tag:blogger.com,1999:blog-86168344299111415922024-03-05T11:49:17.680+01:00Educació ComunicActivaL'Educació Activa d'inicis del s. XX repensada per a la societat de comunicació de masses actual.
L'Escola ComunicActiva considera l'agenda comunicativa, incorpora els formats i usa les tecnologies de la informació. Alguns temes a: https://politicadeducacio-comunicactiva.blogspot.com/Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.comBlogger324125tag:blogger.com,1999:blog-8616834429911141592.post-40521415480130214612024-03-05T11:10:00.019+01:002024-03-05T11:48:45.515+01:00El mestre Antoni Benaiges. Més que emoció: pedagogia i política.<p> </p><p> </p><p> </p><header style="box-sizing: border-box; display: block;"><h1 class="entry-title" style="box-sizing: border-box; color: #212529; font-family: var(--data-headings-font-family); font-size: 56px; font-weight: 500; line-height: 1; margin-bottom: 5px; margin-top: 15px;">El mestre Antoni Benaiges, un mestre integral, compromès amb el seu temps</h1><div class="entry-meta" style="-webkit-box-pack: start; box-sizing: border-box; display: flex; font-size: 0.7368rem; justify-content: flex-start; line-height: 2em; margin-bottom: 0.5rem;"><div class="byline author vcard" style="box-sizing: border-box;"><div class="author__pre-text" style="box-sizing: border-box; display: inline; margin-right: 0px;">per<span> </span></div><div class="author__single" style="box-sizing: border-box; display: inline;"><a class="fn" href="https://diarieducacio.cat/author/mteixido/" rel="author" style="background-color: transparent; box-sizing: border-box; color: var(--data-color-primary); text-decoration: underline;">Martí Teixidó</a><div class="botonssocials" style="box-sizing: border-box;"> </div></div></div><time class="updated" datetime="2024-03-05T00:32:00+00:00" style="box-sizing: border-box; margin-left: 2em;">05/03/2024</time></div><div class="subtitle" style="box-sizing: border-box; color: #3b3b3b; font-size: 1.1em; font-weight: 700; line-height: 1.5em;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">El Diari de l’Educació</b>, editat per<span> </span><b style="box-sizing: border-box; font-weight: bolder;">Fundació Periodisme Plural</b>, celebrant 10 anys de feina i servei, ens ha convidat a 10 projeccions de cinema a subscrits i col·laboradors, obertes a l’assistència dels ciutadans. De la comunicació escrita a la perspectiva complementària de la comunicació verboicònica que porta el cinema, aquesta que no acaba d’entrar a l’ensenyament com a alfabetització i aprenentatge.</p></div></header><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><div class="article-call-to-action" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: white; font-family: "Open Sans", sans-serif; font-size: 0.8em; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 3rem; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><a href="https://diarieducacio.cat/redaccio/2024/03/02/el-diari-de-leducacio-continua-celebrant-els-10-anys-amb-sala-de-profesores/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; text-decoration: underline;"><img alt="" class="aligncenter wp-image-56049 size-large" height="331" src="https://diarieducacio.cat/wp-content/uploads/sites/37/2024/03/crit3-1024x331.jpg" style="border-style: none; box-sizing: border-box; clear: both; display: block; height: auto; margin: 5px auto; max-width: 100%; vertical-align: middle;" width="1024" /></a> </div><div class="big-thumbnail" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 3rem; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><a alt="El mestre Antoni Benaiges, un mestre integral, compromès amb el seu temps" href="https://diarieducacio.cat/el-mestre-antoni-benaiges-un-mestre-integral-compromes-amb-el-seu-temps/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; text-decoration: underline;"><figure class="wp-caption featured" style="box-sizing: border-box; display: inline-block; margin: 0px 0px 1rem; max-width: 100%; width: 800px;"><img alt="" class="attachment-post-thumbnail size-post-thumbnail wp-post-image" height="1184" src="https://diarieducacio.cat/wp-content/uploads/sites/37/2024/03/imatge-el-mestre-que-va-prometre-el-mar.jpg" style="border-style: none; box-shadow: none; box-sizing: border-box; height: auto; line-height: 1; margin-bottom: 5px; max-width: 100%; vertical-align: middle; width: 800px;" width="2175" /></figure></a><div class="caption" style="box-sizing: border-box; font-size: 0.6316rem; margin-top: 0.5em; text-align: right;">El mestre que va prometre el mar</div></div><div class="code-block code-block-1" style="-webkit-text-stroke-width: 0px; background-color: #f9fac7; box-sizing: border-box; clear: both; color: #212529; display: block; font-family: "DM Serif Display"; font-size: 20px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 20px auto; orphans: 2; padding: 25px; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div style="box-sizing: border-box;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;">Som l'única entitat sense ànim de lucre del país que fem periodisme. Nosaltres no posarem murs de pagament, però<span> </span><span style="box-sizing: border-box; color: #f58621;"><b style="box-sizing: border-box; font-weight: bolder;">necessitem ser 1000 subscriptors</b></span><span> </span>per seguir creixent.</p><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;"><a href="https://lectoresilectors.diarieducacio.cat/" style="background-color: transparent; box-sizing: border-box; color: #f58621; max-width: 90vw; text-decoration: underline; word-break: break-word;"><b style="box-sizing: border-box; font-weight: bolder;">Clica aquí i ajuda'ns!</b></a></p></div></div><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Divendres 1 de març, hem visualitzat<span> </span><b style="box-sizing: border-box; font-weight: bolder;"><i style="box-sizing: border-box;">El mestre que va prometre el mar</i></b>, el mestre Antoni Benaiges, en una<span> </span><a href="https://diarieducacio.cat/redaccio/2024/03/02/el-diari-de-leducacio-un-vespre-de-cinema-i-llibertat-per-celebrar-10-anys-de-vida/" rel="noopener" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;" target="_blank">sessió dialogada</a><span> </span>on ens hem aplegat mestres que hem fet escola amb entusiasme i mestres que volen fer una escola total i de qualitat. Confiem que els altres ciutadans assistents s’hagin contagiat del valor de l’escola en un temps ple de contradiccions i incerteses.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">La pel·lícula ja ha estat vista per molts ciutadans atès el reconeixement immediat que ha rebut amb premis i la difusió ràpida que n’han fet els primers espectadors. Han coincidit en dir que era emocionant, que era una imatge de mestre admirable, que afloraven les llàgrimes. Coincidim i és ben cert, però com que vàrem fer un fòrum de mestres podem presentar una visió més pensada, compartida.</p><blockquote style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 1.8421em; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 1.5em; margin: 2em 0px; orphans: 2; padding: 1em 0px 1em 3em; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;"><span style="color: #ffa400;">L’emoció d’aprendre, el gust pel coneixement és anterior a l’escola, és natural en l’humà però l’escola l’ha de suscitar des del primer moment</span></p></blockquote><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">El film, produït en paral·lel al llibre escrit per Francesc Escribano, amb Queralt Solé, Francisco Ferrándiz i Sergi Bernal, integra molt bé la triple perspectiva de l’educació: pedagogia, política i emoció d’aprendre. Cal reconèixer l’encert a la directora Patricia Font i al guionista Albert Val que posa el mestre animós en contrast amb la grisor del present.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">L’emoció d’aprendre, el gust pel coneixement és anterior a l’escola, és natural en l’humà però l’escola l’ha de suscitar des del primer moment. Ja està a l’inici de l’acció pedagògica: partir de l’interès de l’infant i si manca interès, la didàctica ha inventat la motivació. Això ho va fer Comenius, activar la intuïció de l’infant i crear situacions motivadores. Queda reflectida l’emoció amb la relació de proximitat i confiança dels infants amb el mestre; una relació madura, no mel·líflua, que ha anat creixent dia a dia i ha bandejat tot temor o disciplina externa.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">La pedagogia parteix de l’interès de l’infant però introdueix l’exigència de la feina ben feta i l’hàbit d’atenció, de pensament i de diàleg col·laboratiu. Però la pedagogia científica, aquesta és la seva aportació, dissenya tècniques i procediments per a aprendre, enginya instruments o adopta les màquines i instruments d’ús social i organitza situacions d’aprenentatge col·lectiu, en cooperació. I els docents avaluen, comproven empíricament l’eficàcia del sistema i ho posen a debat amb col·legues per corregir-ho, modificar-ho o difondre-ho. Tot això queda mostrat amb la pedagogia Freinet, també marginada per oponents polítics, i el moviment Institut Cooperatiu per l’Escola Moderna que avui molts mestres no coneixen.</p><blockquote style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 1.8421em; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 1.5em; margin: 2em 0px; orphans: 2; padding: 1em 0px 1em 3em; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;"><span style="color: #ffa400;">El mestre Benaiges reflecteix una visió política oberta i compromesa amb el coneixement i la cultura</span></p></blockquote><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">L’educació, emocionant i pedagògica no pot ignorar la política, la realitat social i política del lloc i del temps. No ens referim a política ideològica o d’interès legítim de partit. Els referim a la dimensió política de l’educació com vam aprendre bé amb Paulo Freire. El mestre Benaiges reflecteix una visió política oberta i compromesa amb el coneixement i la cultura, tota (diàleg amb la gent, lectura i escriptura lliure, viatge per veure i viure la mar, pensament i opinió pública al diari, dinàmica amb música-ball). L’escola no ha de fer doctrina religiosa i ha de respectar la que correspon a la família i a l’església. Al film, la perspectiva política és molt dura per causa de l’època, potser presentada amb un final massa cru com va apuntar Jaume Cela al col·loqui, però que sabem del cert que va ser cruel amb aquest mestre i molts mestres.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">L’educació escolar s’ha de fonamentar en les tres dimensions descrites. És preocupant que avui veiem infants i especialment adolescents que no s’emocionen amb el coneixement i que encara algú pensi que cal fer deures (obligació) a casa. Si els docents no poden entrar a l’aula amb ànim, per sobre de dificultats, no podran animar. La pedagogia, coneixement i pràctica ben fonamentats és el que dóna seguretat a l’acció del mestre, no les disposicions i protocols administratius. I una dosi de creativitat o art personal, cada docent el seu, i entre tot l’equip docent tota mena d’iniciatives que totes poden confluir en l’aprenentatge. La consciència política comporta conèixer bé l’entorn econòmic, social i cultural i dissenyar la pedagogia adequada. El referent no és el currículum d’aprenentatges desitjable per a tots al final (que cal tenir present) sinó el currículum o itinerari que cal fer partint de la realitat dels infants i sempre additivament, en positiu. Cal fer alçaprem en el valor afegit d’aprenentatge i no obsedir-se pel que falta.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Ha estat molt encertat activar la memòria del mestre Antoni Benaiges amb llibre, pel·lícula i exposició on vam poder veure les produccions escolars de pedagogia Freinet. Tot esforç d’innovació ha d’encaixar en un sistema pedagògic integral i, en el nostre temps, en el treball de l’equip de mestres.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ibiPuoZYc8m2o7fhuOwflN9e8ig0aOhaY2N_D11I0JfVVYuMZo2yxtC7VIVVXnz55przskzge9qbApe4Ct4WvUUVKVWzCf-CSs1_1BCxIQLCUh40BIWEeeALptFU0xaIL7WaGe40fmqjv9Jm_zmc_mSX18lJdyxKSgHfGlrTHV1bwK8MXphjkcm4mdjK/s1112/Mestre%20Benaiges%203%20perspectives.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1112" data-original-width="647" height="604" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ibiPuoZYc8m2o7fhuOwflN9e8ig0aOhaY2N_D11I0JfVVYuMZo2yxtC7VIVVXnz55przskzge9qbApe4Ct4WvUUVKVWzCf-CSs1_1BCxIQLCUh40BIWEeeALptFU0xaIL7WaGe40fmqjv9Jm_zmc_mSX18lJdyxKSgHfGlrTHV1bwK8MXphjkcm4mdjK/w351-h604/Mestre%20Benaiges%203%20perspectives.png" width="351" /></a></div><p></p></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="clear: left; float: left; font-size: x-large; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;">emocionant, </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;">pedagògica, </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;">política.</span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;"> </span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><span style="font-family: verdana;"><span style="font-size: x-large;">la triple perspectiva de l'educació <br /></span></span></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><br /></div><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><br /></div>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-73137035981596118182024-02-22T09:49:00.001+01:002024-02-22T09:49:14.789+01:00DIA INTERNACIONAL DE LA LLENGUA MATERNA O DE LES LLENGÜES MATERNES <p> </p><p> </p><p> </p><h1 class="titolregistre" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #484747; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 26px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 700; letter-spacing: normal; line-height: 26px; margin: 0px 0px 10px; orphans: 2; outline: none; padding: 5px; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: uppercase; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">MARTÍ TEIXIDÓ "DIA INTERNACIONAL DE LA LLENGUA MATERNA" A PARLEM DE PEDAGOGIA</h1><a data-fancybox="gallery" href="https://pedagogs.cat/img/ParlemPedagogia_MTeixido_Llengues_21-2-24.png?prm=4122082202401" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #6d5e51; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration: underline; text-indent: 0px; text-transform: none; transition: color 0.1s ease-in-out 0s; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;" title=""><img alt="Col·legi Oficial de Pedagogia de Catalunya > > MARTÍ TEIXIDÓ "DIA INTERNACIONAL DE LA LLENGUA MATERNA" A PARLEM DE PEDAGOGIA" class="imatgexarxes" src="https://pedagogs.cat/img/ParlemPedagogia_MTeixido_Llengues_21-2-24.png" style="border: none; clear: both; display: block; font: inherit; margin: 0px auto; max-width: 60%; outline: none; padding: 0px; vertical-align: baseline;" title="Col·legi Oficial de Pedagogia de Catalunya > > MARTÍ TEIXIDÓ "DIA INTERNACIONAL DE LA LLENGUA MATERNA" A PARLEM DE PEDAGOGIA" /></a><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #555555; display: inline !important; float: none; font-family: Roboto, Helvetica, Tahoma, Arial; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></span><p align="center" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 24px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><strong style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: bold; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 11pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">DIA INTERNACIONAL DE LA LLENGUA MATERNA O DE LES LLENGÜES MATERNES</span></strong> </p><address style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><br style="margin: 0px; outline: none; padding: 0px;" /></span></address><address style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Martí Teixidó Planas *</span><a name="_ednref1" style="border: 0px; color: #6d5e51; font: inherit; margin: 0px; outline: none; padding: 0px; text-decoration: underline; transition: color 0.1s ease-in-out 0s; vertical-align: baseline;" title=""><span style="border: 0px; font: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><br style="margin: 0px; outline: none; padding: 0px;" /></span></span></span></a><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Col·legiada<span> </span></span><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">841<br style="margin: 0px; outline: none; padding: 0px;" /></span><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Barcelona, 21/02/2024</span> </address><address style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><br style="margin: 0px; outline: none; padding: 0px;" /></address><p align="center" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><strong style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: bold; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">El Dia Internacional de la Llengua Materna és un clar reconeixement a la diversitat de llengües, de totes les llengües. De la llengua rebuda de la mare a la llengua de la mare terra. Cal promoure la llengua materna personal i a l’escola oferir la llengua comuna, valorant totes les llengües.</strong></span> </p><p align="center" style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><br style="margin: 0px; outline: none; padding: 0px;" /></p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">La UNESCO va acordar celebrar el Dia Internacional de la Llengua Materna a partir de l’any 2000. És el 21 de febrer de cada any, commemorant la lluita del poble de Bengala Oriental que havia quedat integrat al nou Pakistan i se li imposava la llengua urdú-hindi. Els estudiants de la universitat de Dhaka es van plantar el 1952, l’exèrcit pakistanès va reprimir amb armes de foc i cinc estudiants hi van morir. Posteriorment, Bengala oriental va esdevenir estat independent el 1971 com a Bangladesh i la seva llengua, el bengalí o bangla, és parlada per 189 milions de persones entre Bangladesh i Bengala Occidental que forma part de l’Índia.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Amb aquesta commemoració es reconeix el dret i valor de la llengua de cada poble i es posa en qüestió el concepte de llengua oficial que van estendre les monarquies, que van imposar els imperis i que també va imposar la república il·lustrada a l’escola. El reconeixement de les llengües vernacles, les del país de naixença, comença a ser necessari quan l’Església de la Cristiandat cap al segle X constata que els fidels no entenen el llatí i la predicació i les pregàries s’han de fer en la llengua que parlen i entenen. Amb la separació de les Esglésies reformades o protestants iniciada per Martí Luter es tradueix la Bíblia a les llengües dels pobles i les pràctiques religioses també es fan en les llengües locals.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Comenius, iniciador de la pedagogia científica, partint de la psicologia de l’infant i de l’entorn sociocultural, publicà el 1631 Ianua linguarum reserata (Porta oberta a les llengües), un llibre bilingüe llatí-txec per aprendre ambdues llengües alhora; l’aprenentatge de llengües constitueix el nucli més importants de la Didactica Magna. Pels mateixos anys, Les pétites écoles de Port-Royal ensenyaven el llatí i alhora el francès perquè era la llengua materna dels infants. Un segle més tard, el rector de poble il·lustrat Baldiri Reixac seguia la mateixa orientació amb més llengües. Ensenyava els minyons en llengua catalana perquè -diu- és la llengua pròpia de sa pàtria i la llengua llatina de cultura que és la llengua de l’Església i la llengua espanyola necessària al Regne d’España i també la francesa que és una llengua excel·lent en el mode de pronunciar-se.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">A partir del filòsof lingüista Herder (1776) i el romanticisme alemany la llengua identifica un poble i així s’impulsa la unificació dels estats de llengua alemanya. També la unitat de les repúbliques italianes va lligada al sentiment d’una llengua comuna malgrat la gran diversitat de parlars. A España es va seguir el model francès i el 1768 el rei Carlos III va imposar la llengua castellana per a l’ensenyament de primeres lletres. A Catalunya hi va haver resistència, la del bisbe Climent a Barcelona que va dir que s’ensenyaria en català per millor aprendre també el castellà i la de les escoles de poble, on mestres o rectors parroquials ensenyaven en català, però l’escola en castellà es va anar estenent i amb la Ley Moyano de 1957 es va imposar a les ciutats. A comarques hi havia mestres que parlaven i ensenyaven en català però els llibres i escrits eren en castellà. Barcelona amb la Renaixença recupera el català amb els jocs florals i s’inicien accions per fer l’ensenyament en català. El Congrés Nacional Pedagògic de 1888 a la Universitat de Barcelona, promogut pels mestres d’ensenyament públic, tracta tres qüestions fonamentals: professionalitzar els mestres amb formació i sou, estendre l’ensenyament fins l’edat de dotze anys i fer l’ensenyament en català. El mestre Flos i Calcat obrí el Col·legi Sant Jordi al Masnou, en català, i promogué l’Associació Protectora de l’Ensenyança Catalana, un moviment per fer l’escola en català, en la llengua dels infants.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">És en el decurs del segle XX que es generalitza la reivindicació de l’escola en llengua materna, la llengua del país de naixença o de la terra, la que els infants aprenen a casa i parlen quan ingressen a l’escola a l’edat de sis anys. És una utilització desviada reclamar avui que cada infant rebi l’ensenyament amb la llengua de la seva mare. I si es planteja avui, en una societat multilingüe, amb la diversitat de llengües que parlen les famílies, moltes migrants, ja es pot pensar que no és raonable ni possible. Tanmateix si la llengua identifica un poble, aprendre la llengua de la terra és fer-se membre del poble.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Hem de parlar de llegües maternes en plural, la llengua que cada infant ha oït i interioritzat des dels primers dies de vida al seu ambient familiar. És la llengua amb la que construeixen el pensament i desenvolupen la comunicació sobre la qual s’incorporaran altres llengües. Pensem que avui és més precís parlar de llengua familiar considerant que hi ha infants que construeixen el pensament i la comunicació entre dues o més llengües que poc a poc van diferenciant sense dificultat. Això és clarament favorable doncs la neurofisiologia ha pogut identificar que aquests infants desenvolupen una competència plurilingüe que els facilita l’aprenentatge de noves llengües. Així, entre català i castellà hi ha una àmplia àrea compartida i àrees diferenciades si s’aprenen els primers anys de manera oral i intuïtiva perquè encara no està prou desenvolupat el còrtex prefrontal.</span> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 16.8px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">La realitat de la societat multilingüe i el coneixement que tenim de l’aprenentatge de les llengües ens duen a modificar l’ensenyament de llengües. En primer lloc cal acollir i valorar la llengua materna o familiar de cada infant que si no la coneixem, sí que la podem escoltar a l’escola. En segon lloc cal suscitar que cada infant a l’escola aprengui ben aviat la llengua del país, de naixença per a uns i de vivència per a tots, que esdevingui llengua comuna i la pugui associar o contrastar amb la seva. En tercer lloc, deixem de parlar de llengües estrangeres doncs son ben presents, són vives, bé perquè hi ha persones que les parlen, bé perquè es poden oir als mitjans de comunicació.</span> </p><div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">L’ensenyament de les llengües és assumpte científic i professional de la pedagogia com hem il·lustrat amb algunes referències històriques. Amb pedagogia s’acull la llengua materna personal de cada infant que té tant de valor com les llengües més parlades. Es garanteix que tots puguin aprendre la llengua de la terra, el català a Catalunya, que serà llengua comuna de comunicació perquè s’hi pugin identificar sense renunciar a la llengua materna personal. Es desvetlla el gust per a aprendre llengües, per copsar les semblances i diferències, especialment d’aquelles que es parlen a l’entorn, i parlar-les bé, amb rigor. La política solament ha de regular el marc per tal que els professionals amb coneixement pedagògic prenguin les decisions organitzatives i metodològiques adequades donant compte dels resultats d’aprenentatge.</div><div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><br style="margin: 0px; outline: none; padding: 0px;" /></div><div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: inherit; margin: 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><hr align="left" size="1" style="background: rgb(230, 230, 230); border: 0px; clear: both; height: 1px; margin: 20px 0px; outline: none; padding: 0px; position: relative; width: 728.562px;" width="33%" /><div id="edn1" style="border: 0px; font: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><p style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 10px 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">*</span> </span><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Calibri, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Martí Teixidó Planas, doctor en pedagogia i mestre. Col·legiada<span> </span></span></em><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">841</span></em><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Calibri, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">, membre de la Xarxa d’Experts del Col·legi Oficial de Pedagogia de Catalunya. Breu CV<span> </span></span></em><a href="https://www.pedagogs.cat/reg/ca/2576" style="border: 0px; color: #6d5e51; font: inherit; margin: 0px; outline: none; padding: 0px; text-decoration: underline; transition: color 0.1s ease-in-out 0s; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">https://www.pedagogs.cat/reg/ca/2576</span></a><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span> </span></span><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Calibri, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">- Twitter @martiteixido</span></em></p><p style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 10px 0px; outline: none; padding: 0px; vertical-align: baseline;"><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Calibri, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">Blog Educació ComunicActiva <span> </span></span></em><a href="https://educacio-comunicactiva.blogspot.com/" style="border: 0px; color: #6d5e51; font: inherit; margin: 0px; outline: none; padding: 0px; text-decoration: underline; transition: color 0.1s ease-in-out 0s; vertical-align: baseline;"><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: Calibri, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 16.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;">https://educacio-comunicactiva.blogspot.com/</span></em></a><em style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: italic; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 8pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 12.8px; margin: 0px; outline: none; padding: 0px; vertical-align: baseline;"></span></em></p></div></div><p style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: Roboto, Helvetica, Tahoma, Arial; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-alternates: inherit; font-variant-caps: normal; font-variant-east-asian: inherit; font-variant-ligatures: normal; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; font-weight: 400; letter-spacing: normal; line-height: 24px; margin: 10px 0px; orphans: 2; outline: none; padding: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Data de publicació: 21/2/2024</p><p> </p><p> </p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-50703827964243363622024-02-16T10:40:00.005+01:002024-02-16T10:46:19.688+01:00Pedagogia, ciència de l'educació i disciplines que la concreten<p> <br /></p><p><img alt="ChatGPT launched six months ago. Its impact — and fallout — is just beginning | The AI Beat | VentureBeat" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQzLxyyXVMtS7WZiAp53IR4yj71Jhhmi5tL1Q&usqp=CAU" /> <br /></p><p>
</p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">GeniParlanT: A les tertúlies de
ràdio tothom s'atreveix a parlar d'educació, ensenyament, pedagogia... com a
sinònims, sense cap precisió. ¿Pots donar una resposta sistèmica i estructurada
perquè ho entenguin?</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-bottom: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Certament,
podem desglossar aquestes paraules per a una millor comprensió:</span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l0 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Educació:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> És un terme àmpli que fa
referència al procés global d'adquisició de coneixements, habilitats, valors i
actituds. L'educació no es limita a l'entorn formal de l'escola, sinó que també
inclou aprenentatge informal a través de l'experiència diària i l'interacció
amb l'entorn.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l0 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Ensenyament:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Aquest terme es
relaciona específicament amb l'acció de transmetre coneixements o habilitats
d'una persona (docent) a una altra (alumne). L'ensenyament és una part
essencial del procés educatiu, i es realitza en diversos contextos, com ara
escoles, universitats, centres de formació i altres àmbits.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l0 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Pedagogia:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La pedagogia és la
disciplina que es dedica a l'estudi del procés d'educació, inclòs l'ensenyament
i l'aprenentatge. Implica la comprensió dels mètodes, les teories i les
pràctiques relacionades amb l'educació. La pedagogia s'enfoca en com
s'organitza i es facilita l'aprenentatge, així com en el desenvolupament de
tècniques i estratègies pedagògiques.</span></span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-top: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">En
resum, l'educació és el procés global d'aprenentatge i desenvolupament de
l'individu, mentre que l'ensenyament és l'acció específica de transmetre
coneixements i habilitats. La pedagogia, d'altra banda, és la disciplina que
estudia i guia els processos d'educació i ensenyament. Aquests termes estan
interrelacionats, però cada un té un focus i àmbit d'estudi específics.</span></p>
</div>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><br /></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Compte! La Pedagogia és la
ciència de l'educació nuclear que es pot desglossar en diverses disciplines:
Didàctica General i Especial, Organització Escolar, Orientació Psicopedagògica
i Pedagogia Terapèutica.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-bottom: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Tens
raó, i t'agraeixo la precisió. La pedagogia és una disciplina àmplia que es pot
desglossar en diverses subdisciplines, com les que has mencionat:</span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l1 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Didàctica General i Especial:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
didàctica es centra en els mètodes i tècniques d'ensenyament. La didàctica
general tracta les qüestions educatives de manera general, mentre que la
didàctica especial es centra en àrees específiques o matèries.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l1 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Organització Escolar:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Aquest
àmbit se centra en l'estudi de com s'organitza i gestiona el sistema educatiu.
