="https://it.wikipedia.org/wiki/Corano" title="Corano"><span style="color: #0b0080;">Cor.</span></a>, III:42, 45, 47</span><span lang="FR-BE" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">)<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Ma non consideriamo solo la
dimensione religiosa: all’Islam deve molto il Rinascimento. Anche in questo
caso solo una citazione, il lettore poi potrà trovare tanti volumi sull’argomento. E’ l’anno 1085. Alfonso VI re di Castiglia e di Leon conquista Toledo e vi
trova i manoscritti che contengono la tradizione filosofico scientifica dei
greci senza il cui riferimento non sarebbe mai emerso il Rinascimento.<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La fonte è <a href="http://www.raistoria.rai.it/articoli/gli-arabi-nel-rinascimento/29063/default.aspx">http://www.raistoria.rai.it/articoli/gli-arabi-nel-rinascimento/29063/default.aspx</a><o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il fatto straordinario che
quelle che ho proposto non sono influenze difficili da scoprire: dieci minuti
su internet. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Allora oggi stiamo
costruendo uno scontro di civiltà che ha senso solo per coloro che non vogliono
neanche spendere dieci minuti su Interne. Conclusione: ragazzi ci vogliono
spingere in una guerra che ha senso solo nel buoi dell’ignoranza. Dobbiamo
rifiutarci ed avviare una risurrezione cognitiva che è anche semplicissima da
farsi. Dell’ordine di dieci minuti su internet. <o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Detto per inciso, <span style="font-family: "calibri" , "sans-serif";">il</span> lettore
avrà notato che non ho usato la parola “rivoluzione”, ma “resurrezione”. Questo cambiamento
è un piccolo passo nella mia risurrezione cognitiva personale, nel giorno della
Pasqua di Resurrezione.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-14849694944174148142017-04-13T08:42:00.004+02:002017-04-13T09:28:42.779+02:00LETTERA APERTA DI PAOLO SAVONA A FERRUCCIO DE BORTOLI<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , sans-serif; line-height: 115%;"><span style="font-size: large;">Paolo Savona</span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">con un commento di Francesco Zanotti<o:p></o:p></span></div>
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aYf4+iYwKAihwgMytExph+lerMCgwgsIrKYyCESh0s8CnRWhKQiJCUhKQmEyBMij4s8IXAYzxO8gHMczvEYy+Msj7E8zgk4LyZ5keAEghsfhZShEywNNYNwLMoxCERpBW7DrsDRUT1zOMcgIzvEoHCUoeKA4LHlwGFDZLEgX+JwmScUgVCEpCKlBA4XODzcjkGzChwu8oQkJEWeEDh81MQMwjIIxyIci7BMgqHjDBWnqZjI4+OiQiHBTMZZOhHYznAatGnwRAyVoKgETSMUg9AsynAYy2Ich3MczvMEFDLAIksjUMKtV4aUJuM0GWOoUK0yKMegE/YgYOi2nZxj0HAPBGvNUAm4MkPF4V5w/VEdcjiIZTEQWNxuN9LrRfv9WK8X7XRmu90IScYZBmWoOEu+SAGFBQblWXRcsQmaBBBH+t1IvzsLKdkDExil+iNXCWzJVgkczlAJQDYMSZZG4HyexUQWFzgcnCeeRgUWZ2Dw9uMMeCfjNGxySDK+icW6Xdec+tZUs2qqXYMUcgynYbpN22ladiNAqmU3bKcJsuwGHAp4qhvVF7M44O9Gvl3X7bpm1VSzqhglWS9KWkHSCqJaUM2qpFYltcrwZU6sYsTto0c/PXXy60L2UX81Q/eyLJmne2mWTDNkkukRoMA75vtpjkzxND7uByjPjvglcJjIjbgwkXJ8nOViDBulmQjNRBg2ynIxyOH4uCAigojAOSAYXWMyYiKPg2QxKYsAIDw8DgUGFdjESGPvDD44YitPiEJSFFOCkOQ5XBAJQcQEkeAFlBdwXkA5HuN4BLZ5Aed4hOVQlkswLMKwcY5HOH6UslyC5WKQhvM5HuGFBC+gvJBg2TjNxbZJuQQrxHkB5cQEpByPsFxcElBFRFWJ0GRck5OqhCkiLguIIuKqhGlyUpNxXUnpCqHJSU1OKlJSkQhFSikSocppVU4qSlpWkpKckmRClFOCjAtSUpQJUU5KSpIXCV7CgpQTUV7AeAGT5KQkJ1U5rSmp0XWklCzikkBIAgapLCZlEZ9IJQHqFhF5XBIwnk0IHCJwiMiDcUJ4NsGzCZaOc0ycY+I8k+BZRADxmDCmxoYHOk7DYmiEphIUleAFXBAxUcJBgogJIsYLaHibF1COR0Aij4btYpBKwmSOyOO8gPM8wQkEzxM8TwhCMhC8Z0yI5wnoLVtSVBBwYdx/GBZhmDhFxykqznMwEAhJSIKZAYFN2iroe1tShBewiR7L8RjHb1Qjw6ABjlkWA2ABi/v9GEUlWBYThOTYq3iuoBGhQUUe5Zg4w8YZFqGZGM0kKDpK0XGSivTJaJ+cJakYSUUoOk7RUZpJ0EwiXIawgpe2QFBClsV4npCEJM8TPIuxLCZwuMAnOQZlwIWC11MWE8YmJ3jVYzhsE4tNvwUyvGZYutsIZHhN02/Zw3l7OL8tix23FeA4zOKJyMOENx2wOHw1020aTmOM4zLgWNaLglJQzaqs1RS9zolVXqoRqTvHTnx+7sx3tfIsS5aYfo4lsyyZFtgcz2R4Ks1TSZ5OC3RGorMSnZXonMRmZHE0YqE3CxwicCjPIiKPbTsGeDHGCVGWjzDcLMPNsnyEF2O8GGP5KC/GJAWRFESQ4nAOy0eeN5aCNCDFKOVRkCxgMk8AsmUxKQo4z2M8R/A8IYqpEYsFnBdxXkQ5AeUEhOURlk+wHMJwcRjYMOAlmZBkQlaSspKUZEyU0EBgPAQRkWQskKzggQQZ3VacmOAlRFQwScVllZA1QlYJWcE1ldAVADGuKwTIUJOqhKkSFs4EmXrW0DK6ltFVwGgSyqmoKVlJigohyDgv45DyMiapyQnB+SBNSWtqWlPSqpJUJEIWMVVOghSJGAsO4ZqS0rWMKidFHhM4RBJwVU5KIh6cKYu4JGAAZUnAYDuQwCEch4hiShBTPIw9nuB4nOcJXkhCG4VaiuB4ghdGbOJ4ZIK50F5bJYv4toLySMKmEySZkOWMpGQkKS1J6eDugpBkOZzjcGFcMEFIchzOctiYj5PiBBRKJUq4KBHQhSSZMLQ8SFdzmpJVpHSYyBPiBRxsD1xHkglJIWQ1paip5z1vgOCROx+yJQyDAovBI+Z5QhCJ8TiaVFA/YQkits3D8gjDxXv9mV5/pk/OklSEZmIMG4dmeh6LoQCimOJ5gqYRkoxTVCJkRSbNSWD8NtlIKQUIZnmc5XFOICZZvC2CYTcgdXCa682BHLcVINh2ms/zfy27tq10sxzIsCqBwC+eYLGkFSStqBgVTiwKcpmXaoo+R6Tv/nDkE2AxQxYZqsCxBY7NSXxeYNMcneIZQqBTIpOW2IzMZRW+oIpZSSBECRUlXJIxSSYkGZMkQpLG21tSXozxYkSQooIUFeWYKMckJS4pcUVDFA1RdVTREFlNiHKMFyMsH+GFBPiYggjjbZSC7ymImCihkkzICi4rSVnBJRERhYQoJGQJ1ZSUrqYViRAETFZSkpKWpLQop0U5LUgpQUoJUlJS0qJCiDIhKoQo4wJIwkWFEBVCUpOKnlaNjGZkdStnWHlFT8oaAZJUXFJxUcFEBVP05G+SrOHBdQIpKqHImCJjqoLrWtI00qaRNvSUphKGntS1kTSV0FRCVXBVwQ0to6tpRUmqWtowsoaZ042sqqU1M6voaVlLKXpaNjOymZGNtKAlYVsy0pKRlrUU4FhUCFVLa3pGN7KGmTOMnKZndCWlyklFTUkyIUq4rCR1PWOYOcPIanomZJwIVU0ZZk7XM3CmqqWhDKqW1vWMqqYkiVC1tKwkwbbBB0UJ5wRUVXOinObFJDQKx+O8QIhyWhCTkpJR9byq5yUlA+0lKWleJAQJExUCHg2eUdZSgoyLwCk9reppRRs9HSBMUVNQHlVLK2pKUVOKkgJzBY8QSJYzsjxi8UhKJizoP2OlRCm5rT8OVTEhSSbCNiYAPZA9TE9RTElSWpJTspIePZGehpaStZRmZrfaVJCi5RQtJ6tZSc7wYjKAFGywHMbyOMcTvJjkxaQgJVU1q6opZVwPG+XcUviNQwohKYSkJAUZZwWE5uIUE6WYGMXEaDbO8AlORHkJGw+lVFiilAbxYhJyWB6nWRRmMsIF5oWkIKUkOVT58jatwPI4LeCMSDAiwYpbWBxwNgCx5tSfx2LLa01QOAhNbM9ip7atTLu6VbpdfR6LRbUo6+Uwi5OZe0eOfXbp0vfNepRjSgJfkqSyJBRUuaiIWUXMKlJGFTOalNGknC7ldTmvKVlZxEU5IcmYrKKygssqKsmYpCCwvU2qJmQ1AfwV5RhAOYxmkCBFeTHCCbOcEOX4+FYJIiJKaOCEKioB0rWkrhGaSuha0tAymp6BIaeoGVnd2pYpWc3AYIaBDeRVjczErmpkNDOrmdnNPN0gsmqkfpOex2hDTwFwDT0VsBh2QWEca2rSMrKGllH1EUl1IwuPrJs51ciMhqgxxnFIkrEBMllLwWcNMwc01/SMFmKxIGKSTABkgbOwC/dS1JRmZDU9A+NZ0zOangHwwTbQMNCI+2bOsIqqnpfVrKLlDKukWyVAiWYWJCUjq1lgsaxmw00mqclwe0H5wXDKWipoPmBx8JYA9w0XI1D4zUBRM4qSBSKPpGahhLAR5rKsZoIrAMqDUMkE6INiSHJqE+jHUpTshFQ1p2rZoONBawb+QdBwE9KMvGYUoNLAyAHyAL6wG4BMUtKanoNqmSjt9hU1vktQvbyEAY5BAYihnJKalJRJYxYMQEiBv+DbBqWFo1Dt0AeC+g8kKRlBzUhaVtSzkpGT9Jyk5zax2BrMBagNQPwCFptuE8IIYQUA3SrDqW0r062b7sZRfQTiKsSmVbum2jXFKstmSTKKklEU9aJklBmxwCtlTqrJ+lwye//4yS+vXTswNxcTuIosVTW1qshFTSuqak5TspqS0ZSMKqc1KaOKaVVMK1JKkTFJicsqqmiIomGKhgBwYXu7FFG0hKIlZDUuq3FJiYlyVJSjkhKT1TgcUvXgnARELQKJcgIkq6isooqGqToelmGlTDttWCndTKoaKK0aGUXLgkQtI2rZsTKiNnYSzYxiZVU7pzl5zckbXtHwioZb1N0C5GhOXrVzipVVrOwE1CQjDflbBQPp18s285aRM7SMoWVMPQua2A5LGQ9yTc+YVt6yC6ZTMOyc6RQ0MyvqKV4lRD0VPN1E8WRzZGl0K6dbIRCPYaqoKVHCeQEVRExWksEhRU0ZZs608rAL+YqaUrSsZuRVPSerGVnNqHpOM/KKloFXEEXLymoGTKBhFR23qpkFxSzoTtke1O1BXXfKillQzIJqFRWzAAMMJKgZXkmPmkzPBoIcyJSNHAjyJSUdLnBA5K2C0zQ9o+k5Tc+pWnZDeg6eQtVz4ftKelbRNlmvMNTCdRi+xaYrh2RaRcMsgHQjH8iwR31PsbKSkRa0pKinRD0FvW6rdLNgWEXdLEATSEpaVjOKlpWUNGzDrhJ6Lng0aJpAwXiZlL5xL1FPcQrOSCgtIrSIMBLKyhin4FDI8dtYbqJRBDUdFq+kWIlgJYKTk7ySCupWNnKKmVfMvGoVVKsA2xNXk/SsYuZla0OTLAYcT7B4Ikyx4Tg/H7v/ChYDjoHCmlXRrArcXbVrilWVzVIgUS+KeokRC4JaARan8w9Onf3mxs2Dc3MRnivKUlnTyoqSG9lnOR2EDjU5qUqEKhEKuMNqAsILgRQN0QxsWwGCA+ZqBgrSTUw3McPCQbCrm/ApIlDAXNjVzWRYkGlYKcNKaQYxcpn1tG7loOeNGzIfUg46DaBqksVeUXcLYRwHUJ7QxAmBDHt7AfsmZJg5yy6EWWwZuRfINHKyTMhKEjxWyy7YTtH2SrZXMuy8ZmbBVISfbmuZN5XHyAYCyoALPIq9hhCjQbzCzIE/blp5w8zJWloz8oZV1Iw8DOlgF0AcHvOakTeskulVLb9mD+rOsGEP6oZbAQobbkWzS9BGQGfA8daxGlYwbkdjVcsYViHMyiAUE7xGBE8KpmUrDXWzsAG4MRQC2U7RdoqWXYAaCG4UXBxqLFSx+W0VZvEGlM0CdD/ogaqdC8z/1hcdkGEVTbtk2iWods3IQ+FhWws9TiDdLAREDhuebSXp2QDEgpbkFJyVMUZCeZXgVULQkpNujV0EQdVJehb4y8lJgC+vpADKYE0nmjL4ePg6gRQzL5k50HYs9lqgwNsdM7QBCycC/aIL/FwWu5WtMr0qbOhOWbNLml1SraJqlkMgrgQgVqyyaJTCLJa0Vqbw4OzFXVO3D87Nz7BcTpKLul5SlKyqZTU9EwQrDS1l6ClDS5layjCSioYoBqKa6IQ0C9sq3cRUHdF1xDBQw0BNE7MsHAQ5QT4cMizcsAjdJjQL3yrdJnSbMJwkCHZVHdVNXLcJ1cRkDZM1TLcyljumJzShXVTsompXVKe0tbFB2w5y1SroTkl3SoZbnhDkb5Vpl6ztZFrF50k38uCdGWbBtIoT5297Ncsu2U5pNK7MvD4us+4UdaeoOyXNLip2QbELmlvS3NLWp4AhCoK7OG7FcStAVVFOSUpa1XMwbgN/Cnwl0y65ftVyyqqeM+wyYBScWc0ujfqkBaOoqFlFwymb447qDBvuWtMZNiy/ZnpVkOFWLL+mO2XgsmaXYDtsRMF3hkNwi0Cjzm8VFTNvOWUAE5R8AkMBuSynDLKdcrjCrfHRoJU1u6g6RdUpQjU6bsVzKq5ddqySbRYto2AZBVPPBxuBLKMADWpspzAiw0XS7GLQlzYKEOLRhIIPBk9tWEXLKW+9su1W7HG9BTUG6Ah2t2jDFIX9XPBnZSOrmDkAaLjAICi2pGcBxBSP0gLGiDh8dsOO2huCegbpXhm6LijID3J0r6x75c3x4hBttwYfth7SrNoW2r6A0dXnsTgAccDikUIslowigFi1K7JZgRiFqFU5qSYojXThwfnLu+/dO7KwOMvxOUUtmmZZ08FxyOgaPhZq6IShY6ZGmAauGRvk1W1ct3HYNhxiq0ybsJ2k4yQdJ2nbBFAYyBsGsWXhtqWnDtQAACAASURBVE04TtJ1U6adNJyk6aZAlpcGBSAODoEMi4CPGE7SsNOGnbbcvO0XdSevuyOSam5Z9yq6W9PdmuXXLL9qehVQwCYgcgAs06tYfjU4E7ZB9qBmD2rBFSYERNuq5yEV/CPdyBtmIQCi41ZspxxWON9xK65Xdb0qjEDTLplOWTXzulOC4ll+1XDL0HfNQdUcVMOPPHrw8Vi1xhf0/Jrn10y7FFAMBjDkgJcELDasouNVLaesGXnTrQBVYfSC2wu7spGX9Bz4vJZfAxdYtYuaU1LtomTkZCOvO+UAxwFbwznhvg0UtvxamOPBySDHqwF0NmjrVraV41Udr+p61YmWgkNQjVBXulc2/Irhj9rXc0Zy7TJAGWSbxQk5VskeF2NCASXhdq5fc/2aO6gHUAt6HXTO59n+8AXDLN5KYXjesA8H9QmO3fNV2WSWxjYgcGImzHx4W7OLspET1DQnJ0kOoXgUWKyYefig5pZkKx8GccBZw68AbUEBgqEhDL8CHXuzX2w3QMFcHKxRgxVmQX4wQbeVwkDqfx2LtwpYDOQNs1i1a7JZZaWipNc4qcbL9XThwcWr3z94eGxpOcoLWVUrWE5FM3K6kTbttGYQmoEZOqbriK6hG6mJaTaiO6juoIaLGS4G26aHb5Xl4p6X9pyU56RcO+naScciQJDjWIRt4paBjWThqg5+94j1AdaB+4ZDmG7S8lKBbD8DsLb9jOPnHT9v+gXDG8UcoCENv2r4VdNvmH4DtidkDmqmX7UGNWtQs4d1e1h31hrOetNZb1rDWiB7rW6v1Z31hrPegK4wIcuvul7Vd7dRMIAnFGDXcStAQ6BDmL9AXterum7VMAuWXXa8muvXXb/u+XV/2BystQy3bPk1Z9hwhg1zUAuey15rgKxh3R7UAWSWX7Pdqu1WXb/uDRojeXXXrTlezXIqllNxvJo/bPrDpuPVTLssq1ndLJp2WTcLqp7XzaJhlXSzZPtNZ9Cy/SaEzoJdzaooRknSCqKal7SCYpQ0q6xZZUnPSWZeMvO8lhH0rOqUDL+quWXZKmhu2fCr1rAeyF5rWIOGNWiYft3waoZXN7w6tKM1aE7IHracYWOjZsbPBbvbyvFq/qC+Ue1jJnqDujOsO8O6NaxttO9azR7UXLc2cLaRb1d9u+pZlUC+XfWcqgeQ3SIndDu4I8jyR203evxhXfcqil3Uvcq2CkMQ3NgJRxWwHvInNsKbIMtrWF7D9pvbaDBqCOhRm+7rVydyxvmVoMYMv6I6RdHI8lqalnBawhmZEPQMuL1AWMUuyE5BcYuqV9L8sj6o6IOKMazChj6oaH45rCAfTtvsF48X9gYrhUG/yOIJx/m3sniT7XLro9Sta0517AUXgcWqXdGcqubUFas+YrFc4eV6On//0vU9Dx4eWVya4fiUouUtp6zpGd1M2lbSdTKum3LtpGMTthkQE9GtuGHHDCdujoSAbA8LiQgECPbsJBDZd9O+k/ac1MDLeE7KMnBdTShSTORnRW5G4GYYdprmnjD8E06Y4cVZQYoIckSUo5qBaiZm2ITlJG037Xhpx8s4XsYb5Gw/Y7tp28+4w5w7zJlORrXShleEXjhC7aBmDmrWsK46JRA4ywGzNtMZRmDNHFQDBAcUdp813WebGL0B60HN9Wveb5E/qHuDuj+o+8PGcK3pDxueX7MDBw2cJq8Kl3X9mm1XXK8OlATQeIOGv9ay/Vrw+g+PYw3rznrTfdYCo2KvNWC6DN4M7EHdGdb9YdNbh0vVHa9quxXXh6eoe+uttWfzg5/nvUHDtMuClDLtsjdoWE5FUrKSklGNom5XbX/OWVtw1hZgXgS2rcGct7boDOYNpyHrZU7K8XJeMSqGU9fsquk3LK+h2hXNrph+wx40Db8qmXnVKQGAgEHOetP7ec7/67z7rGWvjR4q6PPOsBGYGXvYstfnnGfz3rN5x6u7Y/sEgroKamwC0N64/ieY6K413LWGvVYPt68zrHtefeDVB1596DdAa4Pm2qAJmb5bCzR06wOv7g8b28ob3zGMZsuvumsNa1iDenDWm9awDoZqex9i5OSWLaei2UXNKMhGTjMKqlUw7LLulCynYrhl262aXsXxapZfc7ya5TUcr2G5dcdrWF7D9Zu234TtrekIx2Ah3A3mBmMqILLmljW3HB4y1rCme2XZyotGllNTnJritbRk5gK3V3WKil1Q3KLmljS/bPgVY1i1hjVrvW74FX1QMfyK5pd1rxyk5rBmrtWsYc1cq9lr9RfFKAKF48jh2MVviRQ3RjN1EyAOLZwYT+U1TLduuk3TretuTXXLilOR7bJklSSrJNtVxanJVt3w5gW1wkolWihyciWZu33p2q6Hjw8trz6hmYSspHQj5zp520rZJuFYScciHJNwTMwzUFdHPA1x9bhhPLXdGdeP2O6Mbj7W9GnTmnW9uO3ETCtqWFHTilpWwnZQx8FcB/eclGsSto6ZKqLLCZmP8PQTqvegvXR7ZXFqeX5qae7GYuvm0tytpflbS/NTSws3lxZvLS3eWlm+vbpyp716t9O+12nf63bu93sPaOoJxz2VxLimIoZOWCZh2ynbTft+xh2kbC9pubhpE4adtr2SM6zbfsNw6rbfgLct71nTGtRNv2EOYHRtuGBhe24OqtawAsNvvDvyiwMcTzjLG7xeq24ra1AG2cOKPawE+f6zlrvWcP2aM6j5a01vvekN6pZftd2K5Vddv+YM696gbg9qtlsxvYrlVEyvavs1AOsvCvw7eOPeiLEMK86wbq9V7UHNGladYR1KaHhFa1D2/9oc/q95Z61uD2rOWsPyqrKRpwVcUDOmW/fW5sdub0WzaqrdUJ2WYjdlqyFbdcVuqk7L8BcGP3csb0HWa4JaIbnschdd7qIkk+GkvDNY/Jf/m3z2L73B2pK3tugN5k23rtsVw6nZg7q73nTXGpZfNf2qPax7P7fstbozrLvP6u56zfYKtlfwhpXBet0eViy/6qw33J/nzGdzxtq882zeH7YGw9ZwrMGg6fsN3294Xn2rAMf2YJT+GoWBPrKFXt3z6nCXsIZ+w/cbg7WWt97y1lvuWjMseIPZojq0hTMcGQN3bZS5TfTArZtu3fEb7qDuD1quX7fsqqrnJTkryhlVy6t6XtdLulm0rKrlVByn7ng1ePVx3dqo5IOG74/fivxxnbg1263adsVyKrZX16yKZpQMp+Z4NYhBwbyrPagH/m84pGD4lTCODb+iuSXRyMKcG4QjgoAvEFx3yppbBtYbbkX3KwH9g6Ojc7yK7ldMr2oMqpZf+w0s3hpH/vdl8YR/bXjNMItBilNT3brmNs3BgqBWWKlIC3lOLhHZqYtXdz54tH95dZqio5KMGXrKdbLgBTsG7pioZ6CuHvf0uKfHB1rc0yOuM2NaDzX9vmE+cN2nvh9xnFnDeGwYT0xj1rZirptwHcSx47oWUaSnEjfDko+6K3cWW9fm61dbtcvN6qVm9VKtdLFWulAtXqgUzleLF2qli/XSlUbl8lz9WqtxZa55db51bWHu+uL8jaWFm8uLt5YXplYW76wu3e2s3O+1H5DdR1TvMU1OS2JUVeOGgZpWwrATlos6ftId5EynYHs13a5pVs0ZtCy/ptlFy686601nbQ5cxZG3uNaw1yZiDmVrWBlrkrmA4+ex2F6rbitzUAbBZYN8b70ZjLdg7NmDWjgnyLT8anj+KjwyX8BiCHBvAvHm8jjrNWe9Zq+XrWFF94vmoAz2xl6ra25JMvOiniM5lBaSilHy1xcGz5Z1u07z6TaFL/WwxR6+RCaXqVSbyXT5PC2VOLXKyOVVKrXYRhdWkcZCJFf+KVO8V6o+qtefLC3HaCajaDXPX3r21+6zZ21/sMBLOV7OynoBgs7joV7T3LLmliy/4q7X/LWK7eUcLzdYK/lrFccvmn5pgsUAl0AQeHHd2otZ/Os1QU/g+KZQT6gA3mDE4gkQ/zKLQcN6oCC4tCGvYXkNz2v6fmswmPO8pmVVNa2oKHlZzmlaUddLhlE2zYpt1xyn7roN193eJgUKjJbr1hynatsVb9C03brl1ByvYTkVzShodil4wdoKYt2bdI3NQRW8YwgNh4PCuld+3uv+6PqbJwNMr+oMGnaoxn4Vi18wofdbtJnFoTVtW+POhtOCFXWqW1WcGkh1RwvsTH/OGixwSpGVC6xc4NUSkb154cpXDx7tX155TFIRUUJ1DXfslGUglpmwjbhtRB096ugRV5t1tVlPmXXUGc96atuPbeuxZT2yjMem/tgyn9rmU8eK2GbE0iOGOiMJj+n+3eWFK63G+fnaxXrxbCF9IoMdzmJH88kTpfSpau5MOXOmlPmxmD5dTJ0upX+sZM9WcyMuV4rnaqXz9cqFRvVis3apVb8817iy2Lqx2LqxNHdraW5qeX5qef72ysLtlYU7ve5PFPWQZacF4bEkP1W1iGGjlpMyrJzt1cAoDn9e8p/NQdu76y1nbQ4UvA5bw/pmpxg4C9Csb6vfyuIQ3DexGIAbEBm4GaZwGMSmVwkoPMGF5+OjNuEUj8b2oGyFWOw+qwORB/9rHuKD7rOWOaixSrrP4YyUZsR0h0SXO9EuhbFinpcLFJfpsak2nV7pp+dXsdp8tFCbThXvE9k7WGpqevb87fvHrt86ePP2DzduH7p288C1Wwem7hy+cePA1at7btzY9/jxyVT29tJKXFKr3nDJ8uadwbwzmDfdpj2cG/y8OPjrkrs+7/910f15zllvumsNd1CxvYLnF9fWq/6gbHsF0y/Za3XnWct81jSfzTnP5l2/PsFiIMv/FyyGnBez2B9OUviFarhrDXe9FrzNhJpvksJhFnte03HqllXV9RLINCumWbGsagBiz2t6XvO3stj1m96gNVib9wYtwyopWk61isHEwwSLYW5tK4vBNQ4jeMOD3mpjYD4jwH3I4bD82kSNbWLxv4GzvyCIF+t2dWP5zsYXOqrbudJNzWmqdkMBOTXVratuffyd7DnDm2OkPCvnOCUvaMVU7vrFq18+fLRveeVhn3wqiXFVSVgWahgx04iY+oypP7G1J7b2xFYf2+pjV5m21Uem+tAyH7n2jG0+0ZQHivTAUKdtc1ZTpgXufr9zc3HuQq38Yz5zJIUfwBL7komDycRBIn4ghRzKoEdy+LEcfiyLHc2ixzLosTRyNIMey2LH8/iJQvLHYupMLnUqlzqRT58sZk+Xcz9W8meqhbO14rlm5WKzeqlVuzrfuL7QvLHYurk8P7U8P7WyNLWyMtVp3+52p/rkFEXdY/jHvBiRlLTtNdzhgre2tPbXVX99AaLD9rAVzPYEAS/D3wri2piYz6Xwv47Fk4cGNXetAZEKWJ4BOeHYAsxlj9bMhdbnumtNeP/11lu/lcXOWtUelwcoDC8Bw39ZdNbmDK9uDhqaW+XVHCOlBa1oeS1RLfWZVJci2n2sMf8klbsZQy7GsCuzyJUnkQs/Pfnx7oMTN+8cvnrzwOXr+85f+u7I8U/27Ht7z7639+1/d/+h948c+ej4ic8OH/5w//53v//+rd27X/vmu9f2H3rv2s19KHFtuY0Ictl05m1vwVlb8n9etYcLql11ni3a63PWoOmsN7315mC9NhjW/EHV8yuWW7TcojOsu8+a1lrDWmu4z1reoDEYNAeDJgQofjFG8ZtAHGZxkANzgOEpwfD1vcHo/N+A4xCLQwt4tmex6zc9r+m6DduuhfkLCrnDTd9v+X5rq5UKvzdMHHKcqu3WHa/hQkDZqcAKcXe9tS2LAa+bB9HGOdtq20oOnnQiLGOFQnNwwr+Jxb/eid7E4k0Uhm921EJqgFS7oZgN2WoodlN1mlpYVl2zajSf5qQML2cFJZfJXb1646vH0/vaqw8ocloSIqocscy4oc+Y+hNTfWSqDyzlgaX+ZCr3TOWeLd835fum+lCT7qviT5Y67Zmzjj4rcff77Wvz9TO14vEccYiIf49G9iCR3WhkDxr9Ho3sRSN7seg+PLafiB3EIvvjT/ZEHn2XeLo38XRf/Mne+JO9iaf70NkDePQwETtCxA8nE4dTyOEMdiSLH8snjxdSJ4rpk6X0qXLmdDV3pl441yhdaFUuzdeuzNevLsxdX5y/vrRwbWnxytLypZWV66vd253eTyQdM6yqv77kDpfc4YLp1mEyekRhvzFaVuHVg+k7a/gCb/fXshi4tlXPZbRfDfxiwG7A4jCIQys3R35x0C9/jV+8KUYxqDnDerBgK3DDnWHdGtR0twqzcLo7+mVBxahwUoHls0vL0WxuKho79+Dh0Ru3vr90+Zvz53ee+PGLY6c/P37q8+Onvzh15qvT53aePvv16bNfX7iw6/iJT/fue2f37jd2f/f6rl2v7fr2tV27Xtu589Vdu97Yu/fd3bvf+PDD3+949e/eePvvP/vyT0dPfHrvwdFC+afVfpJXKrqzYPkLmt2SzLpkVmWzpnsNb200l2g5ZWe8pA+qC9rCXRsFc7fO1z1vKcW/gsUT1HC82gtY7Pob+P41LIaeEH5Jeh6FAxaPQTn6XQTbrUMOCE7wBq2xNs1eQuGft/jE8WqO14AYheXUHK/mDRph2781Xjzh02x1cSaWHoXDNeGKDa+9C4cvwow23MqvYvF2MYSG4TSCOb1ttd23Qn6ZxapZBylmQzaastVS7DnFbmp2S7Ubqt1QrJqklWS9SHEEJ6d4KcmLyUzu0q2pr2Zm9vfaD1hqWhKeKvJT05jV1UeG9pOh3DPUO4Y8Zci3QKZ0U5fu2OojU3lkSI916bHC/9RfvVYrHk8ie+IzX0env5599OXMw68ij3dGp7+JTn8Tm/42Or0r+vjb2UffzDzcOfvw25kH3zy5//X0va+e3N/55P430/d2Tt/b+eT+NzMPds0+3BN59H308Z7Y9PfxJ3uQmb1YZD8RO5iMH0olfsigR7LokRx+rJA8XkqfrGR/rObO1PJnG9WLzfqlVuPiXOvC/Nz5hYXLS0vXl1fudrozhlUd/rzqDJZMd06zaopVNge1bdZChSIVvwjiX4xRPI/Fz4VyCIVhYo7m8UOrXMfLkmphvzjoys9jx+ZRveEdB4tDTa/iDCEY0nSGDcNtuGtL9nBR0isMn+/TqdbCbDpz88nTU0+fnorGzuHYFSRxefrxqdtTB29c33vx4nfnzn1z+sevTp3+4uTJz48f//TIDx8ePPDeoQPv79/7zvffvbH729e+27lj55cvf/7xP338wT9++MHvPvn4n3d+tWPXrje+/vKV99//x1df/c9/fPk//unl//ODD3+37+AHl67tezxzIV+e7pBZxZjzf+466yuq3eLVEvzWoO3WAQrAYlj8EJgx261uhePE7r+FxVvdt19kcdhk/hoWh3HsDDfTf8uys8BpDRGz4Q1agODt9NwVfhORFsjxh3PeoAWsd7zaYK3lrjWD1ZPBQAigvO1azwlPOUzkrX0YanXi6zwTLA6IPPn7xdsKKLkVxy9m8dbv722lcPj6mtUYUdioKUZNNuojFpst1WqqVlOx6opRk/WypOQULcfymKgQnJBg2FgqfebW1Bex2f1U9wHPPFLEJ6r82NSndeWuod425Fu6fF2Xr+ryVVO6bojXDPGaJk6Z8iNNfCTQ91YXLpWyh5HIN9M/ffro7seP7n788M4nD+988uju59P3v3h874uHdz77aerjR7c/e3Drk/s3Prp/46MHtz59OPUZ6P6Nz+7f+Oze9U9BP9347MHNLx/e+urB1BcPb3/56M5X0/d2Pv3p29mH30Uf74k+3oNF9mORA4BmiHXkieOF5Ily5nSlcKZWPlOvnWk2zrRaF+bnr80vTvX6s6ZdGzxbsfwFw5vT3Ybu1Oxh8AshjWBRqj1sOWtz4TWtL2bui+funofgICAbxrE1rMClwks1YOoZrhZ+v4NzYCLIW5/zn835z+aCOfrn8SIciQ77FJZbMZ2yOVpK3HC8muXWDKdm2E1JrfbpdGthtlC4j6CXHj48fvPGvnt3D9+588O9u4cf3T/26P6Je1OHb984OHX9wKXzu86c/ur08c9OHfv0xNFPjv7w4cG973y/6/Xvvt6x++sde3a+umfnq3u+fnXPVzt2ffHyt5+99N2Xr3792SufffjHTz/+0zdfvPrN169/8tEf33zjv73yyn/+4z//xz/84f/Y8drff/jxH/fsff/CpX1PIpeXOylGKPNynRIKPSrF8HnTagyGC96gZbtVWAft+jXbrVhu0XYrllMBHL8YOv92FgdECFzLDR9z/OIPu+E3mF+au2sAi8famPfbbv3vnO3POSHX2HbrEFIIecFbofxrWTxeMdkari8M1uZtt245FdevQ2eDgjnrja0vi9uC+HlQnmBxUKtb5/S2DSv/BhYHOP5FFtv+3LYsHv3KxCZt5xGHWCyZTcVsKWZDMRuyWZO0kqjmRTmtaFlewiQZY7hIn3qcJI7envoEie5j+j+JzENVeqTLD2z9gaFOGepNXb6qy1d0+YomXTbEK8BiQ7it8Q86i1dzxKHZR18+vvfxo7sfPbj98f1bH96/9eHdGx/euf7Bnet/uXP9L3evf3j72ge3r31w+8r7U5ffm7r83q1L705deu/mxXevn3/76tk3b5x/78b5966fe/fa2XeunX3n+rl3b5z/4OaFv0xd/nDqyke3r3589/qnP936/OHtLx/f+frx3a+f/rRz5sE30cffxZ/sQWf3EbGDqcQPaeRwFjtaSB0v505Uiidr5ZO16o+N+sVG43qnM6vpFced18ymajU0p6naVd2tjX8tpAbfGgiIvC2Lg+90/IY1bc9ncYDjrSwG1ML1YVUmUDj4xlEQiQu7V2NXomE9f4mb/6zlrTcDFgehN3/Y9AejAWzaVcMqq3pRkourbaxY/Ckevzw9ffrBg+NTtw7cvLHv7tShe1OHbl3be+3i7msXdl89993FU1+fPfb5j0c/O3fyyzPHPz/1w8cnD3108tBHxw/85dDut/fufO3Aztf373xt75c7vvvs5d2fvvT9F68c3Pn6oW/f3PP5jm8/feWLD//0+Yd/2vvN2ycPf3Hy6Jc/7P/om69ff/ftf3j5T3+345X/+uqOv3/5pf+045X/+va7/3Pnrjev3jxUrDzpM3lOrIpKzbRanr/oDxbG8/s1z6vbTnn0HcKxlxqOVPw7xii2ZXHgjP9KFnvrrV/JYrC4/rO5F7MYmAutGeRMsHgctXhRUCKI8AT5tlsfri+s/7zk+k3TLjteLZii8NZb7rMmjIgJ32WrR/w8N3lzT56crNsaKZ6IV/xCjAIY+rxwMNTgVj3/dy1qQUQioLxqVnW7qdvNUaTYbKpGQzUaitlQzBb4xYrZUIyapJUkJSfJaUVLCxLK8TGen1XVOEk+iEV237rxQRLZ11m6KjH3TPWRKd/XxFuWdkuTrmjiJUe7bilXJeasRJ8zpes6f51cPpdK7Ik82vlw6uM7V9+buvzO7Svv3r7y/tSV966df/PaubdAV8++eeXMG5d/fP3Sj69dPf3a1dOvXfvx9as/vn719OtXTr92+eSrl07suHjs1QtHd1w4uuP80R0Xjr168fhrl068efHkm1d+fOfqmXevnnn3+rn3b154f+rSX+5c+eju1Y/vXf/op5ufPLr92ZN7X8789HX00beJJ7ux2b1E7GAGO1xIHc1njhSyh4uF45XSmVr1yvLyNMOmTKvl+EuGO6/aDdWu6W49+O0k3W3AD/wHEWRr0Ay+axAsetv2Ox3WsAZdcDv9QowijGb32Yj4AeVHHXpQe95cx4vfcCde9Eyvag/r3rOW6VVlI6fZpcGz+eGzBdOpun5z7dnCs2crg+GCbTc0vcwLmU4biccu37tz9PrVA3dvH5l9eh6JXY7NXJh5+OP9Wz/cuLDn4omvzh759OT+vxz+7u3Du946/v17Z3746MdDH57a/8Hxve8e3fXm0V1vHt/99snv3z3+3VvHdr15ZOfrh77aceirHYe/fvXoztePffPW0W/fPrLr3YM73/r+81f3fL7j0K53fjz61ZWz358/ueuHvR999ekrH777+/fe/J9vvPrfd7z89y//6T+99ur/9fY7//Dtt29evrofxW815qMkk1f1pustaHpVUYuO1xgOW/Atc9erAkqG63Nrz+aH63OuXw++Yfjvy+INeg4mFV5H8bxb/IbFFcM5dzgX5m9YYRf4he5wQORtQDxaezdoBBFkyBmub/K7IX+TJ7sldhf+gnI4lLzty6Wz3gje6oJvvU+sb3vePB7oV8WLf/E7IM8LFm9ZBrc9i4P5ujCLAcey1ZCNumzWZL0sqnlJyYgKIasEL8QEISIIM5oS7XVvz858ffvmO6X0IXL1ikDf0sTbCn9DZC8Z8jWZP2+pV1T+vMScNcQrjjolkJeahQPIk8/vXH3n5sV3rp9/6+rZN66cef3yj69dPPXqhROvnD/xyvnjr5w/8cq5438+d/zPZ4+9fOboS2eOvnT+6Evnj7504ehLF46+fP7oy+ePvnzuyEtnD//p9IE/ntr/z6f2//Pp/f98+sAffzz4pzOH/nzmhz+fO/LquWOvnTv22oUTb1w6+caV02+NvOYL70xdeu/u1Q9+uvnxw6lPp+9+MftgZ/TRt+jMXiJ2II0cTGP7s8T+bOqHfPZkqXix255hmKSq1Qx7QXcWRuEaqwq/lhf8kB7EKzZ85LFr/P8bi6GDus+a3s8jL2Pbt7yJ+Nrz1qtuddxMv6rYBdUqgjtmulXLqUEQ0Bu0fH/e9+ddt8VzuUrx7vTDY1PXD9y+/sPt6z9MXT1498ahB7eP3rt+6Pr53ZdOfn3mh09O7/3g9N4PTn3//rHv3jn+7dsn97xzZt/75w68f/7AX87ue/f07ndO7nrz1Hdvn9nz9pnd7/64+63Tu94+teuNU9+8eeqb109/+9bpb986vfudM9+/f3r3e0d2C77eHgAAIABJREFUvnngs1cOfPnaiT0fnD/81YWjO88d+frHQ18c3ffJgW8/2Pnpa3956/dv7fhvH773hzdf/29/funvdrzyX/7ywT8dPPzxTOTySiep6U1Vrala1fPnnj1bWl+fHwya/qBhu5XRFNOgAd/nHkU5/8biEIu3jeGAgw/fgA99P74VON3wqU19bMu42BqIgJwJl3njRXMcmth2ofFEdHhrpOLfxOJfXD6xNX8i+hzEiFWzrhoNzWyGpVh1+DEKUS+KWk5Q4b8DYIKU4PkZSXwqCtOKON1ZvRaZ+fze1NuV3EGmfUmirur8TU24rguXbe26wp+T2LMqf8GSr9vKLWrlbCr+9b1rb1w78+eLx/984difLxzdceH4K+ePvnL2yEunD/7p5L4/nNz3hxN7/+n43t8f/36kE3v/6cS+P5za9/tT+353ev/vT+///al9vz+593fH9/zjsd3/cPjb//HDN/8ddPjb/3Fk1z8c3fW7I9/97vj3fzz+/R9P7P3nU/v/dPrAS2d/eOX8kVcuHN1x8fgrV069duPsm7cvvnv36ns/3fjL9O1Pntz9PPZoV3z6u8STXWjkuySyJ4ntTxFHcpmzvc4sTaV4viipddWa0505zW2pTt305yF8DDgOfuY0/CsHYdf418zj/aa5uwkWm2s1a/3/pe69v9q+s//Pf2N3P3t2WmYyybQUx3GKnbjbgAHTey8C1HvvXQJRRBcd27iBbWyDTTEd1Au9gwpCqAvckszs/vAGWaY4Tmbmu7vn3KODxVtCelt6vO/ree99vtTeH7S+H3W+H3We1xrXS5XzhdL1UnUwAL04UEb0E2FfY6Y/gE4+4Nb3QrfzyuDxam1bEw6nwuvTbnv0m5axmamHg32Nd9tE9VXUhmrGjSbRjQahrIxaWUiolhClfCSfkisgZvMIWSJCdgm9oIoFrWBCyhngcnqBlAaqYuXXc+GNAkQDDyHjgKsZBdX0vDoWtI4NqWNB69jgeiakngmuY0JkTIiMCannwht5yFourIIBLqXmS+mQChaqRoCrFZFqxeQKAb6QgeDgQVR4JgGahgIn5OdEZqWGpCUHpacEg3Ij8MSskjKSUtPpcOl/+GnFtzPlcCq9PrXbq7DahuzOMadPAeRZQJLlfaF5/lr/q5n7X2LxURrFW/Fc54/DFtOTnh194DFvH3+oxKw9SLd9Fkt+eybgswRctv0sBiSXN89wIFfY11+8r/QCzH281f22owqc5thH4UDhAvjtvtN4JIv/nbmPfSYVgckywOIARzftoSx2uHUOjxZworA4Rsz2IbNtwGTr27D1Wm3dFkun2dRh3eiwmG9vmG/PTtd0dWLv3sibGGSuzVXb1ptc1hbnRr3TKvNs1W+sSY1LpZ6tJvdm65Sq6P5NmKw0taooqVKcUsZPLuMll/FSpPyUMl5qCSehiBkvokULKNF8cgSPFMklhnOJ4TzSVQElWkiNElEjxLSIQnpkIT1STIsUUq7ySWE8Yigbd8UfHHwolxDGI0RwCRECUoyAEiukxohosYWMeAkrsYSTWMpNKuMnVohSaoszGqW5rdWgG7KCW42wu83IzjbSg5uEzluExx2kpw+pvV3M3m7+YH/p3My9pcXe9fXRDZvG4Z5070y7X0y5nk+6dgwOnw6QKfw49rP4MKXi8Pz3P8Viz2tNYLhfqd8dgfW6wFz44CcY+JXNM+57rfP9oLO6xixboy6v2uVSm8zDW1sTDofCtDY4MXr91nVBbSWxSUa73SpqaxRcq+HKJORSDrKUBS9lwwWEbFJBLA0Sz0IkC7GZpRRQFa2gilZQTQdX0wvKiZnVlOwGFqSVD78mQLXw4c1saCML3MqFX+PDb/CQbXxEGx91g4e4xkW0cqAtbMh1AeJOEe52Mb6tENciQDdyUQ0cdKMQXy/AV7NREgqEh8lmwNJp0DQqNJUASYaBYgqyIsC5UeDcKFBORHb2VVBeJF+IfNrXvGnXvHi94PLqNrfGrbaRjc3BDfvwpnPU7pmwucfsnok3Ff//n7P4sJW0AagzHYXdd7B43zybc89sD7gzUJ/dlxf7Wbx78AENLbDF+CCLgaGPNx6k2291SgTW6Pat8H4Zi99HhXBv696fxcDVz58aOzxqp1fn9OoAmdgvSgSw2ODwaK2usQ3nsNn+zGjrN272mK1PLNaujc2HJlO7yXjbarljNt7YMF6fn654+hB771bBxCDdtFBpN9bbzbLNtUrrqtRuqjIvlTrMMtNCpXyAcbM+t0KUIOUnSrkpxcykInqCmBorIMXwSZE8YhQHH87GhjPRoSxMGBMdQkdeoSGCaIjLDFQwE32FjbvCwQZz8cE8QgiPeIWLv8LGBjPRlxnIizTERRp8N+iISwzkZSYqhIEKYWHC2dirbOxVDj6CT4wUkKNFtGgxPaaQEV3CiasQJsmKMxqkWS1Vuddr82/WQTtasHdbUB2tqM47+K57xO4H1KePuAN9pdOTd5cWe81muc2hd3qmXdvT7hfT3lezzm293QvoFbuq8d4szNup8QsdgGPACehg/KdYvP2T3vuD1v1K7XyhBNJhz2sNkCAfGvuSYv+H9eBHGfg+b3knHNsK7yuta0dlsg4trfZYNkZ8Pr11Y2zS0NnTVXOjhdtYQ2+oobXWs2408JvLmVIeWkDM5eGzBfgsDjqNAUukg+NZkDghOrWMlFtBza+i5NfQ8htYsBYuooGR38zMu8GB3RLA7wjRt4WIW3xEGw92m4+4I0C0izD3CjH3xbh7InS7AH2Xj2hjF9wRwB4UYR+WER+WkjuKCTdF2GsC9HUh/pqI2CzAy7jYChq8EAtigFMIOXG4vAQUKA6REwPOjMhKCU1PuZKTHVkAjsvOjcASM293SK1b6n/+y+j2GSy2MYdn16vTsjVktD6zOkY8z9U7r/X/C1gc2NEMzJg8f67deaH9lSw+kOceoLDh17H4oNFooE/pvnKZe0cFVPz2OjRU3u3dj9ZRLA6sM+9rwwdYDJSj3zhkvj3Qv69rfl9Nz++Y+jMaRSCFA2txv5rFwPO8P4vtLr3drbE4hsyOfpO912R7YrZ2m6yPzNYHZus9i/mOab3NbGxbX22xrDcvzFT0deEfdUCUw1TjQtnmapV1tdy8VLK5JnVbZZurFetzpQNdmHppfCk3qpQTJ2EkishJYkqygBjLxUcwUKFUeDAFFkSGXiZBLhHBF4FbQsEFfP55fP5ZQsE5Ivg8EXKWDDlDgZ2hIc4xUBfoiAs0+Hky5AwJfBqf970/CPmniQVnSODzJPB5MvQyGXqZAguiwoPpyD2g40P5pLBCWmQpJ65KlFIrSa0vzWgqz26pBN2UQdtk4FuNsHs30A9uYx7cwXfdZw70SWen76+uPLNa1XbntMM9ZXdPObanXM+nHD7dlkez6VJZnUqbW+lPjQ/6Me6lxofH0TryL2Pxzj8NAIsBG8CfZfFRAvG+9Z3/A+17pXPsKABfOpdP7XArt+xyk3noWX/DzTaBrJrUUEu9e0PccVPSUssqF2F4+GwaLIkCTqDDkqngOEL2VVp+XBEuS4LNqCDn1TFh9UxIHQPcwobfFGLbiwgdhbgOMbpDhLonQj0QY+6L0PeEqHY+4j4f+UCAeijCPBJjHxfiHouxD4XoTgGinQO+x4XcF8IfFqIfSjD3CjF3BKg2LuKWAHtLRLhZSLolobYV0pq5+AoyTIwFsZCZJGgKKicmLy0sMykkNSEoJSk4LS0sLz8uLTMUioxvbBXMrwz88K/Vn/659uqn+df/nHvx46TDKzfbBgEWv3Mo8f81Fv9MHMxn/2ssDiRyYOlsNw/1qQNC+YtYHBiBMkVgg1CgLfVRJ9lzdH/FISwOzIj39UW8P4v3pdiBD3F4tACIXT6906sD6nWBFN5y6racui2X2rQ1YLI/NW89NW11mTcfGa0PjJZ2o+WOxXLHuH7duNayvly/sda8PFc11EN62glTj1LWZyXmxbKN5VLbWrnTUuW2ypamRF3teXXS6CLWFQkzqoiewMHGMJFxPFwSCx1FR4aRIEH4/Iu4vAtY0HlM7jl0zllU9veo7O+RWd8hs75DZJ5EZJ5CZJ6CZ3yDzDyBzvkKl/ctoeAUIf87fN4pTM43qKyvYGlf+gOefgKR8RUi4xtk5rfIrO9Q2d+jc05jcs/g8s4QCs6RoOfIsPMsbBCPGFpIjyzlxFUIE6rESTVFSbLitIbS7EZp1rXa/DvNsNut0Fut8M671IHesqWFrvW1IbNZYbXpt5xTdveU3Tdp9+ldOwa7VwuweNOlArJj//6EgY1uAI7/2yz2/qAFWOx6pQK0Y/er/cJFYByVSR2ltQGek1veCatrdPul4eWPM0vLPZ0PS6urCBWlmBopsbWBfbtF1FTNKOLC6JhUREYYOiOclBfHRqRxESkcWFIRPkvGhjewES08zDUB5joP1cbHdEiI94rJ94sIj0uIj4qxnUXoR4Xox0WYR0WYh2LUAyGiU4B4KEQ+EqEei9FdhZhuEbpLiOoSoh4JYJ18yH1O/gMe+IEA1ilCdghRd3moDhG+o5DYXki+XUi6JSRdFxCvC0jXhOTmQlopE0lFpCOyowsyInPSwtOSryQkXE5JC41LvBBy9evYpDPCEqR6stPlm3T4dL4X+lf/nH7x4ySgFwPf54Nr2//vsviI3rUDFN5lsXtbd3AY70g/4rdZHPhp2TdS4Ye1PykGWOzx7V7p360XHzp3F9gs5NcrAkEc+Hk+iGPP80MMkt7F4t2mv+eGo1gMOFsG3L6rdgecaEAydvh0Lp/eua13ePV2j87u0TncOrtLu9tH4dI4nGq7S2629Zm2uiy2LovtsWWz07TRYTLfNplvWq23Teut68sNq4u1G+sNqwtVo/3Evkcw3RjVOF9kWSzZXJXajZW21YqlKVFvJ6yUH1TIDBbRQvmkqwJSHA8fz0DEEvPDiQXBhIJLWNB5dM45VPZZZNZpeMZ30LSTkNSvIalfg1O+Aqd8VZB8oiD5RH7Sl/mJx/OTjoFTj8EzTyCzv0Zln0RkfgNL/wqSeiI3/vPc+M9z47/IjfsCFH88L+HL/MSv8xO/zk/6uiD5G3DKt5DUk7D07xCZ36NyzqBzz5DhlxmYED4xopAeU8KOL+MllPMTK4VJVaKUmqKUporstnrIjXrwtTpIextloKd8bbFnbXlwZWnUaFRtbk05vbMu34zTN+l5Pu30GWwujdWhsjpUAI5tbrVzW7+3P6HGtaMLnAR545MbEIED0wf6K37+1vda7dc63K/Uvtda7w9a72ut57XG/ULlfKH0vtJ4Xmv23Xpf7f+M+n28XNuKfd+u3Z55j8LlVXqea5+/nnF6Nfrph3c6JOUV2MYGZl0tQ1ZFa6iiV5eQOBQQIi8SlHQBnHQJlxHGhCQU4rOrWbBWEfZGIf66CNteTL5XTL5TiL8rwnUWkbqljEfFlHYB+qEI0ylEdgoRD0XIrkLMEwmuW4x5LEQ94iMeC5AAf7tF6G4R+okI/USI7ClEdgkgnWzQfVbeQwH0SSH6iQTXLSE8KSY9ldKelDM7i8m3+dgWBqyFDm9ho+o56AYxqUFCq+DhWHgQqiABlBGZnhoaF3c+Mvr7sIiTwWEnQiO/ysq7IpagOh5IVbr2VfOAe0freznpe6Hffqn3Ptc5vQd97N7XdPRXsNhP5J0XR87g/BIWaz07fiboXD7d24g4BMTvYLHTq3LtOZ67tzXuHRXgGe/yqdw7Svc28Bo0wK17Wx04SOL2qtzet6Swo+br9tXr/CwG+oUAH1SgjhdodBW44NsntR2lMh3O4sDcNrBT2M9oP4idPoXDo7J75Ha30uHZ3UjU70T89vy0yuFT2H0Ku1e55VPbvVq7T2/3TQIB9GltuZQOj8rplm/ZR6ybfRubXRZb5+bmA6v1wYa1w2y5YzbdMhtvmI3XzGtNxpV600rd5nrd+kK5aozS3wXWTxCN80LLkmRjucRhrDXNVfbcR5fxwwWUYB7xChsfxsSE0VHhVEQYERKCBV1C55xDZH8HyzwJzfgWlnESkv5tfvKJ3IQvQAlf5sR/kRV7LCv2WHbcsZy4L7LjvsiO+yI95vP02M8z445lJxwHpXydl/JNTuLXGTHHY0P+Fnnp44gLf4m69EnMpc9jLn8RF3Qi4crXCWFfJkQcT4r4Mjnyy5SoE2mxX2XFf5ubdBKWdR5bEExHRVARoRx8tJiWyCPGiGmxEkaUrChFVpQqK85orYI0V8FuNpGH+mRzk4+m9d0GXc/c7PDaqnJj0+B0z/uer3h2FpzemS2XwWrXbtjVVodmy62ze3V2jw4w7tjzUdqd0HNvG9w7evcOcJXVeZ/rvc91vhc630u975VfLgiwCd41fND4XgLa7q7hy85r/c5r7fZr/far3fv99TfPS433hcbzSuN9ufuz+6Xa91LrfaXdd+v/sLr9ruo7ciDsnrHtV1r3jtLuGfe+1Pheap1elXdHY7dNOG3KH17O//TjysxsT9ttSU0dq6lF3NAkrKnllJdRJUIsm5KHBseD08PAKUHojCuMgphiYmYDD3GrhPhASnlQSn5QQuitYvRW0rtKSY+L8E+Kif1l9KfFlIcCbCcX8ZAHB8j7WIh8xEc85MI6OdAuAfKpGPNUjO0WorqFqJ5CbG8R7qkQ1StC9AjhT/mwxzzIYx7kiRDeJ8ENlJGelRH7pKT+csrTMtLDQsxdDuQGLbeJmlvPhFSzobVcpEyIqRFiixkQKiIVlh2ZHHc+Mvzb8JAToSEnLl347MK5TxLizuFw6eXVtKbrwt6B1sX1Qff25Iuf5ndez255VJuuiS3vhNOn2N2G6rnc5ZU7XGOugEwwcMF+VBFpX79KgMKr3he+HbX3aF34KBb73mwGqHIB7u8vNMDcnZ8SgfsOHzqNdmRsawJmdwHHXcDLUPMmO9wOuPVp3UC8yb7VLp/K5Tv0xQe4Zzzfi33tPXsj3e7n+1/bvmd7i/gBflj7JJR3sRjA8dEsVu+yeG8jL4dXvo/F+/b1ALyWt3zKLZ96y6u1+/Q236QNYLFXt+XR2N0Kh2vc7hzesvVbrV1W6wPrZsemtcO6cXfDcsdiuWkxtQEgNq02mFZkppVa61r1+mKJZoLc35WnGcOYFoXmxSLjnMQ4Vz76hFwljuWRgrmEMDY2jI4KpyCukKDB+IJLGNB5VO5ZZM73sMyTBalf5SV/mZf8JSjpeHb855kxn6dHfZoe9WlmzLHsuOM58V/mJnyZHXc8I/aLhKufJlz9LCnyWEr08bTYL9Niv0yOOp5w9Vh08KdRlz+PCToeH/pt/JXvYoO/S7hyLjXyYnrshbSEc5kJ57MSL2QlnstJuViQfgmaFUSERbNwyXxyGgMbzyEkMtGxqJwLZGgQjxBczour4CdWi9KbK+AN5cibjfSxgZYpzSOd8pFa0WXQ983Pja2sqiwbMw7nosMzv+Wa3rQbLDadeVO9saXddOi33EBo7R6dw6dz+HR7ODa4fZNu36R72+DZmfTsTHqfTwHWjkDX5z4We1+8SZr8E1bAD4Ejy4c2pe2Ldw907JpU7Ey4dibcz8fdz8ddO+M7P2jdO0qHdwL4Qw6P0uPVurZUPz1f/PH58szkkxvXJBVVjIZmccu1khIpo0hCEQmxLDqEgEhD5EQhsiIJeTE8ZFIZKbuZj7hbQugspzwqJ3eXk3oqKcO1jJEaxrMKak8Jsa+ENFBG7S+hdouw3ULUYz7yEQ/eyYE+YEM7OdCHXNhjPuIxH/FUhH4qxnQLUU9E6N4iXJ8E3yNC94sxA2J0vxjVI4B386BP+bDeQvRACa6vGNtfjH1WgusrwfZI0F0i+AMe+C6noJUDrWXkV9LyqtngOj6qigsXEXMosARIemhq7Lno0G8jg7++cvF40NljsRFn8vNiqQyouJRU1yzqeFSj1D3ccKi3X815Xkw5tjXAbofAGmLLM+L0jHp3DfAO8T04aAwGsPio7Phn0+d9cRQuAZz50bb3R3eRFNhwdmi/7c+G06t2et8YM/jX3+9osQ1Y1u8m3S7fYX7KB/3kDkPt/tdz9E6ezrf3NgSe5L304n0s9r+fd7HYrQD25nD5DtmB1O7W2N0qu1dp98mBTZK2AvLiLa/B7tM5fBq7Z8JmH9m09W9an2xuPrZu3LNutAMg3jDftpjaNozXLOvN5tUG04rMvFxlXq7YWKtYWyjSTpAHnhToJvBrs7zNValxrmy8nyIrjWXhzrLxQUxMMA0RRIIGE8CXsXkX0LnnEFmnoemnYJknwWlfgxK/zI47lhX7eWbs5xkxn2VEf54RDdx+kRH9RXrUsdSIz5LDP0kI+zQ+7LOEq58nRx3PiP82N+V0XtrZvPSzoNQzSRFfJV39Jj3mTHbCpczYy2lRlzJjQ/KSw0FpYXkZofmZoQWZoQVZV6A5Yci8cBwkikvOKOVBykWwEm5BBb+Ag0tEZF6gI8IFxPBiRnQxM66Mk1ItBlWI8q/JqOMD1yfVXRr5I5X8sU7bNzM1Oj8vX17RrJv1G7Ypi01v3tQaN9QmqwbAsdWhASYVD+BY7/IaABYDOPazeLfAvScUBHgN734z/UgN5O8+EP9qFu9ufrrLYrn7udz7Urn9GlAqFDuv9N7nOrtL6fHqf3g+98o7tzDVe6NVJCkiNLUU3rpbVVnDFYqJbA6KQgIhoYng9LCC5BBsTjQXlS5jw28W4h9W0J9UM59U0rvLKX1VlOFa5ngdW17Hnqhlj1TSh8rpw+X0wTJaXzGpT4LvKQSIjHjIhT3iwbsEyG4h6hEPDlD4iQj9VIzpk+D7JPi+QuygBD8kwQ1KsP1i1FMh/IkQ/lSE6C1E9UswAIufleKeleD6i7F9EswTCfauCNPKgdfQ8qppoFoWpIYNK6MWCAlZNHgyLCM8PfZ8YuT30Ve+vRr8dWL0eVBONIGUJ5aQSqS0Yiml+Ubhs5G2ZePw8x8XXv60sP1yyvdC53updW0rbK4Ru3fU90oFWELv29vUE9AjuA8ivyjJ/RUs3mdO7dkbSDvY/OtPGH9RvAO1h1pFBtbA9qqIGve25rBKmiJQKDtUlX7zMg7r5dgX/utiIJr/LRY7Azwo3sHiw+ws9ljsVe5O7np1eyzW2zxah0/n9KocrvFN24DZ8mTD8shqfbRh6diw3AnIiK+b15rN6w3GZZlxpcq0JDUtl5lXylbnRTo5aaQXNq2kLug51uWKaaWgoSKOifuOhTtPR10gw84TwReweRdQOWcBChekfJOX9BUo8URO/PGsmGMZ0Z9lRH+WHgXEsfSoY6lXP0+88kls0F9jLv0tLujviaGfJUd8kZXwXUbctxlxJwvSL2DBV8moWBo2noyKzUk6mxH3fVb82ZzESzkJQdnxwTkJIfkpV0GpoXnpofkZV/IzrhRkhkCyQxGgcCw4UkDLKRfB60pxjeWEG9VUKSePjoyuEIBkRXm1hTnlvAwpL7OEmy3hglpkzImhW3pVt0repVJ2a3X9U9Oj03Pjc4uKxRXlmkmzZlavmdXrFpVxQ23e1FpsOotNs+nQbzq1gKdSII5dXoPLa/Cz2LMzCbDYvznjUSz2Z8eAq8ChIP4VLN6bGVX5U2Ng3ybAjxj4MnifA+tZzfbO9E+vluennrTfKqmqoNXJeDdvlze3SoSFeD4fQ8Rn5+dEpidczIq9gEgLZSPTKxmw2xLyw3JGXw23v5bTX8XoraQMVNKGaxjyOraqkadpFCjreRO13PEazlg1e7SKNVhGGZJSBsvIg2Xk/mKCn8sAlJ+I0IA60V9M6C8mPJPgB0uIwyX44RL8UDGuX4LpLUT1iJE9YuRACW6wjDBSThqpII9WkIfLSUNlhP5S4hMptaOQ0MKG1dPzZQywjAGuohWUUPKF+BwSOB6SHpabHJQRfyk17kJGUnBuViSRkCssJBQWU8QSYrGUXFpBaX9QabROvPxx8eWPC89fT/te6N07Kte2wukDtls+nAhH+dEc/I/7N3XnfXFoMu4K2BU7MGH8NRFgBrmvR+Awk8hfzOKfuRIcGC05qqPD/073vfFfo1EEKsj+VcBuCuxTODxKwOjnIIsD/YiPYLHe7tNveTR2r8bhlW85RjesvWbTQ4vpgdXSuWEC0uFbFlPbhrHVvNZkXq03rVablipNy1LTYolxsci0VLg6xzcoiWN9UN0YdXmycErJu9OcycJ/R4R+RUOdIUFPY/NPo3JPwzO/h6afykv9Jjf5q6yEY+mxn6dGf5oa9Vlq1KcpkZ8kRfwjMfyThNC/x1/5R9Slv0Re/Evkhb9GXfp7XPDnqRFfgxLPQjOCkKDQ3OSzGXGnCtIvEmAxDHwSE5/MwCVhCiIK0i9lxp3JjDuXk3g5NzE4NzE4NzEkLz0sPyMMnBUGzgqDZIfBcsNReRF4aHQhK79CjKiXElprqbfqmVViOJ+S3lyO62im36kn3ajBtVYTG8oJdeWkzjtSg7pbr3qinOhSKro12meG6RHDzOj0/MTcsnxpVbG8rlgxKtfMauOG1mTVmDe1FpsGyI6tDs2b7Nird3h3WezPjoFhJ8+Ofrc8EpD7vA+L34fC78di9d6SUAFsoAfQGVjMOr0q97Zu++XM8xczpvXRJ1119TJ2fR1XVsstLiYJ+GguB0ElgaC50Skx5zNizmOzosT4nHo+7nYx5X4J9XEpraec2VfFGqpmDVXTRyrpwxWU8RqmQsZU13FVDTxlHVch48hlPGW9YKKGpahhK2rY8hr2aAV9oITUI8Z08ZFdfOQTAapHjO2X4AeKiQMlpIES0mApaaiUNFxGHJYSR6TEYSlxsBT/rBjbV4QeKsaNlhHllVR5LUNZw5iopI6WEQdLiYMVjO4yarsI08aFt7JhTUxoLQ1SQc0vJoI4qFRifhw6JxKaFZGfEZabciUz+QokP5FKg3K4WJGYWFRMYXLgokJs5yPZ0uqQ7/n0j/+fL+rFAAAgAElEQVRa2nk15fAqAFdom2vU7nlr1e/wyoEO5UPtwVzbyv8UiN/xX39QmAZ0UrtnAthha9/i/ReF+8AOnIdKEz/L4qM0indcYw7tpTsq/PD1r1qAe/b90fdiceA/A1iseTeLA73hgck6gMJ2r9ru1e5pFHq7T7flUW25FHbX2Kat37rRZTE9sJjubZg6zMabZmOb2XjDst5iXms0rclMq9XGFen6YvH6YtH6gmh9QbC+IFidZU8q8eP9MNUQ2Thb9fgOjIb5hob6joI4Dcs8TgCfQWSfgqafLEj5BpR4IivheHrs5ylR/0iK+HtC+F8Trv49MfwfcVf+Fh30ccTFj65e+PPVCx+Fnvkw8uLfE8OOp0d/l5NwAZwWgsyJwOXHwLLC0mNOJ4Z/k5t0AQ+JoWOTmfgUJj6ZTUzHFERkJ5zLjDuTm3QpP+VKXnIIKCm4IDMcnHUVkh0OzbkKzbkKB0Vi8qOIsPhSHlwqRDSUk27UMW7WsRrK8BUiWJuM0d7MaW/ldraJHt0ufnCr9GF71fjw3YXZEY2yRz7ePTHRrdT0aScHtZNDhpnR6YWJhWXF4op8afUNjs2beotNB2THG1vat7Jjr97pCcDxXmoM1PH8qbE/OwbcZg/VKA61j/jVLN5b5CrdO0o/i4HKj3tb4/Jpnr+ee/HDgs2hHhi41toqrKqkV1bSxCIsnVrAoIM5TBgWlgzOCM9PDiHkxUopkOtiUnsp80EpvauU1i0hPS2mPJPSxqqY4zXM8Ur6qJQ0Vk4eKSeNVdDk1UxFLXuihiWv4SrreNpGgaaer6zlyKuYo+W0oVLyQDHxmYTQI8L0iDDPigjDZZTRctpIGXWkjDpaTh0pJ49WkEcrKeNV1PEq6lglBSDyQCF6uAQ/UU5W1tA1NUxVFV1eThmTUgaktN5SapeE2CnCtQuwN7nIFia8jg6tIOdJ8DlcZDoFnIADxcGyI3MSgxOjziXGXISAU7CYXCoZWiyhS8tZokK8UIxtv18xv/Tsh38uv/ppbssltzpGHF65a1thc43ZXGMHcXyQxQBHDgWN+7De2F/NaE+Ak7pfrwikUmA6+YtxHOCsEDjTcJTf+tu5865Y/Cv04oNyMBBb7nHgAuOn7b6lCcDl/wyLAz3bdlm8a/fjZ7HG5dPu36Fjb8p5149tb3sOYO3s8GnsboXNNba5NbCx+cRqeWg1398w3bUab1vW2ixr1y3rLRvrTebVOtNqlXml3LRcDFDYuMBbm+Ouz3PXplkzSoJ8AKUeYoz1MMv4VxE5n9LR58iws3nJnyNzvgOnfgNK/Coz/nh67LGUqE+TIv4eH/aXmJA/R4d8HB3ycVTwX8Mv/vnKuQ9Czv4p7NxHVy/+LT7sy7To70DJlyAZoZCMcHB6GCQ9HJJ+NSv+QmL4qaSr34HTr1CQSWxiOo+SJWLkFrLyqehEcEZQbtKFvJSggrSQgrSQ/LQr+RlheziOgGSHw0GRqPxoPCyuVIgq5kGbK2l3mgW3Grg3Gzg3GzjtraJbTbzbrcJHt6VP7tV0368b6rs5ox9YXVJrVf0T8qfjE08Vqn6V7plaP6CZGpqcHZtfks8vyReWFUuripV11ZpZbbLqzJta86bWvKm22DRWuw6o5tk9BrvH4PRMOj2Th6bGb1qFDvtG7avd/SIQv4vFLw2+F/q97Mm/bdKuxOnZ2V2Kvf7nkndnWmt41HJNWColF0rwokIcn4ficZEsOoSATofmRKJyounQVCkVek1IuFtE7iiidBZReksZ/cWU/iLKQDF5pJQyXkGTV9DlFZQJKXm4BDtUjB+toMirmePVjPFqlryWrW0Q6Op5mjquqoatqGLIK+kTFbSJCtqghDAgwQ+XkuSVDGU1a6KSPl5BG69iyGvo49W0iWqavIaulDEVtYyJSuqolDRQiBmW4EZLCfJyiqqSpq6kqStpikr6YDHpWTG5v5TSV0zuLiI9EOJuc1HXWYh6KqSGCi7B53LgKeSCBExuFCgxKOHq6diws1lp0QWgZDgkncvC1dWKq6o4HDZCLMZ0PqxeXR/ZeTnr2dbZXBNOn2L7lTaQBc4An7B9w2DvVj/fweL3XK0fXLwHTF7s3rlP1/b3e/xSFjsDLG4Oxr5Bh7dzZ/WbXo5fqBcfpPBBFu/TiANPxT5M++MXsBh4b7+UxW/sJg5nscbhUzm88i3n8Mbm042NR7aNzi3zvU3T7Y31Gxtr1zfWWjfWmyxrDea1GgDEpiXx2gLPuMBdn2cb51jGOdbaDGNGSdAME7TD/HJhLK7gaxL0e1z+KWT2N/DMb3Pij+fEf5kV+0Vq9GdJkZ8khP8jLvTj6OAPIy798eqlj8IvfRx24c/BZ/4Y9P0HV87+OSrok/iwEzmJ5/NTg6GZVyEZ4aDkkOz4y4AEnBF7KTXybE5CEA6cwMJncYhZfEpuEbtAwgEz8amovHBwenBBWlBBWgg4/Qo0M9wPYmhOJCw3ApEXhSqIwSMSpWJMIQfaWs28d73wZgP/3rXCBzeL268V3Wsre3CrvKu95tHd2kcdDWPDncvzCtP6pE43pFD1TSh6Fap+lW5QrR9QTw3pZkdnFxVzixN7OFatGtXrZq3JqgOIbLHpgM4Km9Ngd08dwmLfZIBqrN81YTlsUXlURvxvsnjn1eT2S4OfxQF7JqnsHoXdrbLa5Xa35od/Lm/YVI+664pLiQIRWlyELyohiUU4LhuBR6VlJwXnJFzC5kQV4UBNXMwNPvYWD31PTOyVMoekzJFS2nAxZbCQMCjGjUhwCilFXUXXVNFGS3FDEtxYOVlZw5LXsCaqWYoatqqWra3jGhoFU82iqWaRvoGvkbGV1czRMvJwCXFMSlHXsjUyDoBpZQ1LXc9W1rEUtQyljKmqYyllTHkldUxKGinGjxYTxorxY8X4iVKiQkpWl1NVFbThEtJQKWVYSh0qo/VJSF1CXAcHeYuNuMaANTPh1eQCMSqdAUki5sXCUq9kxFxIib6cnhCelx4HyUnCIrKFXGJVBbe0hEal5BUXE3r6mm0OzU//Wnn+asazo/G91AIpm90zYXONbTpHba6xQCgfxZSDUP6lLD5qbW5zjW25xwNpu+Uet7nGAjPEwMX7L2WxH1OA3SMQ/p8DWQwg6+1M+c0O9Ie9ePm+ppR9Se4+EPuz3QAKv2ko9i9K/Behn9eLf7kHkL+/T+XwvNn4Y58Hpj+cHr3dpd10qTddgIWC2uFR2j1ym2PIutVn3XhstTywmu9tGm9vrN8wr7RsrLRYVhotK3XmlSrTitS0JDEuiowL3LV5pnGeaVpgLetJG4sc8zxbMww3jJDbarPYuMuIrK9gGSfAaSfyU74EJX6ZGXMsI/ZYcsRncaF/iw7+OCr4r5FBf7568U9h5z8IPf9h8Ok/BX3/QciZD6OCPkkM/yot+lRG7Nn81GBweig8OxKSfjU9+mJKxLnM2OCsuKCMmEupkWezYi8RYclMXKaYARbS8oU0kIQDLuZCWPh0bEE0MvcqJCMElHwZmhlWkBEGyY6Ag6IReTGIvGhkfgwaHEtAJEl4yIoifHM1+1aT8HZLUfu1oo4bkvYbJfdvVXTeru661/D04bWh3na1vHdxVrG+Ojk/rx4f7xkZe6JUP5Or+xXaZ9qZEc308NTc+Mz8xNyiYmFZtbSqWVnXrBq1ayaNaUNv3tRbbAaLTbexpbfaDVuuaad32uE2ONwGp2fS5Z0KZPH+1Hhnv3T4nqX2d/RLHMru7ZeG7ZeGgF66PUnkudazo11Y6VlZH9h5Offi9eLkzJNqGYNMy2Xz4KIivKSIKOJjiNjM3NTQtKhziPSrAnRmPRt1jYu+wUbc5aEfiolPxMQ+IWFATBgqIo1KiKMSoqKUqKmgGWqZ03VsbQ1NWU6WV5AVVXRFLUNRw5JXM9W1bHUNS1W9F1VMRSVdXk4bKSGOlZGVlQxtLUdfx9PJuDoZV1fPAxCsqWNp6tiaOrZaxlJXM1RVdFUFVVlOUZaR5SXE8WLCRDFBWUpSSimjJaQxKWWigjYmpQ1JiL1iwlMRoauQ3Cki3BXgWljIanK+BJvNRaTSCuKxOTE5CaH56TEIUAoMlAzOTEDDMsU8Ym21QCjAkUm5fCFSa3j8+l8rrm2906fxvNB5nqudPgWQnR2qw+6j7VEM3fcQ/2fg4BPuo9K+h/vzxMBFemBSHLiWP3TV/+7YN+vrDwDER7H44B5DgS9mL8btnvHD7t9dcwAXPODFA9cb17bS6XvjRhR4qo86z/sOey/PzPdgsfrtc7Eb+1js8k453HqbS2tzabY8GsduG8a4datvY7Pbaum0mts3TXc2jW2bq60bK42W5QbLcr15udq8JDUtFgMgNi6y1mepazNk0xx9bYpqnmWbp9lLaurgAwgVfhKWcSI/6Vhe4uegpOPZcV+kR36aFvlZ4tVP4kL/ER3014iLH4Vf/Cjswp9Czv4h+MwHl7/74+VTHwZ//1HExU8Sr36dGXcuN+libtJlSEYYNPMqKjcGlhmZHn0x5eq5rLiQzNjg5KtnUyLOgpJCGNgsNiFXwoaJGWARPb+EB6kQo4o5MCYuHQ+J3WVxVjgk6yo0JxKWGwUHRSPzY7HQRBIqhUHIKhNhZVJ6q4x3q7nw7rXi9hslHW2l926X379V9fBu3ZPOawNP706MdOnVQ4uzqvXVydXlKaVycGT0qVzZr1A/U2oHtFMjuqnhqZnx6Vn57Lxyfkm5tKpZXtOurOtWjZp1s864oTNZd4m8saW3Oacc7hmHewpgMZAdB/Yav1up+O+xOKCv+c2TO70qm1OxtPbM5lA9f7WwsDx4p6OMxYEQqbksPoIvwoqEWDYdAgPFZMZdLEi6woGnV9GgN/jYW3zMHS7qvgDTJcR389G9POyAEDssxo8WEsYlBGUZebKaMVvHmannTMlY+mq6ppqqrmaoZSy1jKOuZWtrOepqlrKCIZfSJqTU8TLKWCl5pJg4VkqWl9PV1SxtLUcn4+pkPH0dz1DP19VzdA0cQwPP0MDV13N1MramhqmuZmirGZoquqaCppZSVFKKopSkKCZOFBMmSinjZZRxKXWslDxYRHgmxvUWEnqLyN1iQqcQf4ePvcZGyehQKSmvEJvFRqYjMmNyE8OyE8IgmXHo/DQcLItFRhSLqHwOlkQEkSmgm7fLTJsK38vZTbdy061w+d5srRaIxYP+DO/ONwMffjBTPqhOHMXiQ9NJ1/Z+9v37LH7HPkTvw+Kj8uJ3lOOABD+Qxe69Hr6DV76DJyfw7B2uFx+k6kH9+6hr0V5oHR6tzakCPDD32WC6vFMOt8Hu0ttdWodH6/SqnD650zdmsfWYNx5azB0W061NY5ttvdW62mRdbrAs1lmWZObFSvNCqWlBbFzgm+aZxnna+gx5xYA3zVAsM4xVHW1NxzAZuA2S0Nz4v2TEfJKTcAyU+GVW7LHk8E/iQv4aF/K3iIsfR1z8S/jFj0PPfxj0/R8vnfrDxZO/u3jygwun/hR05m9XL30eH/5NWuyZrMRLoNSQ/PRQaHYkNDsKmRcHzY5Ki72QFHEmLfZSWsyllIhzaVEXcxOD8ZBEHDiBhc8WMwrK+EipAFUpxlYX4YtYECIsAZIRCskIg2VFIEHRiNxoAMfI/FgCIoWOz+ZSC2RSRouM39ZUdPd6afuNso628vu3Kzvbqx/ereu+19LffWds4KFmon/GML6yoDevz5rX56enlePjfWPjPSrNoEozoNIM6CdHJ6cnpmbkM3PKuQXVwrJmD8ealXXNmkljtOhMG3qz1WCxGaz2yU3HlN01aXfp93D8VrtxQIlZe5DI/yUW786YvNC/6W5+rvM+1zq9Gqt9wuXTv3i9YNlU3e+sZXLAZCqIzYXzhRg+H8VhwYjoDFBqKCgxmFyQWE6F17NQ17noW1xUBxfZyUM+5CAesqE9XOQzPmpYiBstJMiLCWop1VBFn5Exp2XM6TrmdB1rso6pr2Pp6ln6eq6+gaeTsbU1THUVXVVBU1XQVBVURTlFLiWrK2naaqaulqWXsfW1LH0ta7KOY6jnTjcLppsF083C6WbhdCN/sp6rl7G1NUxDLUtfw9RVMXRVDH01U1tJV5SQRiX4CSl5tJQ4UowfKsIOFuIGC/H9Yly/CP9UgH8sINwX4O7wsde5qDoGrJwEKsRl06Cp+cmhaZEX8lMiCdBMOhbMpaKEbAKDCqPTICQyiM4ED4zcfP7D4qZbbbFP2N279TEgJwVgsY+J7+DLQRQeKmIclRcfzKwPPuGhaea/yeJDKXzonnBHsfgovfjdLAYQDLDYf54PXWHsU5AP5svAYe/F4l8Suyy2OVU2x1s4drgNDveU3TW55dRtOTV2t8bhUdo94w7PsMXaZTZ3mI23N9bbbOutttUm60rdxnKdaaHGtFBlmi8zzkvW5/lr88z1Wdr6HGltmrg6RVifJJmn6YtKslHHUT5BkfP+nhn9UVbssez445kxx5LC/hEb9HHkpY8jL/31ypk/hZ75MPj0ny6d+uO5r3979qvfXvjmg0snPww+9/erQccTIk6lxp7LSLiYmXgpNzWkIDMclhMNy4lB5cdDs6NSY87Hh3+XFHU2OfJcRsylzNiLGTEXIBnh+anBZESyiJ4PULhciK4qxBVzEHhIHCQjHJ4dCcuKQOZGo0GxqII4gMI8GriIiyoV4ppr+Teaiu5cK22/IW2/IW2/Wf7gbvXDDlnXvabehzeG++6rxp5OqYeXZpTry1MbxvlN88rayoxGNTw62qNWD6o0gxOKXq1+RD85Zpgan5qRz86r5hc1i8vapRXd0qoG0CuMFgPAYrPVYNmc3NjSbzkNW04dgGOHW/emrcKnd/n0ezje25T3ue4oFv9SXfhIfTnQSjHgHt+LSd/zqZ/+uWZzaPue3RAVYuHIRJ4AVVxKKSkm87hIIi4LlR8PTgvHZMWIcaB6NraZhb7BRt/hou9zUZ0caCcL8ogFecyE9HIQw0KsvJisLqNopBRtBUlTTpysoc3UMecaObONnKkGjqGBPdnIn24WTtZzJ2VsfS3LIGNP1XOn67lT9dypeq5Bxp6s40zVcSbrOH4WT9Vz51tEb6JJONPIBw6eqeNNyTiGGtZkLXtKxpmsZavLqeMlhNEy4lAxtl+M6hcin4kwAI4HxLheAbaLj+vkYu5wUTeY8HpKvhSXXYhO46LTyZAEREZkfvIVeGYMDQ0qZBFKRXQuA8Wiw/GEHAgsvq6Rt2KacOxM2X06YIwYSF39TWPvqIkdxbh9bQA/i9T3h/uhD//VLD4qHT6IY4DIR7H4sCefcHgPFyiA9+tnMfCzX7g49LJ36Dv1n3//Ye+lF78/hXdZ7FADEWCGqbe79DaHwebQb9o1m3aVzanacsltziGbo89k7jSabpnW28xrrdbVRutKvXWp1rJYbZqrMM5JTbMS46xofZazNktZnyGvzeBXJzHmOfKqDr+mJS8rqGadoKXoSnbE/5ES9kFy+N+Twv4RH/KX6D0QR1z8S9D3f7x86o8XT/7h7Infff/Fb86e+N2lkx+Fnv0kMuhEbPiplNjzafEX0+IvZiReBqWFgrMjEfmxyII4DDQRBopOi7+QEPF9UtSZpKjTaVHnMmIu5CYGYwviceA4PiVPwoZKBajqInwhEyyig3lkECY/DpoZgcyJhmZEwLMj8ZBEJjFXwkPXlNKbq3mtdaLrDYU3Gotut5bcuSG921Z+t628/WbFg7s1j+7VPe1sGXhya2LwoV7RP6cfX53TmJanLetzW5ZVq3l52iAfG+tVKgdUqoEJeY9GO6jVj+gM45PTiulZxey8an5RvbCk8WvH62a9aWPSbJ3aY7HBZp+0OfQAjvcSZL3Towc88/z+Tf/LWBzI/cDwvZj84V8rr35YGh67KS7CItHJcGRycSm5pppXXsZkUMGwvHh4VgwxP5GDzCojw5rY2OsczF0+9r4A85CPesxHPBEgewWoJxx4Dxc5KECPFOInigmKUoKyFKcsxeiryNMy+nwje76ZPdPInm5kzzTx5lsEM4386QYewN+ZRv5csxCImUb+bJPAj1qA1DON/LkmwXyTcL5JuNAsWmgUzjUKZhr4M/W82Qb+dB13spY9WcuerOMYZGxtNUNZQRkswfaKEU8E0Kc8SL8QNViIGSnEDxbi+wW4bj76AQt5iwltoRTUEXPKMRlFqNRCfCYbnUouiEdmRIBTw5DZcQwcuERAlQjITBoch83C4jOZXNj9RzU2t/7FT4tAIdSfw/pBcFTV7ijWHGzJOoqkfm36fRB8kE3vyeIjX+E7KXwQx2/f/2YHZOBdvB1jW+6xd7PYfxHyc/mobrbAdxH4V/Yd9l9hsR/BW07NHpe1Nod+c8tgtek3bJoNm2JjS7GxNbxh67dYH5tMHcb1m6bVa6aVRstyvWWpZmOhwjJXvj4jXZ8tNc4Urc/w1mYYq9Pk1SnCyhRmSYuwzJJWNLhlFXlZTp96RmYU/D015H+Lu/y7mMsfxVz+KPrSn6Mu/yXy0sdh5/58+dQfLp78w/lvPjh74nenj//+9PHfX/z2o9Czn0ZcPhEdeioh8mxK7MX0hMvpCUHZKSGQnCgUOAEHT8bBk0nodAwsPjv1cnLsmZT4s8mxZ9Kiz2bFXcxPDaUgU5i4TKkAUy5El/ERJVw4C59BQaZQUekESBIaFIcGxcMyozF5cQxsVqkQ11zDu91c0n5Neuea9M61stutpXevS9tvVrTfqmi/WdFxq/JBe23Xg4Zn3W0jfXdVI13TqoGFyYm1ea15eXpjbW7TtGyzrCzP69TKQaW8X6Hol8t7VeoBjW5Uqx/TT05MTitm5pSz86q5BfX8onppRbeyrlszGYwWg9EyadqYNFsNG1uTm1uGTbvO5tACrqR2l97h1jncuj0L012vLD8c/5exeB+RfS+mXv9z2bgx0dDMQ6ASCyCxOEJWUTFJVisoKaJg4Gk5qWGI7BgWMquIAK6iwRsYqJscTDsf285GPGDBngiQ/YXYZ2L0QCG2T4Du4SJ6ubABIXysCK0qw2krCIZq8lQtdbaeMd/ImmvkzDVz51v48y2C2SbBdAMPoOdkHQf4wSBjzzYJ5pqFfhzvgrhRMFfPn28QLDQKF5tEi02ihUbhXD1/toE/28CfqedNy7hTMo6+lqWrZWqrGcpKWl8R8okY1iWEdPHBPXzYMxFqWIwbEuP6hZinPHQnG3mbAWmjQZop+XWk3EpSTiWrgIVKJBVEM+DJZEgyLCMCmZPAJECLBVQWDUnEg5hsGAqXxuJBNVPd2z/Mv/xxxvdS69yrC3n2Nmc6iqeHMWg/IwJjn/Lgp8xR9x+VX/9nWfz2XvJKf+Hu5yJgN/ojanfvyPSBw4B37ZeDDl7ADp4Q4OBN5+imc3TfYe9Vu3t/Cu92rQXuH+rQbto1m3bNpl0XwGKVxTZmtg2aNnrWTQ9Mpg7jeptptdm4XGdekpkWKs2zZaaZEuN06fqUZH1avDbNWZuir0wS1iYxqwbkkga+rsetqPDLCsrcCPlOZTQs5v9MC/rfYy/+ITbo49jLf4m88Oewc38KPfvHSyd/d/qL/znz5W9OH//td8d+e+bLDy5++9GV059GXPoyOuRkbPj3CRHnU2MvZyaF5KSGFWRFIfLjcPAUEjqdhE6nETIJ6OS8zJD0xHPpyefSEs9mJ1zKT7kCz46kY9JZ+CypAFXGRxQywWxCFhmRjAMnUFHpbDyIiszC5CWjQQlEaIqACpaV0G/VF91uLrnZKGlrkrQ1Se5el3a0Vdy/U/vgjux+e92DjvrHnc09j66N9N1RDN7XyZ/OaoeXphXGeZ1lZWZzfX5jdcFqXDKtzk7pJyZGeybGnqqUz+TyPpVmWKMd1xnGDVPyqRklgOPZeeXisnZpVbOyrlsz6VdNWiBBtmxOWm36Tbtu064DsuMtp25XPvIA8v0bv5F3s/h9mPs+LN5nirgHYv3LHxecHn3/YKtAjECik9DYNCYbJi4k1cmEHCYClBGRnXwFX5DMReeUECANLEwLA3Obi7vNRLbic24Rc58KUANFuB4BYlCC6xOhn/DgTzmQASF8XIL2g3iqljoto801MBeaeYut/MVrosVrovlm0WyjwJ/SGmpYgOY728AH8t/dzLeBD+TCSw3CpUbRcpN4pUm83LjH4jredB1vrlEw1yycaeDpa1nqSpq8nDJeTu6VIJ8UQbvFsG4BpJsLecqF9vOQAwJ0Px/1lIN6xEbdY8HvshA3GLAWakE9La+Gk8/HJVJh0RxMCg+fTYalokCJ6IJUIRMv4hA5LAyThYCjksGIuOY28frm+PPXU74XWr9weagWEUhhu+fIVO5QMh7MrPcJyvuOd+610/2bGsWRyfvbeA1sazv0V/8NFgdK80edwIM4Bh6y7xy+l178c8n/ISz24xhgsXVLbd3SbjqmNrYmNzZ1GzalxTZi2ew3WbqMxg6z6Y557bppucm8VGderDbOlxtni9emi9anxevTwrVp3toUa91AWzUQ1/TYdR1qVYtcVqNW1YRlBVXXS2AUfJod+j9JF/4n8sxvI89/GHHuw5BTv7/49W8ufPPb81/9/vQXvz31+W9Ofvabbz//3ZkTHwZ9/+nViyciQ76NDDkZf/VsUtTF9LiQ7JTwgsxIGCgGXZCAhSWR0OlkTDqDkEVCpxZkhWYknc9KOp+RcC4j/iI0I5KCTC9mIwuZcKkAzaeASPAkbEEsHhyPhySw8DklXDSPVIDNT8QVJBEgyXwytK6EdbNOcqup5Gaj5E5r2b22inttFQ/uVD/uqOu6V9/1oKG7s7G3q3Xg6XXFYJt27M6MunNp8un67IB5acy6ptoyGszLOsva1KZ5fmFWNTL4ZGy0R60eGh/vU6pG1JoxrW5CPzkxNa2enlXNzKln51ULS9rFZe3Sqg6o5q0atUbLlNk6ZbVNWm36vewYECt0/t0FgdT4LT8Muk0AACAASURBVBa/PRh9NIt/AZ1/jsX67ZeTP/3fK0urA9UyBomSTSBlkyggvhBXVERpqBNT8KC0+MsFaREMZBYXmVWCy2sTku4KSQ+EpNt0aD0i+To+vU+MHS4hPOFBewQIIAbEyPESnLKcoKkgaSuJ0zLGtIw2VUuba2AttvBXrouWbxQuXRcvtojnm4SAwgAEoPbONvDnGnflCL8osdQsXmspWmsRr7UUrbSIVprEAItn6nlTMs58k3DpetF8i0hfy5KXkUZKCEMl+N4iZI8E0StBPhHCujjgx8z8J2xoDxfxlAPvZsMfcZAPOMh2FuImA9JMya8hZklwKSWUTB42mQiKpEIThRQIE5cHzYlnUxHSElaJhEEk5aEwGfnQODoHopnq8r6c8r7Uu3bUWx6FzTluc4+7tpW+l9qDrLR7JuyeI+t4B2n7bvHhKBa7A/adC8TQf47FAExVdrdiy6XccsmB2z3U7t5uuRSH3f/zLH6HRnGQxYGd1Ideog6ew31H7tcoHHvdef7O4i3XWz3Vh4U6IN7MdwDqxKZdvWlXWbeUG1tay9ak2TZtsekstgmLdcC00bVu7FhfbTOtXjOvtFiWG8yLtcb58vX5krV58eosf2WauTJDX5mirxloazqKUUM0qnEmNdaiwa7IUatKgknLe1CXkR/zYUbYX2LPfRh28reh3/3+yqkPLn/9+/PHf3/62O++/+yD7z7/01d//f3X//jg1PGPz5/8NOjc8bBLX4WHfBMVeirx6vmU6KCchNC8tChYVgwyP44ITSGh02mYDBoug0XIoeOy0PmxuanBOUmXc1NCspJCMfmpRHg2BZnLxOVLuNgiDgqVH4cqiMXDEtjk3IpCfKWEwCbnEOCJdGwmlwgtZhHrS/i36so6WivvX6962Fbdebu6s62883b54/aq7vvVTx/W9HfXD/c1Tww0GMbrZ5S1S/pG42yrdemmba3DbnzoMPVsGQeX5/pW5kcnDYMjw91DI0/H5QNK9ZhSPaZSj2u0cp1ebphUT02rp2c0M3PquQXt/KJmYUm7tKJdWdOvGnXrpmmjZcpiNVg29Rs2g9Vu2HRM2pyGLdek3aMH/I53LYR8Gte21rWtdW1rvM91ru1dhxff3tyde0e151ax5675UrVnJ3TETMdrve/lrveQ39HC91Lr3FY7vCrXjsbpU225Fe4d3fPXszsvZ13eye6eBhQmKR8cw+LABSJcYRG5uIQh5OEhOXHpMZdweQlFFEgZFVJNBV/nodtYiDss+B