titleLaboratori creativi <subtitle type="text">www.ictito.it - Istituto Comprensivo Tito</subtitle> <link rel="alternate" type="text/html" href="https://www.ictito.edu.it"/> <id>https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria</id> <updated>2026-10-30T11:47:44+01:00</updated> <generator uri="https://www.joomla.org">Joomla! - Open Source Content Management</generator> <link rel="self" type="application/atom+xml" href="https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria?format=feed&type=atom"/> <entry> <title>Lettura illustrata dell'Inferno dantesco 2017-11-10T16:11:19+01:00 2017-11-10T16:11:19+01:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1924-lettura-illustrata-dell-inferno-dantesco PZIC86300A PZIC86300A@istruzione.it <div> <p style="text-align: right;"> <span style="color:#b22222;"><strong>A.S. 2016-17</strong></span></p> <p> &nbsp;</p> <p style="text-align: center;"> <em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">&laquo; Considerate la vostra semenza:<br /> fatti non foste a viver come bruti,<br /> ma per seguir virtute e canoscenza&nbsp;&raquo;</span></span></em></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Dante Alighieri, <em>Inferno</em>, canto XXVI, vv. 118-120</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Gli alunni della classe II B della Scuola Secondaria di I Grado di Tito, sotto la guida della docente di lettere, prof.ssa Debora Riso, si sono cimentati in una lettura iconografica dell&#39;Inferno di Dante Alighieri.&nbsp;Avvalendosi dello studio del libro di narrativa che alterna racconto in prosa e i pi&ugrave; celebri versi del testo originale, i discenti hanno percorso le &quot;strade&quot; dell&#39; Inferno dando spazio alla loro immaginazione e creativit&agrave; interpretando, ma mai stravolgendo il contenuto dei versi della pi&ugrave; grande opera della letteratura italiana.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> </div> <p> {youtube}IcHzcFe9cyQ{/youtube}</p> <p> &nbsp;</p> <p> &nbsp;</p> <div> <p style="text-align: right;"> <span style="color:#b22222;"><strong>A.S. 2016-17</strong></span></p> <p> &nbsp;</p> <p style="text-align: center;"> <em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">&laquo; Considerate la vostra semenza:<br /> fatti non foste a viver come bruti,<br /> ma per seguir virtute e canoscenza&nbsp;&raquo;</span></span></em></p> <p style="text-align: center;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Dante Alighieri, <em>Inferno</em>, canto XXVI, vv. 118-120</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Gli alunni della classe II B della Scuola Secondaria di I Grado di Tito, sotto la guida della docente di lettere, prof.ssa Debora Riso, si sono cimentati in una lettura iconografica dell&#39;Inferno di Dante Alighieri.&nbsp;Avvalendosi dello studio del libro di narrativa che alterna racconto in prosa e i pi&ugrave; celebri versi del testo originale, i discenti hanno percorso le &quot;strade&quot; dell&#39; Inferno dando spazio alla loro immaginazione e creativit&agrave; interpretando, ma mai stravolgendo il contenuto dei versi della pi&ugrave; grande opera della letteratura italiana.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> </div> <p> {youtube}IcHzcFe9cyQ{/youtube}</p> <p> &nbsp;</p> <p> &nbsp;</p> “Piccoli redattori crescono: sfide a colpi di parole” 2017-06-14T16:13:04+02:00 2017-06-14T16:13:04+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1700-piccoli-redattori-crescono-sfide-a-colpi-di-parole PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="color:#ff0000;"><strong>A.S. 2016-17</strong></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Nell&#39;arco di tutto il secondo quadrimestre, gli alunni della classe III B della Scuola Secondaria hanno portato avanti con entusiasmo il progetto didattico Repubblica@SCUOLA: il giornale web con gli studenti.</span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Tale progetto &egrave; stato suddiviso in due parti:</span></p> <ul> <li style="margin-left: 36pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;">Lettura quotidiana in classe della versione digitale di <em>La</em> <em>Repubblica</em> (Repubblica+) con selezione di articoli e commenti sui fatti del giorno;</span></li> <li style="margin-left: 36pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;">Stesura di elaborati vari, pubblicati sul web giornale scolastico d&rsquo;istituto, nello spazio web di Repubblica@SCUOLA, concepito e realizzato dalla testata appositamente per dare visibilit&agrave; ai pensieri e alla visione del mondo dei pi&ugrave; giovani.&nbsp;</span></li> </ul> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Dopo essere stati regolarmente autorizzati dalle famiglie, gli alunni si sono registrati con un proprio nickname e password, coordinati dai docenti referenti - il prof. Laurino e la prof.ssa Arcieri - ed hanno iniziato a cimentarsi nella scrittura di articoli a scelta nelle sezioni <em>Studente Reporter</em>, <em>Gara della Didascalia, La Mia Foto, #La frase pi&ugrave; bella, D&igrave; la tua</em> e <em>Il Mio disegno</em>.</span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Inoltre, agli alunni che nel corso dell&rsquo;anno hanno pubblicato (come da regolamento) un minimo di otto elaborati tra articoli, immagini e disegni, Repubblica@SCUOLA ha consegnato un attestato per ottenere i crediti formativi.</span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="color:#b22222;">Accedi al giornale scolastico per leggere i contributi degli alunni:</span>&nbsp;<a href="http://scuola.repubblica.it/basilicata-potenza-icgiovannipascoli/">http://scuola.repubblica.it/basilicata-potenza-icgiovannipascoli/</a></span></p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p style="text-align: right;"> <span style="color:#ff0000;"><strong>A.S. 2016-17</strong></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Nell&#39;arco di tutto il secondo quadrimestre, gli alunni della classe III B della Scuola Secondaria hanno portato avanti con entusiasmo il progetto didattico Repubblica@SCUOLA: il giornale web con gli studenti.</span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Tale progetto &egrave; stato suddiviso in due parti:</span></p> <ul> <li style="margin-left: 36pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;">Lettura quotidiana in classe della versione digitale di <em>La</em> <em>Repubblica</em> (Repubblica+) con selezione di articoli e commenti sui fatti del giorno;</span></li> <li style="margin-left: 36pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;">Stesura di elaborati vari, pubblicati sul web giornale scolastico d&rsquo;istituto, nello spazio web di Repubblica@SCUOLA, concepito e realizzato dalla testata appositamente per dare visibilit&agrave; ai pensieri e alla visione del mondo dei pi&ugrave; giovani.&nbsp;</span></li> </ul> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Dopo essere stati regolarmente autorizzati dalle famiglie, gli alunni si sono registrati con un proprio nickname e password, coordinati dai docenti referenti - il prof. Laurino e la prof.ssa Arcieri - ed hanno iniziato a cimentarsi nella scrittura di articoli a scelta nelle sezioni <em>Studente Reporter</em>, <em>Gara della Didascalia, La Mia Foto, #La frase pi&ugrave; bella, D&igrave; la tua</em> e <em>Il Mio disegno</em>.</span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;">Inoltre, agli alunni che nel corso dell&rsquo;anno hanno pubblicato (come da regolamento) un minimo di otto elaborati tra articoli, immagini e disegni, Repubblica@SCUOLA ha consegnato un attestato per ottenere i crediti formativi.</span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="color:#b22222;">Accedi al giornale scolastico per leggere i contributi degli alunni:</span>&nbsp;<a href="http://scuola.repubblica.it/basilicata-potenza-icgiovannipascoli/">http://scuola.repubblica.it/basilicata-potenza-icgiovannipascoli/</a></span></p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> I conventi di Tito e Balvano, due gioielli del nostro patrimonio storico-artistico 2017-06-07T22:37:09+02:00 2017-06-07T22:37:09+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1692-studio-di-fonti-iconografiche-a-confronto PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;"><span style="color:#b22222;"><b>A.S. 2016/17</b></span></span></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: center;"> <span style="color:#0000ff;"><em><strong><span style="font-family:times new roman,times,serif;"><span style="font-size:16px;">Studio di fonti iconografiche a confronto</span></span></strong></em></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: justify;"> <span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; text-align: justify;">Gli alunni della classe I A &nbsp;a tempo prolungato della Scuola Secondaria di I grado,&nbsp; sotto la guida della docente di lettere, prof.ssa A. Tarullo, in collaborazione con il dott. Michele Laurenzana,&nbsp;</span><span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; text-align: justify;">hanno posto al centro del proprio progetto curriculare la&nbsp;</span><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">conoscenza del territorio di appartenenza attraverso l&rsquo;analisi di due significative evidenze storico-artistiche: i conventi di Tito e di Balvano, entrambi intitolati a Sant&#39;Atonio da Padova</span></span><span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">.</span></p> <p style="text-align: justify;"> <span style="font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">In termini di ricaduta formativa, p</span><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">orre al centro dell&#39;indagine il confronto degli affreschi presenti nel chiostro dei due luoghi di culto ha innescato un gioco didattico particolarmente proficuo: il riscontro di numerose analogie ha condotto gli alunni a sorprendenti scoperte!</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> {youtube}sVX0vuCiRWI{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: right;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;"><span style="color:#b22222;"><b>A.S. 2016/17</b></span></span></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: center;"> <span style="color:#0000ff;"><em><strong><span style="font-family:times new roman,times,serif;"><span style="font-size:16px;">Studio di fonti iconografiche a confronto</span></span></strong></em></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: justify;"> <span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; text-align: justify;">Gli alunni della classe I A &nbsp;a tempo prolungato della Scuola Secondaria di I grado,&nbsp; sotto la guida della docente di lettere, prof.ssa A. Tarullo, in collaborazione con il dott. Michele Laurenzana,&nbsp;</span><span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; text-align: justify;">hanno posto al centro del proprio progetto curriculare la&nbsp;</span><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">conoscenza del territorio di appartenenza attraverso l&rsquo;analisi di due significative evidenze storico-artistiche: i conventi di Tito e di Balvano, entrambi intitolati a Sant&#39;Atonio da Padova</span></span><span style="color: rgb(77, 77, 77); font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">.</span></p> <p style="text-align: justify;"> <span style="font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">In termini di ricaduta formativa, p</span><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">orre al centro dell&#39;indagine il confronto degli affreschi presenti nel chiostro dei due luoghi di culto ha innescato un gioco didattico particolarmente proficuo: il riscontro di numerose analogie ha condotto gli alunni a sorprendenti scoperte!</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> {youtube}sVX0vuCiRWI{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> "Un anno nel laboratorio di scienze" 2017-06-07T17:14:03+02:00 2017-06-07T17:14:03+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1691-un-anno-nel-laboratorio-di-scienze PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><strong><span style="color:#b22222;">A.S. 2016/17</span></strong></span></span></p> <p style="text-align: center;"> <em><span style="font-size:20px;"><span style="color:#0000ff;"><strong><span style="font-family:times new roman,times,serif;">&quot;Un anno nel laboratorio di scienze&quot;</span></strong></span></span></em></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;">&ldquo;<span style="font-family:times new roman,times,serif;">Se ascolto dimentico,</span></span></em></span></p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">&nbsp;</span></span></em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>se vedo ricordo,&nbsp;</em></span></span></span></p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">se faccio capisco</span>&rdquo;</span></em></span></p> <p style="margin-left: 141.6pt; text-align: right;"> &nbsp;(<span style="font-size:12px;"><span style="font-family:times new roman,times,serif;">Confucio, filosofo cinese VI-V sec. A. C.</span></span>)</p> <p style="text-align: right;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">Gli alunni della I A, classe a tempo prolungato della Scuola Secondaria di I grado, presentano alcuni esperimenti scientifici svolti nel corso dell&rsquo;anno scolastico sotto la guida della docente, prof.ssa Giuliana Cioce.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Le attivit&agrave; laboratoriali hanno rappresentato un momento fondamentale dell&rsquo;insegnamento delle scienze considerato che, stimolando la curiosit&agrave;, partendo dall&rsquo;osservazione diretta e dall&rsquo;operativit&agrave;, gli alunni sviluppano gradualmente la capacit&agrave; di comprensione, astrazione e sistemazione delle conoscenze.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">I ragazzi, infatti, hanno partecipato con interesse ed entusiasmo alle attivit&agrave; proposte, dimostrando quanto mettersi alla prova in prima persona sia attivit&agrave; gratificante e di supporto e integrazione all&rsquo;apprendimento.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Su ogni esperimento, tutti svolti in classe con materiale di facile reperibilit&agrave;,</span></span><span style="font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">&nbsp;&egrave; stata stilata una relazione di sintesi nella quale gli alunni hanno indicato:</span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">1.&nbsp;&nbsp;&nbsp;&nbsp; i materiali occorrenti;</span></span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">2.&nbsp;&nbsp;&nbsp;&nbsp; la modalit&agrave; di svolgimento, anche in forma grafica;</span></span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">3.&nbsp;&nbsp;&nbsp;&nbsp; il principio scientifico che si intendeva dimostrare.</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">Tra gli esperimenti svolti gli alunni hanno scelto &ldquo;&hellip;<em> quelli che ci sono piaciuti di pi&ugrave;</em>&hellip;&rdquo; e ne hanno prodotto documenti in formato multimediale.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family: &quot;times new roman&quot;, times, serif;"><span style="font-size:14px;"><img alt="esperimento" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="width: 66px; height: 50px;" />&nbsp; &nbsp;</span></span><span style="font-size:18px;"><span style="font-family:times new roman,times,serif;"><span style="color:#0000cd;"><strong> L&#39;aria occupa uno spazio</strong></span></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> {youtube}FT8pH04CXdo{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: justify;"> <img alt="esperimento" class="cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" /><span style="text-align: justify;">&nbsp; &nbsp;&nbsp;</span><strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La trasmissione di calore per convenzione</strong></p> <p style="text-align: justify;"> {youtube}QWEdS9PLA8I{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;&nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">Un modo originale per spegnere una candela</strong></p> <p> {youtube}75icSG0AWCI{/youtube}</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La dilatazione termica dei liquidi</strong></p> <p> &nbsp;</p> <p> {youtube}f9LSacF8Mwk{/youtube}</p> <p> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La cromatografia</strong></p> <p> {youtube}TnwmKm-XcTw{/youtube}</p> <p> &nbsp;</p> <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><strong><span style="color:#b22222;">A.S. 2016/17</span></strong></span></span></p> <p style="text-align: center;"> <em><span style="font-size:20px;"><span style="color:#0000ff;"><strong><span style="font-family:times new roman,times,serif;">&quot;Un anno nel laboratorio di scienze&quot;</span></strong></span></span></em></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;">&ldquo;<span style="font-family:times new roman,times,serif;">Se ascolto dimentico,</span></span></em></span></p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">&nbsp;</span></span></em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>se vedo ricordo,&nbsp;</em></span></span></span></p> <p style="text-align: right;"> <span style="color:#000000;"><em><span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">se faccio capisco</span>&rdquo;</span></em></span></p> <p style="margin-left: 141.6pt; text-align: right;"> &nbsp;(<span style="font-size:12px;"><span style="font-family:times new roman,times,serif;">Confucio, filosofo cinese VI-V sec. A. C.