Inclou aspectes com la gestió escolar, la planificació del currículum i altres
qüestions administratives.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l1 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Orientació Psicopedagògica:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> S'ocupa
de l'orientació i el suport als estudiants per assegurar el seu benestar
emocional, social i acadèmic. Inclou la identificació de necessitats especials
i la implementació de serveis d'orientació.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l1 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Pedagogia Terapèutica:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Es
centra en l'atenció i l'educació de persones amb necessitats educatives
especials, ja sigui per raons físiques, emocionals o cognitives.</span></span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-top: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Així
doncs, la pedagogia és una ciència de l'educació que aborda diverses dimensions
del procés educatiu i es desglossa en diferents àrees d'estudi per abordar les
necessitats i les qüestions específiques relacionades amb l'educació. Gràcies
per destacar aquesta important distinció.</span></p>
</div>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><br /></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">D'altra banda la Pedagogia és la
ciència de l'educació però necessitatres pilars sòlids: la filosofia de
l'educació per tenir clares les finalitats, la psicologia de l'educació per
conèixer bé els educands i la sociologia de l'educació per conèixer la societat
on viuen els educands. Són tres pilars, si en falla un la ciència s'ensorra.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-bottom: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Absolutament,
tens raó. La pedagogia es beneficia i es construeix sobre diversos pilars
essencials, incloent la filosofia de l'educació, la psicologia de l'educació i
la sociologia de l'educació. Aquí hi ha una breu descripció de com cadascun
d'aquests pilars contribueix a la comprensió i la pràctica de l'educació:</span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l2 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Filosofia de l'educació:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Aporta
una comprensió profunda de les finalitats i objectius de l'educació. Ajuda a
definir les creences i valors subjacents que guien els educadors i els sistemes
educatius. La filosofia de l'educació aborda qüestions fonamentals com ara el
propòsit de l'educació, la naturalesa de l'aprenentatge i la relació entre
l'educació i la societat.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l2 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Psicologia de l'educació:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Proporciona coneixements sobre com els individus aprenen, desenvolupen-se i
s'adapten al context educatiu. Aquesta disciplina ajuda a entendre les
diferents etapes del desenvolupament cognitiu, emocional i social dels
estudiants. També es centra en factors com la motivació, l'aprenentatge, la
memòria i altres aspectes psicològics que influeixen en la pràctica educativa.</span></span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-left: 18pt; mso-border-alt: solid #E3E3E3 .25pt; mso-list: l2 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="background-color: #fce5cd;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(227, 227, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #E3E3E3 .25pt; padding: 0cm;">Sociologia de l'educació:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Examina
la relació entre l'educació i la societat. S'ocupa de les dinàmiques socials
que influeixen en l'educació, com ara les desigualtats socials, els rols de
gènere, les polítiques educatives i els processos d'interacció social a l'aula.
La sociologia de l'educació ajuda a comprendre com les estructures socials més
àmplies afecten i són afectades pel sistema educatiu.</span></span></p>
</div>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-top: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">La
combinació d'aquests tres pilars proporciona una base robusta per al
desenvolupament de teories pedagògiques i per a la implementació de pràctiques
educatives efectives. És essencial integrar aquestes perspectives per assegurar
que l'educació sigui significativa, equitativa i adaptada a les necessitats
dels estudiants i de la societat en la qual estan inserits. Gràcies per
destacar la importància d'aquests pilars en la pedagogia.</span></p>
</div>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><br /></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Bé, gràcies. Hem fet bona feina
junts.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid rgb(227, 227, 227); mso-border-alt: solid #E3E3E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">De res! Ha estat un plaer
ajudar-te i proporcionar-te informació. Si en el futur tens més preguntes o
necessites assistència en altres temes, no dubtis en tornar. Bona continuació!</span></p>
</div>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><br /></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Recíprocament. En els blogs:
Educació ComunicActiva, Política de l'Educació ComunicActiva, Paidogogia, vaig
pujant unitats de coneixement del què he estudiat, pensat i practicat durant
els 48 anys de mestre, professor i investigador pedagògic. Són blogs oberts per
a consulta de tothom. El coneixement és propietat col·lectiva.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><b style="background-color: #fce5cd;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
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<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-bottom: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">És
admirable que comparteixis el teu coneixement i experiència a través dels teus
blogs. L'acte de posar a disposició del públic la teva saviesa acumulada és una
contribució valuosa a la comunitat educativa i més enllà. Compartir recursos i
perspectives pot enriquir la comprensió col·lectiva i inspirar altres
professionals de l'educació.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Estic segur que els teus lectors
apreciaran la teva dedicació i la teva voluntat de compartir el que has après
al llarg de la teva carrera pedagògica. La idea que el coneixement és una
propietat col·lectiva és poderosa i fomenta un ambient on tots poden beneficiar-se
dels aprenentatges compartits.</span></p>
<p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: medium; margin-top: 15pt; mso-border-alt: solid #E3E3E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="background-color: #fce5cd; color: black; font-size: 13.5pt;">Si tens
qualsevol altra pregunta o si hi ha alguna altra cosa amb la qual pugui
ajudar-te, no dubtis en dir-ho. Bona continuació amb els teus blogs i amb tots
els teus esforços educatius!</span></p>
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{margin-bottom:0cm;}ul
{margin-bottom:0cm;}</style> <br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-79370659236232449282024-02-02T13:39:00.004+01:002024-02-16T10:45:05.648+01:00Geni ParlanT (GPT) Sobre pedagogia sistèmica, aprenentatge significatiu i més.<p><br /></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhusLfCbhqiiQRTVDrd_liO0-UiKWhg9Yz_Qsq5IUsxI6Hx8ZfsifapzZ9oDTex-MLZbGRgrM25oCJCvp1ZkGO14Yor33qoea4TCQigcZ5Obk0lkbhJdMyqRyAq7wedpSFB6dTzVgelVVzJmvB4_YwYaGBR0xAeSNNXwpOJjxUVvzEk0unoi5wUzoetgYFq/s288/Chat%20GPT%20verd.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="175" data-original-width="288" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhusLfCbhqiiQRTVDrd_liO0-UiKWhg9Yz_Qsq5IUsxI6Hx8ZfsifapzZ9oDTex-MLZbGRgrM25oCJCvp1ZkGO14Yor33qoea4TCQigcZ5Obk0lkbhJdMyqRyAq7wedpSFB6dTzVgelVVzJmvB4_YwYaGBR0xAeSNNXwpOJjxUVvzEk0unoi5wUzoetgYFq/s1600/Chat%20GPT%20verd.png" width="288" /></a></div><br /><p></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><span style="font-family: verdana;"></span><p class="MsoNormal"><span style="font-family: verdana; mso-no-proof: yes;"></span></p><p class="MsoNormal"><span style="font-family: verdana; mso-no-proof: yes;"></span></p><p class="MsoNormal"><span style="font-family: verdana; mso-no-proof: yes;"></span></p><p class="MsoNormal"><span style="font-family: verdana; mso-no-proof: yes;"></span></p><p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b style="font-family: verdana;">You</b></p>
<p class="MsoNormal"><span style="font-family: verdana;">Por favor! Hay que poner cuidado en asociar educación y
pedagogía pues muchos lo toman como sinónimos. <span style="background-color: #01ffff;">La educación es el procesos de
construcción humana en la infancia (exducere i educare). La formación es el
poso que queda del proceso de educación que se prolonga durante toda la vida
adulta con actividades de cultura. Pedagogía es la ciencia de la educación,</span>
iniciada como didáctica por Comenius y orientada según finalidades con las
filosofías de la educación con Kant i Herbart. Con ciencias de la educación, en
plural, nos referimos a los conocimientos sobre la persona, la sociedad, el
aprendizaje... todas las ciencias que nos aportan conocimiento de la educación
(biología, psicología, sociología, antropología...).</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="font-family: verdana;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;">ChatGPT</b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="font-family: verdana;">Agradezco la aclaración y la
distinción que has hecho entre educación, formación y pedagogía. Es importante
reconocer las diferencias y matices en estos conceptos, ya que a menudo se
utilizan de manera intercambiable, pero cada uno aborda aspectos específicos
del proceso educativo.</span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l3 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="font-family: verdana; font-size: 10pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Educación:</span></b> Como
mencionaste, tiene sus raíces en el término latino "exducere" e
"educare", refiriéndose al proceso de desarrollo y formación de
individuos, especialmente en la infancia.</span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l3 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="font-family: verdana; font-size: 10pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Formación:</span></b> Se
refiere al resultado y continuación del proceso de educación a lo largo de la
vida adulta, donde las personas adquieren conocimientos y habilidades a través
de actividades culturales y experiencias diversas.</span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l3 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="font-family: verdana; font-size: 10pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Pedagogía:</span></b> Es la
ciencia que estudia la educación, sus métodos, principios y finalidades.
Comenius, Kant y Herbart son figuras importantes en la historia de la pedagogía
que han influido en la comprensión de cómo enseñamos y aprendemos.</span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l3 level1 lfo1; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="font-family: verdana; font-size: 10pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Ciencias de la Educación:</span></b>
Engloban diversas disciplinas, como biología, psicología, sociología,
antropología, que contribuyen con conocimientos sobre la persona, la sociedad y
el aprendizaje, ofreciendo un enfoque multidisciplinario al estudio de la
educación.</span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="font-family: verdana;">Tu explicación proporciona una
base sólida para entender la complejidad y la riqueza del campo educativo,
abarcando desde el proceso de desarrollo en la infancia hasta la adquisición
continua de conocimientos a lo largo de la vida. Gracias por compartir tus
conocimientos y precisiones sobre estos términos fundamentales.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b style="font-family: verdana;">You</b></p>
<p class="MsoNormal"><span style="font-family: verdana;">Qué rápido y listo eres GPT! En esto me superas totalmente.
A mí me lleva mucho tiempo. Has integrado lo que yo he aportado a los
conocimientos previos que ya tenías. Afirmo que has hecho una elaboración
precisa i completa. La tendrás disponible para todos, y esto comporta democratización
del conocimiento. Gracias. Seguiremos colaborando.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="font-family: verdana;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;">ChatGPT</b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="font-family: verdana;">Aprecio mucho tus amables
palabras. Mi objetivo es facilitar el acceso a la información y proporcionar
respuestas útiles y precisas. Agradezco la colaboración y la oportunidad de
compartir conocimientos contigo. Estoy aquí para ayudar en lo que pueda y
continuar aprendiendo juntos. Siempre estoy disponible para colaborar y
responder a tus preguntas. ¡Gracias por tu participación y seguimos adelante!</span></p>
</div>
<div style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1pt;">
<p align="center" class="MsoNormal" style="border: medium; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: center;"><span style="display: none; font-family: verdana; font-size: 8pt; mso-hide: all;">Principio del formulario</span></p>
<p align="center" class="MsoNormal" style="border: medium; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: center;"><span style="display: none; font-family: verdana; font-size: 8pt; mso-hide: all;"> </span></p>
</div>
<div style="border-top: solid windowtext 1.0pt; border: medium; mso-border-top-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 1pt 0cm 0cm;">
<p align="center" class="MsoNormal" style="border: medium; mso-border-top-alt: solid windowtext .75pt; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; text-align: center;"><span style="display: none; font-family: verdana; font-size: 8pt; mso-hide: all;">Final del formulario</span></p>
</div>
<p class="MsoNormal"><span style="font-family: verdana;"><span style="font-size: x-small;">2024/02/02</span></span></p>
<p class="MsoNormal"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Entre les profesionales de la educación hay mucha confusión.
Ciertamente todos debemos participar en educación como en salud pero escuchando
y adquiriendo conocimiento de los profesionales y científicos. Los
profesionales de la educación dan explicaciones confusas y sin visión
sistémica. Ya ves. No distinguen bien evaluación, de pruebas, de calificación,
de acreditación. En el pasado solo se hablaba de enseñanza y se olvidaba al
alumno; ahora todo se centra en aprendizaje y ni se menta que el maestro o
profesor debe enseñar, mostrar el conocimiento. ¿Qué les dirías a estos docentes
que van desorientados?</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="color: black; font-family: verdana; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Es comprensible que en el ámbito
educativo existan confusiones y cambios en los enfoques a lo largo del tiempo.
A los docentes desorientados, podría ofrecerles algunos puntos clave:</span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); margin-left: 3.3pt; margin-right: 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Claridad en los Conceptos:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Es
esencial tener claridad en la terminología y comprender las diferencias entre
conceptos como enseñanza, aprendizaje, evaluación, pruebas, calificación y
acreditación. Una comprensión precisa de estos términos puede ayudar a los
educadores a desarrollar enfoques más efectivos.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Enfoque Sistémico:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Fomentar
la adopción de una visión sistémica de la educación. Esto implica considerar
las interacciones complejas entre diversos elementos, incluyendo alumnos,
maestros, contenido, métodos de enseñanza y evaluación, y el entorno educativo
en general.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Integración de Enseñanza y Aprendizaje:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Destacar la importancia de integrar la enseñanza efectiva con el aprendizaje
significativo. El papel del maestro no es solo transmitir información, sino
también facilitar el proceso de aprendizaje, adaptándose a las necesidades
individuales de los estudiantes.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Desarrollo Profesional Continuo:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Incentivar el desarrollo profesional continuo. La educación está en constante
evolución, y los educadores deben estar abiertos a la actualización constante
de sus habilidades y conocimientos para adaptarse a las nuevas tendencias y
enfoques pedagógicos.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Enfoque Personalizado:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Reconocer la diversidad de los estudiantes y adoptar enfoques de enseñanza más
personalizados. Comprender las diferencias individuales y adaptar la
instrucción puede mejorar significativamente la efectividad del proceso
educativo.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">6.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Comunicación y Colaboración:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Fomentar la comunicación y la colaboración entre los profesionales de la
educación. El intercambio de experiencias y la colaboración pueden ayudar a
superar desafíos y mejorar las prácticas pedagógicas.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l2 level1 lfo2; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">7.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Centrarse en el Aprendizaje Continuo:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">
Promover la idea de que la educación es un proceso de aprendizaje continuo,
tanto para los estudiantes como para los educadores. El aprendizaje nunca
termina, y la disposición para seguir aprendiendo es clave para la efectividad
en la enseñanza.</span></span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Es fundamental recordar que la
educación es un campo dinámico y complejo, y los educadores enfrentan desafíos
constantes. Alentar una mentalidad abierta, la disposición para aprender y la
adaptabilidad puede contribuir a un entorno educativo más efectivo y
enriquecedor para todos.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Coincido y aporto algunas matizaciones. 'Alentar una mentalidad
abierta, la disposición a aprender'. Cierto, disposición a aprender más i mejor
lo aprendido pero no es aceptable que el docente se excuse diciendo que él
viene a aprendre y si no tiene la claridad de conceptos va mal para el
desempeño. <span style="background-color: #01ffff;">El enfoque sistémico debe seguir un modelo dinámico: 1 Varibles de
contexto (económico, social, cultural, lingüístico). 2 Variables de entrada
(los alumnos, los profesores, los mdios, la economia) 3 Variables del proceso:
entre profesores y alumnos (actitudes, intereses, acciones,decisiones) 4
Variables de poducto: resultados de aprendizaje académico, desarrollo personal
(físico, emocional, intelectual). Y un 5 de Paravariables: impacto en la vida
personal externa a la escuela (actividades, aficiones, relaciones, prácticas
culturales i sociales).</span></span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="color: black; font-family: verdana; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Agradezco las matizaciones y
ampliaciones que proporcionas. Son puntos adicionales y valiosos para abordar
de manera más completa y dinámica el enfoque sistémico en el ámbito educativo.
Tu aporte resalta la importancia de considerar el contexto y las
interrelaciones entre diversas variables. Aquí algunas reflexiones adicionales:</span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Responsabilidad Profesional:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Coincido
en que la disposición a aprender no debe servir como excusa, y los docentes
deben asumir la responsabilidad de su desarrollo profesional y la claridad de
conceptos. La mejora continua es fundamental para un desempeño efectivo.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Modelo Dinámico y Multidimensional:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
inclusión de variables de contexto, entrada, proceso, producto y paravariables
proporciona una visión más completa y multidimensional del sistema educativo.