1aQRsx8y4lp4sPB3wsewTwZ2JEvwg+IEbKywjKcqK8jKCuJOqr6TP1zPkm3l7wF1oE8038hWbRXKNgpp7nZ/Fco+AghXePkXHnG3hzDey5Ou58E3elRbzYIpyp42iraAopUVlO1lbTDTKmupoxVkIYKsIOleCeFaF7i1BPRYguPrybC33IAncywZ0sSBcP8ZgH7+TAOtiwO0xIGy2vhZgjI2SWE3LEqDQmOB6THo5ICaXD04RUGBUHQkFT6VRocRGNzcHgiHlZudGZOVGN1yXGTeWmW+3c0ds86k2XwuZVWJ2jrucq547C4ZPbvROObfmeM68S8BIKnNc4dFkdiMIAuBw+h3aQNYGFRH9G+Q4N5FCV42fCrbB7JhxupcMjd3iUDo98F68HbnfLdAeKdQcVm4OXCodX4fC+mZoBxs2Btw/8/I5L11G105+fgT7YCPJzLA6MgyxW+Vlstk3vsXjMstFrNj8wrt00rbSaV5otyw2WxTrzYpVxoXRtrnB1jr86z1maJS9NE1emKGt66pqGbFSSLEqcWYGxKNGr44ilUczcCLWYfCE15IPoCx+FnPog5OTvgr/9v4K+/u3FE785f/z3pz//w8lP//jVP/544m8ffP3pn09/9cnF019cvvDllaCvwq98GxF2KjHiQlpMCCjxakF6NDwrBpUfT4Kl0tGZPFIej5wnoIKFNAgLl4srSIRmRIDTI2GZcWQkiATLgecko0DJXAq0XESi47Jh2RGQ7DAqJqlSgm6qotSUYmtLsa01zDaZ6E5DSXtTyd2molv1olv1go4W8cNbxY9vFXW3F/U+KHnWVTbcUz4xUKUZrZtU1K5M1pqmKzfmK7eWq+xrNQ5jnd3YZF9vsyx36JXXNYr2ifHOweFHQ6M9Q2PPJlSjStW4UjWu1kxodQq9QTU5pZme0czMamfnNQCOF5d1y6v61fXJNePUunlyt7Nit+l4EsCxzWXYcgfiWLO3J4jfxUrh3nMBBxra3mLxS6X3pdL3SuV7pTqKxduvdtskABADaHbvqFw7ase2yvtS732pt3mUDp/u+eu5nZdz03O9JVIiHJlEooCKS6ilZQy+iCAQErGIrNyUCHBKBBuTU8nG1LAQtfSCZhb4Oj3/DrOgg5V/j5HfySzo4sF7hfAeAbxXABsQI/qEsH4RfKIUr5ASJ0rxqgqypoqqr2XM/D+8vXdU23ea77/7u3tu2TK93N3pOzOpkzKZSXOqkziJEzds04uEhCRABdRQL3RE7x0M2Ma9V0xV752iXgH1CtjOzOz93T++oMjYEM/unJvzHB0iCwljeOn9fT/P8/6cqDGM1AKzxvODlQtDVQkQzw9WLwzVLA7XAiAGLGBAHRtGOFutucqFoaqFofL5gXL9AFvfz9YNsLUD5Zp+trKHIe2kyDopim6atIshbKcK2yiSTvpcM2m6gXCvDnu3puR2NeZGJepqBfJyefGt2tKbtaVXq9GXq1CXKtHn2MWnafATNNggHdlGgNeXgFmFGXjwEUpRZh0dVV+FQ8HTELDjVRX4llY2nVVaAM/IBR9lV+FmBOfdAUV4YzG8MR97uOiLyd0Bvi8m2TofUxiIi4FdcyBOKLy1yrGNxU8UuTtdeu9eAGWSUb4Li3d6D3iaehod7Y8AwN1ulD+O452ePMHWx1m8y5XETizeVo+wGJDAQDwxYLIEo8rkPIr/Mov1yz79sle17BUur0y63ddc9rMu60m3dXTZMrxsGlw29rgMbY6lBvtird1QZVlkWBboVj3drmE4VHSXgrwsJ7hlWLesxC4tsYgJ/KuIktzfpn/28wPv/+LTd37x5fs//fydH37yxg/3vvHjj9746Yev//ydV37x+u9+9s5rv/ngzRc/fu/V/R+/fuCzNw99+VbKoXeOHfkgJ/ULSEZKUV4qCpqBhWcRUDk0LJhNgtWyULVMJIeNbqrGNVZiy8lwfFEmCnQEj8ioJBVVEOFlqBwc/HgVuWCwldrVgGurRdexII0VBYOdhHMnWGdOMM6dYF49XXl9vPLW2aqbZ8uvjFHPDRIujhDvXmTxbteJJutls40qQbNe2rqoaDdpu2wLvU5Dv8885LcMBO29YVdv2NUbdPX5nUM+x2mX6byMP8yfG+POXeTybwklswIxVyDly+QiuUKsUEpUaplGK0+WxktGlcGkNFnUFpvG5tDZnXqHW+dc1jqX1a5VjdujAXZAgMCKzbzjqGrrKJDNc0DCcWVkTRVdVyU28bYMimRdrIjdV+7O4oSzAbAYuGoORCW+iNQXlcUe6OIP9cG4Oryuu/+VKbq2cPVGH46YxWQXt3UwOruq+gc4NbUkFgNTBE0vAh0jIUFNDMxgLWmoqnSIhRxlFZ6tKL5SjbpRi75Rjb5dU3KvHj/dgL9XVzLFwcw1YafrS6brS0TtJHEHWdRWJu+iKbrpim66to+9MFQ1P1ip7mEqu+jaPra2rwIoYBYtweKFoRoAxEsn6oBhNV1/pX6gQj9YuXSiyjBSPT9YruqmKTop6j7W/HCVdqBc0U0Xt1MlnTRpF0PSSRd30MQd9JlGwiQHN1FTeqcKfaMSda28+DK76CKr8HoV+loV+lIV6lIl8mIF6kI58gyzcJSO6CPDuyhFrQR4FTqXDE3Fgo/QS0BN1XgGGQEGHcRh86uqy4ikImhBWh74KKI4s7GdYnLx41+Z1v5kvP8fZk9YshoU+aMST1jgi4oCUVEgKg7GJIGoOJg06/o4i79xv24Xkm67Nk9e/A0lDXLtXn8Vhf8aFj+5V5nk22x/zBNf5W/F4m0P287i4FbiRILFyfEU/xUWe/zqFa9+2aNb9siXV3kryxNu5xW3bdxlGV22nFg2DS4b+12GTudSq32RY1usti5UmPVMq55p1TJsappdSXbKiS55iUuOccpQNinariCd7z+c+cW30/b/7MDeX332/i/2vfvDj/Z854M3vv3eH7/z7h9+tOe1//3mK//6+kv/9v6bz378zkuf7n3ty31vHPr8rSNf7jl2+J20lA9B6YcKslOR+ZkliBw8Mo9UCmaUFZRTEXVsdB0bVV+Baa7FttbgqxmFZahMVP4BMiqtkYVor0Y1lSNqyHnNlfCT3eThDtyJ9tLOelhHHXS4C3NhhHrpFO3aacbti4x7lyncm1TRBEMyyZJOMlXccqOy0bXQbtc3Oxaalw0tq+YWj6XFa2v12dr8jg6fpcdv6Q3Yu0POrpCzO+juDbiG/K7Tq7ZLMuEJ3uwYj3uJx78lks7xRXN8CU8iFUhlQrlCrFRJt6SxQj+vSBjHwNCx1a61OXR2l9bh1jiX1Zs7IF7tql/nCWzi2BtSJ3CcYHEopoisbc78Ar+fgLbd7lEALN7Zo0jOtQDQDPwg+sKSYFwRXtf4IgpvWBG7vxDfWLTYea0dZBwhu6GJ1NbBaG5hDA41cOqpZCK8GJqOR+SwcLBGGqq7vHSgAjNSjh5jFZ+vQl+twdyoxQAsnuDgpurx9+pKpupK5xpxAIsFbWXCdpKwhSjtoCh7GLJOqqqbAbBY0UmTtpGVXXRJK1naRpV30FXdLF1/5fxgdQLBgDuxOFyr6S1XdDIUnQxVN0PVzVgYqjCfrDON1eoH2OoeurqPpR+qVPUyZZ1UUQdN2s2U97AknXRec9k0B7upiKvQNyuQ18qLr7KLLjIR5xnwi6zCi6zC8+zC8+zCC+zi8+zicQZilAbvIkA7yYgWPKwak0ctSCvO2I8GH+GwS1rrKcWF6fngI0hULhoDLkbm5kNTUzM+gxUfm+aPxx+aNv5iDqxploNif1QWjMs8EYEvKgIo7AsLfWFhwuTdhcVPnzuxTTNu28rbxf14SgQ/zeP/K8+T+Kq2SeOdoBxKWjTf9vFfVdu+jO29u+RYjUQL8ulY/HUGRfI02xaLlZss9mrdq2L3yqzbdcvpuOCynnKah12mQbep37XU7V5sdS40OhZq7fOVtnm2Rcuyahk2Nd2mItuURIcc65QhHbJCuxRhFheZ5YQGxh8OffQ/jnzyr1/s/dXePT979/XvvvfWd95947t7/vC911/+7h9e+sEbr/zk7dd+9dE7L+9777X9H71x8NM9R/a/d+zAh+lH9mYc/SQ/6zAclIoqyMQV5xAxeVR8fjkFVsssbK0taeeUdNRjOxtK2qrRNQworSQdX3igrGh/LS2jqw7a31zUzYH2NBaMdaH6m6GDLQUDrZCx7sKr42VzN6vF0/VqftuCrNWkqHNqqlfmOT5Dk9/UGDA3BC2NQWu931wXsNSGbZywvS5krw5YqwLWKr+1xmtu9Vs6Atb2kKMt5OoIuruCroGA+9Sq7YJMOMSfGeXOXpiZuT7Lm5iem+QKuWIJP4FjlVqq0cq1OplOL59flANjFYA0BpwKq0PtcGucy1qAxYBN4QnoPAGNJ6DxBFXekHJLGm8ey/QIi9eUkTXlFosTCRJbLN7VL078ZgK3SVzW3v/LYmRDa1/huryitYeGVb/i7uRIeRWyjoNvb2e0ttLa21hdXZW1NSQSrgCHyKGioZV4eB0R3kYrHqosOV2FPV2BvlCNuVqDuV6DvlpRfL0Ceae2dJKDu1dXMskpnW3ETXEwUxwMv5XIbyXymvGidpK6j6Xooql6mPPDVQtDVcouuqydouikiZrLRM0kaRtV0clQ97B1/ZWAU7E4XJtgsbqHLWunydpp8g6qrJ2i7qEvDFUsnajSD1Zo+tnqPpa6j6XsZcu6mdIuhrSLIe9hiTtoM43E21Xo21WYW5Wo6xXI6+XFV9lFl5mICwz4WSr0DBV6hgo9TYOeYcDOMAvPMBCnaLARKqyfDOulFLbgofVYcCUqF531RVHOl2wSvKmmjEwsyM78MiP981IslMEsRWHAx9M/PXj0neZOciC28PD/OGyrgtWwNBCT+2MSb0QYiEtCcWkwJgEmZwEndycW/7XZQNvMjcReWWQrOX4bsp+Sxd/ojfy1LP5GMu6iu5/oaSS/3H/Cw9mNxUCnzhuU+kIyQBEHIgpvUPo3ZPGKR7u8InK5p1yOa07bWZdl1G0edBn7XIZu92KHa7HZMc+x6ausOrZNx7RomDY13aai2pREuwJrl6PtskKbHOaQF5rExcrpolLoT7/84B8/f//Hn+z5xdt/+Okbv//Bntd/uOf1H73x6o9efeH7v3/hx2///tcfvv3Svndf+/yD1w98/PaRz947/sXejEOf5Bz9PC91PzTnQCHkSGlhKhGdQcFns8igWiaksQrWWV/U24wabC3pbSpqq4Y0sHOqyals/CEW7vNG1uG+ppxzQ8jLoyXXxnH3LlFvnsUL71bKZmu1wiajutMx3+9cGlg2DHotfUFLS8hcGzTVBIw1QVN1wFjpXWQtz9P8RlbQzA5bK0KW8qCFFTQzg2ZmwFIVtreGHB0hR3vY1RpytYbdHUFXv9910mU5K+EP8GdGebMXpqauTs3cmZqdFIj4IrEAwLFMnmjiybU6mW5erl+QLSwpknCsttg0DrcOwLF7Vbvs1T2KY7U3tJU9v9XHC8e3n8KbPETxn2BxwkNce6i5/2f9+p/m7/9lMRBTGO3Tbp/k4V/sFodwaKyushrT0cXqaGf29VYNDXI4tUQGFUnFwfCIbBoKXIUr4JQhuujo0Wr8mRr8mUr0xSr0lWr0lcrii0z4ZSbiRiVqorZ0ohYzySmdacROcTCTdWheC4HXQphtxPJbiQAxNf1s3WDFZjBFN0PZRQcEr6KToexiqrpZwAYzIJABv2JxuFbbV6HqZiWksbKLquqmqbppmn62dqAcKN1wjWawStHLFnfQRO1UYRtltol0rw57swJ5o7wYUMRX2UWXWIjzdNg4BXKKBB4jgcbI4FMUyEka7BQNNkaBDpOhJ2iFfWREKx7SQiyoLQXjwUeQOQdIqCxOBbahpiwfdOTgl+8WFmUzWdgyEhIMObbviz/CUSlmh+jP//+KfVXkj6u8YdlKUOiPSQJxydYumTgQE4e3VqV318W7ZJIk17Yr8W1SOgGpwNYS4NPYFE+Dtr+Wxd+ol58onx+H8v8jFifYmmjcAR/vwGLV9np0mi0xXAyweNWrW15VL68Ina57Tvslh+2U0zLkMve6DJ3uxTbXYotrvtGhr7FpK6xaplVLt6roNhXVqiRZFVibHG2TFVplMKsM5lCijZKSW6czcg9/54v3vvPpez9997VfvvXqr9545WdvvPqz11/5+Wu/++mrz/3kjy/+6v3XX/r0vTc+f+/tLz/cc3jf+8e/+Cjr4Kd5R/dDMw4icg4g8/eXwr8ko48wianV1PQGdnZHbV5vY35/U/5YF+Jcf/G5vqIzvYgzvYXj3YhTndAro0U3z6FnrpVphLVGebNZ0+4xDbkWe9yL3SumXp+l32vr81l6Vy09q8Yuj6E1aG4KGOv8hmrfUlXAWBMy14YtdWFLnd9YHTRVhczVQIUtVRFrTdRRH3d1RlwdEXdbxN0SXm4Ju9tCy31B98lV63kZf5A/c5I/d3l2+sb07N2ZuWmRRCgUCUQigVjC33IqJGqNTKOVanUyYOJ4YUkBOBUAjm1Ord2lTjgViSy3ZJsCwLE/qg7E1InDtAB1vBkcsbHtpNGnYnFCJSWmMjb+pI9uqEMxhcsrsLjmAlHNw7/Y1fq7ja2kqlpsfSOpq6tiaLC+t7umphxHwkHL0PkEeBYDCaojIlppxf0szFhV6Zlq7NkqzDl28cWK4kvlhQkW36kpuV2DBlh8rw49UYuaa8Zzm/EzDaW8FoKyj6kZqgCabICroO1ny7towDSxqpul7GLuhOOFoRpg7ljZxVT1MhXddEU3TdFFU/YwNP1s9UCFZrBSO1StHapW9pWL2qm8Vgq/jcptIU83EK5vWRNX2UVXyosusRDnaAUAi0dJoFESaJQCHqNAxyjQE+T8QRJkiArvwIHbcOB2IrQGnVMGScHkHsJAjnDY2M5mZgkq98ihD46nfoZEgmi0EnRJ/pdH3k3N+niWf/7+n+yBqC4QVS/7Rd6wJLQVKu+PiENRaSQui64pYmuKp/Eoklm8k17eaTYguqFMGKzhrViG3Vn8jR5rcv2tWLzteUI7dC8ff7ltHz8lc3d6s9nuUSSOFgX4Cwyc/g1ZvLKqWF7mu113XPbzTuuoy9TvMnW4l1rdS83uhUannmPXVdp0bLuGZlNTbSqKTUWyKQk2BcYuL7LJYVYZ1CyFWWSoBQF2oGHf4Q//16d7vv/Zu795/cVf7vn982+9+swfX/731174xSvP/vzVZ3/x9ivPfvTW77/48M0DH755+OO3jn/6buaB9/NS9kLT9xXnfI7J/4yI+ISG/qiCsL+OfqC1/Eh33fHhlvRTXTnn+8G3ThXOXi4R3ypTTzENwhqTqG5JWGNRcsxqjk3b6LN2+8xdy4ZWv7Vn2dC6amz1mFtXjS3LxqZVQ7PH3LpqbFpe5PgMDQFjY9DcGDQ1+g31fkN9yNwUtbUGTA1Bc2PQ3BgwNQRNDSFzfcTaHHO0Rh3tIWdryNUccjaGXU1hd1t4pTe8MhZwXJbzB7lTY7yZy3NTN6en705N3eMJ+AIBTyjkJ7FYqlIDxrFMp9+Uxkks3nQqbE7NplmxleXmDeq8Qe1WE0+9dTKTOrqhSxymFb+vBWLVImuqv5bF4TV58hgG4Duvf6WN39d6gxL7Cs/pFUfWF8LxxYnpUxQGvLwSQ2cUD/TXdXdW1ZTjG6tIVDysBJpBKcqpLIU0kYs7Geg+BnqQUXSqHH2uEn2GAb/IQlxmF15mF15lF92sQt+qxtysQiZYfK8WNdeEm2vCTdeXcJvxsl6GZrhC08+WtlPkXbT54SrdUIW0gwIgWNHJkHfQFZ0MVTfr8T4e0MpT97DlHXRRS5mknSzvpit7GIpuuryLJumkizvokk66opet6q+QdTOFHXR+G22umXSvDpsAcYLFZ2kF4xTISUr+GBk8SgaPUfPHKNBRMmSIBB4syx8iw9pLczvxkE4SrBqZSYYeweUfLsr5kooF17BLaaRCGPT4oYN7c3NTmEwcDg9Lzfw0I/fTU+faApGF9YfW1YDc7RPF7uui66pgTAokGoej0tiaIramiMZ39Iu3UfUbPYptlWAlwOJA0gRFICpJeBrfCOLHn/C/yOKn8UaCj3Yvt/H0/x2LgWbd40eS7Lz38eSc4sSWbWLRY9WnWvGplleUnlXZ6jLXZb/uMJ+2mwdcxi6XscW5UO9arHPpa53aKruGbdMwbCqKVUkCQGxXYGyKIpscZpHmW6QQoxhqECINQjIT9cqRD7/3yRs/3vvHX7/10jPvvPq7N1/6zSvP/duL//7Dl3/747de+dUnb7/w+Xsv7f/gxaOfvnLs85fT97+Uc+QVWMYf0eA9ePh7pOJ3qgjvNTM+HKg/cK4v/e44lHu1WHanRDmJ087iF3kEk4hsk9BcCpZHW+nX1nj1NSsLHPdSvWepwWNq8hqbVoz1PmPTqrHBa2zwmOu9Rs6qieM1cjzmep+Js2qs9xgbvcZmn6nZa2z2GJs8hiavsclraglaO/zmNp+pzW9u95nbPIYmv7k9bO8MmJoC1vqQvT7kqo+4m8LutqC7O7Q86ndcknL7Z+8OT90en5q4Osedmpq6x+Vx+XyuQMATivhi8aZrrFAC6lii0Uq3dqO/HjcG9vGA7Q+HW5No4gE2BcBif0Trj2iDMW0wroms64DztCJr6tiGNilvXh3deHSbeYeL2UenLzaPUwqvycNrivCaPBRThGJKT0jmj6jjD4wmG3/0dHMZDUamFzY20kZHWjvbKhjkYnIpFF+Ui4NlMFGgWiy0qaywlQTvpRaeYCPHK9BnyovPMGAXWYUA3S4y4VfKi27WYCY4pRO1mIla1EQt6l4deqq+ZKq+ZIqDmWkoFbaTJF1USRdV3EGRdVI1/Wz9UKVusELVzVL3sNU9bGUXE8CxuoetH6gCptyAQTdgK0/VzZK2U3kNOF4jTthClLSTJR00UTuF30LiNhHnGgmCVjK/jQoMTtyr2+za3arGXK9AXmYXXmTCz9MLztMLztFhZ+kwgMVj1PyTNMgIBTJIzOsn5A4QwQNl0F5CfjcR0kHMb8KBqjE5pIJjhZn70ZCUxuoyTiWxEJ6emrr/+PHPodD0MlIhEpNbhMqs5uDdq+qHf3GG1xa8QcVqQOILSQMRWSQui2+oNh5o1u+rY2uKUCR5XvgRZOwyD7utFxd+NLxt2x8lTNhk+jxpnGAz+feJkPovzifspNmf+Oax0/M88f7H3YldmJv4PiR/7m4exbaFuifuQO/O4q3V50dAvOKVL3sUyytyl0O66hatumac1ssO04jD2Ltsal82NLoWat36apeuyqUtd6gZgC9hUxJtSoJDWWpXIm1KuFUOtsjyzBKwSVxgEKD1s2WY7F99+da3Pnjl+++89NM3nv35H575+WvP/uD3z337tee/9dbL39v75r9+/v4vDu79xaGPf5Jx4FegY79Bgl6koF/n0D7o5uwf6zp+YShz8hyIdxksuVmgmSo28EstEpxThnfJ8U55qVNW6lZgVxT4VSXeoy7zayg+LX1Fz15eqFxdql01VPuMHJ+p3m9u8Jsb/GaOz1znN9cl33ot9R5L04q5xWNq2X5raXMbm1cMLR5rm8/asWpu85rbA/bO9dWejdWu9ZXW+HJz2NUYdrVGlvsiq6d99ouimZ65iROz7As9AwAAIABJREFU985PTVzlzk3NzEzP8bg8Ho/P5wqFfLFYKJVtusZKlUStkao1Eq1OuiWNVQaTEhg3ttjUVjuQVqF1rejcq/qtPp521a/1BDW+sM4f0QWi2sBmSIUqHE9EVWgeWZN7ahYnzgSJPXoYZTAqD8dU/ogysj4fWVuSqW529lcyytGVNcSeHs5AX2NDNYWIgaCg6SUFGUR4ZjkGXIeDNBFgrcSCXgpijI06U4E6yyo6w4BdYGzq4ivlRdcqkbdqS+7W427XoO7WICdqUZMczFR9yXRD6UxD6Wwjdq4Jx2shCNrKRB1kaQdF3kVT97F0gxXqHramtxzIV9P1V2r7NnMvge07YNwNMDGkbVRBM3G6Fj1Th5mrL+U14uYaCTMN+GkOdqqudLYBz20izjQSb1WiLtNhl+mwq0zEFSYC0MXAG8ZFJvwCC36BiTjPLjxFhZyk5AMsPkGB9BNy+/A5A8S8wTLIYBm0lwjpIIDbidB6ApiKOI7M3o+GpHQ1MdoaGMjCzNycw6lpX6SkfAIGH8cR4BgsiMooMpgFaw9sgZjeH1L5wwrgHy62poytKWLrm6I4Etttd3kn9iUbtcmcCj3a+9qG420S8okoDD02bhH6pg3Ap9TpkceSgp9G1D+R6Vu9ys2zU4Fptq08vB2zkLZ9b5P/sjuyeBt8H9t1fhKLw+pHKaz2h9SAO+ELarwBtcevWvEqlj2K5WW50y5acQpWnFMOy0W7cdhh7HYZm11Lde75Kreu0qWtcGlYDhXNriRZFQSrAm9XYB0KtF2BsCmgNlmuTZpjkYDMYrhTUaadJCDTf/bpa/9978v/svfVH7/74o/ffO57L//q/3vtmb9766W/2/vH/3Zg7z+CU39GxbzWzP5wtOPwxeHUOxeyZ2+CRRP58lmoTlRklGMsUrRdXGwVFVqEMIsQZhFCbSKITQx1ymAuOdwtL1xVFntVaL8GG9Di/TrS6jxzZbF8danKa6zymWp9plq/uS6pOMnltdSvWBuXrU0r1qZtt6vWJqeZ4zY1eBzNAVeH19Xqtbd6bc1ec2PQ0hRxNMVczWFXU8jZEnb1ht0nfdYLwske7sSYaO76zMSNmemJ2dnZmdlZHo/H5/MEAp5IJJBKxck2xaZrrAcGKr4eNwaaeDanxu7SOpe1ie2PxJlMnoAGOLHUF1ZtLbUrH71OejTK51EWJy9JJ/4IYHGivu7+bagDYXkgooo/MCx7ldduD9c0kNhVuPbO6q4uTlMDi15WjCnIQuen4woySfCs6pL8Jhy0lQBvLyvoI8NGmcWnWcgzzMJxesFZesEFBuxqRfHNGsztutKbNSU3qtE3qopvVRfdqUVOcNDTDaWzTThuM57bQkiAWNxJEbWTBG1lwhaisIUobCoTNpWJmkmydpqqm6XqZsk76JJWCuBaSNuoQIlbyPwGwmxd6UwdhtuA5TURec3E2S0QT3OwgnaqpIsp7KBPcnBXmIXnKdCzZMh4GegMCXyGkn+eXnCRCb/IRlxkIy4wEedYiHF6wRg1f5QCHqPmn6BABoh5/YTcwTLQCRJ0mAjpwYM7CaDOMkhzWT6jKBWVvR+e9UVrHamrpRxfmp8POpadeSgl5dOUlH1QWDoEdryMBJMp7tx/6PIFtas+RTCqXr8/H9/QRGKKUEQWCokjEWksJo+vK58Inf9EJbM4EdQZjEmTRymSSb0Ti3eSvX8ti5N/IHdXvgkvJfmRCXruZDJs+xslCLvNCXn8+7PtrWs3Fu+URLEji7eDeNMj9viVHr8SiKHx+NUev3rVp1r1KF0O0aqTv+KYdJrPO5YG7UutjgWOTVfu1pW79SyXhuVU0+1Ksk1JtCpwNnmpXVZikyFtcphVDrJJc6ySbIs4zyIqsIpKhZcL4Ed+8OGLf/fec3/3/gv/7a3f/v3bz/9dzqEfUpAv9Dd9fn08d/IydOZq/uy1PN6tPOUMdF6EMCoQRhXMIM+bl2QsSDKWJJkWUa6Fn2vmZ5t4WRZ+tl2U45TmueVgtzzfrShYVsBXVUVeDdqnLQ3ocL75Ms8Ca3WpwmOo9hqrEyz2mbb4a2pMqgavuWHFWr9sq3/81mNvWLZxVm31HmeDz9nkcdZ77A0ee0PA1hJ1dKyvdN73dMZWOiKu9pCzN+Q8GXJeFU31zt0ZFXNvTN25fu/enbnZuenpGS53UxpvslguVaqkKrVMrZEBOAZc4/lF+cKSctGgTDgVwMQxsP2xhWOgladZ9Wu9QcCv2MypCG6d/504Q3cnFj+eVpF8T4LFwOrdxp90D76a9wdlgYgq/sCoX5rq6qsooyHKq8vaOmubmsrZTBwOlY+CZJRCs0jwHEZRbj0W2oqHthFhXSTYAAU+QkecZiDOMOBn6NBzjALAnbhehbpZg7lehb5aUXyjqvhGVeGtmuI7dahJDmamETvXjOe2EITtJHEnBbAphB1kfitR0EzgN+G5HNx0NeZeBXKyEjVdjZmpKZmuxkxWooAPZmtL5+qwvHo8l4PjcnBzHKyotUzSTpZ00iWdDHEHTdhGEbSS+S0kXhtV3MWUdLME7bTpJtKdOty1cuQFGuw0CXSGkn+OBk2w+BwLcY6FGGfCxqj5I2QQwOLBMhDA4pEyyBAe3F2a24nL7SqDtBIh7OJ0VPb+rMPvV9KLe9oqGVRkPuhoeur+1NQvMzIOpaZ/kZb5BQqdc/Xaifi6LRJfCoS13oDCF5AFQrJQRBaJKWJReSwmj8XksTVF5ClWmXd3BhJM3OZIbNPR2z79aVi8Oz1317k7TeN9I4u3+Q+hxxp3QP9zJ69m22XB49cN295gdmNxctDRU+UEJbF4a4It0alTJii84lUuexQrK3KXXbji4Llttx2mcftSv8PQ4pivsWkZLh3TpaW5VXSXiuJQlNnlBKus1CrDWCVou6TYJoXapGCbJNsqzrKKciyCfBOvUHMH0c3aU094o7v8k7GmI2e70q8MZ09fypZPQkwyrFNXZtfgzbJigxhmEEMWhDmL4iyDNNMozzDJ0ozSY0bpMZPkqFmQauWnWQTpVmGGXZzllOa6FSC3It8lh7gUsGVV4YoKvarBenREn57snad5lspXlyo9hhqvsdZnqvOZ6nwmjs9Y7zc1+E0NflNTUjV7zU2rloYVa8OqpX7FWr95a61bsdatmGtWbHVee92KvXbFUu22VnpstX5nY9TZGXd0RR1tYXtTyNYScrRFXIOxlXMR9w3Z3ND0rWHB9NWpu9cnJ+7wubyZmbm5uTkAx0KhUCIRyWQShVKiVEm31LFEo5Xq5qVbOAYSNYGcCo3Vrt3a/tBuSWMtcDheoo+3lRmkDsc1SQd/aB+NuFTHNtS7s3hbqFCCyF/9eTEYkgWj6kBUN8M/x64uKSFCaxvo9Y0sNruMgEWgoFlFuccx4HRqEaiqFNZCgLfjCzqJ8F5SwTAFPkKFnaLBxukFZ+nQCwwYcO1/gQG7wIBdZhddq0TeqkHdqim+XYu8y0Hfqy+ZatpkMbeFwG8rE3WQAWks6aLKumnKHoayiylrp4lbyHMc3L0K5B1W4W0m4jYTca8Cea8COV2NAVgsaCSKmkniVrKyhynvYQJDxMq+cmVfuaybBcjhSQ5uqoE43UTitdOFXazZFsqdWuyViiLASLnEQgAsBvY7TjMLRingYXLeCBUMsLiPmDtAzDtBAA1gc3ow2Z0lOZ2E/BZCPqs4HZ3zRV7Kh+RSUEcjq7aSCIOmH03Zd/z4/qyslKysQ1nZB/Mhxzn11CWjIL5u/uoruz+odDi5K6uCUEgaj6vW1pTxuCIalUVismj8m3m3jbzJEEzcGd0A2gCKUDwREfdI4yv5Ex/vAe5izu7O0KdxJHaa99iFxcHHhtuSQZyYaXvMo9gxIzSZvE+ri30hmS8ke/zkvp1YHIxoklnsDSgAEG8RWQ1Q2LksdbglTqfYaeW5rTNO8zXr0knbYo/L0OpeqnPqmU4tzaWhulQUp7LMLifYZDgAxDYRxiYqsooLrBKQVZxlEWVahNkWIcgqKHSKsbJrEMUt+BK31CgoNUtKnSqsRVZolhQsCcELvJz52axFbqaBn2kSZZlEmQbh8QVeyiI/ZUlw1CA8usQ/tMg9aBYctQiOWwSpVmGaVZxuFWdZRdkWUZ5TAXMqi1wq9LIa59aSV/W01Xm2Z6FidanaY6jxGjg+Y73P2OA3NfqMDT5jY8DcEjC3BExtSdXhM7f5zC1ec4vP0uS1NPksTV5Lo8/S4LU0LBtrvdb6gKPRZ6vzWGp9tpqgoyHkaonYO6LWroi9Pe7q3FjpXVvpi7qGA7aTNt1J2dzQ1M2h2YkLMxM37k3c4XN5c7Pc2dlZAMd8vkAsFgI2hUIpAVxjlVoMRLglWLwVcAwYx5rEMp57VZt8ON4mjkPJ+W3arfw2XWxD93gA/LYeXbIXsZODsfZA8+Cr+UhUFY5rrS7B2YsdZTQYnlrIaWZXVVOJRGRRQQ406yg07VBx1lFqYV4DsbidiOjAF3QTYf1k2DAFPkqGnqIWnKXDztGgFxiwi0z4ORr0NAl0mgS6yERcr0JN1Jfe5aAn6jET9Zh7DZss5rUS+W1lgnYSwGJRB1nSRZV20xS9TG1fBbBrNz9YrehkCJvKuBzcXB0WgC9gUCRGLNS9bO3A1mGjvWxVf4V6oFLeVyHuYvJaKdMNhFvVJdcr0BMc/FwrdaaZPMHB36zBXKtEXmIhztMKxqn549T80zToGTpsjJo/XJY7UJYzTAGNUKFDJHAfMbcPnzOIy+kvzeotyeoszWrH5TXj8tjINCz4EDRtX3H+kSo6pr6GjEVDsjMPpqZ+kZLyWU72YTD4GLQgjUCETU6fDYQWvnpoX1kVr6yKfH5JOCyLRhWRiDQclkQi0mhcvo3Ff5WXmlzJnYAEcBNjcNtou4su3gm1/zkWP/6Y3b2ObZR8nMXbpowTMcTJOP6b9e4eDwDdXRc/ymL1NkXs8atXfKplj8K9Kne4ZS6XdNkuXLbNOE1XLQsjtoUup6F5eanGpWc6NBSnhuJSkRwKol2Kt0lLrVK0RYyyCkssAqRVCLOKwRZRpkWUbhVmWvi5Jm6+XYQ0cRFWcZFLUbQkyNLzjhqFqVZJjkWUaxJkG/nZJn62iZ9l4GYszqYaeBkGXrqBm2ngZZr4WWZhjkWQYxFmmwVpZmGqRZRmE2dZJTlWGcgmg1jlBTYV0q7C2DUEp5bi1LFd85XLC5zlBc6KgbNq5KwaG7ymRq+pyWdq8RibPcYmv7ndb273mzu/LlOXz9QZAMrcETB1BMztW9XmN7WGbK1he1vI1hJxtMVd7WF7s8/UuObsi9n7IraOiK0tZG1z6ut1fDb3Fu3WWdrcrY7Jq4NTN89O371+5/bN2emZ2Zm5mZkZAMc83qZrDKzhyeRCuUKkVIlUarFWJ9XPy7dY/EhOhdWutTk1dpfataJ2rWjcHrXbo906OlrtCaoCYXUgokrCsW5LF2sTuZpb6Zqq6Lp6mxeRwPGTgzfvqx7+aWHj/nw4rpWprzW3U1HYXDy1uLyWQmPgUKiC/NzU/IwUWGYKOuc4rQjUWFbcUVbYiS/owUMHKfATVMQoGXKKWnCODjtLhZynF5yjQcfJYMAHuMgqBFg8UY+5y0EDRJ5sLJ1twnFbCOIuqqSbJu2hS3vo4k6KqIMsbCcJO8jiFrKyi7kwVANEFS8M1QBzxNsaesCgm364Rj9UrR2qBjY75L3l0m6WtIct7WGrh2pkveXTTaQblejrFaibVZibVeir7OKrFcWXWIgzNMhJUt4IIXuEkH2CmDtKAg2X5Q7gs3rxmcMU0Ai9YIiS30fM7cVl95VkDmCz+0pzu0qz27A5TdicClR6GfQoNG1f7vGPCWhQJQuLRUOg+Wl5eccPHfrkyJF9ubkpKDSIWAY/eaptycgPBrQW60wgqIjG1PG4KhpVhEKSYFAcichia8rk9t0uF/jbLva3UTW6vvkv+7gg3cboBOyehsVP02d7mneOZM/3G12Xbe7wTnhNNscfP+g6mbYJpbzNSU/sjHzzHEUgKZgZGHR7Mouj6sSinS+o8gaUHr/c61esemQer9zrV/j8Sl9A6Q8qAwFVKKAMecTB5Zlly2XrwpBV32afr7Pry61qikNDcahJTmWZQ0G0y7A2aalFjLKIURYB2ipAWoUwiwBsEWZZRBkWYYZZkGXk5ph4YMNcnpGfa5Vk6+cOzPP2myVHLKIMCz/HxMsy8bLMvByLIM/MzzVysxenM4zcHKsg38qHmOZAxtk8MxdiE0DM/CwjP93EzzQJsszCPIsUYpPB7cpimwpjU+PtarJDS3foq5zzNe6FhuXFhhVD/aqxftXU4DE1es1NXlOLx9jqMbb4zJ0+U6fP1OUzdW9Vr9/YGzD2Bg29QUN/0NAfNPQFjf0hY3/Q1BexDIatA2Fzf8Q6cN89en951G/oMoiqps8VXe7PHm35YoDz0WD9xwOcjzsqPqqjfNTATLk2Xn3rYs/da+PTd2/cuHrlzq07U5MzwH9b0pgrFPJFYh4wbiyTCxVKsUot0Wjl+nnV/IJiYVG51cT7etwYSNR0uDUOt8q5rHatqt0ezbJXveJTr/hVvqASOEY2EFEl1PGWU5F8VB1wUOl2XzhZGm8H8YZ6bUP91Z8X//If5nBMNzk7RqbDwfCjGHwBgYTE4QvhBdngrKNFoHR8QS4ZlsdCQurxiC5iYRcO2kPIH6YgRmmFgC4+x4CfoULOUPJPk8DjZPA5GvQSC3G5vPhaJfJmDepmNfJmdfHN6qLbtaiJesx0Aw7AsbCDLO2lK/pZin6Woo8p66HLu2miZpK4hazoZOj6K4GzOfQDVcBYGzDTlsAxMHGs7ivXj1QvjTVoh6qFHbSZpjJeK0XSzZL2lkt7y4VdrHv1hBuVqCvlxVdYxZeYiMvsogtM+Bkq9BQZNEbMGy3LA/Y7BvBZ3dj0HlzGEAU0QocOUUC9hOweXGYvJmMQlzOIB/Xicjuw2c2l2dXoTBr8eEHqvrxjHxNQuVQCApJ3FJSbAoVmpqR89vnn76dnHMBgIFhcAaeePDN3wemSulzCYEgdX9NtbOg3NrSxmDIclkYisnj8CSz+xhW7x1mcaBg8rny32RHRDWXkSXPK4TV5JP63ZHHyG0AwJk1o2Kc0xBOV7Dk8bjg8zuJt4jr5AYmM42RlvSuLY0p/VLFZEYUvIgfq6zsfrUBEGYgogmFFMKwKhlWBkNIfVAQCsqBfGgpII0FpLCyLR6XxqDgeEa2FeeGVm0HHhRXziGOx265vsuuqbGqmRUW2qUg2ZZlNQbDKCTZpqVVSYhajLWKUhV9o4SMsggIzH2QS5piEWSZhpkmYZRRkGfjZBl7WEjfbwM9c5KYu8VINgnQjN9s4l2vYrDwjN8/EzTVxc808kJUPtgrAVj7YPJtrnMkxTGctTWebuSAzD2Tig818iEUAtYoRNlmxXYG2K7F2FcGpITu1NJce0MVVyws1HkOdz1wfsDZ6jQ0ri3UrC3VeY3PA3O41tPmNnQFTT9Dc7zf2+w19AeNg0DToW+oLGgcilpG4/dS68+ya/XzUctZvOKWfbeZdYV0fKhlrAfdWpDZSDlSUfEQr2kPMf5UIerEM/Bw5/xlawTNMxPNs5KsM1Nt1lMMne6lXz3ZeuzBy6+rF21evT9yYmLk3Oz01PT09NTs7w+XObs4aC/lCEV8sEW4uRqskao1cp1fq59XzC+pNIi+pDCaV0azZ3P5wahxunXNZ41rRulc1yx7tik+76tet+jW+oMoXVAIsToTNh+NqYDc6sqaOrCsj68rohiK6oYpuPOE3Ob6hjG8o1zY0a/c16w+0Gw919x/q7j/U338wv3Ffv/5g/sGfjeE1/ZUbvTgiCFmSgyMU4LCwElQ+LC81P/0wCpRGLYRUYeB1WEQTDt6BK+jBQXoJkEESbJgEP0GBn6QiztAQ4zTEWSrsDBV2llZwngG/xC66UoG8Vom6UY26UY2+WYO5VYu6XVNyt75kugE/10zgNROF7RRpN0PdX64bqlwcrTWeqreebloark0wF/ggMc0GTBkDOfFAJIWklTJbVzLDQd+rRd8sR1ykgMZx2WOlGSexWecokEsMxLVy1BU28hKj6AKz6Cobc62q5BK7+Dy7+Byz8CwDfoFdfLEKeb68cIwOOUEFnaCChil5wzTQKBMyyoT2k7M7S1N7StL7S7P6SrO6SzM7StIbUWm1xalMRAo6Yx8s7RMUOAVbnI2EZULAx8HgtJzcowcOffzZ/vdzclMKi3MwWND4uS73ssrjVfn8ykBQ8eDBwl/+YliPK2NR6f0NxfqaLLHusY2YO1VoXR5ak4XW5aE1eXhdHtlQRO8rYw/V8Yea2EN19IEqcl8Z3lBENhThDUV44wlPFV9XxjeUkbgMcEiiawqg4nFFJL4jf3dq6CVjPVnYbjNGdvIZkkXrE31e4HMTxzwDX0mipxd4LGMz+bN2etFt+jq5HvUoHkXtN7J480TriDIUVoZCimBQHgjIgn5xNCiJBsXRAC/smwl67vrcN1Ydl1btZ7y2Ua+5b3mp3bnQ7NDX2bSVNjXTqqJYlWUWBcGqIFjkOIukxCzGmMUYswhp4cOtfKiZDzHzQSZBnkmYYxRkGgWZS4L0RUH6oiDTwM828HKWuEAlKPx1GedyjHPZW5Vl4mZbeDk2QZ5DmGcTggwz2UszOUZunoUPsYvhdkmRRVxkEhc7lFi7Cm9XEWyqMqeWujzP9CxVeI01Kws1nqU6v6khYG4OmlsCptagpTNk7glb+kPmgZBpKGIZidlOrzvPrDvOrzvORa2jnqV+k7hVfIt1fQjVW51RWfIJEbIHnflH2JGX8/Y/m/npbzM//vXxvb88vvff0z/5NeTQc8Wpz+OzX6Llv8KAvsiGvVxR9HoF+v0GeupwV9mF020XzwxevXDm1pWr967dmbk7PTUxOTV1b2Zmam5uhseb22SxkC+RiCQSoUwmViikKpVCo1Hp9Br9vFo/r9TPKxYWVUsGtdGsMVu1FpvWagdyKjZnKrYOKtWv+rWJU2IBFid0cWRNGVlTRdYVQDB5orbiKb4eLl5bV62tq+Jr6rUNzfp97fp97f378xv39evrurV1XfT+fGR93rEiOnGKU4LPKcXmlZaAMMV5qIJseM4xRNaRUnAavQhcWwJrwMLb8IiOEkg3Nr+PAOknQofKYCfIiFO0onF68Uky/BQZdpoMPU2GjlMgZ2kFFxjwS6zCa5WoGzWYOxzsRAPuXj1+sgE/3UCYbSJwm4j8FpKgmSRoLhM0EQTNBFEzUdJKEjeTAGmcnNYGSGOgrSdqJs3VYSfKi2/QCq6SwRfLci6Rsi6Qcy5Rc6/Q868yoFcYBZcZsIu0gvPUgrNk2Oky6Eli/ighf4wAGSNCTpFh43T4aTr8FLXgNB1+rqJonA0foeUPU/JGaOAhau4gJXuEARorhwzRs3vwqX3YjB50ehcqtQOd1lGS3opJrys6xi44TMz7oih9HyztMyT0WGlxbhE8CwxOzQUdP5zy6f6DH+VBjhchc0H5xxqaaUsmQTRuCod1gaDi/v35P/95cS0mi0XED+8r1tdksae2JoAKrsmC67LQujy0Lg9vKCL3ldEHqugDVewrdewrTXQLxwCRwxvb+R67r1rbUK1tqIC2IbD+F49v1uZox1/D4t094m3Owy7WxOMWxONUTf7fnaTxLvXEl35aFidAvAuLQzFFMCoPRZXBiCIQlPn9Ur9fFPDyAx6u3zPrW7m76rq5Yr/kNJ+xGcZsSwMuQ49rocWpb7Rp6+zaKqumwqZmWFUUi4JoURAscpxZVmKRYswStEmMMgmLzPwCCz/fzM8380Emfq5JkL3JYn4aUEZepoGbaeBmGbhZBm62kZtp5KYbuRlJlWnkpi9x0wzcdAM31cBNXZpNW5pLW5pNW5pLdchyrOJMAy91iZdqEmRZpWC7AuFQIp1qjF1d6lDj7Zoyt566ssj0GasC5vqQpd1nbFtZbPUaO0K2/qh9OGQd9puGoo7Tcee5ddeluOPCsm5EdLNypAlUhf0Im/cSMvv5wtTfgg//KnPfTw6+84OPf/9P773wP99/8X+9/8I/7n35Xz5/80dH3vvZ4Q9+nvLhL49//Evwl79FHH2mNON5Uu6LNPALdOhLTPgfGMXv1FGPDbYTxkcaz5zsuXT25LWL529dvjJx69bE3TuTkxPT05Ozs9Nc7izAYpFIIJGIpFKxTCZRKGRKpVytVmo1ap1epdMr9fOK+QXl4pLaYFKbLFqgiWd3bc5UbM63eXSb2x8+hccv9wbl/rASYDHgFG9ufGxK4M14oMdZHH+gXr+vXr+vjq2pYmuq+Lo6vq5eW9PG45p4XBOLax/82RyO6RWam60d1BJcTklpLqooqwiWCc85jsg6islLI8Gyy1H5NRhoIxbWhke0l+R3lYJ78fl9BMggsQBg8Rkm8iQZfpIMO0WBnqRAxymQM1ToOTrsPAN+iVV4taL4RjX6dl3pXU7pBKd0koOdrsfdq8VM1qKna9H3qpB3KwpvsWC3mdDbTNhEeTEw0DZTU8Ll4ASNREkrRdpGBYYr+A2EmZqSpPkK2FQNaqYOPddQKmgmCNtJwnaSoJ3CbyfPtpAnOPgb1SVXypGX2cWXmMizNMRpMnSYABolgcfI+SeIuUPE3BEyaJSaP0oFj9DAJ6igIUruADl7iJo9TM/tJ2d24VJ7sOkdqNTWomPtqNRuXHYXNruhOLW84DALcQyV8Rn4yF5Y5pcYeCaqMAean5GTe+xY6hfpmYcKkbnFyNyMzC+xOPDUzLm1Ddv6uiES0Wxs6Dc21JGwJBoVbWzI19ak8UfjJp64ufPIHMKW4E0UQN6dKkHGxEsAPw+AKE5mcWLMLvqkCsdkQEXi8uTa3dBIpvPT2MSPzzYASZjAUwWiEl9YFNw6OOpxR/hp/OhttWvv7kmYEvGAAAAgAElEQVQg9oZlu7A4FFNsJm0GpB6f0Ovheldn3Y67bsfNZcc1l/2S23rebR13Wk46zUO2hTa7vsGmqbOqq62acouGZVVRLcoys5xgVuDMshKTDGWWoEziYqOo2CRCmPhQEw9k4oFM/DwTP9fIyzLyswz8DCMv3chPM/LTDLw0Ay/VwEsz8NKWuMeNvGNGXoqRdyy5DLxji3MpBt4xkzDNIs60irJMgowlXvoi96hBcNgoOmQSp1hkaVZ5lk0JsisLLEqETYWya3DLeurKIstjqFpeqHTpKhzaWu9St9c44DePRBynw7YzLt2AaqZ+6iJ5uCmnjZ1Shd9HLXwPC3oDmvLi0Q//7ZPX/mnPc3//1nN/v+eFf3j3d//jg5f/6cNXvv3hK9/+8OVvf/KHH3z06nc/fu27n771wwPv/O8D7/3r4Q9/evyTn2d9/rP8Q79Epv4Gl/0cKfd5CuhFCuRVCuKdWmpqTwtudKD25EjH+fHhy+fHr148e/vGlbt3bt69e3tycgKQxoBlDOhigMVyuVShkKlUCpVKodEqdHqlTi8H8uaXjCqjWbOZGeTYbOIlJ2qu+DQevxLQxQCLQzHNli7+msWJIOMkgazcpoPWNjSJWl/Xra1p19a0a2v6//g/rlBkYXL6dFVNSSk2rwSTVwzPRMKzIBmHEVkpuPwMJhJcVwprxMGbcAWtWGgbJq+zBNSNBfXi8wcI0GES/BSt6AwTNU4rGqcVjtPhZxgIgMIXmAigfXejGn2rtuR2XcldTslkE47XShK0k4FdD2DjDgj3UXXT1D10SStZ3EIWNZOETWWCRiK/gQAUoJQT8RRbK3ksZQ9D1cvQDpTrBivUQ+XKfpa0myHupEl7y4VdTH4Hfa6dOtdOm22l3m0g3qrDXq3BXK1BX6pEnmHATtIgoxTwGBU8RgWP0MAjdPAIDTxMyRui5PaTMrvx6e0lxztL01pRx1uKjrahU7txOZ34nEZ0RiXiaDUqE5vzZd6hD0DH9hWBj6PgWXBIOjj3eE7OseycFCg0HQbPyM07UliUPnSi3rWsWFtbisV08bgmFpdHItLYunR9Qx6NS7a9ce40ifg1ox+oEkZEMo6fSOfoA9VOuniTwuvK+LoSmLEDWByPb9J52+3mBF5UFo3LYzF54vaJZvcu08RPFLzBJ+10JCxdgMWANQE4vMk6fSfZu612+nq+gcXbKAzUzize7Ob5QjJfQLzq5XmWZ1bcky77DZf9qtN20Wk94zCN2Y3DNsOAfanHrm9y6OptmmqrpsKmYVvVdIuyzCTHm2VYs7zEJEMZpcUmcbFRVGgQFhqFBUZ+vpGfa+LnGnk5Rl6OkZdl5GUZeOkmXoaRl2rkpRq5x4zcYwbuMQP3qIF72MQ7bOYdNPIPGvkHjbzDRt5hA/+IgXd0cS5lkZti4KcahOkmYaZBlGkQZC0JUrWzBxaFhyzyNIsi2yzLNcryLYpCm6rEosTZNbSVhWqfuTVo7faZujxL3Q5tp2yq5t5F2unuwhb2UTp6LzLn1bxDz6Tu+/mX7/xo3x+/8+6L//jmM//jrWf+59vP/tOe5//57ef++d3ffWfPC996+/lvvfXcv7z9/HeAeuu5b73/8vfe+d239rz4T+++8s97X/v2J29+98v3fnRs30+P7/u3nC9/hjj67+j0Z3DZzxFzfkcC/4EMe7+GltnZjO/vqRoaaj0zPnjh/Oil82O3rl24ffParVs37t69PTV1b3Z2GrApBAKeRCLahmOlUq5USbU6hU6v2JTGWzkVRrPSYtNYHWqbUwVEuG0lamq9AZUvqAS2eACbYmvvQwmwOGlqTbF1cs8jrRvg923jgQ6o9fvajQ39+rpufV23sb7wl784VldVFy9202hwJDITUZAKz09FFWTBMg4X5RwrK8iqKiloIyO7KMg2AqwZk9uGzm3H5HWV5vXgwP0EyBAJdpJeNM5CjdMLx+mbLD5LKwDqHK3gakXxjWrkrVr0HU7JRD12qgnHay0TdZLlvQz1IHvhRJXxZK3pFMd8mmM9XW89Xb84XL04XDM/VDU/WKnrr9D2sdU9LFU3U9XN0PVXGEc59jPNjrMtllMNi8M1uv5yRSdN2U0H4jeVvSxJJ43fQpptIvDbKMJuhnygQnWiRjXCUZ6olQ/VyIaqRYNVcz20u81l1+vQlyqLzzJhJ2n5I+S8flzGIDF7hAIapeeP0MCD5JxeQmY3LqMNfbwZmdqKTG1Fp3eUZrVhs5owmXWojFpMFhF8CHJ0b+6RjwsyDxaCUxH5abD8NCgoLTvzSF7OETgsHYMGl5Tk1tURZPIbgYA6GtXG4prImiK+rlx7qFjbkIXXxACLdzoQ6wn1UJ3sC+8kkwFkRx88QV8DPw/JlcziWEwei8vXHruNR2XRqCwelcVi8rWYPHEbiT8BxLH7qqfp/u0O6IT/mzxQkXjMX6t/v1GhP8GjeCKId2ExMFnhD8u9QYnXL1jxzK24J5fdt5ed193OKy7bWYd5zGYYsCz2mBc6LQutjvlGu7bWpq2yasptaoZVRTXL8UZZqUmKAUBskCCMokKDCLYkgBsE+QZenmGTwjkGbvamCzEHOA9pRm6qkXvMMHfUwE0xcFMM3MNm3kET76CRd9DIO2TkHTbwjhh4R5d4x02iTIMgc4GboZ1N085k6LlZ84LcRVGejp+5JMm1KGBWZaFZjjQrSp1a2upizcpCvUleLZ0gXxuD99QcZmHeQWW/CE55Nvvgb1M///XBD37y0evf3fO7f/zjM//w+1//w+///b+/9fy/vP3it99+/rtvPfe9N5759uvPfPet577/9vM/euOZH/7ht99/7Tff+8Nvv/f6sz988/kfv/38D9964QfvvPSjt3/3vT2/+857r377/d9/6/3X/uXjN77z+TvfP/Lxj9M//wnk8K8Kj/0anf4sNutlHOgNYsHeWga4rZHQ3VXRP9h8+vTA2XPDF86PXL929sbNKzdvXr9z5xYgjYEOHp/PFYuFYrFwO45VUq1OqdUpdHq5fl6xsAQcxaQwmBRmq9psUyZwnMgM8oc0iY1K4KyWQEQViChCMWU4royuf31JC4AYOD03mLRfBCggwCnepos31hf+9JXdYhaNjTRSSfBCeBo4+xAClIqGZhXnHMOC0+mFefWEwl5m6SCrtJsEb8bktGHyOkpAXaV5m9K4rGCUVniKiTxNLzxNLxynw8fpcCCXfZwCOU0Gn6PlX2bDb9dhppoJc23E2VbCXDN+rpkg6SIr+uj6QfbCicrFkaqFE5ULw+ULw+XG0VrTGMd8st5yqsF8sh4o0xjHOFqXuNM4WqcfqEjEzyu76Oo+tqa/XNXLlnUyBK1kbnPZXDNR1EVTDFWqR2rkQ1XiPragm8Hrpt9pxF2uLjrLKjjLgp5jFZym558g5Q7gM3tL0wbwmaPkvJN0yAkauI+Q1VWa1lWa0YJKbUKltaLSmtHpLZj05pL0xpKsBmxWDTqTDD1SnP55fsrHoGOf5WccguelFkEyobnHczKPQEHHixHZFGJRGRHKZhZPTp50u8ThmCa6po2sKdYfatb/rI5uSCPrX+viJ56JtTuLn1ib9vFDNVDbBswj6wrAnYivK7cumFSP6OKYPB6Trz12G4/KYlFZPCpLvj/ZX97upTzG4idO5u0ulgEJHIxJfWFRcu8ucd5z+LEJ6G9E/7ZX2YbpJ7M4GcS7sBj4zfSFZJ6AyOPjLXumV5bvul03ll1X3Y7zbttpp+WE0zjgMHY7jJ1OQ5tNz7FpKgF3wqamWlQkkxxrkKKNUqRRWmSSIIziAqMQZhBClvjQJQHIwMsx8LOXeFt28Fy2aSbLNJthmss0z6UbuWmGuWOGuWOGuZQlbsoSN8XEPWrkHjVyjxu4qQZu2hI3Y4mbucjNXuSBFvn5eh5kng+bFxQuCIoWRchFEcYkJVrkVKOUqp7BTZ6HnGg5WEd6m4J4mQj9PSb3ZejRZ49/8rMv/i9z7x3W9L3+/1PbWkWRvTe47bB22PZ02Nq6RWQHSEJ2QjYQMtl7770RUXHVPdggkB0giyV7b8LSjvP5/RFIKWrP6Tmf7/X5Xdfz4iJv8A1qeOTmeT9f933U4LsPNb/cr/7ZHvVP9m7/dL/6Zwc0Pj+46/MDWp8f1Dp6SPeLQ3qf7tX5fL/+0YOGRw8YfbpX/8hug0/3Gn623+TTvcYf7zE8bKv/oY3eR7Z6H9nqHbbR/tBG8+M9Oh/v1Tx6UPvrw7rfHNH55oj295/rnPyHwfkfjJxOmnmetYRdsEU77Me7fkQEfuULPxEdgEqMoaYmh2XlJJSW5V2+Unj1auHt2+V3791Ssvjp08cq17ihoa5ZOdd4HcdKFvMF7NY2/sbSWDlsXtbB6+wWdD3n9/QJn/cLNp7Em5hum5gWbSyNlf/jU3P86XmeckiQKs80vcBRrlPb+ExdL3/WLON5hWBhQaRQtC4utq0sy359OSiT1BXlxgQzcVikm5e7HQ7mToB74MEuNKRnJAmRwsTnBRMLQ0g5DGQyEZhKAKURwelkUDoZlOXjlUuBFTNQlwK8rwXjrgXjKtZSCsgrLPgVBqycAbkZhLgXialO8m3MZLRks1qyWexMeksmjZNJF+YFSotDu8oiuy5HdZZFdl2K6CwN7yyJ7CqN6iqN7r4U01Ua3VUa1VEc2VEc2VkS1VkSKS+KkBaEifNC2nKCRFkBwswAbiqDl8ZqzQ6TFETKS2LkJTGS4mhxURQ3K4CbFdCSzapP9X8Yg78RCL1EARSQnYt8XXLJjrlkxyJ/QCkTVEz3LKB45PkCiqgg5QHoUgYk19cjGX0xEWmXhHZIIbglEFzisU6xOKd4gksiyS2B7BFHdg/zdmHCHcie5xBOPwHtf/JyPIPwcPSGABCezmA3exTEFQVzpZARDBoqMABz505OT2/DrKJtYbl9ZpGneCla/FU4u8yZX+HNL/NfezDyjXsLX4hUNsXmEvjPFF7Tnw3ouSW+8rX5DxD/mcWLC7yl+ddocY6r1MaLigWeYumv5im/CuKNzN14lO5Nfbb1Z/UfT+lND1U3n1s/5PJabbJNNnkXKv1rFo/NcP6CxZOzvIkZ7th009hE/cjo05Hhh8ODd0aHb48OXB3uvTTQnd/fmdkrT30uS+yVxXeJwrqFQd3CgG4R67mQ3iP07+KROjjenRxMJwfdxUZ0tsA6m2AdzyDyRi9ZI1De4C5vcJM3AOQNgM46j45a964a964aQHete1e9e2cdoKPWRV7n1lHnIq9zltW5dtQBO+tAHXXgjnpwRx1UXg+X1yNlDWhJPVb+jNzZ4i9vpvIriU9vgCry7QuTziQH/hhG/toX+iHCycbjtOnF7/ROfKLx9aFtX+1X/2qfxpf7tL7Yp/fVPoOv9hv/44DZVwdNPz+of+SA9pF9Wof3an28V/vwXt3De3Q+3K39ka3u4T36H+8x+GiPwYc2+oes9D6wNHjfWv8DW71DNroHrbQPWmkfstI7ZK3/gbXOIUutw7v1Du/RObJP5/NDel+8r/vlhzrHPjM89Y3Z2WOmF380czttBTpnC7twAON0GO/xNRl2JorlnRDFSEwIS89MLC7NL7tcVF5eePPmFSWLHz68/+TJI1Wgoq6uZlMTb43FfE5rG7+1jdfWLlA28aSyNRx3dgu6egTdvYLn/UKla6xk8fhU61qUYlowOSNcH08hmpzlT8/zZxWC+SXR/Pr026n5tc0RG5+myp+3TSxeXGxbWmpfXen4/eVQG78yPzMqPJCER7lDAHYkFAgPARDBLgFYSCINnx1EzgsmFgbj8pjIdD9wGgmoYnEmGZzrBytmoEpZmGsh+IoQ/PUQ7PUQ7LUg1JUAhJLFV+jgayzwrRDYnXDUwyjsk1hCbSKpIcWXnUET5AZIioI7yyI6yyI6LoV3lITJi0OlBaGywjB5UbhSssJQSX6IOC9ImMkUZTHbcgLacwPFecHivCBxXnB7bqg4N0KcFynNixbnR7XlhfGzg9nprKZURk28z9M44tM4QmUCqSrJpyqJ/DgOfzcKcysceT0MfisCeScGdzMScznQq5gGKqaBSujgIiqoiAoq8ANl4FzioOfioHZJGMd0X894gksk2j4KczGB6Jrq65Ho4xlDdAtBO7EQjr6g8yjnk172P0IcTyHdL2LArliIh5erPRRg7+lyloABBjGxQQHe166ldD2vW1iWKFYlUwrO3Kpg4SV/Zpk9/4I/t/L63t2/yWIVghUvW1+rN3kUb2Lxa0H8JhYvLvAWlzez/tUq9VXvYqPzsDGR9iqLlX6x8k+pPkdJZCVJNznUb9LG16SNJfmmf5w/sXhTOazSxjTFnzLI88Kpef7kLG9ksmFkvHpk7PHoyIOhwVsjgzdGBy4PPS/u68rplac8lyb2SOOfS2N7RGGD4ogODq2LT+0VUjs4hG4usYON6WCj5S2IjmaovAnS8QwsbwTJn4Hkz0DSBoB0ncUdtYCOWreuGvfuWo/OWg/hfYfeJmhvE6z7GUxaC+5shIqeekqq0R11xK4G365GP3mdX2slifsA9+wO5sEl8KXkCzG0r3zh+xDOZh5n9R1/2nX+O42fPtM89qHWl/vUP9+9/fPd6l/s3fXVft2v9ut/uc/wy33GX+w1ObrX9LPdpp/amn5qY/qxjfGHe3Tf36v1wW7N93drv2+rddBW+6C11n6rXQetdQ7Y6By00jlgrXPQUne/pe4BC739Vjr7LHfts9E8aKtzaLfuod36h2z1DlnrH7LWfd9G94Pduof36X96yOjLD4z+cdj42yOmxz43OfWd+YUfLR1/tAactIHZvY92+hTn9o0v/HwUExcXwYiPj0zPSC4szCsrK7lypbTiWtmdO7cfPLinrIuVLFbWxaqssbI0VtoUPO7a2KDWNp7SqVCVxh1dvM4uQWcPr6dP+IdNMdY6Mi4YGeeNTfLHJgUT04L1Y3itKtd4fkk0vyScXxatP8m4s4trIFa+VdZBSgrPKwTKHMXiYtvysviXlz2/vxzmNz9MjQ8MZuDI3mAMxBUDdiFAAAy0V5QfNi3AJyfIJzcAXxCIyWMis6nQFKJnMgGYTgZl+IAzfMDpJFAuBVrMRFeEE29GkH+OIt+KIN4I9b4SgChnwi7TvQpJLlfooJtB8AoWpIIJvh0MfxCOfhiOfhSOqokj8DMZ8pLwnvKY7vKYztJwWVGIJD9Ekh8qyQ8T54UqJckPFeeF8tOZ7GQqJ4UqygpY/4QQcV5oR3GcvCiuPS+Slx7UlESvifV7HI6/G4R6EIp5FEOoSaI8y2Q2Zwe05AWx84LZ+cENeQEN+YFNBcF1uUEPkynXI70vByPLAuGlTHgRDVJIAeX7gDJwbknIi0lIpxSsW6qPZyzeJQxlH4a0j8Y6J5I9UijgZAo4EufGQjj6AM9hXE8jnU/BnE4jXC+gPJ2Qni5glwtg1/NAl7NYBIBBRYYG4UpKYnoHni0sS2aXWqcUnIWXrbMv+eOLzbMvuPOrr+/dvXaonmJVpHjZqrIpVNoI5U118b/jF6sybQoFf3nh9Xo9oF/JwP11rEJVL/87HTyVX7wR35vGHv37HsWmjqLqC/0nLFbi+PUsXhBMznKHJ+qHRypHxh6PjNwfGrwxNHBtuP/SUG/hQHdWryylWxzX3R7b0xbZyQscEkd0cem9IkZ/K13Wgutk42RNSFkzUtYMlzdBZM+8ZI1AlaQN7tIGgLwBIK9366h1U7K4q9aju8FLWun5/Bm6u9FbUoMSVaL6+czn3AB5fQD7ru+tLPdU1jEm8n08wBrlaA67aAY4ZWD3tca3H719dL/a0X1qXxx85+iBtz/d++7ne7WO7jX8Yp/RF/uMj+41+nyv0ad7DD/dY/yJrdEntsZHbIw/tjE6bG3ykZXxR1bGH1obHrLVOWiredBW84CN5gEbzf1Wmvusdu2z2rXPSkul/Vba+6y091vq7LPStDJ7z8b8vT2W6nutNPZa7tprqbnPUmu/tfZHew0P7zM6vM/oo336R/bpf37I8B+Hzb773Oz4V2ZnvrOwO2bhdNwadGY/1O5DrOs/qGiHaBY+PpKVlBSbkZGWm5dbWlxy7cqVm9ev3737s8qj2GQZq0rjjcaxcnLQ+lo8vljC3zCngt/Zw+vuFTzvF/QNipRn8IbH+MNj3JFxnpLFqg7ezELrzIJQtQ1PNa1tbok3t/SndOdapF8hmJ3nzS3wFUsipV+8uir9/be+318MN9f9HBFEZvghqUSEnzcUBwX4IkEsLCyGgktlkbMCSNkM71wmKpeByPGHJRM9kwjANBIw0wecTgalEj2zfb2KmeiKCNKtKJ97sX53Y3zvRBFvheNuhmFvhXk/jCbWp9HZucGNGczGdHpzFpOTyXyWSq2NJ9UlkJqSfDlpVFFOgKQwtPtS1POyGHlRuLTgD0nyw5TvtOUEc1Ppyl3RbTnBoqxAUVZga3Zwa054e0G0tDBGXBgjLoxpL4rm54Y9S2PVJdGeZQRw8sJ4hRHsvNDm3ODm3OCW/LD6vOD6gpD6/JCq7ID7SZSKSGwpC15A8yoPxlwOwlxiIQv8IRk4QBzUPg5qn4B2TvUBxpPcI72dwzGOUVjnOCIggeyR4OsZjXdXshjrfgblegrmfArudg7p6Yj0cIQBHBCejjCPixiYqy8BFMBA5eWFPe9vVKxIZ5daJxfYC7+0zv4qmFhumX3BW3jxL0yJV+viPzj7Zxy/1rL4lyzemC/+D1g8t/BXuYW/TrltyjNs9CVmNuSI/x2f969fA/6iW/hXHsV/xuKJGfbwRN3wyNPh0YcjI3eGBq/395YN9hYN9uYP9WQPdKT1ShN72+Ket0U/F4UOSyJ7RYG9ImY3z0/8DNPRgpW3oORNSHkTTP7MS9YIVlJY3gCUNwClDZ7SBndZvZu8zq2jzrWjzrWjxk1eDZBVeTxvxDTddqu+4lKeeiqW+kkw8SNf6AGs617YBRuXH/RPfbL9m/1vfW6j9qm12hFrtSM2akdstnxi++5n+9S/2L/r6AGtT/fs/Mha48hu/SO2xh/vNj5sa3jY1uAjG/0PbfQ/tNb9wErnAyud962137fSOmSlud9y10HLXQesNPZZaey10thrrbHHcuceK43dljt3W+zYbbFzj6XGZllo7rHcucdK3dZq227r7bbW6rstd+y21NhnpXnARmu36Y4DVlqH9xl+esj46PsmX3xg8s0Ri2Ofm3/7qdGJf5ja/2DpcsLW8/Qe4Jk9aJfPWXjHmADvxGh6RlpcTk5mfm5ecWFJRXnFvdt37965c+/eHaVHoQwaKw99bMSxisWqyUECIUfUymlt46kmaso6ePJO3kYW9w+1DoyIhkZ5KhaPT/EnZ4RTs8qJxiLlFE3VLOP10vj1LJ5b4G9k8dJS++qq9J+/9/3+crjuaYU/CUYhQoKo+EA/HAULZeAQDAwkjIxKpOHTGfgMOjqbBs+mQjMpXpkUSJoPJJUETPMBZ/iAM3298vxhxUx0RRjhZpTPvVi/+3GUB/F+DxL8Hsb7PU7wf5YZyC+MbLsU21oa01YaKy6LbS+JEuSFiPLDhHnB/EwWN53OSaPzM1ltOcHivFBZYYSsMEpetCZpQaQkP1ycF96eGyrMDOSlMfnpLF4ak5NC56YyeOkB7LQAXnZYW35UW2GMuDiuvTROWBDVnBXckMZqyAhszAyszWBVptCeJPo/SfJ/mkJ7msl6nMF8mM54mMa4n0y9EUMqDUDl+XuVBqDKArFlQbhCOjId5xELvRgHd0zBuaf5gpPInnF4tzi8azzBLZ4AiMa5ROKcI73dWAhHP7AdzuMswvkExOEnuNs5NMgJBXRCAl0wXq4IoCMc5ICGOZLx7ikpdHlX9eKqTPFCPDHfMrsqWPhNOPOCu/CL4E0s/utM26sl8CYE/4Hm/yMW//WJlVe1qTSefeW0yKZq+r9k8eyGw+Jv7N39XRZPzAkm5/kTM+yh8dqh4cfDow9Ghn8eGrg28Lx0oLtgsDtnqCtrsCOtX5bU157Q2xrT3xbZJwrp4jE6OP6SZ3jxM0wnG9fBxnQ8Q8ibYPJGL1kDWNrgKV0/SiepB8rqPeR1gDVTuNZZXussr3aTVYME90EkdxOXH/TOfLnrmw/f+cf7Wz7bo/ahudphyy2fWL/7qe17n9lu/8Rm+xHr7Yettn+yV+uTPdqHbTQ/sNJ432LX+5aaH1pqf2it+76V3iErvYOWegesdA9Yae+31DxgqbnfUmOfxc59Fur7LLfvNX9vr8W7eyze3WP+zm7zrbst1G0t1W0td9hYqNtYqNuYq1ubb7c23772cKPMd9habLe12m5j9Z6N9XYbq+22Fuq7LXfss9LYb615yFb7w716Hx/QP3JQ/9ODup8e1D76gd5XHxsc/8rs5DemZ78xcvjeyPm4keuPxmjXD8MoF+NCkcmx1OzMuKKi7JKiwkvFpdcvV9y9cefO7Z/v3VuLtSltClX7TknkzaUxr3kDjrlt7bx2Ca9dwlF28Dq6+coO3oZw2xqLRyf4KhZPzYnWB2mKVLOMVcbxm1islMqjWFmR/P5b7++/jdRVVhAx7r54cESQbwiDRCcimSQ03RsSTITHUbyTad5pNFQGFZHhD82gQApY2BwaKsMPku7rleUHyfGHFdAQxUx0eTD2WhjhVgTxbozv/Xjfh4mUJ4nUp8m06mR6Y0ZAc3ZIS04ILy9cVBQlyAtnZwYIckPbCsIlhRHSoghxQbggK4CbymhJorbnhorzIqT50bLCKGl+dHtuWGtWqDAziJ8WyEtjcVMDuKlMTjKTnUxnJzE5aQH87DBuTjg3K+RZWmBjKqshPaA2hfE0nvo0gfo0ifYkgf4gzv9ulO/tCNLtSPKtGJ+fE6g34/1vxvvfSqDeSqBWxPiWhuAKmag8GryQgSwNwJawvHP9YGkEz0wSOJ+KSCZ6xuMBsViXOJxrAgGQQKoTKIEAACAASURBVABE41wisM5hGBcW0sEfYo/3PId0PgF2+Anqds7by8XbyxUDdsPB3JFeTnCQAxRsh0Y5xsSQ28QPFSuy5V9lkwucuRX+0u+t8y/58y/5b2LxRk79aRjF6+yIV42L/5jFS2/A8ZtY/Kbe3Zv0JkpuCqupuh3/TkbtP2Oxqh5/Y77477J4fJY3Mccbn24ZHKsZGn48NHJ/ZPj2YP/V4b5Lgz2FAx1Z/fL0XklKnzjhuTChmx/VzQuWNlE72bRuLq2D7dPBIXWw8eJGuKwRJnsGlTWApfUgWT1QVg+U1wPl9UBpLUhW5ymv9ZDVusprneS1TvJaZ1ktoKcJxbkHPfnJ2/v01Q6YqB0yVztouW2vydYPrHa9b6nxvvnOA2bqB801PrDSOmyre9hWb6+x+l5jjf1mmvvNNPebaO810z5ornvIWm+fhdZeC829Fpp7LHfttdCwtVDfY66+20J9t/n23ebv7TZ/19b8XVvzt3ebv21rvsXW/B0b8+025uo25jttzHYoZW22/Q3aZm22zcz0XQuzrVYW22ys1NdZvOuA7a4P92p9uE/z8D6NTw5qfvGB5j8+1vrmE91vP9X94UvDY5/t+uqDt48dfuvsV1tdT2iTIB8khzkW55AKc1j5uVElxRmXSwvKS0sryq7cunbz51u3VTaFsjRWtu9e6xqz2c0cbguXx1at/2ht4yk3RkvlXFVp3NMn7B1QLsQTDo3wlTgeneCPTwkmpkWbSmPluY9/yWLFkkjlFysUrfPzwsXFtl9edv/z99Hmhp9JOA9fIiQqzD+USWL6YAJ8vWnekEA8LNIHlejvnU7DpFMRmVRYFhVWGkIqDMBlU+FKFudS4fl0RAEDWcJClgagLwehK8JwP0cT78f7Pkryf5JEfZrgX5XoXxlPq0r0r09hNmUENacF1CfRGpPoz5IZ7FQWN53JzwjiZwbw0wL5aUGC9GBRZmhbdkR7bkRbdoQwI5iXGsROZj6LozYn0DjJAdwUFieJxU5itCQyW5KZTakB9WmsuiRmZRy1Mp5Wk8KsSWE+SaDfifS5HelzO9L3RoTPjVDS1RDClWDC5RBCcRC+OBhfFIwvDMTmMFCZVHian1e6DziXjsqjIwsZmGIWpoCByqZAs/2gOf6wRBwgFuMShXKMRjvHYV3i8W4xeLconGsI2omFcvCHORDBF5CA0xDnkzDAeW+oKxEJxME98UggBgHAwAFohBMO6xof7ydqu69Yka7+1jG9xFe8FK3+U7zwgj+3wn3Tutj/Qxa/XguvkULBV/XuNtfvf7Munv/z/Ip/SdW/qzeR+q/yxX+fxdyJOe7YdNPgWM3g0KPB4XvDQzcH+68M9Bb3d+X3y7L7ZBlDssxhWfqQOG2gPXFUGt/JYfUJg3sFTGkzqZND7mQT2uvh0ka4tBEmrfeS1AFlfwgsq4XIakGyGndZrau81lFe6yCrcZTWuElqYOwHqDNH39tjoLbP+K39pjv2mOrbGhvYGGnamuzaa661z0Jnn7nuHjNtW5NdNsYau00095rp7LfQO2Cht9dUZ7eJ1m5jLVsTTVvznRukbmOubqukrdl2G7NtNmbv2Zi9Z2O2dV3vWZupW5vtsDbVsDZVvVW3NttuZbrt9TLfYW2x08ZSw9Zql63FDlsL9T2W6nutth2w2bbf+p2D1m99sPvtI/vf/uz9d45+tKbvP99+/ntNpItVpN8XRYkXHl31FjRENtfG370dVVIcXlQQd6kks7yk8Pqly7euVty+dfPOndtKm0JZGquSbSocq0pj5YBjLvc1LJbIeFI5V97J6+zmq4LGfYOCweE/WDw2+QeL111jpU0hXNPaM+w1LF5aaVVGKZQsnpsTLCyIVlfkv/0yKOA9pPh4Uf1gcdH00ABygD8uyB9Pw0JZWEgYEZlA9U6je6fRkBlURBYNURJEULI4lQxKJ4Oy/SB5NHgeHV5AhxXQYcUMWFkg6mYE7m4sWcniykT6kzj/B5G+9yNIj6J8nsT4Vkb7PokkVUX7VkaRqyPJNVHkuhi/ZwlUTjKLnxbESQ7gpQYJ0kOEGaGC9BBeahA7idUUT6uN9G2MpTYn0Jvi6U3x9GdxtMZYam2038MI4qMYnycx/o9iKI9iKY/iqfei/W6GkctZ3pdY3peY3iVM7yIaOp+KzPWDZ/shMv2RGTRMuj8qgeQVjnILhNgHgM6HQC6k+ULSfCBpZEi2PyKPisymQNPJoDSSZzLRIx7rFo1yikI6RqMdY7ydY7CukViXUIwzC+VAhTv6wC56A8/DAKfhnucxUFciCoSBe2CRnliUB8EbSMR5+PqAUtOYbZJHihXp6q8dc0v85d/aV/8pnl/l/Tss3tTW+3/tUbyRxa+TQsF/U138F3PmXqvXzvacfXNC+b9n8fyG7N3/jkcxNsMZn2WPTT8bGKsaGHowOHx3aPDGQF95X1dRb0duvyx7QJ49Is8Zkmb0iVK7+bG9gsj2er9eQVAPjyGqwcqaCJ1skqzJW9qAkDYoWQyS1oKktSBpDUhWC5bWeElrvFQsltXYS2sdJNVu4hoY7wnO9YTWHkM1C+23TLV2mmiZmOmaWxnpWxlrWRlrWRtrWhtrWxnvsjLWtDbRtDXVsjbVsjLcYaG/3Vx/u5XhDhtjjd1mmtYmOy1N12W2w8psp5WZhpWZhvKKtYmGtYmGtbGGtcmudWlYm+y0Ntm14e1Oa1N1a5Pt1ibqG7TN2mSblYm6ubGGufEuc+Odpkbq5kbbrEy37bbcvs962x6LLXut1D7Yo/b5B++c+HoX0NHaD3c0IuB0VjLoWjH+6S1/TiWrhxvR3xrZI4zsaU/slubW1yReKQ8uKgwvLU6+XJJz41Lpz1ev3b514+efbyltCmVprLQpXi2NlTjmctkqFq8HKv5gsayD29H1h02xgcW8kXGBisUbOnhrlvHcouivWby43PrHSIp1Fq8sy16+6JWIa5gMJIOGTIxjRYRQgunEAD8s1RtCw4BDCIh4f0waHZdGQ6X5wzNpyFwGJo/pnUNDpPmAU0nALAq0gIEsYqGLWcgiJryIDi1hwq+FoG9HEe7Gkh7E+VQnMSrj6I+iKQ8ifB+E+9wPJz4IJTwIJTwKJT4MxT8JxT8NI1SGEyvDSTXh5JoIn8ZYenMCk50UwEkOZCcFtCSynsXRG2KoNRG+dVGU2khKdbhPdbhvXRSlJsL3cTDhURT5STylMoH2OIH6IMb/TqTPtUBcMRVRSkcVUtH5FESODyKLDMsgQdKJkFQiNJEIi/dBxJNg0VhwCMKNCbKneZyjeZwJgTuGwRyjkK5JJFC6DzSN7JVCBKWSQBk+kBQCMMHbNRbtHIN2jvF2jsY4h6Ed11iMcPJDOhJhjijweQTYDgVxxCE8UDB3LBpIwILIBIgPGcygIwoKIrp76hZXZIurktlF3vIv7Su/tc6tcBZWeX/N4oVXlmP9v+7dLf4dKY9Hv5Z9b/S731AUb/rQ3Cth4U2I/y9Z/Cam/1csHp3mjM+yR6caB0crB4buD62x+MpI35XhnpLBzvx+WU63MKO1MabpIevJNVxZ+oUrGeeE1aQePkvcQOhkkzta8JJGhLQRKmmArLG4BiStBUprgdIaJYvBshp3Wa2LrOairNZeVmsvqXWRNcLZj9AeZ3VsDdRMtN421tLR17DQ32Vhqmdgqq9pbrDLzGiXpZGWpZGmlbGWlbGmlfEuc6Md5obq5obqVkY7rY01rI13WBnvsDDZYWayw8xEQylzUw0LU00LE01zYy1zYy1LIx1LI20rYx0rY10rYz0rY10rQw0rw51WhhpWRhpWRjutjHZaGatbGW+zNtlubbLdxmSbtel7NibvWRu/a238jpXxu6YG75jov22st8VE/y0b03c/2K/xj08MT3xrAXb7lO5zOicFeucqpeoe81llsKg5tkOY1t2ePdFXNt1XPCZPneiIH+uI6GsN7G4N7RIn1VdHVFwJKCsJL7+UUl6Sfe1S0a2r5bduXr99++bduz9vZLEqZbxxkOZGFvP5HIGQI2rltbbx2sX8djFXLOVKZBxZB6+ji9/VI1i3KYSDw4KhEf7wqGBkXDA2KRyfUu6WXbMpVJbx2oSKNRCvte9e61EsLAoVi6K5BYFCIVxdlb38ta+rpzEgEM1kIFOSAqLC/YMYRCoB4Y+BUFHAIBwk1g+ZSvNOpSJSKbB0KjyTBs9jYfIY6EwKNN3XK5eOLA3GXw4nXgknlgXjSgLQJQHoy0Hoq6He18Kw10LxtyN9bof73Aoh3wwh3ggkXGN6V9DR1xno63RMBRVx3R9+3R92k468w0Q/CCI8DiXWRFDqovzrY2gNMfSGGFp9NLU2klIT4V8dQakK83sURLzHxD4KJFaH+1WF+T0IIt4Owv4chr8dRroRRrgRSroeRroSRChmYDJJkGQcKA7lHgVzi4K5xSA949CgWAw4FOkRivYMx4CicZBYAiwaBw5DugdCHChuZ+ge58NgzvE4z0QCKB7rmYDzTCVD0n1gKURQIs49EQdIxLnH4dyisS5haMdQjBML5UBFOlIxLr4oFyzsIgpsh/SyJ6JBeBTYj4yg+CCpFCTNHxYagr92LXl4pGV5VT6/1Do1z1asihZfimaX2Esv35yXWJ/xpASxcj/h0ss2lR3xWkfiVQfjNdRbFiwsCxRL628X+f+N5v9mXfzXbu/ay8+KcivuHwvLX73tf8Piv/gmN5314IzPcsZmWkanW0an2WMzHGWyeGyGNz6rEn9ijj8xxx+f408vCicV3JHp+sGRxwND90aG7w72VzzvuNTZniflZfAa4p89jay6HXSrxKckHZkZ7Rri/2WY/2FutY+cR5dxSDK2t4yNkDR5SRqB0gagrB4orfOQ1gKlte7SWg9JjbukBiipcZfWuMpqLsprz8nqzsrqzkpr7aWNIH4VEgeystR7y1j3LQPtnbpaxvq65kY6umb6Wub6mib6u8z0dlkYaJnp7TLS3Gaio26mt9PKSMvWVHu3mY6tibaloYapobqp8Q5T0x1mZhpmZhqmphomJhqmJprmppomhrtMjTTNjXQsTfSsTAwsjfXNDfUsDLWtDHdZG++yMtppabjD0mCbpcFWS6OtlkbvWJu8bWbwlom2mqG2mqmOmoWBmo2Jmq2J2kFrte8+U4cBPogMsC/Nxt69Snt0g/H0NoNbFyPjpw535M0MlMwOFE/15o13Z491ZQ7JksY6U8dkiUPtkUNtQUMSxqCYOiBldLeFcBvCbpQzrpRGl5emXykruFJedOP65Zs3rv18++a9uz8/uH/30cP7Tx4/XBvbVlNVW1tdX1fT2FDX9KyhuamxuamxpfkZh8PhcDg8Hpcv4ApFfFErr62d39bOFUt4Ehl3ncXCnl7R8/623oHWgSHh4LBwaEQ0MiYcnWgdnxJNTLdNzqh2km6caCyYW+LPL/IWlrmKZZ5iWbCwxJ9fVDbuuIoV0fySYH5JsLAsnFXwpubYCwr+6i+yld+7egYb4lMpvv6eqSmM1KSAILp3oB/KH+3JRHuGEyDxFGQqHZXOgKfTYBlUSJofKJsGz2eh85iobDo8j4kqDSWUR/kVBuGz6ag0P1giEZRAACWRvFJ9YWkURCYVnUVFZlHROTRUHhWT44/MpSDzKfBCP1SRD6yIDC32hZT7o28wsD8Hku+GkO4G4R6E4p9E+j6NplRF+T+NpDwJ830c6vcgyOdBIPkOA3/T3/s2HXc/gHw/iPxzIOFmIP5qALachb0ShL8SQi4JxOfSMWl+yFC4awDEORDmFooABkHd6e7OdIBTAMiNBXYJgLgFwT1CUaAINDgKC47BQWLwXuFojyCYSwDYMQTmFIXxiCOAE/DgBBw4lQxPIUPiccBotEsU2ikG5xpLAMTgXSNxzqHeTiyMAx3tSEE4EOEX8dCLWMhFMgpIxSMZPphQJoHuB6dRIKlJtNbWewuK9rkF0dQsZ36Rv/KybXFFNL/IW1oVKXcVvirFSusfWm1bVOpFq+KFSLEqVGphVah4IVJeWVgVzq8I5pf5c+tSTomaW3m95pf4s8v8+SX+/BLvzxK8QfzXam759Zpd5m18OL8iUGrtq68/VF354xtTXV/7WyihuVmbRsX+S61TeJM2v4T8icVjMy1jMy2j081jMy1jMxxVRTw6zVVqbIY3NsOfmBOMzwom5gUTC9yxueahyZreoQe9/bf7+2/1dJbL2wpE7AxubULt/YgH1wJvFFNL0vGp0fDYYNdAyncMn484Nf4SDk3Cwbc3QyUtYEmzh7QBIG3wkNV5yOo8pLXu0lp3SY2bpAYgqfGQ1LjJql1kNRc6as/Ia0/J6k5Ja+0kdQBxIybc/zNroy1GOmramu9qaurq6Rjpa2ma6u401dUw0tpurK1urq9pYaBlprfTxljbxkTbylDLTF/dRGebsc42E73tJgY7TIzUjUw2yFjd2EjdxGinhZm2pZm2hYmWuaGmmYGmuYGmhZGWlYmWuf42E913jLW2mOq+bWX4rrXxOxaGaqa6asbaajamap+9r3HuJ1sU+Ksg6vmUaGBeKuRWKbrmDlncHD7alb04enl18sryWNnCcNFMX+5Ub+Z4V+poR/KoLGlUFj8qix+Rxo5II0ck4SPtkSPtYcPtrMF2/wExsV/s09PKbG0Ou1FGv1oce7k4q7y8pPxqyfVb5TduXt3M4qePq6ue1lRX1tZUKVn8rLFexWI2m83hcLhcLp/PEwh4olZeaxu/rZ23MWjc1SNUrV8aGBQNDouGRkQjY22j463jk20T022TM63Tc22qVXjrK6IFs4u8hUWeYomzuMJdXOYplvgLi7yFRb5yecS0gju7yFPWFNML7LlF7uLLtqV/dk4tt999khMa5R2fQImPpdB9vFhkKA0NCPD2jCRBE6mIdAYigwnPoHmlUTyTSYBsGiQ/EJlFh6ZTvLLpiPwgXEEwIYUCiyOBwtAeLIiTP8iBCnZkQJwDkIAIAiScCI4geEUQwFEESCwREkeEJhC9UgjQdCI0iwTP80VcomKvsIjXA31vhfhcC/S+GYq9G0F6EOnzIML3Xgjp50Di7QDibQbxFoN4g4q76oe5RvG+QSfcZBIrGPgKJr7UH13ojypieOczsSm+iCgcKBjjSYW4+AAdfEBO/mCAD8DJ2+4s9vw5X2dHqocTDaiUMwPoHAxzj8J6Jfqg4kmIcDSQBXKke9oHQV0iMcBYnFccDpJIgiaSoLE4YDjSKRThEIVziSMC4omASJxzONYpCONAR13wh9v7wuz9EI4+CGcKGswgoRlkVHSwTzAdE0iHXyqJHB569uKlfHaONzndvLQi+uU36cqq0jIS/JGB+bMUK22v0VrVLFRpcV1/zOr74xcj3twS700snl3mvVZvHL+5/Hq96T4zy9w/33b9S6/y51cFCy+EGzW/KlDq1e/wVQr/Zyz+N/UnFo9MNY1ON4/PsifmOMqZbWMznNFp9sgUZ2SKo2Tx+Cx/Yk4wOSeanBcOTjYNTtYPjFf3DD3sfn6zq/OqrL2kjZctaMpsrkmsuRd5/2rg9SJqcTohJQoeHeTC8v2WRvq44bFPewu9vQXX1gQVN4PanrlL6t0l9e4bQAxYY3G1p6TaU1btJqtx7Kix66g9I689J6uxb69ylzYSCpPtDlq9a6CppqXxjsZObW0tfT2tHYY67xnpvaev/bae5hYDnXdNDLabGm4z1N5qqLvVzGCrqeFWc8OtpkZbzYy2mhlvszTbaWqy3cjoPWPj90xN1c3MtpubbDMx2mpsuNXc6D1LU3VL4/dM9d420tlipL3FRHeLiZ6auaGarfGW/ZbvfnJw14lvrcCun/thTyVFQosy8XcrAptrEsX83F7ppZGeiqn+60vjFUujZXODBZPPs0c7U4dkSUOSxGFp0mhnylhH0pg8aUyeMCqLH5HGjEpjhiWRw+LQYXHwcFvYkCh4SMTsb6X0tuF620jdIrqwMfR6KfNKUcLl4twrl0uvXL10/daVGzeu3b51Q8Xix48eVD59XFX5ZBOLVaUxm81ms9lcLpfH4wkEPKGIu+5U8MRSrpLFnd2C7ueidRa3Klk8PNo6Ot46PtmunFAxNdu2oTT+E4sXljgLS7yFRe7CGpoFC4v86Tn21GzLjIK7sCJcfCGaV04GWOIuvJQs/NrRLLiRnEENi8BHRZBYFJgvypWJ9QzCAZUszmSiM1mIdH9gEsklkeiWy0IUBKKTfT3jCYB0KjSLgU6lwFL84Ul+sFgSLAILCkS6M6AuVC8nfy9HKsTJD+JIATv4gS76Ae2pQAcGyJEFcgwCO4ZD3RLQoDQ8JJuMLKB4l9FJVwNJ5QHYa8G4myGEW6GEm4GECob3FX/0ZQrqOh1fQSdcpeDKfDFlvpirNPw1OqGcii/xw+SR4Bl4r3QSJIkACUMB6FAnP9BFPMAO6XASbncCceEk/NxJ2MnjqNOniA4XfN0cKO4XKe4Xfd0u+Lpe8Hd3YHk5hyI9IjCgUKRnEMSVCXRkeF4M9HKOQHnG4aGxeHAswSsa6xGBdolEOcfi3OKIgFiCWwTWKRznFOztSEddoMAu+EHt/FFONKwHk4BgkTFMMio6xCc2jBQVhn34IGd8jP3Lrx2KJdHMHHtpRfTid+nyy/a5Rf7MAvePvuuftXGT4YZNWsJNLN4kJaRUIP6Luvhvs/hN85HfcJ/Xg1hV/L4Bx/+/ZrGyLlaxWAnijSwenm4Znn42PNXQN/y0q+e2TFreLioScnO4DemNlQlVP4fdvcy8WuBfkIJPjIBGBDgyyN9SCUeq7hDEbEZ7M6H9GVzS5NXesMbiDSAGiKtdxdVu4iqQuAokrXKXVjvLqy/Ia87Lq+2kVU7tlUBpo8/DcsyRve/p7lTT1Xh3l4b2rl26ujo7DfXeM9Dbqqu9RUfrLV3ttwx03zbUe9tI711DvS2G+mpGBltMDLeYGG0xMd5iarTFymybuclWE8O3jfW3mBi8bWL4trHeFkNdNZ1dagbaaib6aqb6aub6arvN1T7at/2rI7ruDh/TfewL0sl3roY/uBH19E4Mpz6rs61s9PnN6cE7C+P3FybuzozcGO+7MtpzaaS7eLQnf7wrZ6Ine6Ine6w7faw7bbQjdbQjebQjebQjcVyeMCqLHZHGDEuihiWRw+LwobbgobagQVHogDBkUMAYEPr1Cgk9InKngMGvD6soZl0pSrpcXFBeVlZ+5XLFjSs3rl+7fevG3Tu3H9y/+/DBvcePHjx98kjF4rra6ob62o0sbmlpUZbGPB6Pz+duYrHy0Me6TdH6vF80MNg6MCRUsXhsom18qlXJ4o3JNuV5aCWL5xfZ8wru3AJnXsFVsnhxWTi/wJ1b4M4t8edXBAsrwplF3tQCe3KOM7vcvvLPnv6R5vKKxIBAJJMOD6IhqViPQAI4hACOIsOSaMjsAO+sAGSqn2cc3jHZxz0/EFkQiEn1BSeQPFKp0FQKLJbgEUMAxpK84sjwGCI01BvEgLqQAeexzqcxTqdQTqfQDidRF39EXfgJfeE4xu5HrN1xgv1PVJdzoSCXaIR7PAqUgvXKJqPyKagSBvpSAKY8EHs5wPsyDV1CQRSToUVEaDnN+wodd5mCK/FBF/uiy/xxZVRcCcW7wAeZgYMkoYFxaM9wpBsDdJEEOIdzPQO78CPw9Legk99Bzx5Hnj2JPHMCc+404eJ5sssFP4A91dPR38PBD2BPdrXzcz1HAdjRPC8GQFxCYIBgqFugl3Ogl3MYwj0aC47y9ozBgaJxnhEY12iMaxzOLZbgpvQoIgkuoThnJtreF3LeB3LeH+XEJACZJEQgBRtMxUYFk6JCCDEROHZzxfx866+/dS2vtM0reIoV0eKLVuVr4ewi7++zeDN8lVpUOhWvQOp/i8WbW4Lr+lsgnl8VKK+oWKx4KfprFr/Zc+C9Vv+bLFZ6FOviKP3i8VmuEsFKCq+9MyucmBVMKUSTCv74HHtwrLa7975UfK1VWCzi5XEaMhqeJj65HXb7MvNKHiU/CZcU5hXJdKITv6cSPn9Q4S1ms9qbie2NCGkTtL3eQ1znLq1TUdhNXO3WXuXSXuUqrgKJq8CSKk9plYu8ykFeZS+vcpBWuYoroZJan8Y7/l9/sE1vu5r+znd1NDQ1d2rraGlpa23X1tquq6NuoK9haLjTSF/dQO89UyN1Y4OtRrpvGeu/bW78roXJVjOjt4301PQ03zLQUjPWUTPSUTPWUTPVVbMwULM2UXt/z9bj35ggQV+EsRyykuCX8gjXL1HuVjAFzVnPpeWzww+WZqpXpisXxh/Mjd6ZG7k9N3JjZuja1MDlif7S8b6isd7C8d7C8ecFk715kz05Ez3Z491Z413pY11p411pY53JYx2JY/K4UVnMiCxyWBoxJAkbag8dag8eagscbA0cEoYOCoMH+PR+vm+vkNAjJMl5DF5dWEVRwJXClLKigvKy8svl5deuX1Wx+P69OxtZrLQpNrJ4DcfNzUocc7lcHo8jEK5NqFClKVQs7n4u6ukT9g+IlJbx8GjryJhoE4s3TjSeWeDPKLjzCu68gjO3sKZ5BVextDaUa2lFtLjSOr8omJnnTs2xZ+a50/OC2SXx4ouu2UVpE/tmUhKVRYOzKDAfpEsgARxK8FKyOCcQmx2ISvXzjMM7pVGAWXRIDgORTYen+UOSfEGxBM9InFs03jMKD44mQCLw4CCUBxXsiHc5i3I4CTl33Ovcccj545Dz30POfA8++Q3ox69Bx7+EnfwWd+FHf9cLLKBjKNg1EgGIx3ilEKGZfrAcKryAjiigIwv8YLk+sFyiVx7Bq8QPXUrBFPth8kmIPB90gZ93vh8mm4RIw3nFo9wjoG7BYCea5wWi02n0hR+R9sch538AnfnO68wxuN2P3hdOe9ud8j5