</span></span>)</p> <p style="text-align: right;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">Gli alunni della I A, classe a tempo prolungato della Scuola Secondaria di I grado, presentano alcuni esperimenti scientifici svolti nel corso dell&rsquo;anno scolastico sotto la guida della docente, prof.ssa Giuliana Cioce.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Le attivit&agrave; laboratoriali hanno rappresentato un momento fondamentale dell&rsquo;insegnamento delle scienze considerato che, stimolando la curiosit&agrave;, partendo dall&rsquo;osservazione diretta e dall&rsquo;operativit&agrave;, gli alunni sviluppano gradualmente la capacit&agrave; di comprensione, astrazione e sistemazione delle conoscenze.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">I ragazzi, infatti, hanno partecipato con interesse ed entusiasmo alle attivit&agrave; proposte, dimostrando quanto mettersi alla prova in prima persona sia attivit&agrave; gratificante e di supporto e integrazione all&rsquo;apprendimento.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Su ogni esperimento, tutti svolti in classe con materiale di facile reperibilit&agrave;,</span></span><span style="font-family: &quot;times new roman&quot;, times, serif; font-size: 14px;">&nbsp;&egrave; stata stilata una relazione di sintesi nella quale gli alunni hanno indicato:</span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">1.&nbsp;&nbsp;&nbsp;&nbsp; i materiali occorrenti;</span></span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">2.&nbsp;&nbsp;&nbsp;&nbsp; la modalit&agrave; di svolgimento, anche in forma grafica;</span></span></p> <p style="margin-left: 39pt; text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">3.&nbsp;&nbsp;&nbsp;&nbsp; il principio scientifico che si intendeva dimostrare.</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size:14px;">Tra gli esperimenti svolti gli alunni hanno scelto &ldquo;&hellip;<em> quelli che ci sono piaciuti di pi&ugrave;</em>&hellip;&rdquo; e ne hanno prodotto documenti in formato multimediale.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-family: &quot;times new roman&quot;, times, serif;"><span style="font-size:14px;"><img alt="esperimento" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="width: 66px; height: 50px;" />&nbsp; &nbsp;</span></span><span style="font-size:18px;"><span style="font-family:times new roman,times,serif;"><span style="color:#0000cd;"><strong> L&#39;aria occupa uno spazio</strong></span></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> {youtube}FT8pH04CXdo{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: justify;"> <img alt="esperimento" class="cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" /><span style="text-align: justify;">&nbsp; &nbsp;&nbsp;</span><strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La trasmissione di calore per convenzione</strong></p> <p style="text-align: justify;"> {youtube}QWEdS9PLA8I{/youtube}</p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;&nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">Un modo originale per spegnere una candela</strong></p> <p> {youtube}75icSG0AWCI{/youtube}</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La dilatazione termica dei liquidi</strong></p> <p> &nbsp;</p> <p> {youtube}f9LSacF8Mwk{/youtube}</p> <p> &nbsp;</p> <p> <img alt="esperimento" class="cke-resize cke-resize cke-resize cke-resize" src="https://www.ictito.edu.it/images/PZIC86300A/icon-1691301_1280.png" style="text-align: justify; font-family: &quot;times new roman&quot;, times, serif; font-size: 14px; width: 66px; height: 50px;" />&nbsp; &nbsp;<strong style="text-align: justify; color: rgb(0, 0, 205); font-family: &quot;times new roman&quot;, times, serif; font-size: 18px;">La cromatografia</strong></p> <p> {youtube}TnwmKm-XcTw{/youtube}</p> <p> &nbsp;</p> "Alla scoperta del Piccolo Principe" 2017-06-07T16:07:51+02:00 2017-06-07T16:07:51+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1690-alla-scoperta-del-piccolo-principe PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><strong><span style="color:#b22222;">A.S. 2016/17</span></strong></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Gli alunni della classe I A &nbsp;a tempo prolungato della Scuola Secondaria di I grado,&nbsp; sotto la guida della docente di lettere, prof.ssa A. Tarullo, partendo dalla lettura del libro di narrativa <em>&ldquo;Il Piccolo Principe&rdquo;</em>, hanno estrapolato le lezioni di vita dello straordinario protagonista, capace di offrire spunti di riflessione ai pi&ugrave; piccoli e agli adulti, in una dimensione senza tempo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Dall&rsquo;analisi del testo &egrave; stata ricavata una galleria dei personaggi, ciascuno &nbsp;connotato da una peculiarit&agrave; e portatore di un messaggio. Mettersi sulle tracce del <em>Piccolo Principe</em> ha significato, per i giovani lettori, quasi partecipare alla caccia di un tesoro prezioso.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>Leggere un libro non significa decodificare la sequenza di lettere che lo compongono, ma immergersi nelle sue pagine, per ascoltare la voce del narratore e dei personaggi, lasciarsi trasportare dalle emozioni &hellip; </em></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>Il lettore potr&agrave; dire di aver letto veramente, solo quando sentir&agrave; &nbsp;di aver conquistato per s&eacute; &nbsp;un cantuccio da cui assistere alla narrazione!</em></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <div> <div> &nbsp;</div> </div> <p style="text-align: justify;"> &nbsp;</p> <p> {youtube}jNd5SyhXX3U{/youtube}</p> <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><strong><span style="color:#b22222;">A.S. 2016/17</span></strong></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Gli alunni della classe I A &nbsp;a tempo prolungato della Scuola Secondaria di I grado,&nbsp; sotto la guida della docente di lettere, prof.ssa A. Tarullo, partendo dalla lettura del libro di narrativa <em>&ldquo;Il Piccolo Principe&rdquo;</em>, hanno estrapolato le lezioni di vita dello straordinario protagonista, capace di offrire spunti di riflessione ai pi&ugrave; piccoli e agli adulti, in una dimensione senza tempo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;">Dall&rsquo;analisi del testo &egrave; stata ricavata una galleria dei personaggi, ciascuno &nbsp;connotato da una peculiarit&agrave; e portatore di un messaggio. Mettersi sulle tracce del <em>Piccolo Principe</em> ha significato, per i giovani lettori, quasi partecipare alla caccia di un tesoro prezioso.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>Leggere un libro non significa decodificare la sequenza di lettere che lo compongono, ma immergersi nelle sue pagine, per ascoltare la voce del narratore e dei personaggi, lasciarsi trasportare dalle emozioni &hellip; </em></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family:times new roman,times,serif;"><em>Il lettore potr&agrave; dire di aver letto veramente, solo quando sentir&agrave; &nbsp;di aver conquistato per s&eacute; &nbsp;un cantuccio da cui assistere alla narrazione!</em></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> &nbsp;</p> <div> <div> &nbsp;</div> </div> <p style="text-align: justify;"> &nbsp;</p> <p> {youtube}jNd5SyhXX3U{/youtube}</p> Il caviardage: alla ricerca della poesia nascosta 2016-07-04T22:07:41+02:00 2016-07-04T22:07:41+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1102-il-caviardage-alla-ricerca-della-poesia-nascosta PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong><em>A. S. 2015-16</em></strong></span></span></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><span style="font-family: times new roman,times,serif;"><big>&quot;<em>Chi lavora con le sue mani &egrave; un lavoratore. </em></big></span></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><em><span style="font-family: times new roman,times,serif;"><big>Chi lavora con le sue mani e la sua testa &egrave; un artigiano. </big></span></em></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><span style="font-family: times new roman,times,serif;"><big><em>Chi lavora con le sue mani e la sua testa ed il suo cuore &egrave; un artista.</em>&quot; </big></span></span></span></p> <p style="text-align: center;"> <span style="color:#b22222;"><span style="font-size: 12px;"><span style="font-family: times new roman,times,serif;"><big>(San Francesco D&#39;Assisi)</big></span></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe III A e III B della Scuola Secondaria di primo grado,&nbsp; sotto la guida della docente di lettere, prof.ssa Tarullo Annalisa, al termine del triennio hanno esperimentato un nuovo modo di approcciare il mondo della &quot;carta stampata&quot;: <em>l&#39;articolo di un quotidiano pu&ograve; diventare un inaspettato serbatoio di massime, frammenti di poesia, frutto non della volont&agrave; comunicativa del giornalista, ma della capacit&agrave; creativa degli studenti.</em></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">E&#39; stato questo l&#39;obiettivo di fondo dell&#39;attivit&agrave; laboratoriale incentrata sulla tecnica del<span style="color: rgb(178, 34, 34);"><em><strong> caviardage</strong></em></span>, in cui<em> </em>&egrave;<em> </em>stata messa in atto la pratica del <em>&ldquo;cavialeggiare&rdquo;-&nbsp; </em>annerire. Il percorso ha previsto la suddivisione in gruppi ed &egrave; stato sviluppato <em>step by step</em>, al fine di attivare negli alunni un&#39;interiorizzazione degli argomenti pi&ugrave; proficua ed un processo produttivo pi&ugrave; consapevole e mirato.</span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"> I discenti, infatti, coniugando creativit&agrave; e capacit&agrave; progettuali, hanno prodotto elaborati apprezzabili sia dal punto di vista grafico che contenutistico.</span></span></p> <p style="text-align: justify;"> <span style="color:#b22222;"><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 16px;"><em><strong>Per cominciare abbiamo preso confidenza con la struttura di un quotidiano</strong></em></span>...</span></span></span></p> <p style="text-align: justify;"> <img alt="" height="53" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJcAAABuCAIAAAClYBb/AAAgAElEQVR4nOy8dZgl1bU3XG3HXdt72m18mMHdggQIAUIgECR4kAAJEiBAElwS3AmuQYLL4IOO+0zPdE97H5eq2r73+v6o7qZngNyb3NzvfV8e1rOefqrrnKqzav/2WnvZLg1+oP/3Sfs/LcAP9B+gH1D8PtAPKH4f6AcUvw/0A4rfB/oBxe8D/YDi94F+QPH7QD+g+H2gH1D8PtAPKH4f6AcUvw/0A4rfB/oBxe8D/YDi94H+b0BRTTBMOQA1cfCdF/0Pf/M/Smrrx/j/mf5XUJx8HqEUV0ooJSc/klJwoZRSILmgTFChuADBQWBFsCIYsCF1oggHwYATSbjiVDDGmXVrzrjgEhQIJqWQ3y3Fd0unFKitRltJpZSaPM25FFIKKTkX1mRSSkklrSslAFeSKylACQABwAEYKAaKgiKgTMkMRpgU43cXCoQCCTAhrJzg/xTk/yKK3zHlpp6WAGKCqVJYSgbAlKJcKKmklJwyJYUCTjkiAgmgAhgDjgAhQCYYOZUtyDwGkwBBCiFhmsxExGScCS6xSRnhoIBjIaj4DkH/yQNIUBNjOCG0FEopEFJxrkAB45JxQZlECAtGQAklmRB0AgfJFWfAiKQmJ6akhiSGIgi4CSKraEqYWWIQyYXkkjGgEpgCDiDGf1YCMAAG8K9K/130v4KinMCSAWAlEeeIUUKoFBKkBM6BUZB0yl04ABbCUGACGAAIgEhACGUMPU2YQZnJGWaMCi4UV+PD8e9M5glFHOevn0VKKYSUAhjhGBFKuBBKMgaCjl8qKRAdOALgE3eTQmJMC4aZwTTPFaHAc4BzCmMlCKeYmIJS4AosmSfEVuPqC/+GJflW+s+g+M0PJ5RSIckMhgnHUlBgBDidnIJ4bGTT4i8+f+2lNx5/8Om7/vrwLdc9fufNT95z68uP379m8Ye0MAq8SHEeBCZ6jiEDQCkhQEgAUJZG/asoqm9nJQWnVHAhOceGqRcMSoh1hSymB9ctX/zua68/9sBjf73hb7de99y9t7340N0LX3hyw+JF+cEeMFIAGICBNDktIm5iRahkmJicEQBQVCgqvp7dclyQ/+ss6jc/HB8cEAqEVIQzUzITgAPD+ujQ5+++/cxf/3LNqaces9OOe06r36kqtmM8tkMsMi/kmx8N7tU87ZjddvzjGaf+42/396xYDHoeBAPBFCPM0CVnAMCl5P+F//Nfyf/1g0jJieIMlBQES2bhJ9NDW9568pGbf3PWGQfu/ePZHXu31e/SEJ8X880OuxdUB/ef3nz8njtecPQRt19y4btPPDi0ejHoacBFhnVQHJS1aCrOKMNYcrHt0Pyrkv9T+l/1UZUCDgoJXlTCACBmLvnZay9d8+vT92ysby3ROkpLZlRUzHe5dwuF9opG94xEdvZ5d/J6dg2G5nu8rVpJl73iV/vu89r99yf7NoNkQDEzipwiKblQgin5b1qkrSyGAiVAUlAcOAZBAEBPDn746ouXnvmr+bXRJk3rrNDm+W27VQd3rQrsHPPtVhXYpz62Z014e799ur2iWdPmu8t/e8Beb91x6+jyZUAoAAA2gVIAYJRwTmDqzN92Dv0H6H8BxcmQARQAA6EDYBD65uWf33nlJQfPm9FsK50b8O1RU7lT2D/f7Z5dUTG7pHR7W8XuXu++4fBuXu92Ffa5Nvsch7PLVjEz4Nupoe6qM09b/+nHipgAQHGRMRNAmdQknPybEo6zAilBChCUoQIvpoHphczI43ffute8rgZfRYfPNt1V2l6mdVZo83y2XWK+3auCe8QD27nK2zVtlq1035rIIU21u4e9O7gr9olHLjr8p1/+4zVlEpAAGEtCpKAKhJrUTUuAra3r/5z+xyh+x0oDCkBJYAYoU7HioteeP+WQH82I+jt99plBZ7fXPt1dviDoOrC16dQ9d7/imJ/deu5ZD1968ZNXX/XoH/5w21lnXXzYocduv2CPhrp2tyOgaW1B79nH/XzJ++8owaRgkiHBcaGQRtj4N4SdIrYCKUEJAE6KGaB6um/t9Zeet/P05nCZFi/XdmyIHTa3+4wD9rny5GPv+O05j//x8sf/dPndvzvvhlNPvOiwg342d85OYf9sW+l8l21Hn2t7t3Oex3fUvB1evvN+M5UFqYSpC4qYoFQyDpLDRMQ16cf/Z3VRKcU5l1ICwOSBlFIIoZS1dHzHtPnaLgEoUFwoIUFaEZICQWQx8dpDdx2yYFaTo6Q74N65sXKnafFDtpt+wc8Pe/DaK5a+/bIY3gwKjSuu9XDUhExibOWyVx9/5Kpzzjxq711nTaupC3gO2nuPrz5aCADAKcdFgoqCE6WkUv/dwdjKhllHnHPTEEgHEHouceUFZ1c5S9sizj1ntv762J88ff9taz9ZSEb6QWKQGKgBzARJARuQHB1c/MULd9x25S+PP3G3XQ9sa5vlcs/1BGa7grtUN953+dXGWAIAODIQMbEgVnzJpeCcK6FAgmJS8W8fVaXUJATbHEz9zregSCkVQgAApZQxJqUkhCCErJNCCOvktgM2AZ5kXEklKVdMCEQl4SCUQvqHTz9y2OzONkdFm7tiQX382H12uel356x873WRHgDAABIAKZziZlLQvKB5JQyQJuA8CAQAIHHPyq/uueX6g/bYVdO0Yw49KNm3GUApbALDILkQXMiJoP2/RFFNsWFSgVKKMlrMc7OYTw3fcuXFTdHggo6mP19wxkevPs3yw9b3QDEQBAQGToBhYBg4AcHGJwLnY6tWP3bTTcfts98ejW1zPOG2Mtf8ytqHb7yJ6DonCKEioiYWlIGkghCKpZCgQGImKf9WOaWUnHNrzIUQQggLHUvZrCcVQnDOt0Vx6oGlhYwxC1HrJKWUi2/EqRMockQkYZYWcgMLJkDBVy+/dOxOC+aFfJ1e517tTX88+7TFC1/nxSTQPNA8gC5B57KAaUY3EzpKmDjNpKGAcWkiM0NIQQEFUAwVNqxedul5Z9eGAldeeD7RC5ISms8KgqUQ/wKKAFIpayoqLhRnMDHBn7jvzraayPE/+dHCl59J9q8HQIBz0iwoJaTiUo6zElwJLgUXjElM1AQMeiK5aemK5267++gFO832hZvsrh1aWl569BHBKGOmiQqYmSZDVNAJqwWKS/XduSdLryycKKWWIjLGEEIWtBY6W6E4qa2TJnSSrGvGv/ZN32riH8WEMglQMZ6qkDC8buPpPz6k2+Vqs5Xv1d7+5qMPG2MDXE+DQkqZQiEBJla6Lou61A1l6srUAZtAkKKGRAVSNIiOuWkYOSEJANBi/pZr/rTPjts//8hDIAQrFlmxoKT876MIAIxxRgUo4IQKSq3wf+PqFaf98tizTjp+zbKvxh+JFMHMK06YAjqFmQQugXJFmGBccK4ok4SJ8d/W0bL33j/t0MOaPe54RcUe8+a9//qrABwUpcw0jALjdDJW/EYecCsIlVKTumipoGULLb20jidR20oXrW9Pwmkp7zYD9K0oKiEVZgpzYBKoBAV6InvzZVe2+YKdPv9Zhx669N13gBMALoguSJFzRAUhwDBQUzFz3MeXJoiCInmJzYnsAFW8aBQwMZVgihMA+Nvdd59/+mlrlywGzoAxwf8FXQSw0rACADhlkgsAyCUTN13752uvujI1MgwAkiDFMDAExFSCbYPi13ACMABTiAJhRUSxkAoAKAOADatWnvnzn82Z1uDTtJ8fevBo32YAJQXFZpFSBCAVSKHEP1nPp66LlkU1DGNSlxhjjLGp39/KR5VS5nK5lStX5nI5KSXGeNKcCiEYZ1JNpiCnoAigGFeEAwcgAogAgC8XfrTv/B3awtHfHPOLLcuWAgDNZoWhAyiphADJQVEACsAm/hKhkJQmcFMJohSWEgvOhAAAxjnnjFMqMFaUvvDM0y8/9TTOF0CpfxVFJaSSCgCkkEoqycXSL7584J67ezdtUgqYaXKMSdFglILgSgghFbdYfc1MSiwEksIUnFg+LgAHBZIDLgLAaP+W6y+/dH57c43P/bc7b7c8dkmQoIaUjEqGBCaKy+92Ui1dtLDEGEspdV3fuHFjLpfjnFu2dBLXbSONFStXHH300U8++aRUCgAIIZZGGrqhm4Z1121RnMi2jaOoAGWKV59/UZXTd85xvxxauw6kAkZJoaAXCowxCYopRaTCQnE5YaUVMCw5U1IB40CYolwQyihjFkbIQJwKzigolUmlPv/kk6EtW8bn6n8fxfHoQlmuDQBQTBZ/8dXGtes5ZcVC0TSxUkAJxQgrqUAqJSRwAVwoYdU5hJSCCUY45UqOp4uVJEowEFRgQYvAdEbQ6EDvPTdd1xQO/nTvvfvXrAHGgCCQVAiKONYFRorzfxpqYEIQQkopISUX4r777rvkkks2bNgwaSYRQtuiaDlFn3z8cXNT8/wF899fuHBiRnAhZbFYoIzCN7PQEyhKzBQRwEFx8eXCj+Y2tu2//c5rl60AoRRhIJVSUCgWDYSlAswlZpJxZU1jSdS4YvLx2aCsA8sj5xIATN3EiEg57psMDQ+Pjo0JKYQQUvz3dVGB4AJjQTFIqZQimKWSaaNo6jpCCHOhGBVCghUugTWnKAPOQVjMlGCgBICUgjFGuKBMMaY4V8KkuoGznOv59AjHRSOXuvI35zUGg3f9+RqZzXBTB1AKBFUcAUcg2HeujAAKOOfFQl4IDgBvvvF6Z1fX/vvtv3bNWuthrSBiWxSJiThlq5ct33f3PSpKS/faZZeP3nsfAAAkwSZCOqNECjmZmfnatioACQJhhRkIRbKFq3530W7z5n258AMAUEWiqACmJJMAQBUgoZBQSEiqlAQQTFFDAoWtSQCfcOWlFJRSjDllBFHOhZCSCUkYJ5wJKeR/UxetpV8KjjGjBJTlKTDrOgXAmKJMMC4JlQRLIawlTFoygNg2KqCEmKZJKKFcYC6J4AKEbuYMIwegrGJIYmDgqIMPPvrgHw9s2CAoYZQoKSQoLiVVkqvx0uOk7FJNxOhKgRQUI47R4o8/PmjX3TRNO/TAg3o3b4Yp7s/WKCpQjIOE3PDYL396RLXXb9O0vXbYYfGiT0AQZOaFJIxjihlnIAWABCXGqwqSS8WVZFxRBkqtX7XyiMN+fPdttwAlCjFVZApJwJIhyrkgSpogMShdyTxnkwk0pJtmUR8d3dKzefmGzUs3bFjSt2lVemwL1nMgGXCqKJaUMkKVUpyLbNEwKZcAXAqhpAQlvzmvvyupNG5ZlVRKSMGF4JYLISRjgjOhJqNiIRUyCmNjQ2vXbliypGf5ioGeTYnBoVwibRRMycdvhbA0MecSpALCKGPW/FScUQD48ovPjz7yiCcfe1wphQ2DYSIol0JKLhSTiinJQHCQEpRSXArGuQIJ0sruwOL33jtguwVVWmmktPSUY44ZHRqCiSTAtvEiKAChgEog7LyTTw2XV9R6vW5N22/nnRd/8iEACI4YNYWQjCrOlJrQQiWBEi4oF5QxjAHU448+/Oer/9C7aT0zCxxhpVORJ4oqZCBEKAdAkiMlJQAHoIIlRkc+++jDB++86+pLLjn9pGOOPuJHPz/iwF/+/LBTjvvZb0755e1/uvL9l/4+1LPeUgXBGOdMATCpDEoJZ/8mipZRUsqyyZYfzxkXExEkQahn1Zo3nn32/huuvfKcX595zNHHHfrjIw/40TGHHnbWL0+46qKL7rrlL2++9MrA5i1TS71SKjlRqgQAQggyTAC4/777Lrv0stGRUQCgCDNMYDxglSBAcRBMUsysq6QUglo+k1qx6JMj9tq7sqyi0eHsCASuufiSfDYLE/m1b6JoVaAVANx50y2NkWitz1vt9To07fAD9l+55AtBDE6xkmrqcEihKOXcms+MC84Kucw9d9/+wftvA4BgiJi6YFwyQSi13CXKGeHMMm1rVi6//447T/3FcXvOW9Aer/ZpmlvTgpoW0rSApnk0LaBpLT7vLh0dp/z08GcefGjLph5hFqXkAIAozup5k2Kh5L+MorXgSQtGobgQjAnGOCVKCADoW7fu1muu+dlBB23X0jzN565zVcTLtZCmeTXNo2leTQuXlzSGgjt1d5105JGP3nXHUM8GAMsLJZJzRshkKwlFGAD6+vruvvOuzxZ9KoUUjCuphBBSCMmV4BLA8qeIlEoJQRHiGINSn77z9iG77ebRtFqvpyUYnN/U9MR99wnOlVJW7LCtReWcKzHuLy775LM5be2+8vLWysqmaDTitO+/6y6fv/8uSMYxtrollLKWX2GaVEjBGLfuuH7dmoXvvpXJjCkllGSII11gBopIZjDMBZNKAkB/z8YH77jj4L33jtmdYa2s1u6utTmb3b5Wl6/LH5gbi87w+9tdrk6vr83jjWlard3W5A8ctv9+Lz39RDGfAYCimTWJrkD+O7o4gSJIBVwA5xyZ1NABhJ7PvvT0k4cfdFCVzxOxldd7HG0h7/TKYHvY2+RztIc93fFgs99R56poDribfM5IiVbltv3s4ANefPDezOZ1gE2JCC7oDBMQSjKhxHg0sXzpsuVLl1rTXSnFOONCMCEoFwpACCG5VIyLom6VwRe9+eY+c+c5Na3a5equrfGVlh20265rli6GKbm3bVGkjFohsCRUGObpx//SVVLSFIm0xuOtlXFfaclu87f7+M03mKFbIfPkAowxtYJQIRgAbN7cMzi8