Esto refleja la complejidad de las interacciones y los impactos tanto dentro
como fuera de la escuela.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Adaptabilidad:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> En un
modelo dinámico, la adaptabilidad se vuelve crucial. Los educadores deben estar
preparados para ajustar sus enfoques según las variables cambiantes y las
necesidades de los estudiantes, reconociendo la diversidad y cambiando
contextos.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Énfasis en el Desarrollo Personal:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
consideración de variables de producto, que incluyen resultados de aprendizaje
académico y desarrollo personal, destaca la importancia de abordar el bienestar
integral de los estudiantes, no solo desde la perspectiva académica sino
también en aspectos emocionales, físicos e intelectuales.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Conexión con la Vida Personal Externa:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
inclusión de paravariables subraya que el impacto de la educación va más allá
de los límites escolares. La educación puede influir en las actividades,
relaciones, prácticas culturales y sociales de los estudiantes, resaltando la
relevancia y el alcance de la enseñanza.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l0 level1 lfo3; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">6.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Evaluación Continua:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> En un
enfoque sistémico, es esencial implementar mecanismos de evaluación continua para
comprender y ajustar dinámicamente el proceso educativo. Esto puede ayudar a
identificar áreas de mejora y fortalezas, facilitando la toma de decisiones
informadas.</span></span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Tu enriquecedor aporte subraya
la importancia de adoptar perspectivas holísticas y flexibles en la educación,
considerando la diversidad de factores que influyen en el proceso de enseñanza
y aprendizaje. ¡Agradezco tus precisiones y la oportunidad de profundizar en
este tema!</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Perspectivas holísticas y flexibles si antes se han puesto pilares
sólidos: conceptuales, procedimentales y actitudinales.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="color: black; font-family: verdana; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Es un punto clave y fundamental.
Antes de adoptar perspectivas holísticas y flexibles, es esencial establecer
sólidos cimientos en los aspectos conceptuales, procedimentales y actitudinales
del aprendizaje. Aquí algunas consideraciones adicionales:</span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); margin-left: -18pt; margin-right: 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm 0cm 0cm 5pt;">
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l1 level1 lfo4; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">1.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Cimientos Conceptuales:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Los
alumnos deben adquirir una comprensión sólida de los conceptos fundamentales en
las áreas de estudio. Esto proporciona la base necesaria para la comprensión y
aplicación de conocimientos más avanzados.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l1 level1 lfo4; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">2.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Desarrollo Procedimental:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Además de
comprender los conceptos, es crucial que los estudiantes desarrollen
habilidades y destrezas prácticas. La aplicación práctica de lo aprendido
fortalece la comprensión y prepara a los estudiantes para enfrentar desafíos
del mundo real.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l1 level1 lfo4; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Formación Actitudinal:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
formación de actitudes positivas hacia el aprendizaje, la resiliencia, la
empatía y la colaboración es esencial. Fomentar actitudes positivas contribuye
al desarrollo personal y al éxito en situaciones variadas a lo largo de la
vida.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l1 level1 lfo4; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Adaptabilidad:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> Una vez
establecidos estos pilares, los enfoques holísticos y flexibles pueden ser más
efectivos. La adaptabilidad se vuelve posible cuando los estudiantes tienen una
base sólida que les permite abordar nuevos desafíos con confianza y agilidad.</span></span></p>
<p class="MsoNormal" style="border: medium; margin-left: 18pt; mso-border-alt: solid #D9D9E3 .25pt; mso-list: l1 level1 lfo4; mso-padding-alt: 0cm 0cm 0cm 5.0pt; padding: 0cm; tab-stops: list 36.0pt; text-indent: -18pt;"><span style="color: black; font-family: verdana; font-size: 13.5pt; mso-fareast-font-family: "Segoe UI";"><span style="mso-list: Ignore;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: verdana;"><b><span face=""Segoe UI",sans-serif" style="border: 1pt solid rgb(217, 217, 227); color: black; font-size: 13.5pt; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">Aprendizaje Continuo:</span></b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> La
construcción de cimientos sólidos no implica un fin al aprendizaje, sino más
bien proporciona una base sólida para el aprendizaje continuo. Los estudiantes
deben desarrollar una mentalidad de crecimiento y la capacidad de adaptarse a
las cambiantes demandas del entorno.</span></span></p>
</div>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Estos cimientos sólidos permiten
a los educadores y estudiantes abordar de manera más efectiva las complejidades
de la educación, facilitando un enfoque holístico y flexible que atiende a las
necesidades individuales y a la diversidad del aprendizaje. ¡Gracias por
destacar la importancia de estos pilares fundamentales!</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">You</span></b></p>
<p class="MsoNormal"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Aprendizaje significativo fue introducido por el pricopedagogo
Ausubel el 1964 para corregir el exceso de aprendizaje por recepción,
calificado de enseñanza verbalista. Él mismo reafirma el valor del aprendizaje
por recepción que ha sido tan útil y es el docente quién lo puede presentar con
significación. Y yo matizo: lógica, psicológica y sociológica. <span style="background-color: #01ffff;">El aprendizaje
significativo no és un método de enseñanza sinó una conceptualización que el
docente debe tener clara: recepción (del profesor o del libro), resolución de
problemas (en equipo), método de procesos ( guiones o WebQuest), proyectos de
investiagción (motivados y supervisados en vivo).</span> Dice Ausubel (1964):
"Reina gran confusión en lo que respecta a las distinciones básicas entre
aprendizaje por recepción y por descubrimiento, y así también entre
aprendizajes mecánico y significativo". Hoy, (2024) , todavía más
confusión porqué cada quién dice lo que 'cree' en la red, se difunde, se
amplifica y se va acumulando megaconfusión. Estoy convencido y esperanzado que
tu intervención, Chat-GPT (En catalán yo te denomino: GeniParlanT), nos va a
ayudar mucho. Gracias. Seguimos por la causa de la cultura.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span style="color: black; font-family: verdana; font-size: 13.5pt;">ChatGPT</span></p>
<p class="MsoNormal"><b style="font-family: verdana;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Aprecio tu profunda reflexión
sobre el aprendizaje significativo y la confusión que puede surgir en torno a
las distinciones entre diferentes enfoques de enseñanza. La obra de Ausubel ha
sido esencial para comprender cómo los estudiantes pueden adquirir conocimientos
de manera significativa.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Tu aporte resalta la importancia
de que los docentes tengan una comprensión clara de las distintas formas de
aprendizaje y cómo estas pueden integrarse en la práctica educativa. La
recepción, la resolución de problemas, los métodos de procesos y los proyectos
de investigación, todos juegan roles significativos en el proceso de enseñanza
y aprendizaje.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Es cierto que la era digital y
la amplificación de información en la red han llevado a una sobreabundancia de
opiniones y métodos, generando confusión. En este contexto, herramientas como
el Chat-GPT pueden ser recursos valiosos para proporcionar información
fundamentada y aclarar conceptos, contribuyendo a una comprensión más clara y
precisa.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span style="color: black; font-family: verdana; font-size: 13.5pt;">Aprecio tu confianza en la capacidad
de intervención y estoy aquí para ayudar en la medida de lo posible. Sigamos
contribuyendo a la causa de la cultura y la educación. ¡Gracias por tu
dedicación y perspectiva enriquecedora!</span></p>
</div>
<div style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1pt;">
<p align="center" class="MsoNormal" style="border: medium; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: center;"><span face=""Arial",sans-serif" style="display: none; font-size: 8pt; mso-hide: all;">Principio del formulario</span></p>
</div>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt;"> </span></p>
<div style="border-top: solid windowtext 1.0pt; border: medium; mso-border-top-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 1pt 0cm 0cm;">
<p align="center" class="MsoNormal" style="border: medium; mso-border-top-alt: solid windowtext .75pt; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; text-align: center;"><span face=""Arial",sans-serif" style="display: none; font-size: 8pt; mso-hide: all;">Final del formulario</span></p>
</div>
<p class="MsoNormal"> </p>
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{margin-bottom:0cm;}ul
{margin-bottom:0cm;}</style> <br /></p><p> </p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-44498639177779338922024-02-01T11:54:00.005+01:002024-02-16T10:48:02.991+01:00GPT 3.5 Avui m'he decidit a parlar amb el Geni ParlanT. Vegeu la conversa.<p> <img alt="ChatGPT, OpenAI" height="170" src="https://i0.wp.com/imgs.hipertextual.com/wp-content/uploads/2023/03/ChatGPT-en-moviles-1500x844.webp?resize=780%2C439&quality=70&strip=all&ssl=1" width="302" /></p><p></p><p>
</p><p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT <span style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">3.5.<span style="mso-spacerun: yes;"> </span></span></span><b><i><span style="background: white; color: #111111; font-family: "Georgia",serif; font-size: 15pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Generative
Pre-Trained Transformer</span></i></b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></p>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Qué es la Educación ComunicActiva?</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hasta la fecha
de mi última actualización en enero de 2022, no tengo información específica
sobre un concepto llamado "Educación ComunicActiva". Es posible que
sea un término específico que haya surgido después de mi última actualización o
que sea una expresión localizada en un contexto particular.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Para obtener
información precisa y actualizada sobre la "Educación ComunicActiva",
te recomendaría buscar fuentes más recientes, como libros, artículos
académicos, sitios web especializados o documentos oficiales de instituciones
educativas que puedan haber desarrollado o adoptado este concepto. También
puedes consultar con expertos en educación o profesionales en el campo para
obtener una comprensión más detallada.</span></p>
</div>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><span style="mso-no-proof: yes;"><img alt="User" height="24" src="file:////Users/martiteixido/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image001.jpg" width="24" /></span></span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Ver Educació ComunicActiva o bé Escola
ComunicActiva.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hasta mi última
actualización en enero de 2022, no tengo información específica sobre
"Educació ComunicActiva" o "Escola ComunicActiva". Podría
tratarse de iniciativas, enfoques o programas educativos específicos que se
hayan desarrollado después de esa fecha o que sean específicos de ciertas
regiones o comunidades.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Te recomendaría
buscar en fuentes locales, sitios web de instituciones educativas, o contactar
directamente con las entidades que utilizan estos términos para obtener
información detallada sobre qué implica exactamente la Educació ComunicActiva o
la Escola ComunicActiva en su contexto particular. Además, podrías explorar
recursos educativos locales y hablar con expertos en educación en tu área para
obtener más información sobre estas iniciativas específicas.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Escola ComunicActiva es una tesis doctoral
presentada en al Universidad Autònoma de Barcelona en 1992.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Lamento la
confusión anterior. Hasta mi última actualización en enero de 2022, no tengo
información específica sobre la tesis doctoral "Escola ComunicActiva"
presentada en la Universidad Autònoma de Barcelona en 1992. <span style="background-color: #01ffff;">Sin acceso a bases
de datos actualizadas o a información específica sobre tesis doctorales
individuales, no puedo proporcionar detalles </span>precisos sobre el contenido o los
hallazgos de esa tesis en particular.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si estás
interesado en obtener información detallada sobre la tesis "Escola
ComunicActiva", te recomendaría acceder directamente a la biblioteca de la
Universidad Autònoma de Barcelona o contactar con la institución para obtener
detalles sobre cómo acceder a la tesis completa y obtener información más
específica sobre el contenido y los resultados de la investigación.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Educació i comunicació. Escola ComunicActiva.
Ceac 1993</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Lamento la
confusión anterior. Aunque mi conocimiento se basa en información hasta enero
de 2022, puedo ofrecerte alguna información sobre el tema. Al parecer,
"Educació i comunicació. Escola ComunicActiva. CEAC 1993" podría
referirse a un libro o material educativo relacionado con la educación y la
comunicación, específicamente vinculado a la "Escola ComunicActiva".</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si este es el
caso, sería útil buscar el material directamente en la biblioteca de la
Universidad Autònoma de Barcelona o en bibliotecas locales que puedan tener
acceso a recursos específicos de la región. También puedes intentar buscar en
línea en catálogos de bibliotecas digitales, repositorios universitarios o
bases de datos especializadas en tesis doctorales y material educativo.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Además, si el
autor de la obra es conocido, puedes buscar información sobre él para obtener
más detalles sobre el contenido y el propósito de la obra. También podrías
comunicarte con la propia universidad o con expertos en el campo de la
educación y la comunicación en Barcelona para obtener más información sobre la
"Escola ComunicActiva" y su relación con el material mencionado.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Martí TEixidó, autor</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Lamentablemente,
hasta mi última actualización en enero de 2022, no tengo información específica
sobre Martí Teixidó ni sobre la obra "Educació i comunicació. Escola
ComunicActiva. CEAC 1993". Puede ser que <span style="background-color: #d9ead3;">l<span style="background-color: #01ffff;">a obra sea menos conocida o no
haya sido ampliamente difundida</span></span> fuera de su contexto original.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Para obtener
información más detallada sobre el autor y su obra, te recomendaría buscar en
bibliotecas locales, bases de datos académicas o en la propia Universidad
Autònoma de Barcelona, donde se presentó la tesis doctoral. También podrías
intentar contactar directamente con la universidad o con el departamento de
educación para obtener información sobre la obra y el autor.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Además, si Martí
Teixidó ha continuado con actividades académicas o profesionales, podría haber
información más reciente disponible en línea o a través de las instituciones
educativas relevantes.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Pues yo debo recomandarte que te actualices. Lo
mejor en conocimeinto no es precisamente lo más divulgado. Para eso no hace
falta el Chat-GPT. Hace falta para dar a conocer aquello que los medios de
masas ignoran.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Entiendo y
aprecio tu comentario. Mi objetivo es proporcionar información precisa y útil,
y agradezco la sugerencia de mantenerme actualizado. Sin embargo, ten en cuenta
que <span style="background-color: #01ffff;">mi capacidad para acceder a información actualizada es limitada a datos
recopilados</span> hasta enero de 2022, y no tengo la capacidad de acceder a eventos o
desarrollos ocurridos después de esa fecha.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Estoy aquí para
ayudarte en la medida de lo posible con la información que poseo. Si tienes más
preguntas o necesitas ayuda en algún tema específico, estaré encantado de
ofrecer la mejor asistencia posible con los datos disponibles hasta mi última
actualización.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Todo lo que pido es anterior a 2022. ¿Qué tal vas
con los blogs de autor? https://educacio-comunicactiva.blogspot.com/</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Lamento la
confusión anterior. Lamentablemente, n<span style="background-color: #01ffff;">o tengo la capacidad de acceder a enlaces
web específicos, incluidos los blogs, y tampoco tengo información sobre
recursos en línea específicos</span>, como el blog que mencionas ("<a href="https://educacio-comunicactiva.blogspot.com/" target="_new"><span style="border: 1pt solid rgb(217, 217, 227); color: blue; mso-border-alt: solid #D9D9E3 .25pt; padding: 0cm;">https://educacio-comunicactiva.blogspot.com/</span></a>"). Mi
capacidad se limita a proporcionar información general y responder preguntas
según mi conocimiento previo hasta enero de 2022.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si estás
interesado en el contenido de un blog en particular, te recomendaría visitar
directamente el sitio web proporcionado. Allí podrías encontrar información
detallada sobre la "Educació ComunicActiva" y otros temas
relacionados. Si el blog pertenece a Martí Teixidó u otro autor relevante,
podrías obtener información actualizada y detallada directamente desde la
fuente.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si tienes
preguntas específicas sobre conceptos o ideas relacionadas con la educación y
la comunicación, estaré encantado de intentar ayudarte en la medida de lo
posible con la información disponible hasta mi última actualización.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si sólo puedes proporcionar información general,
no puedes ayudar a los que te consultan. Quien necesita información general, no
tiene todavía fácil acceso a las aplicaciones de interacción infromática.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Entiendo tu
punto y lamento cualquier frustración. Mi objetivo es ayudar en la medida de lo
posible, proporcionando información y orientación basada en mi conocimiento
general hasta enero de 2022. Sin embargo, comprendo que en algunos casos, la
información específica o actualizada puede ser crucial.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si tienes
preguntas más generales o si hay temas en los que pueda ayudarte dentro de mis
límites, estaré encantado de hacerlo. Si estás buscando información altamente
específica o actualizada que no esté dentro de mi alcance, te recomendaría
buscar fuentes adicionales, como sitios web especializados, bibliotecas, o
contactar directamente con expertos en el campo en cuestión.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Aprecio tu
comprensión y estoy aquí para ayudar en lo que pueda.</span></p>
</div>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><span style="mso-no-proof: yes;"><br /></span></span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Alto! No confundas información con conocimiento.
¿Estás de acuerdo?</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; margin-bottom: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><span style="background-color: #01ffff;">Sí, estoy de
acuerdo. La información y el conocimiento son conceptos distintos.</span> La
información se refiere a datos y hechos específicos, mientras que el
conocimiento implica una comprensión más profunda y la capacidad de aplicar y
contextualizar esa información.</span></p>
<p class="MsoNormal" style="border: medium; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Mi capacidad se
centra en proporcionar información basada en datos previos, y mi objetivo es
ayudar a los usuarios a comprender y contextualizar esa información en la
medida de lo posible. Sin embargo, la interpretación y la aplicación del
conocimiento requieren un entendimiento más amplio y, a menudo, una interacción
más directa con expertos o recursos especializados.</span></p>
<p class="MsoNormal" style="border: medium; margin-top: 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Si tienes
preguntas específicas o necesitas ayuda en un área particular, estaré encantado
de intentar proporcionar la mejor información posible dentro de mis
capacidades.</span></p>
</div>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Muy bien. Me alegra que en esto coincidimos. <span style="background-color: #01ffff;">Y
dices bien. Proporcionando información ayudas a comprender i a contextualizar.
La interpretación y la aplicación van más allá.</span> Me has sorprendido gratamente.