/Emt3muRs5wtwoINcGGA3BtiFAXZhQVwDYQB/9wtMsFMwHBCGt1AjLgAAIABJREFU9AhDuIfC3cMQ7hEozyhvz1g8OA4HjPF2i/F2i8cD4vCukVjnKLxLFNE1DO/CQtv7Qe18oXZ0b9dAsheTDAumYaNDfEJZ3nQ/r5gIvEz6ZHWl4+UvHcur7QtrU5w4E/PN04uc+VWBcl3hq1pYEb1OwoUXwoVVgUqq3+6VUJtffY0D+3/F4k0U3kjbf78u/r9k8cQcZ3yWPTrdPDLVpOrdKc86K6Vi8dg0f3xGMLssnl5snZjjDk809PY/kUhuiATFAk5BS31W3ZOkR7cibpYFlOf65yViE0PAEQwnGv4YFXf09iWkhBPc3uzb3oiWNSPEdUBJLeDPIHb9M4s9JFVu8ipneZWjvNJFWukuroS1VZJa7tPPfa1jslPNYMdb+hrqOjs1dTQ1NTTUd+3YrqO100BPU193h572Nl2tdw11tuprb9HTUNPTeMtA6y1DbTV9TTWdnWqGu9T2mKl99bHO+Z9sIc5H/DDHowIcM+O9bpT6VN8LaWtJH5BfmuyvmB66Pj96a2Hi1vzEzamhq2O9l4Z7Ssael070XRrvKx7vLRzvKxztyRnqzBrpzpzoy5kazJseyJ3qzZl8nq0E8WhnurIiHutMGe1MHP8DxGFDktBBcdBge+BAG2uwlTkgYg0JAgcFrH4+tY/n+1yA7+aTZBw6rzbselHglYKUy4UFly+Vl5WVXa24cuP6tVs3r6tY/Ojh/adPHqksYyWLVTZF07MGFYs5HA6Px+EL2EIRVyjitLZx2sRssZS7njIWbGLx0IhIxeLxKeHkTKuSxVNzwj9YvKBMTazheF7BXS+N+QuLfMWyULHUOjfPm57lzM7x5+YFcwutc4vSuUXZy1/7RkYFt25mxUf6sPxgeMhFJtYzGA+KJEOUdXFOEDrD3yvZxz2DCk7x9Uz1BWXT4ek0WAzeLRTlFI5xDcMAghAuNC8Hsvs5rONJlN0PsPM/QM7+4HnqmOepY8DTPwBPf+f507eAH750/vao01dH3L49CvrpK9TZH/EXT/o6n6O5Xwj0cgtHecR4e8QTPFNI4DSyVzoRnE4ApeNAGXhQJh6STYBlEWEZBEgGAZ5JQiTjofEYYBTcPQTsxATYU1zO4R1OIs9/Dz37Lez8Ma9z34POfOd15jvo2WPo8ye8L5wi2J8hOZ7393CmglyZXgCmF4AFcQtBekbhYPFkTDgaGIr0CIYDgmBuITCAksXhSI9oLDCO4JWAB8Xh3ONw7vF4QBzONQrjFIl1isQ5h2GdWWh7KuIiFekQRAKGUuAMH2ggHZ0Y7c/0h2KRFzNS6ENDzb/9+nx5RbK00rawLJpRcCfmmsbnmqYXOYqXovmV1/e+3ngmYgPONhJN8VKkwvFGAv5feRSvBfEacFcF85so/OKNfvH/JYvHZ9nrIYpmVe9OxeKJOYFKShZPKdrG54Rj07yxKc7gcI1M/rOQX8ZpLmiqy6p9nPzwZsSNS6zL2f65Cd4JwaBwmiMVe4yCOXqtACpuCWl75tfWgJE2I9trPZUgllS7S6oA4ipXcZVLe6Vze6WLuAoorgJKqgCSahWLXaWV7uKnkNaneN5DOtxht62emt57avo7thjsek9Pc6u25ju6Gu/oab6jp/W2zq4t+lpvGeu9ZaCpZqi1lnA4aL3t289NXC8cIcB/SonwLE5D3i6lVN8JYVfFSdmZA5KSqb5rc8M35kcq5oavTg9cHuspHO3OH+0pGH9eMNSVPdabPzVYPD1UMtlXNNGXPzVQMDNcONmXM9GbNdGbOdmbMdWfOdmbMd6dOiJPGutIHe/MmOzJmnqePdmTMdqRNCyJHWyPHJVFj8qjRmRhw9KQIXHQYDtroI3Z30obEFH7hbQBPr2fR+vj+fVyCV08TBcPJ+fSeHWh14sCrhYmlxfml5eWXSorKb9apmTxnZ9v3b9356/bd0oWNzU1KXHM4XD+PCqI0yZmt0s4EhlHyeKuHmF3r6B/QNQ/KFCxeHS8VcVi1Thj5T4B5bat9UlASiL/oZmZltk59tw8b25eoFgULS6KZ2cEoyMtY+P8peWu//mf2ekJcXF+tA8W4OsNoOOBNLQbC+sRQQInUhFZLExOEDqHgcikQbLp0BRfYALJPcnHM4HsGYFxCoLbB8EdQ1BuATAnCsie6HrW2/EU+uIJtMNJ9MXTULuTkPMnvc7+BDz9g8dPxwA/fu1y7B8u337h/M1Rl++Ouh/7B/DHr6GnjqHsfsQ7niW72TG8HANhTqEI10i0WwzaLRYNSEADEtEeCSi3ZG+PVCw4BQdKwnkl4r2iMB4hEJcgoBMNcMHX6SzB/hT6/HHome8gZ7+D2x0Hnz3mde57uN1x5Pnj6PM/Ye1Pkh3P+bpcYIBdaWA3OtiNCnKlg1xYEPdwjFcMAZFARkfjYKFIjwCIC8vLORDiGrrO4nj8Govj8R4JBPcEAiAW6xKFdY7EOYd5O7EwF+loR6a3SzAZFEqB+xOBFDI4NtLXB+8GB5++fT1VMSf57deehQXRvEKg9JGmlzizy7xZZRdrRahYfo0WlgSval7ZK1vhza7y51b5cy8E8y+VW0dFil9aF34Rzb8Uzr0QzK0KZlf5c+t0+3/Ksn99n01Wryr+sRYFEShfjV51gd9057/WwhL/v9Eb/WJlgmLdqRBs1OS8cGJWODErHJsVDU3yRib5k3PCscnmru6HfH45u6mwsSa7+lHSvevh10uZZVk+OfGY+CBgmL8DBf2tL+poeTZY0hTS3uDXVoeWPUO0VgPENe7iajdJlbukyl1c6dpe6bymKkD7Gp2dpVWOskpHWaWzpNKt/QmovRIjfOpPR370vqmazjtq+tvUTDTf0lFX09qhZrBLzUBTTVdDTX+XmrWJ2ieHtno6vk/BfZ8UDihIQ5ZmoisKiZW3A4V1Cb2tOUPSvPGOoonu4omu4rHO/LGOvNGOnNHO3LGu3PHu3PHu3Inu3InnuePduRPPcyb6csb7c8Z6syf6c6cH82eGC6YGcsZ7M8e60yaep0/3Z033Z071pk/0pEz2pEz2pE10pY93KpU21pky0pEwKosdlUWPyqJH5eEjsrAhadCQOGCgjdHfSutr9e8T+jwX+PTxKL1cvx4OqYfj3c1BdnAwHVyqoC7kehHzWlFieWFOeWlJ6aXC8isl1yuu/GcsZrPZKhYLhOyNLF478fEGFo9Niv6KxRv2+y4s8uYV3Nl59sxcy+Tks6nJ5pkZrmKh7eXLzherHdNT/J7uGnbzjZrKssf3C3PSAlEQO4D9dzjIRQoa4Ad3YmBcI0jgRBo8MwCTG+RdEIjJD0TmsVDZNHiij2cExjEc7Rjh7RKCdGZ4XaCBLtC8HBhQFybUlQ5z8/dy9vGwJwDs/UAAH6Ab3s0R7WSHsD8Lu3AafuEM3O408NT37j996/r9P1y//8rj+DegU99Bzx5H2v1EApzz87Sjgy6yvC4GQR1DoY7hUKcoqGMM3CkBA0jGAhNxwAS8VywOFIYCsMBOFLfzJMczOLsT6HPHoaePgU9+Az79LdzuONrpNB5gRwE7+nk6kJzPeV84gTl7HHXmB6z9KYLzeT8PJ3+QCx3kSgO6ML1cg+Du0Xh4NB4egQGFIACBUNcAiEswHBCO8ojxBiXgwCoWJ5E8k8meCURAAtkjlgQIxzoHeTsEYJxZWNcAvEcACUT2dkMjHENYGG/ERRjoVHPDtV9Xe14sy+dnhdMz3OlZ7tyScPm39hf/lCp+bZ1Z4i6sLwPdpNdMtlwSzC8LZpa408vcGSWOlSz+RaT4tVXx6wYWb9D8/xKL3/SZ//I+G0GsWBUuvhCppFgVqu7wd1m8Pht2sxRL/P9Gr/GLx2fZ47PsjbPkVX6xyjVWsnh0SjA6LRiZFIxN8ydn+SNjz6TS283PCuqrsyofJt2/EVFRwijOJGXEIWIDAaH+9jTs9z6IzwoSnYW1LGENqa0e014Laat2l9R4SGoAKhav18VObVVO7dXO4ipHSbWDpNpeWnlBVnlR/NSp9bGbpBopeopPZHy130Btp5qa/lY1wx1q79uofffFO+4OpnjEBzTiF2HMY+mxp8tyXSrvYLk1VDk/tE8c3dcW3iMM6W0NGWgP72uN6G2LHhLHDkkTxmTJw/LkUVnyiCxlojNjvCtzqjNrsjt3pid/ujd/5nnhTF/B9GD+RH/2eE/GxPPMqf6cmYHcqb7s8ecZE93pk8/Tp3ozp3szp3sypnvSZp6nz/ZmTvZkTHSlj3WmjsiTR2UJo/K4MXnseEfsRGfseGfEiCR0oD2gv5XeJ6L1t9IH2v17hcReHqGXS37OIfWw8d1sVFcLVNYMlzaRedUBty+xrhXGlRdllhRml5XlVlSUVly7fPNGhTLWttEy3pimqFsPGj9rrH/27NmG0nhtbBtf0NLaxmltb9nIYuWmj75+Yd8Af2BIsJHFygN4qt6das3HrEIwPc+dWeApN67PK3jKKMWCgrug4CsUwqkJ9vys6J+/9v72sqex7nJ8DNmf5IlDXIR6nAS5/gh1P40EnkO6n4G7nSKCL1CRTqEEYLw/JJ2Jyg5A57FQOUx4NhORQYMl+4FjCYBIb9cwtHMgzIEOtvMFnPEHXwxEuId4A0OwXiFYr1ACPMIHE+NHDCfjgvHoQCyKhYbTERAqHESDg/0gHjiAI8TulMep7z1OHAOc+Nbtx6/djn8FPvs9yuEEGXDO38OO5nGe6XEuGGwfCXWIgTsl4dxTyZAUH0iKLzzJFxbu7UH1tMc7nESdPQ498Q34xDfgk9+AT30LPfc9yv6ED8iJgfRkIjzJgItouxOI0z+AfvjK+csjLl8fdf76qOu3X0JPHye5XKCBXGlAZ4q7Aw3oFIzwDMeAQ5HAYDhgXW5RaGAcFhSPA8bjPJIIwDQfcJofOJnskUIBx5HdY0juYTgXOvwiA+0UiPfwRTkiwee9kQ5+RA+H8194un7fzn/wP78PrS7IFqZFv77s/P333tVfpLOLgmkFZ3qZO6Vgz68P+1dReH32/+tZPL3ImVrirOH4BX/+pVCJ47kXgtlV/mu0yN0Ex3+nutxItxkFZ0bBUYFV+c7sInd6gT013/K3Kmsljjc1HpUf2vTwjzr3dRdfZbHq+uKyYHFZ8Be0XfuJeEWvYfE6hf/E4o29u00sHpsSTcy0jU0LRya5kzPCqVne894nXM6lxrrcqsep925GXCuhFWUSMuLh8cGAcNpFOu57EvRISugpXhWtrd5X1oQX10GkdSBJjfvrWOzYVuXQVnVRXH1BXH1BUn1eUn1eWmkneeogqXQTV4I5970uJf3oflIHfN4miPhDXMCZ7Lhvy/OOP7rh0PAIxK6CCeqQUjauk0+ScbEyLkbOQXZwUV18VI8Q0yfC9LUR+9tofe2sQXHQsDR8rCN6rCN+ojNhsjtlujt9ujtzuit7pjvv/yPuPoPbOtN8wc9O1VbNbtWdnZ2ZO91tRUtUtCRbOZEUMwmSIHLOORAkCDDnnHPOWcnKTmIWJUYQiUjMSZkBOVCy2572fjgURdOS273Td27Vv1AAeHRwgFL98OA573te03yjca7ZMN9sWGzSLzasPa0zLtUbluoNS3VAjE9rjYs1hsUaw0KNfqHKOF9tnK8yzFUa5iqWZ8qWZ8qWZ8uXZ0pXp4tWpguXp/JfT+YsKJIWlInPVEkvtEnPNQlPVbGLypgFRcSiInRBKpiXCOclYQuSkPkxzqyEPjnC1A4LJd0xt5ui2qrTrjaUNtWXXb1W8+Xt5i9vtt++dRM4fbd1lPHWrnH/o97NAnlwcHCTY4lkBLhsm0w+Mq6SqDSjaq1kW128uKT4myzWm6UGC3B5zI0C2e6Q2x1yx/r427da46rUbtH89P388oux8uIYEsaTQwwQ0GE8SlAoE5EopsWLqHxyEBXpFUoOimYjU0IJ+ZHUslhWdTy7No5VHcOojmeVRdOKw8n5QnwmH5PEgMbToElMZDIHm8DCJLLx6SHU/Eh+UUxIfowwO1wQSkAxYWBygC/J35cc4EsFg1jwQD4GJsAhuGgoA+pPBfuSA7zwvm4o90sw13MIt/MEXxc2xCsU6ReBASUQwdmAwkJibRSjPo5bG8etjuNVxHIzgwkinD87wI3idRnnfp7odYkCcqUHurOh3jwEiI8ODMZAOFA/vOdlzJXzJE9noqcz2vks5NzJgFPH/U4cDTx9AuN6nhnoJUSCw7GwWDJgMTWZSUikoZPomBQmLpWJy2QTcnnEgmBioYBQIiRXhFPLIyglYlJJBDlXiM0Lw6cL0DEMaAIfnSYiR3FQDAIohIMUCbBQ/3MktOdAz7X5if7hR9fHBm9OqL5+/mzAblc5vtetWaSrZonRIbNsX2jjr1ist0nW7BKDY0y/LjWuy4xvZKY3ctNb+Ua9vP6LW+O61Ggb20qVeR1YnXbsY6gB8gKrwwABVlC0AlMw3q1XAGyjt0i27mfT4r9hzNm7yR3bBqttO7xtR6W3jALPbAZ4dcv6X698fwNi+6+uJf+3WbxiUK+ZtKsm1bJBvmpS6s3y568e6ybuP35c2/Ft0Z0byVcbwxvLeRX5tLwkVGqkfzTfRUA+lhx2VtIdoRmM0A7wVH1kdR9e9win68NO9OImenG6Hoy2B6XtRml64OpeqLoPrO0L0vaB31kM1nVDVR1QVSd6vJMs+ZryoCGw7xZZ1R8zNRIzMyqYGmVMDFE1AyTtAFk3QJwYIk8MkSeGiFMjpNkx0ryMsiCnLChpz1SM5xreM034M23MC13C68mU5emM1Zmc1Zn8tdlCw1y5Ya5KP1drmGswzrcY51oNc22GhVbDYsvaUpNhseEXWaozLNQC0c9XGeZqDHNVhrkq/WzF8kz58kzpynTpynTR8lTBS13uU3XG0njaS23mS13GK136K13qC03ykjJ2Tho9KxE9U4iW5MLFMfGCRLwgCZ0b5c6MMiaGWfOyGGlvws06cUNZQktNYXN9aVtbRfu1mps32m59udGm2Gbx5miKrePbBgcHBwcHNy0ekw4DFivHR8fVI2qtRDshmZyWbvaL/1aLjValySY32RQm20bv2GqTWm1Sm1X2dl1tNSj/vD69bpl63HOVQwOjAi9HcnHpkZzUcFaSiFGQFFaSHhkvpAB1cRQLkRyCy4uglMUwq+JYtXHs2jh2TQK7IoZeFE7OCcGmsOCx5IBYSlAiE5XIxiaysUlcQqaQkRcZnBvBT+LTI2l4MQXHQUJxvp6wK5cDL53zv3AG7HwW7nYR5noB5eGM93UnB3hTAr2JIA+styvC/RLc7QLa4yLZz4UP8YohBuXy8LWRjNZEfnuy4EZ62PUsUXtGWEtGWHVicDoPLUB5Urwv4q+cRbueIXpdogW6sSBebKgvFwYig9ywXpfhzmdhl8/gvFy4MH8RDhFOQIWgoHwEmAbygl8+6/f5kcDTx0leLgJEYCwZncIipXMpSQx8LBkZR0alMPDpLEIGE5fLJRYEE4tCiKVhlIpwakUEpURMKhQRsgWorGB0Ch8Zz0GkCgnZUYwUEVnExUQKSYnRTBYxgILyqi1OqC6KjxeRspO42SmcmvJoycgNo1lpf6vTWxWWN+OWdWAW8lYUPlrZWR1yg23MYB8z2scMjjGjXWpwSE12qdEhBe5vuwVitkkt9o2YbVKTVWK0SDbmZNplZpvUbBszWiVGy6jRMmq0vo/BMrIZ67rM4pCabBKjddRoGTFaR812icU+BuzE8v5VZFaH3Lb+Gz1Z2QdjW1cAAbbZ3O2mttu+G7Z+WxisEoDj39Oj+KDCfzeL9Wad3qJZMSpWTIo1s3xZP7L4vHtotKmzs/jurZRrLREtNYKqIlpeEjxZ5B3NuxRMOiKkOg1/FzIxLNY8YakekdSPcLo+rK4XO9GL1fVgdD0YbTcasFjTC1H3gTW9YG0fWNcbpO0FT/SAJ7ohmm6othul7cFPP2FPPOZq+/myLpa0g6LuI4x3I8a74KoepO4xdnqQMD1ImHyCnxkizo2QFySURRl9Sc5YUjBfqDgvNSHPtREvtLGvJhJeTyWvzGSszuaszeavzRYZ5ir0c1Vrc3Vr802G+Vb9fJth7pphoV2/2La21GJYbDEsNm1Jg2Gh3rBQr5+vXZurMczW6GerDbNVazPlr6aKX00VrkwVrUwXrkwXLk8VvNRlv9BmvdJlPVenLymT52Vx82OxC9LYRXnCU2Xcokw8JxHODIRNPQ6dGhBMD/KnRzhTI/yJocjRjvgbtRENJUkt1YXN9aUtLWUtrZU3rjd/efM60KbYNrINqIuBvO8dDw4CpfGmxVLZiEw+olCObLMYGEfxt1pstqvM9nGTTWmyKYDZzxbrmMU6ZjVJ39o1NuP4T2/mHKbJL9uKvC4f9Th3mAr1jmETEoIpccHkkpTw5rKMvMSQYDJYQPQX0yAJfHRuOLk0il4Rw6iNZdfHc6pimZWxzPIYRqGYlMZBRhH9w3H+kSRwLB2ZwiWm8MnhJDgJ5AZzOQN1PoPxckkMZqWE8lNC+Wlhgjguk49FEvy9EO6X/M+fBF86A3M9j/K8jPd1I/l7EUEeOJ8rGC8XjOclopdzMNQ7lYWpjeXeyYn6rij+QX70g/zoewVRt/Kjr+dH1qUEp3LhXKgr2es8zvU05soZso8zI9CDGeTJCPSiB3jhfVyQbufhruex3q4seICYhIlnU1NDOAWRwuJoUa5YEEXBUX094BfPQC+cRDufZfl7itCQBBo2mUmIp2JjyehEKjaVgctg4vK4xOJQSomQXCailosp5eHk4jBCQSgui49M5yJSePBkHjojjJQdyciIYKTHcDPi+fnp4mgBiQhxi+JiIzlYNg7EIfgzCT50gmdmCqunp8FgUti/n7S9UVsdCqtdZraOmaySLWMQP/or2+qQW9blVofMvC6zOmQmh8xi/+gtQC1w8hYY4wicPDCaR4HO1a+fN1tHzNYRs23EZB0xWYZNlmGTddhkHTZbR0zWEaNlGIjZOmKxS6yOMeCcxGY2dftYK+Bj2dpbAJ7Z2OdHWitb6+Wttf/HnP2rFgMH8HeoiwGLlw3v5oboBzW6OwODtV/dS21vETVWcSoKCLkJ4CSRezj7DI/kxMN/0nObqhkIVj6iah6TtE/wul6Mrg+zBWK0pgup7oareyDq3iBNb5CmN0jbE6TtCZroDprogsz0YyZ60cqHcGUHcuIRRdVNVHTgNH0kTQ9O04Od6CVO9ZNnntBnBxjTT2iT/dSZIdb8CHdRwl+Uhi7JhIuKsBfj4S/U0S+08S90ya8mU5anM1amc1Zm81dni1Zny/RzVavz1atzdasLzfr51rWFNv38Vf3i1bXF9rXFNv1im36pRb/Uol9qNiw2Gxab9AsN+vkGwOK12arVmcqVmYqVmbLXkwWvJvNeTeS+msh5qct5oc1+ocl6ocl8oc54rs54rkp/rkp7pkxdkicvSBPnxuLmJVGLkuinksSnksSFoWh1D3/oK1zXTdjdetjtOkZdvqAmL6Gpsqixtqy1paqtreba1ZabN64Bo4yB0hiweGtpDASweGBgYLNNMTo6DFgslQ3/XS1Wme0qk01htkoBi81midkw9tahtRlVP9hnfrDN37tefvnkvrOHdgY5n+ahA0VkZDgdXZQkuladV5EdHcFBCUj+QnJgLAeRLSKWRtHKo+k10cy6OE5lDKMyjlUVzymLZmTysdGkwHCcfzgxMJ6BSuISoqgosp+L35nPAi98Tg/yFpExaG9XhIcLDuRNgwbSoP5YX3eI64WAS6fBl88EXT4DvngKcvkMxusyDexND/Ih+3tgPJ2RbuexVy7wIV45PPy19LDO8pQnNRm9FUndZQnflcV9UxZ3pzimITU4iQ1hB10me50jup8lep6jgVxZYA96gDvZ9wrJxxXr5Yx0uwB3vYD0uIzxdsV6u+P9venQgDA8Kp5JzhLy8sJD0oJZoWgY2uW874nDsAsnab5uEThYEoOQxMDHUzFxFHQSHZPFJhQGU8pE9DIRtTyMWiEil4qIRaG4fAEmOxiVzkWkcuGpfExaCD5NSM6IYOYmhWbEBRemhWfFBLPRASIKPI5HiuOTgglgHjEA6X8eCT6XlsyYnen56eelN3+estoVVpvUYh0zWSRmi8Rqk9rsMse6Augs/Trrb5T2NwrHusK2rrA75FaH3GaXWeyyD95uRQ0Ad4u5GwRvu2OxS4CYbaNbozcN6k2DAMQm68jmZtuG62wZQ/lbbdm/Wrdu7u1j5+g2dd7aL7asyy3Ar0C7DMivP8DNP31wg/+axUbVmkm7ZlavGBWv9TJgSPKycXjpWZdM3vr1g/Tm+uCqEnJJLrogBZId75cZ45EScSFJeLzjBkHey5J14ZW9aHUvSteH0faiNy3WdKE0XUh1N0LdDVP1wDQ9cE0PTNsN03bDdV0wXRdM1wWf7EFpu9HjHfCJPpzsW6jsW6i6C6Puwum6SZO91Kk++tQjxnQ/e26QPz8snB0KnRsRL0giFqQxi7K4RUX88/GUF+rUF9r0l7rM15M5r6fylmeKVmZLVmbKlmcrVuerV+ZrV+brVhaa1hZaVhdb1hba1hbb195xvLbYtrbUurbUYlhsNiw26xca1hbq1uZqVmerVmYqlqfLX0+VvZ4u1c+VrM4ULE/lvdRlP9dkPlNnPBtPfzae/lKT9Uqb/Uqd/VKV9UyRviBNmR1Nmh6KVXeHjd5jP2zEXy/0b0pzrUk6W5F8oiTp86zwkyXJQcUprMrshNqSotryspbGqra22qvtzTeuXwXaFEBpvDkZGhhQ0dvTBYgMnMEbGBgYGBjYtFgyNgRY/PfqUZjtarNdDUyJttjkG3WxecxsGHtj11gNSodZ95e3zx933vC+ePyU059A50/QArx4iEAhEV6UEHazNq+5LC07jhfBgouogVFMSEYorjiCUhZFq45i1Maxq+PZlXGssmhmoZiSxsXEUoJiqLBENjojlBa5vMCVAAAgAElEQVRDRzHAHnDnU3DXs5QADx4qkI0I9Dl74uLRA6f27z65b9e5A7svHd3neeoz/4unIM5noS7nIJfPwFzO4X1cODA/LhxEC/DAelyGO59BO5/mB3oUBBPv5kYP1ufI2wvHmnNGG7OeNKb31ad+UxHfmMZPYgVxgi5Sfc5TfS4y/V14EE8OxJMGciV6uxC9XTCezogrFwIunfY6c9zlxOHLxw65fP6Z5+nPfU8dDzp/kuDlGoKGxjPJcQxSCBJC8XHHuJ6n+FwRIsExJHQcBR1LRsVR0MkMbBabUCSgVkQwK8LplWG0ChG5WIgvEGBy+ajcEEwmD5nCgafw0IlcVCIflxXFLkgVJYWzsmIElRmxCXxaDIsQyyZFM/FcZAAb5QfzPgu6coxK8Bh4cvXPPy38+adZ2zuLLVss/hjEdod8g2mgMfr+xOzH8462TYu3igwQvGnouwn0G3kPrl2yZhzQmwZN1hGzbXQTa5N1ZGvRvTnV8zfyeyy2bKnltzUiNvPB0thkl1qsY5vv/fdYvC3/JYv1ZrXerNFbNKsm5Wuj/JVR8ko/+sowtKofmp27PzhY8e2DlLs3Im9fE91rD7vXHtpxS/zwtqDzS5akM3hiRKB9TNE+xk/0Y7S9KMDid0UxYDFS3Y1QdSOAMRXabqS2G6XrROg6ERNdyKkezGw/XvUQqu1CyL8Fa3rguj70xCP8ZB9xso840UvS9ZB0fbSpJ+yZEcHMSNjMqHheGjUvj12QJy4qk5bU6c+0mc91+S90Ra8mSl5PlS5Ply/PVC/PVC/PVK3O1S7P1y3P1y0v1q8sNa8sNa8sNq8uta4uta8uXV1daltdAixu1S8165ea1+br1xaA+XWVy7MVr2fKXk2Xvpoqfj2ZtzyVuzKdtzqTvzqdvzqdvzKZvzyRtzyRtyBLUXSJem5Q7tRA24p8mvK8GrLdy+LOFUacygo5lcY7nsH5LIN7KEOwP1VwIJF3oigeWpoaXJWdVlNYWllc1lBT2dRQ1dbaeO1qG9Cm2JwM3fHw218PqAD6xYDFQMsYsHhMOiyVDf+9zt2ZbBqTbdNixZYehcxhVdlNqjfmqZ///Fo++A3U68L5Q7v9z3yOc3em+HkEY4IK44U3a3K+bChoKU/LimbG8pCRDHAyD5kvIpVG0KqjGLXx7IaU4Kp4dlE4NScEn8JGxdOg8SxUajAhmUcMxQZgPC/AnE+RQe4cRAAR5OZz9viZA7tPOu06f3jflS+O+pw94XX6mOfJo16nPoM6n0V7XMZ6XEa7XcB7O7PBPjwYiAn2poI8CR6XCVfOhQR5loRQvi1MULaXztyrmbhVpr1RrLxROHo1r6cutS0jOI0LDUG6cAKd+UHuoUi/MDSIB/Ei+1zGe14meDnjvF3RHs4Bl067nDhy4cjBS58fdT31ufvpz72/OO517JDX8YMBp0/gPJz5CHAMBR9PJ/MgIE6QrwAeIMbCgAtWxJBQSTRMOgNbGEypDmdVRzCrxPRKMaUkjFAYgs0LRueH4jK4iARmUAILHsuEJQsIpSlhlTlxyeHs9MjgxsKMnKjQCCqOAw0k+bphPS4jrpz1v3wM5PJZoPfnD+5VvH07+/0P01abfCudvw2x3SF32OUOu9xuk72LFIjN+oFYbdJN3bZyCYx0BPILiN9ZvFVhoC7eaE1sgXjT4s09/x6Lf9vobYW82br9BN1mFbwJ8bbG8cb/9i3V8W9bvO2r679kscmiNVq0eotGb1GtmpWvjKMv14ZervQ/e9E5O3dHo2pUjFUqR0rHR4pVw4Wq4XzVYLZuJGNWni7rDdYN8TSPKdrHON3HLO5CqLqQqi6Uuhul7dl4XteJ0nYgdZ0obQdi9hFW9R1Y2wkZfwiefIQc7wzS9iJ1fZiJR9ipx4SZAcrsEGN6iD01zJkaDZkeE83JouYUsfPKhPnx5EV12pI2+4Wu+Lmu7NVExaupqtfT1csztcszNSuzdStz9cvz9a8X6pcXG1aWGoGsLrWuLrWtLravLratLrXpF1v1i+8t1i/Urc3XrM5VLc9WLs+WL8+Wr82WGedLDXMlK1MFS+MZ2icxQ1/xOq6S7jWgrlWAmwq8y5MuZos/T+QdiGbsiaTtiqTuiaM5JdAPJTNPpHNPZQtO54SczBQcTeYdTeKfLUnElqYIKzLTqwvKKovLG2qqGhuq21qbAIu3Xpii4+G3QON4szR+1NcDjKN48mTT4qGRkSHJ2NCYdEgqG1KpJSrNqEYn2TambfGpYvG57OlLxYtXylfL469Xx99ZrHw3AVqpN8vXzDK9RWa0K0w21RaLN36yWW1Su1VuM8nfWLQ/OeZ//uG1fOBrpO9l1+MHUM4X8FcuEzxdg9HgvBhBW1nm3abiB+1lVTkRGeGUaAYkgQ3LDSWUiKjVUYyGBG5TmqAqnl0SSc8TEtO4mDgqJJoKjWUiwknQYDQI73054MIJqMtpSqAnCxFACvR2O3Xkwmf7Lxzdd/kzpysnDrkdP+T++WGfU8eQVy6SfN0pvu5o1/PIy2eIns6sAC8OxE+AgjACvKiel0KDPIr4hK8L4lTXSxe/rpu5Uzp1q1h3p1jxZeHjpozr2YKcUEQU0SsM5R6O9Y0hBUXgwbwgd5z7WaTzKZTbOayXC8rLOeDSGZcTRy4dP3zlzBcup764dOyIz+nPwedPQy+eCTz/hf+pY7CLZxgBPiIcPAwD5cP9eTA/ITooHA8RY4MicJAYEiyZhsznkyrDmdURrKpwRkU4tVxMLgkj5AWjC4X4dA48jhoYQ4NE06EZYZSmwsTagsTkcHZqOK+pMCtDxOcgwCQvN7TrRdilM6Czx3zPH/Y8d+DSqZ13bhT9+Oenb7+fslo/8GP5N0R+41C8cSje2OXvogDisMp+HWA/Wy3e7CFszgnaZuKvGxQm64jJOgIADTwE2hTAX39tMfASv+5dbInsV5H+psW/WG/U7JBZHEAHWf7LBUnHjLYxs2XMYh2zWP82iwHBzRbJtjnQUiArprGtFi8bZZsBTtOtmpSrpnGTbUJv1q6ZVAaLymhRLK8NvHjZ+XTpwezM1ZnJhmlN1bSqdGa8cEaZPyXNnpBk6IaSJobjpkajlX1cVT9L1UdW9xE1fThNL1bTi9F2ozXdaE0XSt2FUnci1Z1ITQdC04nUdCK1nUhdF0rbidR1onSdcE0HQvUQqutGqDugmk6YqjNI3Q1VPASruxGqbpS2DzMzSJwfoc4OkacGaZODzLkx4Zw0fF4Ws6hMeqpKfabNeDmR/WIq75ku7+lk0cupkpczFa9mKl/NVr6erX49W7uy2Liy0Liy2Ly61ALUv6uLrSsLLWsLLWsLLfqFVv1is2EBSIthodm81GxaaDLONRrnGvUz9S/UpTPDWeM98U9u8ztaqbcqkA1ZPqVxLpmi06m8Y3Gsw2LSXjFpr5i4R0zcF07aH0HaH0FxiqQcTKB/lkw/lsI4nsg4lsQ8lsQ5nsw7kcg/kxjsmh2NLkgSlGQkVubl15aVNdVWNTVUt7c0XW9vvXXj2t1bNx/cvf31/XuAwsB86E5gcFtPF9Avfvz40ePH/U+ePB4YeLcOnmRQMjY4Jh1UKkeUqmGVZkijG9VNSqZmZDPz8tkF2dySdOGZdOmF/Pkr+ctl5atV5TuLFWsmxZpZqbfI9RaF3ibT2+QGh8JoHzfa1Ub7uNGuMAFXCLKOWSxjFrPkrV35g31i3aT9+T9XZpR9aN/LrsedsFcusv296CAPAQpcGCdsK8v8sibvq7ayW3U56WJyAgeZyIRncNHVMey6GHZTPL89U1yXFFwWxSgQkbMEhGQWMooCCSMECLD+DLgXMeAKyvtioPMp3wvHwVfO4APcSUFeYJdzrscPOh/d73xkv8thJ6/Pj8EvX+DCgiIIWBEGRfFyR18+R/JwYQd48WH+0VRcKBbCh3hGYUHVEbTuikT1jaKZuyUzd/K1N7OV19Ll1zOHWtPuFYtLI7EJdJ9oomcyMyiLj05hw4VoDwroHMn7PCXAhYP0ZaFAGB9Xt9PHLp045H7ulOuZL84dOeB79iTK3ZkC8iL4ecBdzgWe+wJy6RTG4yIH6hOGA0dTkdE0ZAQZIiaCI4ngKEpQLDkoL5hUFcWpjuJURDAqwqllInJhCC5fgCkOI2awETHEgAQ6PFNALo7i1qRH1OXHF6WLy7Oim4rSw6k4kp8nwfMKwfMK1v0yyv0C6PwRl5O7XM/tfNzd8NOPM2+/19rsUrsDiGxLtj18H8dHYrdLPxCH1GbfiNUutdqlNrvUvi6zr8ustrGPRGK1SSw2icUmsdolVvvGfZtDanOMvXs4+u6vY1bbmOXd9hab5P1+7B+OxSoxW0fN1lGzZdRsGQXuW6wS4N3ZHFKbXWq1jVmsEotVYrZJjHaJ6V3MjjGzY8y8Lt2MyT5mtEkMtlEjELvEZB4B9myxSqy2MZt9+ycJ7B94m1abZPNJINsslgHZtqjHlosXy1aMCiCrJpXBOrlq1KysKfVmudEkWVnpebZ0b3Hu6sJ0/cJUxbyuaFadM6tMn5EnT47G64ajpoYjJ4fE2icC7RO+pp+tfkTXPKKqHxE1vTh1D1bTjdZ0o9VdKFUnErBY24HQdSC0HQhtB0LXidR1InVdCF0XXNOF0HTBVR0wdSdM1QlTdUHV3VBND0Lbh1V1ozU9mKknhNkh8vQQaXaEMT/Gn5OEzo6Gz0liFuRJS8rUZ6r055rM5xPZz6fyns8UvJwtfjFb8ny65PlM6av5quWFutdz9a/nG1fmW1YX21YX2lbm2l/PtL2ebjIvtZuftpuW2kyLreaFVutSm/3ZddvTa6/UVdpHGT3XQm+W4ZtyoDVpoKpE79IYtzzhxXTeqQTa0SjSwUjiwUjioWjS4QjyYRH+gAh/UEQ4JMYfFhMOiwiHRYTDYvzhSNzheOKRJOpniYwjCazP4tnH4rgnY7kXEkJ80iOx+ckhRVmx5fmZdeVFTTUVTXVV7c1N19tab12/dvfLmw/u3P763vtrGXc8/HZzQdLe3u6+vp5ty5IOjwyMSgYkY4OSsSdyxZBifEipGlRphrUTo5PT0pl52cyidHZpbO65dPGl7Olr+YtlxatV5fKacnlNDli8apavWeRrNrneLl9zyPTrCoNNabCpNiy2y8x2mc0+ZrONWc2jDovse5vGuqb8+fvnC6pHeLDrlRP7MVfOh8ADuBA/IRZSlhR+rSL7elX2vaai+00F5anCRC4qmYXMFeCro1ntycKWeEFTUkh9YnBtPK86nlsRxysQ0xJYKCHBn48BMeFeNJgXDeZFAHvAvS+B3c9BPS/QoD44X1eI89nAi6dAZ7/wPfW5/6lTiMuXxFhcBp+XHcyPxGHY/r48MCgcA4smoZO51EgqWowNSKRCmhPYgw2pU3eL5r8qmrmTo76eImtLkLYnjbSlflsRURNHSGf7pTL98kLg5VGkoghCCgcqxnsJ0B6heFCygBTPJzER/p5nj585tPfy50fczp1yP/MF6PxpjOcVFjSAgwiigr2xXi5o9wtYzwsMsHsYPjCWgYqmwcRE/3ByYAw9KJ4JTWLACsKoNXH8ymhuWTitTEwtDiUAy98VCQmZLFQk1i+RhiyJ5FUnhJUlhDYUxFcXxDYUJ9XmJgTjoCSQJ9nHg+jtjvG4jPW6BLpw2OXkn4iIs1rFrb/8qPnxz+PvIP5fFZt9zGYf2/qMY13mWJfZbJIPxrolwL/97Vh/+U/+6r+1WEctlhGzZcRkHjaZh82WEYtlxGId3Ti89/sctVhHzbZRs33UaB812kdNDslmzOtjJocEeN5gGzHYRoANzG/GLNYRi3XUYh212kY/eCRWm8Rmf3+cwKexmQ/Wxdst3l4Xb2Rcb9Yt61XLa4o1k8xgGFl+3fF08fbifNvidN3iZMW8rmBWnTmnSJuRJ02NxkyMREwNh08OhekGBJonPG0/U/2Ipu6jqPuI6h6cugcDQPwxiwGOtV0IbRdC0wXXdMFVXTBVF0zdDVd3wzU9cE0vavIxSduHV/dhdI/xkwOEyUHizDBjQSp4Ko94qox/Pp72XJX+XJX5TJ3xQpv1YiL3xVTRy5mS13Nlr2ZKX0yVvpgqX56tXVtsWltsWZtvWZltXpltXZltMyzctD6/u/76nuPFLf1sy5ysdKwzqftG6N062rVSXEsBqjzJN1t0OZp6XID6lAffHYLeF044HE3+LJp0NIZ0NJb8WTzteDzteAzleDjhiBB7QIg9EIo9FIo9FIo9+C6HQ7EHwzGHI7GHovGHYiiHYuhHYljHolgnI1jn40P906OJeamhxdnx5QWZNeVFDdUVjTVV7c2NH7QYqIsBi7u7O7da/Pjxo3cWPxkZfbJhsXJwm8XTc1LA4tnn0sWX0qev5S+W5a9XlctriuU12UZdbJKtWeRrNpneLl91SNe2WGxyKC3rCutbpWNdtv5Gvm6X6ZcHHSbFuknzo2VaK/mWjvL2PXuU5OkiwkBDUIERZGRNRuzt2oIb1blf1ua0l6XcqEhPC8EnMRFFIkq5iNqeLLyaEtacGNKWGnY9K+JGbnR7ZmRFDDeNi4skgUOw/kJ8oIgEFVHhQgpCQISy0YE0mC8D7kv0dwu4cPLigd1n9+7wOH4E7erCCPBP43Aq4mLrkhILwkKSaKREGimDTcvkM9L5tHg6JoYEyWAh2pN5o03p8w9Knn1bOnkzXXM1SdmWJG9PlrSmdFZGtCbTikNhBcHQcjG2Lo5el8CsiKblhGASmNA4OqwoNrggJiSWTcL5uV05cejsgb3nDh9w/uwI+NI5kq9XMBIaikHw4IFMsC8H4huM9I8kQqMpsEgiJAzrJ8L6RJMDE5iQFDYii48riWBUxvLKothl4bSycBpgcQYTlstHZzBRsURwEh1dGM6uiBOWJYVV50aXZYeXZIjz4kK46EA62Ifu70PwvIJwPY90Owu6cNjz3O6CNMbz+c6ff9L+9OO4ff3vae7H8muLP7af/w6LraMW66jZMmK2jGw+3PouNmpzK9AD2bAY8HfT4q0cA09a38qsb2VbD2xz51sDHNvHPrft12lbNY/9bouVBotuxaBe0Sv1ZrnBOLz8uvPZ0p2lhauL03WLk5XzuoJZddY7i2MnRiInh0QTg6G6QYHmCVfTT1c/oqj7SOo+groHo+55DzFgsaoDoXkI1zyEa7dwrOlCarqQGxZ3w1TdMABibS9S04ue6Cdq+0m6J+TpIersKGNOwp6T8OekYXMS8bws7pky7Zkq89l41jNV1gtt9svJwtczFa+nq5dnql/PVC/P1qzONqzNNRsW2tZf33a8um19/uXaXPuCokbRl9t3N+6b9tCr5eT6fFRxEig17FI040Qo/gAX+SkHsZcL38tH7QtBHQzDHg7DHhHhjoZhj4Rhj0SSP4sifRZN+iyK9FkE4agIdyQE5cRH7OMjnYDwkE58xAE+8gAfeZCPOBCKOhSKcApF7hfhD0ZQjkTQPwujfR7GuBAnBKfHUPLSRcU5iWUFWTUVxY01lY211Vdb/orFwOLQgMV9fT1b18EDLB6VDAAWy5WD2yyeXXhv8bNX8pcfslhvluutMr1dvmaX6h0Kg00J9CgAi21vletvlG/eKtftitXXg+bVsbdm7X/aZ7WSb1g4v4BLx+kB7pFEZBg2KIaObSlM+a698lZdXktpSmWGuKUwoSo1NI2LyRXgq6KYNVHs62ni9jRRa2pYS3JofTy/TMzI4mDjSBAxBiTC+MeQYXkiVnVKeG44JxQfxEcFxjAIGSJuqpAVRSfwUEFsWGA4GZcVKiiKisgOEeSJQgvCQrODuTnBnMKw4EIRPzuYAUxBTmegS0NJdzPCpE1Zc7eLFu8WTl1Ln7qWPnEtQ3MtXdac2l0eeTWFUS5ElYYgK0TYmihKQxyrPp5TFcPMDyGlsTE5IbSiyODSOHFeZGgMk8JBBJHBIBrYP5yAj6eRkxjUGBJehIKJUNB4CjaLTy+L5OcEU2NJUBHKNxLnl0pH5AlwhUJSsZheGcOtiuVVRLLLImgVkYzSMFJBMLYgBJfBgqXSERlcXAaPlBFMzhOxSxJDSzLEhRlh+cmhiaE0BtyPHuTLCPDFe7rivZyxnhd8zjghvI73PCj73iL/6fvxH39Qrjtk20qz37by9xj6axM/UBfbpR/Mf4PF25QEHn5wn8AQZkBeyxvp1ti+l1vfyn4t8qawm68CoL9J/6bFwOew7bA/aDHQLx7b1jXeuFqm8V0MCr1Zu2pUrRqUerNcbxx6/arjr1kcNjEo0A7w1I9Zmn4a0C9W9+HVPWhVN2qrxaoO1KbFW0VWdyLUnQhNF0LThVB3I9TdCHUPUtuL0vWhdb1Y3SOitp86+YQxPcScGeHOjAqmR0KmRkTTo1FzsqSnyoyn6pyl8dynqrzn2vyXk6WvJqtfT9avzTabl67Znt8wLFx9qqrRDub33I6828hpLMAWJ/lnRXokh1yKZp0Rko8zYXsZkD30oN0MyG4W9FMuwikYdSgEc5SPOMhHHgpGHglGHgmGHwqGHwpBHQ3DHBPhj4bhDgnRh4JRB/gIJz5iPw++j4vYz4E7AWHDnTiwg2z4QRb8IAd2iI84woU4cWBOPPSBEOJhAemogHIylH45TghLi2PkpUeW5KaUF+XWVZU11lc3NdRebWm+0d4GWHz/9q2v772f8fHwu28eAi3j7s7NNsXWJaKHhh8DFo9KHssUA3LloGJ8QKUZ1uhGJqbGpuekM/Njs0tjc8+kSy/eW7yyqlhZk60ZFHrjLyzW26WGdxabHCqTQwks8LUxLtWusBilhuVRu0n180/Pp8e76Bgv77MHWRCvaApKiAHH0NHXyzP77zbfbSiszYnJjmQWxfOvlSaVx3Kz+NjqGHZ1FOtqmqg1KbQxjl8VySwKIWaxMSlUWDwxKBYPDkeCkmioxpSoryvzapMjQpEgLtgnlUOpSI6sSoupz05uL85uL8yuy0gqj48ujopIZtJiKYQYAi6BQsjmsYvCgvMEnFQmMY1BzGIRCnikugjWN1nhsvrMmeuFCzfz52/mPL1TsHg7f/J6trQptatQ3BJNLuIElQcjK0KxFaH4ijBSdQStNppZLmbk8klxJHgCBZPJY5REiSsSYkpiI4tiIkrjoipio8sixDnB3HgyPgINjyWg8wTM2jhxW1psiYgdT4SIET5xhIA8HqEmmtOUGNKYLGxOFTUmCWtjeJURjPJweomQUBCMLRIS0ljQVDYyO4SUGULJFNIKonhFCYK8ZEFhZlhRmjheQGWjAugQXxbYj+TjRvP3wHmedz+xK5TsO6N48PNPM29s0h/eyN98COL/Bos/tv3favH/j2yWvYCMH2wj/FWL7T8obN/LLW+kJodEbx3ezK+/IT5YF29+Jr/H4rHfGE3xvkY2yFeM48sG5YpevmaSrukHXzz/dmnh1uJ8+3uLVdlzivQZWfLUaNzESOTkkHBiKFg7wFE/YagfUVWPSKpegqoXp+pGARYDEI93IFQPAYvfc6x9CN+0WNuN0nQhgWu5aXvQuj7MRB924hFheoA5NcidHOBqn3B0A4LJkfCZ0Zjp0fglZeZTde4LbdHLibLXk5UrM9WG+QbTYsvrySbN44LvrgpbivBVGbDiRP/caK/UMBcx9QQbtZ8A+gTj/R9E/0/okL00yF4KeA8z6FMm5FMW1IkNc2LDDrBhBzjQAxzIQQ70IBd2mAc/zIUd5gQdYoEPcsCHOJCDHIgTB7afCzvIhjmxIPuZQfuYQZ/Sgz5lQJyA0KFODMhBOuQgHXKQEXSYDTlKDzhIDdzPRBxgYQ4xMUd4xNOhTLc4ETotnluQEVuSl15ZUlhfU9nUVNvcXHetteVGe9vtG9cBi7+6u3FdeaA0Bize2jLu7+/r7+/btHh45PE2i8fVQ4DFU7NjgMXzv7R4dVWxuibTGxSGLRYbbBsWmxwqk0NlcowDFpsdMmAoxbpD8cMbtXlNajEof/751bPZgWCKv+sXuxkQ90gKQoACRVDh18uzBr9uv99UVJkRkRxCzI1itubH3ixKLImkF4sp7emi1hRhW4qwLUXYnBzSkMCvjuaWhtHyeMRMJjaVhi4P590rzOisKb6Zl1IUxk5jEjO51DQ+NYKKElNQCTxKMo8WQcII0fBwPDqOTEigklLolAwOPZvDyGBTUuiEZCo2j0srEdArhczmKO7XmWJJTdr01YLFG4VTrRlz17JnrudoWjJGahO7CsPbYiglHGhVCLY2nFwjppSF4MtCCFViakU4s1hIT2fiIjFBwUG+AmiACIuIIGKjSLgYMj6FQUuikGJwmAgULBaLzGJRqqOFV9PjrmfEl4k4iURIFNIvgRCYx8PXRHKaEoXtaeHt6RGtKaLGhJDaaHZlBKM0jFwcis/iIDJ5yEw+LoGJSORgq9Ii2ktSS1LC0mLZuekhhamimGAiDwemQbwZgT5kXzeavzv04gnvk3urMkNW5/t//sucwzT6w7r0zd+tLv7wubiPWfzB3++bOP4vtfhd0SqxWP/Kq1jtY2bbqME+agC6xg7JZsxvpKZ1idE+qreNAAob7KMm2wfeyO+v5bdbvGYaA7JqlLyLdNUoXTXJVozSVaNs1ShbMWxkWS97rVe81stX9LJVo2Rl9cmzp18vzN1cmGvbsFhbOKvKmVNkzMhSAIsnBkN0gzztAFv9hK5+RFU9Iv7a4vEO1HgHUvUQNf4Qrv4Orv4Opu6Aqzvg6g6EugOxMb6iG63pRm3c9mJ1j7ATjwiT/RRdP3tqIHRmMHxqKGpOkvR0POelpvi5pnR5qnpxvEQ1kDHwddS314JvVFMaC9FVWbCcKN8Y9gUW/ADG+49I9/+J9Ph3lOd/oDz/QATtwvvtwPvtIPrvooA/pQXtIwXsIfjtpAXupYM/ZQQ5MYMOMIKcGGAnesA+WsB+JvggI9CJCvqU7LuH5LuPCnJiBmQ9AAwAACAASURBVBxiBR1kgJ0YUCcO7AgTeogW5EQJ+JQE2kvw20MOcAJCDHQiBxwkBhwkBxwk+x+mBhwj+h3Ggw6Qgw4RoQcJ0EMM3JkQlk9iFDkzWViUk1xamFNZXlxXV93UXNfcUn+tteXm1fbbN67fu/UlYPHmhSkAi7eevuvt7QYsBlrGgMUjo08Ai2WKgb+fxUrz+jiw9i0wNcvhULx9o1q3qhxWzV9+XLSuqQvSg30vHyT4XRQTIcEovzBSUGtxSv/9lvtNRdVZkWlCcnYEoySWc7MosSFVmB9KbEsXt6YKW9NELalhTSnCphRhQ2JoVQy3OJSWxcGl0lEFIbTKqODKKEFllKAiMjiHS43CQXlQH4L3RZTbGZzXRZK3K9HThe7ryYcE8AJBQnhQLAGTQicmU/GJFHQmi1gcyqqK5DfGhLTGC28mCb/NjhisSBxvyNQ2Z8iq4uQ1CdLqhMHy2P7SmK7CyJtJnOoQXG0YsS2Bey05pD6KUSogFAcTikMpxUJ6mYiTxSXHEpEiNCQEGRSChPDhYE6QvyAoIAQSKEJA4oiYPD6rNk58NTPpVn5qe1p0RTgvi4lNpSIyGMg8Hr48jF4bw2tKDG1JDmtLFbckh9XH8aoimRXhtIpwar4AmxuCy+DjxAT/KDq8tTjl4dXK2ry4xCh6Wjw7M44nZqGCCUHUIE+avyfF143k4+z7xX4S6Ly0o/nNsuw/HZofLGPf22VvHfL1Nx/I36WJbP/4ubv/XRZ/sLX9G31qk3XEaNuIyT76PrZRk23EaB0xWIeN1hGzfdTiGLM5xv5Wi7f96XdZvGaSrZlkwP13EEuX16TLBsWyQbZqlK+ZxlbXHj9/9vXi/JeLc+/qYm3RFovjJ4ajAIs1Tzjqxwz1I6qqb7MuRqu6N4ti1HgHavw75Ph3CMDi8YcwVQdc1YEA8s5itKYbo+3Gavrwukf4iX7iRD99akC4JEt+rsicGU4b700e+Cr6u/aQ65W00lRweqR7JOc0n3iEjtxPDNyFcP+fAZf+H9DZfw44/y+Qy/+OuPJHlMcOtOcOjOcurNculMcOjNcuvO8uvM8ujNcOrPdOImgvJXAfCbSHBNpD8dtL9t9LAQG3+8j++ymgfUS/T4k+ewk+n5L99pFBThSQExm0n+y/jxSwnxJwkOjvhPP9FOvzKQG0nxhwEA86gAMdwIMOYP0P4ECHsKBDONAhHOgIHnQc43MU43sEF3gU6X8A7n+AiD4dzAIlx7FzMqKLCzLKSgoqKkpra2saGmsaG2uu/j6LgZbxNosHh/p/2+LpOclvW6w3brNYbrSPb1oMLFXpeKNcfztutcoMhpEfv5/86c+zb626n35YfPigEg85j/A4FYoP5KP9hERwY0FC752G+02FDfmxOVGsBB42NRhXHs9vzggvjWTmCQgtaWHt2ZH1qaFl0ewCEbVITC+NZJZFcEojOMViZq6AksEhZnJJ+aGMojB2fjAthYHlI7x5CJ9glB8X7sOD+YUgwRE4RDQBLUJBBVB/ARgkRoJj8LBECqpAQK+PFzUmiK6nR9/PTXhYmNhXmtRfGtedJ36YyR8pjx2uiOstEH+dEfx1RshXmWFtsaxiLqpKSLiZFvZVQdy11NDSUFIOG53DweXySfkhtGIxp1DES+fTEhjEeAYxlk6IImOi8KhIHDKGiEnnUErEgpr48Jp4UVWssCY2tDyCVyxilIazKyNY1VGchoSQtlRxW6r4Wkbkjazo9rTwulhuaRilIBhbFIpvSQ8tEJGSWIgIcmA0E1mfF/ft1cr2qqz0eG5KLCs1ihXGQEQw0ByEHwfmy4b6UP1cvI7viWHBrS8VPzsmHSsj/7k+/r1V+nb9f4/F22D6PU79vSzexvGvewW/cNPxi9jWpRtxSDeHPJvfzQa0fsjirfv8q+/rlz0K4yiQFePIimF0xTC6YpCsGCSrxrFV49hGjbwhsnTFIAOmPgMWr6z2P3v6YGHu5tL81aez9UtTVQu64jl17rwSsDhxYjh6YlCoG+SrH7NV/QxNP1XVR1H3EVS9uPEu9HgXWtWJUnWiVJ1oVSda9RCteohSfQdXPYSPP3wP8XgHUtWBUndh1F0YdTdO04PX9REn+klTjykT/ay+L/GVKc5JvNPxnM9D8EfZyCNk8EGk1y7PM//jyhf/5PrF/+l26p88z/6z34V/A134A+j8HyGX/wRx/gTqsgPqvAPi/AnU+RO4607ElV3wK7tQ7nvQXrvRXrtRnrtQnrswXntwPnvQXjvR3p9gvXZivHfivHdivXcSfPbgfPcQfPbifPcSffcR/PYRfffjfPZhPPYg3XehvT9Fe+9De+9Hee1Den6K8PoU430A43sI7XsI5XcI5XMI6XMQ4XUQ7nUA7nUA5nkQ6n4kwOVggMv+IM8DQV5OMNARGsElQojJShXmZyUUF2aXlRZWVJbX1lY3NNY2N9dda2u90d725bWrd27euHfrywd3bj+4f3fz0vLffahl/H5k2+CjoeF+4NydVP5EphjYPHe32S+eWZTMPR17+lL27LXi5YpieUW5tqbU6xUGg9JgVBiNwOBiucEm1ztkBofM5FCZ19Vmx7jFsWHx+tvxN9+rHA6lxSz98fuJn36YsZvHf/7L07npnoQIHOTKcS7KO5GPDyUGpItpN6oyHzQXtpUm58dxUoWkeBYiNRhXGcfL5ONSGIj7FWm3y1MKoui5Ykp7QVz/zSpNz82ZJw90PbcV314dvtP45HrN0M16yd3m0TvNwzfrH1+r/rax6Ku6/Ps1+feq87+pK+5sqnrUVvf4aoP0zo3Ba0099ZXXMhPzg2nZXFI+n5rBxNbHC29mxz4sT7+VGV4hwLZF0yQNGUtf15oGb5lG7uoHvpz7qqa7OLYunFzCR5eG4MuExGtpYXcL4+rjuYlkcCjUjelzEetyguJ1ngfzEuMh4WS4iAAPxUFCsEECDFiIhoaiAoVosBgLicLDo/DQMJS/AOYTCvcRwLwiMKAsHqE6Lrg1PfJqdvSNnNi2tHCA46vpEdVRrCwWMosFL4ugNKeHZvLRsZTAcHJgFANZmRHxoKX0Wm1uQYYoM5EfJyQL6XAxBRmMAQswgawgD7jziaDzh+/VZv7FOvWzXbu+Mvy9SfqDXf79G8Wbtx/IBxsXjnXZ1m0+iPgHTbe9G8AA2Lf+Rr4N6F8TuW2DX9P2X/+G+JjOv8gmvutS27rU/kYGZNv8wE2mtx2wxToKDJ77WO3/Wz2KFdPw+xgkKwYJIPIv+hXvIwcsXjHIVo2jyyuPni7dn5+7vjjftjBVN68rn9MUzqpy5pVZs/L0WWnytCRualg8MSjQPOGqH7M0/XRNP1XdR1L14sc7MeNd6A2FO9HjHSh1B1bdgR7vQGytiFUdCKBqfmcxXtND1PWRJvup008Y0wPBX9UjAs//48UD//DFrn84vfcfLh76vy4c/h8uJ/7N9Yt/dT35/145/S8eZ/7V48wfvM780efMbp+zO0Hnd4DOfxJwfkfAxZ1Bl3aBnXdBnHcFOe+CXN4Z5LwL4rID4roDfmU33H0Pwn0PwmM32ns3ynsH2msX0msnynMnwnMH0mMH3OMTpMduhMdupMcuhMcupMdepCeQT5FeTnCvAwivA3BPJ5jHfqjHfqjbAYi7E9h1X6DbvsArThtxcwK7HQC7H0J4nwry+BzscQzmfwIddJKIuhTKDUpN4ORmRhfkJBUXZJeXFVZVltfWVTU21ba01F9va77e1rpZGj+4c/v+vTv3790BLi3/7bdfb2sZ9/Z2/9riMenAmOwxYLFaO7Jp8eyCdNPiF68Ur5cVKytK/ZrSaFAaDUqDQWE0yY1mhdEqN9jkRofM4JCZ11XmdbXFMW5xjFvWFcCyEetvVW/eqGxW+bpV+dautlvGf/7LwhuH9v6XBTS4KxPmli6iiGmQaDayJDnkanlqa0lSWaogQ0SKJAdGkgMLw+ktGRE1iYIMPq4mPay9JLExL7ouO/xuffbje3UjXzUN32/ovlbR0Vr6sLmou73syZe1I/eaRu42DdyqH7xd39VW9k1D0cPmssdXawdvNo3cbB291ab59s7Ew7vzPd/IbrXcKUi7U5ByryClNpbfnh5xNSuyPp5XG8VsS+DeTOUPNaRbRu6aR++/6r8+9aD6UU1KazyrkI8qFGCqImmlIkqJmFoaTiuNpNenCL+uzvqmNq8pK7o5O/ZqUcqtqpz7jcUPmsoeNJbebyi931j6sLX6m8ay+zVFd6vy71Xk3SnPvlmccTUvqTQ2uDCCUxbNq00Oa0qPbEqPbEwXt2ZGfJkbdzUtvCU5rCU5rD6WWyqiloVTahM4pVHUBAY4mhQgJgVE0hEV6eF3GgpbKzJKsyNzkgXRfLyAHMRD+4dgA4W4QKrfZdCp/VyY24Lkm78YtH+x697oJT9YZD+9Hf/hrfKDFn/M1o9ttu35t98rgQCt563nyrZZvLU9/UGFt57r23bC7b/f4q11sW1duq1qtjreF79my4jRNGQwDuoNA3rDwMZY5l8d/G/2i40jWzK6ZhxdM0rexyDdmg2LDbIVg3TFNPx6+dHTpfsL84DFtQsTFYDFc4qsGVnatCRxciRWNyDWPA5R9fPG+9jqPqa6j67qJY/3EFWdOFUXdqvFG3Xxhr+IdyMrUOMdmPEOjKYHr+nBq7uJuj6y9hFlop8+9YQ1Oxw2/CA44Nw/Xjn6D8f++H+cc/q/zx/4l5P7/uXC0T9ePP4fFz//90tf/JvLyX+/8sUf3U7u9Phir8fJPZ6nd3id+ZPvmU98zu0Andvpd2FnwMVdoIs7Qed3+F3c4X9hh/+lnYGXdga67Apy3h3kugvuvhvmsQPmtgPqvgPmthPivhN6ZUeQ2w6I+y6I2y6I2y6Y+x6oxx6Yx16Yx16Yx74gt/2BV5zAV5wCXPeDXfcHuO73d3Xyd3Hyu7zPz3W/v+uhQLfDQZ6fQXxPwH2/QPifJkKv4CGuBPgVGs6DRfLiMQNjRKSstLC8rPjCnNTSwtzysuKqyrLa2orGxqrm5pqrLY1Ay3hzKMW9u7c3Ly3/zTdffffdN5ttCoDjR496N07f/Q6L55akC89lz17KXr5SLi8rVlaUa6sKg15hNChNBqXRJDcBFtsVRofMuC63OMYtDtWGxQ6ldX0csPj7H7R2h8Jqkb9xqB121Z9/mPz55/ln8/1FKXw20j2ECIpgQON4qIRgbEE8pyE3uiZDVBjNjGfCw3C+1UkhEz235F+3pgfjoxiQm9XpdxtyylJDytJCixJ5qaGEDBE5nouKYkDDqeBoJiwthFAQxSyN55Ul8CsSBYURzBwhNU9ELw7nForYuQJ6JpeSREZlsUntqTEPK/O7a4tHr9ep7rU+bi65mRPTlBpWKCB8VZywMvTgSWNWYzRltDW7tzzh28LIG6nc4mBkCsknnRZYLCRUx7JrE/glEYySCEZLVqT0q5Yfn2l+tr/8z+WpH19O/vBiYv25bv25bv3F5PqLSfszne2Z9oflGcdTrWFapp+SmmfktjmlaVq6qhmafvLN7OB3S6OdM0++GrnXfL86uyUnujkj/HZh0u2CxLZUcZmYURRKqohk1MSyyqPp2QJMDAUURfSPogbFcrBlaeKrFZm1BQmlmRHZcbwYPp6P92cjfMJJ0AgSlOh1DnzuYHkiz/F07CeD+i8OnWNt5D/XVX9+o9zsUWxj9GMWf+wU3+8pjW2/HFf7N1kMsLW1ifHrLf8miLft5G+1GKiOAY63ztu2bhnKZjIPG01DgMhbLd763n/LYr1x5FeRvI9BujWrRtmqUb5ikq0ax5YNQ69e9zx7+mBh/vrifPuzucZnMzULuuJZVe6sPHNSkjwxFK9+Eql7EqF5LFI9ClE94qv7uJo+tqaPruolq7rwqi6cugsLQDzegVI9RI1/tzHjY8PiLoyqE6Puwqm7cJpeoqaXqO0lTzyiavtpE48ZU4Os2RHRxJP4SPrRE5/84+c7/vHzXf90fOc/f/7pf5zY/4dTh/9w+ui/nzn2r+eP/+vFY//hfGyH62d7XI/tvnLiT24n/+B+8g/up/7oefpPnmc+8T67w/vcJ34Xdvte3OV3YZffxd2gC7tAl3aBLu7yu7TD7+Kf/C79EXTpT/7OnwQ67wp03Q123RN0ZW+Ayy5/l10glz3+LntArntArnv8XHb7uezxvrDH++KnPhf3+V528nc5AHI9GHDlaKDbZ3Dfk3DQKYT/OXTgBWzQJRzMhQB3JSLcqShfMtKHivVlk/359CAhFxkfychOCy/ISSrOyyotzK8sK62uKK2tKW9oKG9qrmpvbti0GGhT3L1zC1gZ+uuv7m9aDLQpNgcab4xsG+gbHHo0MvrkNyxeeCpbeiF/8Urx8vV7i/VrcqNx3GRUmswKwGKTTWFal5s2LH4f67pqw+I/a374/5i776i27zRf/Hfv3rm7d/bu/KZkMslkkjixHde4xL0XXOhdQr03hCoSAnUJSUggECB6LzbGNjZgsOm9qUuAwWDcneKGRFMBO+X+IYcQ28lmsrP3/s55n+/BOkgWPscvPTyf5/P5vhhzukYWF8dcrpG5OcuLFxMvPBMDzeVxuFCw704y+GQsOogMPikkA/OTYnMkVBEJKCWDxCSgmABoLkl9qG8euFyUJ2PkKpjlGt6lImVDRVp1bmK2nJ7CxSexkGIahE+MTCBGSGJASUyEmoPVxONzBOSsBFJmPCmLS85gk5LICAEqkgMKJp0+TAvyUUcjz0jjzifxLibza1T8chE9l0NIIgE0NEh/RdqdtnMXkhgZ5MhmLa8lk9ddKOsvS65RsaQIP7LfLgUu/HxKQmYcNoODLxTTSuWs6lRhc4mm80x2Xb6qUB6XJ2UVKDhnNOLLhalXK7IaK7LqSzMaSjPqizSX89X1RZprZdrm8uzGkvTavOSLWYqmkgzjlcpbfY13BptszdVtFRk1mZIzyvhqNa9UwlBGg0Xo0GQKRBuH0sTCRdhgNvhEHNQvAR0ijAanC6mFyXytjJ0hZUiYKA4BSAKeJkWc4uOi2JDg8L0boSd2DNQVPH9s+2Zm1P3MuDhjcs8Y3PM/zFEsc/xLLH6dtp/qabz+xPmXe8/+PouXn/s6x78if0dX+ics/tFhcitaya98UC2/zit7TGa+3/v38xYProjXYt0zu+57jg0/ZPplm+LJjOWJ3fjVs/4vvmx9cL/+3t3zd2+fuT9VfH8y7+545u1R9V3v8p1eOjEknBoSTgxwx3rZo92M0c6Y4Q6CrQ1raUEMt8KGWyHDraDhlqiVFr/c99EKGG6JHG0DjbaBRtuho+3QsU7E9Q7E9S7UWDd6vAc30UeY7CdODTLvGGXXKsmfrfrnbR/+04Z3f7P+3d9tXfPehlV/2fLJX7au/9PWjb/7bOPvdm/8094N7+zf8Lf9G947uPmdA1veOrTlz4e2vX1k2ztHPnv32Gd/Pbrj3eM73ju2868ndr1/Ys/7p/d+eHr/Kv8DH/kd/MjvwAenD3zgt/+D0wc+8N334Slv9n/os/v943veP77nw2N7Pzy+98Pj+1Yd27fq+L5Vpw994nd4Q8CRTYE+W0JPbgv32xEZsBcYuA8afhgScQQaeRwO8IEDTyBAJ1GgUyiQLxYagoEE46DBJFQIlRDJpkLEPFKKPF6TIs1MVWWlp+ZqM/KzMwrztcVFGaUl2ZWlxWfLy7wWeyfblu8M3XClrqGhfmWbwlsav26x3tD7H1r85SPbo0eWx4+szx5b7E/NM9M2h906M2OZmbXavTcY/gmLF9zDC+6R2Xnz869vuNwjLvewyz0yO2dye0a/++aW46Fem0gNO74Z4r8zBnqSDPZJIISni6KVschYuD8HGSQkRNKjTsVCfDMSiDXZiS0V6eezJOezJLUFSZcLkpoqNFfLU4tVcXmJ9EwROZWDSWIhVCxEMhuZwkap2ajMBJw2gZDFjdYmEJOpKBE6kgsNTYCEsiP9eZCQdBquUsw+K2VXiBgVQnqZICaLiaIE7OFEHC0XkM6IyMVxqNqk2P5ipaEybfh81nh98UBZajYDTvHbmwA4UcAlqaKhaUxMkZhRIo3N5cZo46M1LIKEAI4JO4kLPIz2O4ALPkoF+bORYWxUWCwilIuJ5OOiBASQgAASYKO4qIg4WAgbGiQlQZJi4BlxxKpkfnOxpr0883JmYklibJGEns0jpdAQSWSwJhaVyyOmsxBSfGgC3JcFOsGG+HKQQUICKJlD1IqZaQKakkNgocPp0EBi+AkK0FeEjyIFH/Pd8qGcCrVP9i9+Zf12bsz5zPiNZ2zOPuR2ml3OH6H5Kyz2ivPGYtn7+LLy3qf/aotf0e3/jsU/VVzPzuu8x2LMzuvnnYYFl9HpNjndptd/qFeK8eXehbd98cpf9yOLpx2DK6KbduimHUPTjh9Xx9/XyN6Ziqez5qcO05dP+z7/ouXhgyv3711Yrovv3ci6O5Z2b1h925p0y5h4Uy8Z6+HZ2uOMTdSBekJvDbyjOrK5IrC50s/SBB1uhQ03g4dbQN/3KAAjzcDhVsBwq3d2DXi9HTzWARlth17vgI13obwV8VgPZqKPeHMgemowZmqIeUsvHu2RI4M//uTt/7b27d9s+NsfN374zsaP3tm09q3N637/6frfbln/2x3rf7dz/Z/2rHt3z7p39m1+e8/mP+7/9E/7trx1cMtfDmx75/C2dw9uf+fw9ncPffbu0c/eO7LzveO7/nZs9/sn9nzos2fVyb0fn9jz0Yk9Hx/f/dHxXR8d3bXqyI5Vh3auOrpnzdG9a3z2rfM5uP7U4U2nj27x99kW4LMt3G93hP9uQMBeQNA+cMhBSNhhaMQxaORxGOA4DHACDjwJjzqFBPuiIH5oaAAaGkREAUhIYDQaEIMDMskQHgujEDM0KoEmRZaZqsrJSMvLSi/IySzKzygpSi8r1laUFCxb7OXYa7F3Ba9hRZtiuWv8w/Ld32nx40fWp49s9seWmafW2WnbrMPmtXhm3jKzYHW4zDNuy+sWz7tH5t0jjjnz868nFlzWmTnjvNMy5zQvLo1++/XNb5w3r1alwYJ2hftsjoGeYOOCEwjh8lhEIhXCw4dzMaGS6CgpGcSE+KL996L89sjI4NpsWXtlRn2u4mphcldVVmNhcmVKQmEiM09MzeTiU+NQybFwOQ0sJQPEpAgJIUJKiJDgIwXo0DiQPzPyNBcWKidAM5j4/ATKOTm3XiNt0Ejr1IIraaKrGZJSLik+/Cjl5E4x6GQ+Hd6cxh+tzh6/kNuXr9CXqm3nsvXlmno1T0tDcMJ8ok/tFUJDVNGwEiHjcpr0Spbiaq7qSpbqnFJYIGCmMnAJ8LCYsJPRIcdpkb5x8FAeBiAhQmTRMFk0TIABcMBBsUB/NiiQhwhLoaFSqEgVGa5hYIuE9HMq3rlkfoWCky+iqpmopBhoNpd0JplTJmcmU0FskE887DQHepoN8YuDBfBwQBkNpY6PVieQeSQQIcyHFOZDCDnGBAXEw0MhR7aH7lrbVpn+3fSN549tS8+sX7vGXixed82b3S7r6wXsL+kX/5LGxbJlyyt+//m6+JXv+c9A/DN7PX6JxT+8mfn/4FPh9QW6lTXyz1s8tCK65bzBYrthpcVfPOl9+HnzssVf3C17OFVwdzzzpk01oZeN9AusnXGm1tjeS6T2atzVMujlgrDz2lMVqYcKFduLk7YaG8DDrTBbE9jWHDXcAhxpBY42R402R3l34o22Aa+3A8c6wOOdkLFO+HgX4kY3aqIHM96Du9GLn+yPnhqMua2j3dYzb+r5I73S0nTEund+8/Fb/33d336/5q9/2vDxX9av/v26tf9r4ye/2bTuN1s/+dfta3+3a81bO9f+edfGP+7c/Pvdm36/69M/7N3y573b3t6/9e192/9y6LP3Dux479D2v+7f/u6Bbe/u3fbO/q1/3b/1rwe2fHhw64eHtq8+vGPt8d3rj+/deGLfpz4Htvgd3eHnszPQZ2+w7/7wgCMRIcdBYSfB4SdAIUfBoUfAYUfA4UehET6wyBOwyBMwwEkk6DQS5I8CB6AggRhYEAYRjEWE45HhJGRUNAoUgwHRCOA4GkIUT1RKWWlKQUaKXKtW5aan5WelF+ZkFOdrSovSy0syy4rzvBZfqDp7oersxXNVNRfPL1t85cdtiu9X8Nq7ujq6u7t6ejv6+jsHh3p+xuLb94zLFj95ZH362OZ4apudts1ND885bLOz1plZ66zXYrdlxm2ZdVlnXdZXLF5wj7qXxr7+9uaCyzo7b5yZMzrmDJ7FkReL4995bo/p6hho/7Djm2KgJ4QUII8UIYwBCkkAGR0mo0BkMeD0BEKWgCzAR6B990QHHapO5nWWZ7QWqYfO5/dV5dRlyeqyZWdU8WUKVqGYksUlpMUi5RSQGB/ORwdzEf4c6Gk2+HQs6BQLeJoLC0qJQRbyaFUKXp0msSlL2Zyd1JyluJImvKRKqFGwcyhQDS4yCeKfjg2vlTL1Rerhyszhykx9UfLI2azhM9qeLPk1tfCSjKPBg2NO7GH4HZZAw0q49AaNvClL1ZSlasxU1qYmXslUnksSZMQS+LAwSqgPJeQ4GxQgQEXICdAkElxBhInRQD4sTIiIVJFgGQxcFptYwKOWi5iVEtY5eUKtWtyQIa/LkFUoOYVSRpGMWZnCPZPCyeGT5NGRfKQ/D+nPQ/pzYAFx0AAeNlJEgsjpGBWLwEKGYgIOEUKOkcNOxEGC6RGnI/dupIYf/8LY+p1j4uvpkYWvDF+7x1xzZrfbNu/8EaO/ZC7ijYt7K7X1/vEVNH8G3F/eL37ja/5nIP4lHP+Uwq+0XJZf8+fb096ly5Wv8I+yWP/Ubng8bXw2Z3nqMH7+uOfBw+bPHzY8uH/p/u0ztycKbo5qx00pwwMScyd3sJnRWx/dVUNoqUQ3lsIv5QPPa4POpJ4oVR3IT9xeNx79SgAAIABJREFUJNtqaoTbmmDWa2BbE8jWDBxpBY22Ro22Ro20AkbagKNtUaPtoLEO6FgnbLwLOd6FnOjGTnTjxnsIN3qJk/2UW4O020P0OwbWHRP/+oDI2KHYve5f3v/Df1v1l/+1ftWfV7//+zUf/e/Vq3+zbs0/rV/7T5vX/GbL6t9u+/iP29a8tX3977dv/P2Ojb//bPMfdm3+884tb+/+9O1dW97+bMNb2zf+edemv+z89J29W/+6b/vfDn724cEdHx3Zue7org0n9m09eXC7/5FdgT57Q04dDPU9FOJ7ONTvSLj/sYjA45EhJwFhp6PC/cDhfpBwH2j4MWiEDwxwEh51GhHliwL7oSH+GFgwBhaMgYdg4SFYeBgGGY5FRuCREXg4kIQEUbGQWDKCy8QmCiiqxDi1nJeZLNOqVXkvLU4vzteUFaVXlGSVFeWdLStdtvhC1dlli+vrLnstXm5TtLQ0dbS3dHS0dnW1d3d39PR09PV3Dg726PQ9BlOPydL7g8WT+skp00uLHxoffmH+6pH1ySPrsye2mae2OfvwnGN4zmGdnbXOzFq8Fs+4LDMuy6w3zpciz7lt857hhcURz9J1l2dkbsHsWRqZd5qnZwY9SyMvlsa/W7rz7L5exAQHHV6HBx4RUoBcYpiMDlHGIlWxKCUdLo+BqBgILZeYHo9XxEDEyNBqOae/QttTqmnNU7UXpLQXpzblJlWnJJxVsipkjEIhOSsBlxaLUFHBCjJQgg0WoPyFqCAZISKVCs+Ow1VIYmuSBbVqUUu2sj0vpTVH2ZqTVJ8qKOfH5NKR6ThAbjT0DBtfL2V2asSGwhRbSfpwafr1yqyb1fnDFdruDNk1peCKjFseF62CR7ADjvMi/DPI6Cox57JSfEUtu5Imv5wiacpStWQn12tk5SKWOgYugIdwIYECWLAEFZ6IjpRjgUnYKBUBkk5BFcZFlwsY5Xz6eVl8vVrcqElszlS05ahatEl1GkmlKj5fSk9PICSzUCo6VB4DlBDDRbgQATpQgAmKhwfGwQL5OIAADxJHw5QMLBsWSgg+Sok8RQf4chGh5JBjUQc2p7ExnoeW7+anvnFcX3TY5p/pPU6r021ZcP5kbftLXF75/Z5F68pGxOt6/hRzv9zi15/ocptfHo+5fP2P84+xeCXuP3pXy4eIvjwv9NXXWX7Qe4bnz1n81DH0MvbBl9MU04NPpwefTr9sHE87dNN23bNp3fS07un00KNnuqdzxmezhi+f9t1/0HLnVv2tyYu3J6pu2ArHzVnDA2pTh1jXwh28yuq5TGmrJjRXohtL4XX5UTVZ4dXpAVXqk2VJh0ple5uLg8fbSKOtmOEm2Fgn0tYGGWkHX++EjHTARjph1ztgo52w8U7kWBdqrAsz3o2d7I2e6I2e7Iu52U+ZGmDcHmLe0cXe1rNvm+NHh7h3R3MEjBNr//rfV/3lXz94+98+eu93H6/636s//tc1q//HutX/vO7jf9n48f/euOqtzR+9vWn1WxvX/HHzmj9tXvfW1vV/2bbp3Z2b/7Zry/s7t7y/a+uHe7d/tH/nmiN71h87sOnEwa2nDm31O7rD/9iOAJ89gaf2hZ4+GOZ/KCLwSETg0fCAIxFBxyKDjwNCfCJDfAChJ6LCT4EjToEjfOCAE0jQaTTEDwsLwCOC8IhgDDQACw/GwoIw0GAsLBgLC8XAQ/GIMCIKQEACY7AQBgnJoeOEceREIVMlS0hRCDJS5Jlpqpz0lLystILcjOKCzNJCbWlxTmlxQUVZSdWZinNnK6urzpyvOnvxQrX3Hh/LdyN9eXPo1ua21qaOtqtd7U09Xa193e39PR39/d36wV69vtto6rZYu20jPaNj/ddvDI5P6ianzFO3TffuGR88NHzxpfnxY/PTx+ZnT82OafOMwzo7Y5l1mGdnLXOzpvkFy5zTOu+2zbut38d7S13rvMsy77YuuK0uj23eaZp3mdyLNqfbMrugcy/alhavf/f1Pccji4KPCz6+CRGyl0eOEFEAKhYiR0RWxyKTafAUOkJFRaTFYrPiSWlMlAIbUSVl9Jel95WkNmVKOvOVA+Xpbbnyhgzh5dSE6qTYM4m0CimlVEQu5OHz4tHZTFg+G1WUgCsTEM/JmHVqbmO6qFEjvpYh7SxI6S5UN2fJLqkSSnnkNBJYhgzNoqCKYgkXRMyWFFGvVm4tSrtRkTNRkTNVmXujLMtSkDaQpepMkzUo+GcSaDkxWAEwKDbwhAwByGIQyvnMahn3vJxbk8xvyEhsyVF25Ke05Cgvp3BLBDHZsah0KlSJj0ghAjUUSBYdUcDClXJJVSLaxcTYGhm7IZnfkpnYnpPUmadqz1U1ZcpqNaIiCS2ZieAgAqjAo7HgEzxMgIgQLMAHC7HBQnwIDx0ajwrlYQEiIkQcDZeSEfGwcGrYSVZUABcZJsBFYAL2Qk9tqyuWv3CMvpi7vjRje7EwPPN0cGHOtLBgdrq85a3J5Ta53Ean64d8/+DrebPFXoWXB5PfyNYv+a3/Z+rQV15zuW87s6Bbvr4xcyvyU+e0/br6+pVq1+kyzTsN30c/73x5BPPcgn7BafBmfkG/sKBfWNDPz+vm53XOBePK/Hi+2D74yD64fH3iGHo6PfjM/vLqLZbtdp19emh6eujp9OCj6cHHs0PPZnWP7QOff9Fx59bVibGLkyNV45bSCVPhyIDW2KYYuiYYakzovcxsrSI1VaAbSmB1eaCL2ogL6aHVav8K+Yli8cFKxeGRa9FjbdHDTeixLpy5FWppA490w653o653oce60KNdqLEuzFg3dqyHMN5Dmuyj3uyn3exnTA0wbw+y7wzF3RmKu61n37LETZj5d66nD7Sp9m39/aq3//njd//9k1Vvrf7g3z/68Lcfr/qXNR/9y9qP/u2TVX9Y9+Ff1n347sbV721c8+6mNe9u/uS9bes/2PHpx3u2rd2/Y93hPZuP7Pv02L6txw9uP3l4x+mju3yP7fE7vjvg5J7AU7uCTu0J9t0X6rc/LOBgeNChiKDDkcFHgKHHQOHHwRE+4AgfSOQJKOAUPOo0HHgSBT6NhpxGgU9jYf5EVDARFYqDB3mvWGgwHh5KRIYTkGEkVDgZA4zGgKgEaGwMNoFJEsbTpEKWUsZNUYrS1YqMtKSsdFVOlrogN7MoX1tUmF1UmFNaUlBWVlJZUX6msryq6kz1ubMXzlfXXDy/0uIV91tq6mi90tXe0NfZ2t/dMdDTNdjXbRjqNRi6TeYuq63bNto9Ot5z/UbfjZv6ySnz7duW+/eMX3xuePSV6clj09MnxmfPjHa70eEwzswaZ2aNs7Om+XnTwoLF6bI6XSMut83ptjndVqfb6nRZXn7htjjdFqfH4vSYnR7Tgsfo9JicHqPTY3J7bN99fc/+yKaWUYABu1Fh+/nkCDkDouagMxNwaSykigJLpsLSY3HaOKImFqemwBTosCoRtbtA1VOoas+RdebJuwuUnXmyrkJFW67kaga/Pi2+Xs2pTYmrUTIuyKmVPNwFEfmynFaroDeo4loyBK0Zoqtp/OZMSUOaoD6VX5vMLeGSktBhYmiQEhelpeOKubTzifENKmGXJtGUqx4rypgsy75VnnO9MN2QqerVyNpSJLWJvDMJzHxmtAgcRj59hBcVrCLCclnEMiGzMCGmTEyv04gatYmtufKO/KS2PFljpvByctw5Ga1MQCwT4suFxAoBsUoQXS2hXEqk1cqZV5I4zamCjuzEjlxZs1Zap+ZdSGKfkTPzheQUJlyADebAT/Mw/mJiiJgYwscHCQmhQmIYHxfOxYTzcEAxGSYiwbloEBcWyQEG8eHhIhwgAR0C8d0WDT5q7Tv7Yn7EaTc6Z0zuBeucwzBj1y3Mm7+vi41/T95s8SuP/Dpwf97iN1TQTsOsc8jhGpr5/jrjHJp9LfMLP+S/yOLv349x3qWfc+vnXa9mwflDXCuzYFyZH1n8aHrg8bLCM7pns3r7jN4+o/fOVHj7FXa7zm7XTU8PPbMPPbEPPbIPPZ4eeuIYnJ4efPRl152pKxPD58bN5ZOmkuuD2ZaOZF2TeKAhobuG2XouurkS21iKqMuHXsqOupgRWZ0afEZxulR6tDTxYNcZ8FhrzPV24kgH1tqOsLRDRroRYz2osS709S7MWBf2ehd+rJtwoyd6oidmso92s592s585NRB7ezDuzhDnzlD8XUP8w+uCWzbRDaPi7mgpjx649q//vHn1nz5457cfvfdvq/72248++O1HH/7bmlX/39qP3lr38V/Xf/zeto0fbd+46rNNH+/8dPWebZ/s37Hx0O7NR/ZuPbpv67H923wOfnby8M7TR3f7Hd8bcGJ/wMl9wb77g333hvjtC/XfHxZwICLoUGTwIUDI4aiwY+AIHyjgJBRwEgY8BQOeQoB8URB/PCIQjwhEQ3xR4NM4eACNCGBRYN5Q8AACIoyIDCdjADFYoPdKwUNpRASbiufGkgVchlQYp5Tx1EpRmlqmUcsz05XZmSl52ekFudqC/KyC/KyiwtzSksKK8pIzlaVVZ8urz1VeOF9Vc7G6rvZifV1Nfd2lq411TdeutDRfbW251tZ6rb21sbP9al9na19PR39v92Bft36o12DoMZm6LLYu22j36Hjv2MTgS4vvWB7cM33x0PDoK+OTx8anT4zPnhnsdsPMjGluzjg3Z5yfN83PmxcWLAsLFqdz2Om0ei12fb/dzr047F6yupcsC26T02N2eozuJfP3MXkWh795fnv26Yg2JRYSuhcPPMolhUnIQE0CNpkBT6bBkimwVCoinYFNZ2JTqUgVCSxHhpRw8K1aSVdeUqtW2qqVdObLuwuVHbmJrdmSJq2gPpVTo2ReTGJcTo69ombXSGMuSWNqZfQGFas5jduaKWzNFDVniprSRXUpCRcUrFIeOYUQxY06LUGEZDLQmXRsmYBxWSloTBa2qAQ9qVJTtup6YfpIXqo5SzWYKmtXCq5I46v5zHIONT+WJIVFkk4fogQcSwAGpkYjyoTMYh4lP55UIaafk7Eup8Q3ZgibssTN2ZKmLPE1rbAxnVufxqlLZteqWPVKVoOS3aCMu5LEbk7ld2ZKunMVHbnyq+mCC0msMxJqiZCcnYBPY6GU1ChFDFBBAchiIkSEYB7GX0QMFRHCvRYLCCAxEcrDgtiQME5UiAgeqSDCBKgIcvhRoM8mKRP45a32rxdGF+wG56zJ47TMzehnZvROp8XptLjcZqfH+MvzM0t2/3UQ/1T7Yt5lnHPqZlw/ypzz1cwv/JDlHsXKQyx/xUjGmy12Gedd+tl/lMXPZvXL8Vr8fb/4h/ax12K7XffMPvTUYfhqeuirZ0PTM4a5ObNjevDhveapsYs3LJWT5rJxfa6tN9XQKhto5HXXsjov0pqrCFfLMXWFiMu5kBot6Lwm/IzKv1TmUyQ5dCnb/3obdbKPNtqJG+vF2boQ1/swY72Y8R7sWDduvAc/3k240UOc6ImZ7I2Z6qdP9dNuDcbeHmLdGYy7O8S5p0u4Z+R+OSa9oU+4ZVbdHy0a7i8IOvrxB3/+Hx/+5X+u+eB3az/4w+oP/7D2oz+tW/32hrXvblr3/qfrP9j56eqdn67etWXNnm2f7N+x4dDuzV6Fjx/Y/grEQacOBvseDPU/6FU4PPBgRNAhQMgRQMgRYOhRL8TwqNPwqNMIkK8XYgwskIAMIiCD8IhAIiqYSQaJEwgqKTM5MVbKI7OpcBIqgoAIi0ZHkjEACg5IJ0LpJERsDDqeQeKzKSIeUybmeC1OTU7UqOUZaUlZGck52rT8nIy83Mz8PG1BfnZRYW5pSUFFebGX4/PVZ2ouVl2+dL728oW62osNVy5fbaxraW5obbna1nqtrfVae0dzT1drT09nX293/0C3bqhPb+g1mrrN1u7h6z2j4/1jE0MTU4apW9bbd8wPHhi/eKh/9JXhyWPDCouN8/NmbxbmLSstXnDbFl6z2PPc5vSYXYsW95J58YV18YXV89ziXjJ7PMMvFm/OPR0u1CbAwvZFg4/HE0ISsEFqNlJOBieRIWoKPJ2OymBgNTS0OgaRTAInwoO0ZHC1hNaYyr+WJrymEbbnyvpKUjry5M1acZ06rkoaU8bHV4pINUrmVQ33mjquVkG7lEivT467puFe1XCvpQuaM8UNqbxGjaBKylARANwoXxEiREmIUhFB2bH4Kgn7ilrUmCxoSOQ0y+J7UkSGDIUxQ6HTyHqSJU3S+AtcekUcuZRNLmRFpxLh7PDTpFOHSKcOJAD9tQxcIZecxyHms3GFHEIpP/qslHpBwb6UHF+Xyr+SxmvQcBvS4hvTEloyBZ1Zkq4sSVu6qEnN69RK+/KS+gtSuvOSrmoEF+SxZ8SUYj5Jw0Sm0GFKClBBBsiiI6SkUDEhRIgPkpLCxIRwATacj4uUECFCPDgOHsGICGCFB8gwIDUFxUMEo313RR5dny2PnvtK9/XC8ILD4Jo3uV2W2Vn9zJzB5bY43f8wi/8r/F2ZN+/vcJv+Xovnvz9ZeBnlXzcb91MWL7gNcx7DgvvVOF0/xL0yTtPK/Mji5bvpTc8ZXnK8oiKedujsM3qHQ/+yNHYMPXUYHk3rn04b7DPG2VnzrF33+Muuh3euTtqqJi1l44b8kYF0c4dyqEnYe4XTXcdqrSY3VRLqi1GX8qAXsyDV6YAzycGlilP5osPF8iOGeuJkH3OkkzjWR7R1I0f7sWN9uPEe4ngvcbyHcKM3eqKPPNlPneynTg0ypgYZt4ZYt3XsO7r4u/qEewbuPSPvrllwz5p4fzjlllnz5PbFDBls/fv/vGvznz9d+9aG1e+sX/3ehjXvb1z3wacbV2379OPPtqzeufnjN1p84tCOVyAO8T0c4ncoPPCwV+HI4MNehb1XSOQJby2MBPshwX4oiD8aGoCFB2Kg/iR0CI0I4NDhiXyyRsnJ0Yiy04SSBDIrBk7GAMgYAAUXRcYAqHhwLBkVG4OOo+G4sWQhhybmx75icXqqwmtxbpYmNycjLzczL1dbkJ9dXJRXVlro5fhcVcWF82drLp67VFNde/nClfpLjQ21TdeutLZcbWu52tba1NbR0tXV3t3b1dfb3bdssbnHbO0dvt4/Oj4wPjk0MWW4dcd6967lwQPDl1/oHj/SP31iePbUND1tdDiMMzOG+Xnz/IJ5YcG84PRCbH1psdPivXO702Vxua3uxWG3dzvsknXxuW3phfX517alF9bF5xaXx+RyW799cdszM3ahLAkHPkZH+vJIEfHoICUNpoiGqGJgGhoqk4HJoGPTaRgNFZ1OQ6rxgDQiMIeOrOCTzycyLspj61LimzLF3YXK1mxpbXJclYRSKYw+L6c3aBLacsTX0hIuKegXZbQ6dVxDGrdWxb6kZNerudcyJefkrHQqXIwMESPDZHigBBnGBfkXJJDPyzl1yYL6pIR6CfuqOLYlkdOl4A6lSnSaxO5kUYOYVcUhl7NJpazoQjYpOxaXhI+KB/rH+B8k+x0QwoKzYrH58aRCDrEgjlAQRyyMx5ckkMsFMWdEjLNi+gU5s0ZGu5wUe03Nbc8QdWklbWmCq6qENo2oUyvt0Ca2aESXFHEVAkoRB58Ti06jw5OpEBU5SkYMlxLCEolh8ugIRQxAFg0Q48NF2HARHphIgApxoDhoOCMigA8JSyHAU8jweIg/xm8nzHfrhUKR66lxad66MGNwOy0uj2123jjrNLkWbfNu08KieWHR+Avz/9ziVzn+tRbPr9h39/9fi6fnDMvxVscrpym8/QqH4yXH0w79M7vxqcPkcJjtDpPDYbJP6+zPBuyPe++M10xYKsb0BcMDmZaulMFmcU9jQnd9XOsF2rWz0fWluEsFyPM5sKqMqIrksCKFb57kmFawv7kCPNJJv95DGesnj/TgRvtwN/pJN/qix/uib/SRJ/opkwPUm4P0m4P0KR1jSse4pWPd1rPvGBLuGrn3TNx7Rv5tnfDxeNo9q3LKpLw/mmvqSsGCtm5d++9b1v15y7q/bf7k402frNm8fvWWTau3b129Y9vaHT+G+MjeLd6i2Gux77E9/j77Ak8eCD59KNTvSIjfoYigI69YHBV2DBR+HBJ5Ah71usVBJHQoiwKRcIkpMmZmCj8vQ5KXIdGq+RwamoKJImMAbAoygYFlxSCY0QhWDIpNxcYzCHw2RRRPX7Y4WSFQq6RpKbL0VEWmRpmVoc7RpmVnaXKy03OyM/JytYUFOSXF+V6Oz54pO1dVcfFCVc3Fc5cvna+vq2lsqL12tb65qaGl5VpLW0tbR1tXd2d3b1dvb3ffQPegvk9n7DWa+szWvuHRwevjQ+OT+slbxlt3LffuWx4+1H/5hf7xI8PTJ8ZnT03T0waHwzg7a5xf+OFuwc4Fq9NpdTpHnE7rwoJ52WIvx97/t0vPh5eeDz9/YXv+wra0ZF1cNLvcRpfL+t23d7923ey4ks/ABMRiAsSUKD4+QkYCKWPgagoynYbJpGMz6VgtA5fFJOSxiHksXCYFlk6G5DLRZbzos2LqeRmzJoldk8SqTqRXCKLLeMRyPqlKQr2gYFxSsS6pYmuUzLqUuGuZ/GsZoholu0pKOyOl1abyq5VxefEkVTREgokUoSPE6Ag5DlgioJ1LZNfIOTVSVq04tkES2yhiNgrpvSp+f5q4SyWoEzHOckjlccQSNik/Fp/NwuXEETQ0lAQVRgk8SA08pMABtAx0UXx0UXx0fhwxj4XLj8UXsPFFcaSSeGIFj1gRjy3n4Kt40ZeljKsKzjVl/FVl/LUU3rUU3hVlfK2cdVZIK+YQsmgIDRmiocHUVGgqBZocA0qKjlS8DEBBipISIkWYCDEOKMVDxFgQFwHgQsOT8TA1AS6Ch9HCjuMD90YDDvY15j6fsXrmLAtzRo/H5vYMzy6Y5twW19LwrNs4v2iaXzT+wiwsGp2en7P4P7M69yssnnMavD2Blfn5/sD8a4PJC79qTvn/hsXeWtgbr8Vef3/CYsO03fRsxuKYsdodFrvdbLcbZ+2G+WndV3ebbl+/MGYsGhnKtvSmDrXJu6/yu+o5rZeYTecodWWkmgJsdQ7yjAZcoowokAfmJfpquPsr0/30TeTJIc6NQfr4EGV8IHpygDI5QJnoj5kcoE4OUG8O0qYGmVNDzNs61m0d646ec9cQf8/IvW/iPTALHphFn5vlD81J9y2KKb34q8nMzyfyqoujP1v3P7et++NnG1ZtXbd287r1mzes27Jp7bZtH3+2/eOd29Z6IT64a5MXYp+Dn504tOPUkV3LRbHX4jD/o2EBRyKDj0QGHwGEHAWGHgOF+4AjTkAiT0IBp2DA0wiQHxLsjwT7oyABKEgAFh6MR4bQiFHiBGJmCrcwK7EoW16ULc/PTNSqhbxYHAUXRcGB+CyiQsiUcqlcBp5Dw3LoeG4sSRBH9VosFbIV0gSljJecJPZyrFHLM9JU2vSUzAx1ZoY6Oys9NyfT26nwclxZUXL2TNn56jMXL1Rdqqn2tim8Fjc3N7W0tbV2dHR0d3X1dXX3d/UOdg3qe3TGXoOp32TtHx4duj6u9w4X375nuffA9JrFeq/Fcws/3