BYALgbkkBHgBiAEMAysQXSjBCF6y6JMTfnp43Gb3a1qj2ze3snZGKN7pC033RxbEanesbNguFJ/pDc5wB2b5wrOCkW5foDscqnc7HSVaa3X8hqt/P7hlHQACYFIyIfi/4N2oKe0kEkBYLigFxgBksnfTNZdeVOP32Uq1+qCvuzbeEvZO81a0BF1tIXdbyN0e9nSEPS0BR2fU2xlxtwXtMyu907x2t6Z1hj2/O/7oT199Weqm4oIUDEW4pEJyKShHRSOdTJmGoUBhQjjnEhSTUgBgwahlnAhjRQMop0X8+RvvHLrDzhGtpDHgbwwFq3zeoNNxxe8uMIs5mJIZ3xZFJoWSUkrJDBMAPn7nnbnNzW5NawgGm6PRlnDYpmn77rjDx++8yxkDy2UTUilJCGaMSskZI1IJ0zB0o8AEBhBMEUMRE4QJtCh0BYIg86UnHvvRDjtGysobXd55sZpOX7jV7W91+5tc3lZPoNHmrtTKa7TyFru3wxNqcXpbnJ458aqZlfE6t6M1GmyMeGvDvnPPOGFg8woArASW/0o2HGAKigKAK6AcKAWQA6tWnv+rk2t83pjd1lkVaon6WmK+tniwzueI2Uqq3BX1XnulTQuVaNV2bZqnvNlv6wg5OgK2Dn9Fd9jR5a+IaNqCpmkvPvKYwAQkKMKBchCSU5bPZrFpUkIIJYwzJgUHSZXkoHRqIoZBSWEYQLgi9I1Hntqne2ZtuX2ay9tVWdleXenQtO3nzPxg4VsASkqp1MS6vk0GzlolDV2nBEvOebF4+Xnneisq4g5HSzhc63S1BIM1LvfeO+743FNPYYQBQHBOCDaMguAUABBFjFMAIBRTTrigVgdKgelFXpTA9Xzy4TtvW9DZGS4paXb7un3h6YFoRyBcVVoR1LQqh7vW7a/2+hui8a7aabPqWtqj1VUeT7i0PKKV1nrctT5PrdfZHPVVep0xr/O8045LD24AUIpzaQV3cts+iG/4NBMoWhrJAZgCzAFgZPPmC048MVhWFreXz5lW0xrxVTrLw/ZSl6Y5S7WY39tWXz2rddqMprrmeLTW5650lsbtWqVNq7Fr01xao6e82V3e5C6NlpYsaOt8/Pa7qG4CAJhYIiQZBVBScowMQjEAUMVMjohiWFIksVAMJAUAoRuv3vfQAdPnVGulTQ53q8ffHol219fZNO2cs88wzaKQAmFkLbpWlnUrFK2CpWmalGCOMS3kl3/yyY923dVXUtIei82sqemKxjvjlf6yslndXfffe6+ezwEAYwQhgzKslCQUIWxyRrlgCiRiJhUYQBRRBuFsIZO656br26urguUV7f7QrFC8ye6NaaUNbt/Mhmlzujp323nnE3/5y+uvu/Hhhx57+qkXnnv2hccefvS2m2++4NdnH37AgV0tzc21VTUBd6BMa630V7ptdk3708Xn5jNpAJBcWChKLmFK4kptbUTVBIqSCUklcFCYg4RcOnP+Kac0BoKd8Wid1zkt5KvxOWJue3dz44H77X3yqb+68k9/fODBB5579unnn3n64fvuufGaP/7quJ/vv+uOO0xvnxbyxOwl9V5Ha8Tb4LU3BXzVTndHVc1d192gZ3MAQItFbhqghBLMqvsDKCKowUwkMVaYKcY4AlDUMB65/Y4d6puaK5zTPaFZgdiMcKw1HHFo2k7bb7d4yRcKlEkNTLBVa56aTZ1EUQmlpFIUIym4IIiZ+ouPPdZRXR0oK5tb39AZjtbanV11tQGXszoWveW6a9KpMQAFinOOhKScU4xNjAwhOYDVg8sFM0FiUczced2f64KBUEnpjHC8yxdp9gSryp1VTu8+O+9y9ZV/ePm1V5euXzNiFHSANMAIYWmhrOR/2tTXblz/9xefv/CCc3ZZMMdv1wJlWlPQ1RjwNAXcd914naHrSkrBuGBCMAFTCjpTk4NiSncEJ4xjDkwqzCTj9950S7XHGyovb6+MNQR9VV73gpmd55918qsvPTOcHC1IyAswATAAUmBQbmCSSmfXrV77yt9fuPyi3+29y86VQb+3orQmFKgPBqcFAh5Ni7hc999yC0MIKAFOgBPFCWOIUINxIoBTRRlQNSFddmzk7mv+3BWL1ZRVzAnFZgeis0OxGZF4UCutC4X+/vQTAIAkIpIoUJyxqSnur1GUYMVP0jR0RjBIDqCoblxz8SUhmy1eYZtbV9/qDzZHIl3Tav0OW9Trufr3F+fHhgEkCCoFVeONXxJAKiUop4QgXsjLbOa9Z5/Zoa3NW1LWFYw0u/11Dk+1x7uga8alF1z07nsLtyTHRpDRZxZ6UGFFMftFOvVFKrU4lVqZy2zUC31mccgsjhn5db0bXn395ZNPOLYm5Kn0OKfXxmIVJdtPn/7xuwsBgGPCKZNSTmbjtoFwnKWUUiqhgEuFOQAs/uCTXWbMCVfY64JBu6ZVhwKnnHDcG6+/PDyyhSo6hszVycyaVG51IrN6LL1+LN2TzGxOZQazxbRBi5gn0tm3Fr53znkXTJ852+fz10ajtT5ftcfjrahonzbttaeeAilACcUIx4ZgmGCdEIMryiTF1JCKAkAhm7ru8t9XOR11FfZ2j69WK53hj3QHItXltpZQ5LrLLxsbHkTUwAJZRW6McbFYnAwW4VuqxFJwipXkoLiiNL2l/9zjj/eXaI1e34x4Vb3X0xwLt1XFArbyabHo5ef/pnf1ClAMQIFkihElOCjJGMEEY4QAkeWvv33g7Ln15Y658ZqOYKTO5Yu53ccfdfTbr72VzhULUqxLJpYlRtYa+WWFzKJ08tNc9vNiYVE2vXBo8J3eTR/39y5Ljq5NJzYmRzPEGE4MX/H7i9saGgLlpRFbRdjuuPrSywrJtKVonFDBrHywgK2z9BYTSjljDBFhYgAoJrNnHH9C1OVrq653lZbFY/Frr/lzb3/fSCY5kEn0ZhKrEonFifRng6Mfbe7/oKdvUe/gkqHEmmRu5XBiQzI/isVwkYzptD+ZeeLFf+x5wCHRUDTudrfG4521tU6bbad587784H0AkJxgPU+RriRTgiIjb5p5RAxQZPPaZZede0ZHVTRWXt7k9XQGAk1OV73NXutwRcvKfnPyyamRIVCSUpMwUwg+Wca3ChVbocgwYYT1b+nPWCuNYATpKJcBQgZWrTr9Zz9rCgSnBYNd0Uhz0Nfg98yoq6rxuF2adtSBP3r/9VeZaQAAMKooFZQQ07TGcWTthrMPP7K2tLy23N4draz3Bprj1Rdf8Nt16zdkTTyQz2/MZFYkk1+OjX46MvzJ8PDbfX1v9vd/kEx+nEq9NzL8Zu/mtzZt/GDL5vc3rV82OjygF4dzmXSh8Phjjy2YM9ddXuEpt89u73rluRdAgeQChFRCionK3VQIrXIgtzI1lHLGOWPPPPJEc3VtzBusC1fPaJt+9133FUxEAfrzhWWDgwvXrPyot/eLsdRHg8Pv9/W/t2nLR30Dnw2NLktkP+8b+qp/dHUq/2Xv8MqhVFZAmsOnK9f95vzf1UejLk1rr6vpmlavadoRBx84OtgPACCpYkRxwomJ9LygiBH88duvHbnvXpW2kkafqzMWbgsFuiKR9mCwxm4Pl5ef9JOf9Pf0ACgjmyJmgRITAIaGhtatW2cV+ret9XNM9Hzh+muuvfWWm9PppJRML2QYMSVGwGlqy5ZfH3usv7y8zu3piIRaQ76WcGB6VWVzKBAsLZnb2vLYXXcmhgaBUlCKGUggCgDcQH+84MI6u6Ou3N7qj4TK7LM7uq+79oaRVEaXclM6vTqR/HJgaFH/4Ocjo0uS6WXp/CeDowv7hz4aTS5KpBclUp+Mjn00PPzx4NCHW7Z8tLl32chITzrTn8kNpDKPPPlUU0tbeWmZpmm/PeucYjIjCAMFyDCRiSa90YmtMOMlTK4E51gKBgAjA4MnHvOLoN3rs3nnzpj35OPPFhEfyaNNmcKS4bFXlq96Z2PP52OJz8YSnybGPh8b+2Is8WUi8VUi+VUiuXg09eVw4vP+0a8Gx5aPZNYk9Z48TnM5MJq89bprpjc2BJ326lCgOuB1lWl/vPRiSjBwKpEhqWkVbgZ6Nz5wx607drZENa3D7+6K+GdURjpjoTq3o8ph66iMnX3iCT0rVwIAMYrULFJTB5DYNK+66qorrrgilxsPHLdCEQCIiY4+8qja2pobbrwulR4FACWoIEhyCqD616279PTTQuVlVW7XrHikzuVs9Hk6Y+HOeLTG7e6qrbnw1FMXvf1OOpmc9CI+emvh3Na2WHl5Z7jSX1oxvbX93nvvTxb0DOc9uezqZM7WjX4AACAASURBVHJlOrsslV08mvhqJLF0LLs6Y67P0bVZvCptLE8Vl6YKi1P5xen8kkz+y2T606GRj3r7lieSy4ZGBg2cFXDZtTf4A0F7SemMto63XnrF+lGMsF4sWpZAToGQAFBQTDKpqBRECP7h+wu3n7NdmVZaF2+46477h0YyQ2l9w1j+/XW9H24Z+XhkbGH/4MejI19mRpfmkisLmZXF7MpiZkUusySVXJUvrMwVvhgc/WJgdOlIeslw+svB1LLhVIFy4PThu2+vCgfLNK2pJu61Vew6f97iTz+aHOf08ODbL79w3mm/aonHoprW5bbPCno7fK72gLc9HIhUlE0L+y8667SRwS0AwE1dEkSx1YhL7rn99nAofNLJJ2GMp66DE+siE5LQq674g9Nuq6+vveGGawf6NwOApIgZRWBEcp4bGvrTeWd31FTX2W2d0WBb0Nvsc7cEfNOrq+MOR30guNeC7S8+55xXn3n+q8+/+Gjhe0cf8hO3VtJRWdMSrY4Eg9ddd2PaMEeQuWJ0eGU6uXgs8enA8OqcvoWwDTlj+WBm3ai+MYl6Eqgvw3pzdEMWrU4bq7PmWoOuyOufjSSWpnNLUpkVmcL6nL6piHqS6V+fd0HUG9Q07erfXyYnEhlTI41JFCkABSVAKEUFR5yiP151ZdAXKCsrP+v0s3s39SdyeN1ganH/2OdD6a+yxgYJS038aTqxLD+6spBYrafX6Nk1enZNIbsql1mVy67XjY0GWpnMftE/vGQ4uSarr8sUh3N5jPR8euzqKy4Jed1ue0VdLNxQGTnnlBM/e/etFZ8vevXpJy84/dTtp3fFPa5Kp73RaZ/hdm1fGesO+ipLNK+mdVTF/3LNlcXMKIBQggpsgGDC0AfWb7j1mmsba2o1Tbv88sthIqG/tY9qEkXZe2+83d3SqmlafTz2q18cs+i9d1gxbxWi9FRCmCYg9PYzz+w7f4FX05r8vtZgoD0Uagn4W4L+Jr8/Wl7WEPDNqK2b3di86+zZrfHKSre/NlxVFaq84oqrkvnCUKGwemRk6dDAFwNbVueyvZj0FI3Vicy6RKYvYwwV8JaU3pfWR4p81JADBbopa2xIFzdkjY1FtDZnfNY/sjpbXJPTP+kdWJHMJbn4YvXaAw44oKSk5PBDDxscGAAAsBKVE4hu7aYqBRKjghRkZHjLPnvvqWnabrvttWzFSq5gw+DYqsGxNcncqnRhZU5fqZP1VGzE5vpiemMxs1HPWdxTzG/SC2vT6bXpdJ9u9hXNnmyxJ6dvzhs9mfzGsUR/KplHRjKXuvji34YDvrjfUxPyVvmcs5vqd+7qaAr5A5pW47Q1Brwt4UCD2z6jMjg9Fg6XaHUe28G7LnjxyYcBFwCUQLqiGADANJd98OEJh/80bnPaNS0YCDz22GPb+KQTKHIBUm1Yvvqg3feM2Bxxh9Onadu3dzx4yy35ocHxuJkzy1ouXvjhcT8+rMbtDZWVdoSDnZFga8DT5LG3Bz3dkUCr111VWhrVtLZAoDFS7fdETzrpjJ6+YQzQn82vHh5eNTLck8/1GXqfXhzQ9WHTGENm0kQphFKIjJl41MCjOhktEuvvSBEPFdFAAW8pkE05c0NWX5strkzll4+lkow/9MQTwUi4urbmzTffVEopLjgmgvKpCZuvq4pKEJQHUE89+WgkHPL4vA89/qQh1OZEpmcs1ZPMbkznN+UKm4t6r2H0G8agaQ4hi5HFwyYaNtGQaQ6Z5rBuDhfMwbzeny1syeS3ZAsbkplVieTGTCYrZe/I0K9OOcHnqKgPeVoi7qoKLaJptRWlbR7H7FikM+hrC/qaw76WmlB11B922c844ef965YBcDCLgA0AkAiNrF//yoMP79LW6dK09mDEU1K27z77bNiwwYJw26ifMwqYFsfSt//putZYZbi8vDUUiZVXTAuFfnfG6Ss++hDnMuPjYHLgMLBu47knnFTt9QTLSmbXVU6PBRpd5fOqo11Bb4fXPSMYaLKVt3i8bq1i730OXvjBpzmDjuZRf7bQm8muTyQ25XL9uj6oF4d1fczQU6aRwWYGm2mCU4SmMU0hkjFpxqRpg6YNmtDpSAEPFnBfHvXkjPVZfXWmsDKRTnH+5ZpVe+y3j8Pjvv6GG4rFopys3E/tupwIo4ATkAQALrnot5qmHXXMz9f39Q9lc2sGhjelsptS2c2ZfG++0F8sDur6iKmPIjxGyCQn8decwDiJcNJAY7o5WtBH88WhvN5bNNfl9c0mGjTRmF5Y+ME7u+ww361pnZWB9rCryVU+Oxro9rubbGXtHmeb39tVEwu4K3xe74XnnJka3AikQIpp4AQo1rPZt59//uyfHT2ntr5SK+8ORNoD4UqP7+orr7Labb6lqxgAFGHAYeUnn++93YLGQLAjGp/m9ccdzqjdts/2C677/e9XfPH5+D4SqpSByejYtb+9sNrnjVWUdYV97QFnk8s2PRyYWxXr8Hm7g4E6u6Opsu6uux9mQhpU9CdyA9niQKE4oOuDpjGI9GHTHEUoicwMRjlC8oQUGCsIURCywESBigIVBSILRKaRGDPYiE4HddJXxD0FtC5vrMvkt+RyiWL+5tv/GonHjz/xxJHREcuuyK+7srbKoiqOQVFG0RE/Pcztdj/z9+ezJt4wMLRpLNmXLfRlC/15fVA3LMHGEEpTluViknNM5JnIMZHnIs9ljskcYVnC0oikTZw0yYCJNxt4k2705vI5Tk2Ob73xmpqgO2ovaQm5mjy2WdFAd8jX7LLNioZmxiIxtz0a8F99yW8Lo31AdeCGNdXWf/XljZdcusesWVV2W7SkrD0c7YrGY+UV++6yy+KvFsPWTcJTLKoQijCQYKRyD938l7Z4ZczuaI1EO6uqZ9TXhW22iNOx3y4733XjzWuXr0bJrMoVQEqcydxw0YUNXnedwz6rMlRvK58RDc2IBOtsFfNqa+pcrjNPPKVvyyhhYjRTHMkawzl9MF9MMZ7ibBSjJMFpSrKU5BnRGTUZNaU0FViMBJhCmRxMDnmqMlgmkRg12aBB+3SyqYg2Fc31oyNZbK7csHb2/Hl77rN3b18vALCpFnWrRLhSnAKIgS09O+6wYP6CBet6NiaL+sbBkeG8PpQ3hgrGkGGOIpTAJEVphtKCELqCqWxYfwFMAENCUagCl3kmCpRnKR/BtB/zjfni5kx2pFjQqdnft+HkY4/0l5RMC7i6Yr72gKsz4J4e8c+JRVs9rqpA4E8XX1hIDrFcAogOVN+05PP7brz+4D12r/V6IxUVVS5nayQyu77BX1HRGA7/7e67sYkopbquT922MVFfRFgSClQCV0YyffZJJ8ccjuZorKu6pj7gb4qEW6viQYfdU1q6x3bb3/yHq5d8vKiYzgiEcr2bTvjRPhFNmxULzYgGu8L+aS5HvctZ5/Xu3D3jvTfeYQL6RzIDiVyOiDHdHCkaSULTlKYpzTKa57QouC4FkpxITpQkVlRgdY9IoAKoAJOrAlU5qtJYjGI+iFi/SbaYeFM6lTQLRLCjjzt2znbzvlr81VYr4TdQBMkB4NNFH3Z2tp940kmJbDZR0HtHk8N5fUzH1h6DFKFZxgqC61KYoBDAVMYKkAIMYMmJJJgCDK50JgtMZLka5arfQL2ZbG9iLJnLKsXeee2lOe0tgRKtuzLU6LY3u+1zq6LzKmMtTse5Rx85vHoZKFocHVj06osP3HzDwbvv4tQ0T2lptcfdFAnXBwPd9XU1Pp/P5brsvHNzyaRgvFgsWnnUbeuLlncjEeG6AQBb1q8/45hjAk5nxOFoCocaAv5p4WB3Q31DKOItKXNrJTt2dl962umP3nTD+08/cdqhBze77B1+9/RIsCMcaI+G6j1uu6Zdcf4FSDfzBu0dTiYLOIt5ykA5wpOmmca4IGVBcEMKpCRRilkNu6Csl1UwBVwBk8AEMA5UAOZgcMgzlaZijPARzIcx7c/lhrIpALjt7jv33GfvV159BdQ3UPz6hLL6kZ584tEdd9rxsSefNKkYSmX7xpLDeT1l8hSiGcLyTBSFMJXEoKyWfou/2RhOFRAFRAISyuCyyIWhICNEkouBfH5LMpk1jYKez2cSV1x0QaXH1RYNNgfc01wVM6LBmeFgp89zzlFH/OPB+/5+zx3XX3Thbt0dXk0LlpfX+z1NkVBDMNgUCTfFopVej7+i/JxTfjXW3wtKYUws/BBC2+ZulFScMo4wKRQV44qQoZ6ey847r9LrDZSVVXs9TeFQUyTSEA63xKubIrG4zeHWtJlV8Z2bG+dURuZURjr87havuy3k76yOB8rLZrc0f/D6G5yLwWRmNK9nTDKUzqUNbCooMl5k3JQSKUlBMVB8Yo++UMp6CQmXSgjgXHGmGANrNz+VYEjIc5VmIkl4gtCBfLY/nTAE+3zJV8edeMJ9D9wvvrH3ehJFAGVlbe666/Yjf3bUV0uXmUyOZPJJw0yZNItEjvACkzpXGNT4JjyphFBCKMEll4pNMJ+oMTMFWErEuMmYznie8SRhScwSJhrJFxKF/PDYKKPok/cX7rrd7KjL3hzyNXmcXUFPl9/T7rJNDwW2q69t8bl9mlbndMyoinRVRtsro7V+X7XPW+lxxb3uxsrYuWec2rtuNSjOCOaMCyknt2psq4vERFZ/rCREUAKgcqPDd95www7Tp9cHApVuV9Rhr/Z6m6LRjqrq1kikMxppcjkbbGUdfld3yNcR9DZ7na0hf43X4ykvu+yC8xNDA/mCPpTKpQycNtBQKptDBCugAEwpkzMqFeEMcyZhsnytpOV7ccYpF0xILgVTSoAQilCJhSpyWeAyTWmasSRGCaMwUsgMJscuuPjiG26+CRMM0mr5/GakAdZLc2659eZfn3fuxr7+jEkyiBSFzBJRYKJAuc4kkQoxxqVQSgrOKMKcMKvfyXqDA+eCUCqlZIybGBMhCGeYUcxFDpE0oimT5BhPGmgwnRlNp4uGPtDfd8oJv/Da7bVeR5PP1R32zQz5u72uDo+rwWZrcjnbfZ72gLc15Kt12hr8nq6aqiqvO+Z27jJ39u0331DMZwAE0vMEI8E5oXSyn3hrH3W8IUxKRhlC1NRJIQeCAcCqTz+99Kwz53e0xxyOkN1e6XY3BkOd8XhXLNoe8Lf73N1+T7vX2epxNHocrZFQoLysc1rDS88/KzgrmDipo5SBsojolJtUIq6oVExKRClhzESooBeF5JxTxgh8bRAtqb4uEhKTGAamXOqUG1wUOcsLXlQiL0h/aiylF26547Zb/voX3TAA4GuNnLjdeJ+GkgDwh6uuuu7GG5FQWZMkdTxWwEkdIyERl4hyLqWJkGHolJqcYmqYX6+sUgEAI6SQyxJsImQW9QKXXCpLaRWWylSgC8gzkcE0jVBK11OFQl4vPvbo32Z1tkad5dN8zja/u93jmBnwdHncrU5Hp8/X4fc1eZwd0WBzwBsu06o9ru3aWi899+zVi78EyUBxyQky8gSZ8G30tS4yQgXnk6EWwwYnCJQAKbKD/R+/8fqFp54ys6W5yuOOO53VTmer1zMzEpoR9Lc6ba1u+/RIYHosUuvxeMtKjjzskKVLv8qbeiJfSBoobeIsIkXKEZdUKKmAYCq4tMq5jBJKEUK6lAIAGMEb16xev2rV0Jb+zNCIVUICBVQngjHOlYl5HmHEhc5ZhqIcx0O5VMosPPTEow888nChWAQrqTGle2MyfWP1gd/817/e+9AjhoAMommTpgyaNmmRCa6AMk4oU1Igs8g5tvR3dHCwd83awZ5NIwODghAAEAQho8gZARBSMgBpvfOISYUlmByKXOYISyOcNFBCNwoEL1m+9OAf7est1VrCge5IYHrA0+G2dfvcHT5Pk9PR7vPU2yt8mtbgce4+c/pvTz3lvVdfYfksgJQUcYoERZJj+PolXt+GIqeMUWo15OSy6XwuNf45QUAJEARKStNY9Pprfzj/vB/vvltnZXyaraLFaetwO2YGfXNioemRQHc8ErNXVAZ811/357FUIlnMjxQKKYQyCOcwMxgnYrxqpIS0NndaYiFDV0pIzlcvX3LTn64++rBDfrL/fkcfesiFZ5751AMP9q1eA4QDgGKCM06ZMDGhXOiMZoiZ43jMyGeJ8fp777z8+quZbHabJ5yahGMAHNTfnnr61XfeMxXkMMtTmcVC58rkytqFqISU428r4z2rVjz4l7+cdswxRx144M8PPfT0435x36239KxYDpwASGIWBcdfL5GKK6W4AMLB4CpPRRqzpInHdDOLsYHx5ZddGnLapwV9HUFvp9fZ5XZMD3jmVMe6w8HaspKZ8cjBO86/7MzTln34Ppi6lWkCbCpGQHEAZeQzxXzun6HICLWyyRijjT3r77zzry++8OzYUL/CJlAMggGjEy9BkzyTfO3Jx8844ie7NtXPjoTmRMJzo6EOn6c9HAzbymd1tL38jxdzpj5WyCcQShGSJaTAuMkFF/LrpnIuFGPjL0dQwsjnn3jkoXkzp9s0Leyw+0pLXKUlgYqKukDghJ8e+dHrbzKDKCYl40JIJUEAIC4KjGQZSmM9z/DSNas+W/xlKpuRWzfDbVMoNgR/7b33l6xZixTkMNM5FKhCHJgCIUEwKSgFkJTgV559av+ddrRrmkPTwhUV3tLSmMNe4/MesPvurz33LDZ1inRsFgGEklRZ/pBSSgIXgDgUqcpQmSBsFOERXQeAF174e3NdbcRW3uJztTjKZ/k9c2OhBqdt59am3xx37PN/eyA/0Gu1UQEjwCb2q5p6dnT4tReef+juOwZ6N/9TFCnlnCsFlNNsPnPkUYf7/J4Tf3ncc48/+vl7725evbIwMmImUxKboOfBKABAccumG8/9dXfA31BW2u60tbgcnfFIyFa27567fbH0yzzDw8VcEuM0pTlGi4Kh8R68iUZQqYSJJCagBDYK99751+rKmKZp06LhumAg6rB3VFc1hUO+khKbpu05b7u3/v6iJAwAFBeCCc65UMqQLMPMDDULgmwa7F+/qSevF8WE2ZnatGFBSAGKTHyxcvWmoWFdQJZwQ4DBgSggXAqpsIk5Y1KIl558omtafYWmVdodlS5XZzTWEY9HbBXVLpdd07obpz16z524kAMAUIRTgxFdSQIgQYKUwCToHLJcJakYo3zYNIlSS5Yu23HB9k5N6wz72932WQFvd8AT1rQrzjwVzAKAkmZBmEWh51EmVUiM9a5Y/slbbzz3t4fPP+P0ymDgxGOOzmXS/9SiCkEImdy2/9Y7r3dN79Q0LR707TRn5lEH/ugP55576+VXPHPv3e/8/Zl3n3vqlYfvv/m3vzl65x3mRYIzfa5WW1mryzG9Oha0l590wvEb+3uzjIyYxQTFaU6zghUlp+P7lSdQFJIZpjBMJcSLzzzZ2dZSUV4eD/ia49E6v68lFqn1uGvc7uMO/vFPdt8jXG77yb77rfjsC8kFKGXqBsEYAEzJMhxlmFmUdCA52j86jBmd3GitvmFOCYAp1fqBob5kqsBUFgtDAJLAAXQDY0wF55KLpYsW7Tl/O3tJSbXTOSNeOaOqui0UrnY4Izb73vPmnXT4T9prqqY3Nrz1j5cEZ0oQyTFFBcEMUNJqnOcKDAlZDgmmRpkcIyxDaf/oyNFHHuHQtOnR0OxwYKbP3R30xm3l+283+283X//qIw+++siDz9xz5wM333DTZZdeef5vTj7yiM762pCtQtO0Wa2tiz/64FshhCnx4vhOQCY5FzyVSf7ltpuam+o1TXOVar6ysqjDUeN2d1bFF3Q0z29tbAv5a0u1porS6V5Xt8fZ7XV1BQJNAV/IXnHdNX8ayaSG9XyK0YxgGUHykulKsK8VEYBLoAwwAS761q455Ef7appWXxlrrIyGKsqq3Y5pIV+dx33ecb/YsmrlltVrTvzp4dUezyW/Pis1NAQABCNOqVTKEDQrSIqYumL9idHhVEIBCCktdfxWFClAfzK9eSSRxTyLhcEVVsAAMGEIUQBIDA6d86uTwk5HfcDfHY83uT3Vdsc0n6/O4fr5fvsteW9hqq/vygvOC9lth+23b8/q5QCgOFYcgaTj210UCAVIQU5AikOCq1FMR3UDMXbZJRd5NK3R7ZgTDc0OeLuD3o5YMF5RUuuybd/auNe8WfNaG6vdjqitPOawV3ncYXuFS9Pi4fDt118PGP0X3g1M7OunjJrYEJIbqHjnnbfPnNHtdznifm91IBD3eGr8nhqfu9rtbPS6O4OB6aHA9IC32++dE4u2BQPRsrJKr+fZp54sYrxhaCiDsalkgVFTcKKkmNobar3BgXLFxV+vvbYq4A867FV+b7XPWxsMNEXDUbutPRp65cG7rIbnx2+9rsXvnFFbvfCVlwAUSAFKcSEMxgqc5yg1pdwyMjaSTHGpqBDiG/2oky8yFQADY4m+4bEcYWnEdCYxjLcUUs4B4OXnnu9saIg67TV+f9zlrnS42qLxBq8/rGl3/OH3IBEALHzqoe1a6gMl2v23XMeI9U4CNr5VRAFIkAqwgoKELFdZrkZNPJDOCiEefvD+ulCw2m6bEQ3PDPmbXI7OWLQjFmmLhJtDwRqPq7Mq3hwJxd2uqMtRHfDVhYPdrS33/uUWjpEQlBP8z1C0Wv/HN/GNb1JVjLF33n7rhBOO7+7qjEcjFaWl7vKyiMMZczga/P7mYKDB6WhyOWdVxrqjkQavO1CidTTUffzB+wCwaXA4Y5hECpMgJriaYk7V+PZHBQCjvf377byLv6Skzuutcbmqvb64118bCNR7XS1+99Wn/2J41aJs79I/nXLkbi3hqKb9+byzhJkBxZTgSinClU4EVoCl2jKcGBxLGoRbu7OmejhT0zgKoGfLlpFkEgmV0FGRCwLjeVEA0Iv6r044wV1eXhvwNUbCDdGq6khVfbQyZHeEy0vOP+anm7/6ID+y/s6LTt+1Kdzi1U45fP/hjasABFi2RkkAAUoKJbEShhQFIYpCpk3cNzJmYvL+O+/uOHt23OOZUVPTHg62+P2twVCTz1/n9lS5XJUuZ8RuC5SXB+22Sr9vblfHb848/ZP33mHEBFAYFTH+5/HiFBSt5MnkG4w2/3/tnXlwXVed519s2ZYtS5aeFu+WZUuy5SW2k2A7iUMgCXFCHEicOG6yGAhbAw1Uw0DRECoBQk+x1DAZ6AJ6mO4e6K7u6ulhppuBJARIQuJ4kS1r35/e09u3u597z/o7v/nj6smyHZs4CZVUKr+65VK5np7Oe5977jnnt3x/sdhTTz31jce/uX///h1dW7a2trU1NS9fsqRp/vzGSGT5vCvW1y5dVV3d1lBfO2/eDbt39/b0SCktymwm3CBgnEopZiFqXaHIFCL+6t9+sX3dusZ5ka7Gho21NauWLF5bX98WXba6en5TJHLb1vXf+/Sf/bfP3f/g9e23dDR01c77xN3706M9iIoSIrgQCgkDrpFKPZ0pZApln8OFFM+z+HQyUyz5UpcIdUKKGqlGRDzV3X39nj2LIpHWhmWra2tW1DWsaGhe09i8rqG2pSqye13Llw7f/sRfPvSJ/VffuH5ZV13k7ht2nvrtf2jmKs6EkFJyRIFaKlRMS19JVypXQcn1S7YnlD594tTN+26IRCKbWpa3N0SXRCJ1kUjz/AUrFlWvrFna2tTc1br+6q4tB2/b//gjX/390086VhkRADgXPoC42Mc6m486CxIAgiA4z8ejlLIdp7f71K//9y9+9qMffe/RRx/7/Oe/+IlPHDlwx83XXNUWjTZUVS2KRA4fvHtifMz2SDnwyyQwPEKFEFKdU/cIqCVorhDxv3z9sZaFVc2RyOZlSzbXVbcvq9nUVN/ZsKSjrqpzcdUNa+sPXbX2rm0t+zcuvaOraV9r3e1XdRz99S8QFSOeEFIC+lwHEn0B09lCvmwFQotLUgTEVCafzJdcrkwqHKVomOeoNSL+089/tqa5sSYSaa1bvKZm4ZramtZoQ2t9XWvtotVVV7RXR65fveS2zuh7u5puaW94x6rF129a+Y9/813plIEzzplSPFQlmEvRUWAz4QTM9WliKv6Be+6ZH4lEr5jX1hC9be+1D77/4Gc+9JFHP/+l73/98Z//8Ee/+49fDp3qKSZT3HPDelitFec0CAjjFPTLqxufpTgLctZmNVIYYzPF5rOl0rNnMhZYidhPvvvt3Vu7Fi1ccOSB+ydjMZfxAiGulERKnzMulapQDGsHZUCBS9T6sc98alkksmpeZP2CyKalVV3LqttrFrYviVzVtPD2zS2Hr2q9d3vLgY7aOzfX37m1aX/X8n0dy//X3z6BwFApRC01+kL7AgmH6WyhYDhU6kvPRYWYK5nTmbwVcEeAq4CFCcdCIOJ3v/2t6KL5KxbNW1dTtX5pVVtd9aamZe31S1ZXXdG5JHJTW/09u9beta3lzi1Nd2xpeU/X8p2ra77zlc9xp4SoUYOe8QAoiZJp5SvlSulIZTGRN23bJdPxxOGDByORyK4N7T/+9neC4pyTAyCKWdENrUGGmwgpOReMS8YkVfAKKM6CDCuk50aTQ+0q4noiCBAAhUDqI2eoBPIAPOeX//rPG9etOXLkwVhquki8qXI5S4gjhC8EUyB1pd5FawTQnKOUyIIvf/SDaxfM21a/cMOCSNeS+Vtr5nUuiuxcNv/m9bUP7Wn78N62Q1sa7uladt+Olts31d/c2bh3Q+OP//PXFLERw+oaTaUmHJxAJLOFsu1yQF6J819oGlFqLNtkKpktez4B7UlgodQJo4j4tS9/vu6KSGe0eku0urN2/roFkQ2LI+2LIxsWRHY3Lzq0c/UHr914eOeKu7c237mt5Y4da7Y2VT3yqQ/5Zq7y9jCXIgkpKl1w/ZLrly1nfGzigw881Fxf//c/+AFKhUJhQFFIVJWIQOiSDHxBKUCo9xd6RoBroeDldePmZGxcYHP/f+43AUppxpAGyClKgSC0ZOVsev973v2Rj38spcrm5AAAFyhJREFUnstOm2bcsctKOVIRfh5FxFC0CAT69pcfvn9H85Kb21fuaVm8p3HB9c0Lbly58P1djQ9evfaje9se3Nlyz6alh7fWH97RfGt77fXrava0RX/4zb+idhkRuRBcKaa0x5Tt82S2aDie0MjURSmCRqHQ9vnEdKZgOVSjKxVHZIJxThDxkc9/si4S2bWq7rp1DbsaF22tnb8rWrW7ZcHNbXX3XrnywavWHL6y+eDWhru2Nrx3c/TWrpau6Lwvf+JBp5hCxBkSqDQqiUARPABHgqN0KWCxXKHkENP27rnr4AfuPujki8gFeAQDioyjCjP0QDLmWhYhnlRSgeQghJZCK6lBIqhLr4vngRRChLo4s+KAsyBBa8apDOUDQKDkqAT1bET8zne//YWvfHkklUja1li5FCdeiXFPKKq0qCi2hxQ1o5r7SO1vfuYjV69Y+r4dbfdcue6uruUHu5oObWn88O61H9277uFrVj10ZfTIzsb7tzfcuy1659amd7Yt27M++vff/2tFXZw5F2oqtROIkKLpuGFForqIpDNoZBI9qkbjqUzZ4IhEKoEoQYBmiPrxL/5FW23Vvo3NN3e0vKe98fbOxjs6ou/b1PTg7raP7Wv/0DvWfmBHy33bGg9ui96+OXpTR/TKlupH/uLDVj6JiFoqDRBqPUrUFPUMRcCs46VMy+UylS188s8/9e3HH0elUCNQDpSHlZcaNFR0sShjfuCHSxoHIIIFIOeWfV2K4nkzEhFnV8fKPMSwJios2dKKo2SohWQBon7qmae/9q1vnRwZcRCTlE4HfpELV4KvNJ9LUSvlOcAIAv3+X312V3P1ge1rDl+94f6rWh/YserwlvojO5sfurLxge31R3Y0fmT3yvt3Nt67veneXavf1R7du6Hl//zdjxDDu0orrQMJhMui7U1nCq4fKEQq8WKS4gDIJfoSJ5KZVLEcgCZhueWMCBj88K+/snPNsuvWN9zc0XRwx9r7dqx+f2f9+zrq7tvW9MDO5Q/sWnH/zuV3ba47sGnZga0tN7TVX7Ou4fuPfskpZjSETtSQIkjEQKOntKnAkFAW0hDKZuL46b6f/o9/OHnsuJZSKyUoAzmTIgQAL1uzJzQwkAyUvNiZ/3K1is+J2WmFWs5ckiOKianJf/iXfz42NJhlNEZIRkpTKVcCUToADEGGXyZKjtxHxL/9zqNXtSx5d1v0vZua796y/OCm+ns7ax66svHIjsYHt0eP7Gx6cGfzoa3RA53LDmxt2dmyaN/mdX/41S8QEcLzogJfaKExns4ls8Xwuc2UFhfIuIamFEpArjFVNKYLZTNgRCqmlFAcFEVUv/v3f7q2Y03H0siNbfW3dza9rzN69+b6+7Y3H9radGhr9M+ubD68velAx9JbNtTctLFh1/KF13as+vef/5R7NvVdITiAmp2Lvta2hLJQRQEFJlOun7acF06efvI3vy0UiogofF/Qc07xczMUzqvZC/3ArwPF2XefXTBnQWrBUCtC/e6B/qFUcsq1hw0jq6QF4AjhSeWDDreCMxscVMgJojz+m//7ro7WHQ0L79rZdu/Ode/vXHZP59KHdrTcv73xA1sbHrpq5f07V96+Yem1y+e/u71h9cIrDr37nfGxfkQEwZXSTCJTaPsinikUTCekSCXMKl2eTxFQaQyEKthkulAueb4P4EuhtJKCILLMZP99N127vjpyQ1v0Pe1Nt6xfesfGuofe0fqBXavv2Lj0trbq97bX7t9Qe2NrzTtWVW+snfeea7ad/P1TiOi5DiGkcpMiR+2DtiSUhCpwlaMi6fpJyz49MtYzNOIFFBEl50qelVa8BMLZ609EEWZAgtCgEDFnmhOF/IRhDBSLMUJKQtqCu5J7IMNkFgh/U0utODCPFpOfPvT+jpp5t25Ze0t7020bag9urr93S+Pdmxvu7Kg90Fl3x6bobZ3RWzqbr1ldWxeJ/NdvPoYiUErSgPmBCNVYM0VzOlsifGbluARFrVEhEiadQKZLVtZyiAJPcqaEAqGBB2b2kc88vL5mwTWr669bW7+necG71yy+bWPdHR0Nt7c33NYevWVD/XWrFl