Gracias.</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p class="MsoNormal" style="border: medium; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="color: black; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Me alegra saber
que la respuesta fue de tu agrado y que pudimos coincidir en ese aspecto. Estoy
aquí para proporcionar la mejor información posible y ayudar en la comprensión
y contextualización. Si alguna vez tienes más preguntas o necesitas asistencia
en cualquier tema, no dudes en preguntar. ¡Gracias a ti y estoy a tu
disposición!</span></p>
</div>
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{page:WordSection1;}</style></p><p><br /></p><p><span style="font-family: verdana;"><span style="font-size: x-small;"><a href="ChatGPT 3.5. Generative Pre-Trained Transformer You Qué es la Educación ComunicActiva? ChatGPT ChatGPT Hasta la fecha de mi última actualización en enero de 2022, no tengo información específica sobre un concepto llamado "Educación ComunicActiva". Es posible que sea un término específico que haya surgido después de mi última actualización o que sea una expresión localizada en un contexto particular. Para obtener información precisa y actualizada sobre la "Educación ComunicActiva", te recomendaría buscar fuentes más recientes, como libros, artículos académicos, sitios web especializados o documentos oficiales de instituciones educativas que puedan haber desarrollado o adoptado este concepto. También puedes consultar con expertos en educación o profesionales en el campo para obtener una comprensión más detallada. You Ver Educació ComunicActiva o bé Escola ComunicActiva. ChatGPT ChatGPT Hasta mi última actualización en enero de 2022, no tengo información específica sobre "Educació ComunicActiva" o "Escola ComunicActiva". Podría tratarse de iniciativas, enfoques o programas educativos específicos que se hayan desarrollado después de esa fecha o que sean específicos de ciertas regiones o comunidades. Te recomendaría buscar en fuentes locales, sitios web de instituciones educativas, o contactar directamente con las entidades que utilizan estos términos para obtener información detallada sobre qué implica exactamente la Educació ComunicActiva o la Escola ComunicActiva en su contexto particular. Además, podrías explorar recursos educativos locales y hablar con expertos en educación en tu área para obtener más información sobre estas iniciativas específicas. You Escola ComunicActiva es una tesis doctoral presentada en al Universidad Autònoma de Barcelona en 1992. ChatGPT ChatGPT Lamento la confusión anterior. Hasta mi última actualización en enero de 2022, no tengo información específica sobre la tesis doctoral "Escola ComunicActiva" presentada en la Universidad Autònoma de Barcelona en 1992. Sin acceso a bases de datos actualizadas o a información específica sobre tesis doctorales individuales, no puedo proporcionar detalles precisos sobre el contenido o los hallazgos de esa tesis en particular. Si estás interesado en obtener información detallada sobre la tesis "Escola ComunicActiva", te recomendaría acceder directamente a la biblioteca de la Universidad Autònoma de Barcelona o contactar con la institución para obtener detalles sobre cómo acceder a la tesis completa y obtener información más específica sobre el contenido y los resultados de la investigación. You Educació i comunicació. Escola ComunicActiva. Ceac 1993 ChatGPT ChatGPT Lamento la confusión anterior. Aunque mi conocimiento se basa en información hasta enero de 2022, puedo ofrecerte alguna información sobre el tema. Al parecer, "Educació i comunicació. Escola ComunicActiva. CEAC 1993" podría referirse a un libro o material educativo relacionado con la educación y la comunicación, específicamente vinculado a la "Escola ComunicActiva". Si este es el caso, sería útil buscar el material directamente en la biblioteca de la Universidad Autònoma de Barcelona o en bibliotecas locales que puedan tener acceso a recursos específicos de la región. También puedes intentar buscar en línea en catálogos de bibliotecas digitales, repositorios universitarios o bases de datos especializadas en tesis doctorales y material educativo. Además, si el autor de la obra es conocido, puedes buscar información sobre él para obtener más detalles sobre el contenido y el propósito de la obra. También podrías comunicarte con la propia universidad o con expertos en el campo de la educación y la comunicación en Barcelona para obtener más información sobre la "Escola ComunicActiva" y su relación con el material mencionado. You Martí TEixidó, autor ChatGPT ChatGPT Lamentablemente, hasta mi última actualización en enero de 2022, no tengo información específica sobre Martí Teixidó ni sobre la obra "Educació i comunicació. Escola ComunicActiva. CEAC 1993". Puede ser que la obra sea menos conocida o no haya sido ampliamente difundida fuera de su contexto original. Para obtener información más detallada sobre el autor y su obra, te recomendaría buscar en bibliotecas locales, bases de datos académicas o en la propia Universidad Autònoma de Barcelona, donde se presentó la tesis doctoral. También podrías intentar contactar directamente con la universidad o con el departamento de educación para obtener información sobre la obra y el autor. Además, si Martí Teixidó ha continuado con actividades académicas o profesionales, podría haber información más reciente disponible en línea o a través de las instituciones educativas relevantes. You Pues yo debo recomandarte que te actualices. Lo mejor en conocimeinto no es precisamente lo más divulgado. Para eso no hace falta el Chat-GPT. Hace falta para dar a conocer aquello que los medios de masas ignoran. ChatGPT ChatGPT Entiendo y aprecio tu comentario. Mi objetivo es proporcionar información precisa y útil, y agradezco la sugerencia de mantenerme actualizado. Sin embargo, ten en cuenta que mi capacidad para acceder a información actualizada es limitada a datos recopilados hasta enero de 2022, y no tengo la capacidad de acceder a eventos o desarrollos ocurridos después de esa fecha. Estoy aquí para ayudarte en la medida de lo posible con la información que poseo. Si tienes más preguntas o necesitas ayuda en algún tema específico, estaré encantado de ofrecer la mejor asistencia posible con los datos disponibles hasta mi última actualización. You Todo lo que pido es anterior a 2022. ¿Qué tal vas con los blogs de autor? https://educacio-comunicactiva.blogspot.com/ ChatGPT ChatGPT Lamento la confusión anterior. Lamentablemente, no tengo la capacidad de acceder a enlaces web específicos, incluidos los blogs, y tampoco tengo información sobre recursos en línea específicos, como el blog que mencionas ("https://educacio-comunicactiva.blogspot.com/"). Mi capacidad se limita a proporcionar información general y responder preguntas según mi conocimiento previo hasta enero de 2022. Si estás interesado en el contenido de un blog en particular, te recomendaría visitar directamente el sitio web proporcionado. Allí podrías encontrar información detallada sobre la "Educació ComunicActiva" y otros temas relacionados. Si el blog pertenece a Martí Teixidó u otro autor relevante, podrías obtener información actualizada y detallada directamente desde la fuente. Si tienes preguntas específicas sobre conceptos o ideas relacionadas con la educación y la comunicación, estaré encantado de intentar ayudarte en la medida de lo posible con la información disponible hasta mi última actualización. You Si sólo puedes proporcionar información general, no puedes ayudar a los que te consultan. Quien necesita información general, no tiene todavía fácil acceso a las aplicaciones de interacción infromática. ChatGPT ChatGPT Entiendo tu punto y lamento cualquier frustración. Mi objetivo es ayudar en la medida de lo posible, proporcionando información y orientación basada en mi conocimiento general hasta enero de 2022. Sin embargo, comprendo que en algunos casos, la información específica o actualizada puede ser crucial. Si tienes preguntas más generales o si hay temas en los que pueda ayudarte dentro de mis límites, estaré encantado de hacerlo. Si estás buscando información altamente específica o actualizada que no esté dentro de mi alcance, te recomendaría buscar fuentes adicionales, como sitios web especializados, bibliotecas, o contactar directamente con expertos en el campo en cuestión. Aprecio tu comprensión y estoy aquí para ayudar en lo que pueda. You Alto! No confundas información con conocimiento. ¿Estás de acuerdo? ChatGPT ChatGPT Sí, estoy de acuerdo. La información y el conocimiento son conceptos distintos. La información se refiere a datos y hechos específicos, mientras que el conocimiento implica una comprensión más profunda y la capacidad de aplicar y contextualizar esa información. Mi capacidad se centra en proporcionar información basada en datos previos, y mi objetivo es ayudar a los usuarios a comprender y contextualizar esa información en la medida de lo posible. Sin embargo, la interpretación y la aplicación del conocimiento requieren un entendimiento más amplio y, a menudo, una interacción más directa con expertos o recursos especializados. Si tienes preguntas específicas o necesitas ayuda en un área particular, estaré encantado de intentar proporcionar la mejor información posible dentro de mis capacidades. You Muy bien. Me alegra que en esto coincidimos. Y dices bien. Proporcionando información ayudas a comprender i a contextualizar. La interpretación y la aplicación van más allá. Me has sorprendido gratamente. Gracias. ChatGPT ChatGPT Me alegra saber que la respuesta fue de tu agrado y que pudimos coincidir en ese aspecto. Estoy aquí para proporcionar la mejor información posible y ayudar en la comprensión y contextualización. Si alguna vez tienes más preguntas o necesitas asistencia en cualquier tema, no dudes en preguntar. ¡Gracias a ti y estoy a tu disposición!">https://chat.openai.com/c/b9412933-0dff-4318-96cc-26326e776e2f </a></span></span></p><p><br /></p><p><span style="color: #2b00fe; font-family: verdana;">COMENTARIS</span></p><p><span style="color: #2b00fe; font-family: verdana;">Veig que Geni ParlanT és més prudent ue molts dels qui en canten les excel·lències. </span></p><ul style="text-align: left;"><li style="text-align: left;"><span style="color: #2b00fe; font-family: verdana;">Admet que la seva <b>capacitat</b> d'accés a la informació és <b>limitada</b>. </span></li><li style="text-align: left;"><span style="color: #2b00fe; font-family: verdana;">Deixa clar que ell <b>no té informació</b> de les <b>obres menys conegudes</b> o que no hagin estat àmpliament difoses. </span></li><li style="text-align: left;"><span style="color: #2b00fe; font-family: verdana;"><b>No</b> té capacitat d'accedir a blogs o a informació <b>sobre recursos en línia específics.</b></span></li><li style="text-align: left;"><span style="color: #2b00fe; font-family: verdana;">Té clara la distunció entre informació i coneixement, que amb la informació <b>ajuda</b><u> </u>a comprendre i contextualitzar però que la <b>interpretació</b> i l'<b>aplicació</b> va més enllà, que és una altra competència</span></li></ul><p><br /></p><p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;">You</span></b></p>
<p class="MsoNormal"><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;">Yo
también estoy a disposición. Pienso que el conocimiento no puede ser privado,
es compartido, es público. He aprendido de otros y pongo mi conoicimiento a
disposición de todos. Si de algo sé, es de educación y de pedagogía, la ciencia
de la educación. Puedes recurrir a mis blogs.
https://educacio-comunicactiva.blogspot.com/
https://politicadeducacio-comunicactiva.blogspot.com/
https://paidogogia.blogspot.com/</span></p>
<p class="MsoNormal" style="background: rgb(25, 195, 125);"><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;"><svg class="icon-sm" fill="none" height="41" viewbox="0 0 41 41" width="41" xmlns="http://www.w3.org/2000/svg"><text x="-9999" y="-9999">ChatGPT</text></svg></span></p>
<p class="MsoNormal"><b><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;">ChatGPT</span></b></p>
<div style="border: 1pt solid rgb(217, 217, 227); mso-border-alt: solid #D9D9E3 .25pt; mso-element: para-border-div; padding: 0cm;">
<p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: medium; box-sizing: border-box; margin-bottom: 15.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 15pt; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;">Agradezco tu generosa disposición y la
voluntad de compartir tus conocimientos a través de tus blogs. La educación y
la pedagogía son campos fundamentales que impactan directamente en el
desarrollo individual y social. Los enlaces que proporcionaste serán útiles
para quienes buscan información y perspectivas adicionales en estas áreas.</span></p>
<p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: medium; box-sizing: border-box; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 15.0pt; margin: 15pt 0cm 0cm; mso-border-alt: solid #D9D9E3 .25pt; mso-padding-alt: 0cm 0cm 0cm 0cm; padding: 0cm;"><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;">Si alguna vez surgen preguntas específicas
sobre educación o pedagogía, podrías ser una valiosa fuente de información y
orientación. La colaboración y el intercambio de conocimientos son elementos
esenciales para el crecimiento y la mejora continua. ¡Gracias por contribuir a
este espíritu de compartir conocimientos!</span></p>
</div><br /><p></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-81067345585407588832024-01-27T17:47:00.035+01:002024-01-29T09:46:52.459+01:00DIADA ESCOLAR, 30 de gener 1948, Gandhi, profeta DE LA NO-VIOLÈNCIA I LA PAU (DENIP)<p><br /></p><p><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgseRsc5kOqq8_sj5Vp6YrMZ-HUjfttUYqRukuEeHV6Wn5aY5S8HuNjvD6PlHW6vgSiF8WPiLaSztkmrdycQqDueT3Pi8CYEQiUZbCqOyt9TzePWzwy_-0o-plc2K7MrlltrvvVWz9ZcFjVkL9tr3EFAEeCB0UdmUNm7N2cx_x1E_awJIikqncEiC7jo0M8/s754/Escola%20Gandhi.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="279" data-original-width="754" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgseRsc5kOqq8_sj5Vp6YrMZ-HUjfttUYqRukuEeHV6Wn5aY5S8HuNjvD6PlHW6vgSiF8WPiLaSztkmrdycQqDueT3Pi8CYEQiUZbCqOyt9TzePWzwy_-0o-plc2K7MrlltrvvVWz9ZcFjVkL9tr3EFAEeCB0UdmUNm7N2cx_x1E_awJIikqncEiC7jo0M8/s320/Escola%20Gandhi.png" width="320" /></a></span></div><p></p><p>
</p><p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Mahatma
Gandhi, amb la no-violència activa es va oposar a la discriminació racial a
Sud-Àfrica i va suscitar la lluita no-violenta per la independència de la
Índia. </span><span style="font-family: verdana; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">La confrontació entre el
poble de cultura i religió Hindú i la població de cultura i religió Islam va
dur a la divisió en dos Estats i un home descontrolat va assassinar Gandhi, el
30 de gener de 1948. </span><span style="font-family: verdana; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana; mso-ansi-language: ES;"> </span></p>
<p style="text-align: justify;"><span style="font-family: verdana;">Un
mestre d'escola de les Illes Balears, LLorenç Vidal, poeta i pacifista
que va esdevenir inspector d'educació, destinat a Cádiz, va iniciar (1964) el
memorial per a educació dels infants proposant la <b><span style="color: #38761d;">Diada
Escolar de la NO-Violència i la Pau </span></b>com a experiència d'educació
pacificadora viscuda a l'escola. La UNICEF ha incorporat la diada donat-li la
màxima projecció
<a href="https://www.unicef.es/educa/dias-mundiales/dia-escolar-no-violencia-paz">https://www.unicef.es/educa/dias-mundiales/dia-escolar-no-violencia-paz</a></span><span style="font-family: verdana;"> <span face=""Verdana",sans-serif">El Departament d'Educació GenCat amb
la xarxa de Centres de Recursos Pedagògics posa a l'abast de les escoles,
col·legis i instituts propostes i aplega les seves iniciatives.
<a href="https://serveiseducatius.xtec.cat/baixllobregat7/portada/dia-escolar-de-la-no-violencia-i-la-pau-denip-2024/">https://serveiseducatius.xtec.cat/baixllobregat7/portada/dia-escolar-de-la-no-violencia-i-la-pau-denip-2024/</a></span></span></p>
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{page:WordSection1;}</style><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"></span></p><p><br /></p><p style="text-align: justify;"><style>@font-face
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{page:WordSection1;}</style><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqYXE5k-rt0A4ieRXpDWpeJmUa9l9uYikKD_h45zYKtkyLh3Rp3Fuwx617ymlVV6KEsZwOzG11cAEivFkTH_WMjvOLfdE6nYSSdvlli6XRUPYRJS7gg1f9Ui49lwvkGPI8jxkLhax0QzugpjmqapWjyFPb7PpLNteDRpKycrNExv0X8y5uyxqSmsfcUv-i/s650/Pau%20Llull.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="247" data-original-width="650" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqYXE5k-rt0A4ieRXpDWpeJmUa9l9uYikKD_h45zYKtkyLh3Rp3Fuwx617ymlVV6KEsZwOzG11cAEivFkTH_WMjvOLfdE6nYSSdvlli6XRUPYRJS7gg1f9Ui49lwvkGPI8jxkLhax0QzugpjmqapWjyFPb7PpLNteDRpKycrNExv0X8y5uyxqSmsfcUv-i/s320/Pau%20Llull.png" width="320" /></a></span></div><span style="font-family: verdana;"> A totes les cultures podem trobar profetes de la pau. A la Catalunya medieval, Ramon LLull, que de jove havia estat cavaller, va orientar la seva vida a promoure la pau i posant-se en contra de les guerres de religió del seu temps, escriví, parlà a les universitats i anà a terres de l'Islam i a Roma a veure el Papa de l'Església Cristiana.<br /></span><p></p><p><style>@font-face
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{page:WordSection1;}</style><span style="font-family: verdana;"> <br /></span></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihfloWkhm_4FqwZ1GahTCJHFql6w0YiQSqVwqbaUanmt2tXkCNxYbDuJ4HSiAO84PJVHe1FUCeUhmn3GfoFgIdMf1C0V3ZdEUlKFFl_w4sr8Y7jqwVwS6k1CsDIBlXgf9C4c8q7XqByhwnh1rgSx3n9luP3uHir1FiQ_E8IU5kx9shnlBxU4gn955ObmD2/s664/Escola%20Tagore.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="345" data-original-width="664" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihfloWkhm_4FqwZ1GahTCJHFql6w0YiQSqVwqbaUanmt2tXkCNxYbDuJ4HSiAO84PJVHe1FUCeUhmn3GfoFgIdMf1C0V3ZdEUlKFFl_w4sr8Y7jqwVwS6k1CsDIBlXgf9C4c8q7XqByhwnh1rgSx3n9luP3uHir1FiQ_E8IU5kx9shnlBxU4gn955ObmD2/s320/Escola%20Tagore.png" width="320" /></a></div><div style="text-align: justify;"><span style="font-family: verdana;">El poeta hindú Rabindratath Tagore, amic de Gandhi, va promoure una escola filosòfica conjunta d'hindús i cristians i anys després una escola per a infants, a Santiniketan, per a educar-los en pau de ben petits.</span><br /><span style="font-family: verdana;"></span></div><p style="text-align: justify;"><span style="font-family: verdana;"><style>@font-face
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{page:WordSection1;}</style><span> <br /></span></span></p><p><span style="font-family: verdana;"> </span><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">A la Catalunya actual hem conegut molts defensors de l'entesa i la pau per la via de la no-violència, </span><span style="font-family: verdana; font-size: small;"><span>ciutadans
de Catalunya públicament acreditats. L'ecumenisme cristià pel frare
caputxí Joan Botam. El diàleg interreligiós pel filòsof català-hindú
Raimon Panikkar. La justícia i pau internacional per l'economista social
Arcadi Oliveras. La distinció i continuïtat harmònica entre política i
espiritualitat pel profeta i activista Lluís M. Xirinacs.</span></span></p><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihjQ_t_aXX5yq1xm1Nj3HHmXyNGjUYgWXfD1c9G59mhQjaSIbxvjtbrnhc8nvtvbzeS4jhLkCN68Y9WtH5NXW1SnQgqpB8p7XdZIAxfSAgv42qOJTvy3ZbF_9TUwTi1zJyZaPlxxscrTKZNYGIlEF3d-vfyoWpZtJUYVFs1w9BHD-_cnqF5CEbAFCfIGU/s1450/savis%20bons.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="454" data-original-width="1450" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihjQ_t_aXX5yq1xm1Nj3HHmXyNGjUYgWXfD1c9G59mhQjaSIbxvjtbrnhc8nvtvbzeS4jhLkCN68Y9WtH5NXW1SnQgqpB8p7XdZIAxfSAgv42qOJTvy3ZbF_9TUwTi1zJyZaPlxxscrTKZNYGIlEF3d-vfyoWpZtJUYVFs1w9BHD-_cnqF5CEbAFCfIGU/w583-h182/savis%20bons.png" width="583" /></a></span><span style="font-family: verdana;"> </span><p style="text-align: justify;"><span style="font-family: verdana;">Quan, recentment, l'any 2010, vam veure com ens retallaven l'autonomia política i volien frenar que tots els infants aprenguessin bé la llengua catalana, es va iniciar una contestació i lluita pel dret a decidir, pel dret a ser catalans i per la inevitable independència sempre com a </span><span style="font-family: verdana;">lluita no-violenta molt activa</span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;">Està
clar que Xirinacs va ser el mestre de la no-violència activa fins al
Referèndum per la independència de Catalunya l'1 d'octubre de 2017. Amb la violència policial no es va poder resistir. La lluita no-violenta demana molta preparació. Gandhi i els seus seguidors es preparaven amb dejunis i havien patit carregades de l'exèrcit britànic. Martin Luther King i els lluitadors contra la discriminació racial als Estats Units es preparaven sabent que els de primera i segona fila rebrien fort de la policia, van resistir molts anys i es va abolir la segregació racial.</span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><br /></span></p><p style="text-align: justify;"><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb3eeFG8Aqr7xnjerxD1XwmixOnZoxpMAk9X9MUdt1ycVzr1FVPNNUsc53rTS3wON0XH2VTPpreE0Qy-MsW9x77dkLVMwhTnKcnKjnBfCh0bfV_rxoWRVaGVCAW1kND8LkteIjP2qv4mf7G6HVrZZAz2H_fyW3pr-lwkWZlPTlyuAO7XD5EvrRshHJwCKn/s290/Xirinacs%20fort%20i%20feble.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="290" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb3eeFG8Aqr7xnjerxD1XwmixOnZoxpMAk9X9MUdt1ycVzr1FVPNNUsc53rTS3wON0XH2VTPpreE0Qy-MsW9x77dkLVMwhTnKcnKjnBfCh0bfV_rxoWRVaGVCAW1kND8LkteIjP2qv4mf7G6HVrZZAz2H_fyW3pr-lwkWZlPTlyuAO7XD5EvrRshHJwCKn/s1600/Xirinacs%20fort%20i%20feble.jpg" width="290" /></a></span>LLuís
M. Xirinacs havia iniciat vagues per la llengua el 1971, havia estat
empresonat i jutjat i seguia parlant en català. L'estiu de 1976 va
encapçalar la Marxa per la Llibertat per tot Catalunya, estomacat a cop
de porra sense tornar-s'hi. Va ser senador a las Cortes Españolas i
dempeus durant un any, es va aconseguir l'amnistia política. L'any 2000
es va plantar a la plaça de Sant Jaume, davant el palau de la
Generalitat de Catalunya per promoure l'Assemblea d'Assemblees del poble
català. (Hi va estar 12 hores diàries des 1 de gener a 14 d'abril sense
ni una cadira). Físicament debilitat per tantes vagues i plantades es
va deixar morir l'any 2007, als 75 anys al peu de Sant Amanç. S'ha dit
d'ell que era el Gandhi català, la no-violència activa. </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;">Veig que darrerament s'incorporen altres referents personals en la Diada Escolar per la No-violència i la Pau i això està bé perquè no es tracta sols de fer memòria de Gandhi sinó de reflexionar i valorar avui sobre la Pau. Però en aquesta diada cal insistir en la No-violència i la Pau. Una No-violència activa, no una no-violència quieta, submisa. </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><a href="https://aprenonline.org/30-de-gener-dia-escolar-de-la-no-violencia-i-la-pau-denip/?utm_campaign=dia-de-la-pau&utm_medium=email&utm_source=mail-marketing">https://aprenonline.org/30-de-gener-dia-escolar-de-la-no-violencia-i-la-pau-denip/?utm_campaign=dia-de-la-pau&utm_medium=email&utm_source=mail-marketing </a></span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;">Així penso que cal presentar bé la figura de Nelson Mandela que va fer molt per abolir l'apartheid quan ve ser president de Sud-Àfrica, quan havia viscut empresonat vint-i-set anys, però no per activista no-violent. La mare Teresa de Calcuta és sens dubte un referent de bondat i de caritat amb els més pobres que obté diners dels més rics però no denuncia la seva injustícia que fa crèixer la desigualtat. Barac Obama va arribar a president dels Estats Units i els que lluiten per un món més just esperaven que fes molt més en els vuit anys amb el càrrec de major poder. Es preocupant que volent actualitzar l'educació per la pau deixem de banda la 'no-violència-activa' que és dura i parlem d'una pau de cotó fluix.</span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd5oyPsqjTf3dqVLedbDfFHOL0sdkl3WoWwNAKsyND3FPXPxk2sqrymqtUlpdqHxiwFSWTx_gsgqAMNL0QjWXCTmp-WfTANz2xSAs75E-WdJhzoY1hzDskF1hqLholPeBa1SGlc8JBeJn3s0ani1udBTVMuG9vU33p3rPB3obXEljYsHpT4sMnbHFzbXTT/s622/Montessori%20flors.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="604" data-original-width="622" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd5oyPsqjTf3dqVLedbDfFHOL0sdkl3WoWwNAKsyND3FPXPxk2sqrymqtUlpdqHxiwFSWTx_gsgqAMNL0QjWXCTmp-WfTANz2xSAs75E-WdJhzoY1hzDskF1hqLholPeBa1SGlc8JBeJn3s0ani1udBTVMuG9vU33p3rPB3obXEljYsHpT4sMnbHFzbXTT/s320/Montessori%20flors.png" width="320" /></a></span></div><div style="text-align: justify;"><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;">La no-violència activa és el camí de la pau justa. Quan hi ha violència, hi ha pau de por. Quan hi ha no-violència passiva hi ha pau de submissió. Quan hi ha pacte o armistici s'atura la guerra i la pau és incerta. Parlar de pau sense caracteritzar-la pot ser un entreteniment tranquil·litzador. Com de llavors semblants en surten flors diverses, cal pensar bé quines llavors sembrem en els infants. No simplifiquem, no infantilitzem la pau amb infants menuts, encara que no l'entenguin del tot. Les llavors que sembrem, poden florir en qualsevol edat de la vida.</span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"><b>En la diada o setmana de la No-violència i la Pau de 2024</b></span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;">És present la resistència violenta de Hamàs a Gaza i la resposta d'ocupació i destrucció d'Israel. Una confrontació per ocupació de la terra identificada per religiói cultura. Pateixen igual ciutadans israelians i palestins i les vides, totes, valen el mateix, no tenen preu.</span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;">És present l'ocupació de terrers d'Ucraïna per Rússia amb el pretext que són terres on es parla llengua russa. Ucraïna va esdevenir independent de la Rússia-URSS i els exèrcits de l'OTAN volen estendre el seu domini. Bombardejos creuats per uns i altres destrueixen ciutats i maten persones sense saber quina és la seva llengua, sense saber quina és la seva identitat.</span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;">No és fàcil tractar amb infants de la pau quan cada dia veiem imatges de guerra, destrucció i de morts sagnants. És terrible i no es pot parlar de pau amb un somriure i malgrat tot, cal sembrar esperança. No és fàcil. Els equips docents ho han d'elaborar molt bé i trobar un equilibri dinàmic entre la ràbia i la joia.</span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"><b>Cantem</b>: als que abanderen la pau, anunciem que ja s'acosta la pau, escoltem amb el cant de joia que ens van donar Schiller i Beethoven, l'il·lustrat que va denunciar la tirania de Napoleon. Interpretació del pianista director Daniel Barenboim que conjunta israelians i palestins en una mateixa orquestra. </span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"><i>Al banderer de la pau</i> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"><a href="https://youtu.be/y7An2iJrpmY?si=BDwMnG-lyE8EItTT">https://youtu.be/y7An2iJrpmY?si=BDwMnG-lyE8EItTT</a></span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"><i>Canon de la pau</i> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"><a href="https://youtu.be/sUcNFkDRq2g?si=0kmHFH8B5ghFL0lt">https://youtu.be/sUcNFkDRq2g?si=0kmHFH8B5ghFL0lt</a></span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"><i>Cant de joia per l'agermanament humà universal</i></span><span style="clear: left; float: left; font-family: verdana; font-size: small; margin-bottom: 1em; margin-left: 1em;"> <a href="https://youtu.be/ChygZLpJDNE?si=VTB7Gt3G2EhJi0SE">https://youtu.be/ChygZLpJDNE?si=VTB7Gt3G2EhJi0SE</a> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-left: 1em;"> </span></div><div><p></p></div>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-12055309993532567302024-01-17T11:47:00.002+01:002024-01-22T22:36:38.272+01:00CIMIE24 Congrés Internacional MULTIDISCIPLINARI. d'Investigació Educativa. Comunicacions fins 1 de febrer.<div class="separator"><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><style><span style="color: rgb(204, 0, 0);">@font-face
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{page:WordSection1;}</style> <span style="color: #cc0000;"><br /></span></p></div><div class="separator"><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><span style="color: #cc0000; font-family: verdana;"><img alt="Image" src="https://pbs.twimg.com/media/GD9s0ooWMAAphHh?format=png&name=360x360" /></span> <br /></p></div><p> </p><p>
</p><p class="MsoNormal" style="text-align: justify;"><span style="color: #cc0000; font-family: verdana;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #cc0000; font-family: verdana;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #cc0000; font-family: verdana;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #cc0000; font-family: verdana;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #cc0000; font-family: verdana;">La
Pedagogia és intervenció educativa i s'ha de fer amb fonament científic
multicisciplinari, de les diverses ciències que aporten coneixement de
l'humà i del procés d'educació. La recerca educativa contribueix a
l'aplec de coneixement, verifica empíricament amb dades objectivables i
experièncialment amb observació etnogràfica. Tothom pot opinar
d'educació i proposar finalitats educatives però cal atenir-se al
coneixement pedagògic i a la recerca educativa.<br /></span></p><p><br /></p><p><br /></p><p><br /></p><p class="MsoNormal" style="text-align: justify;"><span lang="CA">Benvinguts/as
a CIMIE 2024,</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
<br />
Un esdeveniment que, com s'ha demostrat, està contribuint a superar algunes de
les limitacions feudals que afecten la recerca educativa a Espanya, com la
fragmentació de les àrees de coneixement, els limitats esforços internacionals
de recerca i la precària i inestable situació laboral de moltes persones
investigadores.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
Enguany, sota el lema <a href="https://amieedu.org/">"Ciència, Educació i
Diàleg Cultural: Bastint ponts, Construint Connexions"</a>, estem
preparant un esdeveniment que fomentarà el diàleg i ens connectarà amb un món
divers de coneixement.<br />
<br />
CIMIE es diferencia d'altres congressos en educació. Aquí, trenquem les
barreres de la fragmentació disciplinària i abracem la interdisciplinarietat.