HLc6bI4XVa3e9jtHl5W+BWLF5dsi0u2xSXL4pLFs2j2LJrdHpPHbfvuxa1v3VPD/Rf5lEg60jeRClJQoInEKCUZpo6BayjoDBoum4nPiSXksoj5LFIhh5TLxGRSEdl0ZHECqUrCuJgUdzGJVRyPL+LgiuPxJQmEUi6xnE+qFJLPSih1as7VTEFbrrQ9L7FJK76kjj8njy2TUMvF9MYc+SWNWEaIooQcEyDDtJzoQgGtkEsu41PPCmnnBLQaIa1OzLwipNfyKM1SVntSQpM8voZHrWATS9mEQiZeS0Wm05FFAkq5hJkXT0oA+eFP7uaC/JT4KC0NraVhtFRUJgWlpaCzaZgcOjafgS1ioAppsAIKrIiGqGTjLvBj6hNjGxVxtYnsi2JGFZ9axYup5FFL4kjZdFRaNEQdA1bHgNUxEHUMJJkclRQNkOHDJdjwJBIokQAQYyLFmEgxNkqMjZLgIAoiPJ2MVqJBceGnKMGHyKEHWIgT40Pnv3GOeBYsrgWTZ2nYtWRzOI1zHovzuW3GZZhfNM4t/dLM/7TFr3Rd/yssft3B2QX932vxGz82fvWc8usWOz3ef6XXezs/xLMyrh/lDXWxV+QnjiHvHMWTZwM/QDxrmJkxfM+xwe4wP3VYp+0Wx4xtxmGbmbHNOczzdsPc04HPbzXesFZeNxYO67KNPSl9zZKuBl7r5bhr1Yza8pjzBcSqbGx5GrwgCZAjDckQ+SpYe9XcvZ2XcFMGwfhA7ISeOT5AmRigTQ7QJgeokwO0m4O0m4P0qcHYW4Os2zr2bR37jj7+riHhe4uFD83SL8xJd4cSv7QlPbBJvxhPejCWau1PSoz327flTzs3fPDZhvVb123YsmHDlk1rt21b/dm2j3ZtX7t3+7oDOzce3vPpMsTeitjv+F6vxd6iODzgWHjg0cjgY4CQ48BQH1D4CUjkKSjgNDzKDx7lDwP6IcEBaGgQGhrknR3GwkPxyFACMkQQh9Oq+YVZsgJtYoE2MT9Dlp8hS1fy4umYGCwono5TitkqSZyYE8NnkVZaLOIxpUK2XBKvlPGSZAKlXJicJE5NTtSok9JTlZo0lSZNtdLi4qK8kuKC8rKiyoqSn7D4WktrR0tHZ1t3Z0dfZ9dAW89Q26C+U2fsNpj7TNaB4VHd9XHD9xab7j/0Wqz73mLj9LTe4TDMzhrm5o1z80avxS631e2xeTwjHs+Ie3HY7bEtx+WxuTwWl3fy1GNxuY1uj8lr8eKS5cXi8HfPJ797fufBjXZFPJwKP6VgQLUJJBUFISeCVSRYKhmVQcPlMvF5LGJuLCGbgcthYvNY+BwGNoMCz6IjS7jRZ8T0qkRGbXJCQxr/SirvkjKuOpFRnUi/rIq7mi5oSm90AAAgAElEQVToKUkeOpM+WKlpz5dfSRdcyRA2Zic2ZCfWpourU3hKMgzlswtxbIcYC8jjM3K5lEwGNp9NKE0gVySQz3FjLovo9SJGrYB2mRdzRcyoFdIr4wglsbhiFj6Xjk4hgdMZqGIRtUoeV5nIEiFCMD47OYBTEkSoAgNQYqPUOEgaAZoejciMQWVRsTlUbDETXcZEl8diy2OxZUxMGRNdwcJVsPG5ZHgGHpSGBWSSIPkMXGEsIYuKUhPBaTHQZFKUighUkYDJZFAKGaKKBikIUUoyJBEP9FosRAPE2KgkMiKTRcqi4VXoKC7Alws+HQ87zcX53bXVf+ca8TjNLqdp8cWw64XN7jLMLZrnn1vtLsPsP9Ti/8yRPf9hXnHQe2/QX23xyvy/tPjHeXOPYplj70DbG+tir8XPHJZpu8XusM44bDMO26zdPGc3zk7rnnzRce9m/eTIWZs+X9el7m6SdTaKm2rir1Qxa0opVXmkikx8USoqLwmqTQRky8IzpYE5cr+6UvhoL3esnzOhY08Mxd4YoE8MMiYGGRMDjMkhxuQg4+YQe0rHvqWPu6WPu22Iv2NMuGvk3TPx75uFD03Sh3rFA73iS6vsi1HpPZvg3rD0zkiatU+Ditx5YMsHOzas2b1585b163ZsW//ppvc/275q9451K4tiL8TeotjfZ5+3TRzqdyTM/2h4wDFAyPGosJPLCsOAvvAoP3iUHwzoiwQHoCCBXoix8BAcIhSPDCOgwkmYMBoxSsghZCRzC7Sy/MzEQq2iLC+lKEupliVwmQSlmK1NEWcmi7TJYhmfyWeTeaxob49CxGN6S2OZmCOX8hSJfC/HapUsLUWRqk5KVSdlaTXZWZrcnAzvOl5xUW5pSX5ZaWHV2fLqcxUXL5y9fKm6vq6mseHytav1TU2NTS0trR3tXX0d3f1t3QNNvUNNQ8Z2o7XbZOm12AZHRg3Xx41jN/QTU4apu/q7D3QPH+q+/GLo8SPDsyem6Wnvwp1+bt6w4DQvOE0LTpPTZXa5rS631eWyuVw2l8vijdtl9bi9sXjcFpfL5HFbFhfNS0uWpSXL8+fWr78e/vab8W9e3Hjunpj90lCgZlLhp9QcdI6AmsbEJpGgCjxERYBl0HC5LGJOLCGTjs2kYTKoqCwGNouJyaSjM2nILAY6k4pIj4EWcghnxLQLcnZNUlxNErsuJaFFK+nIk7flyVpyEhvS+edk9EIuqSCBUMAl5cYTFdFgSsjRkM/W+n26Cnt6v5QATmMSkikoOS4qLRqSx8SVc8nn+NRqfsx5bkx1QnQFE3OGjT8TRypl4wuZuDwmNp2CVJHAWhauUEApElDLpEwNDUk4tYdwYo8UFZ4WDVfhQDJ4RBIKmEaAaWMw2VR8LgVbwSZUcYgXeDGXRYw6KeuymFnNo1RySMWxuDwaOosMTydCNASIGgdSYYByVHgaCZIWA0smgZJwkUpiVDIJqiRCVCRIUjREiouSYIESLFCAivRanEJByVEAJSZKhg4XoYL4GH8FE/Dl+LXvPNfdC8b5BYNr0bywZJ5bNM0/N88umaZdutmfYHd20fB65jyGlRavzCtUrWTuHzJr8Tp/Xotf6RcvW/xKf2AFxz+qiF//+pVPlJ/Cd/kt/ejoNbdpZY/C6TG6Fk0v8xMWL3pMK/NTcxQvUXbMGhyzhp+w2Gh3WBwOm33GZnfYHHarw26dtVvm7KaZZ8aZp0NPPu+6O1lrM5QMdGo6m5LaGxOba4XXavj15xIuV8ZfLOOcL+FUF7LPFTCq86mXSqiXy6JrSzGmdu6NIdFNo+CmgXtjgDkxyJwYYk0MxU7q2JM69k1d3E1d3JSeM6Xn3DLE3zYm3DHy75oE98zC+2bJA2PSQ6PioVn80Cp4MMx7MCK+f119bzT/Ykmc38E1uzd9sHvzJzs+/WTr5o+3b/1w7+41+3auP7Bz43Kn+BWLvRB7LY4M8okKOxUVdjIqzAcccRISeQoG9EWA/FGQQG/Q0JcW45GhBFQYER1OREfQCKAYXCSHjkhL4hRlJRVqk4qyksrz1SU5ycXZyWkKXlGWqiQ3JS9dXp6XniJNEMVTBXExgjiqlBcrEbDE/FiJgCWXxHst/p5jaWqyXJ2iSFUneTsVWdq0nOz0vNzMwoLs4qLckuK8yoris2dKz1dXXqo5V1d74Up9zdXG2qamK80t19o7mrv7WnsHmvqGGgd0jXpzi8nWZbb2WocHR0aN18eNYzcME1NDN+8M3Lk/8PDh4EuLnxmnp412u35mxjA3b3S6lssi48s2hdPqdFpd82bXgtm1YHY7LR6X1eOyLrktS26Lx2Ve8lifL1m8+fqF7dtvRr79dvzb5+OL8yPPnTdqK1XR4GNyJjxXTNewiaoYlBQDSkRHaSiYHBYpi4nPoGG0TFw6DZNOw2TQ0dksXA4br2ViNGRYMg4gQ4aqiVG5THQRh1DOJ1dJqOfEtAoBOZMKTY0GqvDhMlSQAOrPAZygBh0m+u6L3LMhYMtHpza8H7pzPTn4uJQAUVExSWSEHAdS4UFaKqo4jlgeTy5h40qYmBImJp8Cy4uB59FQeXRMDh2TQUWlkhEqMiyFikhjoFPpqKx4YjabQAk8DN33qQgWWsgha2kYJRqUCItMQgBTMJBUHEyDhWTjQDn4qIJoSAUTe55HPc+nVXKii5m4Si61nEctiiNpYxDJGEAiLEQKDZXAQhXYyLQYeDIJnIgOl+OASQSwDAtUECAKElSCiZKgo6QYkBANFKIjxRiACB0hAAelEMDaWLSSAuSifUtSqNN3O771jDrn9PML+gW3YX7RuPDCPLtkdHj0drfup0rgv9fiFch68w+2+PVTHbw9itmFIYdzyOEcWmnx673alf3iN2bh+x1xKyx+QzH+Rou948lOl8npMXvr9H+MxSvX7lZa7M3MnHFmzjg7a5ydNc7MGGZmjI5Zs2PGOuONwzY7Mzw/Mzw/Y5uzW2enTfbHA1/cb7s5fnnEVGEcKND1ZOu6swY6M3tbM7ubM7quZXZe1XZeyeyoT2u9pGypSWw8x7l6jtHbEDc2IL5lTJwY4k0OcSaHWDeHODd1rCld/JQu/qaOc1PH8X59S59w28C9Y+TfMfLvmYV3zeIHRsUDk+yhWfK5RfDAxn0wLLo/kvTgetYdW6mcE7F70x/3fPrewV2fbNv4/s5tH+7f/cmBXRsO7trktXh5ye7UkV3+Pvu8nWJvaRwReBwYchIUdhoUfgoUfhIUfhIccQoK8IVH+aOhwVh4KBoajIGFYOGhWHgoARVBREeSMAAiOiIaFcmmIJJEjOxUUaFWUZKjKslJLs1NKc9PrSxML8xUni3KLMtLy0tXlOdpMlVicQJNGE8VJzAS+SyJgCXkMqRCdlIiN1GcIJNw5VJvs0KcokxUKRNTkuXpmuSM9BQvx9lZmvw8bUF+VnFRbllpwZnKkupzFV6LG65carpW39rS2N5+rb3jamd3fU9/7YD+0pCx1mBuMJiazNZu27C3LjbdmNRP3Bq8da/vzoO+h58PfPWl/sljw7Nnhulpo92um5nxdidWVkDemz1bnE6Lx2V1O60el3XRbVvyDC95hp8v2p4v2pY8Vo/L7HYZPG6j1+KvX9heLA6/8Iy8cI1++809XVclDXmSiQrMFtHSYgnKGJQYHSWERygJ0Ew6XsvEZ8Xis9nEdDomjY5Op2EymdgsFj6bhc9iYDPpqAwKQktD5tDR2XRkNg2hpUDVuEgJ1D826CAz+CA79Eh8xPG4yBOMkCP4k3sQR7YD924C7NkE3LsFfmwXJfQEHxkpxoKFaKAMB1ESIKlkZCYVnUVFa2Pg2TGIfDoqh4rMioGnR0NTiBAVAaTAQ+QEsIwAEWOBEhwgEQ9SkmEKAoQR6oM9tosZ4lMUH1Mpii2Jp6ZHI6Xg0ITQ03GBPmy/o/GnDySc2p/ge5AfeJgffJwXcjw+6Cg78DA76Dgn7CQP4CeIChCBAyXQEBk8Qo6KlGEikohRMixAggyX40ByPFiCBkgwIBkeIsZE8eBhAmSkBAtMgAUzgb5ceJCSAE6LgRXwSOlsBAvm012XuWQ3fbs4ujCrc7oM7iWL87lpxqOzuwYdHt3cc+PcknFu8Q2ZXzK9MT9l8S/ZJ/0Pn7tYnueddevnPIY5j8HbH3Atmn7aYuMb80obZP5Hu5YNK5le3jm9ckh5hcVvWLv7mR6F26VfmV9qsRfiZYu9HNtnDfYZ08yMaWbGMjNjnZ0ZnncMzzuG7U/NjmemmWdG+5Ohx190P7zbcudm49SNuomRi2PWapv+nLH/jK67or+jrKe5qOtqXscVbVud+up5UUMV63IZYagl4cZQ4o1B4c0h3pQu/uZQwk1d/JQuYUqXcEvPvaXnTukSpnTcW3rubQPvtoHn5fiuSfTAKH1gSnxoEj+0CB/YhA+HxQ+GZfeHUx+OFpg7NciIT/dv/eOxvR/t27Fq92cf7tz64bLFR/dtXWlx4MkDASf2L0+zeS2OCj0FifSFAvxgwAAEKNAbeFQAPCoAAwvFwsNwiHA8MoKIBpAwwGhsFAkDIKEi4unYNEVCYaaiLC+lPF9dnp9WmptalpdaVaI9W6StqSyoKsoqzUk9X5Zbkq1OkXHlIraEy5RwmYIEOj+e5uVYIuRIRfFekRWJwiSZSCEXJykk3uo4LVWZrknWZqRmZ2m8c8clxXkV5UVVZ8svXjhbe/n89xY3dLY3dHbUdXVd6O09NzB4dshwzmi+ZDQ3WGydw8P9I9f1YzeMEzf1k7cHbj3ovfd57+dfDD76atlig8Ohn53z3vR35UKN+eVAhcviVdiblRa/WBpedFtcLr3bZVhasnz9wvZ8ybLoMXuc5iXX8Hff3fv8drc8AY4NP6xkoTUckoqCFqGjePBwKQakpqDTGdhMJi4zFpdGw6TSMGlUVBoVlU7HpNMxGTRMOhWVRUdnMzDZNEwWDZlNRWRR4GocQAYLEoH9RBB/KTwoCROuwEYKYUG04GNYn91RezbDDn2GP3kwOvA4Pfw0I9IvJvgU7vSRmKATsRG+Ani4kgBNjUakECCpBEgGGaYhI1JJUCU+SoICCOBhCdDQOEgwBxrCRYRz4aECVKQIAxAgIxLAQdSAo9hju1IIkAohsy5ZdFHBLWJFp+IgcnCoKNxXFOwjDDzG8z8cd3o/7fhe8rFdxGM7iT67ok/spfgdYoWe4IECJfAwORqgwkJUeLACB1QQQTIMUIoGKAgQKRYUDw5mAQO5sDA+MpINDuJAg4WYSHrkSZz//jiInzoGlhwN0rJREmIIE37s4WjDd+7r3y6OLszpnG69e8m0sGRwuAannf0Oz9D818a5nxqZWDK9Hueiyfn3QPwPtPjNL+I2eS1ehvg/tPgXtqSXLXatOAv/Zyx++d/hp+cofspil3NoZX6Rxd5Vu5coz7yMw6G3O/R2h8Fu19vtRofD7LBbHdM2x7Rt+qnZMW2dsVvnpq32p4bHXw58fr/r/u222xPXpsYax21XbKY6y1Ctvq9moLO6t/VMe2NBR0NW6yVl4zluWSa85QJ9uDdxyqCY0gtv6Xi39LyX1++zjPJKju+ahPeMonsm6X2T+IFFct8ieWiVPrDJHtiSPr+efteqba6Jh4Wv27Pl3w/s/OvJw5v2fbbm4O6N3mbxKxZ7IV6eoIgIPB4Z5AMIPgEKPwWOOA2PCkCCg1CQYDQ0BAkOQoKDliEmoCK9EJNxIDIOREJFMEhQGZ+WnyGrLEwrzU0pyUkpy0stz087U5RxriT78tmiixX51aU5dedKzpflluSmZiSLZQK2OIEh5DJEPKa3aywWxIkFcd+LzJNJ+IlSQaJUoEySqJTSZFWiOkWu0Sgz0pO1WnV2VlpRUXZZWf7ZsyXnqysu1VTV11242ni5pam2q+VSb/vF/u6q/p7S3t78/oECo+msZbjeNtw6PNo/OmYYnzBO3DLcvDtw+4ue+1/2fPHl4ONHxqdPTNPTJofDa/Hy73HLbTVv49jy0mKXbdFlXXLbltzDS+5hb4/ixaLtxaLt+aJ5yWNe8pieL5qfL1qeP7d8/XxkyT286B6df2a5UCLDhB9mo8O0fJqSihVjwXwkQIIFKcmIZCoyOQaujIGoYlDJFHRKDDIlBplKQaWQEepoeAoJlh6D0NLQOXRMNg2dS0MXMHEFsbh8JrYojljAxufF4nJZuEwqSoEFxIWfIpzcC9m3BXt8Lz34ZFxUUDw4lBHhj/Y5ELFrS/D2DVH7txP9j/GgoTIsWIaJkmOjFFigBBUpQkTwEWHxkJBYgD859BQu8BjG70h08AlysE8sMDAeEpIADZXjIWJ4BO74HvKp/UloQLWU05Kp7MhSXUuVXkqMr+LSyhnEMjqukIzUoAFycJAg0pcH8OWBAkTQEDEiXIYBKnBgBQ6ciAFKEZFCWKgUEykjAKVYgBQXJSdCBYiImOCTeL+jtAi/eFgYCxzIggRxkWGkkKMo391cZGAqDZ5CgagZUDb8lIaHdD01uO36uWcDrgWd061bcOvmPEOz7sEZz+CsZ3B+UT+/aFzwvCHzHsPrcboNf6+5/9V1sbdfvLI09q6V/TqLF14by/P+dCs5XnmikJfjH04aWtCvtHjl+uE/2OJljpchdjj0jhm94+VOPP30tGH6menZU/Ozp2b7tM1hH3bYh2ftIzPPrM8eGb94MPDgdtedybZbEy2T11vGhpuvW1qHDS3mwWv6viu9bVV97WU9V3OaLiQWa1AXinC6JsEdU8otg+SWnv8yOv4tPX9Kx5vS8W6ttFjPvW3g3THw7xh4d03CuybRPbPknjnxvjnxgUX20CZ7OJz45bjqwfWU+2NZlytjQk7+9cD2Px7fu/bY3s2H92w+vOfTV8aKTx3ZtXKCwmsxMOQkONx3uRZGgAKR4CA0NMSrsDevWByDB1NwUdHoSA4NrU0RVhamleQkF2WpzhRlnC3OXLa4prLg8tmiK+fLLp0prC7PzU1XyIVxyzNt3q6xiM8W8dlejiXCBKmIKxHzJGKeTMaXywUKhVCpFKekJKamyjWapIwMVX5+RnFxdkVFwblzpRcvVtbWnmtouNh87WJn07mB9ipdd3lfV25nW2p3Z6rBUDw6Wjsy3Dw62jt2Qz9x0zRxRzf1oP/uV90PHvd89UjnPYbC4TA5HEbHzLLF3sn5H8oW7wqex2ldfCUu86LLvOS2fL00/O2L4a+XrEtu06LL+GLR8s3Xw998fX1paXTWrn/hvjFurIuPjoQFHIhDR0ii/w9x7/3URtY2bP4Pu1X77fc+j9M4z3jsCZ5gj8c52+QgCeWMMggESEgCgcjR2CSDMWCMwXnscc4g1EESJhhMMMYJZ5Okzgr7g7DHM/PMW/tWbdVWXXXX0emj00Klurjr9N2nORkSllkQZxHHWeNZ2VJGlpiWKY7JljJzZOx8Oa9AwStS8IrkvCIZu0jGLlfyKhPFNVpRpUZQqeTXJIgaUuSNemWLObEpXV2fIqtMEBRJ4oz0ENWeXwWbvuf++r1s96+66H2ZPJpVws0UxGkidnM2/bx/zYqw775ibPghfu9Wbcz+FHqIPi5czwpPou3V0vYmxOxRROwU7ttM2/JjyM+rd3+7Yv93X0b+9LVw18bE6H3p7OiyRMlBrTQtdr9o89rE/ZuLxczjJu3looxLRRlnrWntJu0Zc/IZU1Jbmro+QXxAyiwQxOQKYq0iWhY/JksYaxXH5UiYVnFcloBmYkWmMUJS4/YbuGFGXmSGMDZLEqeLCxPt3szd9osyYncqO1LHCtMyQ3TsEHnUVnnUZos8piyZX6RhZkrCtextFxqtpLt3auLe5Ju7qBt0e+wzHtsM2jlL2N0kMEN0TWNd7v900d+DwX+vRvjolP+Zi/9p/P9Yu/+xmMEDfbp290nHwTWB/6mL/6m+4tNf5/7bAvGndeRPLp6csc9+dPHfvrf/uYuDN919TnBd4p/y4ukZaGoamJwCP3wA3r8H372D3r5xvHkNv33T/e7N/ffveiY/9E297//wtvf1hPPFM/uTR3cfj9wZHbzzsP/2g57bPc5bTuA6bLsE3jtvv9PWcaXuQqvlSLmwtphx+bhm0JY7CllGwfQR0DACGoaBPxiBDCOgYQTSj4D6EVA/CulHIcMoZBhzGMacpseOjHFH9hNnzlNXztPu7KfdGcNQyvvHRaPdWWP9B04d1YRsXbRp7cKNa1ds/HFVMCn+vKAteO1u/471ny7cxYTuYMfuF3NitEpegpyjEDMkvGghO4LPDBOwwgWscCHnP+TFCjE9IZ4pF8Ro5ayi7JQjlQUNVUVHq4tbGw6eOHroWN2BtqNVp5pr2xurz7TUnT9x9ExLfXtzTW1Ffr5FH1wvDor4cxdnGHUZxtQMY6rZlGY26TMz9ZmZeotFn52dnptrzs/PLCrKLi62HjxYVFNTduRI5bGW+ra2pjNnWi9cOHX1UvvtK8e7bjR23ay5c63k2u9ZN69bIaCmv+90f+/lB313BwbBh8OOocfAo+edY6/uPHt799Vr4O0b+MMHx+QkPDnpmJoGp2eCv0Jg1g165n6yTgR1YXgPivcQyP1P4J5u3HP/k4sp/L6PvE/hLgJ1EKiDwl1e6j6COUmqD3E7A/4x7EPfmcZCRdzeuF0/p/BiTSJmhoiZKWJkiBgZopgMUUyGKDZLEpcjY+fJufkKboGcWyDnlij5ZSpBZaK4Vier08mqEyXVGmFtoviITtaQIj+qVx5JkddqxWUyVjY7Uhe+XbZ9nXDjWtmuX7XhO9PjInPF7FK1tFQTny3mpDCiRLu2sTavo2/4kb1lnWj3Zun+LYrQbfKw7fKwbfFhW4V7N7N2rIv89fuda1du/GrxhmXzt325OOz7VaLdm9OYUTlSXlWausGUVK4WJYdvV+3ekBq2vVzKPG7UnLIkn8nSnbemnctMOZehO2XUHktT1SZKDii5xTJ2gYyVLaJnCGNNvBgjL9rAjkylh2ijdivDtqkjtycxdqcwQ9J50WYhTUvbL9qzWbB7oyZ2fyonOpkVrqHv1cTt0bL26EWheYms0iRuliRCE7PJoozovtVATXejkyCJOJBZYMbTNevpcGNdHhJASNBN2GcxG4LCnv+EGwH/I/9/ufi/zYvBKQSYRqEZDJrBYDcKebB/XKP4f5+tf/r8nw59XDWGZmb/XuIGzcyCc3UdKDDjAeYsjIKz6P/XLp6agadnHUFmZhwz046ZGcf0NDTrdszMgtMz0NQk9LmL37x2vn7lej3hev2y+/XL7onnjqfj9rHRe08edTwZtT0a6hgZ6nz4wNbf09HtuO0Crrvsl4E7p+78Xnv6qPlYpbLcEt1eI+25nTMCZg8DxmHAMAwahkD9Q3vqQ3vqQyBtBEofgdJHIMMIZBiB9COQfgRKG4FSHznTxpzGx46McYf1iTPvqSsv6OLx+/onvenjDyxj/YVPBo7Uloj3bVr66/dfbPzpy03rVm9et2bznIvX7tj4w85NP+7a/NP+HRuCLg7fs4kWsVPCjUlSCcypCnOq0pSi0CdLk5R8hYghYkdy6SECVoSIHSnmREl40fH8WJmAJhPSFCK6QkSXC2M1UmZGqqI831R/qKCppvRYXXnrkYPNteUnm2pONdeeaKg8fazu/InGiydbzp44cqz+YFVZfkmuOTsj1azXmvVai0n3dxebTGkmU6rZrDObdZkZqVlZeqvVmJuXWVCQVVSYXVqaV1FRdLj2QHNTbXvb0XNnWi5dPHnjclvXjeP264c7rpbcuJh17UL67WtZDqCyv6etv/fig/7bg4P2oWF4+DH46Lnt8eu7z97dffWm691b6MMHeHISmpqCP7oYnHUDbg/gQUAPCiKoE8NdOHGfwHsorIf8BHqfQOfqKAjUhSNOzAOhbohAHV6im8JdOOZEMZfXN4ihvehMbwAbe/+y50p7TbqMrYmLTOMzzCKWSUBP50UbBdEWKT1HzsxT8PKV/DwF1xrPyhbHWSXMQjmnVCUoV/IOagRVCeLqRHFdkrQxTdmYpqxLltYkiGoSRFVqYbE4LoMRmhSyVb7jF8m29SlRe41xERYuPUfEKpIJytSSIqU0RyYw8lmqyH3c7b+ytq7j7djA27GBs+3nuM0/MDatjdn4Xfj6Nft+/GrX2i93/fDV7h9W7/txTdzm9dJ9O9I5jJIEWVVaQm26tsGYVG9IsPKi1Xs2qHasy2NH1CeJm1Jk7UbNpfz0C9n6i9n685bUdrO2KVVdpZWUKrgF8awsEcPEj9WzI1LjwnT0EG30XlX4Tvn+LZrIHclxe3WsUAMvysiPTYzdJ96/JT58ZzIrUseOSmSEyqN2KmJ36oWRVg0zR8PMktGS43ZJQn8+WWX6MHbHN9VNzbqQaWD6w72Z2Q4Es6MkiBCAG+vy4HaMABEMQlAYReGPEUJRCEEhz+fMbaQJeZB/XKNAUNdfmdvO+D/vvflpD8k/4f6MPx/6j5N4MMcsAv2xXkw4ZgkYwR0oEXRxsJ4B9CCQ2wN8dPGnpWf4Y4Q9wSckIUELB8841/mXjzHrDi7NgdMz9ukZ+8wsMOuG3AjsQWA3ArsReNptn/LYZ9xAcM9MNwK5Ecjz0cIoCqN/cjGEeOyIB/jEn2vapoD30+DkDDQ1C0/NwpOz8KfF4qkZeHoWnnE7Z93OmVnHzKxjegaa9Thn3fD0LDw1DX2YhN+9B9++hd68gV+9gl69giYmoBfPgWdPgcdjnUMPbz7ovzo8eGt44M7Ag1sP+m4O9t0ZetAx9KBzqO9un/MqdPfUjd+q2o5kNFcmV+YJj5bJLrXoHtrzR2HLMJj+0J46BCSNwroRUPewK2nUbhgGDaP29GHAOALqR8C0EUg3AieNOlIew+mPIfM4nDHuyHriyn7isjy7b3k5YB20Jz/rzxnvyRvvKX/aX38gKzpq55It65b++tNXW9Z/s+PXtVvWf7d53ffbN7XZEVgAACAASURBVPy0a9P6PVt/3b9jY8jOX0N2/hK+bzObsU8tY+qTxFl6dU66NteUlJuRnGNIMqeoU5RilZgtZsdIODQphyFm08RsWjwvTiZgygUsCYceL4xTS9haOd+QJMvPTKkutx6tKW4+XN565NCp5toTDVUnGqp+a2v+/VTrxfbW8+0tp1ubTjQdaaqrrjlYWpyXnWlKTU9LyjSlGvVJ6fqkTFNqVoYhw5hmSk8xm5KNJo3RpDKaEkzmpExLWla2OTvbYs3Oys/LKysprDlUdvTwgdamQ+dPHr5+sanj6hH71XLbpeyO3013f0+//XvavSuZzs4DD3paB3p/e9h/fehhx8gIMPK469HzzievO569vfv6re3tu673H4DJSfvUdLCaEph12z0o6EHtCAagOIDhUBACgym824t3+4j7PrLbR973Eg6KcFA4TOEw6rajHoAinF6yO3iXEUX2+fzDpO/R1EzfxHMIdY8FAsj0m5Hzxw5rBSwVKzaJFWvgMUx8hplPyxYx8mWcfCUvX8nPV/Gs8awsMd0ioudJGUUKdnE8s1TOrFDyKjWCw1pJg052JEl2OEFSqeQfUvAOyvklYraZHqrZuyl+x3rF3o1mdmS2kJEjZlpFcblSdpFSUKwRFaiEuQpBOjdWHbUnfv9W4e6NrC0/xfzyTcS6r/d9v2LXt0t3fbt874+rwjeupe34hbN/uzhib2JcpJEfV5wgqzWm1JtTatKT6g3axgxdlVaSwdifsOfX9IjtJYKYwyru0UThMV38uQzd6fSkE6mallRVY7KiSiUskbJyBbRsfmwmN8rMicrgRmfyo02cSH1caCojVEffn8YK03MiDdxIPScykbZPFrldEbU7hROlY0clMMLEoduF+7ckc6NytZJcrVjDCJFGbS9Nl41AF6gPfb7p3unXnW8nbs1M3vPMdqBYF4LbZtF7s+hdN9aBYDYEBRDEgXkgBIEwBEJRgMBADAdRDAiCYQCGwRgGY5gDwxweD4wgQRwoGsSJok4cd/0FDHOimBPFYRSDEQxCMBjBYASDUAxGsWDeDbgRYNYDuBHAjYAeFPo4DEKw4L8B0IN+ysehv+PBIA8GuXHAg8MeAvQQsIcAUcKBEKAbBd2o3Y2CbszuQSFPMKIQgsEY5kRRB4pCKOpAEPAjQBCPx+5B7Mgcwc5PY0AUhYJMT3fOzNjcbrvHAyAIOPcVofCsu2vWbQ/2ezwAikLBo8G3Y38FQBEAReyf+JOLp6bB6eD9VIjLjbhm3I6pGejDFPB+0v5hCpicBqdn4SBTM9DkNDgzC8+4HVMzQWXD7yehd+/Bt+/BV6/tL1/ZJ14CLya6nj3vGh/vGB65OTBw7UHftf7e6/ddlxzg+W7otwf3rz7svTHYc9VpP9Nxo/nSqfITRywNB1Pry5MOFyccKYmHrmUPQ9ZRR+ZAV/KAXT3m1D52JA3ZEka6Uke6DKM200iXcQQwjIC6YThhxJH4CNSNgfrHYPo4ZHzsMAfXjp+4sl705I4ApnGndbw7dxTK+jBaNe4qPpQTFrZj2d6t3+749Zut61dv27B22y8/bFv/0+7Nv+7esnH/9s2huzaH7tpIi9gpEUYlJXINySJLqirHkJhrTM4z6Yoy9UUWQ54xNUOnUQo5Cj5HxuWIWXFCJkPCZkq5bCmXLeay4oVclZSnlHBUEk6ySmg1ayuKMxuqik42VZ9pqWs7WtPeWHuhveX39hNnjjWfO9F6tv3EufYT5062nTp+7EhNVWFulkmfbNLrzOmpGekpZoPOpE826pNM+mSTIcFkkqebpAajQp+uTjfqjCaDyWTOyMjKtuSUFOZXHyiqO5TXUpd37njxzfMVnZeLun43dPymsV1IBK6kdl3Rd1w2Oe6WPuxuGe49P/Lg6qPhu2OjtkfjnY9fdD59bXv+9t7rd51v33e8/9A5OdU5PQPMzNpnZu2zni4EAxDMjuB2FLdjBIASNhS3YViXl3D68G4/2R2gXAHK6SMgigBJAvD7XRQJUSTk83b7fb0keZ8keinvIEmOUr4XJPWSoF56kOcvJgYvXjhhTFErBCwpM1ZBj07jMTOFnEweI4tHyxEyrVJOjpybr+LnyjlWKSNLHJsnpRcq4krlzHIl86CKU6nm1WiENWpBjUpUqxbXqiSVMsGheEGZlJvBCFfu3ijduS4hbGuuhFGk4hep+XlyTp6cU6jil2p4xWpeoYpnlbKM3Ohk+n5Z6FbOtp/pm76nb15L2/RDxIZvozasZezYIAjbKYneq2BEJLJj08XsDCm3QC2tTEusTU+q1SceSde2WFJaLbpDKr45Znfq/k35cSH1am6jVliv4rTrNce08iNKcYNa2pAQX60QlIqYBQJ6Li8mmxOZxY3KFdJyRLRMbqSRFZbOCtezIgycKCMvOp0TmcIK0zL2qWJ3K2N2JTHDkljhCYwwUegu9q4tClq4RSXLSVTGx4ZmJUrHezp86HPiwwD6/v6bZ3em3nYis3bPbAeC3EPwTpS4h+B3EeyuB+tAEQD1wKgbRN0Ahthx1E7iAEVAGNoVBMfsOAbiGBQsgPW45/I4FAExFMJQCMfgTxC443Mw3IERIEKACAF6cMCDA8jHlwgOuDG7G7PPol1uzO7BAYyEMQrGvQ7c68AoGCUhlICCIz3/BAa4MbsH7/JggAe3B6Mbs7uxLjc6Fz243YMDCAEgBIgSEDZXyQvjGIRjMI6COAbiGPjp78XQLgzrnAPtwjEgOOAvuGc7EbcN9XRhiB3HAAIHCQwkcAhxd6FuO+K2Yx4A8wAYAuAoiKMghgAYAsx1fgbi6UI8tk/8ycXI3H2r9xHsvgftdiOuWY9zehYOPnVpchqcmoGCTE6Dk9Pg5Cw0OQN9mIHeT4Pvp6B3k+DbSfDtB/D1W+DlG/vEa2DiNfB8wv7kWeejx7cfDt960H+tv+9at+siCJwBbKdg4Kyj6wxwr/3m5brL5yrPtxafaLA2V5saDhrqy1KPlCnPNargm6YxV+4wZOjvVA0BqjEoccSeMNKlG7XpR23G0a70EUA/AiYNwwnDcMIYmDIG6h9DhsewYQw2PXaYHzsyxp2ZT13WMcjyrCfvSXfukN307H7uh5GKYai4ukTEZ2zYuv6LHZtWhu78MWTbT7s2/rjj1x92b/klYvcOesQ+VkyoiB2llrHTksSmVJkpWZaZqrSmJ+QYEwstqSVWQ5FFbzUlJSlESiFbwqGLOTQxmy5gxQpYsUI2XcxnyUQ8hZSvkHIUEpY6np2sERhTZGUFxiPVRSebqk8fqzvVXHem5ej51mO/tR3/rf34uZPHL7S3/nbqxPm2lhNN9fVV5QdLcotyMiqKcw8UWXMy0kypGqM+IVOvTU9TpRvkBqPcYFCm6TWpqdq0NJ3RaMjMMFst5qI888Fic01F+rHa9PMtlhtnc+5dyAAuJdsvKoHfNY5rOuiavuuqyXm3ZMjVNNp7bnTg6uPhO4/HOsafdj55YXv22jbxruPN28737zo/fLBNTdlmZsDZWcDjBt0euwcBENSOogCG2XEcwHA7httxHKBwhxd3+ginn3T5SJjCQRIHcNxOEJDf3x3w95CEC8dcJNFLUQME8ZAgHpPeCRR78eix89jxSqWaHxKybdvmdazYcDEzJoETlypgmfjMoIuzeLRsCccq4+QpeEEXW6W0AllcsYpZKo8rUzArVOxKNbdWI6zVCGvV4lq1uFYprpIJDsbzioRMEy1EvXejfM8GbdSOEhW3IllckSQqVnML5MwCBatEyS5WsUs0/HwZ2yKg6Vnhmshd4r0bhbs2CPduFO7ZxNm1gbNrozB0uyx6r5IRlsCOSeUzLDKeRcqxxvNLEqWVqerDek2DUXvcojtfaGpMUxbxozKjduYz9lbF0xs0vKMaQUuy/KhaUicXHlGKj6glVXJ+mYhZwKflsKMszHALOyKHH5MjpGXxojN5URZeVDo72siNMfGi07lRaazw5LgQDX2vmrYngRGiit2rjN4vidjD2bNNGLY3kc3Qclm0XVuVnNjOKyc9k48D2DMfOjL73kkgPRTZS+AwgYM4CbiRux+mb0x7bhMUhCIA5gFxBMJRgMAAArMTOEASdgyzBcFx+0cfwTjm8LhtiKcL8XShiB1DAQydU1UwrQu+JHCIxGGSgAnKgc55EPDgdg9uD7Y/YkcIuwe3ewg7SgIYBeHeOTAKQkkwuJwSHBl8+9+ZRTtnkE43ZptFbbOYzY11zSCds6jNjXUF+fykKAl+vMMiCETgMEmAJAESOEDgAEEE6foIgKH2fwLH5mLQxSQBUiT0SbI4AuII+KlBIBCBQAT6Vz4X8V9dHEyHgwoONoJPZ/hYYgx9lhfDUzPQ+xnw/Qz4aVO3t1PA20kouJHmy3fAxFto4g34/BX45HnX2JN7w2N3BgauP3hw/f79SwB4tqvzpK2jveP28dvXGi+fq7xwuuLciZJTTfknjliP1WY2HDQcLlUfLuZcbU94YM8ehjMH7UkDXephe8IokDjSlTRiSx2x6Uds+qGulCG7dhhKHAYTx8DUR4D+MWR4DBnGYNMYbH7syHjsyByDMh/Dlmc9uS/68p905zyCs5715L18WP1s8Njx+kQR84d92xdF7lkVuee7/Vu+2bt1bfTeLZzoECmbrhBxNPH8ZJXEkKQwpyrNKbIsg9JqVOeYNfmWpOKctKKctDxLclqiWC6iC1jhIk6UhB/LZ0fxWJEiXqyEHxcvYsklHIWUrZAyFVKmKj5OI2OmJ0vyLMmHK/LaGqtONR8+1Vx/rrXp8pkTF9qPXTjZfPFky8VTLZdOt15obz7dUtfeVH3iaNWRquJDxdkVRZbSXGOWMdGok6WnyA1pSoNebdBrDGmJhjRtul5rNuqyMnR5luQiq6YsT3WoRNFco7rQmnL7N6PtdwN4SQv8roIvJ7pupjpupUM3M7o7Sh86j471nxsbvPpk5M7Txx3PnnU+n7C9eNv56r3t7Vvbh3dd0x+A2SnQM+NAZh2I24F6IMQNBTOjuR/0HBCOgCQKURjsxR3BRNhLOCgCJgkXgTlxrJsiekm8H0f6CPxhIPB0avLhjZsncguTuYLwdRtWL13+rzVrlm7Z+FPIri28mDAtn50qZKXzGBl8ehaPlsGNyZawPrk4V8bMkTEKZHHFyrg5FyvZh1ScahW/ViOsUYlqlKJDMm6FhFUqYuZwovTRexJDNmvDtxoYe4sUrAOJgoNJogOJgmIlu1jGLFWwS1XcYgW3QMbKkzAz+bEptP3ykK2SPZuk+7dI9m0S7t0o3rdVFrlLTQ9JYkem8ulGMStXJciRcXLiOQUqQUWStCZVedSYeDwj6bdC8wlzUpWCnRsXkkPbXcaPrFOwGxOEx7Syo2ppvUJUrxQdVokOxXNLBIxcbkwmPdQYu89I329hR2Txoi3cqAxupIUfncGLMXFjjJwoAzsy6OJExj4Nfa+GsV8auVMSsVscsYexY3PExnVRWzbGbN+yd8NP3y9fGLZ9fV66ynb9BDozFKDGA9SIlxqkqD6S7MYIeMZtezd9e8rdiREQhoI4CpA4RBEgRUAUARCEnSD+yA1xvAvHgaCOCRxCEBuCdGKoLQiOdQWZ68G6CNxO4HaSAEgCJCgIJyGMAhES+ARGgSgFeojPvEwCKAliFIR55xSMUiBKggj50eP/7OKgbT8J949Owh4kOAlKgSgFYiT08Q43J445CRwmcJgkIJKACBwkcPCji//gn0RMkTBJQMTcNxN0MUSRMIU7PkFi8N/l+xf+Mu2f1yhmwKkZcHIamJoGpmehWY/Dg7oQrHvGDc+64Rk3POtxfGLGAwdF/CemHe+nHa/fw6/egS/fghNvgBevwWcTXY+fdTwav/tw6ObDh7f6+q7C8Hmg63RX58l7t4/fvNZ47ffDl89XXzh98Fxr6anmwtYjOY3VGfUHddUF/NYa8d0Lugd2y6jT9BBIHrSpR4CEka7Eka7kEVvKiC11qEs3ZE96CCQO2RNH7bpHQOojIO0xZBiDjWOwcQw2j8HmcYflqcs65rCMOSzPevKfdOeOObLH7xe+eFg7PlB/7bwhTbVx/5b/e8+mf9P2fcOM2CCk75FxohLFnGS5SKeQ6lQyfaLKpFNl6pVWszInU201K3MyVfnZiQXZybkWrTFNKpfEcpkhAl6kRBgj4Ebw2GFiQaxYSJcIGFIRUy5lKuNZShlbLWeqZXGJKk5akrgwO62xtqS9qbqtsbq9qe5ca+NvbY2/tTX81tZ4of3opVPHLp1q/v1k48WTDWePH64uzS6x6mvLrXUVeUVZKWadLCNVZU5LMqYlmfTJZkNylllnzdDlZCZaM5X5mZJiq+BgAe/wAV77Uem1swn2yzrwsg6+nAhf1nRfT+65rb9/x9x9N6vXVj4IN4w/OPdk6OqzR3dePOl4/sz28lXn63edbz90vX9nn3oPzEyC7mkYmXWibhfqdmEeF+p2YAiMow4Cc5J4N0U4KcLpxV04AhIoQKIQicEkDnkJmCJcFNGNIS6K7MOxfhztDwReBAJvX79y3LjenJ+XFBO77du1i1d/88V3P6z4bu2X33238puvl6/7/uvY/TsTeMwUIUvPo2cKGdkCeiYvxipl5ci5eXJevoJXIGfnyRgF8YxCGT3o4oNK9iEVp0rJq1bxqxSCKrmgTBxXIqbl82JM9D1JYVu1oZtSYneY2SEFMkaZhluVIqlNlVYliyoT+Ic0gspEYamSVyTnFMWzc8UMEytcG7UrIWKnNnpPCj1ERw9JYYSnsCLSONHpfJpZFJcpYebIOQVKbpGaV6LmlycIKpMkDQZVS0bCqeyUNlNifYKwmBeVx9hXzA6vFNPrFNyjGvERlaROITysEFbJ+RUSdhGPZmVFWuihJtp+EyMkixOZzY8J5sVZgphMXoyJE53OitAzw1OYYclxIYm0vWranoS4EFH4DmH4TkH47vBNP/+6asVPK5b+/OWK9au/Wr14wfJ5/9eyf/8f4bvWHW8oevkUDvifBfxjPt8oTvRPu+FZ1IH7eglfnxuHMQwicJAiIS8VBCBJO0HYcNyG4zaCsBFEF0HYCQIM5o8Y1oliHSjegeIdGN6JEXPgpA0nbThh+9QgSBtGAjgJYSSMkhBGQsGIkTBOwR4MQHAAwUEEB1ECQom5Q8E2SoAoAQaPIjiI4ECw5+8EZ8MpB+F1EF4HTjlwCsZI+LMBEEZCOAXjFIyTTpLsJnEXiTtJ3EFgMIHBBA6R+EcXB7PjTxAAhto/LZ1/DuV1kpQDxyEMA1EMwHCQIGCSdPiobh/l8pIuL+mkCEcwRyEwGEeh/8jH887xJxd7go8pnQGnZ4CZGWDGDXmC5R3BOg83POuG3G5o1g153PAsAk/OQh/c0IdZ6MMsNDkLT7odk7POyRnX20n4zQf45Vtg4o39xWv7s5ddj5/de/Tk7tDwraGh2w8eXHe5LjrA86D9rK2j/fbNYzevHr32e/2lc9Xn2yvOHC9tayxoqc85VmtqqNDUlwpP1UuBa4ZhKGsI0A/Y1A/tmmF7wkhX4rBNO2xLHrInD9mTB22JgzbtqF03atc9AtIeAfpRUD8GG8Zg0yPI9NhhftGbO+7KHgZM466c570Fz3ryn/UWjDit4w9Knw9Xdl03F5h2x4UtYoSskLM3qfn71PwIrZiZLOXrZKJkuTRNrTQlq0ypMotRbjUrs0wKq1mZZ0nIy9bmZmuzMtQJKraAFy7gRYgEkTxuGIcVIuBFiYU0sYAhFtIlYnq8hKGQsVRyllrBSlBzE1U8c5ryUGn28YaDJxqrTjTWtDXWnD1ef66l7lxL3fnj9b+daLjQ1vB7+9HfTzacbKw6VlvaVF3cXFPcWFVQU5pVkWsozjJk6VPMKTpTijZTn2g1a/OzNPmZ8bkZ3IIM+qHCuKZq7tlm4fWzCvtVDXwtAbqkcl1N6L6W1HNT13/X0N9h7uvMeWAvG4Trnjw4/Wzo8vOx2y+e3pt4YXv5uvPtu873H2xT7+0z7wH3JIxMO7DZbtzdjXu6Cc993NNNIN0kep/CerxEjy8Ied9Hurwk/DEpgAnMiWMuHO1GPD0kORQIPPX7nr5+2X3tcmOGMT4qfNPq1fO/Xr1ww8bvduxav2Hj2m+//2rN6hVfrlj81bJF+7ZukDFjkvlxabzYDBHdKmZkCWg58ZxcOXeuvljOLpDFBV1cpmCWf3Kxglup4B6S8Q7KOCViWrGElsMNT4ncqtqzPmH/hrTYHRmckEIZvVzDqU2RNKYrjhrkdSni6gRRTaKoMkFUquAWiBlWfkwmO8LIDM3gRFkFdKuQYRXHWcXMTCEjQ0DPENIt4jiLiJEtoRWpuQd1oookQbmGezCBX58a32xStWUktJk1TTpphYRRzI4oZoWXcaMO8GMqhHGHxOxDYvZBMbtCwi4XMQu5sdnMCEtcWAYjNIMZZuVF5whp2fyYTF6UhR9t5kSZmBEGRmgaIzSFEaKl79PE7JZH71TS9gnCtgvCd3FCd+5e//23SxaunPdfK+f/e8X8eSsXzPvh65U/fbNy1dJ//bDmC2V87Pmz1U+fdmHYSCDw1IMPTrrve4gHmO+hm+jBSSdFwhQJe30Or8/h9YIUZaeoLpLsJMlOkrRRlJ2iAIoCfSTk9UIE0YmRHXNQHZ/alL+L9HURPhvhteFUJ0Z2oOQ9jOzECBDFIQyHURz+GCGMcKAoiGAQhsMYAROEAycdOAHjpAMnHBjhwHEYI+DPY3DM3yNJuQjKSXm7Sa+L8rpIbzdJOgnKRQTnIRw45SRIJ0G5SMpFUi6/N3hV2eXFnSQ2l7riCEjifwcIpr0oDv8d0usiKCdGOFAcRnEIxSGcdBCU00u5KNJFUS6ScATzbhyD/pm/nvRPLqbwbhzvJlAXijowD+zxQKgbRhAYD1429cAeD4TMgh4PhLohBIFnPOAUAk554CkPPOmBJ92OSY9j0u36MON4N+V8/R569Q6YeNP1/FXXkxcdY8/ujj66PTJ6a3Dw5v37l1zOCw74PAic7uw4cedG882rR69eqLt4pup8e8XpltITjYUnGnJaDxsbypVHD4guHFc7bhgG7OmDQNJgl2YISBi2a4ZtmmFbQtDCgzbtQGfiSJdu1K4btac+AlI/3pVnGgWND21pz+5nT/QXPOm2PnZan3TnPHZaH7ssLwbzxvuyx3tznw+WDzuKzzbKsnU7taJfU2R7teIQrTAyScLQxbN1cl6aUpyujU/Tik2p8ZZ0pSVdaTGpciyJudnJudnJedkpaTppvIQu4EXyuRE8TjiXHcZlR4gEcy4WC+hiAV0qpsslTKWMpZZzFFJWskqQb0lrqC49eezwqZb69ubDJ5trTzUfPt18+PSxujMtdWeP151vPXK+9ciJhkMXTx79/VRjS23Z4fKcIwfzj1TkHcjLyDcbco1pVkNSlkGZnS7JyeAXWVglVlptCf3EYc7ldum9iwromrr7psZ5XQFfju+5nth3Q9d3O6X/nn7AljFgz30Ilg45ap48aH82dPHF2M2JJ3dev+h4/arj3duOD+87pz/YZyYBzxSMzjowdzeBdOOIi0C6SayHwnq8eK+P6PNTfT4yGO8HfD1+n8tLuijCSaBOHO3GkR4M7Q8EngUCL6YmB27fbE1LEW3euHrN1/N/XLvilw1r1q1f/cuG79et/+7b71et+earVauWf7Ho30sW/nvr+h8EMWFaHj2NF2sSxmaJadliulXKzoln58u4BQpesZJbpGAVyZlFcka5il2hYgddfEjBrZCxK6ScA1JmkSimSBKTzQlJDNkg2/G9JuQXA2N3Fj+8WBFXqmJVaQVH9LJGg7JOJ63RCKvUgiqNqFTGzhfS8gSx+QJajiA2V0gvkDCzuDFWId0qZGTwYjN4MZl8WraQYRHE5khjyxI51aniQzrBwQROpZZXnyptTFe0mRLazAnNKfIqOecAL6aYHVEYF5obG5pHCy9kRRdzY4t4sSV8eomAUciNzYoLT4/Zmx6z18QIyeZGWQWxFm6UmR1hZkeYmRHpjDA9LSSNHpJCD9HS96mjdkrCt4ojd/HDdvAj99D3bdu0dvVXX8xbNu9fyxbM+3Lx4mULFqxatmTDj9+tW/v14oX/a8kX/+cvv6xUKOlNx4pHH3dh3ieE/6mHHHUTI25sgPL2+bwun9fh8zl8PofXC3q9dp8P8PpsXp/N6+3yebv8PtDvA/1e0O8HKaqL8Nr+jjcAeAN2b8A+J2VvJ0514lQXToI4AREYhOEQgUMYDpE4hBMwjoE4DlEETFIOH+WkKKeXdJCkw0s6SOo/RB/lpLzOv8c/jlJO72fzUARMkA6KCM7ppLwuH+XyUa6AtztAufyk00c4vISDwiASBQkUpPD/AImDJAHhJPx3CMpBUI6/93gpJ0U6gpAETBIwgUMEDgXbfwMicZDEgE/8ycVewuUlXV7CRRFOCneSuIPCnSTuDPaQmANDIMwDYgiEIxCOwW4UnMHAGRScxqBpBJxC4GkPPOWBpxHX5Kzj/RT0+oP91VvbizedzybuPXl2b/zJvcfjd4dHbvb3X7rfc+F+zwWX8zwInrbdPXHvVsvNK81XLhz5/WzN2baKE83Fx4/kttZbWqrT6isUjYdEV06qezvNw7Cx36Z5CGge2tXDXephu2bQljBg0w50agc6tCNdyR9T45SPG1YYH0GmIOOu7Kf3cx47sx47s5505467LC8eZD3tNT3vs7wYKHj1sGJioKr7Vn5brdycsCclfpdOsjdNHmVQ0lMVjFRFnF7NTVELjCmyTIMq06DKTFdbzInWjOTsDF1uVppRr1bJuXxuNJcVIeBFC/mxAm40jx0j5AV1HCfi08UCukzMVMrYGgVfIWUnyHgZaQmHSnNbj1afPFbX1lRzorG2vbH+ZFP9yeb608eOnDlWd6al/uzxI6eP1Z1vazjbUtdSW95YVdxaX9FaX3G0hnmWYgAAIABJREFUsqiuLLeuLLumxFiWqy4wcwotsVVFcc3VrIut4lvnZPYrSvCqHL4q674u67kl772p6ruZ1H8rtf9Oat/dtAGbeRDIGYZLh501Twfang1fePno+qsnt14/v/Pm5d0Pb+9Nvu+YmbTNTnV5pkHUDWEeB4E6SaybxLp9ZK+P7PWTvQFvX8DbH/D2+6k+H9njpVwk4SRwF4F3E1gvSQwE/GOBwEuSGIehC9kWze6dP679dun6n1f/uv67n39as3nzuvUbvv/hxzVrvvlqxZfLvly1YuVXKxYtnLd4wb82/vgdO3JfApeWwo818KMzhNHZErpFyMgSxeVJ2IVybomaX6rmlqm5ZUpWhZpzUM05pOIcUnEOKrgHZOwDEnapiJHLC88XRmSy96r2/SzZ/q02YqOFH1YYTy/XcEpVrAo1py5F0qRXHU1RNCRJD2sllSrhARn3gIJXnSCu0UoPKHk5/JgMZngun14oYRfGc3JEjCx+bLaAni2kW/hRBXJaRRKnOkVwMIlbqeXU6ARH0uIb9LLjRnWLQdmglVbKOAf4tBJ2dB4t1BKxJzsmJI8ZWciJKeDEFHJiCvm0PHZ0JiM0LXJXWuQuI32/lRedK6Jn82MyOZGZ7IgMRkQ6PTTo4rS4sOS4EGXUTlHoFn7YNm7YDm7U3sg9W35cs2Lp/P+9dP6/Fi+Yt/Bf81YsWbZ04aLli7/44bs1v/z8/drvv1q6/N8rvvz3z+u/kimZl662TLnHAoEPROClBx/1+ocCvl6/t9vvc3m9sM8H+f2Q3w8G/EDA1xXwdwX89kAA+oTPB1J+kPwrgDcABaECIBWAKD9I+UGvH/L5HD6vw0c5vCTso2Af5fB7nT6vkyIgLwn7vU6/zxXwd/t9roDP5fc6Az7XXNvfHfB3/xE/9f85eknYRzmC0/q9Th/l8FMOLwlTBESRsJeEgwOCR/1ep59y+EmHj4B9BOQjYC8O/TcEJyGof4T0Okivg/Q5KJ8z2Pb7XD6f0+dz+n1On9fp9Tq8lOOfoo9yUDjo/Yw/uZhAwD9AQQIFSRQiUYjEIAqDKAymMNhLOHyEw0c6fZQTxUEPASI46MYBDwbNYqAbgWdR2IO6ZlHnjNv5YQb6MAm8fm979bpjYuLe8+cdT5/dG3t8a3j46sDA5f7+33vvX+h2nIPtp4HO9o5brbeuNl29cOTC6arTreVtTUVtR/PajuY01ejqDkiO14pu/5bU12kchtIG7QkP7eqHncrBDvlgh2bYnjxk0w3cSxrpShq2aT+6OLiRW/oYbBx3Zo6C6SOgacyROeawjLuyn/fmP+/NGXcZn/eZJ/qznvflvHxQ8qK/YqK/5nnfkWvthsPFgszEfSnxO4zq0MzkWLM2Wq+OSdXw05PlljR1pl5tSlGZ9QlWY7LFmJxrMZhSE1RSAZ9DE7BixXymmB8n4NAEnFghN1bEY0gETIkgTsRjyEQsVTxHIxckKkXJSok+UVGYld5QVX78SFXT4YMtDbWtjUfamo+2H2s42dRwsrn+dEvDuRONZ1obTh073H60+mRT9eljteda68631p0/XnO6sfS3lqLzx6xt9amNh6RNVdwzjcJrZ+K7LinBa3LHNTl8JR6+LL1/Td5/Sz1wR9t/M7nvdurAPcOgzTgEWIag3GG4dMhROd7f8uThuYnRK6+f3Hzz/M67V/cm33VMfehwT9uQWTvmAQkUJjEHiTlIzEWgLh95P+DtC/geBPwDAV+/n+rzk/0B6oGP6vV6+7xUP4H3+6iRQODJ9OSD3p4rpSWptJgda1YtXP31F5s3/rRj28YN639a+/0333739Zpvvlq95suvVq1Yunzp4qWLlyxdumjRwsUL5v34zdf00D2JPEYSPzaVH5Uhis0S0TMF9CwhI1fMKpRxy9T8cg3vgJpXrmAdVHMqVOwKBeuAnFkmZZZK4kqFcYX82Cx2SBZnvz52m3zPj7LdP+gZO/OkMcWKuDINp1jBLFOwapPFjWmqxjRVU5qySa+uT1Yc0Smb0hNbM1OOZ+jqU1UHVIIiCfOQRlKtlR1KkBbHc7P5tGw+LVfMLJSxKpK4B5O5FVp2eQLzUCKnNkVQnyqtS5E06hUNuvjDatFBKbuMTy9mxeTGhGVG7LXSwwo4MUU8WgE7Jp8dHaygMMbuM0TvMdH3Z3Ei84S0PDFjbpmCE2mmhxlpoXpaiJ4RmhYXlsTYr4jeJQrbygvbyonYGRe2a/emn9es+OKLef/7i/n/WjR/3rz/+tfSJctWLF2+YvnyVV9++fWqlV+vXrF6zYofflq9avXiFV/O37rjxwyr1gZdmUGeBwLvfP5HAf8gSfYQhNPn7fH7e30+2OcDAgEoEIADAcDv6/L77IEAGAhAfj8YCDj8AafP7/D64Y84fIG5lz6/wxdw+gJOf8DpCzj8fkfA7wr4ugO+7oDXGfA6A15XIChcyuGnnAGvK+BzBfzdAZ8r4HMFvB/5m3b/iaC+/97ppxz+zxwd+ATl9FOw/1MkHXNQ/4Gg5SnvH3h9Dq/P+Qd+p9fv9Pld/oDL53f5/K6A3xXwOz/G7oDfEfC5An6H3+f0+xx+r9Pvg32Uw+eFvZTDR0F+CvKTf/AnF89O3p5jao6ZyVszk7fQ2Q7U3YEjNhK1UxjgxQEKBygcwAg7Qtgx3I4QXSgGeFA7goAeFPR4wFkP4HZDUzPA1FTX23f3Xr+6O/Hy9ovnt58+vTU+fv3Ro6ujw1cfDlx60HOh13W+Gz4L20913Ttx9+axm5ePXvmt/uKZ6nPtB0+1lJ5oyjtWZ2yo1Bw5IGw9LLh3IXEYzui3BZ/6oRrsUDzsUA/bkoZtusF72mGbdtiWGMyO5zY4hgxjsOERlP4IMj6CzWOOjMfOrHFX9pPu7Kf3syd6s1/0ZU30WSd68yb6Cyf6yl72H5x4UPvq4dEBe8W1U/r6Mm6+ISQzaWeGdldmUkRmisCYGG9KlBk00mSl0JisyDWl5BhTc816iz45VaNQigViFpMfR+cz6UI2XcSh8dlRAlasiMeQ8BhiLj2ez1SKOUoRWysTJslECRK+Uas6WJjdXHOg+fChxrqa5oa61qaG1uYjbU1HTjQebms63N5c295Ue/JYzeljNWdaqs+21pxtrT7fWnPxxMFLbQXXz1hvn8u6edZw9aTm6mn5vd9k4DUldCUeuixxXJa4rsruX1P0XU94cFP74Fby4N30wQ7jkM08AmaOwtYRR/6Is2zYWflkoOXp0NmJR1dejd94/fz225d33r+5O/nu7uxUh2e2E/N0YR4A89gxtx3zQAQK4whMYk4S7yGxHgq778V7AtRgwD9EEv0UNRgIPPJ6R9yzg6Mjd+sP50RHbflq5X99u2bJ+p+//WX92p9/WvvD99999+0336xe/eWXy1Z+uXTZiiWLly75YvGShYsWzV+waP78BYsWLFi9clnknu0Jgjgtj6bjRmdIGBlCWpaAYRXG5YlZRTJuuVpQkSioUPOC1WzlCmZZPKNEQisRM4pF9GI+PZ8XncUOMTN3J0duUuz9KSH8Vws/pFBBL1AwCmSMXAmtUMqoTBQ16FWN6QnHjNrjZl2LMfmEJe1UrulUjqkt29BiST1uSTtuSa3TKWt1yurE+FI5P0fIsPJphfGcigRRpU54QMsuU8eVaZhVWm6tTnRYJz6cLK5PltYmiivl/ANiVhGPnh8XnRUdlhmxP4sWWsCOKeDEZMeFW+MiCnixOZxoM22/kfZRxEJajpAWdLGZFW6kh6XTQtNoIWmM0BRGqJa+TxG5SxSxjRe+nRO5K2rPpl9/WP3lkgWL5//Xovn/Xrhg/vx58+bPX7ho4ReLlyxdtnTZ8uXLlq9YunzF0uUrl3z3w9drf16zYtXClV8viojZU11X0tN/lyDHAoExgnyAYvd9/kGvr58kYZ/PSRE2rxfw+QAv1ekjOwM+u99np0ib3xfUitPrnctwA3OJrdPncwb8rkCgOxDoDvhdAb/L7wuK0hHwOQJeR8DrCFDwHD7nf8Y7N9JPwR+B/hvmJv80/x8v4c/5YzYS9pNAgAQDJBCgoAAJBUg4QH78VJTjL9FLQhT16cIm5PPBfp/D73cGAq5AwBUIOAMBZ+Dzlz5nwA99FuGA3xnwwwGfYy76IL8X9vtAnxf2UWCAAgLkZ3zuYhy5iyP3cOQejtydw3MH99whkLtBPvXgnjuY5y6C3HEjtxHPHTdyx+O5O+u+45m9N+u+557tmJntcM90Tk13TE/ee/fu9ttXt169uvHyxc3nz248f3J9/PHV8UdXx4YvDw9eeth/qcd5rhs6A9rabHda794I6vjw72drzp08eLwxt7k+s6Xe2FSlaTggON8sg2+m9tt0D2yah3b1CJAwZFM/uKN6cCdhqDN5qDPo4qRRe3LQxR83cjN+5mLLuCvrSbf16X3ri96cF725E325E70FE/3FE30lE/3lL/oqnvUeejVc/2akcchx4PqZ5IZyepllX4ExLDuFaUkSWZKlpgRRioJjTBDlGDTWVE16YrwlJcFqSE5PUCp4bAE9RsxiKAQsETuKzwoTMiPEvJh4Hi2eR5PxGSoxWyVkqcVstYil4DO0Uo7VkFBXnnviSGVj7cHGw4ea66uON1a3N9e2NVUdP3qgpb7sZPOhU8cOnm0pP3u87LcT5b+1HbjYduBSe8HNsxl3zqd1XEjpuJBw7zdFx0UpeEXafUPquCp2XZF0X5Pev67ovaEZuJX88I5+8K5xyJb5sCvzYVfmEJAxDFlHXQVjPRVjvbWjvY3jg6dePr727vmddy/vvn9zd+p958yUbXa6A/HYMMSOISDqATAEJHGXj+olsfskdp/C+yjigY96GPCPBAKPAoGxQOBpIPA6EHj5ZNzW1JgvlUZu2/rtN2sWbfjl2w3rv//pp+/nLLzmm9Vfr/l61aplSxcvWbpo8dLFXyxZvPCLxQsWLVmwcPHChV8sWrBg5dLFezZvkLFjk/hxydxYg4hmFtEtPLqVT88XsUrkvAqNsDJJVJkgOKjhfnJxqZReKokrETNKhIwCfkwWOySDtSclZpsmdENyzNZsUUSxml2oZlkltGxRbL4srjI5/qgxscmkPWpIrE9VVyXG1yQr6tMSj6ZrG426RrPuWEbaMUtadbKiMklenSQ/pI0/kCAuUwvL1KJyjbBEzSpRM0rVrDIN62AitypJVJssrtWJaxIllWrBASm3WMDIY8dm0yIyo0PNkfsyY/Zb4yKyGeHGmH2mmH1WdpSVE2VhhgcrKHIFsZ9cnMWLNrPC0xlhabSQVNq+FPp+HSMkgb5XFrlTEL5FELGLGbozZOsvP3/71YrFC7+Y/++FC+YtnLdg3rx5CxYsXLRo8ZIly5YtW758+YoVK1YuX7586bKlCxbO+3LVik1bf9mw8adVq5ev++U7Dj+yra1iZOR2IPAsEHju8w8RZJ/P1+8P9FEk7POCfi8Q8AEBnz3gBwI+u98L+kjQS8J+yuHzOgLeYNLaHfB3f0pmg+mt3+sMUE4fCfspKEABnwHO4f0noIAXmhsQHEkCARLwe8H/yNz4v/PpRJ/jBQK4LYB3BvDOAGELkF0f+6E5FRLQX6KPArxewEfavRTgIwGfF/R7Ib8fCvggvw8K+CCfD/R7QZ8X8FGAjwS8pN1L2nzE3yLeFWz7KJuftPuo4Km7AuSf+dN6MX6Hwu5Q2B0KvU2ht0nkJoncIpFb6MxVdOYqMn0Fmb6CTF9FZ65hM9cw93UMvYGiNzHkNorcxpDbCHIL9dxGPLdnp2/NzNyanb49M3V75sOdD+9vvn9z/e3ra69eXJt4fvXFk6tPxy8/Hbs8Pnr50dDvI4O/93ef63GccdrbgY5W2+3jd68337rccO1i3cXzVW3HC1ubc0625LTUpdWXS45Via6dVA3YjIM2Xf895YMOxWCHcvCeevCe9mFH0uC9xKHOhGFbwkhX4tzjP4C0EUD/ZxdnjrssT7qtT+/nPO/Nf96b/6Kv4EVf4URfyURfycSDsokH5RMPDjzrK33eV/5yqPL1cM2oq9h+RXe+WV6Zw8tMiE0Q7NHw96TJowrSxWWZypwUsUHFtiRJCwwJ+QaNWRufKGbL2TQJM1LMDhOy9wmZ+yXcsHhupJQTEc+NVghoCl6Mkh+rEdE0IrpWTNOruSUWbcMha9Ph4sbaosbaopb6krajpaeaS08dKznVXHi2pfDc8fzfWnMvtlkvtVuvnMy5cirn+mnz3fPajt/ktguyrovx4CUpfEXkvCbuvibovirqvia+f13Wc0PZeyOx/7Zu4I5x4K5poCNjoMsyBGSNwDmjrvyxvpKx/sqx/sNjD449Hz337vntqde2D6873r++N/muY3q6c3am0+MBCdxJUb0+qtfr7fVR/V7qgY8a9FKDfu+w3//I73tMEMOe6d63r+CBgZs3rh+rrs5UKmmbfl216st/rV+3Zu/erVs2r9/wy88//rD2m9XfrFr19cqVX61c+dXKlSu/+GLhokULFn6xaMGihfO+WDxv0ZIFC5csXLh40YJFSxbM//WH73gx4VoBM5ETm8KLzhDFZfIYuXxGoZhdrhBUJoprkiU1WnG1VvDJxWXxjFJJXKkkrlgUVyikZXPDMtn70mg7tZFbUug7M8VR+UpmnoJlEcdapXGFav5BnbxSpyhWCrJ5dAMtXBO+Kylyn54elSVgFMQLChWCPAkvW8jMFjHzpJwSlbBCG1+lU1SlKqtTlVUp8gqt4EAiryyBW6xkFsTTi+TMchWvMlFYrZUcUovKZfxCITOHHWOhh2fEhJljQiy0sGxmRCY9ND1qjyFqdwYjNIsZnskIC1ZQfJ4XZ/GiTXFhenpoCm2/LnZ3Mm1PEn2fKna3JHI7L3SLMHIXbe/mbT9//+3KpcsWzV+8YP6iBfMXzJs/b978BQsWLFr0xeLFS5csWbZ06fJly1YsX77i669Xr1ixcsmSxV+v/mrDr+u2bd+0/pf/h7H3fGsqbftw/4r94Z0RUmgKogKC9N5Deu8JofeiYgVERIrd0dFxVMRKTQ8gFnoRQui9E5CeRknP/hD10Wdmv/tdx3n8jit3VgifTq51rTvE7dhx61NudvFxKB7v77WvEqNh3mSaNeon1Adiva5fc9Cl3mvRadoN+k6Dvt2oazfqO036nm/X4KZ+k0liMklMpgGTSWIymtvhfpOp32ToMxn7TPpek67HZDTbvNtk7DYZu/8zetZ3mnSd/5KGrm/oO3/GqOs06jr+mQZNu0HT9m/ZZlD/IzUtxoNm48Fno7rZqG41adpM2g6TrsOk6/xuQ3PRZdJ2mrRdJm2HSd9pNHSYdB0GfbtJ12E0dJgMXSZjl8nYZTJ1m4zdRmOX0dBlMHQaDZ1GQ6dB227Qthk1/50GTZveXOvajNoOo77DpO80Gcx0/IefXfx18c3qwpvVxTcr869X5l9J519J515K516a11cWXq8svF5deL229HZdWrmxUrW2Urm68u6rtHJVWvlVWrUqrfoqrfkqrVlZqpYu1awu1kmX6lYW6pbmaxdnauZnq+ena2anambGqifHqiaHq8cGq0bE7wb73g30VPZ1vfvS8rr9c0VbU/nnhvIP/Cf13Ecc9r3KyrK3L4vevLj66snl5/cznt2Jff2Q3lN/ZqT13Fh71lBz0khz0mR75lT76dHPGWMt6WMtaeOt6RNtGeMd2ROdp83fADLTc3Gm5+KvLr66KLm2PFiyOFgiHSpdGipdGbohHb6xMnJzZeTm0mDp0mDJ8tAN6cjttbG7q2N3V0duLQ7c6xYV1f6dfa+AeDkt7EysX34G9MYl0o2LtLJLjLJL0Tcuxd3JS76Vn3z1dHRmNDIGH5QUHRnHCI2jhsYzIhIZkARaZAItKokBS2UiUhjwzFhkTjI+Jwl7JgmVn0W5VZD07I9LFY/yXz8pqPy7oPLv/KrnueyXedzX+cI3l0XvLtZXnm+oOttUc/Zj7dnPdWeb2ZmtnPhWDrOdw+jg0Xv4jF4RvUdA6+ZReoWMXiH9izCmVxTfK0rqbUjve5/V+/6M5PMlSUvecFvucMeVka6C4Z5rQ91lQz13RsRPJofezIywZ8f5MxP8hdn6rysfZDttSmW3TNGjkPcoVf0H+4O7e4MKuXhjo3txoWVsrL6nq+bDh3Ih99HbNzeePMq/eeNsWio5MsL9xHHAsaOAU24OwYGeYWEBAQE+3l4eHu6nXJxPHnM8duSIg63tYRtbOxtbWxAI8B8Xg6wtQNaWQLOOwYBDh5zsj+Ag4Sk0fCoFk0lFX2aRCqMppTHUWwnM+6kxDzNjH2XHPsqKfZTNMrv4TiLpdgLxdrx5ZEwpiyMW0pEFVPhFUuRZfOg5SmReDLYwgVAQTyqIJ15PZpSmsYqSmRdp2GRYCN3fg+DhjPNwxnu4Uv08E6NCzuDROURUMiyMEeRND/RKgAScwcPymITrCfQb6az7pxMfnUt9cCbxj7Px907H3kilFcbhr7KwRbGkm0n0h9nxD9Lj76awyuKo16i4K0RUHh6ZR0BcISELqairFGQuPuoSDpJLgOaRYLlEaAENdY2Jvc7CF0Xjfrj4IgmWQ4jKxkVm4cIzceHp+IhkTCgLEUiD+jMQoYhAT8/jR+zBQGvgISuAJdgSALCwtLS0AAC+6RgMtra2trWxtrOxPmxtdfj48RPOzi6ORx2OHz/q4+MeFOTn5+vu6mJvBfx/PD0c8nNTWj5X7mwNmoxzWvWwUta5td60vd6wp/xkULfr1a2a3Y8HyqYD1ceD3c/q3Wb1frN6r+Vg7/OB6vO+6pN613zF3Kzea1arPh+oPh0oPh7Im9Sqj+rdJvXuR/XeB83eJ83+R83+Z83BR83eJ4155dfU7n3S7n9/dvfjt9z9oN39qNv7oPtn7pnz0/8xDQefjOqPRvVH48Fnk7rZpG42aZpN6tbvtJjULd8aZ3WbSd1q0rQaNM0mTate89l40KLXNJs0rUZti07TotM06zWtem2LQdum17YYtO0GXatB22zQtBjV/50mTYtR22LUtBh+Sr22RX/wSa/++INfXCydeyGdfyGd+0H58mz58lz5ynzFyvyL5dny5dnnSzPPl2afL8+WL8+/WJh5Nj/zdGH66dzM04Wp5/Mz5QszFQszFQszLxdmXi9Nv1mYebM0/WZu6tXcxKuZ8VfzE+9mxt9Nj7yZHH4zPvBqpP/lUG+FpPvFYM8bcefr3tZXnZ8qOprKmxuefhI8aeD9WVd3q6buZtXb0pfPrr5+cvXtk9wX99P+KiFV/0XrFmXMfrk01Z090pI01pI60ZIx8sncIKd/d/Hpic5vX45n/n/zM72XZ/tyv7u4YFFSuDhYvDBUvDRUujhcsjxctjxcujJStjp6Y33i9urYjeWhsqXBUulgqXT4xsrQDenQLenQH0sDD2Z673bX59U8iS2/RX5+k/KkhPLoOvVBIeVePuVuPvVuPvPmJUphNvZiCjQrMSyZ5Z9A90tkBiRHh6QwQ1KY4WmsyOx4aHp0REZM+Nkk6Plk6NnEyAup0MKz2Dv5tL9vJlQ9yea+OMetOMt9kSl4ldlYmfWhOuNjTern2qTmuoQ2dkI7J7aDG9PJY3XymO08ageH3MWj9AoovQJqD4/SxSH1CuhfBIweQXSPMLZblNBdn9zVmNLZmNnVcLaz4VxH/Zn2xtNdTTlfPl/uaysSd9z60nZX0vN0YrBmfkokXWxa/9oi2+5QKr6srbVPTjV097xtavqbx7v/7l3Zkyd5t2+fKSxMOnuWFhsDJ+CDMagAJNwXGukVHuYeEeoZHuIFhQTCo0IiIoIiI0JDggI9Tp1yPenq7OJy/LiTg4Ojnd0RGxtbKxtrsDXYygpkZQUCWYFBVmBLsI0FyNoCaGMBsAICrSx+P3TE2irS3zcGj0oioFOJyIvRxCIW9WYs/W5i9B9psQ/SYx5msB5msB5mMu+mUMwuvpNIupNAuZNAuZNAuxlHucZAX6EjLlOgFynQXCaqII5QmEC+kkAuSmUUp7MKk+hnKKiY8ACCtyva3Rnt4ULy9cJ6umE9XGlBvilwSBoKFhseRPB2gzsfJXq7xkYEpiDC0pARmVjIBSqmIJZYlEgrS2PeyY6/nRVbmsK4FkssZBGLYsh30mPvpcXdTmGVxdGu0fD5RFQuAZFHROQREVepqGt0TCENXUBGmj/3bP7os7kp/uHiK3T0eRL0ND4iExeWgQ1Nw4Wm4MIT0CFMmD8Z4kuA+Id6OTvbgWwtf7e2/N0aAABbAi0PWQAsfwcADgEAhwAASyAIDAZbW4HtrMCHra0O21gfPmJn7+hw9Lijo9MJRzdXJ19vTzgkIjzY3+uU00lnOwTU968/CxZnWzX7oypZz/bGp82v9esrgg0pd32ZvbJQuTz3Vjr/ZmX+zer8m5X5Nytzr5dnXy5NVyxOv5DOvfoPs6+WZl8uTlcsTL1Ymq5YmnmxNPNyaeaFdPa1dLZCOvtKOvdqdf7N6sLr1fm3/5Ur829W5l+tzL2Rzr2Uzr3+kasLb1cX36wuvPs1324sV21IKzeWq/87pf+e21+rtr9WbX2t2vpavbX6nZXa9eXq9eXq9eWa/2JDWrMurVxfrlpberu2VLW29HZ9uWp9uXJ14e3qwuuvC+/Wlr79DpvSms2Vqp3Vmp2v1bJ/pPx7vb1atSOt2lqp3F6u3JK+3V6t3PpaufU9f3Hxvpx7oOAcyHnmVCu5agVfreQeyLn7cvbeDmd3p1a5VavYrJKvV8vXq3a361Sy2t1ttkrG2dth78p4+zLe7g5fscGWb3CVGzz5Jk+xzt9Z4+6scrZWOJtLnLVFzte5upVZtnSmdmmqdn68dma4ZmqwdlxcPfyleqDznbjt3ZfPrzo/VDQ3PRWK7vNE97nc+zXvblW/vMl+WVr996WKO3F/lSKFL+lDnzKne85OtKcNf04Y/pg0+jllrCV9vDVTsPiSAAAgAElEQVRtoi1jsj1zojN7suv0ZPf/p4sXBq7ODxfNjRQtjJQsjlxfHC1dHC2WjpVIx0qWh4uXh4tXhstWR258Hbm5MnRjSVK8IL6+KC6c7cub7y9clFyf6yua6bk++Dn/c12m6FUyrzyl+lF8+W36n9dId/Mwd3Kxt3JxFzPDMhJ8E6M9EpkeydG+KUzf1OiAdFZwVlxYJisoPdo/Oz7gbGLwueSQSxlhhachN85HPSkmsJ8kNr3N+lSd2Vyd2laX2sVN6eTEdnKie7jUbh7pC5fYK8D38nF9AnyvkNwjpPYKqH1CmkRIl4jo/UK6WMAYeh8/8D5+oCmh/0NS/6e0/uaM/tas/rYcSWt+f+vV/tZ8SXv+cM+1CcnN2dGHcxPly7PV0gXe6lLT8nzj+Cins/0Zn1/25k3+w4c510tSc85RkpIRrJhIGi0Mhw9AIHxgMG9IpGd4uAckwgcOC0IiQmBRwZAI/8jwACgkBIWIgkSEBPj5Bfj7B/gHurt5OZ04eeyYk4PDMTu7I9Y2dlbWVmBrK7A1yMoKBAYD/8vFhwA2AEsrgAXAFgjycz1JgUXFYRCJOPg5OrGQQS5jUW4nMO+lsO6lMO+l0O+l0O+lUe/95OJ7SbR7SbQ7CbRbCdRiFrYgGnWFjsqLRhfEEgriifnxpMvxxCvJ9NxE6lkaNgYaRPD3wPqcIgZ6UYL9KYF+OF9PjMcpvK8nIySAFRnKDA0kB3gRfN0Zob5xUSGxkEBGsDc5wJ0W6BEd6p2KCM0hwq7GUcvSWDfSYouTGUVxtGuxlOJ4elkisyyJWRJLvUrH55JRl0nIfBIyj4S8SkMXMXHXo3HXGJirNHQhA1MUjbvOIpTEEn+4uIiFv0JDnydAsrBhGbiwVHRwMiY4CRMaiwqiRfkSwr2QQe6+Jx0cwYesD/2PrcUhawsg+BDI8pAFEPA7APgbAPgbAHAIAACAgFZgoC0YZGsNtrOxPmxjZWtjZX30iL2bi7O3p5uvl2eATwAkPBIFhQYHeDs5gr09DudkU0T8h+srLXvKrl1565pUMD/5dn7y9fLc25WFt1urVdurb7dX326tvNmUvt5Yfr2x/Gp96dXaYsV3Xq4tvvy6UPF1oWJ1/sXKnJmX0rnylbmX5nplrmJ1/tXq/L/k93NeSWfLpbMV0tly6exL6ewL6cwL6exz6UyFdLb851yZrViZe7Ey+/L/mnPlK3PPzSmdfSGdfWF+i6Xp8qWp8qWpiv9icap8cerpwuTz+ckn8xNP5yeeLEw+W5h8ujD5fHHq6eLU88Wpp0tT5Uszz5amXyzPlG8svNpYfPnPXJt/uTb/Ym3+5dpc+dfZF1/nyldnyldmn6/Ola/MP1v5nr/eu5Ox1XK2Rs7RKDg6JU+n4ulVfL2Kp1PytEquTsXXKbkaBVctZ+/v1O1t1xzs1O3Jag926g7kHLWMcyDjauQ8tVygkQnUCpFW3qBRNGhkDQc79ftbQtWmULbC3Zbytpa4m0u8jSX++iLv66xgZVqwMMadHeZM9rPHemuHu6sHOip7W153NJe/b/qz/v2D+vpH9fy/uFUPqivKap9f5Tw///Ievfw2gvMMI36fNNN9drwtfehj4lhz6nhr2kRb6mR7xmRH5mRn1lT36anunKnu7zOK3suzvb+6eOTa3Mi1hZHihdGixdGSxbHry2MlS6PFc/1Xl4aur43dXhu7JR0oW+ovXpaUrQyWLPZfmhWfWZCcm+3NGevImuo+P9ubP95xeaTl8sDHyz2i883s7Pfv0vkvEuqexFY+jq14yHpwA1+SD712KeLahcjCnMjCs5BrObBrObDSS8g7VzD3r+EelhD+vkV5cZ/x5gGj+gFF8JTx+V1CJzu1m5P8hZfQy48VC1liAa1fQOoXYCRC5IAQPiCCDYigEhFCLCKIG+iSBvpgA2OgPnqwgTXcGDvSlDDyIXHoY9LQp5Sh5vTh9szhrrOjvedH+vIm+2/ODDxYHH0onXy8PPXXwsTjmdHH44NPJF8et3y8V1d57fGDrKICZnYmLDrah0g8hcV6Y/GBBHIIhR7BZCHiEnBJKZTUNGZCIi0ujhIbR4uNpbGiKRQqHo2CR0HCIyNCw0KDIsJCgwID3d08XF3cT7l5nXRxP3Hc1fGok53dUbCVDRBkBQSDwFZgK2sQEGQJBFoCQUAACGQBsrIAWVuAbCxANpaWYDAQbAMAnTp2DBsRHo2ExaNhOTRiHpVURCeVxdJuJdBvJdBuJVJuJ1LvJlPuJVPvJpHvJJDuJJLNLr6bxLiTSL8ZTy6OIxRG4wpiCAUxxMss3Fk6OouCSCPCEnEQRmQg2scN7umC9HLD+LijPN2grk6wU64oD3eU1ym0lzva2x3n44n39aQE+THCAlmQkOjIIGqwD87XDePphHY/gfc+GR3qk4GJusTAX42jFyUxipNZxcmsK0xSYQy1OIFWHEctYBLyqJg8KuYKDXOVhi2KxhXHEK7HEAqZWPNooiSWUBpHNLu4kIm9xsIXxRLzaagcAiQDG5aGDU1BBydhghIwISxkIAXigwvzgvie9DhuZw/8zfrQ/9hYWFpZAEGHgAALABD4OwD4myXgNwuL3wEWliBLEBhgDQZaAy2t7GyOHLV3tD985LC1jcNhu1POJ/y8vX29A/y8gwL9gqHh4ZDwAHfXI6dcQCi42+0bKZ1tT3flHQZN756sWbXz4UD56UDZpNtr0O/ydSqeTsXVqbj6Xb5+l6ff5WkVHJ2So1Ny9LtcMzoVR6vkapU8jYKvkQs0cp5axlPLuObUyPgaOe9fUi7QyHlauUCj4GtkfLV5XcHXKgRapUCrEP5XahSCbz9fwf9WKwQaBV8t46vl3AMZ70D2S+7vsPd32AcyjlrO1Sh4GgXP/BKtQqhVCLWKeq2iXvcTGhlfLeOqd3j725z9Lc7eFnt/m7u/zTnY5u5vc/a3uXtbdbub7N3NWtVGnWqjVr3DUe+w/5n7m3V7WzX7W3X7W7UHW+z97W+5u1W9u1n1I3/ti7eq97eqD7arD7ZrvrFTc7Bds79Vtb9Vvf9tvXp/q3p/q2pvs2p/6xcOtmr3N2v3N+v2Nzn7m5z9Td7+Bndvnbe7xlF95SrXuNvLdZvLdRtL7I3FurUFztd5zsoMRzrNXRhnz42wpyR14301Iz1Vg51V4rY3PS0VzZ+efPjw5/v6x43Cv/i1f1a/ulX14nrdy6vVz8/+dYPwqATCr6BIPmROtJ0e/Zwy8ilxqjNtvD15rD1loitjsit7vPPMREfOVM/FmZ7c6S+5M715s335c31X5vuvLEjyFwauLg4XLYwULYyULIxcXxwtXR4tXh4pWx4tXR0rWxktXRkuXR4qWR4qlg4WL0mKF/uvLkguzvfnzEvOzfWdmerOnOrOmuo5M9l+eqLt7FjL6ZHm7OHP2SPNZ4Y+ZUsa0ntEaT0Nma28lPdVsfVvmaJXDH4Fg1/O4L9g8l8w6l/HfqxK/FSb2MpO6uCmdgnSugWp3dy4Xi6rl8fq5UX38Rh9fFofn9wvIElEJImQIBFhB4SoASFiQAgfFCEkIrSkniRuoIkb6QONjIGG6MH3McMf4kc+Jg1/Sh3+nDHSljXelTP55eJkb96kOH9cXDjac3u4815/663OpmtN7Is1FRlPH8Tev8G4ehmfk4VKiYfERofHx0QlJiITEhCxcYi4BEJsIikuiZaQQo9PosclUKNjSIxoEoNJZkSTGUwKjU6hUkgkCgGHwyCQ8LCw0IAA/wD/QH//QC9Pn1NunidPnjpxwsXxqJODwzE7W3sraxswyAoIBoNBVlZgMMDSEmBpCQSCAEArCzDYAmR1CAQ6BAQfAgKAICAYYHHssE2kvw8dBU/AozNJuPNEQgGVUhzLKEtglsXTS+MpZQnUW4m0O0m0u0mUu0n0e8n0e0n0e0n0e4n0ewn0u0nMO0mMsgRqUSwpl445TYQmo0JjYIEoX5coj2OhLvYhTvbhLo7hLseDHR28bKy9rK287GwCHexDnI5HODuFOjtGODtBTjpBTjpBT7kgvdxw/l6EQB9CoA8+wAvr64H0PInxciX6e7IigzLxyEtMYmEC41oi8zKdkM8iX0ugFsVRC1jEK0z81WjC1WjC9RhyaSy5NJZUEkO8xsQU0lGFdHRRNPo6C3OdhbkWjS5goK9GYwtY2Mt05DkKLAMfloQJSsYGJ2JD4tDBTHggBeKPDvEO8XA5ecTGFvCbtcUhKwAAaAEEHAICAWAA0AIA/N0S8LulpQXA0hJgCQACgCAgCAS0BgHBNta2Rw4ftrO1tQKDj9jaHj92zMPdJzgwPCgwNMgvICoyFBYVEuR/0tUF7OUOphB9b5eltnz6e2O11aQfMxlGNbtdB4oPaoVIq6jXyIX7O7zdLbZaxjGqBAYVX6/i6BVsvaJWu1Op3nqr3n6rk1VrZbWaHY5mh62RcTQ7bDPqHbZBJTCoBAal0KASGFRCvVKoU/C1cr5BKdQr+ToFXyPnaXa4Bzsc9TZnf5t9sMM92OEe7PB+hatT8nVKvk7J0yl5OqVAq+RpFXytkqeW89QynkbO08h5GgVPq+Cb0ch5GjlHI+dqFN/QKrlaBV+vEOiUAr1CqFcIdT+hVwj0CoFOwdfJ+To5XyvnmQvTbr1xV2TcFRlVIoNKqFcK9AqBXsHXKXg6Jccg5+kUHL2cq5Wz9TKuRl6n2Ward2q0O2yNrFYv42rlbIOcp1Nw9eZ+93v++hnonRqdrFa3U6vbqdXu1Gi3azRbVerNSt1OjW6nRvsd3Q9kNTpZjc585na1ZrtWs8XWbLHVm2z1Rt3BOmd/nb2/xt3/ytn7ytld4yrWeDtfudurvE0pZ32Rs7bAWZ3jrM5yl6e4ixOcuRH29GDtRH/NWG/NUFelpPNNd2t5++ennxv/fi/6q4H/WMj5s67qTtWrkncV+a/+yvz7Nv3ZLQzvObVXlDL6OX3kY+JUZ8poR8JYR9JkT+ZEd/ZwW/ZYR85Mb970lyvTvVdm+gpmxfnz4isLkiuLA/mLAwXLw8VLQyVLQ6VLQyXLw2XS4VLpcJl0uHRl9BvSkZLl4etLg9cWJIXz/Vfm+y/P9V+YFZ+b7j0z1Z090Zkx3p420ZY23poy3po83pww+jl2+EP00HvGUCN9oJEhqadL6hmSeka/iC4W0fqE3xCL6GIRXSyg9QmpYiFNLKD2Cah9ArJYQBDz8Wb6Bfh+AV4sxPUL8f1CgliAFwtwYgGuX4CViPCDDcTBRnJ/A7mvniJuoEmaooc/xY80Jw+3pAw1p461nx1pyxlsOSP5dLqnKatdmP6RnVhfmVj1d9LLPxIelTDKcrFXsqFnEkOTo/1jqb7R5MBoSmgMA5qcQMzMjMnKjktOYcbEUVjxdGoMlcQgE+kkMp1EoODROCQMCUWg4WgcCoNDobEoDBaNwWNQGGQUDOIfEOjnH+Dr6+/t4+fl7et2yv2Ek/PRo472RxyP2DscPmxvZ3vE1trO2srWGmRjBbIGWYKBlmAQEAwEWQFAVhYg0G9Ay98Ahw6BDlkCD1la/o8t2ML3lBMZAUkg4RKx6NM4/GUK5VoMqzghpjiOeT2WWhRLKY6nlsaTbyVS76dG309l3U+Ovp/M/COR8SCR8Wdq3J9p8X+kxZXGUS+S4MnwoOgwb3LwqUhX+2An22DnwxFux2EerlGnTgYfP+5z5LCnrY0LEOBsaeFubeV92M7rsI2HjbWHjZWnrbXPEbsAR4fwk84IL09sgB8hOJAQHID09Yg85RJ6wiHCxRHr4x4dGZSCjsrEI85TsbnRxKvxlKvxlKuxpKuxpMI4YlEcqTSeVhZHLYsllcYQS1i4EhauOBpTxEReY8ALGfACJvwKE5FHR1ykwc5RYedo8HRCaDzKLxEbnIQPZyGD6bAgUmQgzN/L39XluK2NlcUhMAAAAoItLACHLAAgkBUAAAAALM237349gEAgEAQCgUAgKysrGxubI4eP2DvYHzvmfPKku6+vf0hwcEhwUFCwX1iwX3iYb0igm8sJkNNxCzTSp7Qo/X3984XZtgPViEktMe5365RtWtlnjezD/k7D3gZv92vd3nrd/nq1eqNKvfFOvfZqb6Vc/bVCs/F67+ubvbV3e+uV+xuVBxtVBxuVBxtV+xtV2u1azXatZqtOu12r3WZrt9nqzbqDzVrNVt3BVs3+Zs3eRrVqrUq5Vqn8WqlYfadar1Gt16jW636lRiNjq2W1almdWlan3mEf7NQebNd9T7Z6h6PZ4Wpk3G8OVfB1Cp5WwdHI6w52ave3a/bN7eZW7f5mzd5mzb6Zjer99Soz6s26X9j6Vmi3OdqdX9DtcHQ7HM1WjWarWrNZrd6sUm9U7W+8O1iv3Ft/e7D2zpwHG+/UG1XqzSrNZrV6q/pgq2Z/q+ZH/rqnTVarl9fpZXV6WZ25MHvWIK/7d5S1BmWtQV5nkLP1sjq9jK2XcfUyrm6bq9vmarf42i2eZlOg2eCrN/j7G7zdLaFyU6jYEO6sCbZXBZtS/saSYH1J8HVeJJ3hLU4I5kY5M8PsSUntaG/NUM+7vraKrpbn7R/Lm5uefXr//L3oqZD7iFNzt+p1EfttQdWzzCc3CM9uwEQVlP6GlPGW9In2lPGulKmeDLOLxzvPTvVcmOnLne7Nm+7Nm+nLnxXnzffnL0iuLA5cWRy4ujxcsjxUtjxUujxktvA3fnVx0eJg4cLA1XnJlfn+3DnxxVnx+enes1Pdpyc6MyY70ibaUyfaEsdbEyeaY8c+M0c/0IffU4cayYMNpAERSSIimk3ax8f18rBm+vi4Pj5OzMeJBXgzZvP2C7H9Qky/ENMv+IZYgBULsN9dTBALCf0i4kADebiJNvKBMdjEHPgQPfgxbvhz4mhr6nBL+uCndPGHtG5RSgsnof4Ns+YJsfwu/M/i8Ft5AcXn/C+m+J1LCjqXGJSTGJKTHHk2BXo2BZmdjExPxKQkYBPjcHGxhOhoIp2BJ1NwRAoWR8ZiSDg0EYch4bAkPIaIReHRCBwKjkUicSgUBglHwmAIKAwBhUAjQ8ND/AOC/PwDfXz9vbx9PTy9Xd3cnZxcjh074eh4/OjRY/aHHexsDttY2dqAbazBNtZgG5AFGGhpBbIEA4BgAAB8CAj6DWj5P4DfD4F+swT+bgn4H2vQoVMnHJChQdFoZAIGnYXDnyeRc+nUKyxGYQz9KotSyCIVxhCvsfBl8eQ7SbT7qcw/UqIfpLL+TI15lBb7d1bK39mpjzKSyuJp5wjQeIgfLdidHHSKHOJBDvWihvnRI4No4aGU0CBiUCAuwD/qlFvgsaNedjZedjaettbu1mA3EPAUGORpa+1rfzjouCPklCvK1xsX6E8MCSKGBmIDfBHe7hGuJ4KP2wc72kU4H0V6OBP8PZIQYVk46AUaOi+GWBhHLkqgliTTbqQwbibQy+KopTGE0hjizTjizXjSjTh8SQymmIUsikYUMJF5DPhlKjyHBDlNgGTiw1NxwfEo3zhMYAI2lAkPokKCsKH+kd4eXieOHbUBg363BFoCQACQ2cVAEPgfCv5FxiAQCAwGm118+PBhe3uH4ydcTrp6eHp6+/r6+vv7Bwb5hoYEREQERkECIJF+YSHuXp5HXE4Ag4NO5JxmVr2+OdJfK//aatIMmzRDpt1eg6pTt9Oyt964+1Wg2RDpZELjjsCkEJgUPOM2W7NRpd2q0WzVaLfrdDu1uh22drtGu12n3arTy3l6GVcv4+h2OHoZxyDnGuR8g4Kvl7G1crZOwdYp2Fp5nUZWp9lhq7frtDKOVsbRyri/wtEq2Bp5rUbO1sjZGnmdWlZnVrNWwdYq2ToFT6fk65V8vYpv2BUadoWGXZ5exdMpuVoFx/wqrew/6GRsnYyt32HrtuvMaLb+HfPfj39Qp9+u0W/X6ndqdFvVuq1q3VaNdqta+62u1m1V67ZrdNs1+p1a/U6NfrtGs1P3M7+42KjiGVXcn9Og5OoVbIOSa1By/iVVbIOKbVByDEqOXsHVK7h6BV+v4OtkZoTaHYF2W6TZEmq2hOptwd5OvWpHpNwWKTZFsvX6nTXR9mr91kr92qJoZU6wNCWcH+fPjHAmB2vHxDXDve8kXa97Oyq6Wio6Ple0fXr1qamiUfi3kPtQwL4rqC5mvzr/+nH8s1uYl3fg71/Thz5mzvacne09M9WVOdaePtmVPSe+MNd3cbL77HTvxZneS7N9l+d+uFhSsDRwbXmodHnoxr+5uGRltEQ6UiIdKVkevvaTiy/PiS/O9l6Y/mJ2cabZxeOtieOtieOfY0c/Ro9+YAy/pw02kAfryRIRQSIi9AvxYgGuj4/t/U6fANcnwIl/IMT3mxFh+0WYfhFaLESLhVixENsvJPQLCRIRUVJPkjSQBxopg++pg+9pw030oabo0eak4U/Jg01JfQ3xnYKY5lpG4xsqv5z0+j7i+S3o4+LIe1fCbuWGlF0MvH7O/9rZ4KunIflZsMsZURdSo3JSoadTYNlJ8PQERDwLHstCREejGdFoGg1LpeGpdCKVScZR8DgKAU8l4igELAmHIWLRBAyGiEXiUCg8GoVBmi0cBYNEQMKDQ4P8A4J8/QLMIj7l7unq5u7sfPLECedjx04cPXrsiJ29jZWtFcgaDLQyA/odBLAAAyyBFpZAC0vg7wDgb0DL34AWvwF+A4AOWQJ+A1n+z3E761BvTxI0Mg6DysTjzhLw50iES3RyHoOSzyJdYeLzGZgCBuZ6DP5mAuleMv1BKvPPdNbjzPi/shOenkl7mpPxODu5OI56GhsZG+FDD3GnR3jFQAPikaGJyMhEVFQiApoAh8bDYLFQKC08DBfgA3d3i3R1ijzpFHHyRISLU6SrU4TziahTLmhvT2KwPz0ilBkVHgODxMAh0dAIFiyCAQkjhvihvFyhbiegJx3hbscxnk5k/1MJ0MAcMuJqLKk0hXk3M+5BdtLtpOgbsdRiFqGERbgVR7qTQL0VTyiNwRaz0EVMZAEDmUuFXSBBs/HhGeiwFFRwMiYoFukbiwqMRQdTowII4X7IQJ/gUyfdHOwdwCDQIUugJQAEBFpaWh6yAFgCQP+/Lv6hY1tb2yNHjjg5n3R18/Tw8PLy8vb29vb18woK9A0N9QsN9YmKCsBhwnGY0MhwT28vBy+PI8H+RykY76sX6Zx3ZUM9VdvLrab9EZNu3LTfb9rtM+33GlXtB+uN+2si/c57w06TdlOg3eJpZDy9QmDcFRr3Ggz79YaDRuNBo3Gv3rhbb77ANyiFBpXQpBIZd0WmPYFxn2fc4+lVHL2KrVXU6eRsnaxOr+D8gpJtLgy7XOMez7DLNexy9bucb4WKo9/l6FUcwy7fsMc37gmM+wLTvtC0LzTs8g27/G86VnK0So5OztHJOUYV36jim5R8k4L3A6Oca372n+iVvH/FpOCYMf6KScn9BfM5ym/v+4NfXGxQCQwqrnFXaNzlfUuVwKDi6hU8vZLzL/kdnYKtU/B0Cp5Owdcp+FqZGZFmR6DZFqm3hOot0cG2aHe7XrktUmwJ5VuCby7+Wr+1Ur++JPq6IJLOCBcn+XNjvOlh9sRA3Vh/1Whf5WDP696OVz2trzqbX7d+fPmh4Xmj8K8PDX9xK4s5r/Maa/P5rzIr7hLf/IH7VBkz2Z6z8OX8XHfOREfWdNfpJcmFBfG5ia7Mmd6c2b7zs32X5vvzFiRXFgcKFgcKFweuLw+VLQ/dWB4qWx4qkw7fkA7f+K7jUumwuSkuXhoqWhy8ZnbxnDh3Tnxxpvf8VE/OZFf2RGfWRHvaRHvKeGviWEvC+OfY0Y+skSb6UCN1sIE8UE+U1OP6RVixENMnQP+MWIj5DlYsxPaLvtEnQPUJUGIhpl+E7Rfh+uvxknrSQD2pX0jobyANvKcOfWAMf2QMNjEHGhl9DYwONqO5mv7+DZH/Alf7F/LtH7Dym1FPiiMeFobfK4i4kxd++zLkdi70Vi7s5mV46SXktXOo/NOoi+nw08lRGQmRSTHhcYzwaFoEkx5Fp8OoNBSVjqExiHQWhRZNoURTSIxvEGgkLAmHJmBQeDSagIFjEAgsEoGCR8EgkVEREGhkeGRYUEigf0CQj6//DxGfdD3l7HzS3Bo7ODgetj1iDbYBWoJ+ADgEAliALX918e8gwG+A3wGgQ0DQIbDlb/ZWQN+TzujwEBYKkY7DZGPRZ/DYcxTCZToxn4m/wsTm0VH5NHRhDKYsgXQnmfpHKvNhOutRZtzj7IRn59L/Pp/xZ3ZyUQw5Ex0eG+ETE+mTgAhMRIQkocOTEBEJsIhEOCQFCU+CwxKgUel4TDIWEQ+PioaGsSDhzKhQVmQ4ExIaExURj4SkoJGpeFQ6DpOCQ6ZiUck4RCIalopHphMxaURUEgrKjAgi+rljPJxhzvboU8eYIZ5ZOEh+NP56Iu12eswfWQl3U2JuxNKKmcRiJu5WLPFOPPlmLO46A3mdjiykIa5QEZfI0Bw8JBMTloYITUYEJaKCouF+LEQAEx5ADPdFBnlBfE75OB93sT/iYGVtAwKBgSAQGAwAAA5ZWB6y+Odo4l9cDPq+99jOzs7JycXVzcPT09vLy8fLy8vb29PPzzsoyDcyIigszDcywheNCiPho3DocBjELzTopLsz2PskONzfkU4Ivnqe9e759Y6mivE+9t5ar1E1ZFIN6bZ71BvtBnm3SfnFKG/T7jTpFA0GRaNB1WRQfdDtN+n2m7T7TTqZSKeoNyrr9ap684hWLxfqFALDnkC3x9Wr+DolR6/i6nd5xj2ecZ9vULINyrrvsA3KGoOSbVCyTXt80x7PjHGXa9zlGnd5hl2uTsHWK9l6JUev5OqVXIOKZ1DxDCruzy7+9pSSZ1DyjAqe0Zxyruk7BhlHr+Do/o3vP/C/+cm/XKPyP5hUPJOKb06jimdeNKi4pl2Bae8nfplRKIX6XYFBJTLsCY2731K/KzCv//4qIPwAACAASURBVEuq+Ppd/rdUCg0qoUFVb1DV6xUNemWDTt6gkzdq5Q1aWYNG1qiRNe7JGnZlDarteuWWSLHZKN9olK037nxt3F55v7ncuDbfsDIrXJ4WLU4K5sa4MyOc6cHasf6qgS/vxF1vv3S862591978tuXjy/ZPLz/UP2quf9DX/Lj3093G6gvVf8VWP6J8rooZ/ZQtFedL+3Pnes7O9mTP92bP9WbP952Z68uZE1+Y78+dl1xZGChcHCxeHDA3xd+QDt+UDt/8uTuWjhQvDxcvDV1fHCyalxTO9V+ZE+fN9l364eLxjsyJ9rTxtpTxln+6mDTQQJDUY/tFaLEQ1SdA/oxYiDLTL0L/zHcXfxPxQCNx8D1l4D1F0kiRvKcNNDElTYy+eloXj9Rai/1Qial7DHv3B/TlnYjnN8OeloY/LYX8XQz9qxj+13XUn9cwfxSg7+Rjbl7GXD+PunoalpsZdS41Kjs5KiMhMiUuMiUWkhgDiY2OYkXDmEwklYakUNAUGo7KJFGYZDwFjyFiCTQigUbCU4lYMh5NwCBxKDNQFAyGhsMQ0MioiAhIeGRURHhkWFBIkK9fgLePn4ent9spD7OLXVxcnZxcTpxwdnQ8bn/YwdbazgpkDQKAzQAsrX528SEg6BAYaGEFOgSyAFsDbWyBtlZAexuwp9NxWFAADR6VjEGlY5BZeHQOGXeRTsxl4vMYZhcjC1mYsnjC7WTSvRT6H2nMhxmsP7Pin53P+Ot8xr2MhHwmPh0ZGhvhkwANSMeGZ2Ai07CRyfDweEhoEjQ8DQVLgcMSoyJzqMTzDPIFBvkcg3SeTj7PJJ+nk3NoxNxYem48Iy+WeT6afJqITcHAkuCQeHhkTFQYKyo0DhaRhIKmYuDJKEhMRCAl0JPg5ULydo0L9z1LgBXEEIsSqDdTo+9lxN1Pi7sZRy9mEK7TcTeYuJssfCkDXUiBFpBg+SRoLgl2gRB1FhuZiQpPQ4Qmw4MSUMEMqB8d6kuN8kUHeUJ83IJPObs72js7HHE8bHfE1s7OxtbGxgYEAlkALH+3OPS/u9h8mGvzpOLo0WPOzifd3T09PX28vb19fLx9fb0DA32jIOGREcHhYQFhYQGRYf7QyCA0IpyIheJREaiowKgQ7yAv55MOQGf7Q9Ag14xYzP3iM7UVN/pbqlYmmlVf+7Q7Q/qdQd1On2mvx3TQYdrvMB20m/bbTfutpr1Ww16LXvXZsNdsOmg17n/Wq96r5fUHO0K1TKTfq9fuC3W7Qq1KoFXxjftC44HQpBaa9nmmPe43djmmXbZpl2Pa45j2+KY9gWmXb9rjm3b5pl2z78wX7j+u4H/ANe4JDLsCw65Ar+IblOZuVGDaFRqVfKPiGyY53yjjGWU8o5xrUHL1Ks7/me/SV/INKnMXyzenaVdg3P2WP60LTHsi4/5/+HVP2w7vQM7XyPhqhUArF2gUAq1coJbztQqBRin431OnEGpVIr2yQatq0CkaNYpGrbxBLX+v2Wk4kDWot+v3txt3dxqUOw3K7UbFVoN8s0G2/n5nrXFn7f3GSsP6cuPqfIN0rn55pn5pWjQ/IZgd404P1Y1Lqgd7Kwd6qgd664b6eINiwUCvYLCPPzYgnBoSTA7Ujfe9lrQ/buUX8V6k1zwit1UnTLdfWhZfmes+N9mRPtuTviw5vdCXNdd/el58br4/d15SsDBQtDBQtjh48393sXkTxdLQ9YWBa7+6+NxPLk4db0sda04aa4kf+xQz8iF6pIk21EgdqCcN1BP6Reh+EVIsRPQJ4N8QIsRChFiEFIuQ/T+oR0nqUZJ6tFiIFosw/SJ8fz1B0kCUNJIHGin9jdShj9EDTcy+eno7l/jpHVrwAlL7V8i7P0PePYh6dQ9afivyWVnEs1Lo0zLE0zL0kzLc/Suou/mYW7mY0kvY4nO4gtPoy6mwnGRITioiKwWRnghLiYMlx8ETYuAx0TAmE0mmwIlkBJGMJlCwBCoBTyGiiVgkHo2nknAUApqIQxGwaAIWTcCi8BgUHgNFwWEoBBwJj4JFQaAQCBQSAYkIDg3x9vHz9PI55e75TxcfO3biqL3jETt7W2s7a7CNFcjaCmQNtLQCWIDMLrYEgCxAYEsrEMAaDLIFH7a3O+p45KiD3XF7O3enY2G+3riIMBYCmoiCZRLQZ6nYC3TCJQY2l4HNp6NyqbACJqokFnszkXgnmXovlf5HOvNBVuxf59IenEkpTWKcJyNSoEHxEN8UeFAWPjKHBM8hI7KwUcmwsBRYeCYanomEJ0Mh2TjUORouj0XNj6NdS4i5nhZXkhJflBxTlBRbmMy6Gsc8T8dnoOFxUcExYUHMsABmWAAp0Jvk70kP8U+AhaWio1IQEfGQQEagJz3APREScIGCup5ALU1m3E6PeZCdeC819lY8ozSadJ2OL6HhSujoYhqqiAzLJ0DziNBcPPQcDnIWE5mFDEtDhCbDQxJQobQoP0qkDyHcO8rPLcTD2df5uIv9YSeHIycc7B0djh61d7C3t7e1tQWBwf9bV/zdxZbfD/NNPFtbu6NHHV1cTp465eHp6ent7e3n5+Pv7+/v7xcc5B8REQKBhEMjvwGHQvAoOCwyDB4ZQcaiKDgULDwgyOukv/sxLxe7YO9jRHhAdhLxRkF6+cOr/Hd/NAuftTc96v78SNL5fHLg7fIUd3O5Ub7+SbXVola063c7jQfdxoNO/V6Hfq/NeNBh0nYaDpp16k+G/Y/6/Y/avUatsv5AxlfLzFfqgu9G4/6HfaFpX2TaExn3hCYzu0LjLt+0JzTt/cgfCAwqgV4p0CsFOgVfr+AblAKDUmBUCU27DabdepNKZFKJTEqRSSkyKYQmpcC0KzDu8f+JYZf3b/CN+0LjvtC0V2/cF5p26w17ApO5o1WJvtcC0269cU9o2qs37tWbDhpM+z/xs4vXF9+tLb/bXKpcl1ZuSas3Vqq2pFUby5Wby1Ub0qr/JTdXqrek1VurNdsrtVurtVvSuk1p3eZy7cZy3cZi3fpS3fpCzdpi3ddF9spinXSRvbxQtzRfuzRXtzhbtzjLXZrjLc7w5ia5s+O8mTH+9Bhvcpg7Plg7Lqka6n0n6Xkr6ake6edNjTTNTbbMT3XMTbYtzXRI59tmJ94PfanqaX7a8/Fxb9M9wbNkwd/RzZVJg02nZzsvzHefme/JWujLXBBnLYhPz4tzFiR5iwOFiwMl8wM3FgZvLQ/d/FcXmyfIy0OlS4Mli4NFP1w825c723dp+sv5ye6zE53Z4x2Z461pZhePfk4Y+xQ78iF6+D19sIEyUE+WiIj9IpRYhBCLEH1CuBnzw/565A8kDUhJA0rSgJLUowcaCZJGoqSBJGkgSxrJ4kaKuIEibqB1conNtdj3b5G88qi6v8Ir/wx592fw24fhbx/CX/2BqLgNf34L/uwG8kkZ8nEx+kER5k4+quwyuuQitugctvAMLi8beykNlZOCPJOCzkhCpcQjEmMQ8SwEiwmn0+EUKoJAgBJJaAIFhyPjMEQcioBDE/FYMolAo2JIBDgWDceiUTgsGo9DYDAwFDISCoXAYTAEHAKNioBERkAig0ND/QL8Pb18zAOKHy42z4uPH3dydDzu6PCf23fWYBsw0AoMBIMsQQAAyBIAAgDBlmArgBUYaA22O3rY8fhRZ+cTJ11OnHQ6dsr5eICnOzTQnwIJi0VC0kmY0zT8ORr+PBV1iY7OY6AvkaH5dERxDOZGAv52MuVuKu1+OvOPzJh72Qllqaz8aHwWJiIR4pcE9c3EhJ4jQy9SUblM/CUqOhMZkRwVmoGIOo2CZyCiUmBh2XjYBSruIh2XyyQVxFELYmm5LFI+i5IbTbxEJ5wmwJNhYTHhfqxQ/5jwAFaYPyXQi+zvwQjxTYZHZOFgp3GwTAwkLtyPFeKVCAk4T0ZeiyVdj6eUJNJup7LupsTcTmDeiKGUMIklVGwxFV1MQxXT0fkEWB4RdhkPO4eDnsFAMpHhqfCwJHhoAjqCFhVAivDBBHuFe7n4u53wPHH8+BHbEw5HnI4ddTp+wun4iWPHjjk4ONja2oLB/9u9O/NhaWlpYWFhaWlpHlnY2NjY29sfP37cxcXF1dXV3d3dy8vL19fPx8fH398vODg4PDw8CgJFwBAIGBIOhWOQaAQUDouMQsORVDwxmkqJppDpJCwBDQ0L8PBydfDzcAwNcAkPdEWEe5NQATHkoERmSEZi1IUsbOEl+s2iuPtlyQ/vpD1/fOZN+QVOVWGT8GZX6+PxwcrVxQb5duuBsk2z365Xd5k03QZNp263ZXenUbkh2N8SHGzx1Vt8zTZPu8X5tjVgm6OVCbRyvlYu0Mh4P8HRyrlaBVcr52nkXI2M/R2Oeoev2eGrt3nqHZ56h6fZ4Wt3+LodwTe2+fptvn6Lr9/i67Z4mm2uRs45UHDUP1LOUcvZajlbq+JpVTzdr6lT8XUqoU4l1CuFWoVAqxCY902r5Tz1DvfbXmk5XysXaBUCvVKkU4m+72v+xi8uHh98Oj78dHLo+cTIs+mRF1Nj5TOjFVNj5VMj5ZMjz6ZGyidHn0+PvPhPjr6YGiufHn0xPVY+M1oxPVYxO1YxM/5yduzV9NirmdGXU6Mvp4dfTo68nBqqmBiumBh5PTHyZnzk9fjwq7Gh16NDr0YGXg9L3owPVY8NVY8N1owO1IxI6ob7a4f6qgd7q4b7KiU978Rd7wZ6ayeGGuen2pZmu5fnvizOfpmf7lyc7pgZ+/ylveqD4FHnx/Lp/poeUVl9eXrtA3rDi2hxfcZMx7mFL2cX+07P92Yv9Z9dGrg4358711cw3188P3Dzu4tvfrfwTenwzZWRm6ujt8wT5O8uvr4wUDQvuTbXXzDblzvTe3H6y4XJ7rMTnWfGOzLHWzPG21LHmhNHPyeOfYob+RA9/J4x2EA1u1gsRIpFcLEI0SeCmzG7+Gf667+5eKAB82Mo0d9A/iIidvEI7Wx8cy1WWBHFfQ6p/Tui8nFE5cPwd48iKh9BKh/DK+5HPb8DfXYL+qQM+rgU/rAYcb8QcbsAdacAdyMPV3wBfzUHm5+Nu5SFvZCCPp2MTk9AJ8ejEmNRcSxUbDQ6mommMzA0OpZExpCoOCKNgCcTUQQcEo9DEogYMhlDwiNwGCgaCUUj4WgUHI2CIhGRMGh4FCQ8ChIZBQkNDwsJCw0ODfEPDPDy8fbw9P7hYrdTHj/64qNHjzk4OP6zLwYBwEAACAAAAYFgIMgKbGNnfdjO1uHI0eOOzied3dxc3dxcXU+e9HB19vVwC/H2RIcG0GFhiXhEBhV3horNoSLPU5GX6MhLFFgeDX4tGlMSh7uRSLmVTLuTQr+dxryZHlMQSz6Dh6bAgpKgvqmIwLP4iEtUxAUyPJeOvkxBZSPDM2ChZ9DQHCwiGxWVDAtNgYemI8OzMJDTeNhZIuIsEXGGAD+Ng50lIs6RUWfwsFR4aCIkMAESmAQNTowKiYcExUYGxkGC0pCRZwjwHJL5nJBESEAqNPg8CXGFictnYK8wccVxlNtJ0bfiGWUx5GIG4ToVfZ2KKaKirpIR+UR4LgF6AQs9i4FkoyLSEBEp0NAEaAgLHkaJDCCE+SKDvMK8XH1dndyOOx47Yudob3/s2FGnE05OJ5xOnDhx7NgxB/sjh+3szCMIc+f7s39/rs0Pf7j4yJHDjo6OJ06ccHZ2dnV19fDw8Pb28ff3DwgMDAkODw2NCA+DREREQSLgkAhoZAQEDkOikBg4DImAwjBIFJmAZ1DJqUlxcUwKg4qLYeCj6TgcKiIy2CvY/2RkiCskxCUy2Dky2Cki6ERE0LGwAMcQ/8M+7oBgP2t45HEyziOeFZKTjblWwLp/O43PLuto/Xt6givbbNPsifV7fWpl1/5O697mx93196qv9coVvnyZK1/mKKVcxSpbscpRrNbJVtg70mrZSo18tVa2UrO9/E6+Wi3/WiP/Wi1brfoZ5VeO8itX+ZWrWDXDUa7xVKtchZStkLLlUrZSylYu1ymX2UopW7FSK1ur2V6vlq9X72zUyNdrZBs1io1a+Uataput3GbvbnOUO5xvucXe3eaoNriqDa5yg6NY55hTsc6Rr7FlX+vka2z5Wp1ijS1fYyvWOYp1tmKdLV/j/swvLu74fK+95W5ny/2O1vtdrX90tf/R0/6wu+NBT9uDrvYHX9of9nQ+7O141NP5Z2/Ho56Oh186/uzp/LO389GXzod9nY97u/7q734i7nki7nrS2/09O5/0dpnzr77up309z8Rfnol7not7ynu7n/d0Putuf97Z+ry77cWXjldfOl93t73qan1p5kvHm+62l90tr8XdNWMDjdNjzVNjrePDLVPjHVPjHbPjHRODnzubaxq4f7d/eDM9KJr68raTX8J9klr9kM5/Rm+tiR9oSp3qzFroy1mWnF/ovzD95eJs75XFgdKFwVtzkhtLQzelw7dWRm6vjNz+7uJbq6O3f/TI33Q8ULwguT4vKZztzfvu4pzJrjPjHVkTbRnjbWmjn3+4mDX8njHUaG6NiX0CVJ8ALjbPJX6iVwD/QZ8QLhYi+kXIfhG6V4DtExB7BIQOLq6lGvX+NVTwAsJ5Hsl5HsV+Bqv9G1b9BFb5CPr6YdTLPyAv/oh6fjfq7ztRT25EPSqLelgMvX8dcacQcbMAdSMPU3wZW3gOm3cGfSkLcyEDk5OCyk7GpiVgk+JxCbG4WBY2moGh0dBUKpZCxVGoBDKVSKCScCQihkzEkEhIAhlOIMCxGBgGZXYxDIWEoRBQJBwCh5l1HBYZbhZxYHCQX4C/j5+v2cXuHl4/7t2dPOnm4uJqdrHDkaOHbY+Yt1JYgaytwTZAIBgIBINAVmCwtY3tYXsHR0enEydOuhx3djrp5up+6pSbm9upk25e7u6+Xh7+nu7QQF9CRFA0CpJMRGWS0WeoyHNU5EUaMo+OzmMgC5joolh8aQLlRjKtLIlemky7kR5zmYnLQIWnIUKysGFnCREXSJDLVNg5POQCMeoc7v/l6z2b4sqydd3fcffuqpIEwpv0pPfeL+9N+kwggUy8dwIECISE90hCgLyQRd4jb8t1dVe7quodJ27EiRv3H9wPS0VX9b77EG+MmLnSfEqeePOdY6zpzQTs9YCzHQfaMbAe9NQE7HGnXrC0NUFbLWDPQK56xJPymGqC9gbU20z4G1BvFnZnIFcGdtWj/nrEVwd50gFHBvK0UlAHi7RSQBZ21wTtWcDZQQJdLNRBA10sNBglh2PMSJQ+HCYOscghBhrk4H4K6ES93XigA/U3Q54G0F0XdKf97pTHEXPbaKcZs+kBk8ajU1lVCp1ULCktLi7MLykuLisrE4lEYrG4vLy8rKy8vKy4rLQ4Nzd3//79e+ZX+Pviiy/+p+w4J2d/Xl5uUVGR8GkymUyhUKlUGo1ar9MaTUab1epyOLxOl8/l8rtcPo/X5/MFAgEgEAgG/IFgIAhDAIbBFIWyDB7iyEiYjkeZWITiWZQiAARwwQE76LMGvZagxxxwG3xOvdehcdsVXmeFz6XyOhVuu9RlF7vsYo9TDAPKSMje2kwdH8tsnRy6f2vxm3cXf/7Lnf/754f/+5eH/+8/H/w/P9/533/b+V9/2v7luws/fXf2nz+c/flPW//4fuNv3536+YfN//rL2X/+eetv35386Yf1n344/fOfTv385/Vf/rT+y5/Xf/nz+i8/nv75T5s//7D18w9b//jj5j/+uPnTD5s//7D1yw9bP/9x6+c/bv78/eYv323+8t3mP7/f+q8fzv7XD1v/+NPGP35c/+nH0z//ZePnv2z88tfN//r71j//vvXLXzd/+dvmP/+29c+/b/3X37f++betf/5t85e/bvz84+bPP279/OOZX37c+uUvZ3/5y5l/rz9u/fzj1s9/3vrpz1s//Xnr5x/P/la/Y/H2hYHLFweuXBjYvjhw5cLAlUuDVy8OXrk8dPXi4NXtoWuXD1+7Mnzjysj1qyM3roxcvzJ87dLQ1ctD1y4fvrZ9+Mb28I1roztXR29eH72+ffjaldGbV47cuDp269r4zvWjt64fvX1z4s7Osbu3jt+7PXnv9sy9W9N3b83c3Zm5szNz69r0nRuzd28u3ttZuruzdPfm0t2by/duLt+/tXL/1srD26eePDzzanf7/aud929uvXt9593rOx/f3f/+05NPb+8+vH1m+9zC3evrn15f/+Ori+/vLz+8OLS9Urc5yWxOIldXiMcXwt8/yv74vPnHV21/ftX5l9d9f3t3+K/vx/7ybvTvH0b/8WH0p49HBHf886cj//gw8vf3wz99HP3p4+hPH4f/BeJ3g3991//jq64/v+r408vWH160/HG34bun2e8f137/uPbbB5Xf3E9+ey/29Z3I17f5jzvsh5vU+xvk2+vQm2vAm2vBf9OrK4HXV/+lV1f8L7f9L7eDL67ATy/A988Eb5/23Tzhu7bmvrzivbjsu7DoO78UODsPbM75T0/7T0z5V4/5lo/5licC8+P+2RHv1IhvcigwMRAc7wdGe4HhLmSgA+5tgTsaodYM3FILNVZDmUqkphKvSpLJOBkLYzyPMAxMMTBJIQxHMhxNMAxOUyhFwyQJ4RSAk0EUDSCwDwJ9EOgHAR8Q9AZ/w2Kn0+ZwWG02s9VqMJl0BoOQUShVGsEUS6RyoY+iuLi0uLhUCCh+TSdyDuzLyc3Ny8k5eCDn4MGD+UXFpeUiiVgmk8jl5WKJTKFQKlUVFUqVUqXVaPU6vVmn9VpMkNPM+N0xJFBNAPUU2MJA7RzczcI9PNwXQodi5EiKGa3iRiq5oRTbFyVbabAJ87aSwe4Q1MsDXWygk/S2Ye4OwteKejIBa63P0gC5mmBvFnCnvZaITcMaFaxRwZuVIYsqYtPEHLqQRRWyqOJOfU3Q3oT72xmojQZbiEALCbTgwUbEl4U8TZi/k0V6Qlg3jzai3nrI3YR4OyiwgwJacF87GewL4f0h/FAI7+fQXhrqo6FDLNxPg12Yv5sAOvBAM+qrh3x1oLcq4El6nWG3g3FaYbPOpVaY5VKdTKIUi8pKigoK8kpLS8vLRWKJWCKVikSi8vJyUXlpeVlpfn6+gGPBIP93j/xvLN6378ucnP35+fnFxcWCO5ZK5QqFUqXUadQGg8FitjisNrfN4bU5vDanx+X2erw+nz/g9/t8fl8wGIBgEMMRCA5ASBDDAIpBwxEqkeCTqVAiGQpxdIRnIyEuxNEsTdAkwlAoSyMcizIUiKM+BHbCkAMC7WDQGgiYPG6N0y63msUWfYnLKqVxS1MdOXyoamm648L6yOOdpU8vz/3545Uf3l38+vnmu8drH5+vfnq1+un5yrvdpU/Pl75+vfbt69WPL5Y+7M692537sDvz/sXspxezH17Off1y7tPrhXe78+9259/tLr7dnX/7bOHd84WPu0sfny9+2F36sLvw8enix6fzH54ufHy28OnZ0qdni+92Z9++mHn7Yubdy9l3L2ffv5p7/2r+/av5dy8/Lz68XvjwemHv4seXCx9fLnx8ufTx1eLHV8ufXi1+erX86dXi169Xvn699PXrlU+v/7X++vXK129Wv36z+vXrNaH+jsWzxzMzk5nZycz8TP3ibOPifNPSXPPyQsv8dP38TINwZXm+eXmhZWWhZXmhZXG2cWG2YWGmYX6mfmGmYW66fm4qOzuVnTmemZ2sn59umJ9pXJxtWZprWVloXVlsW11sX1vqOLHceXK1+9Rq76m1vvW1/vW1/vW1QxsnB7fWR8+cPnL29PjZjaPnN46f35o8vzV56dzste3lmzdO3r21ef/OuUf3Lzy6f+n+nQtPHl559fzWi6c3b13bPL8xe+3i2vOHl14/PPfmwcbuzsLOZv/6ZGJpGFk/Cl9cwG+s4S+vVP6w2/Hjq97vnnR+etT+3fP+H98O//h68MfXgz++Gfzbu+GfPh756eORv78f/uvbob+/H/77++G/vx/6TOG3A395c+jHN71/etHxw4u2Pz5v/n636bun9d88rvv2Yfrbh+mv7yU/3U18fSf68Vbo4w73/gb97jr19hr+5iry+ir06gq4p9fCYht8fQV6fRV6cxV6fRV6uQ28uBx8fin4Yht9eA7aOem9uuK+suy5suy9tBy4sBw8O+ffmgtuzACnpoNrxwPLxwKL44H58cDcODAzGpw87JsY8k0MBI/0B0Z6gcFu4FAH3NMKdTZBrfVgUy3YkAazVWBtCq5OUakEnYiR0RDO8SjDIDSNUBTKhWguxFIsQzA09iuLQUxgMeqHER8E+QDQEwh6AkG3P+Dy+R0er93ustmdFqvdbLEJIx57ebFcoZRI5SKxVAiLi4pKiopKhIAiZ3/uvi/37//qwIF9OQcP5ufm5uUezC8sKikXSSRSuVSmEEtkYolMUaESsK7R6PR6o9FoMRkMDqPeZzVibicP+FJooI4Am2m4jYU7GLiLhXt49FCEGIzTg3G6P0r1hLAG1FuPeFoJfw8HD8SwgQjSwwa6SHcn4emh/R24tyForfGaa32WOr8t7bWkXMaQRUVqxZiqHFeLcLWI0IhJrYTWSUmtmNbLEi5DA+IRWNyI+RpRbxPibUK8TbCnFQ90MXAvj/XyWBsRbCOCHRTYxcCteKAedDUh3k4a6mLgHhbpZuAuEuiigB4G6qXATjzQRYJtBNCEBrNwoAb0pvzumNvJO+2E3RI06GwVMp1ErBKL5KLy0pLiwqLCkjJRuVgqlkokMqlYXC4SlYlFZRJxeVFR0W9xLGzW/R988R6Li4qKSktLy8vLJRKZXF6hUGqVar1ObzYabWar02zzmG0es8PtdHncXo/X7/UFvL6ANwD4YRTCSQwnEYyAcRImaIThiFCEjsb4eDwUDvGRSDQeTUSjkRDPcxzLc1wozIV4lmEIgoBxAqQohKJhggQxLIgTAE2BDAUSqA/wW90Ojd0sd5ilgEdDYlgwnAAAIABJREFUIpaqKNjZFJ4YqT+x2L+9dWzn8syNS0d3Lh+9dfno9QtHrp0/fOPS6M72kZuXR29eGr5x+fDNS0M3Lg3evDxw4/LAzcsDNy4P7mwP37wyvHP5yM72yM72kVtXR+9cHb93bezu1aN3rx65uz12Z3v0zuUjd7dH714eu3t55Ob24RuCrhy+eWX45tXhm1eHd66O3Lo2evv6kdvXj9y5MXbnxpiwvnVt9N6NsXs3xu7dGL93Y+z+jaP3b47fv3n0/s3xhzsTD3eOCvXRreOPbk08un380e3jD28de3jr2MOdSaH+jsW11WAmDWVr4cYM1txAtDbRbc1Mewvb0kjtrTta2c42vrON62zj2lvY9mamrZlubaSaG4jGDFZfh2Zr4bo0lKmBsrVwfS3SUIc3ZNDGLN5Ujzdl8eZ6oqWBbG2i2pu5jla+sy3U2Rbp6Yz3dScHetODfTWH+7PDA/VHhprGRlrGxzomJ/vn54eXl8dOrB47deL4xvrMmc25C2dWLp9fu3FlY+fa1va5ta2T0+dPL9y8fOrO1dMPb248url2+8Kxc0utq2PhpSF0adC/NOQ8Nw3dPxN7tZP9eL/168cd3zzr/v553/fP+77f7ft+t+9PLw79+Hrwr28P//Xt0G808Jc3Az++PvTnV/1/etn7w8uuP+62fb/b8t2zpm+fNnzzKPvpYc3X96u+vl/18U78w+3Yx1uR9ze599fZt1epN1eJ11ewV9vwy8vwi0vgi0uQUF9tw6+2kVfb8Osr6Ntr2N5I3qtt5MVlZPcSdm8TurbqvrzovLzgvbTkP7/o35oLbM4E1qfBU1PQ6iS0dBSYHwfmjoAzR8CpEfD4YfDoQOBIf2C0DzjcDQx2Av3tYG8L1N4ItWTBxlqoIQ1lqqDaFFidgFMxIhGlY2EywuM8h7MsxtA4zRB8iOVCLMOxJEPjFI0QJIyTIEYEUTSIogEE8UGQNwi4fH63P+D2B5xen93tsdmdVpvDYrWbzFaBxXumWCpTiMTSsnKxMHFXWFhcUFC0Z4oFFufszxVAXFBYXFYulskrBIILa6VKo9HqNVq9Tm80mCxms9VgNBo0SrtBC9ittM8Th/xpDKwnoCYCbKPhTgrqYpBuFu3hsU4ObaOQJjxQCzjqYU8HBfSH4MEoOhxFD0egoTDYzwQOcUAvE2xFnHV+a9prqnIb43ZtzKELWdS0Xk5opZRORulkpE5KaKWssYIxKBhjRcyhTwft9Yg3C3tqAUed354FHE2wpw0PdDFQL4f2hbC+ENbNwr0c2h/Cezm0BfPXBeyZoKMF87eTQCcDd9FQOxFsIwIdFNBJBttwfzsJtOBAPRKsg4LVgC/uc/MOG2WzAHq9R6u2VVTopRKlSCwViURlotKyshKRuFQiFUklYqnkVxaXSsTlpaWlQltFTk6OgOMvv/zyD3/49163PRIf2P/VwdwDBQUFv/HFMplcoahQK1Vajc6oN1qMVrvZ5jLZXGa7y+5wOd0uj8/j9Xu9fk8A8EMIiBEoxeAUg5M0TjIYzZIMT3Ahmg8xHM8xIZbjQmyI40M8G+ZZjqU5luVZJsTyIYaLsOEIx0UYPsTwIYbjaZ5neI5mGILEIRwNEliQJPwQ4Aj4jF6n1uNUgX49T3vrqqjOlthwX/X4UHpipHb8cProcPr4WGb6aHb6aHbueP3c8czc8czssbrZ47Uzx2pmjtXMHKtdmMrOT2cXphoWprKL041LM43Ls82rc82rsy0rs43L001L0w0rk40rU/Urk43LUw3LM43Ls43Ls41Ls40rc80rc00rc00r882r881rC63/ptX55pMLrScXW4R6arHt1FLrXl1fal1faj+11Hp6ueP0ctvplc6Nlc71pfb1pfb1xQ6h/o7FXrfc51b4PAq/VxnwqQC/GgiowaAGgfQobMAQI46acMSEo2YcMWGICYUNGGzEEBOGGFHIAIM6CNCCAU3Qrwr6VYBfDfjVQEALBDRgQA0G1EG/SvhACNAikBFHLQRmIzE7z3jDnD8aAuMROBnDKxNkTRWTqQk1NVd2dGT7+loGB9uHD3eMjnQdHe+dPDYwPzM6Pz2yNDd2cmVyfXnqxOLEycVjp9emz55eunhm+er5patnpy6dGNiYzs4NMOOt7mPttol2/Wyv+cw09PBC6t29lg+P294/avvmSdc3j3q+edzzzeOeb592f7/b+8fnfX96eeiHF32/qv+Pz/u+3+397lnnt8/avn3S/M2Txq8fN3x6lP14v/bDvfSHO6kPd5LvdiJvb4bf3eDfXmffXKFeXSZeXkZfXkZ3L4LPzgNPzwFPzwWfnQN2L4AvLiGvtpFX29ibq9jbq8S76+S769S768Tbq8SrK/jTC/i9Dfjaqu/youfSgv/8gn9rxr8+6V+fAk5OQqvH4aVj8PwYNHMEmhqBJkeQY4Pw0UOwQOGhLuhQB9TXBnW3wO0NYHMWaqgBs9VgXRVck4KrE2AqBsXDWDRERngixOIhluBZgmNJliU5jmE5mmYZiqEIgkZwAsQwEEX9MBxAEIHFnkDQ5fMLON5jsWCKhREPjVYv7NoJ6US5SFJSWi4kxQUFRfn5hb9tLs7Zn3swJy8/v7CgsLhcJJErlEqVRqnSCBBXVKjUGp1Ob9TpjXqjyWC1Gs1Wnd6grqgwalRukwlzuyKArxIBalAgiwBtFNpBIYJaKbiZBBvQYAby1gGOJsTTSQV7WXAojIwnqck0O1nDjkaR4Sg8GIK7aF8z4qoNmpMufdii4sxK1qSiDRW0oYI1q3mLhjWpKL2CNak4s5q3aMI2XdRhiLtMcZcp6TamXIZan6UJdnczkHAmaT+PHgrjh8L4YJQcitGHwkQrEcwEHbV+WzboaMEDbTTYToMtuL8J87YSfuHkjhY80IAFMoi/GvAlAp6Q20lZzbDR4FGpnEqlVaHQy2QVYolEJBaJJGUicYlYXCKRlEnE5RKxSFRWXl4qKS+RiMvKy8tLSkoKCgoOHjwo4Pirr776P7B4/74vc3/1xSUlJWVlZSKJWCKTyhVKpVKt0ul1JrPBYjXZHEabw2RzWKx2m9PucDudHrfL4/T43AEgACEghEAojhAUTjEEzdIsT3MhjotwfJQjOYqgCZIjQ1E+nAjzEY7iSCbEhOLhRGUiUZ2IJqJ8jA9FQ+FYOBINh8M8yzIkSeAYTBIoy5ChEMWHSJbDKArCcB8MuSDIAUEODHFE+WB1DE4nkOo4mE7AdSm0rhKpSYJ1VVCmGsxUg9k0kE2D9TVgQy3QUAs11EL1dXBDLdxQCzfWIU0ZpDmLtWax1izeksGa69DmOrSlBmmpRVpqkeY6tK0eb234rLYGYk/tTWRHE9XRRHU2053NtLBubyI7GsmOJlyonU1UZzMh1I5GorOJ6GwiO5uJrmaqq4Xsaqa6muneZqa3meltZoX6OxZLyvdJyveJy/eJy74qL/mirOSLsuI/lBX/QSraLxXvl4kPCJKKD0jFBySi/aKyr8Tl+6TiA3JJjkKaK5fmyiQ5MkmOQpqrkOYqpDm/0QFBFbIDFfIclSJXrczXa4qNunKTXuS0Kd0Otdep87sNgM8CB+047CYJfzhCxhOhqnSsti6Rra9qakq3t9Z0d2YG+1sG+5oPH2qdONI7OzE4f+zw/PHh+emx+dljiwuTJ5cnN9eOXTh55Pxyz4mJmpk+8miLY6RBN9KgmurWnxh3XVrB7l6MPNupeXWr4c3tlg/3Oz4+6PzwoO39/bZPjzq+fdr93bN/6dunXd886fj6cdunR82fHjZ8fJj98CDz/n7duzvVb29Xvd1JvN2Jvb7Ov7rGvb7KvLpCv7yEP7+A7l6Adi9Aj88EH28FH20Cjzb9j7fAp+fA3fPYi0vo623q9Tb+ept6c4V4c4V+fYV4vU293CafXWIenaVurUNXV4IXFgJn5wKbM8GNqeCJY+DqMWjhKDx/BJ4ZgSeHoWND4LFBdKwfHe3FhrrhgQ74UDvS24p0NyPtjUhzBmyohTNVYG0KTCeh6gRUGYfiUSgWQiMcEebwEIuFWCLEEhxLcixJ0yRNkyRJ4gSB4jiCYiCCAQjqBcH/zmJPIPhbFgumWBjx+NxT/KspLi4pKy4uLSoqyc8vzMsrOHggL2df7ud0IicvP7+wpKSsXCSRySsqlOq9Tji5QinYYb3BbDCadWaL0WrTmSwqjU6pUGqVSptWF7RZGa8nAQaroUAGCrQQaCsOt2BQCwo1omA9CmTgQC3ozQQdWdDRBDk6Cd9wBJ2pCy83xpfqY8erqLEkfjiC9PLBTjrQhDqr/eaYU8uYFKxJxZhUjFHJWzRRhyFs0zFGpcBiQf/islWdsGurXYZG0NVNg30c0sPAPawQW1MjSXYkyQ1GqU4aaoTctX5bldecgV2NuK+J8Nej3gzsbEQ9jai3HvU0oL4M7K2BvMmAO+JxUXYLYjQEtBq/TudUq40yuVYirZDIpGKpSCwtEYlLpJJSqbRcKimTiEWiMpGoTCYqlUpKZRKpSCQqLi7+Nxz/Tyz+6ssvDuzfJ8zgFRYWlpSUlJaXlYtFUrlCVlFRodFqDEad2WSwWvRWi8FiNVtsVrvd7nQ6nE670+l0O71+fxAMAhCEYDBOkiRDkgxDMTTNcUyY5aIswWEIBWMMykTocILnYiwVIjEGpUIkF+NDCZ6L8VyU5WJ8KB4OhcOhcCQSjUaikXAkFApxfIjjQ0w4yvFRhuVJikFJGmF5NJKgkykmGkITITTGwyHaz+BuErbDAb3XWeFzKfxuecCtCHrlQZ8C8FeAAQUYUEBBFRBUQkElFFTBgAoOqhBAjQEaQWhQjQbVaECNBTVY8DdXgmrk9yIRgyAKNVKo8deHehLWkLCWhDUkrKEQ7b8E/6rfrmEtj5p51MyjJqH+jsXlJfvKSr4qLf6qpOjL4sI/FBX8Z2H+fxTm/2dxwR+KC78oLvyiuOAPxQV/KMr/z8L8/yzI+4+83P+r4OB/FOb/Z0nhFyVFX5YUflFU8Iei/D98flj0n6XFfygt+qK0+Iuy4i/LSr6UlO0Xl+2Xlu+Xig4oJLlKeb5WWaJVlepV5QaN2KyTWo1yu0nlsuv8LlPAZ0cQAMUhgkZZjghHmGQylK4MZ2oi7c3V7c3VXe11A71NY4Mdx0Z6Zo4OzU+NTU9NzM1PrSxOri1OnFk9un1qbHtt4Px809owP93tH2+1TLQbpvtMS6PWU9Oec8vIzmb48eX02zstHx50vL/X8uZO04f7rd8+6fr6cefXjzsEfXrU/vFh+4cHbe/vN72/l31/v+7dvdo3d9LCifevb8RfXY+8uMq+uEK/2KZ2LxG7F9Bn55EnZ4EnZ4H7pwP3T/vvrwfur/sfbgBPzkC757EXF/FXl6lXl8mXl6gXF/HnF4jd8+juOfzZBeL5Zf7RefbWOnp5MbA15V0/7jk1GTg9Ba4cBZbHwfkj0MwwNDkETwxC44egsX5ktA8f7iYHO7D+NqyvFetuxjobsNYs2lgDZ6vRuhRanUSq4khlHEnGkHgEjYWJGE+GOYJnMY7BORpjaIJhCJLACALHcRzFUARDYBSGIDQII55g0A/DART1wZBgh93+gA8AhbxYYPHePSiUSo1MXiGRKQRTXFomKi4pKyoqKSwsPngw/+DB/NwDBw/szzmwLyfnQG7+wYKiohKRSCKVKeQKpYBvkViqkFdoNDq9wWQ0WQxGm8Fo1ZttBotdbTDLVGqVSqNRqk1qtctgwByOsN9fDQXrkGADAmahYAbwZ4L+OjBQBwVqoUAt6M2Crjq/tc5rakVcE5Xs6c7MVldmrTk1nw0drcSHwmAvH+jlgQ7a14A5qwFbZcBa6bclPZaY05Bwm6sD9uqAPeE2Jb2WhMccd5miTkPUYYg6DTGnMe7QpT3GjM/UArl6KKCfhXtpsJeFB8LESIIZTXFHUvzhONPLoa2ov9ZvS7gMlX5LLeSsg101oCMN2DKwsx7x1COeLOKthTxVgDvuc3FOO241BbQal0qFOpw+o9kgVVSUi5RyhVKplsgURWXlpVJpuVwulstEMqlYIpKIy+XicplMVCFXSKVSoeO4oKAgLy8vNzf3v/cd/yst/sMX+776F4uLiotLykrLROXlUolYIZOrlCqdVm3Sa81GrdmoM5ksVrvD4XK5PC6Xx+F0u9wenz8IgBAEoQiGYTiJEyRCUChJEQxL8ywVInEeRmgYYWCCx+koxcYZLs7gHIayKEzDCIPgHEaGSTpKsxEmHIuGI7FQJMyHQyzPMRzDcDTDUSSDUzzBR5lwnAvHuXCc5RNMOE5XpULVqVAqxkY4lCUBDHJ6nFqDrlyjLNQoCzTKfHVFvqoiV6nIUSpyKuQHtOp8jTpfo8rTqA5qVAc1qjytOk+vyjOo8w3qfL06T6/OM6jyjOp8kzrfrC40qAr0qgK9qkCnzPtV+TplvkFdYNQUGjWFJm2RSVskrA3qAqP6oCCTOs+kyTdp8k3afJMm36z9l0yaPJMmz6jOM6rzrNpCi+azrNqi37HYYalwmBUOS4XdLLeb5FaD1KIXm3Vim1FmN8ntJpnVKLEaJBa92KIXm/Uik1Zk1okteonVILUZpTaj1GoUWwwis67crC8368stBpHwrNUos5nkDovCYVG4LQqXVem1qXxOLeDWBz3GoNsQ9BghjwnyW7Cgg0Q8PBEMMXAkREYiVDzOVqb4mupIti7RmE221KfaGqs6W9J9HdmhvuaxwY7jo71zxw4vzIwtLU6urMycXJ09sXz85OLRzaWxi6tHrpwc3l7t2ZysWRxiZ/rAqV7vVJ9zZtC1OOramg1eWoFvbbCPt5NvbmU/Pmz55lH7N487Pz5s//Sw89PDro8POt7fa393p+Pd3c7399o+3G98f6/u7Z2a17eqX92senE98fJa/MW16LNtfvcy/ewS/eQC/uQ89ugs/PAM+GALuLcRvHs6cGfdf/ek//564NEm+Ows+vw8/uoS9fIi9fIc8ews8fQM9mQLe7JJPN4idy/wj85yOyexc/P+E8dcK+PO5aPelaOB+WHf3OHA7BA4NQgeOwSP90OjvdDhXmi4hxjqJA61Y70tWE8z3tGIt2axpjqsPk3UVOLVcaIyQabiZCJCxUJEJERGQnQ4xPA8w3E0y9EsS9EMRdEkTmA4TmAYDmMoiCAADAMQEoBgbxDwgaAPBD1BwOXzO72+32YUFpvDZLHqjWaN3qDUaBVKtVgqL5PKysWS0nJRUWlZYXFpQVFJvnDA3cH8nJyD+w/kHtifm3swv6iguLS0XNisE3b5ysrFIrFUoVBqtXqBxSazzWS2Gcw2vcmq0Rsr1DqNVq9WadRKlUGpClqtIQBIAMEqKFgDBGqCvrTfW+33VPnd1QFPOuitATwZwFnlNqZdxl46uNpasz3SdWGg9UR71UJ95Fg1dTiK9IWAPh7s4YF2Fmihg6000EIDzXiwHvM248FWBmynoRYq2EoCDbgvC3lqQEcGdGVgVwZ01QH2RsTZgro6SV8/Dx3ioT4WGArjR1LceIobr+KPpriRBNvPY224v85njTl0EZc+4bdUAY5qwJ4GbDWgrQ6014HONGivDNqjXmvY62A9TsBkcKhUXqMpTNBeq0spkSskcpVSo1JppDJFqUgkdJtIZTKJVCqRSGQSiVImU1ZUqBQVcrlcIpGUlZWVlJQUFRUJRP5tZ8Uei39dCqdG5xcWFhWVlJSWlZeJxWUSiVgulymVSq1WbdRrTAaNyag1mcw2u9XhdDo9TrfH6fa4PD5fAAAgBERQGMURjEBwAiHIX1nMUSEK51CEQhAawTmcClNslOViLMERGIPBJAxTCMbiBEeQPEmwBMHQFMNSDE0xNMnQFMswPMuFeTrEshGWj/F8jGMiDBNh2Cgbiofi8VAixkXDTIgjOAYjCQAKujwuo9WsMhpkGnW5sqJEKS+USfPlkjypJE8hK5TLCuTSPJk0VyY+ICvfJxfvU8n2q/+lAyr5frU8R6vI1SnyNfK8z5LlaWQHNbKDatlBteygUpyjkuSoJLlqaa5amquS5KokuUrJAZX4S5X4K6X4S5VkX4Vkn0K6XyHZL5fsr5DlKGQ5FdKcCukBhWS/QrJfIf6qQrRPWf6VWrRPLd6vFu9Xlu3/HYsJ0E5CdhJyEKCNAC04YMYAMxY04YAFB80EZCYhMwlbKNhCwRYSMtOInYJtJGQlYSuN2ljcwRF2lrBSiJlCzBRsoWArhdhpxMliHg73spibxV087uFJT5j0hSlvhPJHaH+cg+I8mOCgZBiujuJ1lXRTOtySibU1ptqbKrtaq3vaa/u7sgM9DQO9jUM9TYd7mwU7PHmkb2qsf+bowOzE4OzxoaX5seXFo6fWprdOzW2sTK5Mj56YGj6zOHZ1feLa+tj2at/68cx0Pz3RBU71Q0sjwIlxx8qYfnXMsDXturlOPruSerOTeXu78f2dlk8Pur592Pv1g94Pd3re3up6c6vr7e2Ot3ca3t2ufb0jgDj1/Fry+bXE8+vxJ9vhp5f5J5fYRxeoB+eJe+eQu2eRO2fge5vQnQ3w1qnArRO+uyf9D04DTzbhZ2fQl+fJF2fJF1vEs03q6Qb1ZIN+ssk92eSenQ09PsPfOkmdmwNXj3sWJ9zzR7wzw57JQ+6pPv9Ub/B4L3i0Bz7SDQ11Q4Nd8EAn1t+O9rYiXU1oZwPamsWaarH6NF5XRaQSRCJCJONsMsZHeCbEMqEQy/E8w/MMz7OhkCCKZQmaxikKIygEI0AUC8JIAIIDEOwHIT8IeQNBl9fv8HidXp/T63N4vHa3x+p0me0Og9WqM5k1BqNSp5erNVKlqlQiLZFIispFBaVl+SUlecUleUXFB4uK8wqKcvMKhEM9cnIP5hUUlZaWl4ule4FGuUgiEkvlCqVKrf28X2c0my02i9VuNlsNBpNOb9TqDFqDWaMzKipUUpHYa7GGEYQPBKLBQDIQqAz4qnyeKq8n5XVW+lxVfnd1wJX221MuQyZgO5Jitvqbt490nz3UvNZePVsfma7jJ6oY4dSP/gjaHyMH4pSgoRg9mGRGUtxIFT+a4ocrucMJ9lCM7OXRThbuZuAOBmong624r5PxdzG+Xj44EIEHw/AAD47Gicma0GwmPp2JTaXD4yluMIS34f5anyXu1LMOXchjSgRs1YC9BrSnAUs6aK4J2ir95oTPzDoMtNNCuZ0urdahNXAYXZ2stVrc5WVyRYVWozbIZBUSiUwikcilMplUKpNKpRKJVCyVSyu0Co1OrVcpVUqlUqFQSKVSkUhUWlpaXFy8t5u3N/exNxLyecQm56Cwg1pcUlZaLi6TSMskMrG8Qq5SK7U6lcGgNhq1ZrPOYtGbLUarzWp32lxum8vt8Hg9gWAAgiEMh3AC/hXEGEXjNEMwNBPicJqEMATCEZwhKZ6heIZgKBCFIRxBSZxgSJKlSY4mOZpkKZrnaJ4jWQanKZQkMIokWYYO8TTPsWGej4VDsQj7+dvMMWGWYgiSRkkaIymUIBEMhxAkCEEBEPS7PVarVW8xa60mrcmoNhvVZrPWaNDodUqjTm42yE0asV5ZZFIXO4xldkOx3VBsN5TYDaU2Y5ndKHKYJA6TzK4TC3LoJXa92K4TW7Uim1Zk04qsWtHes59lKLfpimy6QquuyKIvNupK9LoynbZMoxNpdSKtTqTTivTacr22zKAtNWiLTZoik7LIri6268ps2jKzsuR3LGZRJ4M4KNhGglYKtrKoPUS6wpSbQW0MamExW4h0xlhPnPNGGXeYcsa5QIz1hSl3iHSGKVeUccVYd4xz8qSdJ+0h0hGmXBHaE2UCCQ5I8mAyBKXCQCoMV0WgqihaHYOrY1g6jlRH0aooVB1F03GkLkU11jCtmUhHQ7ynraq3vbq/s2awJzPc3zA60HJksPXIYOvMRP/csaH5ycNzx4amxvuPjfZMjHQfG+mePj4wPzO8vjp5aWt5e2v17Im59YWJ0/NjN84s3j63cOvM8RunRy6sdJ6erF0YDk0fAheHHCfHrKcnHKfGHCfH7BvHPFdX8PtnYs8up1/dqP90t+2bh93fPuj5cK/z7e22NzvNb25mXt+oeXWj6uX1yudXE8+vJnavxJ5tx55cDj2+xD+6yDw4T90/h989g97ZQm5vwnc24FvrwK1TwZsnffdOBR6cBp5uIc/PYs838Rdb+O4GsbtBPdtgnm6wTzf4Jxv8043Q443Qzgn67Cy4POGdG/fMHPFNHfZODQSm+oCpPuh4Dzregw53o4Od6KEOrK8d62lFOxuQ1gakJYM01qH1aby2CkvF0XgUi0fIWJyJRjiep0NcKBKOcHyY5kMky5EsR3E8yXIEw+I0g1E0SlIQ/pnFfhDyAaAPAP3g55jY4fEKsrs9Npf7M4stVq3RpDEYlVqdXKWWVihLpdISiaRIJCooK8svLskrKs4rKj5YWHQgv2D/wbz9B3L37c/Jyc0TGifEEtmeKRaJpRKpfI/FBqPZYDQbTRazxWa22Exmq7A3qDGYjTanSqUpLy3zWOw8grCBQBKGYn5/xO2KumwJt6PK704HPVV+V8prTwedWcDZRQPH6+LrPQ1bh1pOd2dPdtQsNcXn66OzddHJmtDRan60khlNcSMp7lgmfjwTn8rEp+qTsw2pmcbK6WzieCZ+rCYyURs9VhMZT4fHqvihBHUojPXx8GAUORQGDoWBwxHocBQZiaDjSWq6JrTWkl5prl5oSE2mw4ejZDsRyAZtlV5z2GUIucxRrznpM6cBWy1oq4PstYC90mdOBaycy4KYdX6DwaXTo95gTbI2Fq02Gp2lpQq5QqPRGH69B6lIKpHIJFKFVCaXyuRShUJWoVZotWqdSq0VWCy4Y2Ekr7S0tLCw8LfueI/FX/03FpeIxKViSblUJlF8ZrFSrxdwrDGZ9GaLyWa3ulz/xmIAQQEEhTB8D8coSWEURXEcTlMR/rXiAAAgAElEQVQQhkIYipEkwdAEQ2MUBSAIiKIIjmMUSTA0xbE0x9E8R3EsxbHk595KEqcpkmUEOhMMQ7IMxXE0z9M8RzA0QqIQAkJIEEYBGAUgJBgEfV6f0+W2ub0Ou8Nst5qcDovbZXe7bG633etxej0Ol9PqcZmDXjPgNvqdqoCzAvQoIY8C8ihAjxJwVwBuddCtBjw6wKMLOtVBlybo0gBuLeDWBl2aoFMdcKqDglya30sFuitAtzzoUgTcFT63yuNSu91ap1vndn2Wx6X1uDQ+l8rnUgZcCsCphBwVgFMFOFWAU/M7FteliHQCrYrCyRCQCoFVUaguiWYq8Zo4XBkF4pwvxnoEFic4b4L3JUOBOOeL0O4w5QjTzijriDD2CGOLsvYo64iy7jjnTXC+ZChYGQGrolBVFKqKglVRqDoGpeNITQKpSaC1SbQmgQrruhRWX00117HtDeGOxlh3W6qnvbK/Mz3QU3u4LztyqHF0oOnIYPPkWPf00b6Zif7po/0TI12jg60jh1pGB1qOjnZMTvSszo+dXZ/bPrN6aWP5/Mm5c2vTdy6s3b24cvfiwr1L03cvTlzfGDwz37Q2Hp7r860Muk+NBtaPBNZH/etHfFsTwXOT4NUl4uZJ5uGZ6O525ZvrNW936t7fzn64k31/q+79rdp3O7VvbqRfXknuXo49uRB+dI57dJ59eI5+cJa8t4Xd3YBvnwZvnQrunAJungRungzcXPPfXPPfPeF/sB58sgG/OIPtnkafb2C7G+TuJr27wTzb4J6ss4/XuSfrocfrkVsn2LOz8PLR4NyYf3okcHzIf6wvONELTvSg453oSAd2qAPtbUe7W7HOFqy9EWuugxtq4WwarqtGairRyiQSC8OxCJaI0bEYGw6zHEfxPBeNRlk+THG8wF9BGEULQkkKwnAAQYVowhMIeoOA0FMsJBIChfdAbLTaBFOs0ukrNFqZUiWWK0okkmKx+LcsPlhYdLCw6EBe/r7cg/sP5O7/db5OJJZ+HgaRyoWGYmEHT63RaXUG4Z70eoPJZLYKrRp6g0ml1mqNFpvLq6hQFRcWAx5fJc9zQDAGQZGAP+R2hly2uMdRFfRUg55UwBl3W1JuSwPoOhQmZhoqT3RmTnVl17symz2ZtdbK1ZbUalPlUmNqoT41l03MZJLTAoUz0ZlMfDobn6tPzNTHp+tix2rCE1Xc8drwXH1itiExk40fqwkfreLGU8xEFTOWJEbj6JE4Np7AjybwY0l6qpo/2VJ9siW91Fg5WRM+HMU6qUAz6srCrpTfFvNYox5T0muqAexZ2FWPuOsgZ9xjivvtrMsGGPU+vSFgtXMYXVeZoamIRmMpLZXLFRqN1lihVEskstLSMpFYJJVKFTJ5hVxRIVcqFSpVhVaj0qrVWpVKVVFRUVFRIZfLpVKpWCwWi8VlZWVFRUUHDx78bXYssPirfQf2H8jNPZifX1D0/8viCt2/cCyw2OZyC98Hp9fnCQT9ICT8kNrD8Z4IhkZJQmCx4HNxmsIoEkBgEEVgHENJYg+4TIgnWWYPxzhN4TQlkJriWOGh8Eqa53CagnAYhAEQDgCQPwj6AoDX63c5XVarzWi1GU1mndVicLtsAb87GPBAoB9FABQBYNCLAG4cdlGoi4AseFCPB3UMYmAQIw2bSNBAgGYSNBOQjYBsBGgmITMJCUmAVVgToAkLGrGg4b9VPQEYCECLA3oMNCCAEQbMMGAGQSsMCLLAoBkBjRigxwADDuhIwEAGtKhfg/q1eMDwOxaP9GSGeuoGO9J9bZV9Lcme1kR/W6q/PXWoLdXdEmutY9NxMMl5Y6y7MuRPx8FU2J8M+RK8Nxn2pCLeVMSdCLnivL067quO+6rjgep4MJ2AahJQbRKtSyE1CbgmCdck4dokXJdC6lJIphLNVKL11Xh9mmhIE021VEuGaW8MdTVHelrjve3Jvo7UQFfNUG/NSH/9kYHGscGm8aHmiZH240c6p8a7p8a7xw93DPXWD3bXH+6rHz/cfHy8c2lm6NTyxJkTMxdOL2xvLl87u3bz/Imdc0s3z87dujB799L0nYvHb54ZuXqye/N44sQwtdgPLR6C1kfRraPExjhycsS/NRE4O+m/MB24sgjcPAHf28Afn6efXeSfXow+u5TYvZx8vp14vp18din69GLk6cXww7Psw7P0/TPU3U3szgZy+zS4cwrYOQVeWwtcXwtcXwnsrPrurAUfnAo+PY0+38RfbOIvNsjnm8zzDXZ3nX16int8gn6wyjxc4x+cCO+s8mem8aVxcHokeGwoOH4oMNIZHO0ER9rRwVa0vxntakZam+DWBqSlHm+sxevTSG01XFOJVKWQygQSj6PRCBqPU8kkH0vwfJhmWZrn2VA0IphinGb2fkuiJIUQJEKQ8G9MscBiAcduf8Dh8QoItjpdFofTbHeYbHa92bIHYrlKLVFUiGRygcWF5eX5paV7IM4tKNx/MG9f7sGc3LyDeQUFhcWlZSIBviKxVACxVKYQhju0OoNObxSGRwQWW20Oq80hsFhvtlmdHpFYWpBXyBJUZ31DFEUpr5fzuDmPI+S2x7yOZMCdCrrifnvca4469LUBe38In8om1zrqTnXWbXbXn+1rONWePtlWdaqlaq2laq05faKl5kRr3cm2uvn6xEw2Ml0Tmarlp2uj05nwTG1kqjY0l4kvNiVXW9IrbVWLDamZTGSmNjpTF56rC83W8NNpdjrNzqW5mSpmMskcT9KrDanVxsr5TOJoFTcQQjrJQBvpa6WCGdSbBpwpn7k6YM1AzkbM24B562B3zG0Ou2yU3QpZLKjTw8JElInF+GTQjykUhrIyRUWFTqM1qtRamUxeWlomEn1msapCqapQqyrUaqVOo9KqVBqVSqVUKgUWy2QymUwmlUqlUml5eXlRUZEwBrI3jyfckmmPxUXFpcXlolKxRCSTCyyu0GgrdJ9xrNTr/43FDo/X7Q94g4A3CPhBKAgjIIpBGL5XYRyDcUxgMULgAnkJhhauwzi2d3HP//7WGgsvJlnBEbPCa/ZIjVI4SRMYAUNIUACxy2N3OC1Wm9Fo0uoNaqNBY7eZPG57wO+GoQCBIwyNUjhAoj4CcTOYk8XsNGwiQR2HmXnczGEWFrUwqJVB7TTqpFEHi9lZzMbhDh6384STJ+wc7uBwO4s5WMwmPMugNga1CpXDrBxmZjELi1oZ3Erhdhq3k7iTwh007qRxO4M7OMLG4VYOt/K4OUxaedREw3oGMXGY9XcsHu5MH+5KC/Vwe9VAe+VAW+pQW/JIb+2RvrqR7nRPc7ipCquNAZk4WJ9CqmPBqnggnQDqKoFsNZRNg3WVgdqUrz4N1qfBbBrIVoPZajhbDddXY9k0mqmGs9WIoPo0Up9GG2rQhhq0sRZvrMWb6oiWLNXWwHQ2c92toZ62aF974lBnarC7erivZvRQZmywfnyo4ejhxuOjbZNH2mcnuueP9x4f7Rjuyx7uyRwZaDg60jw32XNyefj06vjGysSZE9MXTi9cObN6eXP56tby9TOLN88v7VyYv3Vp/valubsXJ++eGbm61HZ6vHJlkF8dYk6MUGvD2Oph4OSI/8Soc/2IY2vCfm7KfmHWdnHOdmnOeXkhsL2AXF8hdk5Sd08z9zfZB2fYh2e5e5vUvQ3q7gZ5+zR2ax29dQreOQXePAlcWwGurQDXV4Cd1eCdNfDBSejpOra7QTzfoJ6fpndPMU9P0o9X6Qcr1N0F4s48cWuGujXPX53jTk9gM0PBsX7/cE9gsNPf1xzobwr2NSDd9Uh7BmuuQ7O1cKYGydQQddVETRVWlcKqUngqhSfieCSGxeJkspJPVUWiiRAXYmieZkMsG+bpz42atMDfPQoL/zmCKfYBoMBitz8gBBRCQLxHYaPVZrBYdSazWm+o0GgVao20QimSycsk0j1TnFfy2RTnFhTmFhQeyMvPyS8oKCwuKi4tLROViyRiiUwY6xBwLJjiX1vZTELPssFo3mOxwWjWaPVGq8NsdxWXlOUdLEhEomMDQ+lwGHU6YKsZd1gYl5X32EIeW9hnjQasiYAt5jKmA/ZOBp6oja12ZNa7sxtd2TPdmfXWqpPNqRONybWm5KnmqvW2mq327FZXw6m29EpLaqkhsdAQXWpILDUnVptTq62VG12Zzd7sVnf9qa6ateaqxab4Un18uSG+Uh870ZA41Zg61ZQ62Zhczcbmq0PTSWYlm1hpSM5nYmMpqocONqPuZszdSgWbiEAW8dUA9lrAkYXdDagvi3pqQU/S76CsJshghB3OEELWxNJV8TqajFrMPqlUIxar1GqjVmdSqbVyeUVZWbnA4gq5QlWhVCs1GqVGo9Jr1TqBxXs4FsIKuVwuJMjl5eWFhYU5OTnCDMhXX321x+Kc3Lz/icUKrVah/Uxkncn8WxYL1lgY//EBoGCNQRQTBCDonv/dIy9OUxTHYhSJkgRC4P+G4/+JxZ+DY54T3vs5vuAYPsJRDA4hAa/f6XBZ7U6zzW6y2Y0ms05vUBv0arNJa7MaXU5LwO/GUCDCk2EO4yiQIXw86Q5TzhBhZ1FTiLSGSUuIsIYIG084eMLF4m4Wd4ZIZ5hyRGhXlHFFGfdejXO+GOeJsd4Y644ynijj+lxpR5R2RlhHlHFFWFeEdUdZT5jzRBh3lHNHOXeMdcV5V5JzJDlHknNWRTypsDvBOZO8uzri/x2LO+r4rkyopz7S2xjra4r1NkZ7GiPdDeG+puhge3Kku2q4s7KvOdxeSzVVoQ0pJB0LVsd9NYlApjJQXw001Abr04Fs2l+fDmSr/ZlqX12Vry7lr6sMZCqBTBVQX/0vZasBAdn1abC+GqxPgw01UFMt0pLB2uqJ9kayo4nuagn1tEX6OuID3cmh3srh/tqRQ3WjA5mjhxsmhptnJ7oWp/pmjnYeGagfG6yfPNJ2fKx5abZv88TYmVMTm2sTW2vHz5yYOnNi5vz6/MXNxatnV6+fX7lxceXGpeXrFxduXpi9f3H2wfnjd8+M31jrPzfbeOpocnWEXR7GlgYDi0Pu1WHHqXHH5jHH1qR1Y8K8Pm7emHBtTPi2jvvPTgXPTQcvzoIX54FLC+CVZWh7CdxeBC4vBi8tBC4vBC4tei8tei8tANsLwJXF4PVFYGcJvLuKPFzDHp/EH60Sj5bxB4vEvXns1gy2M4VeOw5fO4ZePoJvT7DnJ5jlw+h4t/9Qm6u72dPZ4G3PBNoywbZapKUGaUjjmSq8ugqprESrKsnKFFGZIqpSVGWKSaboWJyKxIh4kktWRZKV0XCMZ0MsHWapEEPytBBQCHZYcMSCHRbyPmG/bs8UCyx2en02l/vfQKw3W7RGk0qnl6vUMqVKoqgol8pKxZIikaiwvFxgsQDinPyCnPyCg4VF+cUlpWUiIRcWS2TlIonQ9yZwWUiKtTqD3mASEGw0WYSAwmpzCDZZqzeabE6TzVFcWp6XVxANRabGJ9qzDTQA+kyGoNmIWo24w0g6jbTbyHktUb815jFX+WzNBDBaGVpoqVnrqDvZVrPelj7RkDxRn1yrT6xm4yezlScbqzabazfbak+3pU+0Vp5oTq41J9dbK9c7qjc6azY6azY7a0531my0p0+1V59qrVxrSZ1oTp5oSq5lYxvNlefb68511J5tTW+2VJ/MJpfTUYHFc3Wx4Rjegrpr/KaagDkDOesRTx3kqQNddaAzA7lrQXdN0FUZdCX8bsSgD+qNuBeIU9FsVUN1ZSOORZRKc7lIKVfodQarwGJFhUokEv87i1Vardqg0+i1Wr1Go9FoNGq1eo/IApQFHJeWlgrB8eeY4qv9X361Xwjx8/ILBRaXiMTlUplYrpApVQq1Rq7RyDUaAcdao8lotVmdrr3AStjUFdyxH4T2WAwgaBBGgjAkpBMCdoW14GoxihSu/Dap+J8yCgG+Qogs4JtgaJrn+DBH0lgQ9DlcNovNaLYazGa92WIwm/UGo9agVxsNGqNBazLqHHZLMOAOc3g8QiQiWCwEJ/hgMuRP8u4YbRPgGGedcdYVY70x1h/jAjHOH+c8Cd6dDPlSYW8q7E9FflPD3lTYnwx5krwvwbsTnDfBu/4/xt7zubH9PvP8R2Tf0LmZiXRwDnLOOeecIwEQzDmDBHPOZDNnEImZHWSNLI0sWbJkRVuakdayLdszO1v7Ymtr98WPjcu+13ZN1VOnDg7Q1Qn84MHzDcdl4rrNXJeZ67bw3BaeyypwmwUuK99t4butXI+N57VyfTZe0MYJ2rhBGzfkFgTdgoBT6HcIgi7JJyxu8OsbA4bmkKklbG6NmNuilraopTVibg7pW8KGjpilt8E50OLqbbS1RvUJnyLmk0d94rBHGPEK6vzCRFiUjEqA6sOi+og4ERYlwtL6iCwZkTVEFY0x5WM1xVQPiquaE+qWek1rUtveqO9sMnY1m7pbLN2ttp52Z3+ne7DbP9wXSg9ERwfrxoZi06PJmdGmpemOtfne+Ym2dH9spK9uKt04lU4szbRuLPW9WR7cWhne2xjfW5/cXpk42Jw72Jo/2l482V3MHCydHy6f7c+f7s1m92YvD2dvjudvjmeKeyNnG10Hi4mdWf9a2rSSUi8OihYHeSvDvPU0d2OUu57mbqaFm2nRZlq4kRZsjgg3R4VbY8KtCdH2hHB7UrA9wdue4G9P8renuDuTvJ1J3u6kcH9SdDAlPJ4UnU1JcrPy4pzycl5VnFZcTioKY/JcWnqakp4MSY8HpccDyoNezVHKsjdsWehRDzZL2uP8xjphMiKsD0kTQVnCr6rzayI+bdCj83g0Lo/W6da5XAa3x+j1mf1+u9dvc7rNNofR6ba6vHaH22a0GQxWo9Fu1luNGqNeb/6qWKcxGEFG/LhxomSKSzhm8wV0NocK/MZHED+0T3ws2dVgsBU1tWVV1YDFLyoqnpWVPXv1GoD4y+cvXpSVl1VVA+aWBp3LyivBaEEtClMatAMlu8eOGLQwkyk0IpkKPg+qa1DPnr9UqzSjwyP9Xb0Bh1PKZosZNCmDLGOS1GyylkvWcck6NtnEIjs4lKhc0GPXT0bd8/W+pYR3LelfjrrWIq61qHst6l6PeNej3vWIdy3qXqlzrsTsa3HHRtK93ezbbvZvN/neNPm2m3ybjd6NpHs96dpIutYSzpU622LItBgwb8U9R82Rg6bQfjK43xTabQhtxn3zIdtCxDEVtPdalVEx3cmCHBzYw6d4+bSAiBWScMJSXlDC9YtYXiHbJeCY2GwRgSijs60qo8fs9dgjVktQIjZUVSPlVVgIoVFoHAKRChbg1aBqa2pq0Gg0FouFIAiPR2CYQEQoJAKZRKKQSCQikUggEEpELiXIWCy2urr61atXpdQYrPAvsfjV6/LXlVUgMq5GY1A4CIOHH7MYJpFJNDqNxS4FVsAjf5PF4E0lUylVOi1gqFytkioVCo0a9EgotRqZSilVKkqANlotj0H8teyixO6SuTZYzDqDVqGSC0QCJptBpVPIVBKZTCSTiWQSkUhEiASYRESIBBiBIRIRYTGpeo3EYVf7XDq/Wx10KYIuud8u8FrZQQcvZOf57Xy/Xeizi/0OWcCpDDjlfrvQb+cHHKKgUxhyScJucdglDblEIack6BQGneKAQ+CzCX02ntcq8Fp5HgvXa+V5rTyvjeez8b12gc8u8Dn4PhsvYOcGnbyQgxd28KNOftTJjzh5ASc34Ob5HDyHmWXU0D5hccylSng0SZ8u6dPVezUJjzrp0zYFDS1hY1NQ1xTUtUVNvQ32/mZXb4O9s97S3Whurdc11qkao8qWelVHk6arRdvVqulq0XW1qLtatN2tuu5WQ0+bsbfd1NdhHuiyfiob0HCfc7jPNdLvTg94xoa84ynfxLB/Yjg4NRqdGYvNTsQXJhsXp5uWZ1pWZltX5lrfLPdsrfbtbQ7tv0mtzneMDtalekPjqbqZscTCZMPidMvybPvaQt/26sju+tjO6tje5vTuxvTO+vTe5uzhzvzR3uLx3sLh7tzJ3tzZ7szp7lR2bzp/OFk8HMvtD2V3ug/XkrsLofUJ22JKPTconx2QzQ9I5gfFy4PilSHR6qB4JSVcT0k30tKtMfnWhGwzLd4YFW6mhRujgs1RwcYYbxOcjAg3RoRbo+LdUfHhmPRkXHo6Lj8fk2dGpJlh+emg5HhAdtgnO+hTHPYpD3u1Bz3GgwHHVr9jtssw0KRsjUmTUWk8LI0GFHUBVV1AFwuaon5T0Gf2ek1ur8XlNrk8Vo/X7vU7fH6X2+dweKw2p8XustrcNqvLarQbDTazwWbWmg0qve5rVTulVldiMaAwUInFIKAALKYwmIDCoHcCTyRhYQSY4mo0pqKmtry65lVVVckXl0zxkxcvy6qqq1APoTAag6upRZdXVL16Xf66rKKyqgaFxgJTDBD82BQDgXESEplKZ7PpbDYKg3367IVQKO7t7h/sHWqI1ZtUGjmPJ6TTJEyKkktTcCgyJlFGxasosJ6KuPispE4+4LGMh11zdZ6FmGch5FgOOVcirtWwayXkXg44F/2OBZ91xmeaDRgXIpbVuGO93r2R9KzXu9cSrvWkezXhXIk7VuPOlZhjMWKZ8Rum3dpZt3497NhN+HcS/jcx31YisJsMbSeDC0H7TMA+4ja26kReHtFEQ5toOBsLcbDJHh7NJ2D4RByfkOMSsGxcppnNlpHIHIig4sncRrfD5LdbQgadl0aTlFfC1SgYITHJVDZCpOIRIowQ0FgMCo0GyQMEQeBudWQijUKiUig0CoVCJpO/RmQcDgf6K6qrq0ER7/PPP/+zP/szwOLPPv/yyyfPQJQPWFxZi/p3WYyQKWQ6g8ZiA1MMxOLxwTQmiIzBdyyJQilRKAFngQuWq1UgrwAPlVpNic5qvQ6w1WSzfuyaMIAcQ2s0GK0PjRMKjVqmUiq1GgBuo9Wi0amlcgmXz6EzaVQ6hUIjUygkEomAIHgYhggIHoAYwmHwEJZIgMQCukkvDrj1Ea8u4JSHPNKQS+Q2M0MOXtgpCLkEIbc45JaEXLKQWxF0y4NOYdDFD7lEIbcw7JFEvKKIVxLxikIuUcgjDLnFIbcg5BIFXfygSxR0iQJOYcglAlfCLlHEI4x6RRGPqM4vibr4IQcn6ubHPMI6Fz/mEcQD4ohP7HMLLUa6Tk3SqSifstipSng0TUFjU9CY8GgidnncrWqNmFvCpqagocGvbfBrWkKGroQt1eYf6w2P94dGBwLjQ8HxocBYyjee8kyOeKZGvWNDrtGUczzlGk+5J4bdkyO+iRHfVNo/Ox76qPDMeGhmLAg0NxGem4zMT0YXpuqWZmLLs/GVucTKfP3mcsub5Y6tlY7t1a6dte7d9Z69jd69jb7DraHTvXTuePL8cGJrpWd6JD42GJlOx5amG5dnGldmm9cX2jeWejeXBrdWhrdXR3fXx3c2JnY3pvY2p/e2Z/Z3Zg925g52Z48OFk4O5k4O5k4P5k4Pps4OJjKHY9mj9Plh6myv73izfXcpvjEdXBpzzw/bZoeMM93ymW7hTJdgtle42C9dGpItDUoXByUrKenysGQlJV4eFi6nhEsp/nJKuDwkXB2SrafkGyPK7VHlQVp1mFYejaiOh5WH/fKDPsV+r2K/W7nXrdrr1ux16fa6jLudtjed9qV221iLqSepbY6pElFVXVgdCWrrgoZ42FYfdcUj7kjQFQg4vT6H1+fw+p2+gMfnd7u8DqvLanFaLC6bxWWzumxWt93ispkcNp3FpNTr5Dr1x2ajrxonHsfEJQSX8uKvdbCVQAxi4hKIq1DoylpURU3ty8rKl5WVJV/87NXr56/LXlVUVmMwtVgcCo0Fa9jAqoqy8krQUIHF4YkkCuAv6CkGRAYNbaXsmESh0lhMOptVi8V8+fQZhydobm7v6OhtaW6PBKJGrUHIYvNpVAmLJmFRxXSymIrIyYiShBjoZK+I12RQ97staZ991GuZ9ttmA/a5gGPOb5/12KZdlmmXZcplHraqRuyqMZd2wquf9hunA+bZoGU2aJnyGSc8+imfYTZkmQ2aJ7z6MZdm0q2fcugXvZa1kHM97FoOupaDrvWofysZXqrzTQQcPRZ1VMKy0CEtsVZLRhvpkJNDdbBpdjbNzmE4eWwrl6Vn0OUUKh8m8Il0s9LksQaspoDPkzSbI1iIXVlNwOGpBDILJtJgEhUhUwhEMgTjcXgIh4cgCMLj8QSwx47MoNEYVCqdSqVSKBQK5cEgAxZDEARBEAaDqaqqKisrA6nxt771Z3/+2ed//vGmKl8+efbi5etXFZWljAKwGA3DgMWgdkdhMOlsDkiKS/3moIgHImNA4Y8GWQkiBQBigGYQBGsMemCNAVuB8zXbbcAXA2sM4guAab3ZpNJpQQCtMxlNNqvRatHqNRKZmMGik6kkCo1EpVOoVDKJRIBhCLAYCMbj8BAGh62lkXFyMSPg0sUCRq9NHHKLo16x20AL2jkhJzfs4oHQIOgU+p0in0Pod/KCLm7AxQ+4uEGXIOjiBV38kJsfcPLBedDFC7kFITc/7BGFPaKQWxD1Ser8krBHEHULEwFJIiCJeYUNQVnCL455BHUeftTDj3j4cb+oPqKIhZRqFZHHq/X7FHOz3Z+wOOpQx1zqpE/f4DfEXOqwTR51qhr8usaAPunTxj3quEfZENB2xCyDrb7RnvDUUHRhon5joXVzqWV5JjE/EVqcDi/PRhenw4vT4aWZyPJsZHmmbmW2bmU2tjoXX1tIPGg+sTafWJ2Pr87HV+fiyzPR5dm61bn42nxiYzG5udSwtdK0tdK0tdqyvda+s96xu9G5t9l9sNVzuN17uD1wspfKHIzkTsZzx+O76z0Lk/XzE/XrC21bq53bq507az17G337b1IHW+mjrfGjnYnjnamj3anjndmTvbnTvbmTg/mz/YXTw8XTk6WTk8WTk8Wz04XM2UL2bC57NvCRtggAACAASURBVJM/m8meTuVOpnJH4+cH6bOd1PFW78FG9/5q68qoc2FAO9urmu9XLw8bVtPGxSHtbJ98cUi1lFItD6uXR5QradXyiGJpWL6YUqymNGsp/fqwdnNYv53S7Q5p9wa1e4PanR71bqd6u0O91abcbNFsNKs3mnRrjfr1Jttys2OmyTHcaOlMGBtj+lidIRo1xmL2RMyZrPMmY/5YxBcKev0+l9ttd7rtLq/D43e7fW67x2l12swOq8lusTisFofV4rSZHFaD1aw1GZQ6rVz7FYtBWAxYXPLFJRZ/shizNNnxsV4HeicAi2sw2BKIgS9+Xl7+5cuXX7x48fTlq5flFeXVNaAQVIvFgckOwOLKqpqKyuqKyupaFAbCI/+bLCYzqBQmvRqD/vMnT6lMTjzZ3NLW3dDY3trcFY3UGzVGNp1FJxB4dKqExRQzqGISUUpE1BSyhcsKycSNelWXRddn0w27zWm3ecxlTjuMIzZ9yqJNWfQpq67bIO3WS/oM0j6TfNCiHLKrR+yaYYcm7dSl7JoRhybt1o86dYNW1YBJPmhRjtl0Uw7jjMs867bOeGzzfudi2LscC0wGHIMOY7NW6uZStESUDF8pJ9SqKVgzg2RmUAxMqpFFN7KYWgZDQiRzYIKIwtKK1R5rwO+Oed2JQKBVo/VXo2iVNUQsTIFJTDyRiidS8EQSBBOweBwegfEIjIdhGIEJBFKJxcAXl6wxgUCAYfixLwYjeeCeTJ99BPFjFgNfXMqLH7MY1O5Kvvhxv3mJxWA+CHS5SRTKxyyWKhWl+BjguMRi0HcMkgpwXmIxcM1Gq0Vj0EuVCrFcptJpTTaryWZV63UqjUokEQEWk6kkMpVMJpPABxCCwAQEJiAwgodgCAdhMThsLQlGc5mI3SSLh8xRvybikcW8kpCDW+fhR928iJsbcnL8Do7fwfU7+H4nz+9gBxzsgIMTcLAeH8NuftjNDbv5EQ8v4hFEPLyoVxj1CsNuftQnrPOJwh5+1C1I+EUJv6jOw484OY1BaVNYHvXwox5BfViRCMm9Dr5SQRCKcIGw7uJq59/+7bef7sy0q8MOdcytjXt1Uac6YJUFrfKIUxV3a6IuVcShCDvldW5VQ8jQVe8cbPPNjsQXRuNLk/Xrc41vFps2F5OrM9HFyeDGQmxzMf4GaCm5tdSwtdywtdywvdIIBB4CvVlKAm0vN+ysNu6uNe+tt+xvtB5stu1utO1tduy/6TzY6jra6TnZ6z/dHzjdHzw7GMocpvKno4XT8f3N3uWZ5Opc0/5mz9FO//HuwMle6nRv5OwgnTkcOz+czB5P5U/n8qfzhdPFwulS4XSpkFkunq0Uz5dz2ZVsfiWbX8kXVoqF1Yvi+mVx7bq4VswuX2ZXLnOrV7nVq/OV4tlC/mQufzSR2+0932w6XkkcryTONxvPNxuPV+J784HtWd/OnGdnzrsz596edW3NODen7JuTto1x1+aYezPt2By2bQ5a3/SZ3/SY3nQbt7rM2x2mrQ7zVrtpq9W62WLZbLZvNDk32gKrbaG59uBoq7+nydPS6GxocNYnXYmkN1nva4yHG2LheDQQCnh9XqfL5bA5bA6v0+lzObxOm9NpcdjNdpvRajHbbeD9Wppi+lizfujDV+n0oH0CfJ0ESTFAMBCYeC6xGDSxgXodRCBiYaTUx1ZZiyqvrimrqn5dWfWqqurJq1efPXv22bNnz1+XVdaiUDgICyOAxWCyo6YWDQbtSlU7MNzxNf6WVEotyFQKiU4i0UlVmNpvPXkCk6jBSH1DS3c82dHQ2NXS2lcXbVQrDTQyk0ogcyg0PoXGwuF5eFiMEFU0qpXLCckkTQZNl83QZdF1WzQ9Jk2XQdWhU7TrFJ16VZdB2a6TtuskHVpxh07SpZd1G+W9JmWvRTVg1fRaVH1mVb9V3W9Rdeql7Rpxp1Y6YFINGFSDRk3Kohu1m8Y9tsmAczLoGnQY24zqiJRnpiEyqFqAKxchtTIyVkUhqChEJZUsp5AlRJIAIXJgAhNPVvBkTpM75EuEAg3hcKvb18gTGMsqiDUYChah4UkMiEiFCGTwL4+GcDCR8EAaAvIwpkiiU6n0r2UUpcgYpBnAGoOm47KysqdPn372+ZffZDHoL37M4hKOCZSP4x4cbqnlnMHhsvkCrlAEGtJLEsnk32RxyQgD+JZSC/AWfdzBpjUawJtWpdMaLGalViOUSsRymc5ktDjserNJrlbJlAqBSEhnMkgU8oNIJAKBQCAQCQQCAUYIMAJDeDwOwmGwWAwKxtZQCWijStCccHc1eZrrjE0RdXOdsrVO3hyRNoRF9UFBPCCKBUTxkCQRkiZDkmRIlAxJ6gPC+qA4ERAmAuAoSgQE9UFxfVAIjsmQJBmSxP3C+qCkPihJBET1fnFDUNwQFCcDooagOO4TRDy8qE9YH1HEQ0qvg6dTUwwm3tRc349/9p3/+//55//3//tfn7A4aFP5baqQXRN2a8IOjdcs9RjFHos0aFMGnYqQXe63y4M2Wcglj/u0zVHjxEB4aSK5tdS+t9a5u9q6vdK0vdK4s9q0u9aws9qwu9a4u9a4u9a0t968t97yNe2uNZdUuri/0Qoo/KDtjsOdjqOdruO9rtP93rPD/szRwPnRwNnBYOZwqJgZvTgfO9zuXZ6Nr843HGz1nh2kzg5SmcPhzGE6eziaOxrNH48XTiYuzmYKmZnLzGwxM3+Zmb84X7g6n784Xyhk5wu5xUJ+sVhYuiwsXxXXry82bosb14W16/zGVX7jOrt+eb5+kVkrnq1cnC68y8+/y07cZ8buMqP3mdH7zMjNSerquL940J3f68jutp9vt2S2ms+2ms62mjJvms82Ws9WW48WGg5mYrujwZ2Uf3vAs9Pn3u317vf693uD+73Bw57IXk/4oCu61xXf6kpsdDUtdCfHOuO9beHmZn+yyVff4I8lvLG4vz4Wqo8G60KBsM/j9bicTrvNYQUstrntVqfd4rRbHHaT1QK+wRnMZjDirNbpVFqtUvMwFgX02BSD9gmAYCAw3/GYxaV6HWgoBiU7AOLXlVWvKipfllc8Ly//4sWLz549e/LqVXl1DQoHAQddjcZUox9mOsCUHWhlA+0ToIkNzHT8Jyym0KgkGolIRWqwqG99+WUtnuDyR5OtfbFktyfYWN/Q09o2FA03a1UWFpVHgmk0PIWJJ3FhkhAhSYhkFY1m5bBDCmlSr2rUKhq1ykaNokEtrVdK65XSpErWoJI2qcQlNavELRpJm07Wrld0m9QdekWHXtFpULbrFc0qcaNS2KwSt6jELUpxq0rWpVf3WwyDdnO/w9RrM7TqNTGlxMVlaEiQAFvDxVYIYZSEhBMSILB9jY3H09FYKg7mkuhittCksfhcEb8vEQo1R+o6tQY/DuaVVRGxMBMiMvAkBp5Ew5OoEJGIQwg4GMYTCXhCyfgREQKJSKSRyVQymUomk0umGEEe2o2xWCwejwdhBWg9BsHxF19+heMvvnz6/MWrVxWVJRajcBAawqPweBQeD1iMkClEKg3EFKXBHxBZgMj4cclBIJECI1xqogAgBumwzmQssRi0qSk06tJkR6l8B14PhvfEchkIKMCsh0ypkMikfKGAzmSQqZTHLAZZOQFGEDyMx0EQFgdYDKGqEWyNWsLpbAxMDjUOdQV7W2ypDvtgm3GgTd/fputr0/W16Xvb9L3txt5240C7aaDdONBm7m8z9LWa+lr1fa3G3lZ9T7Ohp0Xb06zvaS4dDT3Nhq5GXVejobvR0N2o62nU9Tbqehp1PY36/hZTe72mJantbLY0xvV+ryQYVHZ0BM4Lu7/83U//9f/64z/+2x/+4V//8AmLfVa1x6L0WVUBpyZg1zpNUptWaNUKXEaJ1yrz2xV+h8JjkbjMIo9FEnBIW+p0EwPB/bXus93B/fXON0sNu2stp7vdR1tth29agY622o622o62Oo62Oo63O4+3O8E50OGb9sM37Sc7XeCprz17vNd1vNd5st99etCdOerLHPWfHw9kTwazJ0O5k9RVfvy6MHG827s8G1uZSxxsdZ8dDJ0dpDKHqcxhKnc4nD8aKRylC8cjxZN04TR9cTpaPB2/OB2/OJu4PJu4OJsqZqYLmZni+WwxO3eRm7/ML13ll6/zy3cXa7fFtev86tX58lVm9ep87Ta3cZtbuz1feJudf5ebf5uduT2bvD6duDmbvDufvD+fvD0buz5JXx6nLo+Hrk+H7s5H7rNj786nbo/GCzupzFrP8WzT/kT9/khsP1V3OBQ7HkocDzYcDzQc9Tcd9DXsdzXsdjVudDStdrTMdDSm2uIdTZFE0hdNeCJxbyjqCUV80bAvEvSF/b6Ax+NxOT+y2OX0uSxOq9lhsbpsDqfTarOZrRaTxQyWDGq0erVGp9boVGrt47GoUlJcMsUAwUDA8oAjnc0BU3YwqWTNvirZva6selleAcadv3z58suXL5++fv2qqqoWiwP2GYWDKmpqK2pqwdIJQGGwFQjCIwQiGbRMlDbTl/SYxVQag0qnkehEAg1B49F//vRJOQZndgeTbYPxpn5PuNUfao8n+9taR+rjXQatm0kTk3B0NoHJJTJ4BBoPJglggoxEMrKYTgE3KBGH5EDCoFQYkAgCUmFYKopIBFExNyrmRcW8OjE/JhUk5KJ6hahRLUsqxEmFOKmUJOSiqJgXFfGiEl5UzKuT8OJycaNG0WbQtBk0DRp5TC4OiQUuHstAJYrxKC6mio2p5OJreQQMC4fh4GE2DFMxEAkF0WGKnC836+1eV8TrqXO5Y6FIayDcyuHrXlcSq3F0hMyDyUw8iQGT6TCZBpFIEIGIJxJwBAQiIB+TCgKMEAlEKpFE+c9ZDB4Cp4zBYKoqK58+ff7Fl09LnW3Pnr98WV5RVlVdqt3977O41Nn2uOoA6KnUakqtxKA14jGL5WoVKNPJ1SrA4lLXBDDF4GXAU4McAzwrVSqEYhGXzwO3vn3AMYlEJBJLLP7KFKMxOAwaU1OFr60Us6mNUdfcaMfcWPNEf3B60D8x4JwcdE6nXDMj7pm0dzbtnUx7Jkc8M2nvTNo7NeybGvFMpbxTw56plHcy9dX51LBncsgzmXJPDnkmhzwTg96xAc94n2dywDM94Jnsc433ucb7XOle1+RQaGo0NtQXaEiaGpvsc4t99x8yv/nDL3/1+1//+Jc/+dHPf/zTX//yExZ7rSq3SeExKwN2rd+ucRplJhXfoGBbNAKnUeq1Kb02udMkdhiETpPYbRHFvbKuBuPMSGR3tSOzN5TZ7zva6txbbznebv+GOo+3O092ukoqwfd4uzOz31vS2V7P2V4v0OlB99lhd+ao5/y4N3vSlz3py570506HiucjxfPhm+LE7cXUyV7v8mxsZT5+vNtzuj9wuj90djCYOUrlj1KF4+HC8XDhJHVxOnx5NnKZSV+dp2/Oxq7Px28z43fZqbvs7E127jY3f5ubv80v3OWX7/JLd/mlt8WV+8LyXW75Nrf8Nrfytrj64WLz2xcbN+eLd9mVt/mV++zSzdn81cnszfncfW7x9nzmJjNzk5m6zkzeZCfu89PvirPvLxbeZhdujmbyW+mjpd7diZatkeSbgfh2X3y3v36vP3HQ27jX3bDd0bDRklhtiC03xBYbG2abGkab6nsbo431wWjMG4i5/XVeb9DlD7gCfnfQ6wp63D6X0+u0O502m8Pi9DodHofJZjRYjFan1eFyWO1WsHLQYDRrdQYAYo1Gr9bowUAU0NdWT4BWYjZfwOIL2HwBg8tjcLhfWz3xeLgDJMXl1TWvKipLYx1fvnz5rKzsdXV1NRaLwcMgnaisRT10rVaDtTZgdhcCfWwkMpXOYLHYXBaby2RxgACUv8liMoNEpCM4IvaLF09f1aD0Dn+yfSjRloo2DHqCHb5QZ3PLaHf3dDzao1W52TQJDWLQIQoDIjOwBBYW5uMJCgpZR6daOGwHn+MUcp1CjoPPsfFYVh7LwWW5uSw3l+njsL18VoDP9Qs4IQE/IOSFRQK/gOPncXwCtp/HcbEZbhbDzWV4+RyfgB0UCSIycZ1cGpaKvHyOg003UckaIiKFsTxMDRtdyUBXMDA1TFwtFY2hYiE6DqbDJDaZIeFLLQa71x0JB5NuT53DHQtF2xyeGEIWPiuHsQQuiSaEyUwcgQ6T6QiFjieT8UQSTCLiEBiHwBCMh2D8Yxb/RxkFBEEwDIOHCIIQCAQIgmpra5+/ePnk6XNgjT//4snTZy+evy4rxRS1WBwKB6HweJBRgD6Kf5fFpcj4MYiFUplIJpUqFWCa4/FMRymC+BqLwUzH46dAviGUSkQyqUKjBgmGUquRKORiuYwHFkywmFQ6DbC4BGIE+cQU4zBYPAaLqa7C11QyEJzLqJgYbFqf71kZTy6ORufS/oUx/9Kkf3nKtzwTWp4JLcwEF6ZDi5Ohxcnw4mTp5EELk6EHTYTmJ4ILE8H58eD8eHB+NDw7EpgbDiykQ0vp0HzKP5Pyz40EZ0ZCM2N1Y6lIX68/lYpv7U585/vF3/zhp//wP//4mz/+9+/9zY/vv//dD9//q09ZbFG7jAq3Uem3af02rdMoMyh4WinLoODatGK3SeE2y51GqcMg9loVIbcy5pMng/LuJtPiROxsd+DqfDR3NHi01XG213W623m623m623G623m613m2132623221w1OTne7wBFw+Wyv+2yv52y/5/yg9/ygL3vYnzsayB315076s6e9udO+3Glv/qwvd9aXP+3Lnw1e5Ucusqmbwuh1Yfxot3NxJrK2EM8cDpwfDmWOhs6PhnInw8XT4Yuz4ctM+jIzcnk2fJUZucmkbzLpt9nRu9zYu9z4+/zkh9zch9zCh/zih/zi+/zih/zSh8LSh8LS+9zi+/zi+8LS+4vlD8Xl95eLH4pL74sr7wprb/Mb7wrrb/NrQPf5lfv8yn1+8T6/9La49O5i6d3F4n1x4S4/d59bKB7OZLcmj5YGtyY6Vgcblrtjyx3R1fboSmt4pTWy2ly30hhdTNbNxUJT4eBoMJAOR4ajkb5YpLUuGK/zh6JeX53HX+dzB5w+v8vvc/k9Dr/L7nXaPA6r02G22c0uj93hshpMWp1Ba7Vb7C77Vyw2mLRavUaj02h0Wo1RqzPJlOrHY1GPW9keNmHyBWwen8njMzlcGpsNftKoTFaJxSCjKCXFZVXVL8vKn716/fTFyy+fv3hWVvaqqqoKg0HDMEB2ZS2qvKoGVISqP87XQTAB3DEaJMUMJpvN4bE5PEBkAOXS3Zu+ypEZdCqTRKQheDL+ixfPn1VUq63u+vahRNtIODkUig2E4wPJptG29snmxlGvu0kps1LwLCqOSoModCyRgUHYOJgPwyIEUVJJOgbVxGaYOAwji6FjUNV0ioZGMtJIZjrZyqDaWHQHm+HgMJwcpoPDcHJYVibNyqDaWDQbg2aikUxUsoVBcXDZTh7bzed6BTw3j2NnMUxUspZEkEA4IQ7NxdSyMTVMdA0dU01H11BRNUQUBq7FEDF4NpWlkqpsFpfXE/Z667y+hN1Z5/Qk/KFmrclXi2c+L8djCWwiVQAR6RiYDBGpMPmBxQiZBBEQHDDFyMMGDyKJRqbQKBQahUqhUChk8G2d+FC7A6YYlPLACR6PR6HRL1+9fvrsxedfPAGR8ZOnz5+9emilKFljwGIwBv0f5cUgMi7NQwsfQCx/xGJNqTv4EXDVoL8YsBjkFaXhDuCjlVqNVKngi0UCiVimUoKeCqVWI5JJhRIxm8thclh0JoNCo5IoJALpI4URBAaJzEcQQ1gcjMVBKBRcWwNVlcu41IH26PbK0PZi5+p0/ep03cp0aGU6sDLtW54JLM8GlmeDy3PBlZnIykxkZSa6MhNdna37VNHV2bqPz0aWpyPL09HVqfjyeHRlPLI2GV2djC6NBRdGQ8uTsbW5xomRcGogODffkS1s/ODHt7/+/U/+8K+/+/2//eNv//SnH/3qN+//6kff+dHPvuaL1S6TwmVU+Kwan1XjMMgNCr5GzNLLeVaNxGlUOI1yp0nmsYD9aiqfTRhxC5siysEOx8pU/el2X+5oMLPXmz3syR/1FU7688c9uYOuzEFndr/r/KA7e9iTPezJHvadH3SfH4Bj9/lB99lux9leZ2a/63y/K3vYnT/uLZz0FU97i2d9hUxP8awvn+kpnj4cC2f9N/nUZXboNp++zqUPt1oXpgIbC/Hc8WDhZCh/kiocpy5Ohy8z6avzkevzkets+vJs6CqTuskM352P3OfSb/Oj7wpj7/IT7wpT7/Kz7/Iz73IPep+fBfpQmHtfnPtQnP9wMf++OPsuP/s2N/ehuPIuv/I2u3ifA/Bdvssv3uQX7vOL7y9Xvn29/hc3qx+ult8WF26ys5cn06dvRvaXB7dmutdGWhb7EvPtkbnm4EJTaDbhn4kHpuOBybrAWMg/5HUPeNz9Xm+X093h8bYG/A1BbyTg8QVcnoDLHXK7Ai6X1+HyOnw+l8/tdNmtDqvZ6bDY7TaHy2G1WXV6nVqnM1ksZofdZLeZHHa9xaw1GNVavUqjU2l0aq1BpdGDu3U8nrITSmRCiVQokfJFYq5AyObxOVw+k8tjsbl01sOsHZnOINJoyEcWYxFCNQZbiUKVVde8rqx6UV7x7NXrJy9fPn356nV19QOICQQ0hK9CY0Ca/LqqqrymthqNQePxeJiAJ5EQIhmsnqDSGEwWh83hcbh8QGQ2h/dNawxYTGdQSVQijgB/8fzF56/L5SZHsms40T7irusMNw7Vt48nW8aSzaPJxnQ43G2z1HGZMirMJGHIZAyRhiUwsDATg2NhMCIELyUjCgpRSacoqCQZhSglwWIiLIGxMgSrIEIqMqKmEDRUgoZKUFMQPYOspRHVFAQ8VJFhFRnR0kh6Jt3IZpk4bCODoaVSlCSiDMaLISwXg2ZhapjoGiaEYuIxNDyGgqslYGpJOCwRwtNJNKlQbrN4AoFEINjo9jbY3fUWW8zpbXT66nkSQyWKXF6N4AksEo0HEagYmASTqQQKHSKR8EQSQiZDBAJEIMBEAkwkIkQykUwlUehkKp1Co1NoNDKNRqbRSBQKgUwmEIh4AgGGEQKBSCAQH0hMIMAwgsNB5RWVL16+/vLJMxBTfPnk2dOXr16UlYPUGJTvwP8mEPzIFzOAL+Zy6RwOg8Nl8QVckYgvkfAlEoFUJpLJxQqFWC6XKBRytUqp1So0GplKJVOpSsU6hUbzsdEN+GK1QqPWmUx6s1ljMGgMBrVeL1erRTIpRyDgi8VytdpgMRutVrVeJ5LJeCIhg82mMxhUGo1MoRDJZIRAgGGk9A0Aj8NDWAiHxeGwOAgLQTgIh8YiWBy2uoKMr0mErbvr6cPNoc35po25xPpcdG0mtDrtX532rsz61uYD6wuh9fno+nx0Yz6+sVC3uZDYXIy9Wax/sxjfWk5uLSe2lpKbi7HNxcTGQt3GfHxzPrGz2Lw+FX8zm9hZTG4uxFdnI8uzkbXFhvWV1vGx2MJS9/3747/9zfd+/fu/+fs//up3//KH7//iVz/8zR9+8rt/+snv/vTj3/7pUxbbVW6r0mmWO80Kt0XtNKlMarFawtXJBXaD0m3R2A0yp0nud2r9TrXTJPJYBDGPJBlUNEVUw52u7cW27P5Adr8vf9hXOO6/Ohu4zvRfHndn99tye235o87CcU/huLdw3Fc47vl47Ckc9+SPOvNHnbmjjvxRZ+Gko3jadZnpvj7vvcz0XGR6Ls96Hx8vM703ucGb3NDbYvq+MHK81bI07d9cqMsf911lUhdnqYuTocvT1HVm5CY7cn0+fJVJXZ4NXWWGr8+Hb/Oj94Wxt8VxoPvi2H1x/L4wcZcff6x3xal3xakPhZKmPxRmPhRmPuRm3+dm3mWn77LTt7np29zMdX7mujBzmZ25Ky68u1p+d7Hwrjj/vjB/czaT2xvdXuhanWxeGkkuDSUWuyPTzf7xmHM84pyq844F3SMB56Df1eOyt5gNTWZDi90aMxjqjKY6mzXssHsdVofDYnOYLW6Lzes02s0mh8UT8Hr9HovVZDIZnDaby+60Wh0Go0VnMOtMFp3ZqrNa9Tab1m5TmU0KvU6u0yq1OqVOJ9dopSpVaTgVNB4JpTKRWAokFEkEAhGPJ+By+RwOj83msthcKpNFYjAINBpCpcIUCp5MxhGJGASpwmBeV1e/qKx4WVn5orLi6evXz8rKXlVXV2OxKDwe/NzW4HDltbVg9KOsthbcigKFx+MQAkQmIRQKgUoFS4pZbC6Hyy+xmMPlg4m7Unz8sY7HYDFZVAoNi0c+f/byW89fSfSWpv7RWNeQK9Hub+6LdYzWt48n28frW0brEkP+QKdcZqWSuKgqPKYKokBEJkJm4xEWDsuDcHw8ToiHhAhe8FF8GGJhatjYai5Uw8Oj+DCaD6N5+FoeHiUi4oQELB+P4uFrefhaAYIWEbFiEiwkIFIqRUalChECD4fjYjAcDJpZW8tA1VJRNVRMLROBGCSIhGBgfC0MoehUIo/NUspVZrPT7anzBZq8wTZXoN3qbjY7GjzBdpMjhpD5L8txaByFTOfQWTyETIWJFDKdQaYz8EQSTCITqTQ8kQTOETKFQKESqTQSjU6i0cHLKEwmhfmwM4RIpsJkCkIklz78CEQyQiDDBBJMIKHQ2IrK6mfPXwJr/MWXT8HA+rNXr8urax5WUhCJEImEQZBaCMIRiTCFQqTTySwmlc2mcTg0DofKZtO5XCafzxYKuWIxVyzmS6VCuVysVEqVKqFULpYrQScl6NuRqdRKre5xh3tpL4pSqwNj+kqtXms0qXR6oVTGEQhpLLZQKtMaTUarzWi1aQxGsVzB4vHpDBaFQiMSyWQylUSiIAgRgmAwiIjHIxAE43D4krBYqBaFhhGEQMBVVTzRa7hba8OZw4ntlbatxeSbxfjW2QmsGgAAIABJREFUfPTNXOjNfODNYvDNUmhrKbK1VLe1FNteTmwvx3dW6ndWEruryd3V+r21ht3V+t3V5M5KYns5sbUUe7MY31pMHq12rE/F9xYb99ebttdjb9Zjq8uR1ZX6mbn66YXW7NXWz3/7o9/8H7/42e9+9tPf/e1Pfvt3P/2H//nD3/2v7/36X7/7yz9995f/8gmL3Va5x6ZwWRR2o8xt0XhtWqtOqZbw1BKeVadwWzQOo9xhlHtsKq9d6TKLfTZx3KtoDGmSAUVrnWasz3ew1nF5mr45H80f9eX3u65Oem8yPRfHncWjjquznuJJT/Gkr3jSVzzteTg+qKt42lU46Syedl2cdV1muq/Oe6+zfTe5kvofHftuc0M32cG3xZH7wvDxVsvylH9zIVo47r3KDF2cDhRP+osn/RenA1eZIaDCcf/l2eBVJnWTHb4+T12fp26yw7e59G1h5LYA7qH9oLt8+i6ffluYfFuYfJ//mqbeZyfe5Sbf5Sbv85N3+anb3ORldqKYHb8pzt5dzN0VZ98W5759ufidi8Xr44mT9b6N6ealkdhsX3i+Kzjb5h1POIb9pkGXfsht7LHqOi2abrup22VttRkTBlVUp/Sr5B6l3KmSOXUal9XodtmcbqvFbbW4bDq7UWcxml12u8dpc1hNJqPJYDSbrCaj1WiyGiw2k81htDl0dpvGZlWYjDKDXqLViLUauU6n1OsVWq1MoykNRJXGnYUiCZBAKP5PWPwYxCg8/oHFFRXPy8ufl5c/Kyt7WVlZgULV4HCAxSg8vhqLBbuMy2pqKtHoKgymFoIwCAKRSAiVitBoBPrDrDPwxSVxuA93mP4ai6k0BovFYdBZMEL+/NnLbz19DVhc1zngaezyt/RF2tLR1pFYczrRMhprGAlH+yzWOoFAi8PSUNV4AoZAw5OZeIQN4TkQxMVhuRCWC2G5MI6LQHwE4RPwHDyag6/l4Gs5UA0bqmFD1SzcR2GrmNgqJraKha1i4ao5+FoOHs3G43gEhI8QWFgsE4VioFBMNJpaW0tF1VIwaBqEpSEQAYfCoKtwEIpEgXk8tkwqNxptDmfQ6Yk7PEmHt8Xha7O6Wx3+Nl+4S2sOY2HmizIUCksg0ZhMLo9Eo4PJY3CCkCkUBhN0eX+TxSQGg8RgkJlM8kcWg9kcAoVKoFDBrg/QiAugjIPgWhSmrLzy6bMXYKPpl89fABaXVVWXWIwnkyESCQ3DEIn0wGLmv89ijkgEWCxSKKRqNXibieUKAF/QRilXa5RaHZj8BFcAqcFrDBar1mgC53K1Bkx+snh8iUKpNZrAciulVieUyhgcLuNTFsMwAbD4MYixWAgIh8NjsDgcHoJgTEXlE4mIujTbXTibPXjTs7vavLtav7cc212K7i5HdpcjO6uRndXozkpsdzWxu5rYW6vfX0/urzccbDQcbDTurdXvrSX31z/RwXrzyVrH3kLT8Xrr/npy/0390UHjm83E4lJsYjZ+lJ3/q5//xc9//7Pv//yHb3/wF+9/9L3v/O3Pf/B3//y93/yP//KLf/nw0398/9M/fsJil0XmtStdFoVVL3GZ1UGX2WXWqsQ8uYBlUktdZrXTpHAY5S6Lwm2Vuy0Sj0UYccqSfk3MI4+4BS0x9dJ4vHg0cp+fuDgZzO93Fw+7r066L0+6Lk86r067L856P6r74/Hrusz0fARx/3W29zrbe53t+5ru8qnb3NC7i/Tb4sjJdusjFg9enPYXjnsLx73Fk77Ls4GrzOBVZrB40neVGbzNDd/mhq8yg5dnA9fnQ3f54ZvHyqVvcunbXPo2l77PT9znJ97lHmsSnAAuvy1M3henbvMTV7nxq9z43cXMbWH6Ljf94WL++3erf3m1dH04erTUuT5WvzAQmunwzLd7F9q8M/WOkYBh0KnptSradZIWraTTounzWvv89nanKWnRRo3qgF7p0cq9Jq3fZfb7HW6f3eq2GB1GjU2nMWk1Jp3RarHabSazWafTaTQ6rc6gM5j0FqvRZjPYbBqrRWU2SXVasUYtUqvEGrVCqy1NdgAWP94BJBCKBUIxXyDiC0R8vpDHEzyAmMVhsjiAxQiVWgJxLQQByIKxjufl5S8qKl5WVpbX1lZjsbUQBMruNThcBQpVVlNTVlNTYnQJxEQ6/QEZ32Axh8vn8gSlCl4pqQCpMZPJZjLYJDL9i+evvvXkldRgaR4Yresc8Db1BFoHIq0jkebhuqZ0ffNEffN4omEkEu026H10qhhdS8RWQUgtTMMSWBDCgWA2DsfCoplYFAuH5sI4PoIIiLAQwfFhFA9fy8FVs7FVLEwlEBNVzkRXsNAVbGwVB1cNxMLVsvEYDozj4iEGGkWtqWGg0UwMho5C0TEYGg5Hx0MkCItF1aBqq4lkmMvnKlVqo9nq8IY8wXqXv8HqabC5m+3edpunzRft8UW6xEp7ZS3x2etqFBYh0RgsHp/CYICKGVhSSqBQqUwWQqbAJPJjFj/guARi5lcrnMAvJ1JpFCodqERkhEDCwwQUGvu6rALcdeXzp89AGbasqroGgwUsBp/EWAIBbDEusbgkBo/H5PNZAgHAMV8qFSuVco2mxGKFRlvaRQX8LxjEB29LQN6vsVil04vlCtDGwxWKpEqVxmAEZlmmUvPFEsBiMplKIJCIRDKRSC6xGIJgwOISiAGLITyCwWEhPLqi4imNghofbrguLJ3uDx2stx5sNB6u1R+sxYD21qO7a3X76/UHG8mDjeThZsPRm8bjraaT7eaT7WZw5WsXz3Y6zt90nW10ZrY7Dt8kD7frjw+bN9Zjy6vJg7PRH/zs5u//6Rc/+fu/efdXf5l5d3dyf5P9znc//PS33/+7f/2vf/8//vLXf/rur/75ExY7zVKfQ+W2KixakdOkCnusPrtRLeFJuHSdXGA3KBxGud0gc5rlLovMZZa4TSKfWRRxyuvc8ohTFPdJBtvtG3NNF8fDd7mJu2y6cNid2++4Pu25Ou0qHLVfZrovMz3/uQCIAYuvznuuznuuznu/prvC0F0h9f5y9N1F+nSnbWXav7kQyR913+aGr8+HLk77iyd9F6f9V5nB6/Oh6/MhAOK3xdH7Qvomm7o+H7rJpu4L6Zv88G1hGLjj28LoXWH0vjB6Xxh9W5h4W5h4nwf66Itzk+/yk/eFCUDqu8L4XWHyvjh1X5y6yY7dnI/fn09+53L+e1dL385OFzb7DmaaVgaCc13uuVbHUrtrvcO/0uKZjdkmQ8aUU91rlnfopF1mRa/bMBCw9PosbW5To9NYZ9P6jEqXUe4wq+w2tdmmNVi1eptOZ9drLVqFXqXSaXQmo8liNhgNao1OrdWpdHqNyaQ1mzVms8JokOl1Mr1OotWI1SqpWq3U6tQ6vVLzH7KYLxBxeQIuT/CJKWZxGEx2icUlR1yNxVagUCB5eFlZ+aqq6nV1NcgfSiyuweEq0WiwP7MCharGYktDtADEZCaTwmJRWCzQzcbh8nl84WN9rYJXYjGNxqDTWSQy/csXr7/15JVEb2kZHIt3p7xNPYGWwUjrSLQ5HW8ZT7ZNNrRNNbSMNzSlfd4WqcSK4Nk1ZVDNaxRSjafjCByYyIFgFg7HxKKZWBQbj+XBeAERFhEgIQHDh1FcqKbEXA6umoWpZGOruFAND1/Lh1FAXBjFJ2D5RDwXwTGwtXQ0io3DcSCIBUFMPJ6KwxMxODwag0VjYRhh83hKrd5gdVrcAWcw4Y22eCIdrmCH09/p8HXafR2h+IDL38bgaV5W4F6U16JwCEKm0dkcEo0BKmYPmcMjKAN9BWIaHVAY/NuWVpuWXvNNFhNJFCKJAuERsG7p8y+efPbkKVhw+rqyqhqNQUN4HJEIEioA5cf/g19jcQnHPIlErFTKNVqJ8mEeGgC3tBdQplKrdHqNwQjek6Ubgig0WrBHELBYJJODHh6eSAx+SWmbFV8sYXJ5dDoTRBMEAolAIAEKg4CiRGQgcAUPE9FYLAxjq6tfQNhXfZ3B2+LK+eHI4Ubb0Zvm442G4836o43E0Ub8YDO+vxE7etP4mLanOy1nu61nu63gIbhSupjd7Sjs9Wa3O7N77Sc7jUc7ie03dSsrkaPTgR/8JPv3//jXv/zjz7//i79+99c/PPvw7TeFi+3L+4v/+rPv/voff/yH//OH/+3fvvebf/qExQ6TxOdQua1Ki1bsMCqDLrPPbtTJhWIOTSXmmNRiq05iN8gcJpnTLHWZpF6rzGUU+IwAx4qIU5LwSzsbDDtLrXe5ye/czl6dDeT2O24zfbfnvYXDNpA//Ee6Ou+5zvY89r+PMorHYUX/fXHovjj04Wrs/eXo2W7ryrRvcyGcP+q6y6dvssOXZ4MXp/3A/N5kUzfZ1PV56i4/cl9I3xfSt7nhm2zqNjd8lx+5LaRuC6m7Yhro/mL0bXH0bXH03cXEu4uJD8WJD8WJr1Lj4tRdfvwml77OjlxnR65z6bvC+Nvi1Pvi1E0mfZcZe5+d/E5++ttnE5fbfcdzTXtjsdUe73KHY6XNsdXjOxiIHPSGdztDW63+xTrbVNCYcqq6TeJWo7jFJG40ShJGScQkceuEZhlHLaZrpCy9VmCxqWwevd6mNth1BptBZVTJNHKFTqk3GkwWs85o1BiMKr1BZTCojEalySg36KU6LTjK1Gq5RqPS6jRavUqtVSg+yYsfsxh4UnB/Xw6Hx2JxmEw2ncEi0xkIlQqRSFgCAQ3DALLltbUvKipeV1eX19YC1NbgcDU4HEghaiGoCoMB6QQo5aHweHBjiG/+GDNZHA6XzxeIQEjyYM8//nkAjh+zmEKhUSh0Ipn27HXFnz8rE2qMTf2j9b0j3qaeYOtQXftoXdtYfftUY+dMY8dsQ8tUQ/NkXXzIZqnnsnSoKkrFCzSmHEusRVgwmY0nsiA8E4djQRgOHstFIAERLyHhxSSciIgVIGgAXAGCFiAYLlTDh1FCAkZExIpJuIfXELEiMiQg47kEDANXw8Ci2DCeg8BMGKbjYQSNw9RgsGiIgFBZbIFMZTDaPBZP1OJL2IKN7minP9EfSKR8sSFPdMAZ7AnEBo22BJ4sfF6GKavCoiECnkgBxpZAoZLpDMDWh7QBJBKPMuKHpBh8wgFEMlklawxwDO5cBUAMKAyITCCSMViorLzyydPnnz15+tmTp09evHxVUVmFQqNwEJZAQKhU8DZAqNSHG98xPvm9SiAusVikUEg16lL3JGimBCAG49EKjVatN8hUarBRCDwLrgOBsBj8rfliCYiVAYhFMjlPJGZyeTQaA9hhBCEiCLHEYqAH/uIRBCYgCJGAEGGEjMPBCIKvqXmFQT1vbXDcXqzmjkZPtjpPtlvPtprPthszO41nWw0nOw3H28nj7aavATez1wYEHj5WZqe1uN+T3W7L7bdkD1tP9xvWVwNrG7H33137xe/e//z3P/zh3/34e7/++X/55a+yf/mD9cL9WvHtwf13b//6Vz/43T//8L//y1/+5tOMwm4Uu61yl0VhM0gcRqXXpnNbdEaVRMyhyfhMjZRrUgtteqnDJHOYJA6TxGdVuAwip07oM0vCdnnILglYBWGnYLjLdbjR9bYwdZ8fuzrtv8sN3OcHrs66r8+7rrIf9eB5e67Oe0BAfJPru8333+YHAHCvs333xcFvaKikb9+Mf7gey+y1rc74AYvvCyO3udRVZgCkE9fngzfZoevzIXC8Ph/8SOFh4I4/snjkrjhyf5G+v0i/uxh9dzH67mL83cX4h+L4h+L4h8Ik0LuLCZBj3ORGbnIjt/n0XX70Pj/+PjfxIT/5ITfx4Xzi/cno9Xb/+WLL0WTiaCJ+kAofDgZOBsP5sfqrqaarieab8dbbifab8faL0dbTgeSbtsB80jWVsI1GLQNhU6tfF3UonFqeVkKRCYhSEVEmo8uULJ1RqjMrjVadwapT6ZQylVylUeuNYJ2gWW0yqo1GpcmoNBnkBr1Mr5UbdFKdRqbRKDRajVav0epVKo1MrpTLP5my4wiEXJ4A5LMsNpfD4X1lihksGp1JpNKAIULDcMkUl9XUgHQYULgWgsCzVRgMEDDFr6qqympqanA4LIFQ8lPgZ7gUNQJHLBRJHoqHH3EM6ngla/xVlzGVTiRR8ETKy4rqz56Xc2TqeOdgsnfU19IbbB2KdYzHOiYSndNNXfONnfPJ1rlE43RD41Q4PKDVhKgkGaqKUlMGocswpP+fsbf8bitN073/i/c0VVVi5hjEzBvE2ltbbGaMmRlkWbJkih1mTuwYxWwMVAq6qrun357GaRhYc2YOrvV+ej88zo6T1Mw5a90rS96KK7Vk67cvXc913zeFI6SxxXSWjMGA2SyEw0Q5TDmPoRUwtQKGhs/Q8BlqHl3No2n4dDWPrmBTlBwq+BI8C66rBUylgIFwKBJ6kZhWImUBRczgUOjUIiqlmMHhiGFEp9WXWsoby+s7K1sGyluGyltHazqmGnqcLX2elt7F5h5P/UV7Q/uMlmi4QBVn5zOKqGwqg8vk8km3ly+WgLGlYFSeAOwRelfgKaFUdlarfjRaD/jFZ+UwOS0a7EwpKqZk5+SdT8/4PCU1JSMzKy+/oLikiEqjstksgYAlEDB4PI5IRLL4g3vqO0UMCtVowNkdICx5ZEeymHQtAIvVGA5gDf4aKaVRlRrchJRaHWAx+HaFRgsrlGIIFookHC6fwWSDiCSQwADNJJHBl0A4s9h8JovDYNAKC7OoJRn9XRWxwJ3A9vLWo6mtx6N7T0b3ng57nw3vPR3ceTa4/XRw68kgCd+dp6PgT1AfQXnz0dD2oyHfk9G9h0Pep0O+jaG9F4P37rQ+fDLw9S9ffP/bxOtfHb789Tdf//FPr//wV9/Xf/cw9uZO8PiWN7GeeBX99u9f/+5vb//4rx+zuKZMW1uOV5fqqqx4lRWvshLlJkyDiDWICFNIzBhSYdbUlGHVpZoqm7rGqq0yqSoMinJCXmNSNJVpLtbgHXW6thr5/FTt9mP7fmA16V+K7M5F9uxxvyPinY76JqO+iYh3Iuqdjnqno96pyN5UeHc66rXHfLOAtjGfAxA5EZhLBp3JoDMRcCYCc4nAXCLgJOsounAYWdh5Onp7rfne1ba95xPRvbnwjiO0bQ9t28M7s+Gd2dC2Pbhlj+w6Qtv2wOZ0aNse97kS/vno3lxweya8NxfeI4nsigfmE35QnoTfs+/z7Ps8Se9C0ruQ9C0m/IsxnycWXDiILB9Elg9CS8nAQmLPk9zxHPuWkpuu0MMZ3+2xrbX+50udG0tde2v9gUv9wZXe2NrQwfXxo2uTh1cnXl2ffnvH+c39hZ8/Xvnu6eWvnq5++XT19ZPVg7se3w3H5k3Xo2uzt1Ym1jyD7pmu0f7a5nrCYkb1ehmGQUaztrLaVl5h1ROYWqPW4ZjJZjXZLMZSi6nMZii36UstWptRbSY0JkJlwNV6vY4wgF4Pvd6g1eEa7emR3WmaGJUDNwC0vUEQAlgslUJisVQokrD5p0ZhCZN5VvDmFRcDCxiwGIxVBMGJ/JKS/JISMMg4r7gYHL4DPQXewCSIRTAMowq5QkUGOeQKFQo863exirMsFomlEinE5vDobF5uYcn5rHyRUtc2ONk7Pd8yMts2Nt8+vtg+utQ5eqlv8mrf5PW+ses9A5eHhq/3DazW14/rNHV8jqYwn5udWkjJpzGL6HwqU8pkIVwOymfLuSwFl64TsbB3pRMyNXy6mk9XcakaPl3Dp2sFjI9KLWSoBHTAYhG9RMKkCxl0NoVaUkgpKaKzWGJESRCWOmtlW0VdT1XLYEXbWEX7ZFXnTHWno7rTWd8939K/fHFgpbHDUd08LpOXZl/g5hexqGwejc1lcnmkwwAGpIlkENg0SMIXlEgGiSFYDMGAjKcvrww6O/ifIxCSopjEMamUuTwBncG6UFicmpn1eUrq+fSMzNw8MMWYwmIx+XxwfMcVi0GRh4TgXySdYlCoRqPQ6ZQYBpAKxCwwGfQmM3DJgEdxlsWkTQE6j1Q6TIbKwbhkwG6go5VaHRDFAolUIBSzOTw6g8VgssFwZ7AykfkuwA4KtImz2FwGk8vhCqiUkrzcNEpxRl9nRSJ0Lxa48uLh5ObDkd3Ho95nI77nw97ng7vPB3eeDe6tj+49H997Pr77bGz32djO0zGSxR9Beefp6N6Tkb2Hw/4nI4H1Ye/zfu/m4OOHnY+eDn71i81f/en48Lv9/e+//vL3//DqD/8U+/VfXrz+f28FXl3bil3fDD8OvYx9+9svf/+vH3sU1aWa6lJdTRlWZcUrzLoKM15hxjGFTCnjqyC+QSMrN6mrbNpKq6rSoiwnFGV6uQ1DLVqoDIfrrequetNAq62pXN7VoFl2NHmfzx2G1qK77tDObDLgivtnI3sTcf/0fng25rNH9qZjPnvcPwsofJa2MZ8j5nMkg6cITgZPoZwMuvZD84mAM+6fO44tHseW9p6P3V5rune11bs+HtlzhHdnwzv20I49tD0T2p4Jbs0Et2aie47wjj24NR3escf9roTfFfPOhXZmIl5HxOuIeOci3rmoby7md8Z9rrjPFfe5Y975xJ4r6Z3f9y0e+Bf3fQtxrycRXIiHlw6jKy/ja6/iayehleSuJ/7Cmdxw+u+NrV/qfuxue+xqfeJqXfe07y31hC71xS71JS8PHV4bPbk2cXJt4tX16Tc3Zo6vTr28Ofv2nufrJyvfb179u707v9i5+eXm1f3Na5Gtq7Htmwf+e0fBh5HdW+sPlm6sTQ311bY22epqzXW1pRUVFr1eo1YrtJjaaDUarEa9hSCsJsxmwqwmjZlQmXC1Ua8kMBWOa/WEnjDqCSOOExotptacjoonJ06QnqxECslkMAQhZ1nMEQjJPFMhjUayuJBGAyNjgDsBIqglTGZecTG5fjSnsLCAQgHv5I+UlAiGxQgiRhBIrkAVKqVao1Rr5Uo1IlfCqAJCUBhVQIhcBiESYFuLpXyhmC8USaQyHl/I4gnzi6nnMvNYMkVj13Dv1HzH2Hz72EL7+GL72ErX+FrP5LXeyRt9Ezd6Bq8Ojt4cGL1+scNdWtYrR8uoJVBGalFuenFhdiGzkCZisGAOB+GxFDyWisfAxRxczMbfsVjLZ2h4dA2PhgmZn5ZOyNRJmWohDeFQJIxiMZMiYtL5dAadQi0upDGYQimE4aZaW3VnZeNgTctYTftk+cXJyi5Hda+zuttV2eGsanc19y21D620dLtKawc4Qiw9l1FQwmZyRQwuH8QngNX7PtULI6ATkuQvKJAE/4jFpE0B6gfNYnIqE5cnoNGZ2fkF59LSUzLeN+AVMxjAYgL3VPCjJD/igH+LTFCQJddqFTodQDCQuqT/AFhMJiveTXQzANoCFgOtAHQ9CFEAUgN2I0qVGIJ5IjHYvAUozGCyaXQmncFisjgAzWSBriI2h8diCzhcYXFJcXZWKrUks7+rIhm+vx+5sfV4avPhyM6joZ3HA7tP+/eeDew8H9h9PujdGPduTHg3JkDo1rs+vrc+vrc+/gGOn43uPBvdfTbqfTrifTQUej4aWh/eedK99bz76eOux8+GEi/v/urPL49+eZj8/ttXv/vzyR/+9eD3/9X33V/vR7+9sX249iR4dT2yEf8m9Pa3H5/dVZdqqmzaSqumwqyrMOvKTVi5CTNoUETEkfHpuFJcZlSWGhU2I1JhVpTqUYsWtmjhUhytMKhqbdqOGvNgW/lAW2lTubylGl6w1/nXXUfhywn/YmR37iA8H96dTARmj6Lz4d3p0M70fsh1BrintH1XzkTAEfPNxHwzyaBjP+QCf+cw4k4GnTGf4yi68DKx7Hsxfvty471rLf7NCVJQh3dnzp71AdMjsmePemcjXnvUO3taPsdHFfM6Y15n3OeK7s7FdhyJPedhYPEouLTv80R3nTG/O+ybj3pdSf/CSWjlyL8Ye+EMPJr03xnZuNR5f7bxzmTtg9nGZ66256629blWn6cj6G4Pebpiy70Hq0MHa8OJ5cGIpze2NBheGggvDQUXBwPLQ5HLE/u3Zg8fLCSer4afXwo9X41uXD7Yu/U6+ujnx1u/eON7s7/p37x9bc0+OdLR1lhVXmqymgmL1WCxGQ1WAjdhOiOmNeFas15jwtVGTGs2qI16EPDE9AZcb9DpcJVaq9K832V3Ko0hBAhPsUQmlUIyGXxqFoulIrEUsBgwF5gPALUguEZlswtptAIKBeCYwmLll5SQTnFuUVEhjQbcRhLEpMkITnvANKLTyXDvpLoUlYNtp4A4QpmML5aAoclcPk8skfFEkkIq47P0nCK2qPZi/4B9oWvC0z7ibh9f6p251me/1TVxvXP8Ws/Ezd6RmwNjNwdGb/QMrLV0OEsremSQpahIkH6+IP18dn5mAauYKmLQZWy6ks/BJTy9hKsXsXEhCxMwdXwGJmDiQpZeyMaFrE8LE7EwCVMloCEcioRZImRQeHQqk0ajltA5HDGs0BOWemtVV3njUHXbZF2nvbprtqxjprx7rrLXVdXjruxw1XS6m3qX2gdXWntdOnPLBar0fGZJQTGbwRUy+UIO2Bf0DqZADoPGdADis03qAFtnPdyzLAZu8vuJd+8sYxabCyLe5LLtQgqVXMiSnp2TU3ChiE4nY21MPh8gGOhi8p4K+AtEMaJWk7oYGMGkL0FaECodRsaKSVKTChr8BQmMsHh8gUSq0GjPzqdXYziqUktgRCCRArXLZHGAIiYF8kc4fteaKBSKZCw2v6SkJCszpaQobaC7cj9yfz98w/vcsftsYvfJ0Paj/p0nfXvPBvY2Brwbw74XY74X474X4/7NcZC7BbX7fGR3/V09Py3vs5HdBwOBZ0Oh9SHv894XTzs3nvc/fzH2ZGtu/+u9r//w7Zvf/f3xb//hy7/+j+M//ve97/62+eYPj2Pf3d19eePFwa2twzs7Jx97FJVWVYVFXW5WlRk15SYtYLFJp0Dk8NvTAAAgAElEQVTFXEjAwJXiMqOqzKQsNaKVFlWZQWHDURuGlhtU1RZtfSneWWsbaK3ubjB31hMXa1V9bdj1xa79wOrrxI3Irms/6D4Iu/dD81HvbGhnOhGYSwbnYz5SEQMiu5JB10F4/iA8nwjMxnwzcb99PzS3H3IBdXwYcYPHx7HF/4TFZ3FMspgkMqjIJxXdc0T3HDHvXMznTHpdSa8rseeK77riu87Y3rvExa4ruu0Mb8z6H0/s3RnZvj6wcanribv13kz9nfGae5N1j+xNT+zNT+1N247WPUebz9nun+/wz3f4nJ3e2Ys79lafsyvg6QstDQUWBrac3ev29hdzXS88A0+Xh56ujW9cndq8PrV5Y2rnlt3/cD70bPnYe/fI/yC6c3fjweUri/bxwe7m+kqbRW8w4YQZJ8y40UYYS01EmUlr1quNmNqkVxv1GoNBQxBagtDheo0OV2uxs3tFT8cTQwjI8EqkEGDxKYhFEr5AxOR+IIpJFgNfgtTFIMcG3GRSF4OUGzCLP7IXRTAMHEbSMAH/M2cLEAf4oYDFDC6Pw+cJJGKuUFRIZXyRmUPlSRu7hocdl7omPB2jCx3jK93TV3unb3VOXu8cv941ebNv4nb/2O3e0ev9I9f6Ri63dDhwUxNXoMnJoaen5GWczyzMyeNRKDCXrRULDLAIF7P1IhYh4RjelV7M1otYuJD5g6XiUpR8moJPhzg0AY3CpBbTqTQmgwvLMZ2puqy2p6ZtrLZjpr7b2dA9X9Ptquqbr+hxVXTNV3a5arrdDb2Lrf3LFweWatumYFVFZj73fGZJIYVL5wgYXAFHJDq72go4p8CR+GgtN8CuSAZ9ymLwveABCWLAYiAqz7KYLxBRGMycggvn0zPOp2ekZWWTLAa3XjqXC05fAYtBspjUxZ96FEqtDpi/Z8UvgC9mMJLtHqSbDCgMHGGRDGLzBWIIBt949swZmMU8kZjF4THZXAaLQ2OwQNGZbLLIK0w2l8XhsblCLk/MYPIKi4oy0s8XF6YP9VbvR+7Hg1f3nju861P+9bHAxljgxUjgxbD3xaB3Y9i7MerdGAMFoEwWeWVvfRSU99nI1r3u4LPh6Oaof6PfuzUQ8E1ubE1cvz/8xHvtuz9///0//uXg17//6m//8+0//n973/1168s/bp/8biP+y4f+r29vv7y5+fIDFldaVRUWZblZVWpUlBrUZUZNhRmvshIWXKWUCSABQycXlhoUZSZlmUleaVWVGRQ2PWrD5eUGVZVJW2vBWqosnQ3lvU3l/S2lXfX6lirFWK/l0c2Rw+CVV4mr4W1nMuA5CC0mA56D0ELU6whuzsR8c8ngPOkCJ4PO/ZDrMOI+jnn2Q3Nxvz3unz0IOw/CzmTQAVh8GHEfhOdfJVdeJVd8L8bvXGm+f73V92I85puN+WajXntkbwZkk097Q0gh7J2Neu1kRfyzH1XUNxv1zQIn5Ci4cOB3J/ac8d25xJ7zwOeJe93R3fnwC4f38eTm7cGnl7ufLLY/dl+8P9t4b6b+znjtndHq28OVd0ar747V3ButfjBS/XSsbn2qaWO6+flk49Px+qcjdU9G65+NN205Ovyefp+n/4Wj68lk65PJ1sczHXenL9539TxbHFxfHnq2NPBssX9zdWT76oTv1lzs2WrixS3fo6sPr7kvOcdHulvqK61lpUaLzWC04IQZI2wEYSN0FkJtxJRGXGXSa0xGrdGg0utVGKbS6dUYcVYU/yCLpVJIIpGBqeRcnoDGYp8VxcAIziksJM/rgF9MdnYAsxg8AHqZZPHZIzsJisoUCkStBgMx3pvX7za9y1C5BIJJu5MnEvOEwPTkAxYX0Zjns/PoAqi5e2Rk7lLXuLt9dKFjfKVr6krX9M2OyRsdEzc7J2/1Td0emLzdP3lrYOJm39jViz3u0po+JVbF5MC5uZSUzzNy0rK4JRSFSIBDEgISagUMTEjXi5kGGdso4xhlHELC0ouZmJAOChcxzpaKS1Hx6UoBU8am8ukULpMuEkpguUZnqDBVtlY0DVZdnKjrmmvsX2wZWm0eXm0YWqnuW6jqnq/qmq/t8TT3L7cPLncOLFbWDXOE+PlMakY+ncoUMbhCJk/Il0pI8+F9UkIiFUik5Py8U2vinWV89uyOfAo8K5TKzrIY7BXk8YUCoRi00gAcs3j8IiotLSv7XFo6SLYV0engPAB8GOKIRGRyjuz1ADkKMk3xHsfvWEwOmCe5TKbcSF0MvGBwe0aUKnADlqFycqwgYDSiVAGzGPQfkkNcQdFYbFDkFbDNmsnlsXhCDlfEYPGKikoy0s+XFGaN9jccRB/Gg1e96w7fxnTwxUR4ezK8PR7cHPZtDu2tD4IeYN+LUzl8tgeCfAye8m6MBTbGQ+tj8e2p6Obo7tPuvc3+cMjuDczdeTzhvDz4LPTk53/5w2/+/X+9/fO/H//hv8X//l933v7pWfxXO4d/7zv5o/fk93uHv/8BFpeZlIDFFWZdlZWoKTVa9Wo1LIKFTC0qsOBIqVFRblZUWdWlhNyKI1YMteHyMlxVhquqjLqGMkN7ja2jztJZZ+qs13c3YjPDFev3pr86vPc6cfMoshbYdAQ3HYfhlbjPE9icTfjd+0EPieNk0HkQnj+Kek7inoOwMxmcTYYch1HXYcQF1PFR1H0U9RxFPW8OLr3ev+TfnLh/veXBjTbfi/G43wFYHPXao96ZqHcm6rXHfPZEwEFW3D8LKuabjQUcHxVIaAA/Oul1JrzOhBcIZGfS60rsecKbc3sPJ9av9z+51HHP3XrbXn9rsvb6SMXNkarbI1U3hyqu9Zde7bNd6y+93ld6pdt6q6/s/nD1g5Hae0NVdwYq7w5U3xusudVXcW+k7tlk28Zs58Zs5/OZjuczHc/sHfen2x84up7O9264+zcX+reXBnyXRgNXJvxXJ8N3XIE77vXLsw+Wp256JudHu3uaaxpry8rLzUajTqdX6QgNZtJpzbjGhCsMmMqk15pNapNRocflOp1Cp1dihPyMKCb9YnAmJnkHYrFYKhCIeDwBh8unsU4zxSSIM/PzM/PzQeMGeAqkKUDoGCAYZI2BccHk88G7l7SJgTtxmnzCTsd1wkqVTK44K/eEMhlPLOGKRByhiCcS8yVSoVQmkIjFkIwrFhfTWSk5+Qwh3NIzOjK70jEy3za60D52qXPyauf0jc7pW13Td7pm7g7NPRieuzfsuD88e3dg6kb3yKWWHkdd6whmqmHz4Mz0vMzUTB6NpoWkhBzCpDwNj6bj0zABHRcx9GImIWYSEpZBwsI/oTAoJYci51AhFkVEpwiZDJlIqNXojbbqivqO6rbB6o6Jqo7p2m5X48By68jl1tErTcOXGgaXavsWanvcdV3upl5P5+By7/ByaVUvjaVIyaQUULgsPsQSSDgiqVAGfcpigGPyVQJ/vlfHZ/ovwBXSWRbJIHJDCgCxUCQBZjFgsUQKySCEL5YwuLzcC4VpWdkgTQGiiuDWC1hMqm9gUJw9jAU/X9AMLddqNbgeJIUxg5FcvwT8ChCcODu4FdyYwe+DFEHBvGxIriCRrdJhcrUGLMM9u9ngUxaDxxQGE4zDp7M5DA6XyRVweRIWW0ih0LKz0ihFWUM9tQfRB/vhG4FNV2DTHtqcDG+Ph7bGAIt9m0PvyDv5UQPEuzrNgAW3JwNbk8EXE4mtmfjWdHRzNLg5GNgZDvqnvIG559tO56V+x6Xpx4Gdt3/68y/++X8e/vZfdt7+9tnhL7eOfhN++5fkz/8l8tVfvcd/+AGPotysKjMpy03aSgtWbTPUlplshEaDiGEhUwVxjVrIZpCXmxWVVlW5UW7FEYsOsWKoWYuaNIhFI68gtDVmvL5M31Fr6Wm0dDXo+1oJ50Tdw+ujb/fv/fzlw4R3efvxVHDTtR+8lPQvJQOLB6HF/aCHdCcOI+7jmPtlYuEo6toPz+6HZ49izqPoPFDHR1FA6sW3R2tvDi4FtiYe3mx9fLvDvzkR9zvifjuwmMmK++3JoIOsRGAWVNxvjwdnPyrgk0S99tDOVGhzMrozk/TNHQRcCa8juj0b25n3PZl5fq3/weLF+/Mtd+yN18eqLg+UrnSZLvdYr/SWXum2rXVbV7ssa922Kz2lK+3mtW7b9f7KGwOV1/oqrvSUXu2puNpbcbmr9EpX2fWeqjuD9Y/GW59OtT+eaHsw2nJvou3uROv9ybYnM+3brl7/8mB0bSx2deLoruPwgSd2x7Vzxb6xNvv4kn11um+kva652lZRajAQWgxT4QYNbtLpTDqVUScndCqTXmM2qYwGuR5HMR2qwxU4gWregxhWKKUISprFYokMgFgkkvD5Qi6Xz+bw6OwPYsXZFy6k5+amZGUBjwLk2AooFPJZ0PQBlDLosgMgBlr4U+mEajSoVotqNIhaDSmVEhQVQhCQXTyphCsWg2QrVywWyGRiBBFBMikC8ySSEgY7NbeAKUKau0eG7Mvtw/NtIwvtY5c6Jq50Tt/odtztnnvQM/egb/ZO58TliyNrvVPXRp33xlx3+qfWuobdDRdHlFrrhUJadkY2l07DENikkhOImBBz9EIGWQYxyyTlmGVcg5hlELMMIiYhYpLP4kKmkk2FmRQpo1jCZqISiU6rM1vLbdXNDe1Dzf0zLcPzTUOepqHlxuFL9QMrNb2L9QNLjUNLTYNLDb3uus65xq65zr6F3uElg7W1sESSnk2lsURsEcwSSTkSSCBDhGd8hrM2hVAqI/1i0jIWSmUkE0Xw+2O998d9YinZ7gEQTIpikVgKst4AcyV0RlZePjjBA14TOcIYsBjwV4KiEhQF0hgAGuCY/Plq9YTBYjWXloH4Ghk0Bv7v2dmtAMekBSGSQSBAAiuUJM1BrFiGykUyCJD6/0YX01hsUhfzeDIWU0il0vNyswrz0zqarWHvzYPIzZh3KbLrjGxPh7bGgpsjwc3h4M5wcGc0uA3mMUydrXfNwKdFXoxsT0dfTAefjYVfjCX9MxHf5Pbm8ObO1G546dH2ivPyzJBr6ubW1ld/+qc3f/rXFy9/8ezg5+Fv/pL87p/i3/6j7+Vvn0e//w/94gqzDrC4ptRYatBqUQksZMolLL1KYiXQMpO8wqKsMMltetiCwWYtbFBBeoXMqERtOlUFoWuqMHXW2i5WG9pr8e5Gw8VaVWO5dHWuJeFd++Wb9ZexG4HN+fCWJ+lfTgaWDsPLB6GFw4j7MOI5jLiBKH6ZWDiOuw4ijoOI4zjuOo65AYuPY+6jqOdlYumr48uAxY9vtz+71xXcnjgl7JkC2N0PzYH6GMf/AYvjfkdkbya2a0/65o5C7uOwZz/gjO04wuuO7TujD5Y6bjjqb0zWXhurutxfutJlWmwlFtuI5Tbjcptx6aJx+aJxud1yqdO2dNG82GFZ7Sy/1F222lW+3GlbarMutlrWOstXO8pW20uvdlfeHqi7O9Rwu7/hZm/d7aHmW4MNdwYaHo40bk53+Od7o8uD8bXh5JWx5I2p+C1H+Nac97rr2crM6lTPeGddY4Wp3KI3ERqDXmMy40YbgZsxpUGlMGiVRlxpJBQGQq7HUT2GYDiK6RH1exADT1YihUhlBEAsFIpBXymLzT3LYhArTsvJOZ+ZCSxjCotVzGAAyQxYXEChgIgFOO0hQUw2ApDtAEA3kQ4jpFRK5XIxgpDnQuCwHowlAh6lCIFFkEyCwFyJpJjOIlk8aF/uHPV0jC93Tqy1T17vnLrZM/egx/Wk1/mw33m3Y2Lt4tjqoPOWfeXJ1NKDnonlhu6pisZejb6cxRaVFFEFLLYORSwalUUF2xCRFeabZVyTlAMobIF44Aq4aJSwSRxjAqaWx5Bz6AiLoRAJCI2mrKyiuq65qqmzqrWvrmeyZdjdOrbSNn6leexKzcBKWaerrn+haWCxeXCxqddV32Fv7LC397i6+lwqTWVuPicrj8HiQWwRzBLJ+BDKlUJk+9xHfjFgMRj2T/oVQqkMuLckiwGFySnDZ7tmwA/97FIrGYQgqEKGyoVSGY3FBoGK9Oyc3KIicH8FI5/YQiHpUQAVDH5qJIuBLkY1GrlWq9BogS+sN5nP8hcUMB/OLvoCtJXACJC9QqlMrtaAgRWfshgM5fhBFoMp2+RjBofL4vE5fBGPJ2MyBHQ680JBbm7WF1U25daz5aP47YPQWsLvie3agSgObY2E90Yj3onA1tin/Wif4hgYobG92eTuXPDZuO/pSHhrfO/F4LOnPVu7U4mTW/GXz648WLSvupYf3HsSTR78+g9f/vnfEr/6s//Nb70nv/G/+vvYt39Ofv+3D1hcYVVVWJQVFnWFWV1h1pWbtBVmvNJClBq0OrkUEjAQEQNTiCx6pMwkLzcrSw2wBZMZNVKDSqpXSDFUSsgRi0ZZrtc1lZtba6yN5XhrJdbdYGypUll1LAItmh4oOwrd/t13vtex2/51V3THcxi+dBhePgwvHkcXj2OLR1HPcWzhOOY+jrlPEu7DqPMw6jxJzB/H3IcR12HERbL465MrXx6uBrcnn9zpeH6/O7Qz9YHm9dsTgdlk0PERgoFYPk03++3RgD3qt0f99thpvQ/YHYXcJ5GFl9HF45DnwO9K7Lq8DybXrw7cdbddnqxe7i9d7LEsthsX2wwrF81LraaFZsLdiM834vONuLOJmGvUO5uIuSbC1WzyXLQsdZQudtjcrRZXk3G+2eRpMS+2WVfby650VF7rqr7WVXOtq+Zqd83Nntp7ffUPBxuejzRtTbX55zojnt7wQl94eTC8NhG4PLWxNH7L3rc00mbvbbxYV1pdajTr1QZcZTRhZiuhN+Nqo1ZlxJRGXE7gcoNebiRQgx7G9ZBWR7KYXJ4ENt6THcbAKebxBIDFVOapKQzSbEAXn8/MPJeRkVtURMaKAY7BDCBgL4IeLb5UKkIQCWgEUJ02ApAsRjUaRKWClEqZXAHklUAmA4oYKC+BTHYqjQUCjkjEl0iFErEYknFEoiIaIzXvAluCtvSMDtqXuyeWeqbXeqavdkxdAyzucz3unrs/NH9vxHNnevWJ6/rG9Mqj5kE3Vt4u0ZRyZVoxokMQDQopVBCqV8pNKoVJIStTysoV4jK5qBQVlqJCGyKwwnwLxHv3gGuScgxiFiFi6oVMTMDUcJkwkyahUyEeB1erqqpqWtt7LvaN1XYM1/fam4bczSPLLaNrzWNX6ofWqnoXGwYWGvvdDb2u+u7Zps7Zlk5HW9dse5ddBhkzs+k5+UyOEGUJZRwpJFaqBDBCtmx8JIpJg+IsbSUwAkyDsywG/vupQP6hCf2kWSyDEFSuhOQKEQRTGMz07JzPzqekZWXnF5eA7nYam0OaTqDjA+CY9ChOc4rvej1UOK7GcIPZaikrB9Hgj1ise1daPaHS4eAwQ4bKBRIp6C2UoXIycQH8YrDx4P/IYnARFIPDZXJ5bL6AKxALhQiLJWKxOFRqYVb6z3A1/8k956uDB6cs3psJb48HN0dCWyOhnZHw3nhwZyK4/TF8I3szZ6+QHWpxryO5NxfZnA6uj/tfjOxsDGxuDPqDzoNXd5Ov15/s3nm4+/Th3s61je3d47ff/uO/vf2H/5r47o8vkt8+j30V//mfvvvr//6AxeUmVblZVW5SlZveZ9oqzFipQYspZLCQCQkYaphn1EE2g7zMpLRgiFkLGVQSvVysQ0Q6RGJQoKWYtlyvq7XoG0qJ+lJ9U7m+vdbUVW9urcblwgsaaZFztOFt8umvv9rb91+L7CwfR64dRy+fxFaPwksHYfdxbOFlYukk5j6KuE7inqOo+yjqPol7TuKeo+j8YQSQeuH1/srXJ1e/PFwN7Uw9vdu5/qAnvDt9VvN+6ksAQJPeRdQ7HQs4Yv454BRH3xUwnfdDrpPIwklk4TjsOfR7knuu2Obc5o2hJyvdt+earoxXLvRYnBcJZzM+30ysdNgWWs3OBsJRo5ut0c3WYDPV2Ey1brYWs9djjjrc0Ug4m4zOZqOj0TBbj0+Uq6arsbkG00KzbbG5bKmlfLm1YrW9avVi5dXO6pvdNXd6au/1VD/sr1sfad6ebPc7+3zuIf/i2Nbi+H1739rQRU9/i7P/Yn9rbWOV1UJocJ0Cx9QGI4abcC2BqQ16BYGhGCbHcblBLydwFMNhtfaUxWB9L4xKIBjMayc/ugoEImBQkCwGIQrSLwZrnn9y7lxmfj6VzWby+WdNjEIqDXQ8c4QivuRUEQMEw8p35+xKJaxUISoVqtbAciWEKqSwQgQjQhnEl8kEEMSDISEECWEY+BVsgYDF5XP4ApFIIhWJxUIhh88votO/yMmjS6DGgbEB51L3zGLX9Er31GrPzJXemZt9s3f6Z+/0O2732W9NXXo8f2NzzHOnrGWMh1qzikVfZFJSMospNB4sU+Aq3KTRGZVKAoX1kMiKiiuU4kq1tEIlLZOLAIjNMq4NAVwWmGU8o4StFzIwPlPLZ6AMqpBSzLqQTy8s4HPYGKavb77YOzw1OO3um1ppH1tqHFxsGrrUOn6tZex6Xf+l+r6lhr6Fui5nfddcY+dsS5ejvddZ3zLCEaizchn5xRyOEOGIZXwZLFWqhQgqRk6TEh812r2Xuu+cCsBcqVwOhCrJYvAUIDXIL340pF8skYFGcwhG5QoVLFfwxZK8C0Xn09I/O3c+PTunoKj4AoVSTKXRWGwqhw162UEjJYi1kRQmj2TJOW2E2WwpLy+trDKXloIRxpjBiBkMOoLQ6vVa/LQ0OK7UahVqjUKjlSIo2FogkEhRlZqcZUGe3ZF+MYvHZ3C5dA6HxmZTPtHFDA6XyeECEHPABCW+RCRG+XwZlyeg0orS036qVrAf3XO9PXmWDK5Gdp2Branw1nh4azy0ORLaHIlsj0Z2J9/J3mlQ4BQKqOPIHsnimZjPnvDao1tT0a2p2M50xDvp9475/DPh+HL08G74eHMv7t2IhJ4GY49D+8/jr31vf/nyd//0/d/+V+zb323tf+t79auDX/zDBywuM6rKDKoyo6rCfNp3V2HWlRk1pQY1oYZQMVvELoEETEwhtuCoVS+36BRWrcKkQnBEopWJ9KjMplNVm/S1FkOtxVBr0ddaiDorUV9qaCgzNJYbygkFKijBENbcWFvCe/eb4xevEg+OIjdfRq+/jF09DC3tB90n8cXX+yuvEwvHkfnjmOc4tngSXyLrOLZ4HFs8iS+/3l/95uW1Lw/XAluTj293PL/fE9mbAVmLs75EIjAb9U6TgP6Q0c79kHs/6EmG3MnQfDw8Hw+74mFXMuxKhl37YddhcP4g4DoJLp4ElhKbTt/9sUdLHbcdjVcnq6+MVa4MlM23m2abcUcTMd9ittfhExXayXLNZDk2Va63VxqdtSZnPTHXoJ+rw6aq1WOlimEbOmJTjpWpBs3okEU5Xo7P1JjttZapKuN0tcVRb1toKXc3WdyN5oVG00qz9XJr2Y2LFdfbK2911d8ZaHsw1n1/auDmRN/qYOd8d+t0R3NvY3VDhcVCaHCtEsc0ej2O4bhKq1XhejmGyXU4qsNRTIdiOjmwZRUqVK4E/WzkOEogjc/GTkEwnsnmMjhcYAqD1DCYzXY+M/PHX3yRnpsLsAu6PICJQWWyWFw+XyQWySAgysAaNEShghVKRKlC3u3TgxVKWK6USBGpDJXK5BJYLoblQkQuQGA+AvNgiAfJBEAaC0VsDk8oEMFSWC6WidgcLodTzGT8KCOjQCioGx7unve0z7haxpzt456h2cujjutDM9eGZq6Pzd2e8Dycu7wx6LilLW3PoUKfZ9A/Ty367FxeWmpBVkZBST5FyhFoIRiHYQMMGxGJCeaXqUTVOrhCLbUgfBPEtcB8m1xkhgQWWGhFRGZIQIg5Wh5dxabK2RSYzRAyaYyiC7mZaRnpqcUlxZBcZa2oG5pyjzkv98+stg0ttgxd6pi81T5xu75/rbpzoal/pa57oaHHXXVxpqFrtntkwVjWVkAV5ZXwiplCtggSQXKBFBZIIREEA/+BJC8ZjfiUwuAlBSFfmUIhQdGzfjH4j5ATogGUwc8dglEEVQAWK5RqGYTQ6EywkzQlNT07Jy8v/0JuQWFxCZXO5jB5fMBispES3G6BvyRBUWATI2q1EsMwkxE3G/UWEyjcaABr68ASPA2OaTGdRqfVYjotplNrNWqtRoPrpQgKVK0ERrR6AiQosFPtjJEdd0AXg6QdOFcEx3QAxHQ2h8U7HdbM5QnArzeXJxIIZWIpwubw8vKzUlN/TOjFW5uXv/5yIxm57H/h2H02Ftme2vfNJnYmYltjid3J2N5U5D+ud53DpxX3Th/4ZqO7kxHfRMg3trsz7AvOJk5u7b95ET4ObASD6+Gjp+FXj0NvHke+fJ78Kvrd777+079995f/9t1f/vv+93/cO/7uAxZb9UqrXmUj1GVGLdDFpQa1Va+06pV6lQwRsUTsEhmfrkVFJp3cgitsOpVFrTAoYByR4ojUqETKcE21SV9lxKtN+hoz8Q7Kp2i26ZTlhFIHc2F+YVeDMbh57ddf+786evoydisZuPQ6efWbkxvHscWD8PzrxOKr+MJJfPEkvvQysUwWIPJhxHMSX3p7BPziySd3OjYe9sZ8swC+wJ0gWRzzzZB+8Yfl2g969oOeZMizH3YnI+5kxJ2IuBPR+WTYlQg5DwKug4DrJLBw4HUHHk08Xe28Nlm9NlK+Oly2NlJ+aaDM1WGyN+EzDZijkZis1o2WqkdK1SM27bgVmyzT26sMjhpiqlo7UaEaL1eOlqmGy5QDFkW/Sd5NoB0Y1I4j3QZVn0Xba9L0mLS9Js1wGTZkUw9ZlWM25XSF1lGFOyvxuQpirso4V2N1Nla42urcnS1zHS2TzfUDDTWtVbbqUqPFoCMwjR7XEQSB4YQG16txg1KnV2hxhRZX6HQKnU6h0aAqFYoqEFRx9t0IPqJ+xGIOl8/m8BicU11MmsVgVHFKVtbPUlKAa8cNXaQAACAASURBVAw2oZE2BZXFYvH4fLGE/HT8vpVDqTpN0b3zN8UQLJEiUplcKpNLYFQMo0IEBSzmQjIeJOPDkFAm4wpFHC6fLxDJpBAKIRKBiC8QFLGYP87KzBcIavoHu2Zd7RNzPdMLA9MrA5OXBqfWxuZuTTjvjszdnll61D2+qivtvMBS/jSN+qMvCj47X3A+pSAnu7ggt5hZzJRx+GqpDIMgs0JRrlXZlLJSpaRMKbbKRRZEYEL4ZkhggoVGKc8I8U0yISHl40KOmsdQsqkImwbz2AI2nVFSmJ+dkZ6WkpaRnpt7oZDKJmx1bf3T4/PXRl03L45eru9fbhy83Dxyrb5nqXVorbFvsa7HXdM+29Qz19rjUBA1WUXcnBIOjSsVwnIpqhLJEKFUJpLJzoKYDEuQHXefspg8GpXK5aQcJt0MgF3kTIs5iE+AaSSoXImgCg6Xn19QeO58KmBxVnZubl5BfkFhcQn11IHlcMgxTwKZDLjD4AZAzpIHRFbrcRWu0xr0gMWYgdDqcQ2OafW4jtBr9ThgsUanBSBWaTQKjRa41UwuD1YoyZkV4HCPTBbzRWIwNfQsi8n42imIhSIw9gj88vAFIsBiLk9MozFycjOysj6vr9NHwvfevHyaiFwO77qCWzNJn+PI70ruTh/sTB76ZuIf0vbT+iAj4Js5CjoSvsmobzzkH9vdG/GHnfGTO/FXW979wHooupV4u5H49kno7V3fyY2d5JPYm/h3v/vyd//8d//8v9/+/p+jX//mAxabMbkFV1j1ShAuLjWoLbjCpEMtuEKvkgFdLOXR1LDAqEXMmNymU5lUKACxQQFbtcpyvbbKiJfrtRWEDhAZoLnSgFUQ2nK9utKoMijFEnaujJt3sR5bv+/85Zdb379ZP45de5289vXxjePY0kHY/Sq5eBz3vEwsvUwsvUoukwWuHITnj2MLXx6uvt5fCe1MPb/fvfVkIBGYI0UxsImBU5wInMaTP6n5g7D7ILSwH144iHoOIp7DmGc/7tlPuA9jnoOoG5zavQ4vH+65tm8P3HbWrwxaLg3YLg+XXxuvvjJStdBtnmnUjdeoRssVwzZk0IqMlKpGSjWDZuWAUTFgVIzY1AMWtNcI9RihPhPaY5Z3EshFTNakkdTKBdUIr14haVRD9SppjVxSIxe14XCrTtKkEraqBZ2YpE8P9WGyHq2sn0D7CEWfGRsoN4/UVgzWVXZX2VrKzJVmfalJbzZiBgLT63GM0GN6g1ZvVOMGFUYAFr/LCalQlZJ8E5IsBgbFR+1Yp837HG4xnQHM4tyiosz8/LScHLDC44v09J+lpKRkZV2gUkH3HUiz0dkcNl8gkkHvlZpSdbZAHwcp96Sy0xJDsAiGhQgsQGABAgtRRIgiIjkqQmCOWMzgckHHlxRBBTIZWyy+wGD+OD3zAptf1zkwZF8Ynl4anlgZmlgdnLoyOHNjcO728PyD0YWHQ86bRFV3Ph35aSrlv5wr+NEXeZ+dz0/NuJCfV0KjsBAxYtLi5YTRptOZVSqLSm6WSwhYoJdwcRnXIOPrYb5ewtOJOZiIoxNz9WK+VsRVcZkwiwrTSyR0Cp9awqIWUYvyL+RlZ2Wmp6SlfnEu5Wfn0/IpbJWxsnN0fsJ9q3vyal2vp6F/uX38RmPf8sWRK60DKw3d8/Wdcy29zqrmET5sSM1j5pZw2UIEUmhguUYMoUKpTAJ/0NPxUZ0FMflqk9kGmeKD1xkQnJwTDX4NYEQOpLFILEVQBSpXCoTiggtFAMSAxZlZOTm5+acsZrIpjA+GUINkMei1I7s8QCQGOBWIWqnCdUAdYwZCg2NgnTPY4gworNKoQSnVKlih4AiEJXQGRyBUanVg3jxQxGSyWCiVccl1X+9YTGG9j0wwOFw2XwA6pAGLQWMLlyfiC6QMBqeoqCgjMyU/P2V0pPnNy82XRw+jgeWI1xXzOg8CzqOAM7kzdbA7ceSfSXyYyPrPK+6bOQrNxr2T4b0x/97I7u5YIOyOHd8NH63vJf1b8X3f8Xfbh989iXx5e+9obT1827u/c/zz0Je/evWbv739/b/84m//4wMWm3QowLGNUJUa1DZCZcbkRi1iwRWEGlLKeGIORcKlKmU8gwYGutioRDBYgiNSkwotwzUVhK6C0Nl0qlJMDYhcQejK9dpSTG3TKctwlVkDWXWwFZMigkIhI62xHH54bfybkyc/f/XoJHo5GVh4FV99vb96HFs4is6fxBdeJhZfJhZfJZdeJZfA45P4wrtM2+qbg5Xw7tT6g+7Nx/1x/2mCOBmc2w8590POg7BzP+TcD51++Um5DiOew4jnIOI5inkOY56juPsw4T5Kek4Siy/ji69iS1/GV97GV4/35rdu9N20V64NW6+NVtyerrs323h7qmF1oGyuRT9erewzSXqM4l6TZMCK9pvRTlzSqhY2K3itKmGzkl8v59Wh3AYFv1ElalKLG9XSJq2sXiNr0MJNmKIJU9SooQpUWiEXN+FwvVpYCbHLpYwahN0o5zXKefUIv0UlbtVCFw2adqu+zWZoNBPVRl2pXmvQKg241kBgBKHHCL1GT2j1RrXeqMYNyg9ZrFCrUJWSHNkORqCRgdOzLAaiGIQoimh0ksUZeXmp2dlpOTmZ+fmp2dk/PX/+i/T0C1Qqg8cDU4EKKBQGh8sVisQQ/BGFP+UyEMvvQAOJIVgEQyIYAiyWKhUShVyskAtRhC0RU7gcKo/LFIt4KMKRw3SJJJdK+/H5jEIqr6VtcNaxOjW1OjKyPDCyNDhxeXD2dp/z7uDi46GlR9bmIbpI+9PUop+cL/o8o/gn53J/8nlWSlpeZkYelcLUKNT1lbVtdY3VVhuhUKrEQp1MoJFwtGIOJuPpIQEmE+rEfK2EpxFy1SK+WsiTc1kwkyaiFAmLL3CKC5nFhYySQmpRwYWC3OysjLSM9LT0zHPpWT/6Ii2PxlNbalsGHf32y12Ta22jl9pG1hp7ly4OX24bvFTf5WrqnW/tcxkrOqlcRVo+s5AmFEqVkEIjQ5ViCJbAECRHP2UxeVL3kSIG57HAtwUFdjOT4UUp8n5UP1mg104skYGZ0SUUWkpq+k9/9jlYRZqSmp6RmZ2dkwdYTGEwS+iMj1gMuA+SMGROkZwoD6tOWUxYzWdZDNY8a3RagGClWqVQKVGlAojiYhqdL5boCAM49NPqCTBBBSQogFPM5PLobA44PT7L4lODGEx8fsfiM0ORJDQaKz8/Py39i6Li9MWF4e+/8R8n7gZ23eG9ubjfdRh0Hfjtse3JxPb4gXf6/57FQCYnAzOR3bHgzujezujO7oQ/thw9uu/bX9+OebcTB8HX3+8cff8k+vZe4OTGbvJ+8Hg9/uZZ5GXg9a9i3/7223/49w9YbNQiRi0ChLCNUFn1SjMmB9g1ahENIpTyaBIuVSHlGjSwVa+06VQGBQxYbFbLy3BNGa4pxdRmtdyiUQAil2Jqm05l1SotGtSiQa06pBRHSzHYqBbgcgaOUMpw9qObE18fP3yduBHecb6KX3pzsJoIzIGUMTi1e5lYeJlYAI9PIxZxz5uD5VfJxcDW2NO77esPusK7k8mgC/TsHUbcB2E3aKQGX/5ggZ4RkNw4ii8cxd3HCfdxYh6km79MrrxNrLwJLyc3Zzeudt+wV14dLb09WfVwtvGxs+XhbPOt8ZpLPVZHE9ZjFrXqOI0qZr2CWYvQysXFZaLiMlFxqbCkTEgpE9BsfKpNSKuQsuoUwiYM7rToesqIwWrrYF15T6Wl2aStw5R1uKKRQKvVQpuMaRRRrGJaqZRRDrEqIHYFxKnTyFpMWLOVqDZiVp3apFUQWpVWJdfpNHo9hhsIrZ5Q4QYVblDqjSrCpHhnU5zuUlKr5ErFR4uWwVsRNF+BLiwgikE7P43FLqLSwMEdSFCkZmeDdUppOTk/S0n5Ij29gEJh8HjAL75AoTK5PGBQAJuYtCbOsvi9X6xQSBFYjEAiWCaCZUJIKoSkZGOeGEFEKCoALObz6EIBG5YylQhXo6DLpHk02rm0HBqV39zQMzuxODWyODt9dXr66sDYpT77zeHlx90LD2uGPDSJ9lxW8f/zWdbnaRfOZxX95POMn3yWmpqek5qWnZ9XJBKITbixorTMajBgcoVSKpYLuSifpRJxdZAIh8VqsUAt4mskIpWQJxfy5TyujMUUUijswgus/Hx6fj6LUsyglFCLCnNzs1JTzp1LOZ+ekZmRV/DT1IyfpGXlULkKc/XFEeeI+0bP9Fpj/3x9j6d5YKWlf7m+y9U2sNDSO6ck6i4wpDlFXCpXIoaVMrlKDKFiCIZRRKFSkouWSRYDBJMgPnu3g+QK4BSDRIoYgmWoHFGq5GoNqNNNWu8Gk6JyJXlqh6AKHl+Yk5v/+RfnP/v83Gefnzt3PjU1LSM9IyszKycv/0JRMaWYSqMwmB95FODgDpwZQkqlXKuVa7Xk8Z1Cp9Ua9ITVbLBZwKZnYFAAFmsxHWCxQqVEFXIIRUDXXxGVJpJBuNFkKSsHc91AX5IYgsEE5/fxiTMsPpMj5gMWC4RiMP+I/PVmc4Q0Ojs/Pzcj8zyHU3Dntuv7b/YOYrcCO/ORvblkwHkYdO377PHdqcTO1L7P/n9kMWlWAAc54Z+O7I2H9sa9u5PbezOB+OXYyVPv/uZj3+ZGLBn9+teBN79+cfjd8+TXD8Kvnsa/3Nz/5kn41d7JLzb3v4l+87sPWGzQwIQaItQQsCAsuILUxSYdqkVFMj5dzKGgYjahhqx6pVWrNCoRHJHqUZlJhVq1SqtWadEoTCrUpEJJIoOLFo3CrEYqCFWlUV1GoDVWZWs1XmOB9IqSgXbCuzH/1eG9o8jaUWT5IOyO+x1H0ffYJQtcAfUquXgS9/g3Rx/fbnt2ryO4Pf6uYW/xJL54FPUA4ILcxQ/WSWzh5PTx/FF8/ijuOoq5DmPOZGj2JO55m1h5FVnY33J47w89Wm69Ya+8NlJ6d6Lqob3hkaPpkaPlgb3p1njtpV7rYDnUirErZRdMvCycmaqlpugZ6SZujplTUMYvqhTSKiWMGhm7QSlqJ+S9ZdhwjWWsoXSqpWbqYu1wfVmbDavXK+v08mqdrFwpMEMsvYiqF5QYhFSLjGmDOVaEV6mFGs1Yg42oMGIWXGsidGYDjmEanV6HE4SOMGj0RqXeoMCNgMVKvfEsixUqpVyh+AjEoPMKfIIDgxNJEFNpjBI6o5BCJeMTaTk5gMXg8WepqZ+npeUUFoJ2LODZcQRCcMr/qQr+Ab8YlkkVkASVCmGpAJKcZfFpMAuC+JCMLRbRBHyWRMxXwQIdKsQUbEhUwmIWFBRxGLxyU3VbXU9P29js5Oqc69bw9NqQ89boyqPakWWBvuZcHv0n57N+ci7zXHre+fTcz75IP5eSmZ2Tn5GZk5WVV1RYzGFzJSKxHEZwjcakx6QcNp9aIqBTIR4H4XMlbKaYyZRxODIOW8Zhi5kMHoXGvFBEyckrzs4pys4pzssrzMvNy8pKS035/POfffbF52kZ6VkFBem5+T9OSftRatYFtshQ3do94e6dWm4anGvodTb0upv7PI29rs6RxYauGZHcXEAVFjHEbBEqQdQSRCGSIWIIRuSoQqWE5crT6CEEA5uYZDHQvOQND7AYxLQBi8HYCvIjCKo6pTDwhYFVBSOnQ1OFIkkJhZaWngkUMdhDmpaemZaemZGZnZtXcKGw+EJxCZXJAiwGmbaz7ZSgxQOMZwMN0BqC0Br0OiOht5gMNovBYj5FsB4H53jgyA6oBAiBxVIplckqKC4pptElMEIOyVRjODmfBOw0ISNrH7EYiGJgFgskp4fSZLc3m8OjMzh0BrugIK8gP12t5O9sXf/2yxeJ0OXwnjvhdx0G549C84cBx77PfuC1H/gd+2fO/D8tMpdFEjkZtCeCM/GQI+Cf3fE6A4kbsVcv9g52H+xtbu0fHf36T4nv/rj3+u+2jr9/HH/zPPFV8MvfPI283tz/Zj3+9vjXH+aL9SoZppDo5GJcKSXUkEmHgjJjcsBiKY8mYBZBAgamkFhwBcCuQQ4TcsioRACCTUrEqETILwGRAaYNSsiKoRVGdY1N11pl7G4u7Wm1tjdgLVXolYWO18k73756EA944gHny8TSYcR9El8gRfFZaQyg/Cq5+DKxENwef3avY/1BV2hn4jjmeZlYer2/8jKxdBxbAJr3JL74Hr7xhZP4exa/intexT0ncfdx3HUYmzuMOQ+ijmTUHvVNHsfcb5OXjgIu/8ORp5cv3nU33Jytujle/mCq5tFM3UN7/WNH81NnK1DHrnZipAppxdlVSJFVlGvgZBp5WVZhQbWYUi+jt6C8Lkw6ZFVP1phmG0vnWirszRVTTWVTTRXTrZWj9baLFnWNVlquFFoQrgXlmWGOQcrUi+iEmGGCOTaFwKoQlWpllXplmUFtwVUGvcZoxM1mo9Fs1JtMmNGkNRq1BrPaYFbpLQq9WW0wkyxWaXUqtVapVMrlP+AUkxQGR3YsNhfMHqRQ6cU0+oUSSk5hITivS8nKSs3OBnU+M/PztDRgGeeXlIBpikzB6XuAPLgDvPjIrCBxLEFhiRIWKSQCRMKHxQKZRCiTimWwGIJP+1AgmVAmYQt4NB6bLRaIFDIERxEM4Us4XC6Tx2SK2DxEBIu4MkiiIQxVjR0jI461mZV7vfbL6orOXBb845Scz1IyzqVlnU/NPJeSmZqWlZmVl52TBxRfbm5+Xl5BQUE+g0ZXKZQWi0nE49ILC4pysuiFBRwqhVVSzCwqZhWXgGIUFpfkFlzIzMlNzcxNychOzUg7l5J27vy5z7849/kXKSkp51NTUtLTUrIyU7OzP8/I/NH51J9mZFOFiKn2YufIXM/UYnO/s67L0dznbu53do8t1bSPMYSafKqAxoP4MqUU1YhhuVAKSWAEkaOIHAV3L3L0xEc2Mal5yYEeIL59NtP2Qcri3cEdCNKcNndACI8vLKHQMrNywDZoUKlpGWnpmeCFysnNL7hQlH+hGPRbfspiUCSLwR5oDUFgJoPOSOiMBG42Gixmo9UCnGLMQOgIvQ7HAI5RhVwGQ0KxuIRGB/unpQgKMsigHw+SKyQwIpTKQHziP2ExuZ5VDMFg1gr4PQeLVksoDAaTXVCQS6XkVlZoj/afv335LLy3FPV5kkHXUch1GJo7Cs4dBhyHfue+b+7wh8+ZTos8jjqFsn9mPzx7EJ07iHsCAdfWzrwveit0vLmd9D4J+naPXx/9+k/Br3/zPPn14+ibO76DB6GT3eNf3Pcdbe5/+yL59ds//NsHLNbJxVpUpEVFJI6BZQG8C51cLOPTBf8/Y2/5Hde5pfv+Fd27E4OgmJkZFmMxqMTMsmyBGWRJFrPMTuzEjhMnZhBVlRjNcTjZvM/eu/vcc88Y99xxv94Pr1xRnPTpkzE/lJdqeJSVVb8132fO+UyTCnYY/IQnHiDiPjJKYWECCZNIhERDBBzCYfA6QqHbRGZwwOI8HxXAPUHCE/ehJTG2rjTW3lByvLXyeGvpvkpf97HSpZmL3736fH56KD3V/3z1HEhpNxaGNxdHNhdHNhdHt5ZGNxdHAE/X54eeLo9vLY3NPez44vqBO5+0ph53ghkQUOUDqfFaehi8+M3YWhjeSA+upvvW5vvX5vtXUr1Lqe6lZPf8VOfWwvCr5bOrT/rvX22/Olh5obP40umiq6dKb3RWftJV9UlX5Sdnam/1N37W33S9u/biifLRtkR3ffBoKd6a8DaGbLV+a0PA1hb0HA5BJxJEf2V4vLnkQnvV5SN1HxxrOH+kbrSlor+pqKsucbws3BzHqhhXCWGNo+Y4Zs3DrCGPgbGpSLOcdWqiqDlGOMO4PYC7IiwaDzGxWDAWDUZioWheLBiL+CIRNhymIzEmGmeiCTqSl2Ex5QsCm/Z3WLzTmiAjEwMQG4xmnd6o0epVOr1UqRLIZLlCYTafnyMQACLnCARZPN4eDmdXTs4eDkcol+sslm2LcbcHpGPvgPjXGgVG0QhNeCnETUEuHHJiXhcCOREIpH4k4AuOudwup9PmctmdThsMOyjMQcJmyKZBHXrMbrZrVRqZVCgQZnN4WQKpCSJq2o93jV5uPNjtIuICmXlXFi+bywPp3vu7srKyc3l8IV8g2puVncvhCYVisVgqEAiEQpHD4YjFYogXUsqkIh5fIZEYNTq9WqsQS1UypUIslYklMoFExBPxs3k5e3Jyd3M4e3P5ObycrGwelycQCHg8vkAkzBXw9+Rkv5edtZfP383l/0tWTpZI4aSCNfuPHOuZaDzcX3mgu669r+noQMvJkcKqNo0FlWocJifuQmmYYLwY6UVQGMNxAscIAqe3bUMyqfE7LN6ZF2dYDPoodo6BbL8fJ8E6QdBLA3Dscnt1eqNQJMnO4QB1YveerKzsXEBhkBoDyViqUKn0Bo1pewNexu8po1ADjQKwmPT7mVDIHw2z4SAbDvqj4XA8lmGxPxwKRMLBt5IxThIQAjtcToVGI1Op9WYLjBOZYTzK5/+1QAECsHh7m+LbpNjicIJxGATFvRAClAqjyaLVGdQavdlsVimlVpOivaX01dMHW8s35h4OLUwNLs30r8z2rsz0rM72rs72rkz3L08Du4V3YyXZvxPHGSIvzHQtzXUtJnuW5oenZ0Zu3x++N/Phk+X7d+cf35ydmn7+euGbP9xdffXR9MrVJ8uXHqQv3k1de7R85f7Cw7Wvv5h/mXr9Sz8KFnOB8OHuAOkN0XCYQSIsGqLhCIsGSC/qMrktGsRp9BOevCAZ95EBHPJj3giNhWmMRdwM7AoSsB/zBnAoRCFRBs9EhMZ8qJNwW3yoKxEgSmJsQ0Xi2IHqk+1V9eW+1sbQk9sj37++vbl4aXF2eG1+bG1h9G1WO7KSHARuxRsLo0uzAyvJgdXU8NbS+ObS2OyD07c+OvDF9daZ+6cXZ/qX5wZBSzLoRH4nVlPDq6nht03KI1sLIyuzvUuz3RuLg09XRsDI9Uqqd3Wu7/nS2Ju1C5uzw/eutJ3tKBhsCw21hS8eKbx2vPR6R+X101U3ums/7W242dtwvbv2wvHSs0eKxw8VD7fmD+yP9+2L9u6L9TfGJvfln2/Kv9JWdvNUw+ed+z491fhFT8uTseMz504/HD/xWW/LhSOVffXxU+XssWLqaAnbVuRvymdqo3gR7WTtSq+aixgErEsdxW2M10h6zBEfWloQKSlOFOTHYvGQP+RjQz5fKMCGQkw4ykbjvmgeE47R4RgVjJC+IMH4wcmUJEmSJH/NYmAr7vZA4H7VG0x6g0mj1avUWqlSxROLuWIx4C9gMSjfATpn8XgckUikUKiNRrPTafN6MoU7wAiQsiEEufMcnfFjgwjMQ0Ee0usmYDcBuwnUTaBegoAJEiMpGMEQGHbZrTTiZRCvTatETVpEKaC1Ar9RyhpliFqs5e8RcXbLVWKBSrxXLsxSypwsU72/vbSi0Wzw5O4VcXMFXB43OzuHy+cp1Rq5QgX4kp3DAYUpmUIpkytzOTyNVp9IFJA4xc3l8jl8hVSuV+mUMmX27my5RCHkCDk5vNy93JwsHj9XKORLRHyZkCeWSxUioQSCEKfTzePzxVKJSCbN5nL+LWv3Lg5nD1fwHof3Xq5AarAF88sOHD3TfGygtr2nru1MW8dYy7EhNlop17tFSovZRbggCkIplGRA6koQBElTOMXsFHYyeM1ku++cNjJbjmCS3Kk1A9tM0L6G4SRFs6Cn2OnyGIxmsUSWk8sF6XB2DgcEh8vnC0R8gQg8vaQyBVi5BOYqTQ4HmG7PqBOZ3gkqEMgEEwowoQAbDvoioWA0EopFQUbMBgOhWDQUCZM0hRE4QZEwilhsNolcoTEYnV4IIUiwQBpYBWUMmsEYSCaMdrvBZgPGysC/AmylckIw0Chcbi9YdK3W6PQGk8lksVqtWo3cZVdPjhz78un9tdSVhamRpZmhlZn+tdm+9bnetWT/WrJ/bW5wbW4wA993+AsGFJZme39xZbZ7KdU98+RUOjmYSp+7++js7amrj5Yf3U5PfzT15Omf/tv6H/72+Pk3D7e+frj51YOVL689Wvp4ZuPq47V7a9/eTD6/u/L1L1jMoE4QLOYCqTHAMciR/YRnJ4tjfjxCY37cG8AhQFs/5vVj3jCF+lCPH/MGCThMoWEKDZEIQDYNOXC3hYbsAcIbY7GqwnB7Q1lrfWHc56ooQD671v3Ni9sv1j5amz+7sTi5sTi+sTC2tTS+Pj+2PDewOAOMNEGSO7yaGt5YGN9YGJ190PX5xy2ff9w2fa9jaXYAtB7vHAz5TRavz4+uz49szY9upAc30v0bi4Mbi0PrCwMrqb6VZM/KbO/zpYkvl88vPey/dXb/xMmCgdZgX3Ngsi1++UjRtRNlV09VfnS6+npXzbXTVZePl421JUbb8scPFZ89WnbheOXFE1UXT9ZcOV5z42TtzWNVt07WP+xrmRo8+Ki/9cnw4eS5jvWPBzY+Hly52pe+2Pl44ujdobbP+/Z/1tv60Zn2D7oPftB96FJX+9jRxtNNxYeqoq0V4YYitraArSoIlCb8eUGCwTwE6iZxKBBig2FfJBqK5MUiiUQ4nu8Lx8hAmA7HmGCU8gUJxr+90JMgMnkxuEczILY7XGCtg8lsBeqEQqmWSOU8kTiby8vm87P5fEBhnkQikMnA8iTQOAFWKGV8FG0uN2hoy6iZoPz9DohBWR/GMS/h9WAeFwa5cMiFI24CdRM4RBAojjsdTo/dhtltsF7nlkkovaaewk7n+QaLwx0RotyuxkR7LLz3tKK9ChWXr+HxjVKBWaX1OhCacdm9Sq5CtEfAz+ZyONx//dff2Wz2ru7uE6dOWqz293ft2b0ni8PlS2VKrc6g1uhkcqXeaMYJyuuFhQIRN5cvkyikYrmAJ+JzBVKxnJMj4OQI9u7O3fVelkyihj0EClN6rSVrL0cuRDlu6QAAIABJREFUV4VCEZKkhWIRh8flCgU5PO4eTs4eDmd3DndXLndXjoAn17gxtqCiseXEUPPxofqDPfuPDzQf7sVDxQKFWSg3WpyY00u4IdyLbsu4OI7jJAGGkn9uAXx74NjZi/KL59zbpXOgpy2D720baKfb7nCBrgmSYjCcNFtsCqWaw+Xv2r33/V179uzNzsnlcrh8kBQDEHN5AoFQLJMrFRqtSqcHMoXZ6cywOGO892sWg6TYFwkFYpFwPBaOxzI4DkYj/mAAI3AEQ1Ecc3s9BpNJqlSBKQ+cZkjWl1kGBoZcAItBZ/F2OJ1g/5PZ6QTbT8AbHGDRn90J9viB2qPRZHG7PQ6HTSEVUJj9s+uj33/5ZGvhw6WZ4dXZwbW5vvW53o1k33pqYD01AFgMKJyJDI7B63d+tJLqXU6fSc91L6RGk6kL96au3J29dX9h+ubs9BdLK1t//cfaH/82++aH5Jvfz7/508KbP888+3H25Z8ebnw/+/LP91a/efL0p1+wmILtFGynEcdOHAcpCLwALHaZ1bDDwGKuKIuFCBhgN0KhERoDLA6+vRgiEcBicIWGnJjbCjtMqMuCe2wBAipPhBsrCsoSrNMgLAi7b38y+O2r+xvLH6ZnxlbTY09Xzq2lR7eWJp4tn99amlhPT2zMj20tnN1amtyYn1xNjWzMT2zMjyUf9ty+cej29cPT906vJIeAwTyYCvlNEO9k8UZq+NniyLOl0Y304GpqAMjQS3N9a8nB16vnXiycm/q044P+qoGD0TNN/q56ZmhfaKIt78LhootHSy4fL//gZOXl4+XnDxdfOFZx6UTVBx21VzsbrnU1Xetq+vB0w7WOus9O1392svrzU3WP+vbPDLdPDbdNDx+amzy2cqV741rvsxtDLz4defbp8NYng+sf969e61++Prrw8eTyJ+fWv7i89vnl5Mfj9y/13hzvuNh78PLA0aujnReHT/edaG2qLIj7cQpx0m+Nz2iWCAR9wUg4EIn4IzEWtBj7Q9ssJigcJ7G3QiFon8hsAs5A2WK16w0mwCaxRMYVirhCEVcs5kulYqUSLBsFlkAgGQGOE+CU6oRhu8cL/FzeopbY1iIIcqdMvCNQCIM9qNeNel0Y7MIxF4G7CBwmSYqhKZwgnA6XQm7JyaojsCfDQ68/uvL32x//7cbFH66MLfWd6M/3++Q5Bs6/GDRcpUkkd6hENqVAL5coFWKuUPweR/I+l5/NFYul77+/G4bRa9c+npw8Z3e4AHf2ZuXI5GqjyabVmdUag9Zo0RssGo1OoVCJhDK5TK1W6a0Wp8Xs+Lff7eHkCpUKnUgof/+9LD5P5vUQOObT6yx7ducIhVKny2M0Wbg8Hl8oFIhF2dzcLC73/eycXdmcHL4oVyDLFSpUOjtEhhvbu9s7xvafGGrtGG4+0ov5CwQKs8rgdHhIpxd3eTEPgoPF2CRJ4iQBzHp2NrGBX2nm2LHTARUlqYz1EkJRO1u5Mz5QYMwSFAxsdieXJwCVOpAR5+RyQXMxlyfg8YUAxIDLIrFUolACFmccgjLtzGDA5NcsBmJxRi+O5MXD8VgwGgE4plkGRhEvDHlhyGq3KdVquVptdbowigbp8M5WNmAcCuzZMgGWom5vtv0li61OF9jgJxCK+QKRQqk2ma0QBLlcDqVMUJRgZx5effP0znrq4kZydCM5tJHs20j2bab6AYvftlr1/2aspQd/rV2szfevzJ9ZSPXMp8dm5i49mL3+aOHxvfm5jx5PPdh6ufr7vya//uHxi6+TX/4+9eUfFt78aeHNXxa+/vvcq78ufP3P9Ju/b/z+lz1tJGQjIds7OPYTHhZzBUivD3cDFoNxjxANB0nYh3n8uDdEIkES8aEeBnH7ME8Ah4IkHKGxKItHaCxIwAziprwOyG50W3QeqwFxmoMkUpEfLcsL0rBFK9lTnsCn7p7/+sX9lfTF9Mzo4tzw0tzw4vTgWmrs6dLFp0vn1tOTy7Mjy7Mjy7Ojq8nxpZnh5dmxlbnR2fs9t68fvn396PTdrtXkyPr86ObixObixMbC+H8G4rX06Pr82Mb82Nrs0LP5kaeLo6tz/UszvevpobX04OJM3/rc0Muls2tTI59eaB0+kne60dfdGOxtCg02RUZb8sbb8ifaCs4eLLxwpPTC0bJzh0s/OFX7YUfdBx21V07WXTpec+FY1fkjlRcOlX94qPRKW+GH7SU3T1bd7m64c6bxbk/T3b59U8Ntc+NHFi+eWr96Zut6/9aN/q3r/VsfD2xeH1v7eGz9+vjGzcmNTyeXPxlfuD46+9Hw9EejM59MLNz5cHPm82ep++l7N29eGBnuOlJfWVCY8AcDOMNgNIPRLOkP+IPRqC8YZoNh2h+iaD9J0jhOogiOIjhQ0EAW/Ms2eCdgsU5vVKm1IMCZFMB3Z/V85/K6jJu4zeMxO52ZsgkoNIEMbmc6nLGz8aIYhGIYiiIoDKGoB0NdBOGiSA9NeSkSRhEKQ9waddRu7SkteXC648X5cxt93cnWhoWW2m/6Tv/Hx5e+Pjd8pbak0KYx8N83GyVKs4yrFWTLOBwBX5jLle7iiP4te8/vdvP5wvd37ZHLlYWFxT5fMCeXl5XNkUjlXJ5QodTa7G6D0apU6WQKrUAoEQhERqNZKJDm5vD1OnNhQWllRS2PKxIJ5Xabx2px8bjivXt4cplOr7Mp5FqhUJaTw8vJ5ebkcnM5PIVKpVCrszi5u7Nz39uTvSeXJ5KpJUo9V6jmi7UqoztUUN9wqPtg5+jRnonG9k4XFhTIjWYX5sUYF4y7INSL4DhB0TRL0zRBkQRJZ1ycMizOpMM7k+JMXpxh8c8X3zr0EyRNUgxOUF4IsdmdOr0RSBO792SBJrZcDg/gGLRPCIRigVAMEmSBUCyUSBVvT0JALwaP4Z0+qIDFdDAIYieLQV4MQByIhJmAHycJD+R1ul12p0Or14mlUrla4/B4KZ8fWBWDpBh0UGRYnNmNDRaAgXhHo7C73CabXaPVA/klO4cjkcqNJovL5XLYrTq15EBj8eLsjbXU1cVHI5vp0c3U4GaqfzPVu5nqBWkZMIxcnhvI5L87sQuStox8sZoaWEsPri8MLKe7FtO9qdTo1OylqfTtmbXU3fmFjx7Pzrz6Zv77Pzx8/vre5ouZV989efbt441vki//8Hjrx4cbP04//1P6zd/Xf/qfv8Hid3Dsw90M6gQsBmPQkF1PI44gBUVYPEghARIOUoifgBjUTSMuBnX7CShAwSEGCzNYkEJ8uJeEHLjH5rUZHEa1y6RHnfYwTZTkhcIUbFIKDIrc1sb8ldQnb57dW5w7t5SaXEqNL84OP1u+8GL1yuuNa683Pny59uGLtStvtj7+5sUnz1evbC6c21q8uLl4PvVo4IuPj3x29dDDW6dW5kbW0+ObC5ObC5Mb8xNrqTEQq8nRTKylxtbT4yCnXp0Z3JgbWk8OLU31Lk/3baSGN1LDK9P9m8mR9dmRqZunz5+pPFnPHKnEO+sDgwcSEwdLzh4unThYPNpaONJSMHGwZPJQ2Xh7ybn2ssm2konW4rEDRSDGW4onW4rPthRONOdN7s+/2F589WjFtWOV145VXDtWce1I+UdHKz85Vft5V+O9vgMPB9unhg5ODx9KT3QsTnYtnu2aHT/1ePTYg9GjD8ePP5g8+fB8551zHbfPdT28OpL+/Mri3Y9mbl764srohZHTvR1t7QeqqisSeXE/w+I0Tfj8Pp8/4PMHGDZI0X6SYDGUQmAChrZtKEAPvMVqB9P6mRzZaLJotHqNVm+22OyO7Ts+s24S8BcEMFHbNhr2egGIjXY7GIDOrPwB7MjMGuwEMSitgHIShhEwSXho2knTHoaBGAYlcY/NAqtU/dVVm+fOPWxtHcawU1r1UTG/WyWZdFg/DQWenzjyt6tXHh4/nG/RWiQckWhvtjB7rzAnl8vh5/Bke4WS3bzcPZycXP7uvblZ2Vy+QLI3i/P+riyJVGl3eBRKrVpjcLogo8kmkSp5fDGXJzSZLARBiUXy99/bK5UoY9H81pZDCEyoVQa7zeOwe2VSdU62gMuRSsQqkVDB4Yp27c7m8cUarV4oFOdyeXyR+L09e9/fm7MrK5cnlCk1ZqXGyhdqc7lKvlhvdNPxiuZDp4dO9E5WNBzWWhGeVG/zkhDOuhHCDWMwghMESVEUyItJitl5pPi1TLzdypYJQGGwd27HG0AtiyBphvUzrB9MedgdLnCEFwjFIDvOys4FD5VMZ7FILM2EUCqTa35mccanDTQX/yaLMxoF0IszY9BMwE8wNIKhLo/barfpjQa5UiEQCVU6vQdBQe9E5kkDOiiAXvx/yGKjza4zmdUanUgszc7h7N6TxeMLVWqt1WYz6LVWk7rrxP7Nxc/XUx8uPh5enx3eSg5spXrfshhoxEPLqV+kxtvJb3owkxRnVIvtn6Z7F5OnF9LdM7MjT2avJFcfJbeW7ywsfTK7NP/dH1Lf//7ByzcPn79OffXj9IvvH6y+Sb/+04O17+6ufHtr/su7K9/eXfn2t1n8Do5pxAESZNxj8Vi1sMMAWBz1EYC2fgJiMQ+DukGwmIfFvH4CAtcpeFudgOwGu0HtMulJryvCkPkhPwO7DDIeZFP3d7Z8/Xz6hzdTS8mLi8nJ9aXzLzY+/MPXd75/+dnzlQ9WZidSj4aSDwaWpse2Fi6+XPvw1frVb55/8s3zm2upc/dunvz0w4N3PzmxPDv6lrMT6+nx/z2LN+cnVmeGlp/0LT7pXXzSszo7sJke2UiNrM8NP184O3e7++pIY09r+FA5drAYOVZOnWmIXDhRfelE1bkjZSOtRYPN+SMthSMthcMHCsYOFI405w/vyx9qSgw1JkYaE6P7CsaaC8cOFIzuLxg7UDjRWny2vfjcwZILbcUX2komDxRMNicm9iXONedfbiu5dqTy+vHaT4/X3utomu5pmxs8/Li37V538xdn9t3p2X+7v/XuyOHbY0dvjx6/NXby9uSZu+f7757v/+xc39WJ7omB472nW46219VU5ofDtI8lAgHW5/MxrJ9mAu+wGCjFmeG6DI7BH3V6o1Kl0emNLrcXRjCg0IFEGNgkAkcYq9vtQhCAYGATY3G5wJ7gnSzO5MW/yWIwBsYSFENQBEEjFO1hGBfDOBnGy9IQhnotllPV1dPDw1fLKjrNtkGjuVchH9Aq+1XyXpHoDF94A8V/7On78+UPPjlwABYLBbv/NSdnD0fAy87l5mbzpFypQqAQCxR7s7l7s3g8vpjLE2Xn8Hh8sUyu1unNYolSIlUZTTaDwSoSyzlcoUSqZBhfXl6+yWgV8CVCgVSt0uMY7XbBBr3VaLDptGaxSMHlSPg8GY8rzc0RZGXzeAJJIBQ70HIQQrD3du3O5vD25nKycnk8gVSuMmp0drnCKhDqeHwtT2iQ6t1osKjpcNeRzuFEWaPC6BKrTDYv7kFpD0zACAEjWOY/FMcIgvq5d3hH/JrCANCZ7Z+/NqqGMBxU7UDhLjOD5/ZAZotNo9VvFwn4wlwOD+AYKBUgOxYIxXyROLNP1ux0Am8gMHoHZIqdLGZCISYUArU7UL7LVO1ovw