+3rvbatoalkchnHz7iGQUNwDnns/qVGqnWngRTqCKXeaaShE+7QcJ0BuPT6bIR1sNKKWGOv/eVXBezV/tE1RVPTKiBr0FKqQCKjjucTI2XysOGOVAsZYhvC2Zz6krhg2Jah9NRSQFKCM9B5v3yf/7k2o6VO5fX7t+2fn9n020bl72vq/mubSsOdDXd1Fpz3crqPauW3LRp5YalVe/cvqn3xAuoOCWeH3Av4AzQlzqWzKYLJlR8tJegiIhc6YBDIHTeclNl02bCldLjjHImeYDAel/43R17d61eGLl6Vf3e1XV7VlS/o3H+npbqfWtrb2xtuH7dsj1r6va2RjfUV7dF6375Lz9DRMU5gBZSCak0aqHBl9oWqsxknqosU1M2ibvBlOUOJJJ51wVErqRQYcLRy9OaG5b5o/baKEIYWgXUKLigjBdd0heLD2fzk443ZtpZn5iMWDSwOXOlCIVPw5MtSIkgkRMjOfnVTz/cXl+9t23VTZ0r3rW+4aYNDdevrtmzsnrf+vob21v2tkZba6o6m2v/7onvctvQgoNSTEDAtc/B9OhEIl2yHKw8di6xLiIiFYIrxZU2CJ0uGnmXOEIFoDmoUDpHePYTjz2yZsmiTdHaveuXX7Oy9rp10atX1G5rWHhl8+JdK2u3L69ds7Rq8RVXfPHPP27l0mFXD9BIueICADSXighlMVmkIhuIdCDHynbMJuMl6/TkVNp2QleRAKUuKlY851/84/PxVVGcDU3MxHshjPpKqT2hhqaSvfFkzCbTAc/ToOy7ZkAsRh3BPSV9ABZucAGUFFpxBNH34rN37tsTjUS2NC6+oa3xxo3Nu1cu3dWyZO/66J62lvZlC6NV8z/34SPF+AQyKigHrQOmfAZuIDJFczpbdCnTFYocLrpHRUQhlQSgEhwqp0vGdMm0hCKgKWhA5DTgnjPR1/uxQwejkciqhZEdK+r3ti2/ek10a3PN9pV121bUr168YPG8K/bvu+7UH55DJUFIRORSE66YACEUE+BxaVJRCETG50mfjxnOuOH0pnI9U/Ec8cNYGNcgL9x1Xjgx4dzr9aeoKhSlQtCcK65xPJXtmYyPl+1J28t6xCCu4TvmzHSURCEFDISUCqQQknEtFbLgyX/71wP7drcumbe+OrK1YfHudU1XrW5Yu2ReS1Vk3dJFn3zg0EjPKeRUCyGY5FJRAbYvS7Y/kUjnDVtU5GtkeOq+mO9Gg9Zaas0BXa5ShjWeyRuUewB5zyeMK6W0VIh45thLh269taVq/vIFkTWL53dEl7ZHa1YurlpRPX99tPbgrTc9+6v/J31fcRGq7CqNHDQXwLmkXLlMlAOe93masGnCYo4/UrKOjk4MZrIENa9UqL/MqggXXHO3N6/XXKxkQ+iZphkhRSERNGWcAcSLpdOxqeFieahciltWgZCiT8qUmpw7QnoSqMaySzyfatCCMhV6LhCP/+43H777wNWtrR2NjR2NyzY21KyNRt959c6vfeGz07FxRBRCUC4CqTwBFpflgOVMZzKRMmwHdNhZ7Ry5wQtNAQgNDIBp7UtV8EgsX8rarqdUwfPLri9Ba41KACKO9g/85cc/ds2Wjo0rGjetbmlf1biyoWH7pvZPPfzBky/8IfwLjAniU6FCNQstFQZCewxcrgwuMz5L2CRmkSnX788Vnh8YjpXKEpFqzUDL2bYQf3T+vb5zEVBLhJn+ZRoqz1JECWGup0LME3JyaqI3nxn3nXHbTNhOzg8KjBcpKwfM5pJqpAoCJjjjigvNBYqwPQWWU9MvPf3rf/zx33zjS//pa1/43E9/8MSZE8cYJRh2cES0ubCEsAEyvp92vYxhFsuG5/lSzdzWlzZVqa8Ig/4BYimgk7lCznaJwgD0zC5XACESEX3inzj+4n//yQ+//uhXv/HYI098/3tPPvlLyypXvo1KCoFGqiFQQCV6HE2KjkRTYcKlw/nySNEcM6yTsakTY5MFEghEXwKVl2ySdZmb1MuiqBVCKLusZ+8NmHHjaKEUgEQ0BO1JTb04NTpgFscde9JypwnNBDwXsIJPDSYIaF8C5ZJxKYWstEJVCHMuJVCJ0HEolRKgXSGIUgyxENA8ZQ7ieLE4mc44rhsEwdwCovP8TXNNIlI8WytDEU0mUmVzumgUXZ9IzQCpQgrIAQOBlCkFQmvJGCWeKwRHxFBINHR7h1kgFCCQEAjtUG0E2qBYCGDaoeOGM244SZ+FFAdSGYtzjuhLzeUrbsjzCux1o6iYkEpJRBdh3Cw+NzpwMp0YMYzRsjXl+NOEprwg7fmFgNlCORI8IX2pmAzVJ2fy4ySjwve1EBqU1kqBChizXJcw4TBpMk4UmEJkCUu5wVimkCkblLG5KkwAMLeA4TyDsNCpMhc5oifB8OlEKhvL5F2uiEQrUC4HqjGQQJlSSqLWSigWMCmU1uj71A94KEHNJAZS+xx8qgiFss9zROUCFbfJcMEYLZoxl6QoG8jlu6fi047ro2YaA6VlGD57nUi+Noq6QlEjKACAABTR2pD8VCL2/NjwmUxmqGiMme6k48dsMmWTpBfkqTCEsqRypCJSBwopaK5xVgFZSEkoJdQPhGCgOWgilat0yadZm7ig0w7pHp9KlEyqQMpz2rjMNvN52Q+gNAqtGQCvCDdQjUTpWDo/Ek8W3cBhYAayTITFIdDoc+GTgAU8ICwgAaNCSmBMMA5caMbQp+BR5QbSJcomKk94ypfTPh8pWQP50pjlxFwyVCwdn4wNpDOGFAyRATKFELq/L34iuiy7PIpwcYqhOTRwuRCIU5b5/PDg0cnYmVxpoGQNm+6I4YwazqRNkoRmqSwwUeSizJUpwJbgKO0qHWhkiFTrQCkipc2EEbASoSbljoCyz3O2nzbIaLIwGM8YPtV4TtOsUL73EhQ1ImgQCoQ+2xiaAZZcfypbGE9lU4ZpMWUJXQxkmUmqUAoIAk6pkhKEhLAFBpXao+AF2gmU5UuTCNMVJU9kfBEP+KhL+kvGQLk87rkjpvnC6NgfhodilkW05ohMo4RQ213rN4qiQgVnG+zCbLe30HzOiZQc0ZDidCL+wthEdzp3Jl/uL1l9RbO/aI4YTswN4oRP+yzp83QgslTkmSxwVeDSVOBq7YEmoB3QltRlLkqBsBgUXFb0eNHjg7H04ETaDkRYo3rO+CpR7otqperwZWHe6Mz2hIFmiGUSDCdSo8l0gVBb6QITKcc1fOoL8LlyA+EQ7lDhMnCYMqk0AzB9XfZVkai8K/IOz7g8Tuio5/ebVm+p3G+UBw2jJ5N5dnDgZGwyzzlFDEDTcHQw15n5Wu21UcRK7l5lNIAoEAOtA8S4bR2LxY8m0t35ck/RPJUvn8qX+sv2mBtMeGzcCyY9GvPoFKEJn09TkaQ8TUWasrRPMz7NBixPRZHJEpMGg4InMoYfz5rjiULB8LnCgGsuQ8nkV/ZlnN3Hn009AUSmgGkdKMjZ7kQ2H8sXU46bC4K0R1K2m3VIiXJHKRfAklAIZNLyMx4vMJ0PdNZXaU8lPZF0+bQrRhyvxzB6jHKvUeop5o8nEkcnJ47HJidN09WaaXSZZEIiVoQPXye7PIqIADOBgYtSlIhhhbAleH8u/8LU9NHpzMlM4UzR7C2ZvUWzv2QNGM6Q5Y44ZMwNxgmbDMRkICYDPmZ747abCGiGi1TAErY3VXZiRTtpkLxNY5ny8ETKsAKNyIVmTCulAfSlJt95w587CSrzkivgAAIxQMzYbn8i0Z9ITBlGntEMZTHbHTOsSduNe/6kQyYsL0FYwhcxj035YorISSLGCR916KgdnCkZx7KZU6VCv2125zLPDA4+Ozg4ViwaUlJEBuhRIYRCxJmj9hsyF+ce9S9BcVY9r8DFmVzhmcHR3w6N9ebLE4QNme5L8dTReKo7V+wz7GHXHw/EBJWjhA+7/rDjjXt+LKBxn8YcMmG4ccvLERHLmYMTqYlELl9yWSU7SnBQF+lCeZHhz7rvzxGLD88MXOtAY9EPxrLZnlhsMJVKel6a8wRjkz4ddcmQ4ww77ohDRtyg33J7ylaf6fbZXp/l95qkp+R2F8zj+cLxQrbHKPaUCkfjk78b7O+ZThQZo1rz2cAcvrI4xeXY60RxztjmJmL7iAWherP5p/sGnhkY7M0VYoQOmW53On8ine3OFXuKRm/Z7jXsM4ZzpmwP2e5AqXwimT6VzIybbpapbCDiJWconhlP5sp2wLjmHBmdlf29rOHPLolnRx6OWYJmAFSjD9rmPEe8yULhTDw+VCpNUjpCyKDr9NlWn233206f7Q64fp9LTpn2sWLpxWzxaLZ0omB1m3a/540G5Eyp8HR//5OnTg0X8h6iLaUr5+RbvN4I8dVRxLnr4gVjmTtIhugjlqQcyOZ+3z/wzJneY5NTA8XSUNnsL5ZP54snMoVj6dxLmdzxbL47XzqRTJ9OpkfKVtwNEp4/WjZ648ljAyODsWTe9CgHjagUcqqAwWuliDM5MrqynFPQFCA8yOddr29q6tjExPF06lSpMOBYI4QM+6TPsU8b5e5i6USh9FK++EI2/0Im92Ku8FKhdLxk9Dv26XzmN/1nnu7r6UunDS6Y1p6QtNLZ6ZUGDC/TXn+KldciIkrEALUDUOJ8slw+OjT0dHf384ODpxKJ3ly+v1geMO0hxxt0vH7b7TOtgZIxUjRHimZvKvvSyNgLA0O9k4l4oWz6NBBAuZKzia2AwC/a1/cSH+E8v+QsRUAUCnwhQ5AelwXH7U0knhsfeSkRP5XL9BmlAcvst6x+y+w1zDOG1WvZfbbba7mnyuaLmdxzieRzE5PP9Pf9fqB/tFh0tWaIRAL/EyPEV7G7mU0eOKcB3nmvqlygtQ/KYtQWwtU6T8hQOvXS8NCzZ848OzBwdGz8ZGL6dDZ3Kpc/kckeSyZ70rkz0+mjw6N/6B/sHp2YzBZMysNUD6mRCyXDjL/wzbkIo0KX+RHCxF9ZaYANGsNOclqB5gqYAgFaAApER6oM9WO21Z/NnpyKHZ2YeHFi8lhsqjuZPp3JdaezJ1KZY/HU8xNTzwyPP9U3+EzfQE8ikfV9v9LBDhEBNCh9dkt1TmDojTgvXgZFQNQohGBKSAQKytfAEX2tc543lsv1JZPHJyZ/Pzj49Jm+J/v6nhkafm5s/KXxydMTU/3x5GSxVKI80Bgek8962FCHUgMICpXCS7qULxx/ZV2XGmWlOx8gApecCT7b01LBzIGSaU1A2wBZ4k8Ui/3J5OnYVPdE7Pjo5ItDY88PjDzXP/z8wOjR0anueLo3mZ0ybBfOBp5mZK/De+bcvXFlMG8mivq8l8DMQ1cKrpRAhLCVCwfFNISnSRcxR+l4uTyQzfZls0Ol8oTtJh1S9ANLSA+0r9EH7UvNJIiZAgWNqFALVDxUnrhUzO3lxg8z8KVCWbkLABHCrm844zfQSunw7zEpHc49qXylfdCeUjbnBuWpsj2eLUzkirFCedqwcx4zpfZmxamU5gokaFAzpUXnBgh15WH+xlDEOZQuTnHu0qN1+EQBBESUAL7gREqiJNGaVXzT4RV2O5i9kWdquBX4jEslw9MdznQKqCRRXuYOB1ArVLP8Zp+os28CCgSXkiuoHOYuDNlKRAoYwMwzc1ZIlwIGCgMBhEmfMsYkqDm/Nvvzm4DiK7OLLOBz14WXDWXLSh7PzKW10jMtwC94j1fjwtKIOqyHuPyPcs5VOXbOOkGUnnlAn/+5L/zlP4H9aSi+WruwbuuP+EXfIHuzjfNtiq/G3mzjfNNRfFl7o8d1vr3Zxvk2xVdjb7Zxvrkovm2vzt6m+Fawtym+Fextim8Fe5viW8HepvhWsLcpvhXs/wNpXEZMGQpq7QAAAABJRU5ErkJggg==" width="73" /><span style="color:#0000ff;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><strong><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1103&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></strong></span></span></span></p> <p style="text-align: justify;"> <span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">E&#39; stato utile qualche approfondimento sul caviardage per capire meglio di cosa si trattasse...</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><em><strong><span style="color: rgb(178, 34, 34);"><img alt="" height="84" src="data:image/png;base64,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" width="67" /><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1113&amp;catid=80&amp;Itemid=435"> </a></span><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1113&amp;catid=80&amp;Itemid=435"><span style="color:#0000ff;">Visualizza il materiale prodotto dall&#39;insegnante per presentare l&#39;argomento...</span></a><span style="color:#0000ff;"> </span></strong></em></span></span></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">La fase pi&ugrave; divertente &egrave; stata quella della preparazione: forbici, colori, pagine di quotidiano hanno dato alla classe un nuovo aspetto ...</span></span></em></span></strong></p> <p style="text-align: justify;"> <img alt="" height="53" src="data:image/png;base64,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" width="73" /><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><span style="color: rgb(0, 0, 255);"><strong><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1114&amp;catid=80&amp;Itemid=435">Visualizza le prime fasi di lavoro degli alunni</a></strong></span></span></span></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">La fase pi&ugrave; entusiasmante &egrave; stata quella finale: ci&ograve; che &egrave; stato progettato dalle &quot;giovani menti creative&quot; ha preso colore e forma ...</span></span></em></span></strong></p> <p style="text-align: justify;"> <img alt="" height="53" 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" width="73" /><strong><span style="font-family:times new roman,times,serif;"><span style="color: rgb(0, 0, 255);"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1115&amp;catid=80&amp;Itemid=435">Visualizza i prodotti finali dell&#39;attivit&agrave; laboratoriale</a></span></span></span></strong></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <em><span style="font-size:16px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong>Una riflessione sull&#39;attivit&agrave; svolta ...</strong></span></span></span></em></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">L&#39;esperienza laboratoriale pu&ograve; essere valutata positivamente sotto diversi punti di vista:</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>gli alunni hanno mostrato sin dal principio curiosit&agrave; per quanto gradualmente veniva loro presentato;</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>&egrave; risultata efficace ed equilibrata la suddivisione dei compiti e&nbsp; particolarmente apprezzabile il grado di coinvolgimento di tutti i discenti, compresi quelli pi&ugrave; restii a qualsiasi impegno, perch&egrave; si sono sentiti parte attiva nell&#39;esecuzione delle consegne;</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>ciascun alunno ha potuto misurare le propria competenza progettuale, interiorizzando l&#39;essenza dello spirito creativo riassumibile in una celebre massima di <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Robert Kennedy, senatore degli Stati Uniti:</span></span></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong> </strong><em>C&rsquo;&egrave; chi guarda alle cose come sono e si chiede &ldquo;perch&eacute;&rdquo;. Io penso a come potrebbero essere e mi chiedo &ldquo;perch&eacute; no?&rdquo; </em></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong><em>A. S. 2015-16</em></strong></span></span></span></p> <p style="text-align: center;"> &nbsp;</p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><span style="font-family: times new roman,times,serif;"><big>&quot;<em>Chi lavora con le sue mani &egrave; un lavoratore. </em></big></span></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><em><span style="font-family: times new roman,times,serif;"><big>Chi lavora con le sue mani e la sua testa &egrave; un artigiano. </big></span></em></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="color: rgb(0, 0, 255);"><span style="font-family: times new roman,times,serif;"><big><em>Chi lavora con le sue mani e la sua testa ed il suo cuore &egrave; un artista.</em>&quot; </big></span></span></span></p> <p style="text-align: center;"> <span style="color:#b22222;"><span style="font-size: 12px;"><span style="font-family: times new roman,times,serif;"><big>(San Francesco D&#39;Assisi)</big></span></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe III A e III B della Scuola Secondaria di primo grado,&nbsp; sotto la guida della docente di lettere, prof.ssa Tarullo Annalisa, al termine del triennio hanno esperimentato un nuovo modo di approcciare il mondo della &quot;carta stampata&quot;: <em>l&#39;articolo di un quotidiano pu&ograve; diventare un inaspettato serbatoio di massime, frammenti di poesia, frutto non della volont&agrave; comunicativa del giornalista, ma della capacit&agrave; creativa degli studenti.</em></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">E&#39; stato questo l&#39;obiettivo di fondo dell&#39;attivit&agrave; laboratoriale incentrata sulla tecnica del<span style="color: rgb(178, 34, 34);"><em><strong> caviardage</strong></em></span>, in cui<em> </em>&egrave;<em> </em>stata messa in atto la pratica del <em>&ldquo;cavialeggiare&rdquo;-&nbsp; </em>annerire. Il percorso ha previsto la suddivisione in gruppi ed &egrave; stato sviluppato <em>step by step</em>, al fine di attivare negli alunni un&#39;interiorizzazione degli argomenti pi&ugrave; proficua ed un processo produttivo pi&ugrave; consapevole e mirato.</span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"> I discenti, infatti, coniugando creativit&agrave; e capacit&agrave; progettuali, hanno prodotto elaborati apprezzabili sia dal punto di vista grafico che contenutistico.</span></span></p> <p style="text-align: justify;"> <span style="color:#b22222;"><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 16px;"><em><strong>Per cominciare abbiamo preso confidenza con la struttura di un quotidiano</strong></em></span>...</span></span></span></p> <p style="text-align: justify;"> <img alt="" height="53" src="data:image/png;base64,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" width="73" /><span style="color:#0000ff;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><strong><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1103&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></strong></span></span></span></p> <p style="text-align: justify;"> <span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">E&#39; stato utile qualche approfondimento sul caviardage per capire meglio di cosa si trattasse...</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><em><strong><span style="color: rgb(178, 34, 34);"><img alt="" height="84" src="data:image/png;base64,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" width="67" /><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1113&amp;catid=80&amp;Itemid=435"> </a></span><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1113&amp;catid=80&amp;Itemid=435"><span style="color:#0000ff;">Visualizza il materiale prodotto dall&#39;insegnante per presentare l&#39;argomento...</span></a><span style="color:#0000ff;"> </span></strong></em></span></span></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">La fase pi&ugrave; divertente &egrave; stata quella della preparazione: forbici, colori, pagine di quotidiano hanno dato alla classe un nuovo aspetto ...</span></span></em></span></strong></p> <p style="text-align: justify;"> <img alt="" height="53" src="data:image/png;base64,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" width="73" /><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><span style="color: rgb(0, 0, 255);"><strong><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1114&amp;catid=80&amp;Itemid=435">Visualizza le prime fasi di lavoro degli alunni</a></strong></span></span></span></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-size: 16px;"><span style="font-family: times new roman,times,serif;">La fase pi&ugrave; entusiasmante &egrave; stata quella finale: ci&ograve; che &egrave; stato progettato dalle &quot;giovani menti creative&quot; ha preso colore e forma ...</span></span></em></span></strong></p> <p style="text-align: justify;"> <img alt="" height="53" 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wegrGJIYmDgqIMPPvrgHw9s2CAoYZQoKSQoLiVVkqvx0uOk7FJNxOhKgRQUI47R4o8/PmjX3TRNO/TAg3o3b4Yp7s/WKCpQjIOE3PDYL396RLXXb9O0vXbYYfGiT0AQZOaFJIxjihlnIAWABCXGqwqSS8WVZFxRBkqtX7XyiMN+fPdttwAlCjFVZApJwJIhyrkgSpogMShdyTxnkwk0pJtmUR8d3dKzefmGzUs3bFjSt2lVemwL1nMgGXCqKJaUMkKVUpyLbNEwKZcAXAqhpAQlvzmvvyupNG5ZlVRKSMGF4JYLISRjgjOhJqNiIRUyCmNjQ2vXbliypGf5ioGeTYnBoVwibRRMycdvhbA0MecSpALCKGPW/FScUQD48ovPjz7yiCcfe1wphQ2DYSIol0JKLhSTiinJQHCQEpRSXArGuQIJ0sruwOL33jtguwVVWmmktPSUY44ZHRqCiSTAtvEiKAChgEog7LyTTw2XV9R6vW5N22/nnRd/8iEACI4YNYWQjCrOlJrQQiWBEi4oF5QxjAHU448+/Oer/9C7aT0zCxxhpVORJ4oqZCBEKAdAkiMlJQAHoIIlRkc+++jDB++86+pLLjn9pGOOPuJHPz/iwF/+/LBTjvvZb0755e1/uvL9l/4+1LPeUgXBGOdMATCpDEoJZ/8mipZRUsqyyZYfzxkXExEkQahn1Zo3nn32/huuvfKcX595zNHHHfrjIw/40TGHHnbWL0+46qKL7rrlL2++9MrA5i1TS71SKjlRqgQAQggyTAC4/777Lrv0stGRUQCgCDNMYDxglSBAcRBMUsysq6QUglo+k1qx6JMj9tq7sqyi0eHsCASuufiSfDYLE/m1b6JoVaAVANx50y2NkWitz1vt9To07fAD9l+55AtBDE6xkmrqcEihKOXcms+MC84Kucw9d9/+wftvA4BgiJi6YFwyQSi13CXKGeHMMm1rVi6//447T/3FcXvOW9Aer/ZpmlvTgpoW0rSApnk0LaBpLT7vLh0dp/z08GcefGjLph5hFqXkAIAozup5k2Kh5L+MorXgSQtGobgQjAnGOCVKCADoW7fu1muu+dlBB23X0jzN565zVcTLtZCmeTXNo2leTQuXlzSGgjt1d5105JGP3nXHUM8GAMsLJZJzRshkKwlFGAD6+vruvvOuzxZ9KoUUjCuphBBSCMmV4BLA8qeIlEoJQRHiGINSn77z9iG77ebRtFqvpyUYnN/U9MR99wnOlVJW7LCtReWcKzHuLy775LM5be2+8vLWysqmaDTitO+/6y6fv/8uSMYxtrollLKWX2GaVEjBGLfuuH7dmoXvvpXJjCkllGSII11gBopIZjDMBZNKAkB/z8YH77jj4L33jtmdYa2s1u6utTmb3b5Wl6/LH5gbi87w+9tdrk6vr83jjWlard3W5A8ctv9+Lz39RDGfAYCimTWJrkD+O7o4gSJIBVwA5xyZ1NABhJ7PvvT0k4cfdFCVzxOxldd7HG0h7/TKYHvY2+RztIc93fFgs99R56poDribfM5IiVbltv3s4ANefPDezOZ1gE2JCC7oDBMQSjKhxHg0sXzpsuVLl1rTXSnFOONCMCEoFwpACCG5VIyLom6VwRe9+eY+c+c5Na3a5equrfGVlh20265rli6GKbm3bVGkjFohsCRUGObpx//SVVLSFIm0xuOtlXFfaclu87f7+M03mKFbIfPkAowxtYJQIRgAbN7cMzi8BYALgbkkBHgBiAEMAysQXSjBCF6y6JMTfnp43Gb3a1qj2ze3snZGKN7pC033RxbEanesbNguFJ/pDc5wB2b5wrOCkW5foDscqnc7HSVaa3X8hqt/P7hlHQACYFIyIfi/4N2oKe0kEkBYLigFxgBksnfTNZdeVOP32Uq1+qCvuzbeEvZO81a0BF1tIXdbyN0e9nSEPS0BR2fU2xlxtwXtMyu907x2t6Z1hj2/O/7oT199Weqm4oIUDEW4pEJyKShHRSOdTJmGoUBhQjjnEhSTUgBgwahlnAhjRQMop0X8+RvvHLrDzhGtpDHgbwwFq3zeoNNxxe8uMIs5mJIZ3xZFJoWSUkrJDBMAPn7nnbnNzW5NawgGm6PRlnDYpmn77rjDx++8yxkDy2UTUilJCGaMSskZI1IJ0zB0o8AEBhBMEUMRE4QJtCh0BYIg86UnHvvRDjtGysobXd55sZpOX7jV7W91+5tc3lZPoNHmrtTKa7TyFru3wxNqcXpbnJ458aqZlfE6t6M1GmyMeGvDvnPPOGFg8woArASW/0o2HGAKigKAK6AcKAWQA6tWnv+rk2t83pjd1lkVaon6WmK+tniwzueI2Uqq3BX1XnulTQuVaNV2bZqnvNlv6wg5OgK2Dn9Fd9jR5a+IaNqCpmkvPvKYwAQkKMKBchCSU5bPZrFpUkIIJYwzJgUHSZXkoHRqIoZBSWEYQLgi9I1Hntqne2ZtuX2ay9tVWdleXenQtO3nzPxg4VsASkqp1MS6vk0GzlolDV2nBEvOebF4+Xnneisq4g5HSzhc63S1BIM1LvfeO+743FNPYYQBQHBOCDaMguAUABBFjFMAIBRTTrigVgdKgelFXpTA9Xzy4TtvW9DZGS4paXb7un3h6YFoRyBcVVoR1LQqh7vW7a/2+hui8a7aabPqWtqj1VUeT7i0PKKV1nrctT5PrdfZHPVVep0xr/O8045LD24AUIpzaQV3cts+iG/4NBMoWhrJAZgCzAFgZPPmC048MVhWFreXz5lW0xrxVTrLw/ZSl6Y5S7WY39tWXz2rddqMprrmeLTW5650lsbtWqVNq7Fr01xao6e82V3e5C6NlpYsaOt8/Pa7qG4CAJhYIiQZBVBScowMQjEAUMVMjohiWFIksVAMJAUAoRuv3vfQAdPnVGulTQ53q8ffHol219fZNO2cs88wzaKQAmFkLbpWlnUrFK2CpWmalGCOMS3kl3/yyY923dVXUtIei82sqemKxjvjlf6yslndXfffe6+ezwEAYwQhgzKslCQUIWxyRrlgCiRiJhUYQBRRBuFsIZO656br26urguUV7f7QrFC8ye6NaaUNbt/Mhmlzujp323nnE3/5y+uvu/Hhhx57+qkXnnv2hccefvS2m2++4NdnH37AgV0tzc21VTUBd6BMa630V7ptdk3708Xn5jNpAJBcWChKLmFK4kptbUTVBIqSCUklcFCYg4RcOnP+Kac0BoKd8Wid1zkt5KvxOWJue3dz44H77X3yqb+68k9/fODBB5579unnn3n64fvuufGaP/7quJ/vv+uOO0xvnxbyxOwl9V5Ha8Tb4LU3BXzVTndHVc1d192gZ3MAQItFbhqghBLMqvsDKCKowUwkMVaYKcY4AlDUMB65/Y4d6puaK5zTPaFZgdiMcKw1HHFo2k7bb7d4yRcKlEkNTLBVa56aTZ1EUQmlpFIUIym4IIiZ+ouPPdZRXR0oK5tb39AZjtbanV11tQGXszoWveW6a9KpMQAFinOOhKScU4xNjAwhOYDVg8sFM0FiUczced2f64KBUEnpjHC8yxdp9gSryp1VTu8+O+9y9ZV/ePm1V5euXzNiFHSANMAIYWmhrOR/2tTXblz/9xefv/CCc3ZZMMdv1wJlWlPQ1RjwNAXcd914naHrSkrBuGBCMAFTCjpTk4NiSncEJ4xjDkwqzCTj9950S7XHGyovb6+MNQR9VV73gpmd55918qsvPTOcHC1IyAswATAAUmBQbmCSSmfXrV77yt9fuPyi3+29y86VQb+3orQmFKgPBqcFAh5Ni7hc999yC0MIKAFOgBPFCWOIUINxIoBTRRlQNSFddmzk7mv+3BWL1ZRVzAnFZgeis0OxGZF4UCutC4X+/vQTAIAkIpIoUJyxqSnur1GUYMVP0jR0RjBIDqCoblxz8SUhmy1eYZtbV9/qDzZHIl3Tav0OW9Trufr3F+fHhgEkCCoFVeONXxJAKiUop4QgXsjLbOa9Z5/Zoa3NW1LWFYw0u/11Dk+1x7uga8alF1z07nsLtyTHRpDRZxZ6UGFFMftFOvVFKrU4lVqZy2zUC31mccgsjhn5db0bXn395ZNPOLYm5Kn0OKfXxmIVJdtPn/7xuwsBgGPCKZNSTmbjtoFwnKWUUiqhgEuFOQAs/uCTXWbMCVfY64JBu6ZVhwKnnHDcG6+/PDyyhSo6hszVycyaVG51IrN6LL1+LN2TzGxOZQazxbRBi5gn0tm3Fr53znkXTJ852+fz10ajtT5ftcfjrahonzbttaeeAilACcUIx4ZgmGCdEIMryiTF1JCKAkAhm7ru8t9XOR11FfZ2j69WK53hj3QHItXltpZQ5LrLLxsbHkTUwAJZRW6McbFYnAwW4VuqxFJwipXkoLiiNL2l/9zjj/eXaI1e34x4Vb3X0xwLt1XFArbyabHo5ef/pnf1ClAMQIFkihElOCjJGMEEY4QAkeWvv33g7Ln15Y658ZqOYKTO5Yu53ccfdfTbr72VzhULUqxLJpYlRtYa+WWFzKJ08tNc9vNiYVE2vXBo8J3eTR/39y5Ljq5NJzYmRzPEGE4MX/H7i9saGgLlpRFbRdjuuPrSywrJtKVonFDBrHywgK2z9BYTSjljDBFhYgAoJrNnHH9C1OVrq653lZbFY/Frr/lzb3/fSCY5kEn0ZhKrEonFifRng6Mfbe7/oKdvUe/gkqHEmmRu5XBiQzI/isVwkYzptD+ZeeLFf+x5wCHRUDTudrfG4521tU6bbad587784H0AkJxgPU+RriRTgiIjb5p5RAxQZPPaZZede0ZHVTRWXt7k9XQGAk1OV73NXutwRcvKfnPyyamRIVCSUpMwUwg+Wca3ChVbocgwYYT1b+nPWCuNYATpKJcBQgZWrTr9Zz9rCgSnBYNd0Uhz0Nfg98yoq6rxuF2adtSBP3r/9VeZaQAAMKooFZQQ07TGcWTthrMPP7K2tLy23N4draz3Bprj1Rdf8Nt16zdkTTyQz2/MZFYkk1+OjX46MvzJ8PDbfX1v9vd/kEx+nEq9NzL8Zu/mtzZt/GDL5vc3rV82OjygF4dzmXSh8Phjjy2YM9ddXuEpt89u73rluRdAgeQChFRCionK3VQIrXIgtzI1lHLGOWPPPPJEc3VtzBusC1fPaJt+9133FUxEAfrzhWWDgwvXrPyot/eLsdRHg8Pv9/W/t2nLR30Dnw2NLktkP+8b+qp/dHUq/2Xv8MqhVFZAmsOnK9f95vzf1UejLk1rr6vpmlavadoRBx84OtgPACCpYkRxwomJ9LygiBH88duvHbnvXpW2kkafqzMWbgsFuiKR9mCwxm4Pl5ef9JOf9Pf0ACgjmyJmgRITAIaGhtatW2cV+ret9XNM9Hzh+muuvfWWm9PppJRML2QYMSVGwGlqy5ZfH3usv7y8zu3piIRaQ76WcGB6VWVzKBAsLZnb2vLYXXcmhgaBUlCKGUggCgDcQH+84MI6u6Ou3N7qj4TK7LM7uq+79oaRVEaXclM6vTqR/HJgaFH/4Ocjo0uS6WXp/CeDowv7hz4aTS5KpBclUp+Mjn00PPzx4NCHW7Z8tLl32chITzrTn8kNpDKPPPlUU0tbeWmZpmm/PeucYjIjCAMFyDCRiSa90YmtMOMlTK4E51gKBgAjA4MnHvOLoN3rs3nnzpj35OPPFhEfyaNNmcKS4bFXlq96Z2PP52OJz8YSnybGPh8b+2Is8WUi8VUi+VUiuXg09eVw4vP+0a8Gx5aPZNYk9Z48TnM5MJq89bprpjc2BJ326lCgOuB1lWl/vPRiSjBwKpEhqWkVbgZ6Nz5wx607drZENa3D7+6K+GdURjpjoTq3o8ph66iMnX3iCT0rVwIAMYrULFJTB5DYNK+66qorrrgilxsPHLdCEQCIiY4+8qja2pobbrwulR4FACWoIEhyCqD616279PTTQuVlVW7XrHikzuVs9Hk6Y+HOeLTG7e6qrbnw1FMXvf1OOpmc9CI+emvh3Na2WHl5Z7jSX1oxvbX93nvvTxb0DOc9uezqZM7WjX4AACAASURBVHJlOrsslV08mvhqJLF0LLs6Y67P0bVZvCptLE8Vl6YKi1P5xen8kkz+y2T606GRj3r7lieSy4ZGBg2cFXDZtTf4A0F7SemMto63XnrF+lGMsF4sWpZAToGQAFBQTDKpqBRECP7h+wu3n7NdmVZaF2+46477h0YyQ2l9w1j+/XW9H24Z+XhkbGH/4MejI19mRpfmkisLmZXF7MpiZkUusySVXJUvrMwVvhgc/WJgdOlIeslw+svB1LLhVIFy4PThu2+vCgfLNK2pJu61Vew6f97iTz+aHOf08ODbL79w3mm/aonHoprW5bbPCno7fK72gLc9HIhUlE0L+y8667SRwS0AwE1dEkSx1YhL7rn99nAofNLJJ2GMp66DE+siE5LQq674g9Nuq6+vveGGawf6NwOApIgZRWBEcp4bGvrTeWd31FTX2W2d0WBb0Nvsc7cEfNOrq+MOR30guNeC7S8+55xXn3n+q8+/+Gjhe0cf8hO3VtJRWdMSrY4Eg9ddd2PaMEeQuWJ0eGU6uXgs8enA8OqcvoWwDTlj+WBm3ai+MYl6Eqgvw3pzdEMWrU4bq7PmWoOuyOufjSSWpnNLUpkVmcL6nL6piHqS6V+fd0HUG9Q07erfXyYnEhlTI41JFCkABSVAKEUFR5yiP151ZdAXKCsrP+v0s3s39SdyeN1ganH/2OdD6a+yxgYJS038aTqxLD+6spBYrafX6Nk1enZNIbsql1mVy67XjY0GWpnMftE/vGQ4uSarr8sUh3N5jPR8euzqKy4Jed1ue0VdLNxQGTnnlBM/e/etFZ8vevXpJy84/dTtp3fFPa5Kp73RaZ/hdm1fGesO+ipLNK+mdVTF/3LNlcXMKIBQggpsgGDC0AfWb7j1mmsba2o1Tbv88sthIqG/tY9qEkXZe2+83d3SqmlafTz2q18cs+i9d1gxbxWi9FRCmCYg9PYzz+w7f4FX05r8vtZgoD0Uagn4W4L+Jr8/Wl7WEPDNqK2b3di86+zZrfHKSre/NlxVFaq84oqrkvnCUKGwemRk6dDAFwNbVueyvZj0FI3Vicy6RKYvYwwV8JaU3pfWR4p81JADBbopa2xIFzdkjY1FtDZnfNY/sjpbXJPTP+kdWJHMJbn4YvXaAw44oKSk5PBDDxscGAAAsBKVE4hu7aYqBRKjghRkZHjLPnvvqWnabrvttWzFSq5gw+DYqsGxNcncqnRhZU5fqZP1VGzE5vpiemMxs1HPWdxTzG/SC2vT6bXpdJ9u9hXNnmyxJ6dvzhs9mfzGsUR/KplHRjKXuvji34YDvrjfUxPyVvmcs5vqd+7qaAr5A5pW47Q1Brwt4UCD2z6jMjg9Fg6XaHUe28G7LnjxyYcBFwCUQLqiGADANJd98OEJh/80bnPaNS0YCDz22GPb+KQTKHIBUm1Yvvqg3feM2Bxxh9Onadu3dzx4yy35ocHxuJkzy1ouXvjhcT8+rMbtDZWVdoSDnZFga8DT5LG3Bz3dkUCr111VWhrVtLZAoDFS7fdETzrpjJ6+YQzQn82vHh5eNTLck8/1GXqfXhzQ9WHTGENm0kQphFKIjJl41MCjOhktEuvvSBEPFdFAAW8pkE05c0NWX5strkzll4+lkow/9MQTwUi4urbmzTffVEopLjgmgvKpCZuvq4pKEJQHUE89+WgkHPL4vA89/qQh1OZEpmcs1ZPMbkznN+UKm4t6r2H0G8agaQ4hi5HFwyYaNtGQaQ6Z5rBuDhfMwbzeny1syeS3ZAsbkplVieTGTCYrZe/I0K9OOcHnqKgPeVoi7qoKLaJptRWlbR7H7FikM+hrC/qaw76WmlB11B922c844ef965YBcDCLgA0AkAiNrF//yoMP79LW6dK09mDEU1K27z77bNiwwYJw26ifMwqYFsfSt//putZYZbi8vDUUiZVXTAuFfnfG6Ss++hDnMuPjYHLgMLBu47knnFTt9QTLSmbXVU6PBRpd5fOqo11Bb4fXPSMYaLKVt3i8bq1i730OXvjBpzmDjuZRf7bQm8muTyQ25XL9uj6oF4d1fczQU6aRwWYGm2mCU4SmMU0hkjFpxqRpg6YNmtDpSAEPFnBfHvXkjPVZfXWmsDKRTnH+5ZpVe+y3j8Pjvv6GG4rFopys3E/tupwIo4ATkAQALrnot5qmHXXMz9f39Q9lc2sGhjelsptS2c2ZfG++0F8sDur6iKmPIjxGyCQn8decwDiJcNJAY7o5WtBH88WhvN5bNNfl9c0mGjTRmF5Y+ME7u+ww361pnZWB9rCryVU+Oxro9rubbGXtHmeb39tVEwu4K3xe74XnnJka3AikQIpp4AQo1rPZt59//uyfHT2ntr5SK+8ORNoD4UqP7+orr7Labb6lqxgAFGHAYeUnn++93YLGQLAjGp/m9ccdzqjdts/2C677/e9XfPH5+D4SqpSByejYtb+9sNrnjVWUdYV97QFnk8s2PRyYWxXr8Hm7g4E6u6Opsu6uux9mQhpU9CdyA9niQKE4oOuDpjGI9GHTHEUoicwMRjlC8oQUGCsIURCywESBigIVBSILRKaRGDPYiE4HddJXxD0FtC5vrMvkt+RyiWL+5tv/GonHjz/xxJHREcuuyK+7srbKoiqOQVFG0RE/Pcztdj/z9+ezJt4wMLRpLNmXLfRlC/15fVA3LMHGEEpTluViknNM5JnIMZHnIs9ljskcYVnC0oikTZw0yYCJNxt4k2705vI5Tk2Ob73xmpqgO2ovaQm5mjy2WdFAd8jX7LLNioZmxiIxtz0a8F99yW8Lo31AdeCGNdXWf/XljZdcusesWVV2W7SkrD0c7YrGY+UV++6yy+KvFsPWTcJTLKoQijCQYKRyD938l7Z4ZczuaI1EO6uqZ9TXhW22iNOx3y4733XjzWuXr0bJrMoVQEqcydxw0YUNXnedwz6rMlRvK58RDc2IBOtsFfNqa+pcrjNPPKVvyyhhYjRTHMkawzl9MF9MMZ7ibBSjJMFpSrKU5BnRGTUZNaU0FViMBJhCmRxMDnmqMlgmkRg12aBB+3SyqYg2Fc31oyNZbK7csHb2/Hl77rN3b18vALCpFnWrRLhSnAKIgS09O+6wYP6CBet6NiaL+sbBkeG8PpQ3hgrGkGGOIpTAJEVphtKCELqCqWxYfwFMAENCUagCl3kmCpRnKR/BtB/zjfni5kx2pFjQqdnft+HkY4/0l5RMC7i6Yr72gKsz4J4e8c+JRVs9rqpA4E8XX1hIDrFcAogOVN+05PP7brz+4D12r/V6IxUVVS5nayQyu77BX1HRGA7/7e67sYkopbquT922MVFfRFgSClQCV0YyffZJJ8ccjuZorKu6pj7gb4qEW6viQYfdU1q6x3bb3/yHq5d8vKiYzgiEcr2bTvjRPhFNmxULzYgGu8L+aS5HvctZ5/Xu3D3jvTfeYQL6RzIDiVyOiDHdHCkaSULTlKYpzTKa57QouC4FkpxITpQkVlRgdY9IoAKoAJOrAlU5qtJYjGI+iFi/SbaYeFM6lTQLRLCjjzt2znbzvlr81VYr4TdQBMkB4NNFH3Z2tp940kmJbDZR0HtHk8N5fUzH1h6DFKFZxgqC61KYoBDAVMYKkAIMYMmJJJgCDK50JgtMZLka5arfQL2ZbG9iLJnLKsXeee2lOe0tgRKtuzLU6LY3u+1zq6LzKmMtTse5Rx85vHoZKFocHVj06osP3HzDwbvv4tQ0T2lptcfdFAnXBwPd9XU1Pp/P5brsvHNzyaRgvFgsWnnUbeuLlncjEeG6AQBb1q8/45hjAk5nxOFoCocaAv5p4WB3Q31DKOItKXNrJTt2dl962umP3nTD+08/cdqhBze77B1+9/RIsCMcaI+G6j1uu6Zdcf4FSDfzBu0dTiYLOIt5ykA5wpOmmca4IGVBcEMKpCRRilkNu6Csl1UwBVwBk8AEMA5UAOZgcMgzlaZijPARzIcx7c/lhrIpALjt7jv33GfvV159BdQ3UPz6hLL6kZ584tEdd9rxsSefNKkYSmX7xpLDeT1l8hSiGcLyTBSFMJXEoKyWfou/2RhOFRAFRAISyuCyyIWhICNEkouBfH5LMpk1jYKez2cSV1x0QaXH1RYNNgfc01wVM6LBmeFgp89zzlFH/OPB+/5+zx3XX3Thbt0dXk0LlpfX+z1NkVBDMNgUCTfFopVej7+i/JxTfjXW3wtKYUws/BBC2+ZulFScMo4wKRQV44qQoZ6ey847r9LrDZSVVXs9TeFQUyTSEA63xKubIrG4zeHWtJlV8Z2bG+dURuZURjr87havuy3k76yOB8rLZrc0f/D6G5yLwWRmNK9nTDKUzqUNbCooMl5k3JQSKUlBMVB8Yo++UMp6CQmXSgjgXHGmGANrNz+VYEjIc5VmIkl4gtCBfLY/nTAE+3zJV8edeMJ9D9wvvrH3ehJFAGVlbe666/Yjf3bUV0uXmUyOZPJJw0yZNItEjvACkzpXGNT4JjyphFBCKMEll4pNMJ+oMTMFWErEuMmYznie8SRhScwSJhrJFxKF/PDYKKPok/cX7rrd7KjL3hzyNXmcXUFPl9/T7rJNDwW2q69t8bl9mlbndMyoinRVRtsro7V+X7XPW+lxxb3uxsrYuWec2rtuNSjOCOaMCyknt2psq4vERFZ/rCREUAKgcqPDd95www7Tp9cHApVuV9Rhr/Z6m6LRjqrq1kikMxppcjkbbGUdfld3yNcR9DZ7na0hf43X4ykvu+yC8xNDA/mCPpTKpQycNtBQKptDBCugAEwpkzMqFeEMcyZhsnytpOV7ccYpF0xILgVTSoAQilCJhSpyWeAyTWmasSRGCaMwUsgMJscuuPjiG26+CRMM0mr5/GakAdZLc2659eZfn3fuxr7+jEkyiBSFzBJRYKJAuc4kkQoxxqVQSgrOKMKcMKvfyXqDA+eCUCqlZIybGBMhCGeYUcxFDpE0oimT5BhPGmgwnRlNp4uGPtDfd8oJv/Da7bVeR5PP1R32zQz5u72uDo+rwWZrcjnbfZ72gLc15Kt12hr8nq6aqiqvO+Z27jJ39u0331DMZwAE0vMEI8E5oXSyn3hrH3W8IUxKRhlC1NRJIQeCAcCqTz+99Kwz53e0xxyOkN1e6XY3BkOd8XhXLNoe8Lf73N1+T7vX2epxNHocrZFQoLysc1rDS88/KzgrmDipo5SBsojolJtUIq6oVExKRClhzESooBeF5JxTxgh8bRAtqb4uEhKTGAamXOqUG1wUOcsLXlQiL0h/aiylF26547Zb/voX3TAA4GuNnLjdeJ+GkgDwh6uuuu7GG5FQWZMkdTxWwEkdIyERl4hyLqWJkGHolJqcYmqYX6+sUgEAI6SQyxJsImQW9QKXXCpLaRWWylSgC8gzkcE0jVBK11OFQl4vPvbo32Z1tkad5dN8zja/u93jmBnwdHncrU5Hp8/X4fc1eZwd0WBzwBsu06o9ru3aWi899+zVi78EyUBxyQky8gSZ8G30tS4yQgXnk6EWwwYnCJQAKbKD/R+/8fqFp54ys6W5yuOOO53VTmer1zMzEpoR9Lc6ba1u+/RIYHosUuvxeMtKjjzskKVLv8qbeiJfSBoobeIsIkXKEZdUKKmAYCq4tMq5jBJKEUK6lAIAGMEb16xev2rV0Jb+zNCIVUICBVQngjHOlYl5HmHEhc5ZhqIcx0O5VMosPPTEow888nChWAQrqTGle2MyfWP1gd/817/e+9AjhoAMommTpgyaNmmRCa6AMk4oU1Igs8g5tvR3dHCwd83awZ5NIwODghAAEAQho8gZARBSMgBpvfOISYUlmByKXOYISyOcNFBCNwoEL1m+9OAf7est1VrCge5IYHrA0+G2dfvcHT5Pk9PR7vPU2yt8mtbgce4+c/pvTz3lvVdfYfksgJQUcYoERZJj+PolXt+GIqeMUWo15OSy6XwuNf45QUAJEARKStNY9Pprfzj/vB/vvltnZXyaraLFaetwO2YGfXNioemRQHc8ErNXVAZ811/357FUIlnMjxQKKYQyCOcwMxgnYrxqpIS0NndaYiFDV0pIzlcvX3LTn64++rBDfrL/fkcfesiFZ5751AMP9q1eA4QDgGKCM06ZMDGhXOiMZoiZ43jMyGeJ8fp777z8+quZbHabJ5yahGMAHNTfnnr61XfeMxXkMMtTmcVC58rkytqFqISU428r4z2rVjz4l7+cdswxRx144M8PPfT0435x36239KxYDpwASGIWBcdfL5GKK6W4AMLB4CpPRRqzpInHdDOLsYHx5ZddGnLapwV9HUFvp9fZ5XZMD3jmVMe6w8HaspKZ8cjBO86/7MzTln34Ppi6lWkCbCpGQHEAZeQzxXzun6HICLWyyRijjT3r77zzry++8OzYUL/CJlAMggGjEy9BkzyTfO3Jx8844ie7NtXPjoTmRMJzo6EOn6c9HAzbymd1tL38jxdzpj5WyCcQShGSJaTAuMkFF/LrpnIuFGPjL0dQwsjnn3jkoXkzp9s0Leyw+0pLXKUlgYqKukDghJ8e+dHrbzKDKCYl40JIJUEAIC4KjGQZSmM9z/DSNas+W/xlKpuRWzfDbVMoNgR/7b33l6xZixTkMNM5FKhCHJgCIUEwKSgFkJTgV559av+ddrRrmkPTwhUV3tLSmMNe4/MesPvurz33LDZ1inRsFgGEklRZ/pBSSgIXgDgUqcpQmSBsFOERXQeAF174e3NdbcRW3uJztTjKZ/k9c2OhBqdt59am3xx37PN/eyA/0Gu1UQEjwCb2q5p6dnT4tReef+juOwZ6N/9TFCnlnCsFlNNsPnPkUYf7/J4Tf3ncc48/+vl7725evbIwMmImUxKboOfBKABAccumG8/9dXfA31BW2u60tbgcnfFIyFa27567fbH0yzzDw8VcEuM0pTlGi4Kh8R68iUZQqYSJJCagBDYK99751+rKmKZp06LhumAg6rB3VFc1hUO+khKbpu05b7u3/v6iJAwAFBeCCc65UMqQLMPMDDULgmwa7F+/qSevF8WE2ZnatGFBSAGKTHyxcvWmoWFdQJZwQ4DBgSggXAqpsIk5Y1KIl558omtafYWmVdodlS5XZzTWEY9HbBXVLpdd07obpz16z524kAMAUIRTgxFdSQIgQYKUwCToHLJcJakYo3zYNIlSS5Yu23HB9k5N6wz72932WQFvd8AT1rQrzjwVzAKAkmZBmEWh51EmVUiM9a5Y/slbbzz3t4fPP+P0ymDgxGOOzmXS/9SiCkEImdy2/9Y7r3dN79Q0LR707TRn5lEH/ugP55576+VXPHPv3e/8/Zl3n3vqlYfvv/m3vzl65x3mRYIzfa5WW1mryzG9Oha0l590wvEb+3uzjIyYxQTFaU6zghUlp+P7lSdQFJIZpjBMJcSLzzzZ2dZSUV4eD/ia49E6v68lFqn1uGvc7uMO/vFPdt8jXG77yb77rfjsC8kFKGXqBsEYAEzJMhxlmFmUdCA52j86jBmd3GitvmFOCYAp1fqBob5kqsBUFgtDAJLAAXQDY0wF55KLpYsW7Tl/O3tJSbXTOSNeOaOqui0UrnY4Izb73vPmnXT4T9prqqY3Nrz1j5cEZ0oQyTFFBcEMUNJqnOcKDAlZDgmmRpkcIyxDaf/oyNFHHuHQtOnR0OxwYKbP3R30xm3l+283+283X//qIw+++siDz9xz5wM333DTZZdeef5vTj7yiM762pCtQtO0Wa2tiz/64FshhCnx4vhOQCY5FzyVSf7ltpuam+o1TXOVar6ysqjDUeN2d1bFF3Q0z29tbAv5a0u1porS6V5Xt8fZ7XV1BQJNAV/IXnHdNX8ayaSG9XyK0YxgGUHykulKsK8VEYBLoAwwAS761q455Ef7appWXxlrrIyGKsqq3Y5pIV+dx33ecb/YsmrlltVrTvzp4dUezyW/Pis1NAQABCNOqVTKEDQrSIqYumL9idHhVEIBCCktdfxWFClAfzK9eSSRxTyLhcEVVsAAMGEIUQBIDA6d86uTwk5HfcDfHY83uT3Vdsc0n6/O4fr5fvsteW9hqq/vygvOC9lth+23b8/q5QCgOFYcgaTj210UCAVIQU5AikOCq1FMR3UDMXbZJRd5NK3R7ZgTDc0OeLuD3o5YMF5RUuuybd/auNe8WfNaG6vdjqitPOawV3ncYXuFS9Pi4fDt118PGP0X3g1M7OunjJrYEJIbqHjnnbfPnNHtdznifm91IBD3eGr8nhqfu9rtbPS6O4OB6aHA9IC32++dE4u2BQPRsrJKr+fZp54sYrxhaCiDsalkgVFTcKKkmNobar3BgXLFxV+vvbYq4A867FV+b7XPWxsMNEXDUbutPRp65cG7rIbnx2+9rsXvnFFbvfCVlwAUSAFKcSEMxgqc5yg1pdwyMjaSTHGpqBDiG/2oky8yFQADY4m+4bEcYWnEdCYxjLcUUs4B4OXnnu9saIg67TV+f9zlrnS42qLxBq8/rGl3/OH3IBEALHzqoe1a6gMl2v23XMeI9U4CNr5VRAFIkAqwgoKELFdZrkZNPJDOCiEefvD+ulCw2m6bEQ3PDPmbXI7OWLQjFmmLhJtDwRqPq7Mq3hwJxd2uqMtRHfDVhYPdrS33/uUWjpEQlBP8z1C0Wv/HN/GNb1JVjLF33n7rhBOO7+7qjEcjFaWl7vKyiMMZczga/P7mYKDB6WhyOWdVxrqjkQavO1CidTTUffzB+wCwaXA4Y5hECpMgJriaYk7V+PZHBQCjvf377byLv6Skzuutcbmqvb64118bCNR7XS1+99Wn/2J41aJs79I/nXLkbi3hqKb9+byzhJkBxZTgSinClU4EVoCl2jKcGBxLGoRbu7OmejhT0zgKoGfLlpFkEgmV0FGRCwLjeVEA0Iv6r044wV1eXhvwNUbCDdGq6khVfbQyZHeEy0vOP+anm7/6ID+y/s6LTt+1Kdzi1U45fP/hjasABFi2RkkAAUoKJbEShhQFIYpCpk3cNzJmYvL+O+/uOHt23OOZUVPTHg62+P2twVCTz1/n9lS5XJUuZ8RuC5SXB+22Sr9vblfHb848/ZP33mHEBFAYFTH+5/HiFBSt5MnkG4w2/3/tnXlwXVed519s2ZYtS5aeFu+WZUuy5SW2k2A7iUMgCXFCHEicOG6yGAhbAw1Uw0DRECoBQk+x1DAZ6AJ6mO4e6K7u6ulhppuBJARIQuJ4kS1r35/e09u3u597z/o7v/nj6smyHZs4CZVUKr+65VK5np7Oe5977jnnt3x/sdhTTz31jce/uX///h1dW7a2trU1NS9fsqRp/vzGSGT5vCvW1y5dVV3d1lBfO2/eDbt39/b0SCktymwm3CBgnEopZiFqXaHIFCL+6t9+sX3dusZ5ka7Gho21NauWLF5bX98WXba6en5TJHLb1vXf+/Sf/bfP3f/g9e23dDR01c77xN3706M9iIoSIrgQCgkDrpFKPZ0pZApln8OFFM+z+HQyUyz5UpcIdUKKGqlGRDzV3X39nj2LIpHWhmWra2tW1DWsaGhe09i8rqG2pSqye13Llw7f/sRfPvSJ/VffuH5ZV13k7ht2nvrtf2jmKs6EkFJyRIFaKlRMS19JVypXQcn1S7YnlD594tTN+26IRCKbWpa3N0SXRCJ1kUjz/AUrFlWvrFna2tTc1br+6q4tB2/b//gjX/390086VhkRADgXPoC42Mc6m486CxIAgiA4z8ejlLIdp7f71K//9y9+9qMffe/RRx/7/Oe/+IlPHDlwx83XXNUWjTZUVS2KRA4fvHtifMz2SDnwyyQwPEKFEFKdU/cIqCVorhDxv3z9sZaFVc2RyOZlSzbXVbcvq9nUVN/ZsKSjrqpzcdUNa+sPXbX2rm0t+zcuvaOraV9r3e1XdRz99S8QFSOeEFIC+lwHEn0B09lCvmwFQotLUgTEVCafzJdcrkwqHKVomOeoNSL+089/tqa5sSYSaa1bvKZm4ZramtZoQ2t9XWvtotVVV7RXR65fveS2zuh7u5puaW94x6rF129a+Y9/813plIEzzplSPFQlmEvRUWAz4QTM9WliKv6Be+6ZH4lEr5jX1hC9be+1D77/4Gc+9JFHP/+l73/98Z//8Ee/+49fDp3qKSZT3HPDelitFec0CAjjFPTLqxufpTgLctZmNVIYYzPF5rOl0rNnMhZYidhPvvvt3Vu7Fi1ccOSB+ydjMZfxAiGulERKnzMulapQDGsHZUCBS9T6sc98alkksmpeZP2CyKalVV3LqttrFrYviVzVtPD2zS2Hr2q9d3vLgY7aOzfX37m1aX/X8n0dy//X3z6BwFApRC01+kL7AgmH6WyhYDhU6kvPRYWYK5nTmbwVcEeAq4CFCcdCIOJ3v/2t6KL5KxbNW1dTtX5pVVtd9aamZe31S1ZXXdG5JHJTW/09u9beta3lzi1Nd2xpeU/X8p2ra77zlc9xp4SoUYOe8QAoiZJp5SvlSulIZTGRN23bJdPxxOGDByORyK4N7T/+9neC4pyTAyCKWdENrUGGmwgpOReMS8YkVfAKKM6CDCuk50aTQ+0q4noiCBAAhUDqI2eoBPIAPOeX//rPG9etOXLkwVhquki8qXI5S4gjhC8EUyB1pd5FawTQnKOUyIIvf/SDaxfM21a/cMOCSNeS+Vtr5nUuiuxcNv/m9bUP7Wn78N62Q1sa7uladt+Olts31d/c2bh3Q+OP//PXFLERw+oaTaUmHJxAJLOFsu1yQF6J819oGlFqLNtkKpktez4B7UlgodQJo4j4tS9/vu6KSGe0eku0urN2/roFkQ2LI+2LIxsWRHY3Lzq0c/UHr914eOeKu7c237mt5Y4da7Y2VT3yqQ/5Zq7y9jCXIgkpKl1w/ZLrly1nfGzigw881Fxf//c/+AFKhUJhQFFIVJWIQOiSDHxBKUCo9xd6RoBroeDldePmZGxcYHP/f+43AUppxpAGyClKgSC0ZOVsev973v2Rj38spcrm5AAAFyhJREFUnstOm2bcsctKOVIRfh5FxFC0CAT69pcfvn9H85Kb21fuaVm8p3HB9c0Lbly58P1djQ9evfaje9se3Nlyz6alh7fWH97RfGt77fXrava0RX/4zb+idhkRuRBcKaa0x5Tt82S2aDie0MjURSmCRqHQ9vnEdKZgOVSjKxVHZIJxThDxkc9/si4S2bWq7rp1DbsaF22tnb8rWrW7ZcHNbXX3XrnywavWHL6y+eDWhru2Nrx3c/TWrpau6Lwvf+JBp5hCxBkSqDQqiUARPABHgqN0KWCxXKHkENP27rnr4AfuPujki8gFeAQDioyjCjP0QDLmWhYhnlRSgeQghJZCK6lBIqhLr4vngRRChLo4s+KAsyBBa8apDOUDQKDkqAT1bET8zne//YWvfHkklUja1li5FCdeiXFPKKq0qCi2hxQ1o5r7SO1vfuYjV69Y+r4dbfdcue6uruUHu5oObWn88O61H9277uFrVj10ZfTIzsb7tzfcuy1659amd7Yt27M++vff/2tFXZw5F2oqtROIkKLpuGFForqIpDNoZBI9qkbjqUzZ4IhEKoEoQYBmiPrxL/5FW23Vvo3NN3e0vKe98fbOxjs6ou/b1PTg7raP7Wv/0DvWfmBHy33bGg9ui96+OXpTR/TKlupH/uLDVj6JiFoqDRBqPUrUFPUMRcCs46VMy+UylS188s8/9e3HH0elUCNQDpSHlZcaNFR0sShjfuCHSxoHIIIFIOeWfV2K4nkzEhFnV8fKPMSwJios2dKKo2SohWQBon7qmae/9q1vnRwZcRCTlE4HfpELV4KvNJ9LUSvlOcAIAv3+X312V3P1ge1rDl+94f6rWh/YserwlvojO5sfurLxge31R3Y0fmT3yvt3Nt67veneXavf1R7du6Hl//zdjxDDu0orrQMJhMui7U1nCq4fKEQq8WKS4gDIJfoSJ5KZVLEcgCZhueWMCBj88K+/snPNsuvWN9zc0XRwx9r7dqx+f2f9+zrq7tvW9MDO5Q/sWnH/zuV3ba47sGnZga0tN7TVX7Ou4fuPfskpZjSETtSQIkjEQKOntKnAkFAW0hDKZuL46b6f/o9/OHnsuJZSKyUoAzmTIgQAL1uzJzQwkAyUvNiZ/3K1is+J2WmFWs5ckiOKianJf/iXfz42NJhlNEZIRkpTKVcCUToADEGGXyZKjtxHxL/9zqNXtSx5d1v0vZua796y/OCm+ns7ax66svHIjsYHt0eP7Gx6cGfzoa3RA53LDmxt2dmyaN/mdX/41S8QEcLzogJfaKExns4ls8Xwuc2UFhfIuIamFEpArjFVNKYLZTNgRCqmlFAcFEVUv/v3f7q2Y03H0siNbfW3dza9rzN69+b6+7Y3H9radGhr9M+ubD68velAx9JbNtTctLFh1/KF13as+vef/5R7NvVdITiAmp2Lvta2hLJQRQEFJlOun7acF06efvI3vy0UiogofF/Qc07xczMUzqvZC/3ArwPF2XefXTBnQWrBUCtC/e6B/qFUcsq1hw0jq6QF4AjhSeWDDreCMxscVMgJojz+m//7ro7WHQ0L79rZdu/Ode/vXHZP59KHdrTcv73xA1sbHrpq5f07V96+Yem1y+e/u71h9cIrDr37nfGxfkQEwZXSTCJTaPsinikUTCekSCXMKl2eTxFQaQyEKthkulAueb4P4EuhtJKCILLMZP99N127vjpyQ1v0Pe1Nt6xfesfGuofe0fqBXavv2Lj0trbq97bX7t9Qe2NrzTtWVW+snfeea7ad/P1TiOi5DiGkcpMiR+2DtiSUhCpwlaMi6fpJyz49MtYzNOIFFBEl50qelVa8BMLZ609EEWZAgtCgEDFnmhOF/IRhDBSLMUJKQtqCu5J7IMNkFgh/U0utODCPFpOfPvT+jpp5t25Ze0t7020bag9urr93S+Pdmxvu7Kg90Fl3x6bobZ3RWzqbr1ldWxeJ/NdvPoYiUErSgPmBCNVYM0VzOlsifGbluARFrVEhEiadQKZLVtZyiAJPcqaEAqGBB2b2kc88vL5mwTWr669bW7+necG71yy+bWPdHR0Nt7c33NYevWVD/XWrFl+3rvbatoalkchnHz7iGQUNwDnns/qVGqnWngRTqCKXeaaShE+7QcJ0BuPT6bIR1sNKKWGOv/eVXBezV/tE1RVPTKiBr0FKqQCKjjucTI2XysOGOVAsZYhvC2Zz6krhg2Jah9NRSQFKCM9B5v3yf/7k2o6VO5fX7t+2fn9n020bl72vq/mubSsOdDXd1Fpz3crqPauW3LRp5YalVe/cvqn3xAuoOCWeH3Av4AzQlzqWzKYLJlR8tJegiIhc6YBDIHTeclNl02bCldLjjHImeYDAel/43R17d61eGLl6Vf3e1XV7VlS/o3H+npbqfWtrb2xtuH7dsj1r6va2RjfUV7dF6375Lz9DRMU5gBZSCak0aqHBl9oWqsxknqosU1M2ibvBlOUOJJJ51wVErqRQYcLRy9OaG5b5o/baKEIYWgXUKLigjBdd0heLD2fzk443ZtpZn5iMWDSwOXOlCIVPw5MtSIkgkRMjOfnVTz/cXl+9t23VTZ0r3rW+4aYNDdevrtmzsnrf+vob21v2tkZba6o6m2v/7onvctvQgoNSTEDAtc/B9OhEIl2yHKw8di6xLiIiFYIrxZU2CJ0uGnmXOEIFoDmoUDpHePYTjz2yZsmiTdHaveuXX7Oy9rp10atX1G5rWHhl8+JdK2u3L69ds7Rq8RVXfPHPP27l0mFXD9BIueICADSXighlMVmkIhuIdCDHynbMJuMl6/TkVNp2QleRAKUuKlY851/84/PxVVGcDU3MxHshjPpKqT2hhqaSvfFkzCbTAc/ToOy7ZkAsRh3BPSV9ABZucAGUFFpxBNH34rN37tsTjUS2NC6+oa3xxo3Nu1cu3dWyZO/66J62lvZlC