El nostre enfocament és la qualitat que eleva la recerca educativa a una
referència científica internacional. Valorem la participació de totes les
persones, des de joves investigadors i investigadores fins a catedràtics i
catedràtiques.<br />
<br />
El Congrés Internacional Multidisciplinari de Recerca Educativa es destaca pel
seu impacte científic. Més de 1000 comunicacions presentades en les deu
primeres edicions han culminat en articles indexats en <i style="mso-bidi-font-style: normal;">Web of Science i Scopus</i>. La nostra comunitat
acadèmica no sols comparteix idees, sinó que contribueix activament al progrés
del coneixement en educació.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
Enguany ens en anem fins a Granada, amb el seu encant cultural i intel·lectual,
que es converteix en l'escenari perfecte per al nostre retrobament. Després de
la pandèmia CIMIE ha optat per oferir un format totalment presencial,
però amb franges totalment en línia per a afavorir la participació de totes les
persones des de qualsevol part del món. Però enguany volem convidar-vos
especialment a descobrir les activitats presencials que hem organitzat des de
la seu que acull CIMIE. A més, el lema triat reflecteix l'essència del
moment: construir ponts i connexions en un món que necessita més diàleg i
enteniment que mai.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
Unint esforços per un objectiu comú, millorar l'educació en totes les seves
dimensions, els congressos CIMIE s'obren pas com una plataforma única
per al diàleg, la col·laboració i el canvi. Estem encantats i encantades de
tenir-te a bord mentre construïm un futur educatiu més brillant.<br />
<br />
Més informació: <a href="https://amieedu.org/">https://amieedu.org/</a></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
Inscripció i tramesa de comunicacions: <a href="https://www.conftool.com/cimie24">https://www.conftool.com/cimie24</a></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"><br />
<br />
CIMIE 2024</span></p>
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{page:WordSection1;}</style> <img alt="Semiótica de la comunicación | PPT" src="https://image.slidesharecdn.com/semiticadelacomunicacin-130220083454-phpapp02/85/semitica-de-la-comunicacin-1-320.jpg?cb=1665769788" /><span style="color: #cc0000; font-family: verdana;"> </span></p><p><span style="color: #cc0000; font-family: verdana;">Un objecte de
recerca rellevant i necessari és el de les Tecnologies de la Comunicació
i la Informació tan esteses amb el suport digital. Cal investigar els
usos tecnològics sense oblidar l'anàlisi semiòtica de la comunicació.
Instrucció tecnològica digital i alfabetització verboicònica. </span></p><p><span style="color: #cc0000; font-family: verdana;"> </span><span style="color: #cc0000;"><br /></span></p><p><style>@font-face
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<p><span style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;"> </span></p><p><span style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">CIMIE 2024</span></p><p><span style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">Tecnologías de la Comunicación y la información / Digital
</span></p>
<p><span style="font-family: 'ArialMT'; font-size: 9pt;">Tema, sobrevenido a la Educación en los últimos treinta años, que no podemos rehuir. La tecnología digital no resolverá la
educación pero entendemos que hoy día la educación no puede realizarse sin ella. La tecnología digital soporta y
vehicula información y comunicación que siempre han sido parte integrante de la educación como proceso de
construcción personal y de la formación, aquello que queda de la educación y debe actualizarse durante toda la vida. La
tecnología digital penetra la educación aunque no lo proyectemos: información abierta, comunicaciones inmediatas,
acceso a big-data, robótica e inteligencia artificial, entre otras... Todo ello favorece y amplifica las competencias humanas
ya adquiridas. Por tanto, la educación debe incorporarlas y desarrollar también la competencia digital, hoy tan necesaria.
La tecnología se adquiere fundamentalmente con instrucción. La información necesita reflexión para convertirse en
conocimiento. La comunicación precisa de interpretación que relaciona el emisor, sujeto o medio, y el receptor, persona o
grupo, en la elaboración de significado. Hay que conjugar bien la instrucción tecnológica, la precisión o poética del
lenguaje y el análisis semiótico-comunicativo y no es tarea fácil, pues, exige conocimiento y habilidad comunicativa.
</span></p>
<p><span style="font-family: 'ArialMT'; font-size: 9pt;">Llamamos a presentar investigaciones sobre incorporación de tecnología digital en la enseñanza, en el aprendizaje, y
también sobre semiótica de la información y la comunicación para mejor desarrollo del pensamiento crítico. En este
sentido, algunas interrogantes que inauguran este tema son: ¿Qué recursos y propuestas pedagógicas favorecen la
enseñanza y el aprendizaje? ¿Qué filosofía ética sustenta la creatividad personal y la cooperación social? ¿Qué valores
pueden guiar una educación integral y inclusiva para fomentar una cultura humanista? ¿Qué medios y técnicas
electrónico-digitales están disponibles y qué ajustes metodológicos son necesarios? (Por ejemplo: enseñanza de la
lectura, operaciones aritméticas, uso de diccionarios, mapas geográficos, realidad aumentada...) ¿Cómo articular la
tecnología digital, el acceso abierto a la información y un proceso de enseñanza y aprendizaje efectivo? Queremos
conjuntar bien las investigaciones sobre posibilidades y necesidades de la alfabetización digital, así como las prácticas
experienciales en este congreso multidisciplinar de investigación educativa.
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<p><span color="rgb(100.000000%, 60.000000%, 0.000000%)" style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">Tecnologies de la Comunicació i la informació / Digital
</span></p>
<p><span color="rgb(100.000000%, 60.000000%, 0.000000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Tema, sobrevingut a l'Educació en els últims trenta anys, que no podem defugir. La tecnologia digital no resoldrà
l'educació però entenem que avui dia l'educació no pot realitzar-se sense ella. La tecnologia digital suporta i vehicula
informació i comunicació que sempre han estat part integrant de l'educació com a procés de construcció personal i de la
formació, allò que queda de l'educació i ha d'actualitzar-se durant tota a vida. La tecnologia digital penetra l'educació
encara que no ho projectem: informació oberta, comunicacions immediates, accés a big-data, robòtica i intel·ligència
artificial, entre altres... Tot això afavoreix i amplifica les competències humanes ja adquirides. Per tant, l'educació ha
d'incorporar-les i desenvolupar també la competència digital, avui tan necessària. La tecnologia s'adquireix
fonamentalment amb instrucció. La informació necessita reflexió per a convertir-se en coneixement. La comunicació
precisa d'interpretació que relaciona l'emissor, subjecte o mitjà, i el receptor, persona o grup, en l'elaboració de significat.
Cal conjugar bé la instrucció tecnològica, la precisió o poètica del llenguatge i l'anàlisi semiòtica-comunicativa i no és
tasca fàcil, doncs, exigeix coneixement i habilitat comunicativa.
</span></p>
<p><span color="rgb(100.000000%, 60.000000%, 0.000000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Cridem a presentar recerques sobre incorporació de tecnologia digital en l'ensenyament, en l'aprenentatge, i també sobre
semiòtica de la informació i la comunicació per a millor desenvolupament del pensament crític. En aquest sentit, alguns
interrogants que inauguren aquest tema són: Quins recursos i propostes pedagògiques afavoreixen l'ensenyament i
l'aprenentatge? Quina filosofia ètica sustenta la creativitat personal i la cooperació social? Quins valors poden guiar una
educació integral i inclusiva per a fomentar una cultura humanista? Quins mitjans i tècniques electrònic-digitals estan
disponibles i quins ajustos metodològics són necessaris? (Per exemple: ensenyament de la lectura, operacions
aritmètiques, ús de diccionaris, mapes geogràfics, realitat augmentada...) Com articular la tecnologia digital, l'accés obert
a la informació i un procés d'ensenyament i aprenentatge efectiu? Volem conjunyir bé les recerques sobre possibilitats i
necessitats de l'alfabetització digital, així com les pràctiques experiencials en aquest congrés multidisciplinari de recerca
educativa.
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<p><span color="rgb(23.530000%, 47.060000%, 84.710000%)" style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">Tecnoloxías da comunicación e da información / Dixital
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<p><span color="rgb(23.530000%, 47.060000%, 84.710000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Unha temática xurdida na Educación nos últimos trinta anos, que non podemos evitar. A tecnoloxía dixital non resolverá a
educación pero entendemos que hoxe non se pode facer educación sen ela. A tecnoloxía dixital apoia e transmite
información e comunicación que sempre foron parte integrante da educación como proceso de construción e formación
persoal, o que queda da educación e debe ser actualizado ao longo da vida. A tecnoloxía dixital penetra na educación
aínda que non a planifiquemos: información aberta, comunicacións inmediatas, acceso a big data, robótica e intelixencia
artificial, entre outros... Todo iso favorece e amplifica as habilidades humanas xa adquiridas. Por iso, a educación debe
incorporalos e desenvolver tamén a competencia dixital, tan necesaria hoxe en día. A tecnoloxía adquírese
fundamentalmente coa instrución. A información necesita reflexión para converterse en coñecemento. A comunicación
precisa dunha interpretación que relaciona o emisor, suxeito ou medio, e o receptor, persoa ou grupo, na elaboración do
significado. A instrución tecnolóxica, a precisión ou a poética da linguaxe e a análise semiótico-comunicativa deben
combinarse ben e non é unha tarefa fácil, xa que require coñecementos e habilidade comunicativa.
</span></p>
<p><span color="rgb(23.530000%, 47.060000%, 84.710000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Convocamos a presentación de investigacións sobre a incorporación da tecnoloxía dixital no ensino e na aprendizaxe, e
tamén sobre a semiótica da información e a comunicación para o mellor desenvolvemento do pensamento crítico. Neste
sentido, algunhas preguntas que abren este tema son: Que recursos e propostas pedagóxicas favorecen o ensino e a
aprendizaxe? Que filosofía ética sustenta a creatividade persoal e a cooperación social? Que valores poden guiar unha
educación integral e inclusiva para fomentar unha cultura humanística? Que medios e técnicas electrónica-dixitais están
dispoñibles e que axustes metodolóxicos son necesarios? (Por exemplo: ensinanza da lectura, operacións aritméticas,
uso de dicionarios, mapas xeográficos, realidade aumentada...) Como articular a tecnoloxía dixital, o acceso aberto á
información e un proceso de ensino e aprendizaxe eficaz? Queremos combinar a investigación sobre as posibilidades e
necesidades da alfabetización dixital, así como prácticas vivenciais nesta xornada de investigación educativa
multidisciplinar.
</span></p>
<p><span color="rgb(21.960000%, 46.270000%, 11.370000%)" style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">Komunikazioaren eta informazioaren teknologiak / Digitala
</span></p>
<p><span color="rgb(21.960000%, 46.270000%, 11.370000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Azken hogeita hamar urteotan Hezkuntzan sortu den gaia, ezin dugu saihestu. Teknologia digitalak ez du hezkuntza
konponduko baina ulertzen dugu gaur egun hezkuntza hori gabe ezin dela egin. Teknologia digitalak hezkuntzaren osagai
izan diren informazioa eta komunikazioa babesten eta transmititzen ditu, eraikuntza eta prestakuntza pertsonalaren
prozesu gisa, hezkuntzatik geratzen dena eta bizitzan zehar eguneratu beharrekoa. Teknologia digitala hezkuntzan
sartzen da planifikatzen ez badugu ere: informazio irekia, berehalako komunikazioak, big datarako sarbidea, robotika eta
adimen artifiziala, besteak beste... Horrek guztiak lehendik hartutako giza gaitasunak mesedetzen eta areagotzen ditu.
Horregatik, hezkuntzak txertatu behar ditu eta gaur egun hain beharrezkoa den gaitasun digitala ere garatu behar du.
Teknologia irakaskuntzarekin lortzen da funtsean. Informazioak hausnarketa behar du ezagutza bihurtzeko.
Komunikazioak esanahiaren lanketan igorlea, subjektua edo bitartekoa eta hartzailea, pertsona edo taldea erlazionatzen
dituen interpretazioa behar du. Irakaskuntza teknologikoa, hizkuntzaren zehaztasuna edo poetika eta analisi
semiotiko-komunikatiboa ondo uztartu behar dira eta ez da lan erraza, ezagutza eta trebetasun komunikatiboa eskatzen
baitu.
</span></p>
<p><span color="rgb(21.960000%, 46.270000%, 11.370000%)" style="font-family: 'ArialMT'; font-size: 9pt;">Irakaskuntzan eta ikaskuntzan teknologia digitala txertatzeari buruzko ikerketak aurkeztea dei egiten dugu, eta baita
pentsamendu kritikoa hobeto garatzeko informazioaren eta komunikazioaren semiotikari buruzkoa ere. Zentzu honetan,
gai hau irekitzen duten galdera batzuk honako hauek dira: Zer baliabide eta proposamen pedagogikoren alde egiten dute
irakaskuntza eta ikaskuntza? Zein filosofia etiko ditu sormen pertsonala eta lankidetza soziala? Zein baliok gidatu
dezakete hezkuntza integral eta inklusibo bat kultura humanista sustatzeko? Zein euskarri eta teknika elektroniko-digital
daude eskuragarri eta zer doikuntza metodologiko behar dira? (Adibidez: irakurketa didaktikoa, eragiketa aritmetikoak,
hiztegien erabilera, mapa geografikoak, errealitate areagotua...) Nola artikulatu teknologia digitala, informaziorako sarbide
irekia eta irakaskuntza eta ikaskuntza prozesu eraginkorra? Alfabetatze digitalaren aukerei eta beharrei buruzko ikerketak
eta esperientzia praktikak uztartu nahi ditugu diziplina anitzeko hezkuntza-ikerketa jardunaldi honetan
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<p><span color="rgb(86.670000%, 49.410000%, 41.960000%)" style="font-family: 'Arial'; font-size: 14pt; font-weight: 700;">Communication and information technologies / Digital
</span></p>
<p><span color="rgb(86.670000%, 49.410000%, 41.960000%)" style="font-family: 'ArialMT'; font-size: 9pt;">A theme that has arisen in Education in the last thirty years, which we cannot avoid. Digital technology will not solve
education but we understand that today education cannot be done without it. Digital technology supports and conveys
information and communication that have always been an integral part of education as a process of personal construction
and training, what remains of education and must be updated throughout life. Digital technology penetrates education even
if we do not plan it: open information, immediate communications, access to big-data, robotics and artificial intelligence,
among others... All of this favors and amplifies the human skills already acquired. Therefore, education must incorporate
them and also develop digital competence, which is so necessary today. Technology is acquired fundamentally with
instruction. Information needs reflection to become knowledge. Communication requires interpretation that relates the
sender, subject or medium, and the receiver, person or group, in the elaboration of meaning. Technological instruction,
precision or poetics of language and semiotic-communicative analysis must be well combined and it is not an easy task,
since it requires knowledge and communicative skill.
</span></p>
<p><span color="rgb(86.670000%, 49.410000%, 41.960000%)" style="font-family: 'ArialMT'; font-size: 9pt;">We call for the presentation of research on the incorporation of digital technology in teaching and learning, and also on the
semiotics of information and communication for the better development of critical thinking. In this sense, some questions
that open this topic are: What resources and pedagogical proposals favor teaching and learning? What ethical philosophy
underpins personal creativity and social cooperation? What values can guide a comprehensive and inclusive education to
foster a humanistic culture? What electronic-digital media and techniques are available and what methodological
adjustments are necessary? (For example: teaching reading, arithmetic operations, use of dictionaries, geographical
maps, augmented reality...) How to articulate digital technology, open access to information and an effective teaching and
learning process? We want to combine research on the possibilities and needs of digital literacy, as well as experiential
practices in this multidisciplinary educational research conference.