+nKYTAvTDkcDkNJqNSrRJJRHyhQG8yg63PlM8POvYwigaFu51JMQir07VTL95WLewOo9Wm0hs0BiO4n4EanpWdKxJL9Xq9UiFlKfjKud6X6/deLN9YnRlfmxncnOvdTJ7ZTPZspnrXU32rqaFlMI6bGvovWyl+jlTPwlxHOtn1ZHpwOnV1YTM5u7n++fzyZwsb89/9cebr7x++fPPgxev5b35KfvnTk/VvVr795+zLv0w9+9Nn6defL3x1feb5/ymLA6Q3QHoJrxWy6xGnEVwJ0WiQggFtSchBQg4acTGoi0HdDOpiUA+DuijYiXtsiNMM2Y1em8FmULstBhrxhmkyL8BGaIz0WEsTvpHeQ2vpz15v3X22duPZ+rX1pQtri+cffNpx7dyB4c6SU+2hQ41kax12qIk6fShyeazp82vHF56Mv1y9tjp37v7N07euHn342enF6eHV5Oh6ehxEhsUrcyMgfsHihcn1uZH0g+7ZOx0LT3o302NPFya20pNb6cmVJ8MfjTeeambay6AjleTJat/pmkBPY3T8UOnE4bKxgyUDzfl9TfH+pkR/U6KvITbUlD/UlBhuTAw15A015A3X5w3V5g3U5fU2xPv25Q8dKBw+UDR8oGikpXi8tfhsW8nZtpKJ5sLRxsRYY+Lc/uIrByuvHa25cbTms0PVD07UPzzddPdE3a2jVTePVd88Xv3x8cqrRys/6mi40b3/Rm/braET9yZ77p/t/Wy869LgsYneQ8NdbZ1HmxqqC6MhysdgoZCPYRmG8VG0H7AYx2jAYtBr+Q6LM0PP4AtpNFlgCEMQzOH2WF1uYJBocjqAMAfQDCicUevAV8Jgs5lsdtDWBrqv3mFxRvcEKR6GEWDjE0mwCMm4KNpO0w6adpKE2Wb1o8iF40c/2LevViLdl8ubMNvOmsy9KuUpkWhIoZpQaofFms/J0NcdA29GztfYPYbsHN6ePQKRiCeSCoQKtdKkVVuEIlVWrjArVySSqhUqPY8vycrmcbiiXI6Qx5dIRAq1yqDVmKQSJZcrlIgVDoeLplmdziASSSRieXYWl8cVKRValVKv05pVSj2PI8rNEYiEcqFAzskVcrgioVTRuL/1k1u3y6pr9uTk8vhiHl/M40tUaoPJ5NJq7VKpUSIxKRUOpdot0bl0Liq/cl/TwQ5/XpnK7NGY3VYP5kYoGKVwgsEJCsdxFEVRFEUwFEF/1oh3tky8w2KALZL1AVdoYAoBDvg7VWMUIyiapSgGxQgMIwiSzhhFgQkgIHyrNTrAZYFQDPRiDpfP4Qly+QKxQgEcSLbx53Y7YHh75Pq/YrE/HMqwGMJQL4p4IK/NYdPotBKZlCfg84UCq9NFMGxm6BmYAYGFhwDEO5soLA4nuAmNdrvetu1irNYblFqdTKXWGIxgdkkmV2Znc0DHtEQiUcjFB/ZVzz3+5MXana35D1emRtZnBjZmetZnujfmujeSPeupvtXUIGDxWnp4LT30a3V4ZxEvw+WlZM9SqjOd7H48NTCzcH35+dL02tpnyaXPV57OffP7R6+/vvf81Z3N53Nvvku++WFq89vNn/5H+s3f57/+j7urPzza+uOthV/2UZCwnYTtJGSnYAcFO2jEQaNOBnVRiMNPegMURHhtkMOAukwU4vATHgZ10ogD99hQlwl1mXGPmYQcFGxnUDeLOVnMTSMOErKjLhPiNMEOk8tqsBo0bpuZwZEIS+UFfQVRf16IjPrhgih6oD7e39Xw0ZVTNz/uGOqpbGtm8vwqGhZg9mzUkUs4uQwsilKqgpCxKGxuriZHumpuXT316LO+uze6717vevJFz8L08OLswFpqdH1+dDU5upIaXk2NrqRHV5LvsPjsxvy5zYWzq8mh9KPu5L3upZnhzYULT5eubC1+uJG+fPvqia72aFXUWB+3nqz3D7UXjbaXjLWXDjTnDzQX9DclztRFz9RFemrjZ2pinZXhrspwd1WkpyrWVxPvr0v01eT3Vca7KqId5ZHOmtiZ+kRPQ35vQ8FAU9Hw/pLxlrLhfUWD9fl9tfH+2ryRhsLJ5tLzreWXWss/aa/+4lDNpwerrjYXX6jPO1efd7Yxb7Ipcamt/Mqh6itHaq6ebLrVd+TxxJknk333xs/cmjzz8WjHhb7jfSda9lUVhliCpjCfn6VZlqJZnPZhFEuQLIbTKEKCL5vD6bY7XVa702p3WKx2s9VuttrMFpvBZFGptXKFymiyQDAGIZjN5ba63Ban0wy+eMAm0eNxQJAFpCR2B8hKQGuR3mI1WG02lzuzdWI7WduRmkEoDqE4jBEwTmA4yZAMjVM4QaIkDVG0hyLdBOnGUAxF8wP+UoqgJCJfdna5WFLNEzSL5U1iWRVP1KDUNKu1dXu4nRL9Stn+vw5dGgonPDyeYM8uiUyiVOk0GovZ7DUaPTKlSaY0SeR6pcasN1oFQtnuPbkcrpDLExqNVrVKJ5OqDAarXKnN5Qg5PGFuLk+l0ojF0qysXKlEKRIpOLkiuVzL58sVcr1CrufzpaCOZ7O5DUYbhyt8b/fecDwxNnk+UVyya0/W3ixOVg5PIlUZTXarDdJq7RKpUa60GS2Y1UlL9W6x3gWz8UhxLURHNFaPwQ6ZXYgHJTHSRzEBkmJxnMIwEsNIBNuWid9pJQaQ3Rk/dx2AtVUg6J/1DWBCj2IEzfoYn5+gGNBKgRMUqOhiOElSDE1vz0m73V6rzaHTGeQKlVgi4wtEPJ6AwxOIZHK5VqvL7G1xuZ0w7AXOxcRbjcIfoAMZFgdB7GQx5WPdMOSCvG6vx+awa3RaoVjM5fGEErELgihfwBcKgw8PrOXtbk+magecKECY7Q6zw5lxbVXp9HK1RqJQShRKhUZrsFjdHsjlgfQGE08g2pOVk8PJyc3Z67Tpz453v9h8vLX8yfzj0dSD3s3U8NpM39p0z9rsmfW5vjWA19TAcmpgx4zu4GpqeDU1sJocWEn2L8/2rmSkiVT/SrJ/Za5vea5ndb4nNdvz+MnQVPrG0ovlRysrH0/PP3z2TfK7P99//tXDF2/urD+fefl18vW3T7a+Wvv+H3Ov/pr+6j/ur/009+rv99Z+6dOGQw4cchCwk0RcmSBgJwE7WQJiCQj12Dx2I+yyELCTQl2Yx4y6DLBDDzt0iNOAuY0kZKURmw93+Ql3gHTTiA11mbw2DWTXeZ0Gp81oNxs8DitDoLEQGw/5ogEqGsTDPigWgvJjcFUp076/4OjB4voqJswaMbcYtgsxu4j0qnywhoE1AdQYpqxR2l4UgWtLmEP7EuO9zZ9d671/c/DOja701GDycfdKenh9cXRxbmAxNbicGlpKD6+mR5ZTo8vJkeXk2GpyfD19bnPhwtbieeD39nTpwlr64lLyytPVWxuLn939dOTM0bL9VVRNnqu5GDpVH+w/kBhpKR4/WDraUjzYVHCmNna6MtRZETpdFjpVEjxZHDhRFDhRFDhZHO4szztTVdBTVdRVnn+qJNZRnneqPHqyLHyyLNJREeuqzuutK+xvKO6tL+qvK+ytLeirK+yrKxxsKBlqLB1rLLnYWP5BU9nlprKJyrzeAn93PttbGhquTYzVF002lV1qr7l+Yv/tnqNPhjuTk33zF0amLg5/Md5zpefkxOkjbXUV8ZAvEg6xAT8dCGKMHyJoiKBRikJICkYxjxey2beFtsxpDmwGM9nsYBk7XyxR6vQuCAaO3cAodttp5e0h0eZyg1QFNN5ndovpzRa9zWpyOGwejxtFM+JmpoIHujjAiAGKEThBETSFkQRKEjhN0zRL0TSB4wSM+DCc9nrMEolJIMC1uojDEbPZcaHUL9LSCoPdoLXplKxQ3CxUT9Ml//30xI2SKst7vxPm7FLplBazw2aBbA5cb4E1Ro/G6FFobUqNWa0zS6SqnBweh8NDUbyxcZ/VaudwBHaHR6U3cfgSrlDC5QnUGo0vEDSZ7SKxgseTZWeLeDw5lyvn85UcjkwoVIolKpcbaWg80Nh0wGZ3c3kCpUoDI5jRZMnK4mTn8BQqndHiNFndepNTpbUp1XadyWt30y40qHeSGgehc2BaO6qyeFVml8HutcOYF6MINkixIQRnEJQmqQBJBmGUhnFq58QzAHFmk/evI2M9sXMYD3ibgUaxzIpPjKLBGB5BUCRJUxTDMD6fL+D3BwP+IE2zJEmjKO71wnabQ683yuVKgVDMFYqkSpXGYAS2lsB7ZOdANkjPQWuwLxSmg0E2HGbDYToYBJue2WCIYFgwQQfqxlqdkS8QcXlCuULlhhGC9bHBEPCMB0VLpxfKLPIAQgSYuwP2QCAdVmi0IplcKJVJFEqlVqc1moxW23ZPhcer1hve35uVlbNXKMxubip58vDq5uqt9cUPk48Hp++eXl8YXZ0bXJ0dXJ0bXJ3brsgtp3qWUz1g69tqang1NQS6adeTQ2tzg9s9yNvRC2I91be1MDj3qPvhw5G7U1eTT+fvLi99MJXa+Nv/XPjpn7dWX8+8/unJ86+TX36XfP3N7Muv517+kHz9t+mnf7uz9EPy1T8fbfzpt1mcwTF4TcBOHwkHaJRAXF6HCXKaScTlwyESthNeC+Y2gSC8FhqxMajDh7t8uJNG7Jjb6LVpXGaV16bxOg0uu8lhN8NuB0XAPhr30YifgUMBJBEly4r9VeXBsmK6vIhuqA617stvay6oLmaKY3CMdQRwCw0ZMIcWd2ppryk/gJREyYp8urbU396UP9DZdO1Cx91P+1NPBpJPulfSQ+uLo8vpoZX54eX5IRBL6eGV1OhKanQ1Ob6WmlhPn9tIT24uTSwnh9cXL6wvXFtOXd9Yuv3g8wtHW0oTPnt9MX6sMXysIdheih8sxjqqAv1NeSMHSgYb889UR05XBDtKg6dKAydLQieLg8cKg8cKg8cLQieLIh2lic7ygs7yoo7y/I7yvFNlseMlkaNFoWNF4ePFkZOl0Y7yOLh+oiRyvCRyojTaUZHXVV3QW1PYV5YYqSqcrCsdqi7sLAwdz2NPFQa7ymODNYWDtUVjTWWXDzZ81nno0dDp2bGemYm+R+N9nw92f9B1fLLj6KG66sJYOC8W94cjBBuAadZNUG58e9eDF4ZcHncmpwDDS3qzBZhvAXMssG5SplLbXG5QvH6HxeDmBs1D4Dr4Pvy8ScHhALspvTj+65P1OyxGSQomcYQiMIokKBLHcRLDWRz34wThdGMOp1Yk8hiN9SXFNcWFQQzDzTZYZDQKVAKdUmpQ2Dm5Zdmih1j+P44MfpQoQwQ8u0kLEShN+ik87EWCOhuhsWAGO2504BYHZnXAao0pJ5eXk8Opra3v7x/0B0JSmdJosik0ep5IxhGIuXy+x+tNFBR6ISyXIxT4vxXQAAAgAElEQVSL1SjmF4s1AoFGItHl5kr5fLlKbSBIX0vr4eMnOmPxhFgie3/XXoFQwheKs7K5ApFcozPbnJDJ6lHrbEqNzWCB3ZDfjQatXtaOhsywX+fAJDq7QGVWGK1WDwaRDITT2ywmGBRlKSpEUSEUZb0o8ZvzHTuZ+5/FOyyGMHwni7cTT5IGIKZplmF8LLB29wfBC5pmMYxAURyCEJvNoVJr+WKJTKXWGk0AhaA2kNkbkJFKaH9gm7zhsC8S8UUiTCgEroA9SaAU4XC6LVa7QqkGo316gwnGcJL1gfdkfEveYXFmBtpotemMJuCaIlWqRDK5WK5QaLQag1FrNGVGokF7ci5fkJ2bRdPeyxfObK7emU9eSU6Pr8xPLqeG5md6l+fAps1tB5uVVO9ysnsp1b08N7A8O/QWx8OrqeH/HYuTfVvpodTjvjt3+u88+WBmM3lnZenW6rNn//xfc9/+9e7mN7Nf/mHm1Xfzb35Mv/lu8ZsfU1/+OP/V36ee/nXq6V9Tr//984Vf1u4wr30njndGgEYjfpLBvZDTDFgcoJEACYH+ip2T08DUgsVcmNvssWodRqXTpPJYtZDL6HVZvB47aOpHISfitZGY08d4AoynMEFVlofLS3yl+XR1qa+5Lt7WXNjeWNBUGS7PoxJ+bxC3M5CF9ppZ2Bom3XHWWxLFqwroujLf4f2FF8aOPb4zlnw0uDDTv5wcWkkNr84Pr6SHllMDi3O9K+mBlTRQf0bWUmNrqdHV5NjK3MjS3Mj87OjK/OXXT+8+W7t38+pQc03MhxiKw94DVf5jDaH2CrK1GD1RxZ6pj/XUxXvr87pqoh0VwRNl/pNlwVPloY6KaEdF9GRJ9ERp5Hhx5Ghh6HB+6FAieLQwfKwoerQwdKgg0J7wtcaZ1jjTlse2J3wH8/1HikIH8/2tceZAlDoQpVrjzMF8/9HC4KniSE9VwUB9SU9NwbHCYEuUao1R7Qn2RGnkeGmkozw+2Fh26XDTjc7Dn585/tmZY590Hf3g1KGJIy0Dhw60VJblhQPRcIT2BzDa5yVpF0Y40e2NO26v2+FyAgur7QaJHWt0tUaTUqvjiyVZHK5AIjXZ7JnVPttNQm8TYfA3vJNZ/2wF8HbvDkySOxtgMywG0iQ4FKMkBREYQhE4TeEkgaIojmI+ggizLAMjOqlMJ5FUFRacam8rS8TDJFFA+/xap3ovP1vEkahE5t27i3bz7mP5f2jrHWNiRU53c0NdfcuB/IJKP1tIsKUQXeTA4i4i7iFiHizkghijxSMUybNz+bF4YXNzC4oRCqXKYLSqtEaRVMURiEUSsUanFUtlXJ5ILFEWFVeMjp23Wr2/+12OUKASi7VyuV6h1EtlapVabzBazRZbLoeXyxEoVXq+WLY3RyCRa802yOnG9Sa3QuPQmxEIDRF0vhuNmF2MC485yajRTQpUZq5MrzTZHTAJkSxM0AQboHxBjGJxgqWZIM0ECZKFMDIjte9kMVAkfh3gFw5eZH7t4LEKWLxzmA2jaFDKo2iWZnygxYL1BVhfgGZ8/kCI9QUIkgavERTX6Y2AxTqTGfzvtrs9YIpkZ3mAYFjaHwC7kXyRSCAW80ejgMW+UJjy+VGSArU4u8Ol0xv5AlEuh6dQql1uL07RoKEN7O/I3IQuCAYPfqBRgKOYwWIFuoRYrhBIpCKZXK7WgOcEOLo5PF6724NRNIQRcrXGaNZ3drQvpm69evZwbvrczKPBlfmxtYWRhekzq7NguGMIjHgsJ3uW5rqW5roWZvoWZ/qXZgeWt3+6/YbfZPFasncjPTg/PXDz5ukvHl1+sjZzd3Vp5qsfnv7jfz159fvHL3+aef37udc/pV7/MPvym8Xv/jj94vvFb/85/fwvK9//3+k3/7w+8+IXLEY9tndwnHkdoNFogPKRMOK2eh0mEnGFWCzEICEGCdLwz0FBICjE4bXp7AaFVS93mlSQw4B4zIjXimFOEvNisN3tMLrsOgyxsLSbJZ1hP5yIksUFbHVpqKEqWlcRqS4NtNQVNFfn1RaHy/OYgiAeZaAQ4Q7iTtJt9CG2whBeWxysLws0V0d7TzXe+KBr+t7AWnp8JTmyNDewnBxYmOldnOubn+leSfatpvqB5dtaemg1Nbg8N7AwMzj7ZCg9e2514eOXmw8efnGpvIAxqzhh3HqwLu9oQ+xQte9gOXmy2tffnDfUXNRTFz9VHjhREThZ5j9e5jte6j9a6j9a5D9c5DtWHDpWEj5WHD5UGGyL+Vpi7MG8wOGCcHu+vzXha8tjD8SZ1jjTkse2J3xt+f7DhcG2hL8lzuyLkPtCRFOIaA4T+yPkocLAkZLQkbLwoeJgaz7bnKCbE/T+fOZAIdtS6DtUHDxeEetpKB45UH22vf78ocbJ9obRlvrefTWn99U2lRTGgr5IKEwyPpRiPQTlwggHgm3vS3e77M7tvp+dXfEAx2q9Qa7WcIUisG5Sb7aABuEMi8HNDfgLDokA4uBbAU6sFocz0+eEUNTOBG17QhfFAYhBBR8lKYQmYYZEaBIlCYzACYJgSCJAUSyOm5QqP44daz1QU1LE4Egi6M+nmKDeYczic/i5AlGu/nf/ViNQJWMN37X3HbEh1Tg70D/Y0T9cU384kd8cK2wNFbUx+fvIeA0VrsL8hR4s7IRordHB5UslUrXJ7JBIlVKZwmpzGow2sUzF4QkhFInEwjCKiMTSnFw+zQRPd/Z6vcTevTyl0qjX21Vqg0Sq2pvFzeUINFqDSCzNys5VawwQShgtTqlCrzU67E7cbMWUWpfWhCB4nA2WoWS+zR0yu4MuPOai8kxuRqi2CpQmnQ1ywKQTwWGCxhk/5QvitI+kfDQTYNgQRft/3SmR0QH+MxbvfJ1p7s74ZwLSAWt2gmEZn3872F8ESTGsL8CwfpygGNYfCkcRjFCptVyBSKpUARaDJzRgMdBAMqkx5fODLNgfjQZiMV8kQge3fbRBj5rd43V4vFabA1jX53J4BqOZpJjMh0dJCrSyZXZgm+0OkAsbLFaNwQgCCMQCiZQvlgDxxGSzg0F88E8GH8kFITaXu7i04N6dqy+3Hq8vf5qaOTs/M5Ke6l2a7VlPDYCh5/XZobW5wdXZgZXZM8sznYsznfNTPQvT2zgGmyX+SxYvzAxeu3bs1oOLj5an7q4uLf/hL0t//Pf7T7+befXH6ec/zr76cerp1482Xiff/HR//culb/4x8+JPz//y/6Xf/LePp5+/y+KdOMYhB+a1Y147ATv9FBLxk34KQT02r8NEwM4Qi/tpyEd5fZSXJT0s6aFxF4k6SNTBEG7Ua7GZlEatxKyXOa0a2G3CICsG23DcSWIuyG1y2rROmw5DLD7GE/YjIR8U8kHxMF5RFGyoitdVxKpKgvVl0cbyWGN5Xl1JtCIRLArTMQYO4i7KY2Fha8KPVheGaopCFQmmqSLaebTywWdnnq9c2pifWJ4dXEkOzk/1LM/2Ls50rcz1rKR61+b71hf61+b7VlI9S7M98zP9yemJ5MyVZ5v3klM39tXkK4V7nXrpvor4obrEkfr4ycZYV3O8d1+suz7cXRPtromeKPefqAx0VEVOVoaPlwUOFTFtedT+GN4Sp1sTTHvC15rHtsR8B2Jse17gYGG4vSDUWhBsTfj35/n2x9jmOHsgxjbH2eYI3Rih90XoxgjVFCLrQ0RDAK8NIHVhrCIIlbDuYtZdHoBrYkRDgmksZOvyqMYCdn9xoLU4eLA4dKws2llT2NtQ2t9Q1tdQcbq27ER9ZWNxQV44EItEKdaPUqyXpN046URxsMETsDjTDJQpgwCegtIzVyjanZ2TyxdojSbw7QIsBiaEGYsskJgACm/7i5vM2wbeXm+Gxb9erZRZKgFMalCSQn00zJBeCkcogqBIiqYIAiMQmEDgRDjcVFvdVFvlpwkChSIBFjGbIYHcks3nc7Kydv2LOydnhIm92teZLmsvlxhLUHZwaLxz6PyB9v66pt7yxr782q54bUe48nCkvD1YtI8Kl5PBIifs44u17+/lcfhSDlcklamsNpfJbJfKVFyewGKzBkJ+1u+TSOV79mYLRTK7wyOWKIUimdFkd3sQk9kuV2h4fLFSpWMYn8cDiSUysUxptrttTsjuQl0QY3VSGj2s0sMuOBbOawzGGpxQ3GQPupA8N5FwolGdlRQorCK1xehCXRjtRAmYZHAGrF/JZKkBmvG9U6PLsPg/i3e4vNPLAlAJCAiZYAJBEDsvApNVsNaIYFgmEPSHIy4IFsnkOTy+WK7QGIxggcvO/sWdNUagM/hCYTYc9kejbDhM+rczcbCtDqheRpNFKJLszcoRCMUOp9sfCGXEEzBrB0oUIG8ApzftW1ECDGTLVGqxXCGSycFMoNFqc3i8oJkStLeDcwD4hAdamlKzt948f7SU+nB+ZmI1PbYw1bOe7H06P7A+17c+O7AxM7Q+O7g2s83ipemuxSc9i096l6e37TS3Qfwui3+OjYXhuam+S1cO3rx79t7Cw0db65t/+cfUl7+/s/HN9Ms/Ptr8bub5j/dXvny49uXsqx/vrb1JvvrT3Is/vvzz/zv34k+3Uq9+wWLEbc3geGcQsJPBvQEa9VMI5rV77EYccvgoGCB4J4hx2IZBVhy2ue06o1aiUwnNepnbrkO9Fhyx44gNRe0oZHHZdQ6rBnIbSdzuYzwM4fLTnkgATUTJkjxfWYG/vCBUlh8sjjIViWBtcbS2OFZTGKtMhIvDbB6Lh3BvEHfFWaQszpbn+YsjZGmMaqgIfHz+yLPly5sL59fT45uL44vTfRupgdW5M6tz3WvJ7tV0z9p8z2q6ZyV1ZmnuTGqmf/rJuenpj7Y2py5f6LfpZSphTkVeoK226Eh9wdHa2Ina8On68JmGSHdtuKs60lkdOVkROFUd7qzL66yLd9TEjpUHj5QEDhX59sfJ5ijRFMbrA0gti9QwcDUDVbFwfYioC+I1frSSgcopTynpLsYdxZgj4TXnw5ZC1F6MO0sJVynhKiFcRYSziHHHKFsQMfshXRA2hQlLHu3K97lKgkhVFKuL07Vxsj5CNsbIgwWh42WxjvK8joqCY+UFh6tK6grygEaB0wxKsRDFgNTYCcN2r9fhctqdjkx7EKhKby9HMJllKrVEoeSJxLuzc3J4fLXeAGyIMywGugR4f0aXAF+MDIttLjdgMbAVf8e2BsaJzGofwGKMojE/A7HbLMZpimJoHEdRBAr52QP7muprKgvzotGQH0U8drPBplQ6cwXG3dmc3f8m4expJMjUiZ71fZ09eiKUo6jw5V28fGPg/I3WYxN1B4arWyar28+WtQ4XH+itaB8o29+dV3kwXrYf8xXwJIZcvkJvdOr0FjAGbbW5lCqtSCzhCXhcPofD476/e7dEJhdLZTm53N17cvgCsVyhtlgdeoNFKJJlZXO4PL7d6Xa5vTyhZG8OV6rQ6k1OF8TARMTq9mlMhN0b8UcaEsXt/nCjCyp0egsJpgqlS6yekETtzhXpxSqbxU1AhA8iGJRicXabpBTNkgxF0QxFs++0Ff+XevH23+DzZ1gMuJbxdQMsBvxlg6FMvANlBmS14QgTDPnCYdofsDhdPLEYsFitN+jNlkwv+Tt7ZkFeDFjMhEKgcIez2x/Gi2JgMYfZ7tBo9RwuPys7V65QwQgWCIaBTAwkclDfy3QN60xmYDMP8gaJQilTqWUqtVytyRTr7G6PF8UwimaDIfDrYgLBYDTmQVCj1VZQGL93+/JXLx6uzX84Pz22mhpeS/Y/Xxxcm+1en+lZn+lbnxlYnxlYn+lbnTmzMt29PNO9NNW7PNWXYXEmfhPEq6mBzcXRh/dOnz3fevXW6Oepu8kvXz7/+3+/s/nVva1vH279cH/lq6nN7+4uvnqy+d30ix8fP/3u8eZ36dd/3vzp/3q88f3U1g/vshjgOENhgGYScVGoG7RSABajHhuDe2ncxRBuhnCzhJvCnDhsQzxmyGX0Og1Wo0Kj4KvlPLNe5nUacNiGI3YENkOQyeXQWM1yp12No1aWdjGUm0QdLOmJBPBElCqMsgURsHDPlx+gSqP+irxwRV6oIi9SXRCvyIsUh315LB6j0TiDFQbJ4ghdEMQTfrQoAg90VC3PnFtPnt9aOP9q5eLq7MDT+eH1ud6V2a7VZNdKqnsl3b2cPrOU6l5MnknODE5Pf7C88vje3RsVpXlKCY/yOg9UFNcXhg9V5R2vjR+rDBwqJk6UMb318d76vFOV4c7aeGd9XmdD4lRt7GhFuL3Y11rItBQwDRG0knUXoda4Wx9xaMJ2dcimCtpUUbch4tKHnbqgXeO3qlizgjHJaYOU0IlJvYQ2ylizwm9VBe2akEMbdOmiqDVC2COEww8bSacWsStxh4Z264KwOYJY4qg9D7MXYa4yylPnw/eFqSMFwaNF0fbCaGtpflU8Eg2woWAQwnAIp7wk7SEoJ4o7IMjqdtudjp0str7dGKYzmTUGo0gmF8nkIC/O5vKUWh24rZ1eCHwTtseZ3tZMgLIB8mJQJwFZEhjJAyze6VmzPb+7A8QESWMUjfhpiCUhmoBIHMYxjMAJEqdpsqK8tOVAc3FRIhCgaQozmXUymUgnFpv35hp2ZTk1qqaigk87uh4d7JhA4hV7VESWvCJUfPmj28Mf3j3U9UHT4Qv1h680d1xv6Pig9uSF/Wc+2Hf6fEXLmYrmU/68Gp7ElMtX+UOFsVihwWgzWxwQjGt1BoFIKJGJufwcnoDL5XMlMqlQLIJRpKik1Giy8AUilVqrVGnejgULNTq9WK763a6sXXu5cpXJaEM9eBihC8yugNUdDsSaiiqOh+ItKFmNU7W+0P5ApBlnyg1WhiMy5wh0Cp3LAdMI6UcIBqN9GEOTLEuyDMFQGA1+Q+TOQY+d2fF/plEAEG9v1XprrLMT4hkWA/UWNDm87T8L7ZiXC2fKbr5IBKEojcmUIxBwBEKJQqnWG4BMAfoXt5fpYXimu472B/zhSDAaY3/J4m2Bwu0B909GoNAbTDhB+YMhjKQ9CArSWBcEg1sOvFljMCo0WoVGC3QJoVQGBGK13gBaJsCDASFIkvX5QuGM5SYbDLlhVKnVYbj3+rXBL5/fXV/4YHF2bDU1tDLT/WxhYOnxqfWp7o2p3s3pgY23LAY4XpnuWZ3uX5np3wniTIL8jknFampwa2n880+Pjk7uv3hj4NO522s/ff/V//h/7m59PfPqD/fWv72z9PrR6te30y+mn/7wcOObJ89+eLj29dr3/776/T8frH618eN//ILFsMsCcJxJkAGXQU8FjXlozANYjLitFOomEAeBOEjUQSB2DLIhHrPHYXBatXaz2qCRqGRctZxvMSi8TiMGWTHY6vEYHA6N1Sw3G6Uuh4YiHAEfxFIePw35aSjIIBE/Hg+QiRBdEGGLYoGiiL80FiqLhYsjgeJIAGwyLQ77E34yz0ckfETCTyb8WJSBg7grSNgONcWefD60Ontpa/7yi6VLKzMDm8nhtdneldnuteSZpbnupWT3YrInPXcmPdszn55cWbv//OVqx6ljGoXUoFIWhUM1iXhtPNCYxx6tDJ+qDh0pJg8XEp1V4e6a+ImK0JmG/K7GglO18UOlvn15RE3QW8E6yhl7CWlPQIaARUEbxKRWSOqElF5E6kWUQUoapKReQujEuFaEaYQgcK0Ie/tHQiemTXLWovTZ1EGPKYzZ45Q7Qjhotx6zqXC7mnbqCJuasqpZmyZg18dcpiLYUUF46xjkcH7oWHHsUHG8raygNj+eiATDoRBCkAjFQBTjxkkHgoG5DKvdZrXbMlkGyHC1RpNK9/8z9p7fUZ1puvd/cc50GyRVkiqqco670s45VE4KpZyFUAAkEBKKgMGxbWNs7HY2TqAIQkKB4Nx2u7vddufp7un4TvfMmVkz77veDw8uy3jmnLPW86HEkoTYqH773td93dftMFptar1BrTcAFlcrlHqT2RsMgazFSizW/n0KXy8cc3sqb8tQNFYJKECo+6N1gaG4EqELWBxjiChDxGkiQqBRBI4iMEHhgsC1tpY7OtqymSSMRGx2k9Gst1jqdQqZ7bsH47r6rnzm0tnTr5yam0C4xipjSe6IyowJIjn/0DNzT7x24uwrE4tvjM1fPjz32sjpVwfmnz98+vv90xdahhca+ybZdIfaGHxAVs9LpVKpLRiKBYKROIybLXaZQl6nqVXVyWvVSo1OraxV6usNU6emb+5s84IIWAwmYgz1JjCTpjNaDlQrq+QaqzMUxRKEUIqTeUeQx9n2htbJhpaTONMTQ1qFxFCuOC6khmJYsd4ar1Y6VVq33QtDCAPjbBynMJrGaBKnKYKhMRpHQOw7ie1fiVKxEoPCs6L8AlWhwt/K60pdvH8P7P6iFfgc7sNxhcgEx5GCAKTeYCymNZmqlMpajQ6MUYD/dLDGBYrF7+UF4wRo3DGCCFY4A5RTgoDS9zzRUQQNRqJOn9/u8ugNRpAo7fMHSYphWB7GCEDhSt+4oomBNl0FxHW6e1lFTq8PUBjU5hU9nZMSfCIJrkAERhxuTxyBLjx56r1bL+9tPLG78fCdjQc3rkzsrU7fvHJ8b3n61vLMraX528sLeytzt1ZnAY53V+f2Vhd31xb21hf31hf39rF4d/309jqY8ljYvrawvb6wc/30nZ1Hnn/28OlzvecvTL+4+vpHv/31J3/+29KHn9/47Ddv7Pzwze0fXNn94WvX31+68+PLNz+5cvsnb+9+eueLP2598qulOz/+6Ff//A0WA48EcK3FIS8S8e+3uFFohETC+y3GaDyIIxAGh+IRXyzsjUd8kZDb77E6bQabWWsza10OY8jviIW9UcgTDjpCQZvbbfC49H6vEQpaKSIkcAiFh3E4QGEQR8IigyVZPM2TGYHKSUxB5HM8m+PZoiQUJSEvsHmRKSTYNIunGDTNYmkWS1Awh4Z5LCyRUFuBeObRIx/uvPTpnVduX3/sxjvzN96e2Vs9feva4s7a3Po7k2tXpm5cO7189dTK1bn33nv5hz++tbx6hSDwOoUSCYZb0rkmUehM8aNNqbFGYaRIjBXxow30RDN3okU60ZI8WpaOtiZGm4X+HNGVgruScJsQaaIDjWSwhPuzsCsZtolBM+838n4j7zeJQRsftHEBK+u3sn4LOFzAygWsjM9MeU2018QFrGLYmYi4UjFvjoAyBJTGQ0k0ICF+EfYJca8U84oRdzLuKyChBgRqxiIdFDIgMaNZ4URTdrKcn2xvnOhqGW5vaW9uyGWyvJTkUxlCkCI46Y/BYEDZ6/d5fN6Km+1eFLfbc295R72xTqeX19ZVyRUHZXKVRmt3eyIwUtGIwVui8uWVrh2oiyslUiWyC+Qh7CfIfTt+UIyAcSLOkhEaj1F4jMJjKBKB4xiBcgKbzWWSSQknYH/A7XRZnW6bw2V1mutjZnMTQfWXCi08l7C7BbkuVVUvyK1BlYUlktPnLi4+/fbkw29OP7p8+umdiYdWRh98Y2D++bbxRwsD81L5GCx1uCJSvR2uUlpqlCaVymg02a02l95g1mr1qlpVrbpWq9fUaWqVtQq5Uqav1x0dP/LxJx81NDVW1VRX1yjsDle90axQ1soVdVqd0e7ym6xug8UdiFCM1BTFM66QEKWamztnGtqmmcQhmOziEoczxeOp7FFeGvAFREWdp0pmM5hCngAWjtMoJaAUKGlpgqEJlsQZAqNxlMIQEq0EeoDFFjEUw2kGlHv7RYaKyFux9+I0cy9dHifA0EQlZrMi5oK6GMC3AmKS58F6JJAHzyWTGMPYPB65Wl2lUNTp9HqT2Wx3AI3i3lq5aAyAGPg0QNdOTKUTmSyfSoFvFSeIKIICCdgXgkARoNboZDKF3mCMROMUzWI4CYprMJxSyZdw+wNAGtYZTeAXVaXRAqkE+OqAVA0ce6A9CDRuiuMr2c2eQMDrsy/OD+3cePb25oXt9fO3Nx7cXp3aXZnaWZq8szZ7e2Vm98rs7pXZnaWZvZWZvbXZvbWZvbX5vbX53dU5cHZWZrdX5rdX5nevn7m5trC5MndjefbG6tzm2vyN1bmt9YW9mw899cTA7OnuyTMjL61d/tnf/7b5419sf/7b3Z/+0+XtT1fe/WL17hdv3fz07d3PLm9++sbODy9vfXTtg5++s/vJzme/uf357/8PLK708SoshsO+sN8ZC3nweAiNBdB4EIkFopAnHHSFg66gz+52GB1Wvd2is1t0Xpc5HHQBFkMBZzBgc7sNXrch4DOHQ3aKgHgWJjGowmKBRpMsnuKINE9mRbogCnmBzwtcKSGWEmJOoNMskeHwDIcDEKdZTCLjLAKxCCTgUJqFFk50ba1c/OLjq5/efWl7+fzNK2c+3n3y7o2HNq7OXXl9cuWd+RvXHl5aOruy+tCHHy19/OndCxcvej1+tUJNx/CObKktkehO8ifaC+Nl6XAeO5xDxkrkeLMwUU6MN0vjrcmJ9tSx1uThBvZQgR4qMYeKdH+WPFRgBnJ0X4bsSqAdItzGx1q5aCsXbSRDRSJUwIIFPFgkQiUCKpHhIhEq4ME8FixgwRIBNVKRJibWREcbqEgDHQOnRMVK915Ei1Q0h0NFIlIm4+000s3iAyIzlpEmGtKn2kqznU2zvW2nBruPD/QOdHe0NJdzxVIqX2KS6RhJ+6JxMKDsDwb8wcD/hsW1Wl2FxUq1xuZyh+NwRSMGp0Lh/SD+NotBPM23WVxZeXlvtQROxGkiQmFAL45jaAyBSQoXJD6TTUuSgBNwOBIIhf1ROBxDwvFIkIEgKRJhIQhz2FFNPanQUTUGWFYfNLhFoTj76PcXn70y+dhbJx9dnnty69i5q4PzL7aMPyp2TMKZgSBddsTS9W5SYworNZ4apfnAgVqZTKPVmTRafW2tWq5QVMtq7E4bjCK1atXB6gMGowEnsbPnzgqSqFCpamQKEEmu0dYfOCivq92NjiUAACAASURBVDPUmx1Whz8CM0yiAaGLjiATwkqF9smmrrlkaZwQBmlxKFM6nmuYTGWPColBp5uWK501CpvZFgmEyRjC4rSI0RxOMxUQ4wyB0QRGEyj5dVQxmCOPYzhopoGieL/Iex+LKwJFZTYEfBMgU3zN8X0srrwmOI4WRILjSJ6nBSGCIAaLFWxyUWm12nqjyWa/z0oBGFopillRAnUxcLNhDBPD7/XiQJcCtCjAgLXFao/FEQwno/F75ocYigUj0YoF3uJw6k3mWq1OUaeu1epAp67yM4Dg+YqRDvjhwL+RZDmgO0OxuNsfcLmtR0ZaNlaeurN96cbyg1srC3vX5u5uzG8vTb67Pn9ndf7W0vz21dmdpZmdlVM7y6d2VqZ2VmZ3lmd3lme3l2fA2Vqa2Vqa2Vqd31qdv7E8e2N5dmNldnNtfmt9cev6mfWVhWcvHZ070398ceStmyuf/fGP13/45e2f/2nvp39cuvP59qe/XX/vZ1d2f3T19k9euf7Rlds/ubz50eq7P3ln95O7X/zh4/vq4mjQDc59LAbtOxIJEzAUh7wVFiNRPxz1xyO+cNAV8juCPpvHabJbdDaz1m7RuR3GoM8ehTzxiC8KeUJ+h99vdbnqvS5jyG+LQi6aiPAMTCAhLBYkkTBLxAUaTTBYBcd5nsvxXEHkG1OJUpLPcGSCQiQynuHQNIukWSzFoCIRo+NBOg5xaEgg/V1lfnG67/XnFm5de+b9m8+9e+PC3Y0n7t743p3NJzbXH11ffmR56dErVx9d37j03ofXd/ZuHh45qlJqjBpTmhZ7Ck09mUx/WjzSlBjKET1SqEcKDeXRI8380ZbU0XLyeHv6REdmoi1zpDlxpJwcb01PtGXG2zInOnInOnInOvInOnLHO3LH27Pgzw+XhME825ehetNkf44ZzLMDOaYvQ/Vn6YEcc6jAHS4JI43ScINwqMD1Z9nuBN2bZPvT/EBW6M+LA3mpPy/258WeNNubYvuS7KE0P5KVxouZqabCTGvpbF/buUNd50b6zxwZmhk9PDY00NPV3dzWnmtoFrJ5mGb9MRjkRQRCQeAv3o9j0A8BDk2VRitT1QIWy2vrQPvuvsk6cCoIrpgo/ksW73+4/m9ZTOFR8msWozhG06QkCQlJoCkiGgsFgp5wJIDgcYSEMTwuEjgVCkVt9nC9Maauj8o1cYUhpnVE3bF0oW3+iZcXn7s6/cTbJx9dOvnI6vDcK61HH090T0dSfXa0ZIaSRi+rsyK1+tBBma2qxlRTo5fLdWpNvapWLZcr6+rURrMpXywuLJ5paWvT1xtq5DKFSukPBiw2a626zmgyO10eh9Or05mra2rVaqPOYPMEYqxYZBJNgXgiCKeTDWPdow/nWqeI5BDCD0iFicb2uWJ5KpEepdjuelOsRmZR1dmdbjgaZxGCJxmRYHicZnCauu9gFFlxTVRioAGLAXArOK7IFPfpxRU072cxwNb+9l1FPq5orJW6G6Nol8+v1GgPyORVcoVKowUqbcVKAVh8X2MQmIuFZIpNJEieRygqgt7z5ABdy+p01en0MrlSo9V7fQEwBBSCIoFwBKDTD4WBd81otelNZtBYVtSp63T6yt8OmocxFAOuD6C6UBwPrhW4bpW8TU8g4HBamhvYN1859/7eCxvL51ffmtpenX33xsLe6qm71xburC/urSzsLM3tLM1sL0/fXJq6uTS5vXxq++q9c3Pp1NbV6c2l6c2l6QqFN1ZmN5bnbqzMb10/c3Pj3NI786+8Onf6odHJM8eWbt149xe/3P3iNz/847/f/fIvO5/97v0v/7z9ya83Pvrl2vs/u7z56fqHv7h848Ol2z+6fOPDWz/+/Z3Pv6kXRwKu/Sze38cDpTEeD8UhL+RzRINuLBYEIL5X8/rsPrfFaTNYTRqLUe2w6n1uayTkBvIFKJm9XqvTafC5zVDAEY94GTLK0XEMDgBJmsFjPIUkGCzBoAkGTbJ4mqXTLANY3JASMhwukXGRiKRZOMXAKQZN0oiAR6lYgIqFWDQsUlAhGS+l4Y5G+txM79KrD15/6+ErL89fe/v8rY1n9ra+v7Z04c03n3jn6qUb22/ffu/my6+/znKJB75T47X5mhLF3mJjfy47mBGHsnR/EgYs7s/ChxvY4ebEWHNyvC0z0Zo6Vk4eaUocbU5OtGYmO/Inuwon2rMnO/PTPaXZ/qb5geb5gea5gebZ/qbpntLxjtzRlvSRcvJYa2a8LXOsJX2knDzekT/RmT/ZVTzZXZzubZzqKU52FSbac8fK2YmWwom20smOxsmupsnOxuPtDcfbG8bbikfL+SON2fGm3GS5ONvePN/ZstjT8uhIz/eOHnp8YuT8xOjckZHRQ/3dnV3Nbe35xrKYK6AsH0IwkK/2bRaDdwVgMWjc1ShVgMU1SpXRagNvMz8UrrTprE6XxeE02x3APgFwDEwU9zbd4TjIz71PLwZQ3s9i4GlDaRKmSYTEgb+YIAmGoUSR51gaReKBoMfrc0JhfxyJIFgMRmM4AqNQGPeHSI8/ojM7Dii8cl3cGURhptDaN//UiwuX3pp5+srJx94ZP3O56+hTUsdJtDDkY1odSN4ezdihhMVD11thRa27WmaSK+plMq2qVgfGDXQ6fSQab2vvml84fWJyyuly/8/vfEdVp1KolBqtRq5U2B0ury+k05tra+s1GrPJ5LbYA1CMovlCBE8FkGS6ebT3yEONfQt0bjTK9+LSULZlqtxzurlzVkoNR6KF2jpvtcyk1bsDIQLBeJwSKU4kWW4ffEmMInGawmmaYL62EldEBsC7/SyuuCD2+9L2i8jfZvG3v/Y+FpMsx4kSK0pRBK03W6pk8geqa2RK1bdZDLRacLvdf3uo6NEkz8MkGUYQ0LKrjMnJVLUyhdJssYUjMRjBwMKnylQnME4YrTagS+hNZuBdA2p15fcN/FvA3wUGrIE+AxZgV+5hMRTzQ2GX20YTgQuPHf/wzqu3b15cvzJ77cr07trs7WsLt6+fvrV2em95cWd5fmd5/ubK9M2Vk1vLk9tXp/az+ObSqa3lU1vLp24sz26uzN1YndtYmb2+NHtjZX7z2umtjXNLV8++dvnMw09NLT4+f/nG2tqHP/joH//647/8590v//TJb/7lvS/+dOfHv7/9kz+uf/CzlbtfXvvwF2/d/PTq3mevXntv77PfXXv/Z/ezGOB4P4sr1TEY/YgG3UGPLex3otEAHA3Gwv5w0BPyu/weu9thtpn15nqNuV7jtBlDflcs7I9HApGQN+hz+j1Wj8fidBr9Hms46IKjfoaMczSCxoPAqsGSUYGBEwwi0bBEwwkGSzJkkqGyAltKSaW0kBGIBIMkmFiKQ5JcPMnCCSbO4REi5idiQRqBeCKcT+JZKSaQ3oZ0/Nih7MOzvRcfGrvw8NhTjxx74Zkzb12+eOXqS8urb2zubu7evXX63MNuNySvViMQ1ppp6krnexKJHonuT6KH0vBQDh7IxftycE8W78nRfQV+pFEcLfLDeXY4z44UuLGScKwpMVFOjTcnj7ekT7ZnTnXlZ3uKsz3FU135k525qe78iY7MRFt6vDV5vD072Zmd7Myd7MrN9jfN9jfO9DXO9JXmBprmBhrBn5zqbJzpaprtbp7pLU/3Np/sbpzoLI13FMc7iuNthfGW3PGW/FRHw1x3ebG39Wx/2+OjfU8cG3p8YuTBY8MnhwYGezpbyy2FxqZ0oYFLZzFOCGNEIBr1hcP3aRRAaqjUHRpDPRAoquSKAzWygzK53mQGnvlQNOYJBMEnA0eR0WqzOJyAxWD8CVQoERipsBjkhFVK4/+SxShB4iyNszRGkQiBYwROURTH0qLAMQyFInEo5AtBvlgcQrEYRsAoiYVikRAEEeE4HYgEtGbt/zhYX6MKeEMEl2zoHZ596vuzF1879cxbE4+8Pjj1TKl3Ec0NhsQOH9XowQtBvBQmGmJ4KYpknW5Co/WYzX6Dwa5U3UtM1+oM/kA4BMUCwQiMYHqDsUauMJpMYkLq6e232hwabb3T5VNr6uVyrVZrs1qDUIRGiATNFwi+kc90dwwtdI09xJbGYGkgLvYLDeNNPQvtAw929J9OZA7ZnZRMZpXLjBZLIBajcJwnKZ7mJYrjv8ni/2Kao+JaA7zbD1MA0G/70irV8f4xvP0spjie40WWE8DheBF8CKbvRCnJsHwgCNWptQerakDOWZ1OD+aMK4EPoGtXcVBUmor3im5JIjgOJkkIhn0hqIJXRZ26Sq6ordO43F4wFh+JxiPReMX5DmbqwBwHsEwYzBZQBDg83kA4AuQaTkpUQAxYDE5FLQGXhWQ5GCdCYX8Esp2a7Lm98/IPP768t/X49aW561en964v7q4t7Kwu7CwvbK/M76wu7KzNbK9N3Vw9ubM0vbc0vQPOyuzOyuz26uz26izQKDZXF26szF9fnb++Or+xtnB97cGlpfMvvnLmmZceevrViy8svfP61u77v/rzu7/8652f/uFnf/mP2z/63ftf/OmDn/91/YMvd370+/UPfr506yert3/6+rUP7/z4j0u7P/4Gi8N+Z4XFFUMFHPbtZ3Ek4PK7LCGvPQ5545EAFHAHfM6Az+l12+zWelO9xmhQm+s1boc5HPTEI4Fo2B/0u7xum9tp8bitTofR77FGQm7AYpaC97NYZJEEg3yFYzRBEwmazPBMMcUXU2xWxFMckhaQXALPiEhaQJMszOERPOrDIn4yHmKJaErEMkk0LcRyUqQhHRtqF+fH248MFnrbElPjA6++9Mza+tLy6uq1rd3N3bsDQ0eNRqfJYGfidFkqNnNSmaJayVgL7u9kfb0JqCcd6UhFWhPxcpJoT5O9abJXQntEpFdC+xJYXwLrT+JDWXq0yB9pEMebpROtqROtqeMtyWNN4pEG/mhZPNosHmkSxhr5I83ieGtisiMz3ZM/1Vuc6s6f7MpNdeWmu/MzvcXZvtJsX2m6ozjdXppqL51oL4y35UbL6eGm5FCDNNyUGm5OjTanxsrp8ZbcZEdxtrt5sbf13KGOh4d7z48OzA/3H+3p7GxpKhWK6XxByuQpKRmnmCCMBqJRLwT5gwFfwL9f8LW53BaHs+KWl6lqD8rkgMUPVNdoDPXeYAjY2kCRAipiYCoCLK5M3FXek1837uivI2zuY/H+QzD3WIziGEEQLMNKAi8JHEVgSDwWjQRj0RCMRFAshpMIzhJhAg3GYnAwinlCXq1J/d3qWkWtze2F+UTjobGZiy9MXXjpxJMvH158tnX4XLJlIp7sDIstENsMMU0I38oku9KFQ7nCoD/AWawRUSrRdEKnN6tq1WqNTqcz6PQmhVKjUGp0epPeYNZoDQql6tjExOraejKVqVPrbXaP2eyWy/UymcFqCTJcnpMa0rnOpo4jbX0ny30z6dYTRHYISQ7i6cOFrrnescd6Rx/uGlzkE706Q7i6xlRba3a7IyjK4gRLkOxXU3A0wdAYRaEk8e3huvu8w/exuEKcb6vG+z+s/HfstxgD+IK5Z/CCplmSYjheFMQEhpM2mwNksYPN0N8O36k4KCphFPt/TkoQcJaN4XggGnX5/CabHTyBgWcvQ73J5w9WWByN36udKxoxaNOB+WZwAwDFeBRBKY7nE0k+kQTlPJBE+ETyXs8wkQSvpXQmkcmKqTQrSiRNxCLOzjbp5e8v7t589vbOhZ3NhzZWZrfW5rZX5m8uz91cngcs3r42u33t1M761O7yqVvLp3aXT+2tzNxr363N7a7Pb68v3lxb2Fxd2FxduLG+uLG2cG1lbuXq4htvnH72hdMvXr7wyvLrF9944/srN2588vOtT3/94S/++uu//b8fffnnT379t49/9c/bn/3mo1//y81P/3Hjw1/d+OCXb21+8u7nf35l9b1vsBjyOcJ+ZzTo3m9ug8O+ipsCjQbCfqfPaQ64rZGgOxzy+rwOj9vmcdtcTovZpNPranValcmodTktUMgbiwahkNfrsTvsJofd5HZZXQ6z32MPBz1wNMiQCKiL0WiARMIcFZM4NMmiCQaR6JhEw2meTrF0mqPzCbaQZLIinhGwXAJryDLFNJlL4CkOAdtG4kE3DHlZKpZK4CkRTfHxYgpuzmFdDcxQR6q1SPe0ZR9+cPbtty6//c7S5beW31nfeWNpK1to02ktHruPiuAlNtlAMU0Y2gAHSlFHE2proZxlztsshBqFaFFAShzcwkZbyFALGWpnIh1stI0OtzORbgEeTONDWXKkwB5t4I81iUcbhbESP1pgRov0WIkZKzEjBepwjhjOk8ea+Mm25PEWabxZGG8WjpelybbkVEd6uiMz1ZE92ZafbMuPt2SONCUPl8T+Atubo7uz9GCDONQkDTUnhhrFwyVxuFEab8lMdxRnOksLPS0Lg11T/Z3DHa2tjcVivpDK5flkGufFMEZ6wlGQaekL+P3BwH7/A3haBA4htd5Qo1QdqJEBFn+3qrpOq3f7A/uVO1AUV+ri/fErgXDk3sjpVwIFYPF929gqbrbKQUkCoymcJFAcI0lS5IVsQkpLIokiSCwaj0EIHInD4WgsFEciCI2FWSqEYnAYQXwRj95aV61QqNR6pytEc02Hx+afe+nEU98/8vCznSceyvdMi02jaLoDy3RRuV423y8WD+XLY+090739p6CwpFa7RLEkCFmt1lhvtNidLkO9SVWrlcnVgWAsmyv5A5BWV3+wqiaZypw5e67U0Oxweo1Gu83mr601HTyg8fuwZLpcau4rtw239092DM3l2o8z+WG6MEpkh7H0UFP/4tipS4fGHyt3T+F0a63aVy2r12isfj+MEzyG0yh2b9EGxXEEw3wlRDAoyeA0h9NcBaAVvFaAe5+nrUJblPi6R1cZd64MPVc8bYDgHC+CJCBwaJolSZogKJ4XOU6IRuM6neHAgaqDB6tlMoVcrgQsBvk7FY3ivqG7/T8twXIIRYURxAtBdrdHbzIr1RrwO6ZUa0xmqz8QisWROIICHIO8wHvPavp6AGKD2WK2OSpPYFA0TjBsBb6sKHFSMpHJJjI5MZUWU+lULi+lM2IqLaYyiUw2mc0BHEtJkaSiLOXv704+eLr3rdfm7u4+tXP9wY2Vua3Vhc2Vhc2V+a3V+e31RZBHsbV2ErB4b2Vmb2Vmb2Vub21+d30esHhzZW5jaXZrbXH7xoNb189cW1m48tbsk08ceeR7k088e+7Jly6ee/bZJy8vvXbjvc1PfvWDX//9p3/8jy//+B+f/ePf737+T+/+7E8f/+O/3Pniz3d/+pc7P/7z8t4XH3z5t2fe2PnvWAwo7IfDvjjkxeMQsLUh0UDI5/A4TD6nGQo4gwG322V12M1ul9VuM9Yb1FqNUqdVmU06j9sWCftj0SD4HLvN5LCZvG6H22n1uW1QwBOPBEBdjMUDaDRAYRBHx0QOkXhM5FCJhkUGyYpsWmQyPJOV6JxEZUQ8I2K5BNFc4JvyXClDZwWMxUJwyBX12+NBJ0/FijmhmGV5OiIyoUIabcoTDVmyXBJPL55cWbm6em3z+ZffufTy0mtLexdfWMbJtLrW7LWH0EA8izMNJNWAxUuwvxnzlXFXmXQ1s74mHmrgIjk6msWhBiLYgHgbUV8LGWqloDIRaiFD7Wy0S4B7JHgwTQ7n6dGiMFbixkrCaJEdKbJjDfyRBn64wPSnsP4UdjhHH20URorsSJEdLXFHGvjxZul4S/J4a+p4S+p4W36iNX+0OTPckDxUkgYKQl+B7y3wQ03Jw83pw82pwQapL8f1ZrnDJeloc2aiOTvZVpzsajnWWR5sbW5rKjUUS5lCkUsmUZYLxhFnMOTw+VyBgDcYCISCLrfX6fI4nG67w2WzO80Wm95Qr9Hq1BodWH1WUyOvqqp54EBVnVrr9vju7Q1zugCFweBTRaAAYV3gDQmKo/0sxmgG+yaLwQHOYgzMeuAYRhIYgSMYSlFUUpLymVQ2mSBRBEXiKBJF0FgMDkPRYCQOxQgYIlEIxxAUg6GY02hTVCuqFbV1Fpsfp8vD42eef336wsvDZy42jiwm247zjaNEvpdrGkp1jOe6Jkvd0y39swOj50bHH2L5lqqDBr3eZTa75Qq1yxMIRqI6o0WtNimVBhimR0bHY3FMZzDpDEaZXGk0W8NR2OuF1BqzweCsq7PVqqwYkUpl25raD7d0H2vsOlbsmki1jHMNR4Tmcao4hmWGykNnxxdfGJl8stR2PIzka5TOalm9Xm8PQTBOsIDFJM1SDFdhJUpSKEmjFINRLE5zlaeK/cICyXGVSvmeZeKrLR7Rr5anxDEcoxmC5QiWIxiW4gWS5QiWJVmO4nla+IrFgshwPANiKGgWRGUSBMULEkUxPl9Apar7znceqKqqkcuVcrlSqzPojCajxQrGPYBuWwmjQAgSIymMpHGKJmiGZFiMpOMEAUXjbp/fbHeAW/4D1TXAN2mx2v2BUAxG4zgeicY9gaDZ4dSZzHU6fa1OV6fT1+n1IBbOHQj6QpA/HAlFYwhBslJCTKX5ZEpMpYCPOJnNpXI5KZ0G/g0pnfmqTE4lMplkNpvIZJPZVCLJRsMOOGbPpSLz0x0bK4/f3rywuXJ+c/nBG0tnNpdPb6+f3l5f3Fqf2bo2vbU2tbM6s7sys7M6s7Ny6itn2/zO2vzO6sLm8uyN5bmttcWdzXO7W+eur82//urkyany+GT32OShI6eOH51fWHzq+cdeurLy7k/u/PSf3vvyDz//6398+pv/Z+dHv3nvF3+587M/3/nZXz/+zb9++Mt/3frkt5/85t8uvbP3DRYHfU4o4I6EvPFIAI4G4WgwHgnEwn4ciWBwGI1DsbDf77E7bUaP0wIF3H6fy2E326xGh91sNunVdQqNWmky6pwOSyjojcegMOT3ehwup9XltLqdtpDP7Xc7PE5L0OdEYgEKj5IYhCE+NO4nsABNQhwT5RmYZ2CejnMUnOCIpEilBDIh4GkJz6WobJJMiVhTji8XxOYsnxNwFgmiISccsKMhp0BE8xLdkOGzSTIpICwNUUSQ5eLDo/1vLr25sXvrzdXtZ15Ze+qV668uf/joxaVAiNOqbE6jD/ZFxRhSJPACEi7A3kLM1YS5W9lghxRrk+CygDRxSCMLN1GRMhVuoSNtbKydi3fwMDhdItolod0S1pciBjL0YJYeyND9aXIwRx8uciMNwnCJP5RnBrLUoTw7XOKHCuxQgT2UZwZzzKE8M1zkRxqEscbEcCk1VEwO5MT+gjTUkB5pzo0054absgOFxEAxMVCQerNCV4rtTnN9OfFwMTlSSo80ZocaMn0Nub5yQ29Ha0u5KZPL8okkStP+SASsAvNCkC8U9AX8Ho/H7XY7nU6n0+lwOCwWi16vV6vVSqVSLpfX1NRUVVUdOHCgqqpKo9HY7XZ/IOT0+kDnBIgSQLADSnHF1XRPoEAxsFcCZ1mMYRCKqnAZpWmw/gehKIT4eksxQuAkTRAUjhEoy9KZTCqfyyQTIhyPInAMReEYHIXi4TASjeFwjEBgBo9gsWg8FolGbXanXFl3UFar0lvCuNg1On326cuLF98cOPVUbmBeap/iWibE9vF072RhcK4wuNg4eLZj9LGRqYvHTl1g+LLRGPzOPyhqatR1GoO23mxz+/Rmu1ptcTpCPl80GsOcLp9Wb7Q6XTpjfY1KJVOpVWqDWmdV1Vlr6+wOewxGU3yqRch2NnYdKw9OCY3DVH5IajuR6JgiimN08Uj/iSdHZ54dn322tfeUOyT9w0FTlUxvtXkiURTFaIYVaUZASQajOZT8uv7FWRZcQLCeo3JJgckMbM0AH4KDMQxMklEMCyNIIHZvJywEw2AtLDjgmxAcV7GvMdK9R3tWlFhOIFkOpMgTJA3CgCLRuMFgrKqqeeCBgzU1cpWqrq5Oo9UZDPUmi9VuszudLo/H6w9BkWgMBjEjOEGRFLM/7w1YhkNQxOny1BvNtXWaKrniaxY7nKFoLI7jEAw7PF6d2awxGpVabbVKJaurU9fXm51OsPQWrJ2O4TjOsmwiIaTTUjYrZbPJbEZIJlhR4CRRSqdSuWwql01k0mIqWdk5LaVTuVKx0NiQLeYzuZQgMhQFI3GvQEHT492rbz55d/OlnZUL62+e27h69taNh3ZvnN1cO7V5bfrmxszOxvzO9bnda3O767M7a3M7K7PbS3M3l+d21ha31xZ2r5/dvnbm5vUzt7bPb1xbeO75sUOj2WwTx2eYTLnYOjDYe3RqfPGxM0+/+uLKzsq7P7z789999oe/f/qHf/3wd39/79d/e+/Xf3/3l//8wa//5ZPf//sPfvdvl67+NyyOhf0AxIDFAMRILBSFfD63zWGt9zgtoYDb53UCFtusxnqDplYl06iVZpPe5bRCIV88BkEhn8dtdzosTofF7bQGfS6/2+F1Wb9icZjCwwQWwBDffSzmaOReujGHgko5JWK5FJVLUWkJL2XYhgxbTFBJOk7GvHDABvutaNBBx4OlJF9MsUkBT4kYQUAwGkznxNPnT1/d2Fjdufv66u6FVzcuvL7z/JWPTpx+0e7A62pMDoMn7o0IUbhAoHksXMSDJdRbJgPtfKQ7ifWmye403Z3herJcp4T3JPD+NHUozw4V+EN5biBL96epwSzTn6Z6EniXhHaJaLeEdUtYl4R2J/D+DD2U5w7l2f4M3ZskepNEf5oayND9Gao3RfYkcPDJ3RLWlSD6MnxPRuhOcd1pvifD92XFvqzYlxO7U1xvRujLir0ZoSvFdiaYriTbneKGiumBYqo7I3bmkl1Nha7WpqbGUjKdZEURJsn/ksUel9vlcDrtDqfdYTVbDDq9pk6tUigVMrmsuqamqrrqwMGaqmqt+h6LXT4/GHaqUBgIHUCdAON2QKCAceL/hsX3NsaTZJzAsK9YjJMYxzHZbDqXTQsCF41AMBzDMCSKxgCLIwQco1CURqNoJAxHQjHIJ0aEVgAAIABJREFU4nDWKOsOyFRyjTkQZ/uPLTz63JX5J9/onngs3TsjdpwSOqYzvdOFwdnS4TNNIw91TDw1MP3cyKnnDk88jmCF2jqnvEZntXnqjVa1wWT3hwx2V22tSaO2Ggz2OrVBb7BU1Sg0hnqD2Wyy2fQma522XlFrVNVZjeaA10tEohKbbOULPcXOYw19J8XmI3zz0XT3Kal9CskeJopjvRPfO7bw/elzLzf1TFk9zHerzYpao8sdiMMETrAcn2BYEadYghUqigROM/t3c1RYXMHxtw+41DEcj6BoFMPAxiOwnLuyGRYMQ4KeKsFxtCiyiQSX/Poxv7J3maJZlhNYXvQHQnV1mqqqmoMHq6urZQqF6n/DYjDaTpA0yN4EIKYZDieoOIwGgpDN7gTL9IBAoahT11usIMPEEwpZ3e56m81gtap0OqVWq9RqNUaj2el0BQLAHQ+CWFGapkVRzGQSuVwyn0/m89lCPpnNCEmJT0hSOpXMZlK5bDKbqbAYALrY1NhQbi42NRZK+UIxVyrlUxKHxYJJBj47Pbq79tL7W6/urD194+r57bVzt2+e39mYv752cmN9amt9Zmt95ub6zM31GdC1A0aL3bXFndWFnWtnbq6f3r5+5tb2+evrC5eeGx0czWWaeCZJ8dlkqrE5W+5p6hvrG5+fe+L5J19ffnvv/e3Pf/X+r//y4e/+/tHv/v2D3//b3hd//vC3/+uLv/1/X/7tP1+6/v5/y+IKiGNhPwAxHA1GQl6vy+qw1rsd5qDP6XHbAYstZoNWo1IqqjVqpdVS7/U4wpA/GgkGAx6X0+qwm50Oi8thCXicPpfd57ZBATdgMU1EKCKEo34SDzJU+D4Ws1SMZ2CRQ0UOTQp4NklnElSCR7MSkRXxNIuwSBAJOqJeS8xnhQMOIuIrSHQpzaVFkqXiEORmOGLi5PHnX33tnWtbl9d3X16+9fTlmy+ufPTC8g96xh7WGyD5AYNN7457I1wklsORIhFtosIlzNtI+FqZUJsQ65TQziTZneX68kJPiurP0sMN4pFy6lhr5mhLeqw5MdIoDTeIg3m2K4G18bEWNlJmIi1spIWNNlFQKxfrSmDdSbwrgXaISIeIdEpoKxdr4+PfOkiXRHZJVJdEdQhEK4u2MEgLg7RxWJdEdSfo7gTTKZItDNpIRIsoVEShFhZrYtAShRRZoiEtNubTuWyaF3mCYaMY5guHwQ46bzAEender9flcjkcDofDYbfbK3WxQqGQy+UymUwmk1VXV8tkMo1GY7Va/YGQJxAEJiRAYVAOgyTZCoi/Xjyxb9/afhZ/XRR/A8c4ThKAxWD0OZtNZ9JJlqHCUBCGYwSBxbB4KAZBcCRKIghLICQaQaL7WfxAjbK6tt4NkYcnH3zipdXpR19pGT2X6plJdM8le2ZLQ2eaRx5sOfJo14mLhxdeOXr29ZFTz3UNnQlHUzK5GQqiPb2HWE5U19dbPD67L+RwQwcP1FZX1+n05kQyF4SidTq9Uq1RaTSKOm2VrPZgjUatdTjdMBQWovEELbWKpb58x5FsxzGpfDTTNZXvXxDbTsZSg0RxrHv88ZPnXj39xNu51mMaU+yA3KLR2wPBKIrRJMXzQpLjEyQj0LxEsgJwGWMUXbl7fWNhEnOvXt5PZDAjh7MsStMwSYLR86/ucwSolEEyFKiUIygaJwiMYShB4JJJIZMRkikxleYTSTAigdMMw/GCmMAJympz1MgUVVU11dWyqqoamUyxn8V2h8vp8nh9gRAUicURFCMqRXEFxIDFsTgCAuPVGp1CWVutUFYrlBpDvclmB3d0h89ncjj0FovWZJLV1al0Or3FYvN4wKppsPcWJP9RgiCk08l8Pl0spovFVKGQbyhlCvlEJi0kE4C/AMfgBTiZQr7Y1Fhqbio1N7e0tZYaS4VCtiGfEVkSDbtb8tzFR0++t/XaB7svbS4/fP3Kwq2tc3ubi6tLE+srJzbXTm2undpaO7W1dmpnbW5nbW53ZWFvdXFndWFndWHn2umb1xZvXju9d/P89fWF5547MnGyraO/IduUSTUUEqVGPlcWi12Z1qGGgaN9k4tzT71wcWnj7dufbPzwV7tf/PH2z/+6+/mfbn/5l49/+79++tf/uHrrx/ezOOR33cfiKOQDII5HAuGgx+O02Mx6p80Y8DrcTqvdZrJa6usNmrpauUJepdPWOuxmv88VhvyRcAAUznabCZTGPrfD57IHvI5w0IPGgxQeZsgoTUIkHqSIUIXFHB1nKZilYIFFJB5LCLjEY0kBT0tkUsAFJp5kEYmOc2gIg9wRryXsNkW9FiToICPeFIM2ZoWUQEEBTyjoGzh06I13lt9c3nz5nY3n3tj4/pW9S+/ceWvni1c2flTqmanV+GsO6OwGT9wbYcOxLIYUiViZiTaSgWYq0MKEWjioRYi1J9CuDN2b5/qz7KECN9wgARYfa80cKafGmpNDRb4vQ3eISJmJNFFQIxlqIEINRLCA+hqIYBMVbmGjLWysjY+3C3CHiLRy8crrdgFpF+B2AW4X0A4R6xTJLonq4PEyFW8io01ktEzDnSIJTgePt7JoMxVvJCINeLSFwZpYrJHFiyyR5akkT/McQ9IEjBMQDHtCIcBiTyAIWOzxeZ1ul8PhsDnsNpvNZDHr9fo6jVqhUMgUcrlcLlcq5Aq5TCFXazRGswXEUIB0Y6APAo0YzL/uzwG4F3oAlOL/E4u/OsR+Fosin8tlkgmRwFEoFEDgOEkRcRwGLI5RKMZRMIEAFgcjYYvDKVOpv1utOKDQOoPY6PRDT760OnH2uebhs/mB07mBs9mB0+WxhzonHu+dunR44ZXx829PnH9r8MTTDZ1T/pBwsEonibknn7zY0dmt0uq0FpvdH/IGYiqVUa02uT3Bnt5DxVKzyWqTq+r0RnONsu4fDihqFPp6k9/txUIQH4VTpFCWSgOZ1jGxaSTRMlHqXygMnObKxyOJfrbhWM/49xa+985DF5b4TG+VynNAbqk3e6AwjBMsRQsVFjNCAuD4nh9238PEffC971RYXHkK2Q/u/TdFUCxHMQywmBZFIZ1O5HJ8MgVKY1AXkyzHi5IoJaFwVK3RPfDAQUBhUBrX1Wk0Wv19LIbC0VgcwQkKiBvAHgdYDMaaw5GYw+nW6gwKZa1MrqxRquS1dXqT2WC2gK10XghyBQL1NptCo6mprdWZzU6/PxCNghOMxcIIAu4fFRBnSqVUoZDK5/ONDdliIZXLiqmkkEwARSKZzaTzuXQ+B1iczucyhXy2WMgWC43NTYViMZ1OF/LZxmJGoGGBhIa68tffufjR3qs7a4+tvDGzfe3s9sb88pVj6ysnttZnttZnb67Pbl+bBV27vdXF/SzeWl/YWl/c3Tp3bW3+0nNHTp87fPTkYO/hnraeroa2nmxzd6qxN9nUz+RaEy19LSOTo6cfPfvc5YtXb17e+cHye1/u/uQPd7/480e/+vunv/23F1fvfoPFAa8j5HeFg54o5KsUxVHIVxGOoYDb7TBbTTqHtd7ntrkcFpvVaDLqtBqVSlmjUtYY67Vuly0U9IYhfyjodTmtVku9zWp0Oiwup9XnsvvdDuA7RuNBEoMYMsrSEZqEGCrM0hGOiXJ0fD+LEwKeFImEgKdEIi2RCR7jqZhIxTg8jEd9sYA96DIFXaaw1xoP2um4TyQiOYnC42G3w14qlp9/8fL2rU/eWXv3ude3nnpp49Jbdy5dff/tW794cf1TqXxUpfHJDurtBk/MG6HC0RQGF4hYmYVb+Vi7EO+U4l1JuCuN9+bogZIw1JQcbU6PNaePlDPgjDWnRxqTww2J3jTdKeGtHNxMRxvJcAkPFdBADvZl494c7AMnj/hLeKiJipSZWIeIgdMuoG080sLGy0ysmY528GiXiPckyJ4EBfI2u0SiN0n1JMhuieyWiJ4ENZBhh/LCaENytDE92pQbKReGW4q9jbnGtCixJElgGIFGYMQfibiDQYfvXqwayAby+Lx2t8vmsJvtNovNWm8x6wx6lUatUClrlAqFSqmoq1XWqmQqpUpdp6uvB71y0Nq2uz1gVKQSggxYDGZz7wUzflOU+O9YfG9pPE3i5D0QkzSRSIi5XEYUuHgsAoUCKApTFAETCBQPQ3AkTmO4QCMkGkVj4XgsEIYsDqe8VvPdasUDcrULwo7MPPTY81fHFi62jZ0vjz7cNPJIw8jD7ce+N3Dq2dEzrx998O2Jh66MnX69feQRqTjiDbAPHNRGwujI6FEpkVJpdfUOl90fsruCeoOjtrZeqdK6PcFAMKI3GIOhcLmtMxiJH5DVyWuNFkfY6UHdPjIQkTCuOdEwmCqP8A2HU22TDYOnMz3zVGk8lhqUyicGJy88+PTymcffihKl/3nQUiWzWOyBaAwjSI6keJaTGFYkGR6wmOJEgmEBiyvXDQjE3z4VHFfE5Qq7AaMriWuUIJA8/9UFpzGGIXm+IrkCyZiTEsAAxwiiICVZTnA43TK58jvfeaC6WiaXK/9LFrvcXp8/GI7E4jBKkDQI96mwGKjPMIIFQ2GL1V5bp6mRKWpkCpmqVqnWALOw0+vzhSAvBFndbnV9fbVKVWcwWN1ukPYHKmIAYi6ZBNJEBcSJXE7KZABh0/mclE6B3aZiKglKYymdElNJKZ2qFMvJbEZMJBubyk2N5VwmV8gkMxKTpONNWfrSk6f2bjx3e/PitXcWN1cXt9bn1paP37g2vbMxv339Xgzb3rWF3fV5kFCxsza3vTq7vb4IWLyz+eDqyuyzl8bOPXLk1OKxoyfGBkeHuwZHW3tGmzpHS+0jqea+VEt/rnu4+fDxgakHpx77/iMvrVy6urdy9/N3v/jT53/4z89+92+Pvrj837K4AmLwOgr5wMiG02a0GLV2i8HrtgHU6nV1tSrZfoECCvnCkD/gd9ttJrNJb7MaXU6rx233Om0BjzMS8sLRIBoPEmiIJiIcE2XpCDiAxSwVAyxmqVilNE5LZDZJp0RCYGAOj1BICIHckNcacBoDTmPYa4sFHHTczxNhBouE/V6elR5//NLO3qfL6x++vfbxC2+/++Sru0+/+e7Tb7/72s3Pn1n6gG8crdP65VUGq8EddofxUCyBIjky3swjrSLcISE9Kbwvi/fl6cESN9QkjZTTJ7oaTnSWjncUx9vyR8qZ0abU4ZJ0qCB0JYg2HikzMQDiHOxLR90JyPFVVKaJ8RhZr4n3W6SQPRl27gd0AQ0UsWAJD5XwUCsb7+CRbonoS1EDGXYwyw3lheGiNJBh+1J0b5LqT9PDRfFYOTPZUTzZ3TjZU57sbZvs7zjW19FTLuVTIs/RJE0EwhFQFDt893IkvH6f1+9z+bx2t8visJtsVqPVYjCbNAa9SqOW16pkKqW8VqXSqMGHirraWq3W6nR5AsEKi/fvZ9ovUHy9B+grH0XlYfk+FlegAFhMUCQQiymGTKUS+XyW55hwKBAJhzAMASwOw5EIGovTGMZTKIXHcSQcj/mhkNnuUKo1D9TcY/HR2YcfvvT2yNyFnuOPd594qn38qfbjT/dOPjO6+MrEQ1fHz189+uA7h069WOyex8VuPyQoay0Kucbp8pitFr3F5IvG/VHE4vArlfU6nRVBKQxntDrjwaoaBMVnFs5wYrpKrq5R1ttcMaefdPmZQCyJCi2JpsOJ8hjfOJbrnmkYOCO2TuP5I0h2ONU+PTp76ZFnV6fOft/u4/7HA8Yapc3hjsAISVI8SfGgd0fQHAAxyQr3QiT23bT2l8CVA3p3+1t8lVP5hAqFAbj3fzkQi/lUSkinGVEC4xLA6MZJCYYT4jCq1RmqqmWgayeXK0F1rFZr72OxPxCKROMwggGlmGH5yrQITlAoRkSicY/XD9KUqqpl1TVyeW1dnU5vtjtAEGAgHDHa7UqtVlZXp9RqzU6nF4JAvxEUxTBJMpJU0YhThQIAsZBO86lUKpfNFPKZQj6ZzfAJiRUFIZlIZjOJTJpPSADNFRan84VkKtfU3Nbc1JZKZZIJqZRPF1J8hkemxzuX33rsvb0Xd649trG8sLU+t3n91NbGzM7G4s7G4r1ITFAXf5PFm2vzm2sL2zfOrizNPPPs6PlHjy2cOzk1d/Lo8RPDR6YGR6f7Dp/qGjzZM3yq4/BkeXC8YfBYeWiyf/LBE+cvnX76zadev/7WzR/c+fwPP/jV3y68du1+Fgd9zvtYHAl5AZHDQU/A63BY6831GptZ73VZPW67xWzQqJVy2UGlotqgVzsdloDfDYV8UMjn8zqtlnqTUWezGt0um9fj8DptIZ87FvYjMZDxFgQs/sbZx2IQWCFxaILHUgKVFukER3BEnMaieCwYC3mCHpvPafa7LCGvMxJwkXE/i4WjQS9L0qcXH9648cG1G5+8/MatV6/84KWrnz7x6t3vvXb3e5fvvnT9RxeXPki3H6/TBqsf0Bu1roAziATCAgpnCLiRRcsc3CrGu5NYb5rozVF9ebovzwwUuaMt2fG2/ER7YaK9cKw1N9acHm5IDBXFniTZLqBlJlbEgtm4Nxl28H4L4zEilrq4SQWba1FLHW7X3gss9pp4v0UIWMWAVQrZUxFXDvYVsWADAbXQkVYm2sbGukSkL0X2p6n+NAVegC5fb5IYynNHm1PH23LHO4onupvHO5snelonBroO97Y3N+QSIkdQuDcYcvkDDp/P7vU6PT6P1+/zfc1is912H4sVdbXyWpVSXVen09bptADNiro6k81esXza3R4wnwoW3+03M4E8lyiC/l+y+Ct2UBUW0yyVyaQKhRzLUAGfJxYN4zhKkjhMIFE0FsPhOI0hLEEwNELgETjuCwXNdptKoz0oVz2gqHVC8NHZ8w8/++bYwoXB6Qv90890Tz47MPfy8MKrE+evnHhk5di5q2Nn3uo/+Xy6dSqENfqCrMUWktXUqWrV9SajwWp2Q5EoQZvs3hqFPhiCR8cmJo5P+/yQTK40WWz5UpMvGK1SaOr0Tqcf90CsP5qIkg1kojPVfCTZcizRMlHqXyz2nWYaj2O5MTx/JNM1e2zxhceevzY69YTWFP+Hg2ZlncPji2MEQzPiPhbzFb34nq1tX6tzv49iv5Vif2dv/yW9D7uVCroCaBDGVskmBoYwMDrMCCKfSOIk5fH6ZXJlVVVNTY1cJlPIZIqaGrlCodJodBUWO5xut8cHWIygeIXFlaIYw0lQFDtdHp2+vjIwolRrNIZ6h8cLYtisTpdCo6lSKkFF7I9EAIJBCjZK00DaBq6JyhEzGcBiKZ1K53O5UjFTyIupJOjgAYECfJjIpEFFnMpls8VSqbElX2gs5Bvz+VI+m2ss5oqZhMTEu1uSLz678OGd127ffHptaf7G+sL25uL1tZM3VmdurM5trc7eXJvbWZvZWQP5bbPfYPHqwvbGgytXZy9eHH3keycefnzh9PnFkzNz45MLRyfPjE6cHTp6emL2sWOzjx6eOtt9bKb18FTnkfnDpx498eBzC0+++r2XV1+//v7Gu188/Ozb/2cWgxMJeaGA2++xO6z1JoPaatJ5nBa3y2Y26etq5XLZwVqVzGTUedz2YMADhXyhoBeQ2livtVmNHrfd73P53Q7I74lHAmgcAiym8DBLR3g2VmExS8Xuq4sTHCZxaIIjEhzBUwiIiwMbqYMeh89l87lsIZ8r7Hfj8RAc9sfD4UODo9c37m7vff7Ca3uXXr3z3JsfP//2Z0+89sGjr7772Ot3Xrj2o+fWftA2clZtgKoeMGhUNqfZG/OFBQxLk1iRxcoi3pHEutJEb4bsTuNdabwziXcmsf4cN1QUR5vTx1pzx1rzR8qZkcbkUEnqz7JdCbKFjRexUDbuTYSdQsDG+cyIVY2AhGKXgfdbJMiRgBwJyJGOutNRTzrqScc82bgvj/iLeKiBgFroWJkKN5NQCx0FnrlWJlamwh083M7F27l4TwI/lLvH4hOdpcne8rGu5iNd5f+fs/d+jirP0j7/iN2It7urALn03pubN/Nm5vU2vbfyHpCEMAKEExIg5A0STniE9/KABMIU5buq3dS8M93zrondjdjY/2B/+IqsRFTPTmzEiYyUQIpCKn3y6DnPeU53e8u+9paG2nw45McIzOqATRBkskNmO2SzO2x2BwRBDofD/pHFGoNerdcptRqZSilRyEUyaYVUIpbLZCqlVKmokEpKKspLRSKg6BmtNqAXAxCDNPqCQAHcaRtE/hgM9F9nMSewgMWpVCKTSbEsDTvsBI7SNAlYjNE4zpIYTxECw/oFimMLLBbLZVsrKr4oF5sR/MCJ0Ykrj7uHLu8+eamj72pb7/WukUcHhx8fHV84MrF0YHhu38DjHUeuhiq77WjKCrFGs0up1HtRnOE4mUajNJrpQNji8CjUFpvdTTO+QCCq1hgMRrNUppDKVCXlUpFMb4QwGAs6iZiXyVGhRj6xI1Hbnag/kmzqqd41nGk7LVQeotJdbPZAqvXkocHZ6evPd+4fEavdX5QYpAq7C6E5PugPRHkhBFjM+YJCMML6NljM+vwFkXfT17DYSlEA8T9DdrFGAaLXCkQuDineSPAJR0DImT8cQTFCqzN8uWXb1m2lwFMMtjxEIskGizWbWUx8dLP5/EHfRxaTFIPhpAN2mcxWcBUQsFgkkyu0usI1mXKJdGtFhUihMNhsThTFmI0zNG6CoH0+XyQCTpeGEolNFU4mw8lkOB5LZNKZynw6nwNWtlgqmcpls1WVoFkGXTPwuiWzuWy+Jp7IVuZrmxq3V+WrU8lEKhaOhZhMihsf2v/u9eyHt9eWnp1+sdS/vjq4OHd0Ze74i4UTqwt9qwt9rxaO/yaLXy6eevVieP7piZmZrjPnjk2eHx49M9Z3euhY38iRvonu4+NdR8b6x64OnLneO3rxwKmJXUeHdh4e2tN35tDg5RNTs2duzN189ubKg9W6jp5Pdz2cNjC+A3oxoDCBulC3w+20OSEzGNxplBKDVmEz67QahVIhkUrKJeIyuUyk16mAQOGEbQ7IYjHrtRqFSinV61R2mwlxQW7Y7nFCwL9MYk6GdHG0m2cRoE4E/VgogBdmdz4OBwkVET8d8TOxIBcP8UEfw1IohbsFlnDDNmDMsJn0KOL0uhy4x+l2OtrbOx88XHr19i83763PzL45f+vrSw/+eOHBT1ef/e3io5/O3Pv6+sqfry//dHT0FoIllTJH6RaNUqz3QN4QwycFIeNnGxOB7eng9qSvKUYD5wMYuNUFyKYo35YJ76lOdtVl9lQnd+VjIEptRyrYEvc1RriGMNsY4ZqifHNMqA1QNX6ySsDzHFrJY9U+Is+hKdKVZTw51ptjvXkOzXNojvVmGU+eQWo4L6hq1lPNuqs5Ty2P1vvxBj9R78MbA0C+ENqT/r35aHdDprul6kBzdVdzzb7tDZ3bGxpq8+FwACNQsEW6cYrRiUAOJwRBMAxDsMNotYCmWKnVSJUKqVIhV6ukSoVMpZSplGK5TCyXSRTycom4VFShM5kKkUCglwG3dUFTU3CzFU6xFahR7Moieb6wGI2zLM6ygB0Ex9As4wsIDEcHQv7KylwoFHDCkNftokicwDGaJrkAz/hYL4V5GJwKcBTPEQzrwTHI5dSbTVKlYmtFxe9KyiwIdnhgcurGs57xm/sHru8bvNM9/qR74tmhkWfHzywfnVw+ODq/b+Bxfdc5KtZh9cQdLl+5WCsSyZtbtu/es88EQRbEk66ud6G0WmdTq01KlV4qUSrkGq1WL5EqFEptaYVMobE6PDzOpbloPRdrFpI7A5nOeE13pqW3sq2/qmMos3MwXN/HZru53MF0y8ljo/cu3n5V3XxYoUX/sFWn1iE47mPZADjzLPhC/kCED4QZIQA2OzZyfIpYvMlEsWlqV6wXg48qFjQ24XhTbRA5EARxFkCjYASf1QaVllVsKynbVlIGxGLgLJZIZGKxVK5QgQ14YKoBAT1egiRZDmz3FWLsMYoGF+30BpNcoQKbRGXlIqlSpdIbwOxOLFd8sa1km0ikt1pdGFZwRnspiuR50BEDFgMHHoAy0Cvi2WwilwMaRUE1TmTSqVw2U5nP11RnqyozlflCpXLZZDaXSuezueqq6vra2qbq6tpcJpeIx6JhXzhE7mhJ3r45+M1Xt9eeTy3OnVxdOf1i6eTq0qn1F4PrK/0v5o6/fHb09WLv26XeN4vH15f6Xi/2vl4+tbbcv7Y88Prl6MKzU5cuHZg613vmwtj42cnTI+MDI+f7Ry71DV481n9+4sK9s9cenxi/dHz0wtHhC10nzhweunRocOb46NXhC/cu3Xve3X8O4dKbfRSw3eRyWIAu4XHZgacCNMWfs1inVSjkYom4TCwqVSokJqPWAVkAi+02EzAdq1Uyg1690S9/xmKWQjjGVTy7K3jaAgIZ5PFIgIoFuViQS4SFZMQXDnACSwgM4UUgyGKCrCaTXmMzGQmv1+tyuWBna+vOGzceLD7/8GDuw9TV5bM312fn/2Xm8Z9nnvz5ytzfpu9/N3TjzdTDD+cffxi88HTHrlOIM7TtC41SavHCJOWmAiRdGQ03paKt6XBL0t8QphuCZGOIaAiSNQJaJeA1frIhzLbEfTtSQVDbk4GOXLQjF23PRkCBN3flY3uqk3uqk52VcQDrHalgc0yoDzGNEQ5QuyHM1oeYuiANqF3rw+v8RL2PAI/1AbI5RLfEuNYI2ximm0N0S5RrjbDNEWZ7lO/IhA80Vu1rrtrTVNXRWNVal8+lYxzHIB6kcKhxg8UQDNnsoC82WMxao0FrNACBArBYopCD5wUWg9YY3NYF0z+w1gHOQRbP7sDGHcBxcRO3icUf+csBlyvJ8xhD0RzjD/o4gfEHfZlMShA4xAUTOMrQJIGjJImzfo71cxhDeFmC9PEUx4OrlAUWbxOJfl9abkGwwwMTUzefHJ+YPTBws8Diw2Nzx8+sHB5f3DfwpKPvbr5jHA3uMLk7nw9lAAAgAElEQVQidpg3mj0qpd7nD6bSWQQj2WAsnqu1ODxqvVWrs2i0JqlEWVEuLSurKCsV2yHEYIa1RqeXiUSyrZF8eyDT4U/vitd0Z1v6qtsHKtuH8m1DydaBYH0vmz8UqDpcu2vk9Nln09dWotkOkRzeWmrQG904IbDcZhbTvB+wGPTFxbJDQRf+Z4aKTX+hWFPeJEr8dn0aKoSSlE5v3LatbOu20q3bSgGLxWKpVCqXyRQSqVyp0oAFaGCqASnyIBuowGIwgfQSpN2FGIxmpUpTIZIAuINEi0LQxLbyii2lZRKVyup0bqSmeL0F10Sxrr2hqMRiwXi8mMWAvAC76XwO7HTka6rzNdW56irwTvCYzGYSmXQmm89X1lbXNNTWNdXU1FVWVqfTmUQ8EgzSVfng2MiBteeX376aWV4Yfrk0+PrF8Npy/+vnA6+XT7+c712dO7a+1Pd2qXd9oef1Yu+rheOvlk4CjeLV8+Fnj/vOnds7cbb3zMXJ0anJ/rHJkamrI1Ozp0au9o9fv3x78dyNp4Nnb/SfuXpi8urx0Ss949cODlzoHbt6evrWmWtPe8eu5loOfMJi2G6CrAbYbnI7bR6X3e20uZ02AGWQxFbMYqtJp9MqFXKxqKJEIi7TqOUAuIgLAg4K0BRrNQqTUQvZzQUWg6abxJw04WRIF0s7Wdr5K5F5LCDggMU+BgsJVMTPRPxMxM9FA7yfp1gKZQnUBVk9bhcMQ0aDzgnDXrfHg3gT8dyFS7eer333dOnD9Xvrl+6+PXfnw7X5v55/9PPM3F9n5v46dvurExeWjk096Zl61Dd57/TIraaGI5BNEJebjBqYRYUYH0rwfE00XB8PN0R9dUG63k81hqh6P1XNYZX8RuW5DS7XhxiA5taEf0cquDMdas9GduVju/Kxzsr4wcb84ZbqQ81VXXWZzsr4rnysIxdty4S3JwOtCX9L3NccExojXAHHdUG6PsQ0hdiGMNsUYpui/I64f0cquDMRaIn7tsd8rQl/a1RoCDENQaYl7ttTm93TkN9Vn2upTlelIkEfg6Ieh3PjPOjGIRzYBUGw3Wqz2+1Wuw0M7nQmo1qvA/wFMkUxi8VyGWCxRKHUmy2gBQan0QGIgdftc3/xJzvQRb9HAxYD6xX4U4LjvBRBs4w/6ON9nD/oi0bDDEO5ESdDkxxLEwSG4yjF06yfI3ka5UhcYEH+oRvD7U6X3mySqZQlYvEfyiosbu+h0+NTN570Tt46ODjbNXS3e+xp9/jc0fGF42eWD47M7Tp5v/XItVhTv5Nr1EEBjQE1mtxlpRKxWA47PSQX8McybkoQKXRGm4vmAql0ZSqZQ72kSqmTy9SQw22xeyqkBicezDftz7d0V+7oyW0/nt9+srZjuH73WE3nWG7HcKJlIFjXx+YPRet7249cPHP95dDZhxib3VJqLBdbTBaUJH0cH/T5I4Iv7POH/YEI5w9tSp/YSPP4J1a2/xzNmxBcKMCyz6/b+SNRsFcNxneQC5HJlVu3lm4tKdtWUgYGd2KxVCZTyOVKIBbrTEXREBi+ccmQ5Qr3REBMpcuLWiCHRquXSOXbSsq2bC0pLauQSOVytUah0YJUii+2lYhk8oJMDFiMMQzoiMF/KrB8AIG7wOKCsy2VyxZoC7pjgONcdVW2qhLQGRRgcTafy1dWV1XXVFfXVVXX5yurM9l8Op2MRQPxGLdvd83d2aF3r669ej79fGF4/eXY2tLpVyAG6FeNond98dirhWOvFo6vLW7kF68uDz5+0DM52Tl2pnf6yrmh6cmBienpS3enZh6cHrs+OfPw4dJXF2bnpq49HLt89/TZm6MzD/rP3jkycvnE9OyJqZujMw/OXHs6OvPgExY7bEa7Re+wGYGbAoGtYPUDga1OyFzMYr1GbjXpCiseUkm5Qa8GUzvEBbmcdpNRq1RIlAqJXqeyWgwOyOJy2j1OyOtyABYTKEzhME04GQpmKBjgmGcRgfX6OBREVfC0N8iTYR8dEqggTwd5mmdwCncTXsQF21GvG4Yhj9tN4oTVbEEQ7GT/5LPlD4urf7z95O30jRfXnn1/6ckPM09/Ov/kp0sLf7nw9KeR2XfHz863915u6j7TceTc0d4rJ09c2bm914uElVIbZPL4cCFMC2m/vzLkrwkK1X66Lsg2hdjGIFMrENU+opLHsownQ7sztDvHeoHyUOMnawNUfYhpivKgZW7LhNtz0b01qYON+e6myq76zJ6a5J6a1N6a1J7q5M5MeEc62JrwN8X4hjALmuJqHwHI3hDmwWNjlG9NBLengs2xQFNUaI4FWhOBpqi/LsjUBpj6ML8zF2uvTu6sTtWmI/EASxMeBHFCMGR3bgRj2iEYgmC73WG32mwWq9lqAW42ncmoM+jlapVcqQCPMpVSrlJK5DKpXCZRyEVSybbysgqpDCyqFq7jgJNLgMWgNS6OIyjOaSsWNDGGAXwB7wFihYfEKYb2BQR/0BcMB4JBP0FgXg/CsbTAswSBYZiXYEnWz9E+FuMplKNxmkFJBkTH6c0muVpVKpF8US4yu70HT42eufHkxNTtw6O3Dwzf6x57enCDxUsHhp+1991uOHDRV3XUjOZUFs4CsWaLt6RELBLLvSgViKbZYEprQ74slRqscCCcaN3ZubuzKxSMqVV6uUwTDqdC0Zze4qH8mebdfTVtPXW7B+p2D9W0D9V1jjbsmaztnKzqnMy1j4UbTrC5Q+mW04cG71y486b75IzZIfz+S5VUbrPacZoOCL6wPxD1+SPFLGZ9QbDrQXEbr1VgO67ghdgkShTjuLgR3oTgz+sTc0UgWHCz+cMRgmF1JnNpWQXgZmlZRVlZRXm5CPTFgMWFA0vA7Aju3oNvPcjHoHkBnIMCh5RAU7xla8mWrSUisVSl1oJgeBDVtq28QmMwgv3mTfO64oMj4FXkN1kMOAsoDEBcqFQuC+SL4jfT2Uwml83kc5lcZSZXnclWpTO5VCadSscjEa4qHxw8vXdl4eK7V1fWls+sLY+tLg6sLvavLZ5aWzyxvtT3Zrn3zVLP64Wjrxd7Xi/2vFruK7D44b2e0bG2kTPHz9+cGZqeGp6+ePHmo/PXnw5Mzs7cWV5Y//ni3cXLD5amZ58MXbg9PTs3dvXJqbO3eyevHxq6eHzsytT1Z9cfv/qExZDVYDPrIKsBUBg8om4H0C4AqQsstpi0gMWiihKZtMJs0hVsxU7YBv5IqZAAEwXssCIuqMBizAMTKExiDgqHadIBcLwBZQrhaDdHe3kG9bM4UIojfiYkMEGO4mmcRD2Y140gTsTpdDmdFEk7HE61WpvJ1TyYezP/8ucnyz/eevb14MX56Xtvry396drKXy8t/nx+7sexO+/6Lz0/PPagtftsza7Bps6Rts7Ro0cu9p+4srvjFE0kFBKzQWHhvEyU4dICX+UXqv1cjY9pCLCNfrZWoCp5LMejWc6bYT0Z1pPj0UofXuUnqgMkqNoQ3RDlWpL+tlxkV1V8V1W8qyF7oCm/rz6zpza1ty69ry6zty7dno/uzIZbU4GmuFAfYWtD9MaHB9naIFsb5GoCDKj6MN8Y9dWF+NogWxfi68N8bZDL80SWxXMC2ZgItGQjLblYZTwQ5EkMdblcsBOBgRHYDsFWG2S3OwCLrWaL2WzWGw0Gg8FgMur1epVGrVQqVWq1UqlUqlUqlUqmkMvlcrlSIZVKyyrKxXKFwWIFHTFIlQV5mwWLccFNAWK6Pu+L/3MWExTJ+7hQJBiJhf1+AUU9Xg/Cs7RP4EgSR1EPRuOMj2X8HC7QXpbazGKNolQi+lJUYXZ7958Ynrj26OT0naMT9w6OPjg0Ntc9MX94bO7Y5PyB4Sdtx2/V7D1LpfZr4JjUQFghVq11SCUa2OkNhpIkE7a5GKMDd7gpBGMIWoin8lWVdThGyyRKpUIrCFFfMGWwony4pnXfqeqO47W7B+r2DNd0DNfuGqvrnKzfM1Xfda5273S0uZ/NH6ruGO8/u3B29lVDx0m5Fv3dF0qlGoZhiuPC/kA0EIz5/BHBF/L5w5w/RPH+wt4d0HmAsxhcUN7kTism8ucGif9PEINPVfg8/nAEmDc4f8DlRWVKFXCeicRSkVgqFktFIolIJNmQKeRKpVanNZuNdrvZ4bAjCILjGLMxsAWKCsnzKE0jOG51OnUms0KprhBJtm4rLSktl8mVWp0BZLRWSGWlIrFEoTRabQ6Px+HxuDAMZ9nC9somQ8gmjaLAYtD/AkUYtMOgQBcMtjwKjXM