6NV8z/34SPF+AQyKigHrQOmfAZuIDJFczpbdCnTFYocLrpHRUQhlQSgEhwqp0vGdMm0hCKgKWhA5DTgnjPR1/uxQwejkciqhZEdK+r3ti2/ek10a3PN9pV121bUr168YPG8K/bvu+7UH55DJUFIRORSE66YACEUE+BxaVJRCETG50mfjxnOuOH0pnI9U/Ec8cNYGNcgL9x1Xjgx4dzr9aeoKhSlQtCcK65xPJXtmYyPl+1J28t6xCCu4TvmzHSURCEFDISUCqQQknEtFbLgyX/71wP7drcumbe+OrK1YfHudU1XrW5Yu2ReS1Vk3dJFn3zg0EjPKeRUCyGY5FJRAbYvS7Y/kUjnDVtU5GtkeOq+mO9Gg9Zaas0BXa5ShjWeyRuUewB5zyeMK6W0VIh45thLh269taVq/vIFkTWL53dEl7ZHa1YurlpRPX99tPbgrTc9+6v/J31fcRGq7CqNHDQXwLmkXLlMlAOe93masGnCYo4/UrKOjk4MZrIENa9UqL/MqggXXHO3N6/XXKxkQ+iZphkhRSERNGWcAcSLpdOxqeFieahciltWgZCiT8qUmpw7QnoSqMaySzyfatCCMhV6LhCP/+43H777wNWtrR2NjR2NyzY21KyNRt959c6vfeGz07FxRBRCUC4CqTwBFpflgOVMZzKRMmwHdNhZ7Ry5wQtNAQgNDIBp7UtV8EgsX8rarqdUwfPLri9Ba41KACKO9g/85cc/ds2Wjo0rGjetbmlf1biyoWH7pvZPPfzBky/8IfwLjAniU6FCNQstFQZCewxcrgwuMz5L2CRmkSnX788Vnh8YjpXKEpFqzUDL2bYQf3T+vb5zEVBLhJn+ZRoqz1JECWGup0LME3JyaqI3nxn3nXHbTNhOzg8KjBcpKwfM5pJqpAoCJjjjigvNBYqwPQWWU9MvPf3rf/zx33zjS//pa1/43E9/8MSZE8cYJRh2cES0ubCEsAEyvp92vYxhFsuG5/lSzdzWlzZVqa8Ig/4BYimgk7lCznaJwgD0zC5XACESEX3inzj+4n//yQ+//uhXv/HYI098/3tPPvlLyypXvo1KCoFGqiFQQCV6HE2KjkRTYcKlw/nySNEcM6yTsakTY5MFEghEXwKVl2ySdZmb1MuiqBVCKLusZ+8NmHHjaKEUgEQ0BO1JTb04NTpgFscde9JypwnNBDwXsIJPDSYIaF8C5ZJxKYWstEJVCHMuJVCJ0HEolRKgXSGIUgyxENA8ZQ7ieLE4mc44rhsEwdwCovP8TXNNIlI8WytDEU0mUmVzumgUXZ9IzQCpQgrIAQOBlCkFQmvJGCWeKwRHxFBINHR7h1kgFCCQEAjtUG0E2qBYCGDaoeOGM244SZ+FFAdSGYtzjuhLzeUrbsjzCux1o6iYkEpJRBdh3Cw+NzpwMp0YMYzRsjXl+NOEprwg7fmFgNlCORI8IX2pmAzVJ2fy4ySjwve1EBqU1kqBChizXJcw4TBpMk4UmEJkCUu5wVimkCkblLG5KkwAMLeA4TyDsNCpMhc5oifB8OlEKhvL5F2uiEQrUC4HqjGQQJlSSqLWSigWMCmU1uj71A94KEHNJAZS+xx8qgiFss9zROUCFbfJcMEYLZoxl6QoG8jlu6fi047ro2YaA6VlGD57nUi+Noq6QlEjKACAABTR2pD8VCL2/NjwmUxmqGiMme6k48dsMmWTpBfkqTCEsqRypCJSBwopaK5xVgFZSEkoJdQPhGCgOWgilat0yadZm7ig0w7pHp9KlEyqQMpz2rjMNvN52Q+gNAqtGQCvCDdQjUTpWDo/Ek8W3cBhYAayTITFIdDoc+GTgAU8ICwgAaNCSmBMMA5caMbQp+BR5QbSJcomKk94ypfTPh8pWQP50pjlxFwyVCwdn4wNpDOGFAyRATKFELq/L34iuiy7PIpwcYqhOTRwuRCIU5b5/PDg0cnYmVxpoGQNm+6I4YwazqRNkoRmqSwwUeSizJUpwJbgKO0qHWhkiFTrQCkipc2EEbASoSbljoCyz3O2nzbIaLIwGM8YPtV4TtOsUL73EhQ1ImgQCoQ+2xiaAZZcfypbGE9lU4ZpMWUJXQxkmUmqUAoIAk6pkhKEhLAFBpXao+AF2gmU5UuTCNMVJU9kfBEP+KhL+kvGQLk87rkjpvnC6NgfhodilkW05ohMo4RQ213rN4qiQgVnG+zCbLe30HzOiZQc0ZDidCL+wthEdzp3Jl/uL1l9RbO/aI4YTswN4oRP+yzp83QgslTkmSxwVeDSVOBq7YEmoB3QltRlLkqBsBgUXFb0eNHjg7H04ETaDkRYo3rO+CpR7otqperwZWHe6Mz2hIFmiGUSDCdSo8l0gVBb6QITKcc1fOoL8LlyA+EQ7lDhMnCYMqk0AzB9XfZVkai8K/IOz7g8Tuio5/ebVm+p3G+UBw2jJ5N5dnDgZGwyzzlFDEDTcHQw15n5Wu21UcRK7l5lNIAoEAOtA8S4bR2LxY8m0t35ck/RPJUvn8qX+sv2mBtMeGzcCyY9GvPoFKEJn09TkaQ8TUWasrRPMz7NBixPRZHJEpMGg4InMoYfz5rjiULB8LnCgGsuQ8nkV/ZlnN3Hn009AUSmgGkdKMjZ7kQ2H8sXU46bC4K0R1K2m3VIiXJHKRfAklAIZNLyMx4vMJ0PdNZXaU8lPZF0+bQrRhyvxzB6jHKvUeop5o8nEkcnJ47HJidN09WaaXSZZEIiVoQPXye7PIqIADOBgYtSlIhhhbAleH8u/8LU9NHpzMlM4UzR7C2ZvUWzv2QNGM6Q5Y44ZMwNxgmbDMRkICYDPmZ747abCGiGi1TAErY3VXZiRTtpkLxNY5ny8ETKsAKNyIVmTCulAfSlJt95w587CSrzkivgAAIxQMzYbn8i0Z9ITBlGntEMZTHbHTOsSduNe/6kQyYsL0FYwhcxj035YorISSLGCR916KgdnCkZx7KZU6VCv2125zLPDA4+Ozg4ViwaUlJEBuhRIYRCxJmj9hsyF+ce9S9BcVY9r8DFmVzhmcHR3w6N9ebLE4QNme5L8dTReKo7V+wz7GHXHw/EBJWjhA+7/rDjjXt+LKBxn8YcMmG4ccvLERHLmYMTqYlELl9yWSU7SnBQF+lCeZHhz7rvzxGLD88MXOtAY9EPxrLZnlhsMJVKel6a8wRjkz4ddcmQ4ww77ohDRtyg33J7ylaf6fbZXp/l95qkp+R2F8zj+cLxQrbHKPaUCkfjk78b7O+ZThQZo1rz2cAcvrI4xeXY60RxztjmJmL7iAWherP5p/sGnhkY7M0VYoQOmW53On8ine3OFXuKRm/Z7jXsM4ZzpmwP2e5AqXwimT6VzIybbpapbCDiJWconhlP5sp2wLjmHBmdlf29rOHPLolnRx6OWYJmAFSjD9rmPEe8yULhTDw+VCpNUjpCyKDr9NlWn233206f7Q64fp9LTpn2sWLpxWzxaLZ0omB1m3a/540G5Eyp8HR//5OnTg0X8h6iLaUr5+RbvN4I8dVRxLnr4gVjmTtIhugjlqQcyOZ+3z/wzJneY5NTA8XSUNnsL5ZP54snMoVj6dxLmdzxbL47XzqRTJ9OpkfKVtwNEp4/WjZ648ljAyODsWTe9CgHjagUcqqAwWuliDM5MrqynFPQFCA8yOddr29q6tjExPF06lSpMOBYI4QM+6TPsU8b5e5i6USh9FK++EI2/0Im92Ku8FKhdLxk9Dv26XzmN/1nnu7r6UunDS6Y1p6QtNLZ6ZUGDC/TXn+KldciIkrEALUDUOJ8slw+OjT0dHf384ODpxKJ3ly+v1geMO0hxxt0vH7b7TOtgZIxUjRHimZvKvvSyNgLA0O9k4l4oWz6NBBAuZKzia2AwC/a1/cSH+E8v+QsRUAUCnwhQ5AelwXH7U0knhsfeSkRP5XL9BmlAcvst6x+y+w1zDOG1WvZfbbba7mnyuaLmdxzieRzE5PP9Pf9fqB/tFh0tWaIRAL/EyPEV7G7mU0eOKcB3nmvqlygtQ/KYtQWwtU6T8hQOvXS8NCzZ848OzBwdGz8ZGL6dDZ3Kpc/kckeSyZ70rkz0+mjw6N/6B/sHp2YzBZMysNUD6mRCyXDjL/wzbkIo0KX+RHCxF9ZaYANGsNOclqB5gqYAgFaAApER6oM9WO21Z/NnpyKHZ2YeHFi8lhsqjuZPp3JdaezJ1KZY/HU8xNTzwyPP9U3+EzfQE8ikfV9v9LBDhEBNCh9dkt1TmDojTgvXgZFQNQohGBKSAQKytfAEX2tc543lsv1JZPHJyZ/Pzj49Jm+J/v6nhkafm5s/KXxydMTU/3x5GSxVKI80Bgek8962FCHUgMICpXCS7qULxx/ZV2XGmWlOx8gApecCT7b01LBzIGSaU1A2wBZ4k8Ui/3J5OnYVPdE7Pjo5ItDY88PjDzXP/z8wOjR0anueLo3mZ0ybBfOBp5mZK/De+bcvXFlMG8mivq8l8DMQ1cKrpRAhLCVCwfFNISnSRcxR+l4uTyQzfZls0Ol8oTtJh1S9ANLSA+0r9EH7UvNJIiZAgWNqFALVDxUnrhUzO3lxg8z8KVCWbkLABHCrm844zfQSunw7zEpHc49qXylfdCeUjbnBuWpsj2eLUzkirFCedqwcx4zpfZmxamU5gokaFAzpUXnBgh15WH+xlDEOZQuTnHu0qN1+EQBBESUAL7gREqiJNGaVXzT4RV2O5i9kWdquBX4jEslw9MdznQKqCRRXuYOB1ArVLP8Zp+os28CCgSXkiuoHOYuDNlKRAoYwMwzc1ZIlwIGCgMBhEmfMsYkqDm/Nvvzm4DiK7OLLOBz14WXDWXLSh7PzKW10jMtwC94j1fjwtKIOqyHuPyPcs5VOXbOOkGUnnlAn/+5L/zlP4H9aSi+WruwbuuP+EXfIHuzjfNtiq/G3mzjfNNRfFl7o8d1vr3Zxvk2xVdjb7Zxvrkovm2vzt6m+Fawtym+Fextim8Fe5viW8HepvhWsLcpvhXs/wNpXEZMGQpq7QAAAABJRU5ErkJggg==" width="73" /><strong><span style="font-family:times new roman,times,serif;"><span style="color: rgb(0, 0, 255);"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=1115&amp;catid=80&amp;Itemid=435">Visualizza i prodotti finali dell&#39;attivit&agrave; laboratoriale</a></span></span></span></strong></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <em><span style="font-size:16px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong>Una riflessione sull&#39;attivit&agrave; svolta ...</strong></span></span></span></em></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">L&#39;esperienza laboratoriale pu&ograve; essere valutata positivamente sotto diversi punti di vista:</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>gli alunni hanno mostrato sin dal principio curiosit&agrave; per quanto gradualmente veniva loro presentato;</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>&egrave; risultata efficace ed equilibrata la suddivisione dei compiti e&nbsp; particolarmente apprezzabile il grado di coinvolgimento di tutti i discenti, compresi quelli pi&ugrave; restii a qualsiasi impegno, perch&egrave; si sono sentiti parte attiva nell&#39;esecuzione delle consegne;</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>- </strong>ciascun alunno ha potuto misurare le propria competenza progettuale, interiorizzando l&#39;essenza dello spirito creativo riassumibile in una celebre massima di <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Robert Kennedy, senatore degli Stati Uniti:</span></span></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong> </strong><em>C&rsquo;&egrave; chi guarda alle cose come sono e si chiede &ldquo;perch&eacute;&rdquo;. Io penso a come potrebbero essere e mi chiedo &ldquo;perch&eacute; no?&rdquo; </em></span></span></p> <p style="text-align: justify;"> &nbsp;</p> L'Inferno di Dante, lettura illustrata della II A 2016-06-03T19:03:00+02:00 2016-06-03T19:03:00+02:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/1053-l-inferno-di-dante-lettura-illustrata-della-ii-a PZIC86300A PZIC86300A@istruzione.it <div style="text-align: right;"> <span style="color:#b22222;"><strong><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;">A. S. 2015-16</span></span></strong></span></div> <div style="text-align: center;"> &nbsp;</div> <div style="text-align: center;"> &quot;<span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color:#0000cd;"><strong><em>UN CLASSICO &Egrave; UN LIBRO CHE NON HA MAI FINITO DI DIRE QUEL CHE HA DA DIRE</em></strong></span>&quot;</span></span></div> <div style="text-align: center;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Italo Calvino, Perch&eacute; leggere i classici, Mondadori, 1981</span></span></div> <div style="text-align: center;"> &nbsp;</div> <div style="text-align: justify;"> &nbsp;</div> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Nel corso di quest&#39;anno scolastico gli alunni della classe II A della Scuola Secondaria di I Grado di Tito, <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">sotto la guida della docente di lettere, prof.ssa Debora Riso,</span></span> si sono cimentati in una lettura iconografica dell&#39;Inferno di Dante Alighieri.&nbsp;Avvalendosi della lettura e dello studio del libro di narrativa che alterna racconto in prosa e i pi&ugrave; celebri versi del testo originale, i discenti hanno percorso le &quot;strade&quot; dell&#39; Inferno dando spazio alla loro immaginazione e creativit&agrave; </span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">interpretando, ma mai stravolgendo il contenuto dei versi della pi&ugrave; grande opera della letteratura italiana.</span></span></p> <div dir="auto"> &nbsp;</div> <div dir="auto"> &nbsp;</div> <div dir="auto"> &nbsp;</div> <div dir="auto"> <p align="center"> {youtube}qJ6GbSf0Wp4{/youtube}</p> <p align="center"> &nbsp;</p> <p align="center"> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> </div> <div dir="auto"> &nbsp;</div> <div style="text-align: right;"> <span style="color:#b22222;"><strong><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;">A. S. 2015-16</span></span></strong></span></div> <div style="text-align: center;"> &nbsp;</div> <div style="text-align: center;"> &quot;<span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color:#0000cd;"><strong><em>UN CLASSICO &Egrave; UN LIBRO CHE NON HA MAI FINITO DI DIRE QUEL CHE HA DA DIRE</em></strong></span>&quot;</span></span></div> <div style="text-align: center;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Italo Calvino, Perch&eacute; leggere i classici, Mondadori, 1981</span></span></div> <div style="text-align: center;"> &nbsp;</div> <div style="text-align: justify;"> &nbsp;</div> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Nel corso di quest&#39;anno scolastico gli alunni della classe II A della Scuola Secondaria di I Grado di Tito, <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">sotto la guida della docente di lettere, prof.ssa Debora Riso,</span></span> si sono cimentati in una lettura iconografica dell&#39;Inferno di Dante Alighieri.&nbsp;Avvalendosi della lettura e dello studio del libro di narrativa che alterna racconto in prosa e i pi&ugrave; celebri versi del testo originale, i discenti hanno percorso le &quot;strade&quot; dell&#39; Inferno dando spazio alla loro immaginazione e creativit&agrave; </span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">interpretando, ma mai stravolgendo il contenuto dei versi della pi&ugrave; grande opera della letteratura italiana.</span></span></p> <div dir="auto"> &nbsp;</div> <div dir="auto"> &nbsp;</div> <div dir="auto"> &nbsp;</div> <div dir="auto"> <p align="center"> {youtube}qJ6GbSf0Wp4{/youtube}</p> <p align="center"> &nbsp;</p> <p align="center"> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> </div> <div dir="auto"> &nbsp;</div> Laboratorio di fumetto 2016-02-21T18:36:52+01:00 2016-02-21T18:36:52+01:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/773-laboratorio-di-fumetto PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="color:#b22222;"><strong><em><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;">A.S. 2015-16</span></span></em></strong></span></p> <p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><em>Esiste un luogo, tra il bianco e il nero, dove nascono le storie a fumetti. Dove si trova questo luogo? Quali sono le leggi fisiche che lo governano? </em></span></span></p> <p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><em>Non chiedetelo a me. Io sono cos&igrave; ignorante che dopo 5 anni di francese tutto quello che ho imparato &egrave; &quot;good morning&quot;. </em></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><strong>(<a href="http://it.wikipedia.org/wiki/Rat-Man" title="Rat-Man">Rat-Man</a>,</strong><strong> il personaggio creato da Leo Ortolani) </strong></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe I A a tempo prolungato della Scuola Secondaria di I grado, durante il primo quadrimestre, sono stati impegnati in una nuova ed entusiasmante esperienza:&nbsp; vivere il fumetto, non da fruitori, ma nelle vesti di &ldquo;apprendisti fumettisti&rdquo;.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Diverse le finalit&agrave; sottese all&rsquo;attivit&agrave; laboratoriale:&nbsp;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- favorire l&rsquo;acquisizione della tecnica per realizzare il fumetto,</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- stimolare la capacit&agrave; di progettazione;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- accrescere le abilit&agrave; narrative, creative e linguistiche attraverso la &ldquo;traduzione&rdquo; di un racconto inventato in immagini;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- migliorare l&rsquo;autostima personale;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- aumentare la motivazione allo studio;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- favorire le esperienze di studio in gruppo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni, guidati da due esperti esterni della Scuola di fumetto e illustrazione<strong> Redhouse lab</strong></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">, dalla docente di lettere, prof.ssa Mauro &nbsp;Pervinca,&nbsp; e dal docente di tecnologia, prof. Laurino Graziano,&nbsp; hanno imparato a identificare gli elementi costitutivi del fumetto (vignetta, striscia, didascalia, parole onomatopeiche, balloons), a ricollegare il disegno e la didascalia alla descrizione e alla narrazione, la nuvoletta al dialogo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Significativa, come momento di sintesi, la realizzazione di &nbsp;una tavola di fumetto, frutto di un lavoro di gruppo e di&nbsp; una storia inventata dagli stessi alunni.</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;">&nbsp;Proviamo a ripercorrere le fasi dell&#39;attivit&agrave; laboratoriale...</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;">Per cominciare...mettiamo le mani in pasta! </span></span></em></span></strong></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" src="data:image/png;base64,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" width="73" /></span></span></em></span><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=774&amp;catid=80&amp;Itemid=435"><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;">Visualizza gli elaborati</span></span></a></strong></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color:#b22222;"><strong>Modulo 1:</strong></span> <em>Gestione delle masse</em></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo</strong>: Cercare, attraverso le forme geometriche, la giusta proporzione di tutti gli oggetti e le cose che si disegnano.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=775&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 2</span></strong>: Principi di anatomia: ossa, muscoli, figura femminile e maschile, proporzioni.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong></span></span> </span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Ricostruire</span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">, attraverso lo studio del manichino,&nbsp; un corpo umano con le giuste proporzioni e i relativi movimenti.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=776&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 3</span></strong></span></span>: Costruzione prospettica a uno, due tre punti di fuga</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo: </strong></span></span></span></span>Approfondire la conoscenza della tridimensionalit&agrave; degli ambienti e degli spazi.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em></span></strong></span></span></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><span style="color:#0000cd;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=781&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 4</span></strong></span></span>: </span><span style="font-family:times new roman,times,serif;">La tecnica del racconto. Soggetto e sceneggiatura. </span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong> </span></span></span></span></span><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><span style="font-size: 14px;">Imparare a<strong> </strong></span></span></span><span style="font-family: times new roman,times,serif;">scrivere una storia a fumetti, dopo aver inventato il racconto.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=782&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;">Modulo 5: </span></span></span></strong></span></span>L&#39;impostazione grafica di una tavola a fumetti: tipologia e impaginazione delle vignette (la tavola, le strisce&hellip;). Teoria dell&#39;inquadratura: cosa sono Piano e Campo e come usarli espressivamente. Didascalie, balloons, onomatopee e linee dinamiche. Il Lettering. Lo stile.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong> Realizzare tavole</span></span></span></span></span><span style="font-family: times new roman,times,serif;"> a fumetti.