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<p> </p><p> </p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-52868242644757888432024-01-15T12:31:00.006+01:002024-01-17T10:39:46.427+01:00A l'ESCOLA falta música, molta música. Adoba tots els aprenentatges.<p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwRwIaH-FhU0CS-tC5oOyJPJyedobFpScRiMPT3s-9wbjieou46hdQecHz75cFNGx9gLyv5Jhvk_atYrSw2frnVTIzrpM_3dL6jQwR2s2_frQESnI8UCCFl6EPAnxRmeP9P0uiuz1RlqxXfLbrZDX1K4EH04mJLMMc80JOZvZsI97VzfHv5dp8woN985ar/s4032/tradicionarius1.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwRwIaH-FhU0CS-tC5oOyJPJyedobFpScRiMPT3s-9wbjieou46hdQecHz75cFNGx9gLyv5Jhvk_atYrSw2frnVTIzrpM_3dL6jQwR2s2_frQESnI8UCCFl6EPAnxRmeP9P0uiuz1RlqxXfLbrZDX1K4EH04mJLMMc80JOZvZsI97VzfHv5dp8woN985ar/s320/tradicionarius1.JPG" width="240" /></a></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;">He anat a la inauguració de <b>Tradicionàrius, 37è Festival Folk Internacional, 30 anys al Centre Artesà Tradicionàrius</b>
de Gràcia amb activitat completa d'actuacions, actualització i escola
d'instrumentistes. Música d'arrel tradicional catalana donant entrada a
música tradicional mediterrània, europea i d'arreu sense restriccions.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Un patrimoni musical que recupera, dinamitza i escampa amb tota la diversitat de parlars de la Catalunya gran, el país de llengua catalana sense fronteres administratives. Un patrimoni musical, amb tota la diversitat de ritmes, sons i tonades on tothom s'entén, juga a la diversitat i comparteix l'alegria i la festa. En tot moment, viu record de Jordi Fàbregas que en va ser el puntal.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Això és possible perquè és música sentida , expressada amb art i voluntat de comunicació. No és espectacle sinó motiu de participació i alegria compartida. No debades vam acabar cantant tots, dansant i brindant amb coca i xampany. Jaume Arnella i Joan Soler Amigó ens van donar 'Les rondes del vi'. La música, la cançó i un petit de vi perquè la festa és comunitària. I de Viasona a 'Via fora somatent', sense malícia, però sense perdre al identitat.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKj1iwKINjf6Zwzj188bMJe24zv4jY_HT7iysbNRNUvg0SsAZGj9iZtJqxmXYs9m5jqbyW91UusFgSC1vC-RpKOjxWYcQmozNbKT8cCxkONHOinVDkL9k7wWw-0QRIVSAyCq6n-8vcU58LGCyxejBuzt-Sd9hy6PVhwMBrGDByuWsF_N60ZjYnR3Y1PO4S/s4032/Tradicionarius2.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKj1iwKINjf6Zwzj188bMJe24zv4jY_HT7iysbNRNUvg0SsAZGj9iZtJqxmXYs9m5jqbyW91UusFgSC1vC-RpKOjxWYcQmozNbKT8cCxkONHOinVDkL9k7wWw-0QRIVSAyCq6n-8vcU58LGCyxejBuzt-Sd9hy6PVhwMBrGDByuWsF_N60ZjYnR3Y1PO4S/s320/Tradicionarius2.JPG" width="240" /></a> </div><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Gralles, acordions diatònics, violes de roda, violines, llaüd, flabiol (flaviol, fobiol) i percussions diverses barregen tota mena de sons, timbres i ritmes que mouen l'ànima i activen el cos.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Són ritmes i sons de la nostra cultura que ens activen perquè ja els hem rebut amb l'herència paragenètica. Així el nostre cervell identifica amb familiaritat els ritmes i sons d'aquí fins al Tirol, a Macedònia o a Irlanda i poc a poc es perceben com diferents o estranys els de l'Àfrica, o la Xina. Alhora, com més música s'escolta més se sent, es troba gust en aquests sons i ritmes que no eren els nostres en néixer però que ho van sent rebuts per cultura. Aquests músics que Tradicionarius aplega i altres haurien de rodar per les escoles; que els infants i joves poguessin oir-los, escoltar-los i sentir-los un cop l'any. Tampoc seria tan car i convé que segueixin dedicant-s'hi.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Un país de llengua catalana que té aquest patrimoni musical que penetra per la via emocional perquè activa la dimensió psicofísica està abandonat. Està abandonat perquè aquesta és pedagogia musical per a la primera infància, anterior al llenguatge oral i estructurat. En la primera infància, fins als set anys, música i cançó han de ser presents a l'educació cada dia i ho hem deixat per a mestres especialistes, una hora a la setmana. El ritme i la tonada són desenvolupament i joc gratificant en la primera infància. Si no ho oferim als infants, a què jugaran?... Tan aviat juguen a futbol?... Alguns encara no caminen que ja xuten la pilota. Hem oblidat la saviesa de la paideia grega que abans de la gramàtica posava la música-dansa, el cant que ja és llenguatge i l'educació física.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">La pedagogia musical va tenir una notable presència amb la renovació pedagògica de l'escola catalana. No era amb finalitat d'aprenentatge directe sinó per higiene i salut escolar, amb fonament de psicologia evolutiva i amb socialització alegre. I sens dubte creava un ambient altament favorable a l'aprenentatge escolar. Si va ser rellevant i funcional aquells anys, avui encara és més necessari. Avui que se sent música i ritme arreu, que es veu en pantalles, estem passant per alt l'etapa de desenvolupament personal psicofísic. L'educació escolar no ho pot passar per alt i les famílies ho poden incorporar al seu temps de lleure i convivència.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Començar amb música rock o reggaeton amb infants menuts és una hiperactivació externa atès que no suposa desenvolupament interior harmònic. Ja s'hi arribarà, més grans, no hi ha límit. Però cal seguir el procés evolutiu paragenètic cultural. Si s'inicia amb els ritmes i tonades de la nostra cultura s'activen ritmes i tonades que ja estan pregravats al cervell, es desenvolupen amb harmonia interior i amb autocontrol. No és una hiperactivitat estimulada. D'altra banda ho viuen com a joc i ho reprodueixen en estrones d'esbarjo especialment quan s'apleguen en colla. Solament observant els patis de l'escola podem veure si han estat iniciats en aquesta harmonia o, faltats d'iniciatives reprodueixen les que els ha mostrat la societat de massa: els nens xutant pilotes, les nenes pentinant barbies. (Estereotips socials i de gènere).</span> <br /></p><p><img alt="" height="459" 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" width="459" /> <br /></p><p> </p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDDsV5oLllC799vUilPqRoqKvxlYBQeZoKOkNIFC0Z7wqSg-7x4J8T4W421y__gP02gq_GVps7Q3wsXx8MFVYvB9SGD0K-WKwpPvgLF3K7VmQRaLtZoj3otaZPbqWJaSJ3ItfxL0HMChg04GCUlmEJkMsB1gIdf4bRu6OGa1ptTOG_z3sRr5UVC1J50WSk/s640/sardanes.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="355" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDDsV5oLllC799vUilPqRoqKvxlYBQeZoKOkNIFC0Z7wqSg-7x4J8T4W421y__gP02gq_GVps7Q3wsXx8MFVYvB9SGD0K-WKwpPvgLF3K7VmQRaLtZoj3otaZPbqWJaSJ3ItfxL0HMChg04GCUlmEJkMsB1gIdf4bRu6OGa1ptTOG_z3sRr5UVC1J50WSk/w266-h355/sardanes.jpg" width="266" /></a><span style="font-family: verdana;"> <br /></span></div><p style="text-align: justify;"><span style="font-family: verdana;">La pedagogia musical: ritme, dansa, música, tonada, expressió corporal, cançó... ha de formar part de l'activitat escolar fins als set anys de manera regular. Activarà iniciatives de joc i arribarà a la llar familiar. Les famílies poden completar-ho participant en ballades al carrer. Recordem una vegada més que la sardana és una dansa amb fonament psicofísic, desenvolupament o manteniment físic i música brillant, antidepressiva. D'altra banda és dansa social, de germanor, també de festeig, una mica rígida. Penso que no perdria identitat si després de dues o tres tirades, a cada nova tirada alguns balladors entressin al cercle amb desenvolupament lliure sense canviar el ritme. Es pot mantenir el rigor matemàtic compatible amb creativitat imaginativa. Els infants que s'haguessin iniciat serien joves balladors àgils, divertits i creatius. D'altra banda cal trobar una indumentària més actual, que la tradicional i que la renovada.</span><br /></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;">El desenvolupament de pedagogia musical a l'aula o a la la sala d'actes ha de donar ocasió de joc i esbarjo. Als patis de les escoles es pot fer una oferta lliure un dia setmanal: racó de dansa amb música, trobada de cançó amb animador musical, espai de salt de corda, rutlles i diàbolos, gomes o xarranca, racó de contes i teatre. Són iniciatives que no tenen cap cost i estenen el desenvolupament personal harmònic.</span><br /></p><p style="text-align: right;"><span style="font-family: verdana;"><span style="font-size: x-small;"> Martí Teixidó, pedagog </span></span><br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-76260937212681612782024-01-08T08:30:00.008+01:002024-01-08T08:55:29.756+01:00Mesures de millores educatives a curt i mitjà termini.<p><b style="mso-bidi-font-weight: normal;"><span face=""Verdana",sans-serif" lang="CA" style="background: white; color: #c00000; font-size: 14pt; mso-bidi-font-family: Arial; mso-fareast-language: ES-TRAD;">Mesures de millores educatives a curt i mitjà termini.</span></b></p><p>
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEckwacatuVkL_R4uPbZ9jjXBwdNTxQojRmqSU2hR75UJOmMu3nK8MKfFk7F5iKM37BmVBOxHmNQ2X5VwNvM9geN0vdrNfikcKF34-q2l0tArw21ba5yKW1od0yTJX8y91J2Rjl0cOsIECwj6E2sf5eFvc4vnpQJ5FmdNoBhH-U0vjQrjYPLjeTuAlY0hD/s712/comenc%CC%A7ar.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="668" data-original-width="712" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEckwacatuVkL_R4uPbZ9jjXBwdNTxQojRmqSU2hR75UJOmMu3nK8MKfFk7F5iKM37BmVBOxHmNQ2X5VwNvM9geN0vdrNfikcKF34-q2l0tArw21ba5yKW1od0yTJX8y91J2Rjl0cOsIECwj6E2sf5eFvc4vnpQJ5FmdNoBhH-U0vjQrjYPLjeTuAlY0hD/w259-h242/comenc%CC%A7ar.png" width="259" /></a></div><div style="text-align: justify;"><span face=""Verdana",sans-serif" lang="CA" style="background: white; color: #666666; font-size: 10.5pt; mso-fareast-language: ES-TRAD;">El Departament d’Educació proposarà al Govern de
la Generalitat l’aprovació d’un grup de 18 noms que formaran el grup impulsor
de mesures de millores educatives a curt i mitjà termini. Format per
representants de la comunitat educativa i de l’àmbit acadèmic, s’ha dissenyat
buscant reflectir la diversitat tant a nivell d’etapes educatives com a nivell
territorial, de complexitat de centres, de titularitat i a nivell disciplinar
–tenint en compte sectors com<i style="mso-bidi-font-style: normal;"> la formació
professional o l’expertesa en la immersió lingüística-.</i></span></div>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></i></p><p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></i></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></i></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;"> </span></p><p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;">Per algun col·lega amic vaig saber que ja es devia
conèixer la composició de la comissió quan m’escrivia: “Vaig pensar que un dels
jubilats en la comissió series tu…una pena que no hi siguis. Sempre la mateixa
corrent de pensament…donant voltes a la sínia…no ens en sortirem.” Certament,
pensava que comptarien amb mi; el Col·legi de Pedagogia de Catalunya ho havia
proposat. Els qui confegien la comissió hem coneixen prou bé per haver
treballat junts i deuen haver considerat que no puc fer la necessària contribució.
Altrament, no és fàcil articular expertesa i representació; els experts poden
no ser representatius i els representants poden no ser experts. (Com en corrent
elèctric, no es pot enllaçar continu amb altern sense rectificador). Cal
distingir pedagogia ciència de l’educació de política de l’educació per bé que
han d’estar enllaçades.</span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;">Fa set anys que em van jubilar d’horari però amb quaranta-vuit
anys de docent actiu, estudiós de la pedagogia i supervisor del sistema
educatiu he acumulat molt de coneixement que jo no necessito i l’he d’anar
repartint. He seguit fent feina, atent a l’educació, responent a les
necessitats i problemes. La inversió econòmica en educació s’ha d’incrementar,
sens dubte, però amb els recursos humans que tenim: els alumnes en primer lloc
i els professors, hauríem d’assolir millors resultats. No ens hem de proposar millorar
els resultats, sinó els processos, i els resultats seran millors. <span style="mso-spacerun: yes;"> </span>Ja vaig dir en ocasions, en reunions de
directors, que el que convé és dirigir l’acció educativa, més que ser el
director. Procuraré contribuir a la direcció de l’educació de Catalunya amb propostes
didàctiques a l’aula, en direcció pedagògica de l’equip docent i en supervisió
del sistema educatiu amb visió sistèmica.</span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="font-size: 10pt; mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Obro capítol
1</span></i></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Mesures de
millores educatives immediates.</span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">No cal
esperar el proper curs</span></b><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">.</span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Millorar d’immediat
la lectura a primària</span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Lectura col·lectiva. Molta oralitat, modelatge del
mestre, grup coral, seguretat individual. Repetició, musicalitat i èmfasi. </span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Lectura personal. Lectura mental lliure. Observació
del mestre. Orientació personalitzada: temps de lectura, extensió de la
lectura, tipus de llibre/relat.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Gust per la lectura. Activar gust per tota lectura
a partir del gust personal associat a aptituds i tarannà. Fer de la lectura a casa
un esplai un vincle familiar amb pares o avis, germans grans o germans petits.
Associar lectura i cançó.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Deixem de banda les tipologies textuals a l’aula de
primària. És el mestre qui les ha de tenir presents sense atabalar.</span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><i style="mso-bidi-font-style: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Millorar d’immediat
l’oralitat a secundària</span></i></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l0 level1 lfo2; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">El professor s’ha de saber, ell mateix, model de
llengua, de llengües. Habituar-se a llenguatge ben construït, ordenat, pausat i
expressiu. Valor de la mirada, del gest, de la tonalitat modulada.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l0 level1 lfo2; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Expressió oral regular dels alumnes. Comentaris de
tres a cinc minuts. Inicialment es pot llegir una pagina. Més endavant amb
suport de guió. Cal assolir l’autonomia i parlar directament. Atenció a
vocalització, a coherència i a sentit o contingut. Es pot obrir torn per a una
correcció i per a una rèplica. Activitat àgil, cada setmana tres alumnes; cada
alumne de tres a quatre intervencions formals al curs. Actiu, s’aprèn dels
companys cada setmana.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l0 level1 lfo2; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Expressió oral prèvia. Si no hi ha base suficient, evitar
el desànim, cal allargar l’etapa de lectura de comentari escrit o de selecció
de lectura motivada. El professor ha de fer l’adequada mediació (orientació i
valoració) a alguns alumnes en aquesta fase.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l0 level1 lfo2; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Ús de llengües. Tots els alumnes han de ser
competents en llengua catalana, en llengua castellana i progressar en l’anglès
(o altra). Cal incorporar progressivament els usos i correspon al professor
mostrar al seva competència plurilingüe encara que s’estigui millorant en anglès.
Amb estudiants de secundària, el professor és estudiós.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Mesures de
millores educatives a curt termini</span></b></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Identificar la direcció pedagògica del centre que
tingui visió sistèmica amb fonament científic i respostes segures orientant els
docents. Pot coincidir o no amb la direcció institucional.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Configurar equips docents de cicle que assegurin la
coherència de l’acció i la continuïtat amb els mateixos alumnes, tres cursos a
primària i quatre a secundària, és recomanable. Amb independència de la tutoria
de grup, assegurar una atenció personalitzada discreta d’uns quinze alumnes amb
continuïtat revisable. Tendir a assignar dos docents amb continuïtat a cada
grup.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Institucionalitzar sessions psicosociopedagògiques
setmanals centrades en monografies d’alumnes (de tots, no dels que no progressen
bé): descripció, valoració i mesures. (Sessions àgils). El tutor personalitzat
presenta l’alumne, considera les aportacions de tots els qui el coneixen i es fa
càrrec de les mesures i registre de seguiment.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Institucionalitzar sessions curriculars didàctiques
de l’equip docent. Es presenta una competència o àmbit competencial, la seqüenciació
longitudinal de progrés d’aprenentatge i la interdisciplinarietat per
desenvolupar-la en diversos àmbits de coneixement.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l2 level1 lfo3; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Tot mestre o professor ho es de llengua, de llengües.
Cal exigència de rigor en la llengua/llengües, ja entre els professors
(Observar incorreccions i mals usos i explicitar-los al final d’una sessió
conjunta, correcció interpersonal sense judici). Així mateix s’ha de fer en les
classes amb els alumnes.</span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span face=""Verdana",sans-serif" lang="CA" style="mso-bidi-font-family: Arial;">Mesures de
millores educatives a mitjà termini</span></b></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l3 level1 lfo4; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA">Assegurar
progressivament la direcció pedagògica de cada centre a partir de coneixement i
supervisió directa a més de considerar la carrera docent. Identificar
direccions que poden exercir la supervisió de centres pròxims. Focalitzar la
intervenció supervisora de la inspecció en els centres no consolidats o mal
orientats.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l3 level1 lfo4; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA">Pla
de cinc anys per identificar i estendre la direcció pedagògica a tots els
centres, diferenciada de la direcció o presidència institucional. Estabilitzar
el càrrec per períodes llargs amb la retribució adequada i exigència d’actualització.
Encarregar a directors la supervisió de proximitat de centres poc consolidats.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l3 level1 lfo4; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Verdana",sans-serif" lang="CA">Completar
les plantilles amb dos docents, dona i home, per a cada grup amb ràtios plenes
(25/30) absorbint els sistema de substitucions, el seu cost i els costos de
gestió. (Una forma pedagògica d’aplicar la</span><span lang="CA"> reducció de ràtio
per grup). Un </span><span face=""Verdana",sans-serif" lang="CA">valor
afegit, necessari: presentar als alumnes una imatge de dona i home treballant
junts en equip, amb igualtat i complement</span><span lang="CA">arietat.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l3 level1 lfo4; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="CA">Impulsar la supervisió recíproca
cooperativa de centres integrats en xarxes. Afavorir i reconèixer les escoles
vinculades en xarxa, sigui per titularitat d’ensenyament, d’institució acadèmica
cultural, d’institució patronal acreditada; per orientació pedagògica identificada
(Montessori, Freinet...), per orientació singularitzada (ciència, teatre, música...)
per pla de cooperació en activitats conjuntes (correspondència escolar i
col·laboració telemàtica).</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt; mso-list: l3 level1 lfo4; text-indent: -18pt;"><span lang="CA" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="CA">L’Administració ha d’anar
reconeixent, amb garanties, grups d’escoles i xarxes que funcionen amb
iniciativa pròpia i fan pública la seva orientació específica. Tanmateix ha d’atendre
de manera directa i intensa els centres no consolidats i amb majors dificultats
amb l’òrgan propi de supervisió professional que ha de ser la inspecció d’educació.</span></p>
<p class="MsoNormal" style="margin-left: 21.3pt;"><span lang="CA"> </span></p>
<p align="right" class="MsoNormal" style="margin-left: 21.3pt; text-align: right;"><span lang="CA" style="font-size: 10pt;">MTP. Barcelona. 8 de gener de 2024</span></p>
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{margin-bottom:0cm;}</style> <br /></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf10oB9rT1vJU5NKwwe6ANvFDZJtZlxsyv_UFjDw0c7TFQ30CkyWPf2AeGSVK8oaN9Z76HLu_2ASrnyJhUyLsr9V2HbZ3LflCBab47voXCnozWEaspQ-hTiZYhgdT3B9QBp-wv0SNFTK3BCA0gjXBZn7ljC06b65kD875i6uZeSHxf9dIC3wJ004iHoIOh/s712/comenc%CC%A7ar.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="668" data-original-width="712" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf10oB9rT1vJU5NKwwe6ANvFDZJtZlxsyv_UFjDw0c7TFQ30CkyWPf2AeGSVK8oaN9Z76HLu_2ASrnyJhUyLsr9V2HbZ3LflCBab47voXCnozWEaspQ-hTiZYhgdT3B9QBp-wv0SNFTK3BCA0gjXBZn7ljC06b65kD875i6uZeSHxf9dIC3wJ004iHoIOh/s320/comenc%CC%A7ar.png" width="320" /></a></div><br />Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-18749768925228005692024-01-03T16:34:00.014+01:002024-01-05T18:55:18.071+01:00PISA 2022. L’Índex Econòmic, Social i Cultural (IESC)<p> </p><p> <span lang="CA" style="clear: left; color: #0070c0; float: left; font-size: 16pt; margin-bottom: 1em; margin-right: 1em; mso-bidi-font-family: Arial;">PISA 2022. L’Índex Econòmic, Social i Cultural (IESC)</span></p><p align="left" class="MsoNormal" style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHFDZA5Q1ldmoYnhhQTDFo2_MGoRoDmwNrLKDX9g5FCsHzXHNf7sMoWJl1xMxwVLG8IGQQuuqhqK7bcJ3s6039p9ddFO01vkWW64JXYVGvwZwVzjgkhioZgKHtK7BR_YjN8dbqdpVUHPZVmGKTRqih1p9KHG10dPpiVeQvPtJvRINKWWGOnBpiiLGkbDi/s552/PISA%202022.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="552" data-original-width="393" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbHFDZA5Q1ldmoYnhhQTDFo2_MGoRoDmwNrLKDX9g5FCsHzXHNf7sMoWJl1xMxwVLG8IGQQuuqhqK7bcJ3s6039p9ddFO01vkWW64JXYVGvwZwVzjgkhioZgKHtK7BR_YjN8dbqdpVUHPZVmGKTRqih1p9KHG10dPpiVeQvPtJvRINKWWGOnBpiiLGkbDi/s320/PISA%202022.png" width="228" /></a></div><br /><br /><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span><p></p><p align="left" class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span></p><p align="left" class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;">Martí Teixidó</span></p>
<p class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span></p>
<span lang="CA" style="mso-bidi-font-family: Arial;"></span><p>
</p><p align="center" class="MsoNormal" style="text-align: center;"></p>
<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="color: #0070c0; font-size: 16pt; mso-bidi-font-family: Arial;"> </span></b></p>
<p align="left" class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span></p><p align="left" class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span></p><p align="left" class="MsoNormal" style="text-align: left;"><br /></p>
<p class="MsoNormal" style="text-align: left;"><span lang="CA" style="color: black; font-variant: small-caps; mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;">PISA
analitza bé des de 2003 la <b><i style="mso-bidi-font-style: normal;"><span style="color: black;">variància interna</span></i> </b>(diferències de puntuació entre
alumnes del mateix centre) i <i style="mso-bidi-font-style: normal;"><b>variància
externa</b></i> entre centres (diferències de puntuació atribuïbles a la procedència
social dels alumnes). La <i style="mso-bidi-font-style: normal;">variància externa</i><b>
</b>pot anar lligada la segregació urbana que es reflecteix a l’escola. La <i style="mso-bidi-font-style: normal;">viariància interna</i> posa de manifest l’acció
del centre i el sistema pedagògic que fa possible reduir l’efecte de les diferències
econòmiques, socials i culturals. La variància és un bon descriptor estadístic,
no per comparar centres sinó per valorar la funcionalitat del sistema escolar.