6n0tlkqkM2ATJJjJ5UKl0NplORmP+aJhu25G9OnPyzerV968urS5NrC4OvVw49XL+xNriiTfLJwCL1xePrS/3vFnuXX9+8uXiyZeL/a+eDz+81zM0vH3kbN+F25eHz05PXLo+c+vJhdm5oXN3Z5+9WXzzpysPn8/OrV28vzhy6d75O4vn7q5M3pwfvHT/6Pil3smrZ24+vfL45Scstlv0VpMWZPcAFoMGGYAYkBqwWKeWmY0avU6lVEgk4jKlQgIyKLweJ3BQaNRymbRCo5abTTqb1Qh0ZK/LUWAx7nUQKERiDoqAaNJBERAomgDahZulPD4GC/voWJAL+2gfS3IUSqJu1AW7nBBJYCzNUARptzskYhlNc1eu333//X88WPrjtYdfX3309fiNl2cfvr+28qeLCz+eefTh1LXnh8482jd0q/3YxcZ9E/Wdw00dw9vbhtt3Dh/sOnP86LldO/v8XMaicxkVRgpGIySd8/mqfUIVT9dwVC1H1fBklvFkOW+W8+Z4NC9ggMI1QarSh+cFLCdglT68Jkg1RLnWVGBnNrwzG95VFe+sTgD4tuUibbnIjkyoNRVoTvgaolxNkKryE3kBy/FonsMrBQpUnidzHJHnySofXRNg68NCbZCrDXJ1Ib7KR6dpNEl6UgxaHeHqEv76ZDAbEfwsjqEut9uFeFzgcrMdgi1Wu80GOewwbLPbzRaLyWwwGPR6PXhUq9UqlUqj0YBHNYCyUqlUKuVyuUgkksmVerMFiBKFSKCCIQnIx6A5Allin8/uAIv/mUZB0hTLM+FoKJaI8jzr9SAY6uE5RuBZiiIwzIvROC0wjJ8jfMynfTG8wWKp6EtRhcnl3td7evzq/VNn7/aceXBo/NHh8flDEwuHRp8dHZ/rGny449j1bPuYO9Qms/grNF6jldLqnQ4ITSQqK6taKC7mISPxfHO+tpXzR90oxQqhYCDqdqEmg9VmhVUqk0RuKBXpcT7d0NlXt+dU/b6hxq7xus6xht2TDXunG/edbTp4sb7rXKJ1UKg61nrw4sS1tYHzc2y0pVzu+GKrVqNze71CIJAIhRPBUFzwhXkhCFhM837OHyr2Fxf3xZu2NjY51YqtEZvOORd/eLE6UfzZhGAIRMFhFG2y2cvFEpAZL5UppDKFVCov4LjAYp3FYoIgCwzbEcRN/HrJBXy7QUqRC8MsMKw2GuUKVYVIUlJaXlYukitUao1OplKLZPIysUQkk6v1BgvkADfAEBynBAHcASn48wqvHGBw9/nsrrj/BTgGBVgcT6fANG/jr+VSyXQsmY7FM2BDOh1LZWOpbCyZDkciobA/ECCTCebQwYbHD8a/eTv7bvXCq+WRF/MnX8ydWFs88XblJGDxm6We9eWetyt9b1/2ry6dWls6/frF+MN7PacHtw9Pnzg7OzN84fzZG3enrz86d3N+4vKTh8+/e7L248359VtL61efvZy+NXfh3tKlR2sXH76cvrM4MHNn/NqjK49fXn704hMWW4was0FtNWnBBA9Y3NxOGwDxb7JYpZTKZSKwbgdY7EYcZpMOvF+nVW5s3EEWjxv2uhwoAhezmEAhErcTmK1QJOYALOZor0CjYYGKBbkAT7IUSmIIisCIw4Y4YY5hOU5wOhGxWA473INDY19//9e1r/5+Z/7n87ffTN5cuzr3/Y2Vny/Mfdd/8/mxmWedQzd2nri0/di5uj0j9XtGWromGtoGd7SP7tg51NrS37Gz/2j3mSMHhnOJBosGMisMNOROMlye43MMWUnjtTxd72fyHJblUYDjLLsBZXAbFFSG9eQFrDpA1oWZhijXGOOa4r7GmFAfYRsiXFNcAPwFvXClD89y3jTjTtFIknKlKE+axTIsCSrNEBmWzAtMlZ+vDflqgkJ1gK8O8HmBSVJYgkRTDJoP0lURrjoqpIKsj8GKWQy5EDsEmy02q9VeYLHVbDHqDXqtzqDT67U6jUqtUan1Wp1WrdFrdTqNVq1UqZUqjUqtlCvEYrFMrtQaTYWDTEAotDpgQOGCQAHOiwEPQEHHLN7N/c3ZHc7QNMewHBMMB8LREE2THreLwFGBZ3mOoWmSIDCMxkmOon0s4WMwniEYHqNYN4YXWFwiqfiiotzgdO0+dnL08t3+c/f6ph8fmXh6dHLxyJmlQ6Nzh0ef7j51p6l7Jt5yGuKbRUa+VIGUS6wVIr1WbXO5CI+HN9twq5MPpxrTVc0uL2WxuyjGx7F+l9PrsLvcCGbQ27eVKcqlJtKfb+jsaz040rh/pGn/RNO+qR3dMzsPX2k9ONPQdbF6z3SidThUf2JP3+z5O++7T9/QOQLbxNZt5UaDCWXYWDicjkRTwVCcF0Is5xd8AMFBPlA4tvTrBt1/4n/4zQHd5wgu3u/4nOx8KAQUaoJhnR6vSqffWlZeUloukcoBi2UyhUQiA32xTKZQKNVqvUFvtYIU1kJMBKgCi70UVWCxVKaoEElKyyrKykViiUwq27hvWyoSy1Rqo9Vmd7pAUwzUCTB+3PTvBc42UIDFkVQKZAOBRWewzVE8x/tonMiA1hhwOZqOxRLhWCIUSUYjiXgoEQ/FksFYKhhN8D5/IMiHQpzAIekEMT68993q9W/f3lh/PvFi/uTK097VhT7A4rfLx9+t9K4vHStm8frLiYf3ek6dbjl9pnfs6tnB8+cv3nk0funu9I25c7OL82/+fH/lm3vPP9xaWr+1vH59/vXMo+dXnry+9Gj13L3locv3zt1bnF16e/7+0icsNhnURp3SbFCDCZ7DZoTtJgS2QlaD3aK3WwxgAVoNWGxQ63UqtUqmVEi0GkXx6rNBr1bIxXKZyKBXg8BMyG72IDAAMep2YB4I9zpw7waFUa8Z9ZgxrwVHrQQKUTjMkB6eQUMC9dHKRvEMSuFuzONyI04SpwicMRmhbSWy0jJFU+uul68+PF//8cbjD7Pzf7788Nuxa6uzy3+6vvLz+N31Y+ef7B292dJzdkfP+bZj5+r3DDfvG207MFW/43TzzsEd7SOt2083NB7v7BzqOTp9YN9ALt2slRkhnZ33kHGKS1FsjmGqfUJ90F/lZ3ICmWaxJO1Jkp4k6U5SriSFJEhnknKlKSTDenIcmuOxSgGv9OHVAbLaT1f5qEqBqvbTtWGuOsjkBKrSz+R9dIYjkrQ3TrnjlDtFeRKUN05jcYZMgGKpNM9k/Xw+IGQENsUxCZZKcnScJsIEGiHQGIMl/UwmzKZDfNTPcDSGoYjb7XK5N5Lj7RBstdosFpvDDjvskNVssZotBoNRr9XpdDqdRqtWq7VqjU6n12m1Op1Op9Gp1WqNSq3RaFQKpUQiEcnkKp3eZIcK2WwgjMLlRREUc2M4sBgXxugb/Rp44vfTwq8s3miHizxtFMfyPoHlmUDI7w/6MMyLbKw+cyxL0zRJUDhG4zhLUwJD+DiS53CGx0jOjZGQCwGzu1KR6MvycgPs2n3kxOilu6fO3es7++TI5LPDk4tHziwfGpvrHnnS3nuzZu90oK7HQlaX65gKtVekgERSk0SiLytXlYt0IplJqoLsCC9EcibIozc5vDjrQUmr3QnZXW4Es9pcW8rk5TITyqVq2o60HZnYcXiy7di5tsMXdh+/vrt3tu3I1bq957PtE/HmkWTL8LGxZxfuft128Eyp0r2l1FguNprNXp8vEY2lo7FUMBTnhADD+nghCDbuCiwGYcT0Ryr9JnCLtYtNIP68if7NFIuNP/IHKI5neAGnGasDFssVW8vKK0QSmVwplSlkciXwTgBPm0KhUmt0GoPRaLdbnU4IcTu9XpSmN/zjBRazLPqRxRqDsUIsKSsXlZSWl5ZVlFeIy8pFW0rL/rCtBERSmO0Q7PYAoaPgQ2cDASBHFM/uNjmLI6lUNJ2OptPAOwxCJ4plCjC4A+ZiwOtIIh6KR0KRYDgaCMZCwWjEH435IjEhHBPCMVrwCX4hHPUzlIvCLft2VS49vvjDV/ferJ59Pndq6cnx1YWTr1dOvFnufbvU+26l99Xisbcrfesr/S8XT75cGnz1cvzh3b6T/S2nJnoGz08Onj9/+f7T4YuzZ649ufzgxeJXf7mz/P7hq29uLq3eefHm3upXV56uXnn6+uKDl9fn30zdnruxsP5g7duZR88/YbFOqzTo1SajFqwsOyALKLvNZLeZILvZZjXqdSqFXKxSSkHQBGCxTqsEJgqX0+6ALECgAH0x+FSww+pGNvZHMA+MeSDMA2EeG+a1YF4Lgdu8bpPHZUbdVswDoW47gbp4Bo9H/JEgG/RRAQFnaYQgXCxDsByHuHCdDiot03+xVWtz8PuPDN15snrr2dtLjz9cePjd+YffzDz57tLT78/e/+r0paXDY3c7+mbajp3b3n2m5cBE877R5j1DTZ1DjR2DDTv6G7f31zWfqKrvqWvp69gzfPDoVPfh8XisCYFZs9bhtrqDBJ9k/QmaTTJMmufiDBklsRiFpmg8w+AZGs3QG6O8LImkKSRNedKUJ0N7M7Q3zxGVHJnnyUqBqQrwlUFfzi9kBD7O0AmWiVNUCPOEcW+CodIMEaPwME2GaNJPYD4cDZB4hKUjLB2kiCBFcF43AUMEDOEwRMAQ60H8FB7k6ZCf9fEUgbs9btjjdXo8iMsFO50Op9MBw7DD4QCZxVar1WKxWCw2k9lqMJi0OoNGo1OptWq1VqXWqlQahVKtVKqVKg14LpcrJVJ5qUgsUalAeqEFhk0QZHU6gQ8UwXEPSYLoL+CEZQOB4mvwG7c8eIERfIWjD4VDFTQvMAIvBHy+gBCOhliecTghtxfhBJ5iaIqhSZrCKBKjSJxlSZ4Fn59gBS/JYhSLoJjBZJYqVRVS2ZYykcGOtHX1jF962H/2wbEzD49NzR8Yne8anT84ubhv5EnTkcvp9hEqtU8BRcq1hMUTMjl4iQqSq+1KtV0iN0sUZpHMJFHZjBBmQ2grhKl0VplSp9QYVTqjUmsQKzRlUnWJTG/x8Nmmfdv3n249MNJ5/Pze3st7eq92HLvWduRq84FL6e3j0Ybhmt3np2a/Gbm4Gsnu3yKy/2GLWio3my0ukuKDoVgwGg9GE75QGHyhwMJb4ehR8bU61veJR63YnfafNMLFanLht5Nipb449ZhkOV7wYzip0epB66pUaVRqrVZn0Gj1KrVWoVRv9MhypUK5cfoTvBgXLt0VDrgQDOvBCXCv1mi1ydWabaXl20rKAIjB6t0X20q2lVdIFEqQwupA3B6SLLTVxa83BUNbOJkEdAYUBiCOZ7PJfB6IwqD5BVXwGgNGg665UJFYNBKLhmLRUCweiqcCiY3iImEuwPtDHMdhhNeWS7BnR499s373u/fXXywOLc2dfL0y+Hr51NpS7/rS8deLx14+O7y+1Pdy/sTa0unn8wPL8yOPH5zuPdlyery3b2xo6Pz5m88WBi9cH7w4O7v0eu6rH+6+fPPo7VfXFlduLL28/eLN1flXNxfeX37y+tr8m7P3F++9/Pruiw9Xn659wmKtRgFwbDbpinFssxptVqPdZgIsViokgMUgQh5s1gHaupx2yG5Wq2QyaYVCLgYmCshu/pTFH0FcYDH2CYsxD0SgLo7GwgGOo7GAQAYE3OOxeryQ4GNZzmezeSUy65dbDWKFJ5zcOTx19+Hih7uL31yZ+/7i3B9nnn4/8/T7C4++Gbv5qvfM465T11oPTjbvH2/cM1LfOdTYOdDYOdC0a6Cx43TDjv7Gnafrt5+qae6raz3Z0jHQtneoY99Q596BdGYH4uSMOofLivgwNs4HkkIgzglRholSVIQkEiSeINEU4UkRSJ725ih3lkQyhCtFugGLswyaJr0ZCs0wRJajsoKQ8QlJjosyTIikIzQbIkk/hgUxNEISIdwreN0BkvBRBE9gLOZlMS+Ho5Tb5YVsLovJYdTb9BqzWqmXSw0KGWw2Eh4Xz1EsR+KEx+myO2CrC4EQxOlywQDHMAw5HPZiFhtNFoPRrNMbNVq9WqNTa3QarR781ClVmkIplGqZXCmSyUtFYrFSCVhsdTpBsHdxWjmI/gIsZvz+TSwu8LdwD20zi/0+X0AIhgMMR8MuhxfzcH4fzXMEQ+M0tRFzwTAF1hOs7yOLcYPRIldssNhoc7XtO/aRxY+PTi0cHFvYP7Z4aGqlc/Bh0+HL6bYhp79lq5qo0OI4nyeFvEzj/N0X8lKRzoEwwWgl50+ZbOiXZapSqaFCaiiXqBVak0pvFivU5VJFqVguVRu3STVyAxzL79h5cHD7/sHtB8c7j13YffxKZ8/VXT03mg9eTrWOJZrHth+enb757eGBBx6m/ndbDV9u08qVZosFpmjeH9g4kAwWKwCLgZ/s8xPOrO83vGvFmkPxOK5YSv5NFoNRasGzDPQicOkKQTxKlQbIxOB/CZ3eqNUZ1BrdJhaDC9AgdxjYGQGLN66KkBRwPdpgp9ZoEssVwFZczOIvS0pLKkTgft3GtghJFsYJm1gMhnXA01YQiwGRC7sev1kFRgMoF7gcjydj8WQ8kYqkUpFkJpzOhjLZUCYdSMa4oMD7Gb+PYQinj3J1725efHzx67c3Xq6MrcwPrK0MrS33ry70rc33vHx2eHXu2Oulk6sLJ9dWhp4vDi8vjj663993aufgZP+pyfHxS1dm55dGLt8cvnzrydtv577+4eGb90+/+nBjeeXGysu7q+9uLr+9vfztjfaLvJQAACAASURBVMUPNxbfXXj84vH6D0/e/Di7+GmWvEYt/xzHvx7msBqtFgPQiMEGh9mkM+jVBr3aYtYDpwTssFrMeqVCAkwUBr0aDO6A3e2fsRjzWjyIcROLGdIb8nE8g/MMRqCw3W7weGGSIuwQAsGkVOH4n36nrpB70jX7h889uv5w/dqT91fmvr889+OlZz9cfPLd1N13/TPL3cO3O45dqN8zXNs5WNN+uqb9dH1Hf8Ou042dgMUnm9r6m9r667efqGvtq2vtrWnpqWk63NJ+vHnH4WymlcACVgMMmRwUggVJNsywUYaJM0yMpuIEFsM9CQxJEkiOxbIMmqY8KdKdIjxp0pum0QyDJXF3ivCkaTzLURmeT/FclGGCFBlm2AjLhRk6SJFBEg+SuA/z0oiLQT0M7qUxD+FxER4X7na67BarQWtQK4wapUGtUElF4tKtkrJtFr2G8CIcSxKk14VAVpvRZjc5XXbAYvDodDoLfTG45aE3mMCPGUCwRgukYyPgsgr0yB+7oQqprKRCJFIotGYzSPW2wDAI9gYgLsQwFlj869W1jxfgAYsLDfJvsdgXCPlImnAiMEagvN/H+oRNLP51TM/5UYrDaQ5BiWIW6y3wjj1Hxy89PH3uYc/Uk2PTiwfHFrpGF7rG5tpP3W04NBNqOG7AciIDp4ODbjptQwI6C1YmNm4tVXlQX/uuw00teyEX7UR9jD8FuegKmVZvhglGwCjWBiNKnQlGaZXJUaY0s+Galr0nW7sGmruG24+c6+y5vLfvxr6Td1q6r6Rax3Jt091Dc+dvf7/jwAWNNfw//0FbUmGQq8wWs4Nhed/H48QgoxKI7KBHLj6iDJ5w/n9qLt7UCBfzt7CGVxzhVvz+wkyVYFmGE3CCstogmVwJmmK9wWQwmg1Gs95g0uoMSpWmIFnIFSqw6AGujoKxLRgVFFjs9HghF2KBHGC/GbAYzO5KSsu3bC3ZUloGBArQFLsxHLyiExzH+P3FLC7gOBCLFcLvC53yxvjuM9qCRrjQLBdU4w0pI5GIJxOJVDKaTsYymWguG8llo/lcvDIbSkR9YSEaD0SCLIM66rORa+f736xeWXs5/WJ59MXi0NrS6bXFE68Wjr98dvTVwvH1lVNrS/1rz4dXl8dWFsfu3zlxaqBjaOr0wPT01NWb158sjl6+NXr13ssff3ny/vvH7z48+urraysvri6/vP3i3c2l93dWfri98sPNpfdX5l89e/fT8rd/u7vy1Scs1utUhQKXkwCCQfowIDJIK1arZODvmIxaEE8MgAsaZ9AUq1WygqENhFT8MxZ73SbAYi9iQd121G0H+UF+jg7wDOaB7TYjirlohnQhHqPVxQgZpzem0DEwlt/ZNTF+afny/fc35r6fefLNhcffXnj87fT9r0aur/ZMPdl36tqOw2c/ZzGoxp2nGttONOw4Wbf9eHVTT77hUKb2QKp6b6qqs6apq6llfy7XzFAhhw2xmyGXDeZxKkQzUYaLM0yUIGI4miC8adKbY/BiFqcob4bBsiyeodAMg+V4OufncwF/yi9EOTbIUGGWC7CMj6Z5ChcIjCdQBnVTbieGwLjHhbudKAJjCIwiMAJZrUadRa+xGLQmnVohFYlLt8pEZQ6LkSExliEw3O2ArTa7CXJYEbfD40HcbheCOBHE6XQ6YRiGIKjA4sLPWDGLQRU6ZdAjy+RKwOIKuVxtNFqdTsjttrlcdgQBdyKKI3F/DUwoujcKCiAYPCm+Dw9YDAJvfQEBI1CX24mTGLiI/DmLN2wYH1nsRnGDyVxgsc7s2L77yNjMg9PnHh6ffnzs7GL3+GLX6FznwIP2k7dq9p/1RDuktpDOFbOhCakO/aLMuKVcJ1Fa9Wa3WGrcsk2h08MoHqhv3nNicLp5R5fO5IScWGPzzsaWNorz2V1ePpy0u6kKtRUXMnVtR5v2nNp+cGRn95ldPRf3nbjZ1X+35eDlZMto7Z6ZU+dfXX7wc137mFTP/W6rUSSzypQmixkSfP5gKAJ2jgsH7grLx8XHmws43uR/+M3wzE070Jv6X/DmplC3jaQLlqVZHnF7tTqDRCqXyZU6vdFssYEyma16g0mt0ckVKplcCVisNZgAi8GmjxvDAYvBvwWnGSBQgFswgMXAJAf2qrduK91WXgEcFCabHaxQA7ELZ9lNEvkmEWYToIGzDSgSBV24mMjFscUFWTkej8cS8XgyUWBxNJ+L5nOJqlwilwnGQvFEJJeO+Rg8FWT7j+1enr/w9vXlV6vnVhaGVxcH1lcG1pdOvl7sfb3Y+3al//Xy6dcrw6+eT6wsjd+8eez0UOfwmaHh8+enbty+dH9u5NKdsWsP1v/8H/dfff3kw/cP339zbWX16vLa7Rcfbq18fWflx0ev/3Jj+cP1pbfP3v308sd/u7P8/tPZnVELDiaBbtdk1IKTHCAPHjw3GjQatRywuABr0PyC83cgV14hF+u0SrNJZ7eZCslt/4zFbpfBgxi9iMWLWLyIDXXbvQjkcdkxxMngXofVhDjtkUgAJwkr7E7km/sGLx3rv97ZfaH75O3Jq+sX73197vb7mUffXnz87flH30zfez9289WpmYVDY3c7ey+1dk81759o3DdW3zlU2zEAiFzb1l+z80Rj24n6HT21rT3VzYfzDYcytV2p6r3pmn2VDfsz1R256vbG5r31DbuCwTTsQA1aC+r0sB7UT5AhkgwTeIRA44QXkDfDYCnKm6K8KQpL0XiGJbMcleOoPE9X+YWqkL8qHMoEAjHBF2BZH8uxJEFhKOFFcI8L97jAVwb3uFCvC3M7PYgDRWCvx+lxQpDNZDPpTUatViUXi0orSrbIZSLYZiYJL0VjHq8Tdtpgpw1BnEUgRhAEKWax1Wq3Wu3g5CjAMSAvqAKdwZuAxUCjKJfJFDqd2eGA3G5QsNeL0jSo4uUO2vdrz1tcAL6Fg+3FLA6EguFoiPdxHtTt9iI4iZEsQ3FsgcUo+UnrTfEBnBYIhndjuMFklisVxX3x2MyD/rMPeqYeHTu70D0xv39sft/w4/YTs9mOUStbV6KjlVDA6AyUKRxqI6oyIGK5SaGxy5WWColWLNX/4UupSgfL1bZSkVYk02v0NrlKL1Vo9Sa7zuxwYozK6ChTmAh/urbtSENnb+Pukw17hnYcmursubKr53r93nOJ5qHGA5eHL787f/v7bFO/WMtsrbBKFXa50mS3OUPhaCQaBxmVAjgG+vGc8yYQF5SKwr7c55saxRJEcX7xpstMQCbehGYwTcVZlqBom90hV6gkUrlKrQVJmDa7AxyoNZosGq1eqdLIFSq5QqVQqnVGs9FqK75zCFgMXloIhgWHw60OuNAXg3XqktJy8LxUJJYqVRqDcWNwh2IgmA34KDYlHBX/KrBJogE4LqC2AOKCNFzA8ad9cSyejCVS8VgmEc+mY/lMvDIfr8xHc9lUZT4UjYTDwUw6GQv6whzdWpe+d2f8/bvZ92+vriyMvpgfWF8eXF/sf7N48s1i35vlU+srA6+Wh16/mFxaGL18+cDAyJ6RcyPjM5fPzd4/N/t45NLd6dvzr//0H3dXv1n4/i+Pv/p+9uWb2ZfvHrz+4f7aH++9/NPCh3+79eLb2RdfP333p/U//y/3nn/z2ywuLtD5gicWs95k1Go1Co1artMqbVajE7aBJKACi0GcMRAoLGY9ZDcDf8Vvz+48NsBir9uEuq1exOJxWb2Ize20Oe0W2GL1wk7YZqVIXPAJCrXG5PD0DZ1//uZf59b+ffbZX64++tPVJ3++cP+Hs7e/vvDwu5kn303dez9yffXkhYWjE/f3DdxoP3ah+cBky4FJwOKa9tPVbf1VO09VbT9R2Xq8bmdvTcuRysbufMPBbN1+AOJs3b5s7Z5Eri1fv6djb1/nvuPpfDPi4Q0G2G6CPDYH4fJwXtSHokEMDePeKOZOUmiS3qBwmiEyLJ3lmCzH5Hg2LzCgKc4Gg6mAPywIPpYVOI6iKBRFvV63x4Mgbgfidni8ME54cMKDel2I2+FGHG4P7HLarTajyajV6VUyaUVJ6ZelJV8qVVLYYQV/2e2BnS67C4EAhZ1Oh8sFIwjicrkAiz/KFJDNBlmsdpPZajCaAYsLMnFxpwzkY7lCJZYryiXScplMptEU37wBeVqFAvbSj9YIvnCY/ddjmoIPNMWF4JgCi/3BQDgaZnkG8bg8qBuncJQkcJraxOJfW2MhQDA8yXIeHDeaTQUWG6zOnfuOjs3cOzV9/9iZh0en57sn5g+Ozx0Ye9J8eCZU12NjqsVmXmqijbDPhcfqW/fHs00KjX1bmUpvcvlD6Wxlk8NF/n6L/L99IdlaphLJ9BUSdUm5fEuJ6A9byr4sFZdJVH8oVWwV67xcvHrHwbqOY9mWQ7ntPfV7hlsPTDd1TVd2jKdaR9qO3Rq9+n7owmq48nCFmtomsknkNoXK5HR6o9F4OBIrBnGxNFGgcGF8xweCny9obNq7+zzFeFN4G2iBqc/uEILvmhfFDUazWCKTyZV6g8litdvsDjsEAxybzFad3gg0KzDTAwvQ4LxWsUYBhgQYRbu8KORCzHZIodGWisQFFm+EDZWUlUukcrVGazSBzwOy5MHqHUgFKrz0fp5UVyigZgRisYJGASgM8uM/zSz+1dMWzyRSmXgqE0/mUslcKpnPJqpyiarKRFVVLJ/L1dYmMulIJJJKJNPxWJDnYkFucvzI2tqND1/dfr44uTw3vLYwtPrsxOv5vvWFE68XT7xZPr26OPD6xeTC3NDZs7sGR/dMzExMXb1+4fbD6ZuPx68+vj739sWPf3/89uelH365v/79rZcfbr/8+tGbnx68+vnO858Wv/nH/fU/3l//8enbnz/86//5+NWPvzG70+tUoC8uJnLhPAeIhwcsBqlsIKoYspsdkMVk1IKtaLBxBwZ3iAsCvmPM7fwNFntsHpcJ89gwDwQo7HbaXJAFMhs9DieN4hxNkwSpN5i2lktIf+LctWfLb/9+f/lfbzz7l8tP/nbu/s8XH//l2sIvVxf+Mn3v/eDVlaOTD/cPze7rv9bZe2n7oenGrvGmrvGGvaO1nUPVHQPVbf0Ax9U7+mp2HK9qOpSrP5BvOJir70rX7MnU7s037I9XtqdqOuu3d3d0nWrf25ut7SD5lMNJmwx2u8nmssGE08170ACK+r0en9sVIbxR0pukiCRLpXkmw/MZns8IbI5nczyb4fmMT0j6fTHBF+AFjuV4wU8yjJfAwcUgh9thd9kgxI54XR7U7fEgTgTe2KCzW/UGrU6nVmtVUql4a8mW0tJtaq0KQZw0Q2IE6vYiLrcT8QArG+Rwwi43ArucoBxOGHI47RAM6r/IYtAag1NvZVKpRKXSW61AnQDH00BXVahfszE/asQFChfqN1nMC0IoEqQYEnY5UNxL0ISXwDCKLGZx4W4myfOML0CywkcWmxUqZYVUsqW83Ay52ruOjc3cOzl17/D4vSNTc90T8wfG5/YO3a/eO4HF2/XepNoRVNk5o4OjfLnxs7ODoxcJOlxSrnSjXO/J0euzj5p37NGbPWVivUxhkavMW0tlpSKlXGUsqZD/YWtFuUwjVprL5GY9RAQyzTVtR7ItBxMNB6va++t3j1V1jOTax2r3nD0w+PTMrW+Pj80JqX0VamJLhblCZtLorF4PEQgFfYFg4StQ/DUpmCgKST2AxZ/f7/jPj+D9MxYDHBdYvPEt43gX4tFo9aBVNVtsVhtktUGQw2mzO6w2qCBTABCrNRsL0MW77wTDFmQooBfbnS6TzS5Xa0oqRCCJYsvWkgKRK6QyIBYXDidaYNgCw+BIbuGoEngBxhgGXFMFL/k4yxZ+D2MDAV84HCtSigvHRsPxWPEEr2CxSOZS6WwinYsnc4lUPpnMp5P5dLwym6jKpSorc7W1+ZraTCaXTmayqXQ8HAn42I5ddQ8enXv/9t7ywtnn8xOvFkdXn514Ndf7er7v1Xzf+mL/i/n+tRdjc09Pj49vHxjZPTFzZvra7IXbjyevPTpzc/7Rq5/nP/yy/N2/L37/32+9/ObWi2/urH7/6O2f7736083FHxe+/vvjd39+9O7nR+t//O7v//fC+798wmJgkNCo5QDHxRQusLjgnSikFbucdrvNBMQKg14tlZSDXHngjdvYuPM43YgDReDfxLHHZQYs9risgMWQ1Wgx6CkvFg1EUtG4y+X+/ZYSmdbc1HHo0p2Xz17/2+3FX24s/Nv1hb9ffPTLzON/ufjkrxO3PgxeeX7szMPdp67uOHa+7ej5tqPnW7unGvaNNe4bq98zUrNrsGbXYG3HQN2uwdqOgfqO/urtPZWN3bn6A5WN3fmG/ZnavZnavZWNB2pau/ONXbmGPVXNXQ1th+t3Hk5U7sSZqNkEWw022OrEXF7eSwRwUvB6OcQVxLxhAo1TVJJjMzyf9glpQUgLfFYQMgKbFvikIMR9/rAgCBzPsizNCyhNu0kcoXAX5rUgdqPdbICMVtjmcEJOBIZdDvBotprUWpVcKVOqFRKZeGvp1m2lW7V6jRfzcAJLMSSKez2o24O6XW4nBNthlxPxuAsgBiwGBVY/wA9YgcWgikEMuKxUaaRKlViuKJNKxUql1my2Iwj4UfmvsHgTiIEwyheRCLCY5Tl/0EdQOOxyYARK/v9msQPp2N8zevHuiTO3j04+ODw11z2xcHB8btepm5WdQ7DQIDYLasinh31KA6bQuTQGl1Jj/7JEJpEbKiTaraVynRFWaqylIu22co1caZUpzAqVORBOt+zYHYxmlBqzA6EoX1xjdZfIjB42VrOzu7b9WLz+QH5nX23nUL59sHr35PbDV46fWT5378cjw4+5xB6xltpSYa6QGvUmO4YRnMCz3MZUEwwzCywGAz0gJQMcF7P4n13xKN6sKWTMF05bFRy74HtUSOAssJjgOBvsVKo0EolMo9UDEBez2Gyx6Q0mjVavVGtUGp1GqwfRqUApBplQhalsMYuBoe1zFpeUlgPHOtikB2WCIKPdbrDZDDabHUGKe+TCQevCfKJg3QGtcQG4m8Z3v/L3o9Etnc+lKzPJTCyVjSWy8UQ2Hs8m49lkLJeO5dLJXC5VWVlZW1dZVZNMZpLxVCKWDvh9qUzw3IX+tdW7zxcvvViYer04+Xp+YH3+1Ku53rVnx18vnFp5dnL1+ejjJ/1DI82nR3aPX5wcv3L97Oyj0SsPztxcXPjqvz989eeXP/1vSz/84/bqd7dXv7u3/sdnH3559PaX2ys/L3/3vz5+99fH7//0eP2PP/zj/1n68LdPWCyTVkjEZWB3Wa9T6bRK0CYXDtaZTTqgHYOENtD5Wi2Ggrih1Shk0gqppBxoFADWXo8T9bpQr8vjhEBOG2Ax6rajbiuQJhDY6ISMTsgIdkxsJr3dbEqGozW5apZglAr1f/uiRGtFOg8NztxZe/Dilzsr/35z8R/XF/7j8tN/n77/l4nbP4zdfN8z9WT/4I22Y+dauidbu6dau6cau8Zrdw83fWyNG/aONn5Ec33nUM2O47n6A9m6/TUth6uaDqaqdyerd1U27c83dsUr2zN1ezJ1e+KV7VXbu2t3HPLFahA3YzZCVoPd6/AyHiJAMCGa8aFokMBDFBGj6Q2XBcsmeF/K50sLPABxwidEfL6g4ON5H8sJlCCgHOumKReNOwnUjrksCGSELRbYZoVtdhcEIQ4IcVhhm9Fm0hi1EqVUrlGI5OI/bPtiW0WJyW4mOYrz8ziJYQTqxTxuLwLaYXBLye6A7A6o0A6DstkdxXrxJitFwV9R6Jflao1MpS6XycqkUoVOZ3O5gH0CwfFisfjXn3xewBmWEXygv+P8gUL3V9wvAxjRvMD6hFAkTDGkB3XjJEazFEagXgKnOJZkGZymUJLyEmTxPXlaCNBCAMSAmSxmuVJWKirfUlZmsjt3HzpxeurGqbP3Bq8s95xf6J54dmjy2c6emWRLj4OtUcMhHezX2BmZFlHonBqDU6mxytUmD8YazHCFRF0mUoplernKKlNYVBpIprDodFAwmM7lGhEPo9RYSTbcsGOfmwpKtHY+Vp1p7Mw0d6WbumP13emW47W7x5oOnt9x9OrR8YWp298cGnyAh7ZL9ORWsblMojNbYRwnOYHnBX9BmijWKMA0D7xc+T/ePRKCoX+W0PZbB6s23/golpLBydHiD8RZ1oVhar1BodGC63PFF75B9ojRatMaTQqNVixXSJUqlU6vN1uKY4sLmVAgP8+DE7DbY4EcGoNRLFeUVIgAhQGRv9yyraS0XCxXgL4Y7NMbrTadxaKzWIx2OzCwW2C4gGNQCI5DbrfD4wG/lrkJopBuDERhgFoQHg/6YnDOo5jR8XQqmUslsvF4JhbPxBLZeDKfTlVmUpWZZD6drsqnqyozlVXZXHU6U5lMZOOxTCQSiyVD+w+1P312/euvnqzMn115MvpueWzt6YnVx8dfzfW+Xjj1Yv7k2ouxh49ODo+29I90Tl6eGr54efL6/Ylrjy89fL344e+3ln988cf//clX/3pn7cfrKx9ur33/7MMvzz78+7Ov/vHij//Hwrf/Nv/tL69+/h9f//J/Pf/2Xz9hsVwmkojLwORNrZIB75pWo9DrVGB2B7RjIBmD6RxAcMF9AQZ3YlGpQi4GLAYCBWAx7nGhCOxxQqD5dTstbqcFgU0OmxaBjV7E5nKYbWadzazzOB0CQ1els6lo0maxl5aJf7+1TA+huw4PXn7w5s7y3+48/8fNhf9x/sG/TMz+NHbjh9OX3vRMLe4bmO04fqH54ERD12hj13jzgcmm/RP1e0ebusYBghv3jYHnDXtH6zuHGnedqm4+/FGjOJCs6kxUdaRrd2fq9uQbu+p2HK5qPhDLt6Xq91RvP5Su6eCEJGT36NQWs97uMDmw/7e98/yuql73/f8hJqv33uaaZc215up1zrl6r+m9kUpI6KmkQBJCB+PGrYgoBhKaCIiiIAK6LYDoEbfbre4zTnHc++KcN/fFL0wXoOfcc+65Y79xjmcwkpAwGMkYnzzr+3yf72Oy+m0Ov9UWdDhDTmfY5Y15/ckAlaRoUBmazgSpFE0lKDpCB4MUTVJBH0W7AgHC6zG5nCaX0+xx4x6H0WbWYpAOMRhQyGiCUQuGWjCjCdZAWoVWKVZIJEopT8x/jrWOI+QaTYiH9PqDAaYpBiw2ExYzsXbyGcNNTDsMQPxfYrFCqZYqVVKVGtwik6hURhwHSVoAjszLRkbR81CU+zGL6chaugLoiJ9i8WNbBR1NxDw+t9VOuL2uAOX3+NxOr8dLkYDFT/XF5Sw226x6SCeRidl8XgWPB+PW3k0jE3uWxhaPT71wbtuB1Y1zy4O732jbeoDK98jQEF/t0uJBxBY2YF4E97h9EcRkR032YnVTNJEzIoRCbYQQAoJtUjmsUGFGxAkjdqPRqtFgXK6cK1CqdCaXP47Y/AbcEys0ltoGqjqG0g0bMi2bS50TdX1zTUMHesdfmTh0ad+JW4OTr9pDzQK1q1IA8cRaI4q7XC6SDtCh4LMgBhoFw+JgNPbLfO/XzoyWS8NPVfkFkPI5HiPoM3M8p9+PWa1KrQ7cY9YZYRCDCZJGTIQVNuEGBNUYIBA3DBzBwERhsTuYO4cgK5XJMgUsVmp1Aon0KRZXVLIZFoM0erBVr4VhLQwDFgPTJGa1AimMKYbFFqfT7vUyt5cAc0Hnm87nwGmPaDLB6MW/OIsBmvPpZC6RyMaTuUSqkEkXs+liNlXIpIv5dDGfLZayxepcvjqbq8pkS6l0no6Ei7X5+cWJy2+/dvWtY+dP7X57eerqmclrK+NXV0Yunxm5eGb0yqW5U29OzM61jM90zx9ZXDz28sKLJ+ZfPPXG5T9duvOXN67ef/fev5y8du/ku58fv3L3+JW7Z248PPfRt6s3/3zu1ndv/+m7C3e+fv/eDx/c//H9L/76tEYhEnJBHrFYxBOLeFKJABAZ4JghMrj9DJCtUkqZkkmFQgFHwGcDFq/FFhMmmxW328weh81B4BYMfnzkFLZZYKvZaDHprGYjgcMmRAfrNVYcDQb8+XQql0j5XT65VFFRya3gCo1WX++2uT+cvvnK+XuvX/nu5OW/Hjn1YP7YndmlGzsWL/SOv9y+5UDL8J76gV01vdO1fTP1A7saN8wDvZgBccvg3uYNi439Cw29uxq6d1a3bc/WD2Wq+zPV/elSd6rYlSx0FusHGju2tqwfqW3blK/rLzYN1rZvqe/YFE/XYZhTItJKhCq5SKmRamC1AVXrCQNsR1Cv2RZ0euN+OkmHk3Q4QYXSQXoNxCRJkxRFUQGS9lEhp480uzyI3YE67AyLNahRDem1kEEPGyEUgVBEDxuVWg3IehfJpGw+77nKCoFEjFnMnoDfE/ATTqvFQZhtVqZwK4FbCZCjBtLaYJPFiJmNmBlCcWbXg2ExMLSVs5jBsUyllqnUApmMIxIJ5XI9ilrdbiZ/gJnFlxdw/pfrwv8pi91el8VqdntdVJD0kz6Xzwv6Yrff96xG4aPDXipUzmIWn13B42BWe9fg1u2zB3fM/3HyyOr2g2cH55b7pl9r2rjgijWJIL9Q54IsQQgntbBDYyAgxGaAcIMBd7kDMGKWSFVimVqhNkKITSqHZXLYaiUpKu3zxc24F4JsSrVJIoflGpNUiwmUsMHiSdW1d22erOnaVt+/s3VooXHDfNPQgYGdJ8YPvjW7dLV72xLur+UpbSyhXiDVISaL2+1mWPyUhs7M6xgWA7ECsLh8faPcL/HURQ9Q5V5v5vPBR0BanpskAdltHg9kMim1OrXeoIWMIBseCMGEwwmkBnAdRqHRiuUKmUqtMUDgOgHhcDK3tZgLWw6Pl3A4TYQVQjGFRssXS1g8PqNOABZzuHzAYrXeoDPCQKMA6gSTN8Rgl7l9Z3E6wcdxux2kEYGtkHAyCY4qAVE4lcv+pyxOZjOJbDKerfW6QAAAGM9JREFUSSSyyUQulcynE7lUPJuMZ9OJXCZVKKQLVdlCTbZQk8nXpvPVwViSioa7etpOnjhy49rJK6v7z782cW116vq5nVdXRi4tbz+/vOPKpbk3lyd3z7dN7upZeGHxyGuvz71wfOHYm29/9O3bd78/e+PRew9+fvXKZ6fev//mB/dOvvvpmQ+/uvjx9+dufbdy8x+ufPb9W59888GDn25++be73/zL0/5ikA3P57FAgQw2sOXMWCmMkBacfwawBivRoI+WiPlCAUco4AC9GGzcAa+FxYzaCQthwnAEMqNGmwUFSoWdQJw2jMDXOmK7xRQifel4LJtMkG6/GcGlIlklm8cWyzAX1dw/Nnt09eip2y+euffC8oP5lz4aW7w0PP1mz/ZjLYN7GwbmGjbsruufre2bqe6Zqu6Zqu2dre/fDdSJNYFiYE/TwJ763rnanpmqtrFS8/Zc/eZ07WC2qj9T1ZMurk/lO2sbNzZ3bGto3VzbMtzUua25e0dT1462npFSbZfFGhCJdDyOnMsS8yoFYo5YyhHKeWJIoXagZtrliwXoeDCaDMdTkViSDiZoMkKSITJAkqQ/QPmokJcKOQIU4fFhThfqcKIOJ2K3GQmLHkeBeVBj0GshAwh9V2jUMpUS3KCr4LDXsSolCrnZZvUE/E6vx+IgfpXFoLUBOAYshlDcgJiAvxjs3f0qi8uNxnK1RqJQCmRrkrEOQcDLQ0aCBLMUMGABBZbr1u62PZ7g/QcsjiXigMUenzsYpkk6AEwUDIud3ifEEC8V8tK02+97gsVcNowT9Z39g6NzW3cvTR5ZHT1yYfPe1f6pE1XrJ81kUQb7RVqHwuAUyBCRDBLLDAolpNZAcoVWqdLL5BqV2qCHMLFcK1fBWr1FqzXr9YTVSno8UZuNslj8BBEwGO1SJSJUGJ/jySvFGipbs2FsrmN4pn3TXMfmxfbN+7t2LG2ceX1k37nR/edbBvfDriJbZqkU6oUyHYKb3W5nOYsZ9eYpEIN3gWocjMbK7RPl2P2tjzOeFmbvA7DYHwqB1B43SZKRiD8UMjscaggCrS7II0ZwM7CpWZ2uchbL1RqGxSAuFVjZwI8SgNjp9dndHmCi0MOIXK3hicQVnDUTBTO44/IEQqlMplKrdHogPRsxkx5F9SgKWAwQbLLZgLmC0SVQgkAsFpBGxITYMSxm+mJmgvebfXEuu2Z6yyYTuRQAcSyTiGVS8WwaRHFmi9XZQk22UJcp1sWyVYFQNJPLzMzsuHLxlRuXj11e3nX5zcn3zu58Z3W0vC9e2Ns5v3/40CuHD7/62tzS8UOvnb9899tzHz669PGPFz/+4eS1e2c+/Grl1sPTNx+cv/vo4iffnb/95/O3/3zx7qNLf3r0/r0f7j76+fZX//QEixFYr1bJREIun8ficip43EqgNoD0H8BisIwHGTSgNQa5E2DoJ5MKgeIslQjUKhkwtIHNabBCbcFQHIFxBLJgMDjgZLPABA5ZTAYzpjdjkNOGR+hAIZPMJhNhirSbbQYdJBJJKjh8mQ7yRrL5loGWodnJg2enDr09deja1MF3tu1a6dl+rHPTwe6th1qH9rQOzbcNL7RsnAP7HaBqemaqu6eru2eZKnZOFdom8407Sq2jte0TNW2jVQ2b87X9+eq+Uk1fdW1fQ/PGxpahpo7NHb1jHX3jnf2TA5t3d/Vs9/jiIomBzZZVVggrnuPwKvlirlAlUZgglHL5EsFoIhSL0/FEMJGKJOLBYCxIhimSIv2BQMAfoLxk0EuF3XTYRYUcAdrs8sCETY+bjDiOWiwQihiMkEanVWnUTCnVKrFUwhcKKliVLA5bpVHbnQ6v3+d0u6xOB+GwW+w2i90GKAwQ/JjFNtRshU0WAGIDYtLqfn3X4ykWrznbNFqRXC6Uy/lSqVAu18IwmNqVwxdIFkyVD+4YFoOjO89+nAwFQV9M2MxevycUoQOU3+n1ODxuwOK189KPR+pMqJDL533MYiGbz36ey1bpjenqpo6NY8PTR8YPnxk9cn7LvrM9Ey/H64bUeJAjN1dIEKHSxBHpRDJIINIoFAaZXCMUyZQqHY7bXO6ANxDSGkwsrkytxSHILpfDEpFeIYPlMqNCgUCQTasnpEpErsPFGlSsxXyJQvvGkY7h6YaBqcaB2fXbDw/tOrF98czEobcmD19s6JvXWTOVErxSqBMpdJjZ4vG4SNpHBelfbYqfchYznoqn1Amm//0tFq+9engmLS8QDoM0S+BAcJMkYrEodDqVwQAyRoCTAaixhMuF2+2IxaJHUTUESdVqkUIhVavVEAQ27hgrG8igACAGBEdws84Iy1RqrlD0PJtTzmI2h8cXiEQyuVSpAkfzAIsNGAZADNbrzQ4HYDHTI5tsNsRiAdtGTr8fZGkCFsfTKZDQBlIxy9c9ysd6TO+cLhaT+Xwil0vkHpM6l0pkk/FsEmx/pIvFdKEqXahO5WsS+ZpYtpaKZclQuKm5eunQ1PXLL71/4cCF10auLo+9c2bs2ur426vjb52fOfHajvl9nfuWdhw9cXTXkaNzS8ePn79+7saXp9/78t17/3rq+lenrn+5fOur5Vtfrtx5eOGTR6sf/cPZW48uf/rjys0vr3z2/bXPvr/347+/8/F3T7CYsGDAlCbgs7mcCi6nAqgNMqkQTPPAEA+EBOl1KhCMCbbs5DIRmNqJRTxwbxRQG9jgwJ6ICTbiCGxGjRYMBpmcOKrDYI1Rr7BZYDrgTkTpXCpezKaS0Qjp9VhQk0Km5HL5LB4fJuzZurbqzuFc21YyOxAqba3q2rN+y0tdm16o6ZguNO+oXz+5fuu+9dv2d23d175pT8vGhcaB3aCqu6dLXTsLHTvz7ZP59slc20SmZSzTNFponajrnGrvX2gf2F3TtC2R6UxlO6tr+7O59lJVd2vb5u7esc7u0Y6esaEtCxMzSwPDOz3+BJevee55ccXzQg5LqJRqUAPmtXkiZCiXyJQyhWwsGwvGo3QsFozGg8FokAwFf1EnvIGQhwy56bAvHPOFY3Y/hVpsesRkwDDUbEYwFLBYqVYpVEqmhGIRh8etYFVyeFytXsew2OZyMjjG106qEGu2TQuBmq0ITjBNsR7GynegQfLAsyxmiKxQa0VyhUihEMhkAplMZTCYHQ6HzwcmeGAHGhhCy/viZ30UoIH6VRaHImGn20HYLL6AFxwhdXjcDo/b7fcBFoPb0kytGQN8Xtxm1hm0YqmAxWc/z2VLlJpQqtDct21o6tDowVPbDqxsnFtu2XLYk+rgqa1sKcZX4oiVMpo9EGqvYIv4AqnN7nG6/AqlFjKacvnq/sHNyUyVUoMKxXqpFFKpMLUSk4oNfI6KXSnn89UiCaRQYVINJlAYBQoI91C1XYPtG3fW9U7U9033jBzduufU2IFzk4cv7TzyVl3Pbq01WSnBWEKdWKHHzBaP1xGgvAGKLHezMfB96l2mO37WOPGUle1XheNn/RWgL2Z+mVndbgOGKXQ6kDQCYAcsZcC3YHY4nmWxxmgsX7cDP0dwxQNEAgGVWQsZJQolRyBcx2JXlvmLOVy+QCgG0jNgMcjCBiwGqH2KxQDHYOETbBu5SZLZRQQsTuWyzPEOJkKecRaXh8pni6VsqSZdqErlSyBvM53PARYDvSJVyAEWp/KleL4Uy9ZEMnWRdA0VjkWi9NBA88rJxVuXj145tfPyGzuuLI+8szJ+aWXs/OrOl/44NLvQum9p28GXD2yb2z279NKb1z5afvez5esPrz/4+cTVe69ff3Dq5v1TN++v3Hl4/u43yzfur9z86urnP67c/PK9B3+7+sl3D/72bxdufPkEix12CwLrFXKRUMDhcio47Of5PBbofJkhHlilA5DVqOUAwYDIQJ0Qi3ggrQJYLIAfDjTUOAJbMNSKo4QJAX4Ji8lgNRtddlMk6M2mIulEOBkNpWLhaJAOeDyw3iDkCzgcLovH16J4JF9b3TncOjwbq92UbByt7V5sHTzc2Lunum2irn2sbWC2d8fB9dv2tw0vNG3YBSjcPDjfsnGhYWCutne2av1MGY535lomS23T9V2zXYN72/vnUoUBwplxuLLpTHux0JlJtzQ2DPb0jnV27+gf3Dk1++KeAyc7+3aYiMC6CmlFpVQi1um1qNcZSMcyxVSxlC4VMsV8Kp+OZRPhVJSOh+hoNBiKBulwMBQMBik65KfDaywOBP3BKBmOe8gQ4XDDJosBQY0wakRgPWQAfbFCpZQrFVK5DDTFbC6nglXJE/D1kMHudHh83mdY/IsuAQrBCaYp1sOYHsbKQfwfs1it0Sm1OqlSJVGpgEwhVatRggA+ivI8CkbM9VBPZFAwSsVTRreyfpn2kwHgj/YFvHSI8gW8DIjdft/a698yGeS3WCzX6EPpQvvgyNbdSyMH3hje88b6iVcK3bvMZA1LahKqLDK9zUVl/OFsMJKVqyCZXNPQ2NbWtl6rgWAE375j/MzKhZGxGZcrKBLpeDyVWmVSK00qBabXEnotIZFAPIFWqkDYIs3zPFmFUCHRo6na9qb+0ZaN0x2bF3vHjg7vfm10/9mJQ2+N7T9X27NbZ01VSjCWUCsGfbHXEaC8voDfS1JPkRdo6+UTPPB2MBbz0U8s0T1rkHiqnj2/BFaHgV7MTO1QgtAYjSqDQY+iuN0OhmMg0N3u9TLWBQOGaYxGmUYjVirlWq0OQUxWG9AxnN6137uAxVanCwgURsykMUBiuYLNF6yrZJWzGOTAMWNAZnwHroQgFguQI8o1CoBjlCBgs9mAYShBeGkanIVeSwtKJhKZNDjewSzglYdRMBvS2WIhV6rKlmozxZpUvgSyLEBfHM8kkrlUKp9OFXKpQiFRKMXzxViuGM1WJ4st8XxjLF0IhehiNrg4PXD93IEPLyxeOz1+ZXnk6pmxSytj51bG/3BscOeuxrmDw/NLC1vnds0uvXT6vTun3/vi3K1Hlz7+8cTV+69e+2L51sMzt786c/vLs3e+OvPhl2dvf3P58x/e+vjbm1//87VP/3L/p3+7fPvREyx2OgiQsiYUcLmcCjZrHY9bKRbxJGK+XCYCYzoQMQFYzKjGoIDEzLAYmJF1WiWY+yGwHkdgK47aLSZwVdpiMjptJtJnL+bi1cVULh2LBP3BgDcWoqI05Xe7NCoVj8Pl84XrWFyWUGq0+sLF1p7ti+P7To0unt4wfry+dzHTOFJsGWkf2D2w41DP9gNtQ3vqemequiar1++s75tt2binbXhvx+b9zRv3NPTP13Tvqlo/U7V+ptQ1W+qaLbZP13TOtPbvaeia8gabpCqnRucJkMWq6p54ojFf6Ojo2t7dP75lZHHx4Ovz+04U6/s0Rse6SoVYBpstPppMVhUbO1u7a4v1+VQxHk1FQvFoKBmPpGPhVCgYCwdD4WAoFAqFQhE6GCapsJcMugO000t6yGCAjvrpsNMbwAm7EUa1OoMeMugMeo1Oq9ZqlGqVTCEXikU8AZ/L57E47Eo2SyASlrOYcNgBiM02q9lmBzg2EVYENyP42sk7CMUNCKqHMZ0R/lUWAxA/y2JwEUem0QhkMpZAIJTLgZXCWsbi8rAIfygEpuqMc5Y5gMbkUfhpoBqD82i02+syW83lLHb5vF6SZFjs9j8hSa+p1T4/biV0Bq1QJqjksZ7nsjUIlq5u6Ns+Nbr40tj+N4bnT7SNLCWaR2BHukJo5EpRlkgPm31eKlmsbvUFoiq1IZHMJRNZqUxltbvHxqeOv3qqu28YMzmlUr1KhWk0ZrFQB0P2Qq65vXWD1UoJxXqeUMvmq6QaRKbHBEqDL5ovtQ+1b5rpHT3QM3pkcOrlsQPnpl+4PL7/XF3Pbp01xZKaWCKdWKlDzRaXxxmgvF6/D7CYESLW8tieYTEY4jHWCO+TZ6F/y9P2VE4buOgRSiTA3zJTOwBZLQwbcRzwFxAQTMZAa2yy2Yw4roVhuVYrUakUOp0eRXGb3Wyzg/PP4FcsM7UDqUAQiqn1BrFcweLxn6uorGT/Ihbz+ELAYrFCAQaG5SxGCQK3Oxi9uLw1BgKFHkUxgvAFg5FUCqQbh5PJSCIeT6eAre1ZEJdfw8uVivmq6vK+eG1bL5uKpROJbCqZSyXz2VShAHCcyBXjuepsbWssX58uVMdi0TDp7G/Pn/7jzttXDt+4MHftzMTV1fG3V8cvnps+9tLGiZn62X0bZg/vGtu7OP/S8dPv3Tl34/7Fu39evv71yWv3Xr7y6cqdry98+u3KnYdnbz+88PGji5989/an31/9/K+3vvnX6/d+/OKHf795/x+fYLHL5bDbrQhilMnEbHZlZeXzXC6bz+cKBDypVKxQyORyqVIp12rVBoPOYNAZ9GqlQiKVCEABoVnAZwNzsVolY+Lc1lhsgm1W3GbFTRhkwiCX0xyNBgqFRH19oVRMxmPBaJhMxMPJRIwmScJslkgkLDa3ksVbx+bzpDrYSjnokj1UF60ZyrdOFNqmiu3Tdd27qzt35pp25FtG63tm67pnqjomC61j+ZbRmq6pto37urcd7Rt5sXvbkY7Nh1qH9jVv3Nu4YU99/3xt7+66voXmDYtN/fOl1lG7v0qucekgrxHx+chsbUNvJt9W07Rhw5Zd47uW5g++vn54BnNGVIhTBdmtrki+qq2xua+mpqOQb0zEiol4PhHPRsLJcCgejiTCkQQdjNJ0iKZDFB2i6BBJBQMk7Q9QHj/pdPtcPr/PT/v8pD9Aub1+i8UKGRHQFCvVKqYjBt9TNpdTyWZVslkiidiIwE63y+l2WawEYbcBEAOBginUjMMmzIihRgyFTThswsBZ6PLATLBJVR4PxECZ4bJcrVFotCKZnM0X8MUSPYzY3R53gHT5/AC7wM8E3ga32soz23wU7fb7wO6GJ+APUGSAWvuTCtJUkLS6bDaX3el1ekivl/J5yLXtZ4fH7fR6mBvDZeO+iCdAOzxes82qNeqEMhGLz2EJeIjN2j28ZWzh0I65o1t3Hxs/eLp92+Fo7SYtHnqer+dJUbZIzxXrZWpUKofUalih1MkVWrlcI1doVWqDXAVJFTquSMETKkRSjVwJy1WwRoMRhC8SKeRy9eFwPhqvMqIundFmdlJqxIba/ZFcfal1cP3mXV1bFrq3H9g8e3xs75npI2+N7V2t6ppRW+KVEowtNkjURtxq8/jcJB0gaap83Y7JxgR0BmIFFY6E44lwPAFyKsp3Q5hXG+V+QSDHAyshSOME/z4diYZi8VAsToUjIOw/kkj66SDYi0PNFowgwH0WsEEHzMKgwNYGmN0B35vGAMEmHLjKQJQP89NnPh8sdmq0epFYCsKAKliVley11EyBSCiSiEUyuVihfOyjwI2YGXpcRtwCvBzg1jjTVehgBPyHrS63nw6GYvFIIhlJJMF3KZJIxlLpRCabzOZSuXw6X2AqUyhmi6VssZQrVeWrqvNV1eWMzlXls6W1DenHKH/8tcUiEDQyNfXpqtpkrpDNZXPpSCkVGB9qfHd1/913jly/sOu9C9Nvr05cvrDrlT9uGpuoXTy0ZeGFhenDhw69vrz87u2zH9x754ufjp2/u/zBVyeufv7mjfurt78+8+H9lVsPL37y7VuffHfhzrfvPfjbB1//48ff/vzZX/737a//6WkWOxw2FIVlMsn/CIuZmGPAYrCDZyUwEwaZTHq32xKPU6WqdE1NNpeLxaJ0JEwm4tFkIhbw+U0mk1Qq4/IEl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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span></i><i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Caro De Bortoli,</span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">proprio mentre si andava facendo strada l’idea di
chiedere una rinegoziazione dei patti europei (vedi l’ultimo editoriale di
Alesina e Giavazzi sul tuo stesso quotidiano), ho letto il tuo articolo odierno
sui danni in cui incorrerebbe il Paese se decidesse di uscire dall’euro. Se ho
ben capito, ti avvali del modello di Prometeia per avvalorare queste tue
previsioni, ammantate di un’oggettività che non ha radici scientifiche, perché
non può averle. Se il modello usato è di tipo econometrico, esso non può cogliere
che cosa accadrebbe se l’Italia uscisse dall’euro, perché l’anomalia
dell’evento non può essere colto negli eventi del passato che sono alla base di
qualsiasi di questi calcoli.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">I risultati potrebbero essere usati se i grafici
venissero presentati con le osservazioni statistiche del passato, a cominciare
dal 1992, data in cui il Trattato di Maastricht è stato firmato inducendo
cambiamenti nella politica monetaria prima e poi in quella fiscale. Queste
osservazioni andrebbero interpolate con una linea di trend che parte da quella
data e continua nei grafici che hai riportato nel tuo articolo. Così otterresti
un’imparziale stima dei costi che avresti stando nell’euro o uscendone, che
sarebbe rozza in entrambi i sensi, ma certamente meno seguendo la linea di
trend.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Allo stato dei fatti, i fondamentali dell’economia non
sono tali da giustificare l’attesa di una svalutazione della neo-lira: 1.
abbiamo un surplus relativamente elevato di bilancia corrente estera, che The
Economist pone nell’ordine di 2,5% di PIL (47,5 mld di dollari), un risparmio
in eccesso che l’Italia non può mobilitare perché i privati non investono e lo
Stato non può spendere, anzi deve accrescere (vedi manovra in corso); 2.
l’inflazione al consumo è di poco inferiore al resto dell’euroarea; 3. La
crescita della domanda aggregata è molto fiacca, quasi la metà dell’euroarea, e
la produzione industriale in calo (-0,5%). Le ragioni economiche di una
svalutazione grave, seguita dall’inflazione e da una crescita reale modesta,
come tu e Lorenzo Forni sostenete, non esistono; semmai dovrebbe accadere il
contrario, ossia la neo-lira si dovrebbe apprezzare e l’inflazione ridursi.
Anch’io, a spanna, senza vesti formali impossibili da avere, ho sostenuto che
si possa incorrere in un deprezzamento del cambio nell’ordine del 20-30%, se
prima non organizziamo una linea di difesa internazionale (spero di non
illudermi nel credere che la Banca d’Italia l’abbia già in agenda); essa
sarebbe seguita da un’inflazione tra il 10-20%, ma si avrebbe un rilancio forte
delle esportazioni, che da noi, come noto, sono sensibili al prezzo. Allo
stesso tempo, però, mi attendo, sulla base dei cicli passati, un’inversione di
tendenza entro due anni, ma non nel senso da te indicato, che le conoscenze
econometriche non ratificano; si avrebbe un recupero della stabilità potendo
esercitare gli strumenti di politica economica che l’Unione Europea, così com’è
strutturata, non può, né intende usare.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Se svalutazione e inflazione dovessero affermarsi,
avrebbero diverse radici rispetto allo stato della nostra economia: inciderebbero infatti la speculazione (quella che richiede d’essere governata con la linea di
difesa auspicata) e la sfiducia del mercato internazionale sulle capacità dei
nostri governanti. Su questo potremmo anche essere d’accordo, pur ritenendo che
esistono rimedi; ma certamente non è quello di diffondere il terrorismo
economico sul possibile crollo dell’euro, che può capitarci addosso senza
essere noi a deciderlo, come insistentemente scrivono i giornali e i commentatori
più qualificati. Spaventare, invece di rimuovere le cause od organizzare una
difesa appropriata, non è una politica sufficiente per contrastare i movimenti
anti-euro e anti-europeisti attuali; anche perché essi la pensano come la
speculazione, ossia condividono la valutazione di un’incapacità dei nostri
governanti a fronteggiare la crisi interna ed europea.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">La mia conclusione è che, per allontanare il rischio di
un crollo dell’euro, meglio se deciso e governato da noi, non dai mercati o da
altri membri dell’eurosistema, occorre esplicitare chiaramente quali sono le
richieste di riforme istituzionali che dobbiamo avanzare all’Unione Europea,
insieme a un cambio di politica, che non è quella di spendere di più per
assistenza, ma per investimenti infrastrutturali. Tuttavia, per avere successo
nel negoziato, è necessario che la controparte sia convinta che siamo pronti al
passo successivo se non venissimo accontentati. Diffondere terrore economico
sulle conseguenze dell’uscita dell’euro, convincendo l’elettorato che non si
debba uscire, significa partire perdenti, esattamente come siamo ora.<o:p></o:p></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Commento di Francesco Zanotti<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Il post del Prof. Savona mi
sembra sostenga indirettamente, ma chiaramente una delle nostre convinzioni più
determinate. In sintesi: le classi dirigenti non parlano di quello di cui
sarebbe necessario e importante discutere, ma di quello di cui sanno parlare.
Il prof. Savona richiama sane nozioni riguardante la modellizzazione matematica,
ma per interloquire con lui occorre che i suoi interlocutori abbiano una
qualche idea di quello di cui sta parlando.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">In generale le nostre classi
dirigenti dispongono di risorse di conoscenza troppo povere per discutere della
complessità economica e sociale attuale.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">E’ questo che genera sui
media dibattiti puerili che servono solo a difendere le classi dirigenti dall’inevitabile
affermarsi di ricorse di conoscenze di cui non dispongono, che non vogliono in
nessun modo imparare. Studiare sembra essere una “diminutio”. Meglio continuare
a dibattere di quello che si riesce a vedere con le conoscenze di cui si
dispone. E il pubblico applauda ammirato. Anche se il teatro sta diventando
sempre più simile alla sala da ballo del Titanic.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5488339007103239881.post-9278713573193101002017-04-11T09:54:00.002+02:002017-04-11T16:10:23.206+02:00Infrastrutture: il conflitto che diventa complotto<div align="center" class="MsoNormal" style="line-height: 115%; mso-layout-grid-align: none; tab-stops: 81.0pt; text-align: center; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">di<o:p></o:p></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Francesco Zanotti<o:p></o:p></span></div>
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<span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:Francesco.zanotti@expoconoscenza.org"><span lang="IT">Francesco.zanotti@expoconoscenza.org</span></a></span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:f.zanotti@cse-crescendo.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT;">f.zanotti@cse-crescendo.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"> </span><span lang="FR-BE" style="font-family: "calibri" , "sans-serif"; mso-bidi-font-family: Calibri;"><a href="mailto:francesco.zanotti@gmail.com"><span lang="IT" style="font-size: 11.0pt; line-height: 115%; mso-ansi-language: IT; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">francesco.zanotti@gmail.com</span></a></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><o:p></o:p></span></div>
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<img alt="Risultati immagini per complottismo" class="rg_ic rg_i" data-sz="f" name="VRhB7JfQgAMCJM:" 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" 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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Leggete questo articolo preso da “ilPaeseNuovo.it”
quotidiano di Lecce e provincia.<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;"><a href="http://www.ilpaesenuovo.it/2017/04/07/gas-nodo-snam-e-ilva-perche-i-cittadini-e-lavoratori-liberi-e-pensanti-sono-solidali-con-i-no-tap/">http://www.ilpaesenuovo.it/2017/04/07/gas-nodo-snam-e-ilva-perche-i-cittadini-e-lavoratori-liberi-e-pensanti-sono-solidali-con-i-no-tap/</a>
<o:p></o:p></span></i></div>
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<i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IT; mso-bidi-font-family: Calibri;">Verificherete che l’opposizione ai progetti infrastrutturali
trascende spesso i progetti stessi e diventa confitto a 360 gradi contro la società
industriale con quella degenerazione socio-cognitiva che si chiama
complottismo.<o:p></o:p></span></i></div>
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<span style="font-size: small; line-height: 115%;">Il problema di fondo è
che oggi le infrastrutture non solo non vengono considerate strumenti di
sviluppo, ma accade anche che la loro crescita e il loro ammodernamento siano ostacolate
da una crescente conflittualità.<o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">Essa si manifesta sia
a livello locale (di singolo progetto), sia verso l’esistenza stessa delle
Società di infrastrutture, sia verso la stessa società industriale. finendo
inevitabilmente nel complottismo.<o:p></o:p></span></div>
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<span style="font-size: small;"><b><i><span style="line-height: 115%;">Una conflittualità
locale crescente …</span></i></b><b><i><span style="line-height: 115%;"><o:p></o:p></span></i></b></span></div>
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<span style="font-size: small; line-height: 115%;">La conflittualità
emerge a livello dei singoli territori quando una Società di Infrastrutture presenta
da un nuovo progetto. Non è pre-esistente.<o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">Essa viene scatenata
da attori sociali che si formano proprio per contrastare il progetto. O da
attori istituzionali locali che si mobilitano sempre per contrastare il progetto
di cambiamento infrastrutturale. Li definiamo entrambi “<b>attori sociali emergenti</b>” perché è il progetto che li fa emergere e
mobilitare. <o:p></o:p></span></div>
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<span style="font-size: small;"><b>L’opposizione ai contenuti</b></span><br />
<a name='more'></a><span style="font-size: small;"><b><o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">L’opposizione sociale si
manifesta, innanzitutto, come opposizione ai contenuti (ma, vedremo, si tratta
di una “scusa”). Gli attori sociali emergenti </span><span style="font-size: small;"><b><span style="line-height: 115%;">non considerano mai
convincenti</span></b><span style="line-height: 115%;">
né le ragioni, che hanno guidato la formulazione del progetto di una impresa di
infrastrutture, né le caratteristiche del progetto stesso.<o:p></o:p></span></span></div>
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<span style="font-size: small;"><b>La dimensione istituzionale non è vincolante<o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">Non ha importanza se il
progetto ha ricevuto tutte le autorizzazioni necessarie. Neppure ha importanza
se gli Attori Sociali Istituzionali (le Associazioni ambientaliste nazionali,
ad esempio) e le Istituzioni locali (dalle Regioni, fino ai Comuni) hanno già
negoziato miglioramenti, compensazioni etc.<o:p></o:p></span></div>
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<span style="font-size: small;"><b>Il confliggere crea consenso<o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">L’azione di opposizione ai
progetti infrastrutturali si autoalimenta. Quanto più gli attori sociali
emergenti mettono in atto azioni conflittuali, tanto più aumenta la loro
capacità di interdizione attraverso il crescente consenso che attirano proprio grazie
al successo del loro confliggere. Il fatto che chi confligge attira consenso è
anche favorito da una società dove l’ostilità verso le istituzioni e l classi dirigenti
è crescente.<o:p></o:p></span></div>
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<span style="font-size: small;"><b>Il consenso da conflitto rimette in discussione il
consenso istituzionale.<o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">Il crescente consenso alle
azioni di interdizione, opposizione al progetto, e il conseguente consenso agli
attori che le mettono in atto, finisce per attivare ripensamenti nelle
Istituzioni e negli Attori sociali istituzionali.<o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">Il <b>conflitto approda nella aule giudiziarie</b><o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">Da ultimo, accade sempre più
spesso che il conflitto approdi nelle aule giudiziarie con tutto quello che
questo comporta sia per la Società di infrastrutture e che per i suoi
Amministratori.<o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">In sintesi, la conflittualità
si esprime con una crescente sanzione sociale che può arrivare ad attivare le sanzioni
certamente più cogenti della Magistratura.<o:p></o:p></span></div>
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<span style="font-size: small;"><b>Il confitto non è mai vinto<o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">Neanche quando alcune infrastrutture,
alla fine, vengono realizzate il conflitto si spegne. L’esperienza elenca
numerosi casi di pervicace opposizione che risuona anche negli altri progetti.<o:p></o:p></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b><i><span style="line-height: 115%;">… che diventa
complessiva, etica … <o:p></o:p></span></i></b></span></div>
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<span style="font-size: small; line-height: 115%;">Accade, poi, che la conflittualità
non rimanga circoscritta ai singoli progetti, ma si trasformi in una
conflittualità complessiva che assume valenze etiche. Diventa molto simile a
una guerra di religione contro le Società di infrastrutture e la società
industriale.<o:p></o:p></span></div>
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<span style="font-size: small;"><b>Creano alleanze sempre più vaste<o:p></o:p></b></span></div>
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<span style="font-size: small; line-height: 115%;">Gli attori sociali locali tendono,
per loro natura, a creare reti complesse a livello nazionale e internazionale
che “sommano” e generalizzano le singole opposizione locali in una meta
opposizione che ideologizza, istituzionalizza il confitto: generalizza
l’opposizione verso tutti i nuovi progetti infrastrutturali che arriva a
contestare la scelta stessa di affidare a imprese gestite con logiche
privatistiche (anche se di proprietà e di controllo pubblici) sistemi di
infrastrutture. Il caso TAV è esemplare.<o:p></o:p></span></div>
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<span style="font-size: small;"><b><span style="line-height: 115%;">Che finiscono nel complottismo.<o:p></o:p></span></b></span></div>
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<span style="font-size: small; line-height: 115%;">Cioè nello spiegare i
comportamenti strategici e relazionali delle imprese di infrastrutture, immaginando
che esse sono motivate da qualche insieme di ragioni occulte e tendenzialmente
perverse.<o:p></o:p></span></div>
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<span style="font-size: small; line-height: 115%;">Usare la teoria del complotto
è un ottimo modo per giustificare un conflitto permanente effettivo che è il
modo più semplice di affermare la propria identità. Infatti, tutte le
spiegazioni, le illustrazioni, le giustificazioni che la loro controparte può
dare sono solo una ulteriore conferma del complotto. La teoria del complotto
esorcizza completamente il dialogo.<o:p></o:p></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b><i><span style="line-height: 115%;">… e costruisce un
gioco complessivo a somma negativa.<o:p></o:p></span></i></b></span></div>
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<span style="font-size: small; line-height: 115%;">Questa conflittualità prima
locale e, poi, complessiva, genera un gioco sociale a somma negativa.</span><span style="font-size: small; line-height: 115%;"> E’ negativo per gli
shareholder che vengono danneggiati da questo “vulnus” alle operatività, e,
quindi, alle performance patrimoniali, economiche, finanziarie e sul valore
delle azioni delle Società in cui hanno investito. Ma lo è anche per il sistema
degli stakeholder oppositori che vedono rallentata o bloccata la realizzazione
di opere che molto spesso servono sia allo sviluppo delle economie locali sia
allo sviluppo del Sistema Paese.<o:p></o:p></span></div>
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