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=787&amp;catid=80&amp;Itemid=435">Visualizza i nostri elaborati finali</a></span></span></em></span></strong></span></span></span></span></p> <p style="text-align: right;"> <span style="color:#b22222;"><strong><em><span style="font-size: 14px;"><span style="font-family: times new roman,times,serif;">A.S. 2015-16</span></span></em></strong></span></p> <p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><em>Esiste un luogo, tra il bianco e il nero, dove nascono le storie a fumetti. Dove si trova questo luogo? Quali sono le leggi fisiche che lo governano? </em></span></span></p> <p style="text-align: justify;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><em>Non chiedetelo a me. Io sono cos&igrave; ignorante che dopo 5 anni di francese tutto quello che ho imparato &egrave; &quot;good morning&quot;. </em></span></span></p> <p style="text-align: center;"> <span style="font-size:12px;"><span style="font-family: times new roman,times,serif;"><strong>(<a href="http://it.wikipedia.org/wiki/Rat-Man" title="Rat-Man">Rat-Man</a>,</strong><strong> il personaggio creato da Leo Ortolani) </strong></span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe I A a tempo prolungato della Scuola Secondaria di I grado, durante il primo quadrimestre, sono stati impegnati in una nuova ed entusiasmante esperienza:&nbsp; vivere il fumetto, non da fruitori, ma nelle vesti di &ldquo;apprendisti fumettisti&rdquo;.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Diverse le finalit&agrave; sottese all&rsquo;attivit&agrave; laboratoriale:&nbsp;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- favorire l&rsquo;acquisizione della tecnica per realizzare il fumetto,</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- stimolare la capacit&agrave; di progettazione;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- accrescere le abilit&agrave; narrative, creative e linguistiche attraverso la &ldquo;traduzione&rdquo; di un racconto inventato in immagini;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- migliorare l&rsquo;autostima personale;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- aumentare la motivazione allo studio;</span></span></p> <p style="margin-left: 14.2pt; text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">- favorire le esperienze di studio in gruppo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni, guidati da due esperti esterni della Scuola di fumetto e illustrazione<strong> Redhouse lab</strong></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">, dalla docente di lettere, prof.ssa Mauro &nbsp;Pervinca,&nbsp; e dal docente di tecnologia, prof. Laurino Graziano,&nbsp; hanno imparato a identificare gli elementi costitutivi del fumetto (vignetta, striscia, didascalia, parole onomatopeiche, balloons), a ricollegare il disegno e la didascalia alla descrizione e alla narrazione, la nuvoletta al dialogo.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Significativa, come momento di sintesi, la realizzazione di &nbsp;una tavola di fumetto, frutto di un lavoro di gruppo e di&nbsp; una storia inventata dagli stessi alunni.</span></span></p> <p style="text-align: justify;"> <span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;">&nbsp;Proviamo a ripercorrere le fasi dell&#39;attivit&agrave; laboratoriale...</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;">Per cominciare...mettiamo le mani in pasta! </span></span></em></span></strong></p> <p style="text-align: justify;"> <strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em></span><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=774&amp;catid=80&amp;Itemid=435"><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;">Visualizza gli elaborati</span></span></a></strong></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color:#b22222;"><strong>Modulo 1:</strong></span> <em>Gestione delle masse</em></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo</strong>: Cercare, attraverso le forme geometriche, la giusta proporzione di tutti gli oggetti e le cose che si disegnano.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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wegrGJIYmDgqIMPPvrgHw9s2CAoYZQoKSQoLiVVkqvx0uOk7FJNxOhKgRQUI47R4o8/PmjX3TRNO/TAg3o3b4Yp7s/WKCpQjIOE3PDYL396RLXXb9O0vXbYYfGiT0AQZOaFJIxjihlnIAWABCXGqwqSS8WVZFxRBkqtX7XyiMN+fPdttwAlCjFVZApJwJIhyrkgSpogMShdyTxnkwk0pJtmUR8d3dKzefmGzUs3bFjSt2lVemwL1nMgGXCqKJaUMkKVUpyLbNEwKZcAXAqhpAQlvzmvvyupNG5ZlVRKSMGF4JYLISRjgjOhJqNiIRUyCmNjQ2vXbliypGf5ioGeTYnBoVwibRRMycdvhbA0MecSpALCKGPW/FScUQD48ovPjz7yiCcfe1wphQ2DYSIol0JKLhSTiinJQHCQEpRSXArGuQIJ0sruwOL33jtguwVVWmmktPSUY44ZHRqCiSTAtvEiKAChgEog7LyTTw2XV9R6vW5N22/nnRd/8iEACI4YNYWQjCrOlJrQQiWBEi4oF5QxjAHU448+/Oer/9C7aT0zCxxhpVORJ4oqZCBEKAdAkiMlJQAHoIIlRkc+++jDB++86+pLLjn9pGOOPuJHPz/iwF/+/LBTjvvZb0755e1/uvL9l/4+1LPeUgXBGOdMATCpDEoJZ/8mipZRUsqyyZYfzxkXExEkQahn1Zo3nn32/huuvfKcX595zNHHHfrjIw/40TGHHnbWL0+46qKL7rrlL2++9MrA5i1TS71SKjlRqgQAQggyTAC4/777Lrv0stGRUQCgCDNMYDxglSBAcRBMUsysq6QUglo+k1qx6JMj9tq7sqyi0eHsCASuufiSfDYLE/m1b6JoVaAVANx50y2NkWitz1vt9To07fAD9l+55AtBDE6xkmrqcEihKOXcms+MC84Kucw9d9/+wftvA4BgiJi6YFwyQSi13CXKGeHMMm1rVi6//447T/3FcXvOW9Aer/ZpmlvTgpoW0rSApnk0LaBpLT7vLh0dp/z08GcefGjLph5hFqXkAIAozup5k2Kh5L+MorXgSQtGobgQjAnGOCVKCADoW7fu1muu+dlBB23X0jzN565zVcTLtZCmeTXNo2leTQuXlzSGgjt1d5105JGP3nXHUM8GAMsLJZJzRshkKwlFGAD6+vruvvOuzxZ9KoUUjCuphBBSCMmV4BLA8qeIlEoJQRHiGINSn77z9iG77ebRtFqvpyUYnN/U9MR99wnOlVJW7LCtReWcKzHuLy775LM5be2+8vLWysqmaDTitO+/6y6fv/8uSMYxtrollLKWX2GaVEjBGLfuuH7dmoXvvpXJjCkllGSII11gBopIZjDMBZNKAkB/z8YH77jj4L33jtmdYa2s1u6utTmb3b5Wl6/LH5gbi87w+9tdrk6vr83jjWlard3W5A8ctv9+Lz39RDGfAYCimTWJrkD+O7o4gSJIBVwA5xyZ1NABhJ7PvvT0k4cfdFCVzxOxldd7HG0h7/TKYHvY2+RztIc93fFgs99R56poDribfM5IiVbltv3s4ANefPDezOZ1gE2JCC7oDBMQSjKhxHg0sXzpsuVLl1rTXSnFOONCMCEoFwpACCG5VIyLom6VwRe9+eY+c+c5Na3a5equrfGVlh20265rli6GKbm3bVGkjFohsCRUGObpx//SVVLSFIm0xuOtlXFfaclu87f7+M03mKFbIfPkAowxtYJQIRgAbN7cMzi8BYALgbkkBHgBiAEMAysQXSjBCF6y6JMTfnp43Gb3a1qj2ze3snZGKN7pC033RxbEanesbNguFJ/pDc5wB2b5wrOCkW5foDscqnc7HSVaa3X8hqt/P7hlHQACYFIyIfi/4N2oKe0kEkBYLigFxgBksnfTNZdeVOP32Uq1+qCvuzbeEvZO81a0BF1tIXdbyN0e9nSEPS0BR2fU2xlxtwXtMyu907x2t6Z1hj2/O/7oT199Weqm4oIUDEW4pEJyKShHRSOdTJmGoUBhQjjnEhSTUgBgwahlnAhjRQMop0X8+RvvHLrDzhGtpDHgbwwFq3zeoNNxxe8uMIs5mJIZ3xZFJoWSUkrJDBMAPn7nnbnNzW5NawgGm6PRlnDYpmn77rjDx++8yxkDy2UTUilJCGaMSskZI1IJ0zB0o8AEBhBMEUMRE4QJtCh0BYIg86UnHvvRDjtGysobXd55sZpOX7jV7W91+5tc3lZPoNHmrtTKa7TyFru3wxNqcXpbnJ458aqZlfE6t6M1GmyMeGvDvnPPOGFg8woArASW/0o2HGAKigKAK6AcKAWQA6tWnv+rk2t83pjd1lkVaon6WmK+tniwzueI2Uqq3BX1XnulTQuVaNV2bZqnvNlv6wg5OgK2Dn9Fd9jR5a+IaNqCpmkvPvKYwAQkKMKBchCSU5bPZrFpUkIIJYwzJgUHSZXkoHRqIoZBSWEYQLgi9I1Hntqne2ZtuX2ay9tVWdleXenQtO3nzPxg4VsASkqp1MS6vk0GzlolDV2nBEvOebF4+Xnneisq4g5HSzhc63S1BIM1LvfeO+743FNPYYQBQHBOCDaMguAUABBFjFMAIBRTTrigVgdKgelFXpTA9Xzy4TtvW9DZGS4paXb7un3h6YFoRyBcVVoR1LQqh7vW7a/2+hui8a7aabPqWtqj1VUeT7i0PKKV1nrctT5PrdfZHPVVep0xr/O8045LD24AUIpzaQV3cts+iG/4NBMoWhrJAZgCzAFgZPPmC048MVhWFreXz5lW0xrxVTrLw/ZSl6Y5S7WY39tWXz2rddqMprrmeLTW5650lsbtWqVNq7Fr01xao6e82V3e5C6NlpYsaOt8/Pa7qG4CAJhYIiQZBVBScowMQjEAUMVMjohiWFIksVAMJAUAoRuv3vfQAdPnVGulTQ53q8ffHol219fZNO2cs88wzaKQAmFkLbpWlnUrFK2CpWmalGCOMS3kl3/yyY923dVXUtIei82sqemKxjvjlf6yslndXfffe6+ezwEAYwQhgzKslCQUIWxyRrlgCiRiJhUYQBRRBuFsIZO656br26urguUV7f7QrFC8ye6NaaUNbt/Mhmlzujp323nnE3/5y+uvu/Hhhx57+qkXnnv2hccefvS2m2++4NdnH37AgV0tzc21VTUBd6BMa630V7ptdk3708Xn5jNpAJBcWChKLmFK4kptbUTVBIqSCUklcFCYg4RcOnP+Kac0BoKd8Wid1zkt5KvxOWJue3dz44H77X3yqb+68k9/fODBB5579unnn3n64fvuufGaP/7quJ/vv+uOO0xvnxbyxOwl9V5Ha8Tb4LU3BXzVTndHVc1d192gZ3MAQItFbhqghBLMqvsDKCKowUwkMVaYKcY4AlDUMB65/Y4d6puaK5zTPaFZgdiMcKw1HHFo2k7bb7d4yRcKlEkNTLBVa56aTZ1EUQmlpFIUIym4IIiZ+ouPPdZRXR0oK5tb39AZjtbanV11tQGXszoWveW6a9KpMQAFinOOhKScU4xNjAwhOYDVg8sFM0FiUczced2f64KBUEnpjHC8yxdp9gSryp1VTu8+O+9y9ZV/ePm1V5euXzNiFHSANMAIYWmhrOR/2tTXblz/9xefv/CCc3ZZMMdv1wJlWlPQ1RjwNAXcd914naHrSkrBuGBCMAFTCjpTk4NiSncEJ4xjDkwqzCTj9950S7XHGyovb6+MNQR9VV73gpmd55918qsvPTOcHC1IyAswATAAUmBQbmCSSmfXrV77yt9fuPyi3+29y86VQb+3orQmFKgPBqcFAh5Ni7hc999yC0MIKAFOgBPFCWOIUINxIoBTRRlQNSFddmzk7mv+3BWL1ZRVzAnFZgeis0OxGZF4UCutC4X+/vQTAIAkIpIoUJyxqSnur1GUYMVP0jR0RjBIDqCoblxz8SUhmy1eYZtbV9/qDzZHIl3Tav0OW9Trufr3F+fHhgEkCCoFVeONXxJAKiUop4QgXsjLbOa9Z5/Zoa3NW1LWFYw0u/11Dk+1x7uga8alF1z07nsLtyTHRpDRZxZ6UGFFMftFOvVFKrU4lVqZy2zUC31mccgsjhn5db0bXn395ZNPOLYm5Kn0OKfXxmIVJdtPn/7xuwsBgGPCKZNSTmbjtoFwnKWUUiqhgEuFOQAs/uCTXWbMCVfY64JBu6ZVhwKnnHDcG6+/PDyyhSo6hszVycyaVG51IrN6LL1+LN2TzGxOZQazxbRBi5gn0tm3Fr53znkXTJ852+fz10ajtT5ftcfjrahonzbttaeeAilACcUIx4ZgmGCdEIMryiTF1JCKAkAhm7ru8t9XOR11FfZ2j69WK53hj3QHItXltpZQ5LrLLxsbHkTUwAJZRW6McbFYnAwW4VuqxFJwipXkoLiiNL2l/9zjj/eXaI1e34x4Vb3X0xwLt1XFArbyabHo5ef/pnf1ClAMQIFkihElOCjJGMEEY4QAkeWvv33g7Ln15Y658ZqOYKTO5Yu53ccfdfTbr72VzhULUqxLJpYlRtYa+WWFzKJ08tNc9vNiYVE2vXBo8J3eTR/39y5Ljq5NJzYmRzPEGE4MX/H7i9saGgLlpRFbRdjuuPrSywrJtKVonFDBrHywgK2z9BYTSjljDBFhYgAoJrNnHH9C1OVrq653lZbFY/Frr/lzb3/fSCY5kEn0ZhKrEonFifRng6Mfbe7/oKdvUe/gkqHEmmRu5XBiQzI/isVwkYzptD+ZeeLFf+x5wCHRUDTudrfG4521tU6bbad587784H0AkJxgPU+RriRTgiIjb5p5RAxQZPPaZZede0ZHVTRWXt7k9XQGAk1OV73NXutwRcvKfnPyyamRIVCSUpMwUwg+Wca3ChVbocgwYYT1b+nPWCuNYATpKJcBQgZWrTr9Zz9rCgSnBYNd0Uhz0Nfg98yoq6rxuF2adtSBP3r/9VeZaQAAMKooFZQQ07TGcWTthrMPP7K2tLy23N4draz3Bprj1Rdf8Nt16zdkTTyQz2/MZFYkk1+OjX46MvzJ8PDbfX1v9vd/kEx+nEq9NzL8Zu/mtzZt/GDL5vc3rV82OjygF4dzmXSh8Phjjy2YM9ddXuEpt89u73rluRdAgeQChFRCionK3VQIrXIgtzI1lHLGOWPPPPJEc3VtzBusC1fPaJt+9133FUxEAfrzhWWDgwvXrPyot/eLsdRHg8Pv9/W/t2nLR30Dnw2NLktkP+8b+qp/dHUq/2Xv8MqhVFZAmsOnK9f95vzf1UejLk1rr6vpmlavadoRBx84OtgPACCpYkRxwomJ9LygiBH88duvHbnvXpW2kkafqzMWbgsFuiKR9mCwxm4Pl5ef9JOf9Pf0ACgjmyJmgRITAIaGhtatW2cV+ret9XNM9Hzh+muuvfWWm9PppJRML2QYMSVGwGlqy5ZfH3usv7y8zu3piIRaQ76WcGB6VWVzKBAsLZnb2vLYXXcmhgaBUlCKGUggCgDcQH+84MI6u6Ou3N7qj4TK7LM7uq+79oaRVEaXclM6vTqR/HJgaFH/4Ocjo0uS6WXp/CeDowv7hz4aTS5KpBclUp+Mjn00PPzx4NCHW7Z8tLl32chITzrTn8kNpDKPPPlUU0tbeWmZpmm/PeucYjIjCAMFyDCRiSa90YmtMOMlTK4E51gKBgAjA4MnHvOLoN3rs3nnzpj35OPPFhEfyaNNmcKS4bFXlq96Z2PP52OJz8YSnybGPh8b+2Is8WUi8VUi+VUiuXg09eVw4vP+0a8Gx5aPZNYk9Z48TnM5MJq89bprpjc2BJ326lCgOuB1lWl/vPRiSjBwKpEhqWkVbgZ6Nz5wx607drZENa3D7+6K+GdURjpjoTq3o8ph66iMnX3iCT0rVwIAMYrULFJTB5DYNK+66qorrrgilxsPHLdCEQCIiY4+8qja2pobbrwulR4FACWoIEhyCqD616279PTTQuVlVW7XrHikzuVs9Hk6Y+HOeLTG7e6qrbnw1FMXvf1OOpmc9CI+emvh3Na2WHl5Z7jSX1oxvbX93nvvTxb0DOc9uezqZM7WjX4AACAASURBVHJlOrsslV08mvhqJLF0LLs6Y67P0bVZvCptLE8Vl6YKi1P5xen8kkz+y2T606GRj3r7lieSy4ZGBg2cFXDZtTf4A0F7SemMto63XnrF+lGMsF4sWpZAToGQAFBQTDKpqBRECP7h+wu3n7NdmVZaF2+46477h0YyQ2l9w1j+/XW9H24Z+XhkbGH/4MejI19mRpfmkisLmZXF7MpiZkUusySVXJUvrMwVvhgc/WJgdOlIeslw+svB1LLhVIFy4PThu2+vCgfLNK2pJu61Vew6f97iTz+aHOf08ODbL79w3mm/aonHoprW5bbPCno7fK72gLc9HIhUlE0L+y8667SRwS0AwE1dEkSx1YhL7rn99nAofNLJJ2GMp66DE+siE5LQq674g9Nuq6+vveGGawf6NwOApIgZRWBEcp4bGvrTeWd31FTX2W2d0WBb0Nvsc7cEfNOrq+MOR30guNeC7S8+55xXn3n+q8+/+Gjhe0cf8hO3VtJRWdMSrY4Eg9ddd2PaMEeQuWJ0eGU6uXgs8enA8OqcvoWwDTlj+WBm3ai+MYl6Eqgvw3pzdEMWrU4bq7PmWoOuyOufjSSWpnNLUpkVmcL6nL6piHqS6V+fd0HUG9Q07erfXyYnEhlTI41JFCkABSVAKEUFR5yiP151ZdAXKCsrP+v0s3s39SdyeN1ganH/2OdD6a+yxgYJS038aTqxLD+6spBYrafX6Nk1enZNIbsql1mVy67XjY0GWpnMftE/vGQ4uSarr8sUh3N5jPR8euzqKy4Jed1ue0VdLNxQGTnnlBM/e/etFZ8vevXpJy84/dTtp3fFPa5Kp73RaZ/hdm1fGesO+ipLNK+mdVTF/3LNlcXMKIBQggpsgGDC0AfWb7j1mmsba2o1Tbv88sthIqG/tY9qEkXZe2+83d3SqmlafTz2q18cs+i9d1gxbxWi9FRCmCYg9PYzz+w7f4FX05r8vtZgoD0Uagn4W4L+Jr8/Wl7WEPDNqK2b3di86+zZrfHKSre/NlxVFaq84oqrkvnCUKGwemRk6dDAFwNbVueyvZj0FI3Vicy6RKYvYwwV8JaU3pfWR4p81JADBbopa2xIFzdkjY1FtDZnfNY/sjpbXJPTP+kdWJHMJbn4YvXaAw44oKSk5PBDDxscGAAAsBKVE4hu7aYqBRKjghRkZHjLPnvvqWnabrvttWzFSq5gw+DYqsGxNcncqnRhZU5fqZP1VGzE5vpiemMxs1HPWdxTzG/SC2vT6bXpdJ9u9hXNnmyxJ6dvzhs9mfzGsUR/KplHRjKXuvji34YDvrjfUxPyVvmcs5vqd+7qaAr5A5pW47Q1Brwt4UCD2z6jMjg9Fg6XaHUe28G7LnjxyYcBFwCUQLqiGADANJd98OEJh/80bnPaNS0YCDz22GPb+KQTKHIBUm1Yvvqg3feM2Bxxh9Onadu3dzx4yy35ocHxuJkzy1ouXvjhcT8+rMbtDZWVdoSDnZFga8DT5LG3Bz3dkUCr111VWhrVtLZAoDFS7fdETzrpjJ6+YQzQn82vHh5eNTLck8/1GXqfXhzQ9WHTGENm0kQphFKIjJl41MCjOhktEuvvSBEPFdFAAW8pkE05c0NWX5strkzll4+lkow/9MQTwUi4urbmzTffVEopLjgmgvKpCZuvq4pKEJQHUE89+WgkHPL4vA89/qQh1OZEpmcs1ZPMbkznN+UKm4t6r2H0G8agaQ4hi5HFwyYaNtGQaQ6Z5rBuDhfMwbzeny1syeS3ZAsbkplVieTGTCYrZe/I0K9OOcHnqKgPeVoi7qoKLaJptRWlbR7H7FikM+hrC/qaw76WmlB11B922c844ef965YBcDCLgA0AkAiNrF//yoMP79LW6dK09mDEU1K27z77bNiwwYJw26ifMwqYFsfSt//putZYZbi8vDUUiZVXTAuFfnfG6Ss++hDnMuPjYHLgMLBu47knnFTt9QTLSmbXVU6PBRpd5fOqo11Bb4fXPSMYaLKVt3i8bq1i730OXvjBpzmDjuZRf7bQm8muTyQ25XL9uj6oF4d1fczQU6aRwWYGm2mCU4SmMU0hkjFpxqRpg6YNmtDpSAEPFnBfHvXkjPVZfXWmsDKRTnH+5ZpVe+y3j8Pjvv6GG4rFopys3E/tupwIo4ATkAQALrnot5qmHXXMz9f39Q9lc2sGhjelsptS2c2ZfG++0F8sDur6iKmPIjxGyCQn8decwDiJcNJAY7o5WtBH88WhvN5bNNfl9c0mGjTRmF5Y+ME7u+ww361pnZWB9rCryVU+Oxro9rubbGXtHmeb39tVEwu4K3xe74XnnJka3AikQIpp4AQo1rPZt59//uyfHT2ntr5SK+8ORNoD4UqP7+orr7Labb6lqxgAFGHAYeUnn++93YLGQLAjGp/m9ccdzqjdts/2C677/e9XfPH5+D4SqpSByejYtb+9sNrnjVWUdYV97QFnk8s2PRyYWxXr8Hm7g4E6u6Opsu6uux9mQhpU9CdyA9niQKE4oOuDpjGI9GHTHEUoicwMRjlC8oQUGCsIURCywESBigIVBSILRKaRGDPYiE4HddJXxD0FtC5vrMvkt+RyiWL+5tv/GonHjz/xxJHREcuuyK+7srbKoiqOQVFG0RE/Pcztdj/z9+ezJt4wMLRpLNmXLfRlC/15fVA3LMHGEEpTluViknNM5JnIMZHnIs9ljskcYVnC0oikTZw0yYCJNxt4k2705vI5Tk2Ob73xmpqgO2ovaQm5mjy2WdFAd8jX7LLNioZmxiIxtz0a8F99yW8Lo31AdeCGNdXWf/XljZdcusesWVV2W7SkrD0c7YrGY+UV++6yy+KvFsPWTcJTLKoQijCQYKRyD938l7Z4ZczuaI1EO6uqZ9TXhW22iNOx3y4733XjzWuXr0bJrMoVQEqcydxw0YUNXnedwz6rMlRvK58RDc2IBOtsFfNqa+pcrjNPPKVvyyhhYjRTHMkawzl9MF9MMZ7ibBSjJMFpSrKU5BnRGTUZNaU0FViMBJhCmRxMDnmqMlgmkRg12aBB+3SyqYg2Fc31oyNZbK7csHb2/Hl77rN3b18vALCpFnWrRLhSnAKIgS09O+6wYP6CBet6NiaL+sbBkeG8PpQ3hgrGkGGOIpTAJEVphtKCELqCqWxYfwFMAENCUagCl3kmCpRnKR/BtB/zjfni5kx2pFjQqdnft+HkY4/0l5RMC7i6Yr72gKsz4J4e8c+JRVs9rqpA4E8XX1hIDrFcAogOVN+05PP7brz+4D12r/V6IxUVVS5nayQyu77BX1HRGA7/7e67sYkopbquT922MVFfRFgSClQCV0YyffZJJ8ccjuZorKu6pj7gb4qEW6viQYfdU1q6x3bb3/yHq5d8vKiYzgiEcr2bTvjRPhFNmxULzYgGu8L+aS5HvctZ5/Xu3D3jvTfeYQL6RzIDiVyOiDHdHCkaSULTlKYpzTKa57QouC4FkpxITpQkVlRgdY9IoAKoAJOrAlU5qtJYjGI+iFi/SbaYeFM6lTQLRLCjjzt2znbzvlr81VYr4TdQBMkB4NNFH3Z2tp940kmJbDZR0HtHk8N5fUzH1h6DFKFZxgqC61KYoBDAVMYKkAIMYMmJJJgCDK50JgtMZLka5arfQL2ZbG9iLJnLKsXeee2lOe0tgRKtuzLU6LY3u+1zq6LzKmMtTse5Rx85vHoZKFocHVj06osP3HzDwbvv4tQ0T2lptcfdFAnXBwPd9XU1Pp/P5brsvHNzyaRgvFgsWnnUbeuLlncjEeG6AQBb1q8/45hjAk5nxOFoCocaAv5p4WB3Q31DKOItKXNrJTt2dl962umP3nTD+08/cdqhBze77B1+9/RIsCMcaI+G6j1uu6Zdcf4FSDfzBu0dTiYLOIt5ykA5wpOmmca4IGVBcEMKpCRRilkNu6Csl1UwBVwBk8AEMA5UAOZgcMgzlaZijPARzIcx7c/lhrIpALjt7jv33GfvV159BdQ3UPz6hLL6kZ584tEdd9rxsSefNKkYSmX7xpLDeT1l8hSiGcLyTBSFMJXEoKyWfou/2RhOFRAFRAISyuCyyIWhICNEkouBfH5LMpk1jYKez2cSV1x0QaXH1RYNNgfc01wVM6LBmeFgp89zzlFH/OPB+/5+zx3XX3Thbt0dXk0LlpfX+z1NkVBDMNgUCTfFopVej7+i/JxTfjXW3wtKYUws/BBC2+ZulFScMo4wKRQV44qQoZ6ey847r9LrDZSVVXs9TeFQUyTSEA63xKubIrG4zeHWtJlV8Z2bG+dURuZURjr87havuy3k76yOB8rLZrc0f/D6G5yLwWRmNK9nTDKUzqUNbCooMl5k3JQSKUlBMVB8Yo++UMp6CQmXSgjgXHGmGANrNz+VYEjIc5VmIkl4gtCBfLY/nTAE+3zJV8edeMJ9D9wvvrH3ehJFAGVlbe666/Yjf3bUV0uXmUyOZPJJw0yZNItEjvACkzpXGNT4JjyphFBCKMEll4pNMJ+oMTMFWErEuMmYznie8SRhScwSJhrJFxKF/PDYKKPok/cX7rrd7KjL3hzyNXmcXUFPl9/T7rJNDwW2q69t8bl9mlbndMyoinRVRtsro7V+X7XPW+lxxb3uxsrYuWec2rtuNSjOCOaMCyknt2psq4vERFZ/rCREUAKgcqPDd95www7Tp9cHApVuV9Rhr/Z6m6LRjqrq1kikMxppcjkbbGUdfld3yNcR9DZ7na0hf43X4ykvu+yC8xNDA/mCPpTKpQycNtBQKptDBCugAEwpkzMqFeEMcyZhsnytpOV7ccYpF0xILgVTSoAQilCJhSpyWeAyTWmasSRGCaMwUsgMJscuuPjiG26+CRMM0mr5/GakAdZLc2659eZfn3fuxr7+jEkyiBSFzBJRYKJAuc4kkQoxxqVQSgrOKMKcMKvfyXqDA+eCUCqlZIybGBMhCGeYUcxFDpE0oimT5BhPGmgwnRlNp4uGPtDfd8oJv/Da7bVeR5PP1R32zQz5u72uDo+rwWZrcjnbfZ72gLc15Kt12hr8nq6aqiqvO+Z27jJ39u0331DMZwAE0vMEI8E5oXSyn3hrH3W8IUxKRhlC1NRJIQeCAcCqTz+99Kwz53e0xxyOkN1e6XY3BkOd8XhXLNoe8Lf73N1+T7vX2epxNHocrZFQoLysc1rDS88/KzgrmDipo5SBsojolJtUIq6oVExKRClhzESooBeF5JxTxgh8bRAtqb4uEhKTGAamXOqUG1wUOcsLXlQiL0h/aiylF26547Zb/voX3TAA4GuNnLjdeJ+GkgDwh6uuuu7GG5FQWZMkdTxWwEkdIyERl4hyLqWJkGHolJqcYmqYX6+sUgEAI6SQyxJsImQW9QKXXCpLaRWWylSgC8gzkcE0jVBK11OFQl4vPvbo32Z1tkad5dN8zja/u93jmBnwdHncrU5Hp8/X4fc1eZwd0WBzwBsu06o9ru3aWi899+zVi78EyUBxyQky8gSZ8G30tS4yQgXnk6EWwwYnCJQAKbKD/R+/8fqFp54ys6W5yuOOO53VTmer1zMzEpoR9Lc6ba1u+/RIYHosUuvxeMtKjjzskKVLv8qbeiJfSBoobeIsIkXKEZdUKKmAYCq4tMq5jBJKEUK6lAIAGMEb16xev2rV0Jb+zNCIVUICBVQngjHOlYl5HmHEhc5ZhqIcx0O5VMosPPTEow888nChWAQrqTGle2MyfWP1gd/817/e+9AjhoAMommTpgyaNmmRCa6AMk4oU1Igs8g5tvR3dHCwd83awZ5NIwODghAAEAQho8gZARBSMgBpvfOISYUlmByKXOYISyOcNFBCNwoEL1m+9OAf7est1VrCge5IYHrA0+G2dfvcHT5Pk9PR7vPU2yt8mtbgce4+c/pvTz3lvVdfYfksgJQUcYoERZJj+PolXt+GIqeMUWo15OSy6XwuNf45QUAJEARKStNY9Pprfzj/vB/vvltnZXyaraLFaetwO2YGfXNioemRQHc8ErNXVAZ811/357FUIlnMjxQKKYQyCOcwMxgnYrxqpIS0NndaYiFDV0pIzlcvX3LTn64++rBDfrL/fkcfesiFZ5751AMP9q1eA4QDgGKCM06ZMDGhXOiMZoiZ43jMyGeJ8fp777z8+quZbHabJ5yahGMAHNTfnnr61XfeMxXkMMtTmcVC58rkytqFqISU428r4z2rVjz4l7+cdswxRx144M8PPfT0435x36239KxYDpwASGIWBcdfL5GKK6W4AMLB4CpPRRqzpInHdDOLsYHx5ZddGnLapwV9HUFvp9fZ5XZMD3jmVMe6w8HaspKZ8cjBO86/7MzTln34Ppi6lWkCbCpGQHEAZeQzxXzun6HICLWyyRijjT3r77zzry++8OzYUL/CJlAMggGjEy9BkzyTfO3Jx8844ie7NtXPjoTmRMJzo6EOn6c9HAzbymd1tL38jxdzpj5WyCcQShGSJaTAuMkFF/LrpnIuFGPjL0dQwsjnn3jkoXkzp9s0Leyw+0pLXKUlgYqKukDghJ8e+dHrbzKDKCYl40JIJUEAIC4KjGQZSmM9z/DSNas+W/xlKpuRWzfDbVMoNgR/7b33l6xZixTkMNM5FKhCHJgCIUEwKSgFkJTgV559av+ddrRrmkPTwhUV3tLSmMNe4/MesPvurz33LDZ1inRsFgGEklRZ/pBSSgIXgDgUqcpQmSBsFOERXQeAF174e3NdbcRW3uJztTjKZ/k9c2OhBqdt59am3xx37PN/eyA/0Gu1UQEjwCb2q5p6dnT4tReef+juOwZ6N/9TFCnlnCsFlNNsPnPkUYf7/J4Tf3ncc48/+vl7725evbIwMmImUxKboOfBKABAccumG8/9dXfA31BW2u60tbgcnfFIyFa27567fbH0yzzDw8VcEuM0pTlGi4Kh8R68iUZQqYSJJCagBDYK99751+rKmKZp06LhumAg6rB3VFc1hUO+khKbpu05b7u3/v6iJAwAFBeCCc65UMqQLMPMDDULgmwa7F+/qSevF8WE2ZnatGFBSAGKTHyxcvWmoWFdQJZwQ4DBgSggXAqpsIk5Y1KIl558omtafYWmVdodlS5XZzTWEY9HbBXVLpdd07obpz16z524kAMAUIRTgxFdSQIgQYKUwCToHLJcJakYo3zYNIlSS5Yu23HB9k5N6wz72932WQFvd8AT1rQrzjwVzAKAkmZBmEWh51EmVUiM9a5Y/slbbzz3t4fPP+P0ymDgxGOOzmXS/9SiCkEImdy2/9Y7r3dN79Q0LR707TRn5lEH/ugP55576+VXPHPv3e/8/Zl3n3vqlYfvv/m3vzl65x3mRYIzfa5WW1mryzG9Oha0l590wvEb+3uzjIyYxQTFaU6zghUlp+P7lSdQFJIZpjBMJcSLzzzZ2dZSUV4eD/ia49E6v68lFqn1uGvc7uMO/vFPdt8jXG77yb77rfjsC8kFKGXqBsEYAEzJMhxlmFmUdCA52j86jBmd3GitvmFOCYAp1fqBob5kqsBUFgtDAJLAAXQDY0wF55KLpYsW7Tl/O3tJSbXTOSNeOaOqui0UrnY4Izb73vPmnXT4T9prqqY3Nrz1j5cEZ0oQyTFFBcEMUNJqnOcKDAlZDgmmRpkcIyxDaf/oyNFHHuHQtOnR0OxwYKbP3R30xm3l+283+283X//qIw+++siDz9xz5wM333DTZZdeef5vTj7yiM762pCtQtO0Wa2tiz/64FshhCnx4vhOQCY5FzyVSf7ltpuam+o1TXOVar6ysqjDUeN2d1bFF3Q0z29tbAv5a0u1porS6V5Xt8fZ7XV1BQJNAV/IXnHdNX8ayaSG9XyK0YxgGUHykulKsK8VEYBLoAwwAS761q455Ef7appWXxlrrIyGKsqq3Y5pIV+dx33ecb/YsmrlltVrTvzp4dUezyW/Pis1NAQABCNOqVTKEDQrSIqYumL9idHhVEIBCCktdfxWFClAfzK9eSSRxTyLhcEVVsAAMGEIUQBIDA6d86uTwk5HfcDfHY83uT3Vdsc0n6/O4fr5fvsteW9hqq/vygvOC9lth+23b8/q5QCgOFYcgaTj210UCAVIQU5AikOCq1FMR3UDMXbZJRd5NK3R7ZgTDc0OeLuD3o5YMF5RUuuybd/auNe8WfNaG6vdjqitPOawV3ncYXuFS9Pi4fDt118PGP0X3g1M7OunjJrYEJIbqHjnnbfPnNHtdznifm91IBD3eGr8nhqfu9rtbPS6O4OB6aHA9IC32++dE4u2BQPRsrJKr+fZp54sYrxhaCiDsalkgVFTcKKkmNobar3BgXLFxV+vvbYq4A867FV+b7XPWxsMNEXDUbutPRp65cG7rIbnx2+9rsXvnFFbvfCVlwAUSAFKcSEMxgqc5yg1pdwyMjaSTHGpqBDiG/2oky8yFQADY4m+4bEcYWnEdCYxjLcUUs4B4OXnnu9saIg67TV+f9zlrnS42qLxBq8/rGl3/OH3IBEALHzqoe1a6gMl2v23XMeI9U4CNr5VRAFIkAqwgoKELFdZrkZNPJDOCiEefvD+ulCw2m6bEQ3PDPmbXI7OWLQjFmmLhJtDwRqPq7Mq3hwJxd2uqMtRHfDVhYPdrS33/uUWjpEQlBP8z1C0Wv/HN/GNb1JVjLF33n7rhBOO7+7qjEcjFaWl7vKyiMMZczga/P7mYKDB6WhyOWdVxrqjkQavO1CidTTUffzB+wCwaXA4Y5hECpMgJriaYk7V+PZHBQCjvf377byLv6Skzuutcbmqvb64118bCNR7XS1+99Wn/2J41aJs79I/nXLkbi3hqKb9+byzhJkBxZTgSinClU4EVoCl2jKcGBxLGoRbu7OmejhT0zgKoGfLlpFkEgmV0FGRCwLjeVEA0Iv6r044wV1eXhvwNUbCDdGq6khVfbQyZHeEy0vOP+anm7/6ID+y/s6LTt+1Kdzi1U45fP/hjasABFi2RkkAAUoKJbEShhQFIYpCpk3cNzJmYvL+O+/uOHt23OOZUVPTHg62+P2twVCTz1/n9lS5XJUuZ8RuC5SXB+22Sr9vblfHb848/ZP33mHEBFAYFTH+5/HiFBSt5MnkG4w2/3/tnXlwXVed519s2ZYtS5aeFu+WZUuy5SW2k2A7iUMgCXFCHEicOG6yGAhbAw1Uw0DRECoBQk+x1DAZ6AJ6mO4e6K7u6ulhppuBJARIQuJ4kS1r35/e09u3u597z/o7v/nj6smyHZs4CZVUKr+65VK5np7Oe5977jnnt3x/sdhTTz31jce/uX///h1dW7a2trU1NS9fsqRp/vzGSGT5vCvW1y5dVV3d1lBfO2/eDbt39/b0SCktymwm3CBgnEopZiFqXaHIFCL+6t9+sX3dusZ5ka7Gho21NauWLF5bX98WXba6en5TJHLb1vXf+/Sf/bfP3f/g9e23dDR01c77xN3706M9iIoSIrgQCgkDrpFKPZ0pZApln8OFFM+z+HQyUyz5UpcIdUKKGqlGRDzV3X39nj2LIpHWhmWra2tW1DWsaGhe09i8rqG2pSqye13Llw7f/sRfPvSJ/VffuH5ZV13k7ht2nvrtf2jmKs6EkFJyRIFaKlRMS19JVypXQcn1S7YnlD594tTN+26IRCKbWpa3N0SXRCJ1kUjz/AUrFlWvrFna2tTc1br+6q4tB2/b//gjX/390086VhkRADgXPoC42Mc6m486CxIAgiA4z8ejlLIdp7f71K//9y9+9qMffe/RRx/7/Oe/+IlPHDlwx83XXNUWjTZUVS2KRA4fvHtifMz2SDnwyyQwPEKFEFKdU/cIqCVorhDxv3z9sZaFVc2RyOZlSzbXVbcvq9nUVN/ZsKSjrqpzcdUNa+sPXbX2rm0t+zcuvaOraV9r3e1XdRz99S8QFSOeEFIC+lwHEn0B09lCvmwFQotLUgTEVCafzJdcrkwqHKVomOeoNSL+089/tqa5sSYSaa1bvKZm4ZramtZoQ2t9XWvtotVVV7RXR65fveS2zuh7u5puaW94x6rF129a+Y9/813plIEzzplSPFQlmEvRUWAz4QTM9WliKv6Be+6ZH4lEr5jX1hC9be+1D77/4Gc+9JFHP/+l73/98Z//8Ee/+49fDp3qKSZT3HPDelitFec0CAjjFPTLqxufpTgLctZmNVIYYzPF5rOl0rNnMhZYidhPvvvt3Vu7Fi1ccOSB+ydjMZfxAiGulERKnzMulapQDGsHZUCBS9T6sc98alkksmpeZP2CyKalVV3LqttrFrYviVzVtPD2zS2Hr2q9d3vLgY7aOzfX37m1aX/X8n0dy//X3z6BwFApRC01+kL7AgmH6WyhYDhU6kvPRYWYK5nTmbwVcEeAq4CFCcdCIOJ3v/2t6KL5KxbNW1dTtX5pVVtd9aamZe31S1ZXXdG5JHJTW/09u9beta3lzi1Nd2xpeU/X8p2ra77zlc9xp4SoUYOe8QAoiZJp5SvlSulIZTGRN23bJdPxxOGDByORyK4N7T/+9neC4pyTAyCKWdENrUGGmwgpOReMS8YkVfAKKM6CDCuk50aTQ+0q4noiCBAAhUDqI2eoBPIAPOeX//rPG9etOXLkwVhquki8qXI5S4gjhC8EUyB1pd5FawTQnKOUyIIvf/SDaxfM21a/cMOCSNeS+Vtr5nUuiuxcNv/m9bUP7Wn78N62Q1sa7uladt+Olts31d/c2bh3Q+OP//PXFLERw+oaTaUmHJxAJLOFsu1yQF6J819oGlFqLNtkKpktez4B7UlgodQJo4j4tS9/vu6KSGe0eku0urN2/roFkQ2LI+2LIxsWRHY3Lzq0c/UHr914eOeKu7c237mt5Y4da7Y2VT3yqQ/5Zq7y9jCXIgkpKl1w/ZLrly1nfGzigw881Fxf//c/+AFKhUJhQFFIVJWIQOiSDHxBKUCo9xd6RoBroeDldePmZGxcYHP/f+43AUppxpAGyClKgSC0ZOVsev973v2Rj38spcrm5AAAFyhJREFUnstOm2bcsctKOVIRfh5FxFC0CAT69pcfvn9H85Kb21fuaVm8p3HB9c0Lbly58P1djQ9evfaje9se3Nlyz6alh7fWH97RfGt77fXrava0RX/4zb+idhkRuRBcKaa0x5Tt82S2aDie0MjURSmCRqHQ9vnEdKZgOVSjKxVHZIJxThDxkc9/si4S2bWq7rp1DbsaF22tnb8rWrW7ZcHNbXX3XrnywavWHL6y+eDWhru2Nrx3c/TWrpau6Lwvf+JBp5hCxBkSqDQqiUARPABHgqN0KWCxXKHkENP27rnr4AfuPujki8gFeAQDioyjCjP0QDLmWhYhnlRSgeQghJZCK6lBIqhLr4vngRRChLo4s+KAsyBBa8apDOUDQKDkqAT1bET8zne//YWvfHkklUja1li5FCdeiXFPKKq0qCi2hxQ1o5r7SO1vfuYjV69Y+r4dbfdcue6uruUHu5oObWn88O61H9277uFrVj10ZfTIzsb7tzfcuy1659amd7Yt27M++vff/2tFXZw5F2oqtROIkKLpuGFForqIpDNoZBI9qkbjqUzZ4IhEKoEoQYBmiPrxL/5FW23Vvo3NN3e0vKe98fbOxjs6ou/b1PTg7raP7Wv/0DvWfmBHy33bGg9ui96+OXpTR/TKlupH/uLDVj6JiFoqDRBqPUrUFPUMRcCs46VMy+UylS188s8/9e3HH0elUCNQDpSHlZcaNFR0sShjfuCHSxoHIIIFIOeWfV2K4nkzEhFnV8fKPMSwJios2dKKo2SohWQBon7qmae/9q1vnRwZcRCTlE4HfpELV4KvNJ9LUSvlOcAIAv3+X312V3P1ge1rDl+94f6rWh/YserwlvojO5sfurLxge31R3Y0fmT3yvt3Nt67veneXavf1R7du6Hl//zdjxDDu0orrQMJhMui7U1nCq4fKEQq8WKS4gDIJfoSJ5KZVLEcgCZhueWMCBj88K+/snPNsuvWN9zc0XRwx9r7dqx+f2f9+zrq7tvW9MDO5Q/sWnH/zuV3ba47sGnZga0tN7TVX7Ou4fuPfskpZjSETtSQIkjEQKOntKnAkFAW0hDKZuL46b6f/o9/OHnsuJZSKyUoAzmTIgQAL1uzJzQwkAyUvNiZ/3K1is+J2WmFWs5ckiOKianJf/iXfz42NJhlNEZIRkpTKVcCUToADEGGXyZKjtxHxL/9zqNXtSx5d1v0vZua796y/OCm+ns7ax66svHIjsYHt0eP7Gx6cGfzoa3RA53LDmxt2dmyaN/mdX/41S8QEcLzogJfaKExns4ls8Xwuc2UFhfIuIamFEpArjFVNKYLZTNgRCqmlFAcFEVUv/v3f7q2Y03H0siNbfW3dza9rzN69+b6+7Y3H9radGhr9M+ubD68velAx9JbNtTctLFh1/KF13as+vef/5R7NvVdITiAmp2Lvta2hLJQRQEFJlOun7acF06efvI3vy0UiogofF/Qc07xczMUzqvZC/3ArwPF2XefXTBnQWrBUCtC/e6B/qFUcsq1hw0jq6QF4AjhSeWDDreCMxscVMgJojz+m//7ro7WHQ0L79rZdu/Ode/vXHZP59KHdrTcv73xA1sbHrpq5f07V96+Yem1y+e/u71h9cIrDr37nfGxfkQEwZXSTCJTaPsinikUTCekSCXMKl2eTxFQaQyEKthkulAueb4P4EuhtJKCILLMZP99N127vjpyQ1v0Pe1Nt6xfesfGuofe0fqBXavv2Lj0trbq97bX7t9Qe2NrzTtWVW+snfeea7ad/P1TiOi5DiGkcpMiR+2DtiSUhCpwlaMi6fpJyz49MtYzNOIFFBEl50qelVa8BMLZ609EEWZAgtCgEDFnmhOF/IRhDBSLMUJKQtqCu5J7IMNkFgh/U0utODCPFpOfPvT+jpp5t25Ze0t7020bag9urr93S+Pdmxvu7Kg90Fl3x6bobZ3RWzqbr1ldWxeJ/NdvPoYiUErSgPmBCNVYM0VzOlsifGbluARFrVEhEiadQKZLVtZyiAJPcqaEAqGBB2b2kc88vL5mwTWr669bW7+necG71yy+bWPdHR0Nt7c33NYevWVD/XWrFl+3rvbatoalkchnHz7iGQUNwDnns/qVGqnWngRTqCKXeaaShE+7QcJ0BuPT6bIR1sNKKWGOv/eVXBezV/tE1RVPTKiBr0FKqQCKjjucTI2XysOGOVAsZYhvC2Zz6krhg2Jah9NRSQFKCM9B5v3yf/7k2o6VO5fX7t+2fn9n020bl72vq/mubSsOdDXd1Fpz3crqPauW3LRp5YalVe/cvqn3xAuoOCWeH3Av4AzQlzqWzKYLJlR8tJegiIhc6YBDIHTeclNl02bCldLjjHImeYDAel/43R17d61eGLl6Vf3e1XV7VlS/o3H+npbqfWtrb2xtuH7dsj1r6va2RjfUV7dF6375Lz9DRMU5gBZSCak0aqHBl9oWqsxknqosU1M2ibvBlOUOJJJ51wVErqRQYcLRy9OaG5b5o/baKEIYWgXUKLigjBdd0heLD2fzk443ZtpZn5iMWDSwOXOlCIVPw5MtSIkgkRMjOfnVTz/cXl+9t23VTZ0r3rW+4aYNDdevrtmzsnrf+vob21v2tkZba6o6m2v/7onvctvQgoNSTEDAtc/B9OhEIl2yHKw8di6xLiIiFYIrxZU2CJ0uGnmXOEIFoDmoUDpHePYTjz2yZsmiTdHaveuXX7Oy9rp10atX1G5rWHhl8+JdK2u3L69ds7Rq8RVXfPHPP27l0mFXD9BIueICADSXighlMVmkIhuIdCDHynbMJuMl6/TkVNp2QleRAKUuKlY851/84/PxVVGcDU3MxHshjPpKqT2hhqaSvfFkzCbTAc/ToOy7ZkAsRh3BPSV9ABZucAGUFFpxBNH34rN37tsTjUS2NC6+oa3xxo3Nu1cu3dWyZO/66J62lvZlC6NV8z/34SPF+AQyKigHrQOmfAZuIDJFczpbdCnTFYocLrpHRUQhlQSgEhwqp0vGdMm0hCKgKWhA5DTgnjPR1/uxQwejkciqhZEdK+r3ti2/ek10a3PN9pV121bUr168YPG8K/bvu+7UH55DJUFIRORSE66YACEUE+BxaVJRCETG50mfjxnOuOH0pnI9U/Ec8cNYGNcgL9x1Xjgx4dzr9aeoKhSlQtCcK65xPJXtmYyPl+1J28t6xCCu4TvmzHSURCEFDISUCqQQknEtFbLgyX/71wP7drcumbe+OrK1YfHudU1XrW5Yu2ReS1Vk3dJFn3zg0EjPKeRUCyGY5FJRAbYvS7Y/kUjnDVtU5GtkeOq+mO9Gg9Zaas0BXa5ShjWeyRuUewB5zyeMK6W0VIh45thLh269taVq/vIFkTWL53dEl7ZHa1YurlpRPX99tPbgrTc9+6v/J31fcRGq7CqNHDQXwLmkXLlMlAOe93masGnCYo4/UrKOjk4MZrIENa9UqL/MqggXXHO3N6/XXKxkQ+iZphkhRSERNGWcAcSLpdOxqeFieahciltWgZCiT8qUmpw7QnoSqMaySzyfatCCMhV6LhCP/+43H777wNWtrR2NjR2NyzY21KyNRt959c6vfeGz07FxRBRCUC4CqTwBFpflgOVMZzKRMmwHdNhZ7Ry5wQtNAQgNDIBp7UtV8EgsX8rarqdUwfPLri9Ba41KACKO9g/85cc/ds2Wjo0rGjetbmlf1biyoWH7pvZPPfzBky/8IfwLjAniU6FCNQstFQZCewxcrgwuMz5L2CRmkSnX788Vnh8YjpXKEpFqzUDL2bYQf3T+vb5zEVBLhJn+ZRoqz1JECWGup0LME3JyaqI3nxn3nXHbTNhOzg8KjBcpKwfM5pJqpAoCJjjjigvNBYqwPQWWU9MvPf3rf/zx33zjS//pa1/43E9/8MSZE8cYJRh2cES0ubCEsAEyvp92vYxhFsuG5/lSzdzWlzZVqa8Ig/4BYimgk7lCznaJwgD0zC5XACESEX3inzj+4n//yQ+//uhXv/HYI098/3tPPvlLyypXvo1KCoFGqiFQQCV6HE2KjkRTYcKlw/nySNEcM6yTsakTY5MFEghEXwKVl2ySdZmb1MuiqBVCKLusZ+8NmHHjaKEUgEQ0BO1JTb04NTpgFscde9JypwnNBDwXsIJPDSYIaF8C5ZJxKYWstEJVCHMuJVCJ0HEolRKgXSGIUgyxENA8ZQ7ieLE4mc44rhsEwdwCovP8TXNNIlI8WytDEU0mUmVzumgUXZ9IzQCpQgrIAQOBlCkFQmvJGCWeKwRHxFBINHR7h1kgFCCQEAjtUG0E2qBYCGDaoeOGM244SZ+FFAdSGYtzjuhLzeUrbsjzCux1o6iYkEpJRBdh3Cw+NzpwMp0YMYzRsjXl+NOEprwg7fmFgNlCORI8IX2pmAzVJ2fy4ySjwve1EBqU1kqBChizXJcw4TBpMk4UmEJkCUu5wVimkCkblLG5KkwAMLeA4TyDsNCpMhc5oifB8OlEKhvL5F2uiEQrUC4HqjGQQJlSSqLWSigWMCmU1uj71A94KEHNJAZS+xx8qgiFss9zROUCFbfJcMEYLZoxl6QoG8jlu6fi047ro2YaA6VlGD57nUi+Noq6QlEjKACAABTR2pD8VCL2/NjwmUxmqGiMme6k48dsMmWTpBfkqTCEsqRypCJSBwopaK5xVgFZSEkoJdQPhGCgOWgilat0yadZm7ig0w7pHp9KlEyqQMpz2rjMNvN52Q+gNAqtGQCvCDdQjUTpWDo/Ek8W3cBhYAayTITFIdDoc+GTgAU8ICwgAaNCSmBMMA5caMbQp+BR5QbSJcomKk94ypfTPh8pWQP50pjlxFwyVCwdn4wNpDOGFAyRATKFELq/L34iuiy7PIpwcYqhOTRwuRCIU5b5/PDg0cnYmVxpoGQNm+6I4YwazqRNkoRmqSwwUeSizJUpwJbgKO0qHWhkiFTrQCkipc2EEbASoSbljoCyz3O2nzbIaLIwGM8YPtV4TtOsUL73EhQ1ImgQCoQ+2xiaAZZcfypbGE9lU4ZpMWUJXQxkmUmqUAoIAk6pkhKEhLAFBpXao+AF2gmU5UuTCNMVJU9kfBEP+KhL+kvGQLk87rkjpvnC6NgfhodilkW05ohMo4RQ213rN4qiQgVnG+zCbLe30HzOiZQc0ZDidCL+wthEdzp3Jl/uL1l9RbO/aI4YTswN4oRP+yzp83QgslTkmSxwVeDSVOBq7YEmoB3QltRlLkqBsBgUXFb0eNHjg7H04ETaDkRYo3rO+CpR7otqperwZWHe6Mz2hIFmiGUSDCdSo8l0gVBb6QITKcc1fOoL8LlyA+EQ7lDhMnCYMqk0AzB9XfZVkai8K/IOz7g8Tuio5/ebVm+p3G+UBw2jJ5N5dnDgZGwyzzlFDEDTcHQw15n5Wu21UcRK7l5lNIAoEAOtA8S4bR2LxY8m0t35ck/RPJUvn8qX+sv2mBtMeGzcCyY9GvPoFKEJn09TkaQ8TUWasrRPMz7NBixPRZHJEpMGg4InMoYfz5rjiULB8LnCgGsuQ8nkV/ZlnN3Hn009AUSmgGkdKMjZ7kQ2H8sXU46bC4K0R1K2m3VIiXJHKRfAklAIZNLyMx4vMJ0PdNZXaU8lPZF0+bQrRhyvxzB6jHKvUeop5o8nEkcnJ47HJidN09WaaXSZZEIiVoQPXye7PIqIADOBgYtSlIhhhbAleH8u/8LU9NHpzMlM4UzR7C2ZvUWzv2QNGM6Q5Y44ZMwNxgmbDMRkICYDPmZ747abCGiGi1TAErY3VXZiRTtpkLxNY5ny8ETKsAKNyIVmTCulAfSlJt95w587CSrzkivgAAIxQMzYbn8i0Z9ITBlGntEMZTHbHTOsSduNe/6kQyYsL0FYwhcxj035YorISSLGCR916KgdnCkZx7KZU6VCv2125zLPDA4+Ozg4ViwaUlJEBuhRIYRCxJmj9hsyF+ce9S9BcVY9r8DFmVzhmcHR3w6N9ebLE4QNme5L8dTReKo7V+wz7GHXHw/EBJWjhA+7/rDjjXt+LKBxn8YcMmG4ccvLERHLmYMTqYlELl9yWSU7SnBQF+lCeZHhz7rvzxGLD88MXOtAY9EPxrLZnlhsMJVKel6a8wRjkz4ddcmQ4ww77ohDRtyg33J7ylaf6fbZXp/l95qkp+R2F8zj+cLxQrbHKPaUCkfjk78b7O+ZThQZo1rz2cAcvrI4xeXY60RxztjmJmL7iAWherP5p/sGnhkY7M0VYoQOmW53On8ine3OFXuKRm/Z7jXsM4ZzpmwP2e5AqXwimT6VzIybbpapbCDiJWconhlP5sp2wLjmHBmdlf29rOHPLolnRx6OWYJmAFSjD9rmPEe8yULhTDw+VCpNUjpCyKDr9NlWn233206f7Q64fp9LTpn2sWLpxWzxaLZ0omB1m3a/540G5Eyp8HR//5OnTg0X8h6iLaUr5+RbvN4I8dVRxLnr4gVjmTtIhugjlqQcyOZ+3z/wzJneY5NTA8XSUNnsL5ZP54snMoVj6dxLmdzxbL47XzqRTJ9OpkfKVtwNEp4/WjZ648ljAyODsWTe9CgHjagUcqqAwWuliDM5MrqynFPQFCA8yOddr29q6tjExPF06lSpMOBYI4QM+6TPsU8b5e5i6USh9FK++EI2/0Im92Ku8FKhdLxk9Dv26XzmN/1nnu7r6UunDS6Y1p6QtNLZ6ZUGDC/TXn+KldciIkrEALUDUOJ8slw+OjT0dHf384ODpxKJ3ly+v1geMO0hxxt0vH7b7TOtgZIxUjRHimZvKvvSyNgLA0O9k4l4oWz6NBBAuZKzia2AwC/a1/cSH+E8v+QsRUAUCnwhQ5AelwXH7U0knhsfeSkRP5XL9BmlAcvst6x+y+w1zDOG1WvZfbbba7mnyuaLmdxzieRzE5PP9Pf9fqB/tFh0tWaIRAL/EyPEV7G7mU0eOKcB3nmvqlygtQ/KYtQWwtU6T8hQOvXS8NCzZ848OzBwdGz8ZGL6dDZ3Kpc/kckeSyZ70rkz0+mjw6N/6B/sHp2YzBZMysNUD6mRCyXDjL/wzbkIo0KX+RHCxF9ZaYANGsNOclqB5gqYAgFaAApER6oM9WO21Z/NnpyKHZ2YeHFi8lhsqjuZPp3JdaezJ1KZY/HU8xNTzwyPP9U3+EzfQE8ikfV9v9LBDhEBNCh9dkt1TmDojTgvXgZFQNQohGBKSAQKytfAEX2tc543lsv1JZPHJyZ/Pzj49Jm+J/v6nhkafm5s/KXxydMTU/3x5GSxVKI80Bgek8962FCHUgMICpXCS7qULxx/ZV2XGmWlOx8gApecCT7b01LBzIGSaU1A2wBZ4k8Ui/3J5OnYVPdE7Pjo5ItDY88PjDzXP/z8wOjR0anueLo3mZ0ybBfOBp5mZK/De+bcvXFlMG8mivq8l8DMQ1cKrpRAhLCVCwfFNISnSRcxR+l4uTyQzfZls0Ol8oTtJh1S9ANLSA+0r9EH7UvNJIiZAgWNqFALVDxUnrhUzO3lxg8z8KVCWbkLABHCrm844zfQSunw7zEpHc49qXylfdCeUjbnBuWpsj2eLUzkirFCedqwcx4zpfZmxamU5gokaFAzpUXnBgh15WH+xlDEOZQuTnHu0qN1+EQBBESUAL7gREqiJNGaVXzT4RV2O5i9kWdquBX4jEslw9MdznQKqCRRXuYOB1ArVLP8Zp+os28CCgSXkiuoHOYuDNlKRAoYwMwzc1ZIlwIGCgMBhEmfMsYkqDm/Nvvzm4DiK7OLLOBz14WXDWXLSh7PzKW10jMtwC94j1fjwtKIOqyHuPyPcs5VOXbOOkGUnnlAn/+5L/zlP4H9aSi+WruwbuuP+EXfIHuzjfNtiq/G3mzjfNNRfFl7o8d1vr3Zxvk2xVdjb7Zxvrkovm2vzt6m+Fawtym+Fextim8Fe5viW8HepvhWsLcpvhXs/wNpXEZMGQpq7QAAAABJRU5ErkJggg==" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=775&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 2</span></strong>: Principi di anatomia: ossa, muscoli, figura femminile e maschile, proporzioni.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong></span></span> </span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Ricostruire</span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">, attraverso lo studio del manichino,&nbsp; un corpo umano con le giuste proporzioni e i relativi movimenti.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=776&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 3</span></strong></span></span>: Costruzione prospettica a uno, due tre punti di fuga</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo: </strong></span></span></span></span>Approfondire la conoscenza della tridimensionalit&agrave; degli ambienti e degli spazi.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em></span></strong></span></span></span></span><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><span style="color:#0000cd;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=781&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;">Modulo 4</span></strong></span></span>: </span><span style="font-family:times new roman,times,serif;">La tecnica del racconto. Soggetto e sceneggiatura. </span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong> </span></span></span></span></span><span style="font-family:times new roman,times,serif;"><span style="font-size: 14px;"><span style="font-size: 14px;">Imparare a<strong> </strong></span></span></span><span style="font-family: times new roman,times,serif;">scrivere una storia a fumetti, dopo aver inventato il racconto.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /></span></span></em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=782&amp;catid=80&amp;Itemid=435">Visualizza gli elaborati</a></span></span></span></strong></span></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;">Modulo 5: </span></span></span></strong></span></span>L&#39;impostazione grafica di una tavola a fumetti: tipologia e impaginazione delle vignette (la tavola, le strisce&hellip;). Teoria dell&#39;inquadratura: cosa sono Piano e Campo e come usarli espressivamente. Didascalie, balloons, onomatopee e linee dinamiche. Il Lettering. Lo stile.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong>Obiettivo:</strong> Realizzare tavole</span></span></span></span></span><span style="font-family: times new roman,times,serif;"> a fumetti.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><strong><span style="color:#b22222;"><em><span style="font-family: times new roman,times,serif;"><span style="font-size: 14px;"><img alt="" height="53" 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" width="73" /><a href="https://www.ictito.edu.it/index.php?option=com_content&amp;view=article&amp;id=787&amp;catid=80&amp;Itemid=435">Visualizza i nostri elaborati finali</a></span></span></em></span></strong></span></span></span></span></p> Un salto nel Medioevo: i castelli 2016-02-19T20:22:56+01:00 2016-02-19T20:22:56+01:00 https://www.ictito.edu.it/index.php/lab-creat-sc-secondaria/770-un-salto-nel-medioevo-i-castelli PZIC86300A PZIC86300A@istruzione.it <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong><em>A. S. 2015-16</em></strong></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe I A a tempo prolungato della Scuola Secondaria di primo grado, dopo una prima fase di studio e approfondimento sui castelli medioevali, sotto la guida della docente di lettere, Mauro Pervinca, hanno esperimentato un nuovo modo di studiare la &quot;storia&quot;.&nbsp; I discenti, infatti, divisi in quattro gruppi, hanno tradotto in plastici le nozioni apprese su alcuni castelli&nbsp; oggetto di studio.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">L&rsquo;obiettivo didattico sotteso &egrave; stato quello di promuovere uno studio pi&ugrave; consapevole, non mnemonico e nozionistico, focalizzato su un&rsquo;attivit&agrave; che ha teso ad accrescere il senso di autostima, di identit&agrave; e di appartenenza al gruppo, a sviluppare la creativit&agrave; dell&rsquo;alunno e a favorire l&rsquo;apprendimento attraverso la manualit&agrave;.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">{gallery}icastelli-jpg{/gallery}</span></span></p> <p style="text-align: right;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;"><span style="color: rgb(178, 34, 34);"><strong><em>A. S. 2015-16</em></strong></span></span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">Gli alunni della classe I A a tempo prolungato della Scuola Secondaria di primo grado, dopo una prima fase di studio e approfondimento sui castelli medioevali, sotto la guida della docente di lettere, Mauro Pervinca, hanno esperimentato un nuovo modo di studiare la &quot;storia&quot;.&nbsp; I discenti, infatti, divisi in quattro gruppi, hanno tradotto in plastici le nozioni apprese su alcuni castelli&nbsp; oggetto di studio.</span></span></p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">L&rsquo;obiettivo didattico sotteso &egrave; stato quello di promuovere uno studio pi&ugrave; consapevole, non mnemonico e nozionistico, focalizzato su un&rsquo;attivit&agrave; che ha teso ad accrescere il senso di autostima, di identit&agrave; e di appartenenza al gruppo, a sviluppare la creativit&agrave; dell&rsquo;alunno e a favorire l&rsquo;apprendimento attraverso la manualit&agrave;.</span></span></p> <p style="text-align: justify;"> &nbsp;</p> <p style="text-align: justify;"> <span style="font-size:14px;"><span style="font-family: times new roman,times,serif;">{gallery}icastelli-jpg{/gallery}</span></span></p>