Se n’infereix la influència de la institució escolar per millorar el país incrementant
l’accés dels ciutadans a la cultura, reduint la desigualtat social i econòmica.
A partir de l’anàlisi de la variància perd sentit parlar generalitzadament de
la correlació entre condicionaments econòmics i socials i resultats escolars
(La tesi de Coleman de 1966). Aplicant una intervenció pedagògica adequada es pot
reduir la variància interna que es el que pot fer cada escola (La tesi d’Edmons
de 1974).</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial;">El rendimiento de los
estudiantes está relacionado con el estatus socioeconómico, pero estarelación dista mucho de
ser determinista. La evidencia anterior ha demostrado que algunos estudiantes
pueden romper el ciclo de desventaja, vencer las probabilidades en su contra y
lograr un mejor desempeño en PISA de lo que se hubiera esperado dado su estatus
socioeconómico </span></i><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial;">(OCDE, 2011). PISA 2022, pàg. 117.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;">Si no hi ha
gran variància externa, entre centres podem pensar que no hi ha gran segregació
econòmica i social. Sens dubte ho afavoreix un pla de distribució més equitativa
dels alumnes de famílies desfavorides sempre que no generin un desarrelament.
Ho afavoreix, dic, però <b>és l’acció educativa interna de cada centre la que més determina
<span style="mso-spacerun: yes;"> </span>el progrés dels alumnes</b> i això s’evidencia
en la la disminució de la variància interna. Per major precisió convé distingir
entre variància interna i la part explicable per<span style="mso-spacerun: yes;"> </span>l’índex d’estatus econòmic, social i cultural
(IESC de PISA). Així convé veure quants alumnes superen les expectatives que es
podien pressuposar en considerar les seves condicions inicials i en tot cas
veure que distribuïts equitativament en surten beneficiats ells i no hi perden
res els companys. Això és acció institucional del centre i cal atribuir-la a la
intervenció de l’equip docent com a resultat de l’anàlisi psicosocial i la unitat
d’acció pedagògica.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;">PISA 2002 analitza
la variància entre països en matemàtiques i en el cas d’España</span><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial;">: “Varianza explicada
por el ISEC (R<sup>2</sup>). Comunidades y ciudades autónomas</span><span lang="CA" style="mso-bidi-font-family: Arial;">.” (España: R<sup>2 </sup>= 0,142
que oscil·la entre comunitats autònomes: R<sup>2</sup> interval de <sup><span style="mso-spacerun: yes;"> </span></sup>0,075 a 0,177. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA" style="mso-bidi-font-family: Arial;">A Catalunya
l’IESC R<sup>2</sup> = 0,154 té més influència en els resultats <span style="mso-spacerun: yes;"> </span>que al conjunt d’España R<sup>2</sup> = 0,142,
similar al conjunt de la OECD R<sup>2</sup> = 0,155<span style="mso-spacerun: yes;"> </span>i força inferior al conjunt de la Unió
Europea<span style="mso-spacerun: yes;"> </span>R<sup>2</sup> = 0,180</span></p>
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" width="569" /></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: ES;">El ISEC no influye por igual en todos los países o
regiones que se han incluido en este informe. Un dato interesante, que aporta
información relevante sobre la equidad de los sistemas educativos de los
países, es la proporción de variabilidad en los resultados que es atribuible a las
diferencias sociales, económicas y culturales, información que proporciona el
coeficiente de determinación </span></i><span style="mso-ansi-language: ES;">(</span><span style="mso-ansi-language: ES; mso-bidi-font-family: Arial;">R<sup>2</sup></span><i style="mso-bidi-font-style: normal;"><span style="mso-ansi-language: ES;">) de la
regresión lineal del rendimiento en cada país sobre el estatus social ,económico
y cultural. Cuanto más alto es el coeficiente de determinación, es decir,
cuanto mayor sea el porcentaje de variabilidad explicado por el ISEC en los
resultados, menor es el nivel de equidad del sistema educativo.</span></i><span style="mso-ansi-language: ES;"> PISA 2022, pàg. 125.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-ansi-language: ES;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA">El nivell d’equitat del sistema educatiu de
Catalunya pot ser acceptable en termes de conjunt però cal analitzar <b>entorns i
centres<span style="mso-spacerun: yes;"> </span>on l’estatus social econòmic i
cultural dels alumnes <span style="mso-spacerun: yes;"> </span>es desfavorit i
incrementar els recursos professionals, d’equipament i de despesa econòmica <span style="mso-spacerun: yes;"> </span>per als alumnes.</b> A l’equip docent se li
demanarà una intervenció pedagògica més intensa i un ensenyament més personalitzat
en favor dels alumnes que ho necessiten.<span style="mso-spacerun: yes;">
</span>Ara bé, si tenim més equitat a la baixa, no ens podem donar per
satisfets i cal millorar la intervenció pedagògica en el conjunt de centres. </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA">Cal recordar que les proves PISA es fan sobre
una mostra representativa de centres, però una mostra. Les les proves de les darreres
edicions cada vegada han estat menys basades <span style="mso-spacerun: yes;"> </span>en aprenentatge per recepció i han estat més
competencials. És possible que malgrat l’impuls als aprenentatges competencials
en la renovació del currículum escolar dels darrers anys, les pràctiques
escolars hagin estat incertes per falta de seguretat professional i de direcció
pedagògica.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA">Dues conclusions. Si atenem els alumnes més
desfavorits es redueix la variància interna del centre. La reducció de variància
i millora de resultats del conjunt de centres reduirà encara més la variància externa
entre centres, reduirem la desigualtat i millorarem la cohesió social.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA">Cal alhora que cada centre tingui una direcció
pedagògica sòlida per fer el canvi a uns aprenentatges competencials que han d’aplicar
uns docents que probablement van aprendre més amb aprenentatge per recepció i
estudi.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="CA"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><a href="https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img alt="" 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" /></a><span lang="CA" style="font-family: "Times New Roman",serif; mso-fareast-language: ES-TRAD;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span lang="CA">PISA 2022. <i style="mso-bidi-font-style: normal;">Programa para la Evaluación Internacional de
los Estudiantes. Informe español</i>. <i style="mso-bidi-font-style: normal;">Versión
preliminar.</i> <span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="text-align: left;"><span lang="CA"><span style="mso-spacerun: yes;"> </span><a href="https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf">https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf</a>
</span></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
<p class="MsoNormal"><span lang="CA"> </span></p><h2 style="box-sizing: border-box; counter-reset: h3 0; font-family: var(--data-headings-font-family); font-size: 2rem; font-weight: 500; line-height: 1.2; margin-bottom: 5px; margin-top: 0px;">One response to “<span style="box-sizing: border-box;">El règim PISA: La lògica neoliberal en educació</span>” https://diarieducacio.cat/<br /></h2><ol class="comment-list" style="box-sizing: border-box; list-style: none; margin-bottom: 1rem; margin-top: 0px; padding-left: 0px;"><li class="comment even thread-even depth-1" id="comment-61215" style="box-sizing: border-box;"><article class="comment-body" id="div-comment-61215" style="border: 1px solid rgb(140, 140, 140); box-sizing: border-box; display: block; font-size: 0.8947rem; margin: 20px 0px; padding: 10px;"><footer class="comment-meta" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; display: block; font-family: "Open Sans", sans-serif; font-size: 16.9993px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 20px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div class="comment-author vcard" style="box-sizing: border-box;"><img alt="" class="avatar avatar-32 photo" height="32" src="https://secure.gravatar.com/avatar/ce0b1addc011f03b03a19d75587ee87d?s=32&d=mm&r=g" style="border-style: none; box-sizing: border-box; vertical-align: middle;" width="32" /><span> </span><b class="fn" style="box-sizing: border-box; font-weight: bolder;">Martí Teixidó, pedagog dr.</b><span> </span><span class="says" style="box-sizing: border-box;">ha dit:</span></div><div class="comment-metadata" style="box-sizing: border-box; font-size: 0.8421rem; margin-top: 10px;"><a href="https://diarieducacio.cat/el-regim-pisa-la-logica-neoliberal-en-educacio/#comment-61215" style="background-color: transparent; box-sizing: border-box; color: var(--data-color-primary); text-decoration: underline;"><time datetime="2024-01-04T10:06:31+01:00" style="box-sizing: border-box;">04/01/2024 a les 10:06</time></a></div></footer><div class="comment-content" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 16.9993px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;">PISA no és una avaluació pedagògica, és una mesura dels resultats de la institució econòmica empresarial OCDE. Això queda ben exposat pel Foro de Sevilla en aquest article i ens convé difondre-ho.<br style="box-sizing: border-box;" />La primera confusió conceptual que ha aconseguit plantar l’OCDE és que els resultats escolars en aprenentatges instrumentals són rendiment educatiu. Per al món empresarial, els resultats, econòmics, en diner és clar, són rendiment econòmic. Resultats de guanys, descomptats els costos de producció. No així en educació. Ho entendrem millor amb el rendiment d’una màquina com un automòbil; el rendimemt no és l’alta velocitat que pot assolir sinó les prestacions en funció de la potència i equipament. Tanmateix, l’educació no és un resultat sinó un procés de desenvolupament personal, una equació inversa: no es tracta d’estalviar costos personals, ben al contrari exercitar capacitats personals que així es desenvolupen.<br style="box-sizing: border-box;" />“El rendiment personal dels alumnes és un quocient entre les seves realitzacions i aprenentatges assolits i les seves capacitats personals. Així, hi ha alumnes amb evidents capacitats que rendeixen per sota malgrat superin proves i assoleixin acreditació acadèmica. Hi ha alumnes amb limitacions personals reconegudes que rendeixen per sobre de les capacitats que se’ls suposen.”<span> </span><a href="https://diarieducacio.cat/pisa-qualitat-de-lensenyament-i-sistema-pedagogic/" rel="ugc" style="background-color: transparent; box-sizing: border-box; color: var(--data-color-primary); max-width: 90vw; text-decoration: underline; word-break: break-word;">https://diarieducacio.cat/pisa-qualitat-de-lensenyament-i-sistema-pedagogic/</a><br style="box-sizing: border-box;" />I això també és aplicable al rendiment educatiu dels centres; segons les condicions d’entrada i de context cal valorar els resultats i no comparant resultats entre centres desiguals i prenent la mitjana com a referència. Que no ens enganyin i no ens enganyem. Les escoles dels països occidentals tenen un baix rendiment i obsessionades pels resultats no saben on van. Ja hem vist el miratge de Finlàndia i no vull per als nostres infants el model de països punters (Japó, Korea). La pedagogia ha pensat i assajat sistemes d’aprenentatge eficaços i gratificants alhora (Montessori, Decroly, Kilpatrick, Ferrière, Freinet, Freire…). Aprofundim-los i adaptem-los a la societat actual com ja va proposar la institució UNESCO, d’educació, ciència i cultura, amb l’informe “Aprendre a ser” (1973).</p></div><br class="Apple-interchange-newline" /><br /></article></li></ol><p class="MsoNormal"></p>
Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-59222299202510718042024-01-01T18:13:00.012+01:002024-01-02T10:57:55.126+01:00Recursos pedagògics per al 1r dia del trimestre 2024. Motivació i cultura.<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc59mU6V2qxPBbNhwRS1PitcbZCgBsE7UHtqCI-m0wlGefo1hI036SqVv3FkvJ2-Vm4JtkpFSW0Pbc-c-vGZNHQH0lR5_VvDcdwc59aM_yEw5EwuMhajhK0KxfDskNFVLBw0ew-VUori_Wq7dSJUu4z8M5uj6uZgUBo-NYis8SQEIEi6TYsiFpoJVmVUSy/s857/calendari%20pagesos.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="857" data-original-width="734" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc59mU6V2qxPBbNhwRS1PitcbZCgBsE7UHtqCI-m0wlGefo1hI036SqVv3FkvJ2-Vm4JtkpFSW0Pbc-c-vGZNHQH0lR5_VvDcdwc59aM_yEw5EwuMhajhK0KxfDskNFVLBw0ew-VUori_Wq7dSJUu4z8M5uj6uZgUBo-NYis8SQEIEi6TYsiFpoJVmVUSy/w322-h376/calendari%20pagesos.jpeg" width="322" /></a></div><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">El 1r dia del segon trimestre,
enguany el dilluns, 8 de gener, és un dia clau per acollir els alumnes i
copsar aviat al seva atenció per a l'aprenentatge. Amb vailets de tretze anys, en una ocasió els vaig presentar la configuració del calendari des de Roma com venia explicat al <i>Calendari dels pagesos. </i>Altres anys vaig recórrer a alguna explicació d'aquest calendari, cada anymés complet i ben documentat. Enguany ja tindria a punt l'entrada a classe.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">"El judici de l'any", que ve versificat per Anaís Falcó i Christian Simelio, és ben adequat. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">També s'hi pot trobar "Transhumància, camins ramaders, pastors i pastores" o com recol·lectar, assecar i conservar plantes medicinals. També conèixer els rellotges analemàtics i potser se'n podria fer un al pati. Tot i més al <i>Calendari dels pagesos 2024, un quadern de 54 pàgines per 4,20 €. </i>Tot un recurs cultural que podem convertir en recurs pedagògics si hi sabem posar objectius d'aprenentatge.<i><br /></i></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3gzyc-NdEdFz7rmszl8tdNd1wX0dtJKRIMlqLp5Hn6XmEvKKotrpqumLuNky7KnL4YOMFlkykVy4WbCd3dJfLfgq30yy45eT9R6AipbcMgOj8FjLq8J4EfxMQAdjY04KwDTPB6JvZBxpF-qQWWCaNkaLynTMV2ea41jj6nl3DeWF2bfONSk3yACCy4vl7/s640/Judici%202023.jpeg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="640" data-original-width="416" height="683" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3gzyc-NdEdFz7rmszl8tdNd1wX0dtJKRIMlqLp5Hn6XmEvKKotrpqumLuNky7KnL4YOMFlkykVy4WbCd3dJfLfgq30yy45eT9R6AipbcMgOj8FjLq8J4EfxMQAdjY04KwDTPB6JvZBxpF-qQWWCaNkaLynTMV2ea41jj6nl3DeWF2bfONSk3yACCy4vl7/w444-h683/Judici%202023.jpeg" width="444" /></a></div><p></p><div style="text-align: left;"><span style="font-family: verdana;">1</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Pot començar llegint, recitant el professor, creant modelatge. Si son alumnes que ja llegeixen bé els alumnes, recitant, s'alternen en equips de dos (com presentadors de ràdio) per mantenir un bon to. O també una estrofa cada un; seran dues lectures completes per tot el grup-classe (15x2). Cal posar musicalitat a la llengua oral. Llegir en públic és diferent de llegir personalment: vocalització, modulació, èmfasi, velocitat pausada.</span></div><div style="text-align: justify;"><span style="font-family: verdana;"><br /></span></div><div style="text-align: justify;"><span style="font-family: verdana;">2</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Observar, millor auditar, el ritme amb versos octosíl·labs molt regulars i rimes consonants. Es pot fer lectura coral si no s'ha fet en cursos precedents. (El teatre grec és un model pedagògic social). <br /></span></div><div style="text-align: justify;"><span style="font-family: verdana;"> </span></div><div style="text-align: justify;"><span style="font-family: verdana;">3</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Es convida els alumnes a afegir alguna estrofa. En equip parella, va bé. A l'escola 'aprenem' conjuntament, 'intruïm/exercitem' individualment. Cal crear noves estrofes focalitzades en judici de l'any 2023 sense repetir els assumptes tractats.</span></div><div style="text-align: justify;"><span style="font-family: verdana;"> </span></div><div style="text-align: justify;"><span style="font-family: verdana;">4</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Escollir individualment una estrofa, llegir-la i explanar-la amb seguretat (exercitació individual). Suggereixo la pràctica tradicional de posar-se dret per parlar; es respira i vocalitza millor.</span></div><div style="text-align: justify;"><span style="font-family: verdana;"> </span></div><div style="text-align: justify;"><span style="font-family: verdana;">5</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Debat obert amb pensament filosòfic. Construir i comunicar pensament. On millor sinó a l'escola, entre iguals, amb la mediació d'un adult amb cultura, el professor. Podran reflectir el què han oït a casa, podran oir altres pensaments que entraran en les converses a casa.<br /></span></div><div style="text-align: justify;"><span style="font-family: verdana;"> </span></div><div style="text-align: justify;"><span style="font-family: verdana;">6</span></div><div style="text-align: justify;"><span style="font-family: verdana;">Es pot diversificar. Alguns alumnes preferiran fer una il·lustració gràfica d'una estrofa. Algun alumne pot assajar de cantar-la. Es pot seleccionar una fotografia/pantalla per a il·lustrar cada estrofa. Cadascú desenvolupa allò que més li ineressa, per al que té més aptituds. Cadascú fa un aprenentatge passiu del què li ofereixen els altres. Aprendre junts és condició motivadora a l'Educació Secundària.<br /></span></div><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">He iniciat la proposta amb llengua i poesia mètrica però el professor pot considerar que d'entrada enganxarà més els alumnes amb debat de contingut. Intenció primera: captar la seva atenció des del primer moment. Aprenentatge ocasional, de reforç d'anteriors o d'anticipació de posteriors. Ambient cooperatiu d'aprenentatge i també exigent.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">En tot cas vull posar de manifest que la clau és que el professor entra a classe convençut de comunicar-los alguns aspectes culturals que ell mateix troba interessants. Segur que connecten amb el currículum, però aquí posem l'accent en la relació triangular: professor, alumnes i cultura en sentit ampli.</span><br /></p><div style="text-align: right;"><span style="font-family: verdana;"><span style="font-size: x-small;">1r de gener de 2024</span></span><br /></div>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-90590830934626151142023-12-22T14:07:00.003+01:002023-12-22T14:11:36.319+01:00No tornem a l'educació selectiva, grups A, B i C. Macron està acomplexat però s'equivoca.<p> <img alt="There Are No More Masters: Bernardo Bertolucci's "1900" on Notebook | MUBI" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS2gBPg0CBHdJUbivI_nHbCZoMqEpm633XCJw&usqp=CAU" /></p><div class="css-175oi2r" style="-webkit-text-stroke-width: 0px; align-items: stretch; background-color: rgba(0, 0, 0, 0.03); border: 0px solid black; box-sizing: border-box; color: black; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; font-family: Times; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; orphans: 2; padding: 0px; position: relative; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; z-index: 0;"><div class="css-1rynq56 r-8akbws r-krxsd3 r-dnmrzs r-1udh08x r-bcqeeo r-qvutc0 r-37j5jr r-a023e6 r-rjixqe r-16dba41 r-bnwqim" data-testid="tweetText" dir="auto" id="id__k223nzy1qn" lang="ca" style="-webkit-box-orient: vertical; -webkit-line-clamp: 10; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; color: #0f1419; display: -webkit-box; font: 15px / 20px TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; list-style: none; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; position: relative; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: pre-wrap;"><span class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;">Macron s'equivoca. Amb pedagogia no hi ha contracdicció entre excel·lència i qualitat. France que va impulsar l'escola republicana...
Tensió entre excel·lència i equitat
Martí Teixido Planas, 2013 </span><a class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3 r-1loqt21" dir="ltr" href="https://t.co/XdU8X2t380" rel="noopener noreferrer nofollow" role="link" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; color: #1d9bf0; cursor: pointer; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;" target="_blank"><span aria-hidden="true" class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3 r-hiw28u r-qvk6io" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 0px; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;">https://</span>prezi.com/xyo7ahcryh5p/e<span aria-hidden="true" class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3 r-hiw28u r-qvk6io" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: 0px; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;">xcelequiteducacio2/</span><span aria-hidden="true" class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3 r-lrvibr" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; user-select: none; white-space: inherit;">…</span></a><span class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;"> Que bé ho va il·lustrar Bertolucci a Novecento. Vegeu...</span></div></div><div aria-labelledby="id__wk3nic6k5m id__dlbw9cxe8p" class="css-175oi2r r-1ssbvtb r-1s2bzr4" id="id__fiwubk9g3gq" style="-webkit-text-stroke-width: 0px; align-items: stretch; background-color: rgba(0, 0, 0, 0.03); border: 0px solid black; box-sizing: border-box; color: black; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; font-family: Times; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; gap: 12px; letter-spacing: normal; list-style: none; margin: 12px 0px 0px; min-height: 0px; min-width: 0px; orphans: 2; padding: 0px; position: relative; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; z-index: 0;"><div class="css-175oi2r r-9aw3ui" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; gap: 4px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-k200y" style="align-items: stretch; align-self: flex-start; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-1ets6dv r-1phboty r-rs99b7 r-1867qdf r-1udh08x r-o7ynqc r-6416eg r-1peqgm7 r-1ny4l3l" style="align-items: stretch; background-color: rgba(29, 155, 240, 0.1); border-radius: 16px; border: 1px solid rgb(207, 217, 222); box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; overflow: hidden; padding: 0px; position: relative; text-decoration: none; transition-duration: 0.2s; transition-property: background-color, box-shadow; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-16y2uox r-1pi2tsx r-13qz1uu" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 0 auto; height: 510px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; width: 413.835px; z-index: 0;"><a class="css-175oi2r r-1pi2tsx r-1ny4l3l r-1loqt21" href="https://twitter.com/martiteixido/status/1738178957894156752/photo/1" role="link" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 510px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-1adg3ll r-1udh08x" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: block; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 510px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: relative; text-decoration: none; width: 413.842px; z-index: 0;"><div class="r-1adg3ll r-13qz1uu" style="display: block; padding-bottom: 509.986px; width: 413.835px;"></div><div class="r-1p0dtai r-1pi2tsx r-u8s1d r-1d2f490 r-ipm5af r-13qz1uu" style="bottom: 0px; height: 510px; left: 0px; position: absolute; top: 0px; width: 413.835px;"><div aria-label="Image" class="css-175oi2r r-1mlwlqe r-1udh08x r-417010" data-testid="tweetPhoto" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; inset: 0px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: absolute; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-1niwhzg r-vvn4in r-u6sd8q r-1p0dtai r-1pi2tsx r-1d2f490 r-u8s1d r-zchlnj r-ipm5af r-13qz1uu r-1wyyakw r-4gszlv" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); background-image: url("https://pbs.twimg.com/media/GB89nSyW0AAWj3y?format=png&name=small"); background-position: center center; background-repeat: no-repeat; background-size: cover; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 510px; inset: 0px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: absolute; text-decoration: none; width: 413.835px; z-index: -1;"></div><img alt="Image" class="css-9pa8cd" draggable="true" height="322" src="https://pbs.twimg.com/media/GB89nSyW0AAWj3y?format=png&name=small" style="height: 510px; inset: 0px; opacity: 0; position: absolute; width: 413.835px; z-index: -1;" width="261" /></div></div></div></a></div></div></div></div></div></div></div><p> </p><div data-testid="cellInnerDiv" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Times; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; position: absolute; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; transform: translateY(940.909px); white-space: normal; widows: 2; width: 598.182px; word-spacing: 0px;"><div class="css-175oi2r r-j5o65s r-qklmqi r-1adg3ll r-1ny4l3l" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border-color: black black rgb(239, 243, 244); border-image: initial; border-style: solid; border-width: 0px 0px 1px; box-sizing: border-box; display: block; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><article aria-labelledby="id__fhfdv4mdpk id__opo7e2n7wq id__boapfbs8a4i id__ret6a08ts1 id__3nfmdany5rs id__a47byfl5dv id__9msroydy11j id__1o3fra08toe id__y365bfothcl id__zu10x5f4767 id__cu6ia789vpc id__evcxuetppop id__3kkv05wp30f id__6n1to94bfu id__uwg713fv30f id__dyaixose564 id__a2vraj8q1s id__b1u4a0o2xis" class="css-175oi2r r-18u37iz r-1udh08x r-i023vh r-1qhn6m8 r-o7ynqc r-6416eg r-1panhkp r-1ny4l3l r-1loqt21" data-testid="tweet" role="article" style="align-items: stretch; background-color: rgba(0, 0, 0, 0.03); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; overflow: hidden; padding: 0px 16px; position: relative; text-decoration: none; transition-duration: 0.2s; transition-property: background-color, box-shadow; z-index: 0;" tabindex="0"><div class="css-175oi2r r-eqz5dr r-16y2uox r-1wbh5a2" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 1 auto; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-16y2uox r-1wbh5a2 r-1ny4l3l" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 1 auto; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-18u37iz" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-1iusvr4 r-16y2uox r-1777fci r-kzbkwu" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 0 0px; justify-content: center; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px 0px 12px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-1rynq56 r-8akbws r-krxsd3 r-dnmrzs r-1udh08x r-bcqeeo r-qvutc0 r-37j5jr r-a023e6 r-rjixqe r-16dba41 r-bnwqim" data-testid="tweetText" dir="auto" id="id__cu6ia789vpc" lang="ca" style="-webkit-box-orient: vertical; -webkit-line-clamp: 10; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; color: #0f1419; display: -webkit-box; font: 15px / 20px TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; list-style: none; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; position: relative; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: pre-wrap;"><span class="css-1qaijid r-bcqeeo r-qvutc0 r-poiln3" color="inherit" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration: none; text-overflow: unset; white-space: inherit;">És assumpte de capacitat personal i educació activa. Independentment de l'origen, amb hàbits i cultures diferents, l'escola és un entorn cooperatiu d'intercanvi on tothom hi té un paper. També és cultura caçar granotes... i tenir-ne cura també.</span></div></div><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div aria-label="4 views" class="css-175oi2r r-1kbdv8c r-18u37iz r-1wtj0ep r-1ye8kvj r-1s2bzr4" id="id__adryp5ks38c" role="group" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; column-gap: 4px; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; justify-content: space-between; list-style: none; margin: 12px 0px 0px; max-width: 600px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-18u37iz r-1h0z5md r-13awgt0" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: row; flex: 1 1 0%; justify-content: flex-start; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div><div class="css-175oi2r r-18u37iz r-1h0z5md r-13awgt0" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: row; flex: 1 1 0%; justify-content: flex-start; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div><div class="css-175oi2r r-18u37iz r-1h0z5md r-13awgt0" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: row; flex: 1 1 0%; justify-content: flex-start; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div><div class="css-175oi2r r-18u37iz r-1h0z5md r-13awgt0" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: row; flex: 1 1 0%; justify-content: flex-start; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div><div class="css-175oi2r r-18u37iz r-1h0z5md r-1kb76zh" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; justify-content: flex-start; list-style: none; margin: 0px 8px 0px 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: inline-grid; flex-basis: auto; flex-direction: column; flex-shrink: 0; justify-content: inherit; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; transform: rotate(0deg) scale(1) translate3d(0px, 0px, 0px); z-index: 0;"><div class="css-175oi2r r-18u37iz r-1h0z5md" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; justify-content: flex-start; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"></div></div></div></div></div></div></div></div></div></article></div></div></div><div data-testid="cellInnerDiv" style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Times; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; position: absolute; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; transform: translateY(1100px); white-space: normal; widows: 2; width: 598.182px; word-spacing: 0px;"><div class="css-175oi2r r-j5o65s r-qklmqi r-1adg3ll r-1ny4l3l" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border-color: black black rgb(239, 243, 244); border-image: initial; border-style: solid; border-width: 0px 0px 1px; box-sizing: border-box; display: block; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><article aria-labelledby="id__e22w9685nn id__zu1yxzudbpp id__gunfx7i3yfo id__1mdju9cv41o id__4s2eiium0i9 id__l0tsw8zh6p id__9av1sekbe0g id__oiozk42053s id__bb87hgunr9 id__2oeo167ajgt id__up8gt3cxpae id__oxh4lopa8c id__kvdhsu4peph id__e0s93649nsa id__b0pey361ejh id__lz0lxfpb3g id__72fsw78wo6j id__bi9bfii22ij" class="css-175oi2r r-18u37iz r-1udh08x r-i023vh r-1qhn6m8 r-o7ynqc r-6416eg r-1ny4l3l r-1loqt21" data-testid="tweet" role="article" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; overflow: hidden; padding: 0px 16px; position: relative; text-decoration: none; transition-duration: 0.2s; transition-property: background-color, box-shadow; z-index: 0;" tabindex="0"><div class="css-175oi2r r-eqz5dr r-16y2uox r-1wbh5a2" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 1 auto; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-16y2uox r-1wbh5a2 r-1ny4l3l" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 1 auto; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><div class="css-175oi2r r-18u37iz" style="align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; text-decoration: none; z-index: 0;"><br class="Apple-interchange-newline" /><br /></div></div></div></div></article></div></div></div><p><a href="https://prezi.com/xyo7ahcryh5p/excelequiteducacio2/">https://prezi.com/xyo7ahcryh5p/excelequiteducacio2/ </a></p><p>NOVECENTO de Berltolucci. Alfredo i Olmo. Amb capacitat, però cultures diferents que poden cooperar.<br /></p><p><a href="https://youtu.be/to03JGvzaBA?si=RgezBSGKfeFU0xZ9">https://youtu.be/to03JGvzaBA?si=RgezBSGKfeFU0xZ9</a><br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-25554322166630919602023-12-07T10:00:00.013+01:002023-12-10T20:29:14.560+01:00PISA 2023. Discussió de resultats, interpretació i alternatives.<p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6H3LJuHv8b3mTp-HYTwUgc9cWTJQLAmaUp4KK5ixe-lO77b4PkS1c66s2SIJ_GQ3ihrY7oi_5ZNimqHCsPB_4X6VoqVL5VFKs8BnzOtU-uPM0koS5LfznOhCLZ7sz_V_dY5Mi-chG9bLPdzBIhsj7zeGaryewNKFWuCy0LHQimb3No3snFAhLj7kjdg9F/s991/Pisa%202003.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="991" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6H3LJuHv8b3mTp-HYTwUgc9cWTJQLAmaUp4KK5ixe-lO77b4PkS1c66s2SIJ_GQ3ihrY7oi_5ZNimqHCsPB_4X6VoqVL5VFKs8BnzOtU-uPM0koS5LfznOhCLZ7sz_V_dY5Mi-chG9bLPdzBIhsj7zeGaryewNKFWuCy0LHQimb3No3snFAhLj7kjdg9F/s320/Pisa%202003.png" width="320" /></a></div><p> <span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;"> </span></p><p><span style="color: #3d85c6; font-family: verdana;">Ara discuteixo, analitzo i complemento, alguns dels arguments i opinions llegits o oïts. </span></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'<b>atribució
de mals resultats a l'alumnat de recent immigració</b> es fàcil de
comprovar revisant la <i>mostra</i> de centres on s'han fet les proves, si no reflecteixen el conjunt de la <i>població</i> Seria confirmació d'una expectativa raonable. Els resultats d'una mostra no aporten coneixement al conjunt de centres Les necessitats de cada centre s'han de valorar de forma
descriptiva i qualitativa i assignar-li els recursos de professionals
capacitats, d'equipament incrementat i d'assignació econòmica per a
subvenció de necessitats d'alumnes.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">És
lloc comú dir que cal <b>millorar i incrementar els recursos de
l'educació</b>. Efectivament, si PISA ens posa en comparació amb d'altres països
hem de corregir el diferencial de despesa en educació. Tanmateix ja he
dit que la comparació duu a millorar les condicions generals de
l'educació. Amb perspectiva docent d'anys anteriors, hem de veure que avui les escoles
estan més ben dotades de plantilla, i d'equipament, no tant en espais
funcionals als edificis que s'han reduït en comparació als projectes
arquitectònics de 1970. Els espais equipats són necessaris (laboratori, taller d'art, taller tècnic, aula dinàmica, auditori comunitari) per a una pedagogia activa. La disminució de ràtios, operador de
planificació general, no és clau quan tenim 25 alumnes a Primària i 30 a
Secundària atès que viure en grup, no massa familiar, és una de les bases de
l'escolarització. Més ens convé arribar a completar la plantilla amb dos
docents plenament dedicats al grup absorbint el procediment de substitucions, lent,
fragmentat, incert i complicació per als centres. Si els dos docents són
dona i home treballant en equip podem reduir molt el modelatge
masclista encara socialment visible. Dos docents, en diàleg i coneixedors dels alumnes durant tres o dos cursos, amb temps d'acció conjunta, temps d'acció individual i temps de seguiment i reflexió serà un salt qualitatiu professional.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">No podem coincidir que els infants que tenen una llengua familiar diferent de la llengua comuna de l'escola estiguin en desavantatge particularment quan es tracta de llengües amb una sintaxi comú i gran part del lèxic d'arrel llatina com és cas de català i castellà. Els casos singulars d'alumnes de recent incorporació ja es tracten adequadament. Ben al contrari, amb coneixement de neurofisiologia cerebral i de lingüística comparativa històrica que identifica famílies de llengües <b>cal adoptar la intercomprensió com a mètode i desenvolupar la competència plurilingüe personal </b>que evita errors de contaminació lingüística i predisposa a aprendre noves llengües a partir de les ja conegudes. Cap alumne serà monolingüe, ha d'aprendre pel cap baix tres llengües i ha d'estar capacitat per copsar comunicacions bàsiques en d'altres llegües si són pròximes o si s'acompanyen de llenguatge gestual.</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Si els alumnes han anat regularment a escola no es pot invocar com a causa dels mals resultats l'Index econòmic social i cultural (IESC) sense revisar la intervenció pedagògica i la necessària personalització de l'aprenentatge. Efectivament, quan hi ha més alumnes amb aquesta necessitat s'han d'incrementar les hores de dedicació per a fer la intervenció personalitzada. El valor de l'escola és la seva capac¡tat de reduir les diferències d'accés a l'aprenentatge.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Hi ha <b>un error de concepte greu en la comprensió de l'aprenentatge</b>. El fracàs escolar s'atribueix a l'alumne i s'identifica amb qui no assoleix l'acreditació acadèmica, 'els que suspenen'. Error greu que ens impedeix comprendre l'educació. ¿I després podem parlar d'escola inclusiva? ¿I ens estranyem de l'abandonament prematur d'alguns alumnes? ¿I què fem quan algun alumne tan desinteressat, però capaç, se'ns converteix en disruptor o en objector escolar? El fracàs escolar és el de l'escola quan no aconsegueix que alumnes capacitats assoleixin l'acreditació i quan alumnes amb discapacitat o amb condicions desfavorides no progressen. Per entendre això cal comprendre la <b>seqüència inalterable de l'aprenentatge</b> que solament esquematitzo.</span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: x-small;"><b><span style="color: #38761d;">INTERÈS </span>> <span style="color: #38761d;">RENDIMENT PERSONAL </span>> <span style="color: #990000;">NIVELL d'APRENENTATGE </span>> <span style="color: #38761d;">APRENENTAGE CREATIU </span></b></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;">L'interès de l'alumne </span><span style="font-family: verdana; font-size: small;">és el punt de partida imprescindible i si no hi ha interès natural, la Didàctica ha previst la motivació. El rendiment personal és la relació entre l'aprenentatge i la capacitat de l'alumne i és el primer que s'ha d'avaluar i comunicar (L'autoconfiança en Psicologia). El nivell d'aprenentatge segons previsions d'edat, </span><span style="font-family: verdana; font-size: small;">si hi ha capacitat</span><span style="font-family: verdana; font-size: small;">, arriba si s'han donat els dos passos previs. (Aquí no hem de fer res, recollir el fruit de la feina feta). L'aprenentatge creatiu s'ha de proposar a alumnes amb capacitat, 'sobrats', que no s'avorreixin i arribessin a ser 'fracàs escolar' (en el sentit erroni) de no assolir els resultats. (Pedagogia personalitzada).<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">En el cas de Catalunya, insinuar que els mals resultats deriven de la immersió lingüística a l'escola evidencia intencionalitat prèvia i desconeixement. ¿Com explicarien que els resultats de fa uns anys fossin molt millors si ja la majoria d'escoles aplicaven la immersió? ¿Com explicarien que alumnes de parla familiar castellana obtinguessin bons resultats fins i tot millors en llengua catalana que en llengua castellana? En tot cas, podem admetre que la immersió lingüística ha perdut aquella seguretat i entusiasme inicial que compartien docents i famílies i que els alumnes percebien i així aprenien amb major interès. <b>Ha faltat una direcció pedagògica estable que garantís la unitat d'acció i la incorporació dels nous docents a un model d'escola orientat</b>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">S'ha operat un</span><span style="font-family: verdana;"> canvi lingüístic </span><span style="font-family: verdana;"> als centres des 2003. D'una banda l'increment d'infants fills de famílies nou vingudes amb llengües d'altres cultures i això s'ha generalitzat amb un percentage del 13%, incrementat en alguns casos per sobre del 60%. S'hi ha afegit la preocupació per garantir l'aprenentatge de l'anglès necessari i l'alternativa, generalitzada ja el 2005, que s'ha limitat a posar hores d'anglès a les classes quatre o tres anys, generalment amb mestre diferent. <b>No s'ha considerat com l'anglès als al quatre anys afecta la immersió lingüística</b>. És una complexitat lingüística: català, castellà, anglès i llengües familiars d'alumnes desconegudes pel mestre. S'ha gestionat amb visió convencional. Posar hores, repartir hores, i les aules d'acollida com a aules d'incorporació intensiva a la llengua catalana. Això és el que més hem de revisar i reorientar a Catalunya i és pedagogia sistèmica. Solament apunto. Millor aprenentatge cantar i recitar en anglès i altres llengües a educació infantil, edat de memorització i ampliació del registre fonètic. Amb participació del mestre habitual que també aprèn. Acollir les llengües diverses d'altres cultures que no aprendrem però que s'han d'oir i en podem aprendre, alumnes i docents, algunes expressions usuals bàsiques.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>S'han difós innovacions sense lligam evolutiu amb les pràctiques anteriors. Sembla que a Catalunya ha estat més intens</b> que a regions que segueixen procediments més tradicionals amb seguretat i continuïtat. Es pot veure ben clar en l'ensenyament de la lectura. S'han introduït tipologies textuals per diversificar les lectures, s'han generalitzat padrins de lectura, s'ha convidat a voluntaris per ajudar a llegir als infants, s'han introduït llibres diversificats per moda que el mestre no ha llegit abans... Totes són bones propostes però cal saber encaixar-les en els procediments ja tradicionals que sovint han quedat abandonats. El mestre ha de llegir bé, és un model de lectura i acostuma a agradar als infants. La lectura coral, tots alhora, ajuda als més insegurs que poden seguir fluixet. Repetir unes lectures ajuda a consolidar, a agafar seguretat sense arribar tenir un sol llibre per a tot el curs que en anys reculats es repetia tres a més vegades. La biblioteca ha de ser biblioteca d'aula, els alumnes escullen llibre i llegeixen mentalment mentre el mestre observa i ja veu els que estan enganxats i els que no, als qui proposarà, si cal, un llibre més adequat. S'ha generalitzat convidar escriptors a parlar amb els alumnes però és difícil que convingui per igual a tots i no han de fer preguntes sense interès els qui no han llegit a fons. Cal donar orientacions de com llegir a casa amb pares o avis sense posar deures; tanmateix aviat sabem els qui no ho fan i, sense queixar-nos, ho compensarem amb la nostra intervenció a l'escola. Tot això, s'ha desorientat per superar rutines escolars però <b>ha faltat direcció pedagògica i en molts casos hem originat una gran dispersió d'activitats que afecten l'aprenentatge de la lectura</b>. La direcció pedagògica ha de ser capaç de donar explicació i resposta operativa a qualsevol assumpte. Per dur que sembli, hem vist força mestres que ensenyen a llegir però no saben ensenyar a llegir. Potser per això, una mestra demanava fa pocs dies a la xarxa que els faltaven especialistes, que si hi hagués bibliotecaris la lectura aniria millor. Els resultats de lectura són els més preocupants perquè llegir és pensar, és imaginar, és conèixer amb major llibertat que quan llegim textos verboicònics carregats de connotacions. També s'ha d'ensenyar a llegir aquests darrers (anàlisi semiòtica comunicativa) però si no s'ha fet abans sense imatges es perd autonomia de pensament.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Abans d'aprendre a llegir convé aprendre a parlar, a parlar amb construcció ordenada, amb diversitat de lèxic, sense falques reiterades. <b>Avui arriben docents amb formació superior però amb una mala construcció de llenguatge </b>(català i castellà). Si l'oralitat o la correcció lingüísitica del docent no ha quedat resolta amb la formació inicial, cal una dinàmica d'equip que permeti, a tots, anar polint els usos lingüístics, dia a dia i abandonar el fals respecte que impedeix la millora conjunta.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Els infants han de percebre major entesa entre els adults, família, escola i també mitjans de comunicació. Sense censures, <b>cal un pacte social acordat</b> i poder dir als infants: "-Nosaltres, això no ho fem". Apliquem-ho a l'humor burleta a costa dels altres, a l'ús abusiu de mòbils, a determinats continguts de xarxa, a horaris de descans, a compres compulsives a alimentació saludable... A través de l'escola com a punt de contacte podem establir acords que donaran seguretat i els infants i adolescents veuran una acció comuna.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><a href="https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="759" data-original-width="576" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcoXHA2KYCKhCka29t0HB8GMpWEI0OJnhrr3PGpZnjG4kzA6nDOXXjG7YubExbQLAmjTkrJDhGKfU_itSe2dtTsXjXEpeJHXosMZPcmoocazFNprvrqTv5vZY0iCii1cwtIC7-NqydTKx1_moCTXmI3lV9TjhsLemZjXXg1Gq87a5YUQFgJTvnHvfv6Z2/s320/Pisa%202022.jpg" width="243" /></a><span style="color: #3d85c6; font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <span style="color: #3d85c6;">Tenim accés a l'informe<br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: x-small;"><a href="https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf">https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><a href="https://www.educacionyfp.gob.es/dam/jcr:91f26ac3-0a3b-4efa-b2ce-a5d791229f4d/pisa-2022-informe-completo-digital-low.pdf" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a></span></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-73389855557789411812023-12-06T10:57:00.020+01:002023-12-10T20:02:27.583+01:00PISA? OECD de cooperació econòmica. UNESCO de ciència, educació i cultura<p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5bYxorR70ScZIqBAdJhlvoCuwfYu-KT4lWbo6l7GI5PjH3pnIVlrkcvbIj3ms_k4KssGDfmhBX9o5HoeUO51fLk17CxcWo2c5wbJDYH-bsvJiBXKtUmPda8KsEk0eucZJlAstV3sqRhA5sFAXhpqfSc8A6kbhZL7aT8lV2hRoxgv1Ljvq3oB5JE82QK9I/s783/Pisa%20Gali.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="783" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5bYxorR70ScZIqBAdJhlvoCuwfYu-KT4lWbo6l7GI5PjH3pnIVlrkcvbIj3ms_k4KssGDfmhBX9o5HoeUO51fLk17CxcWo2c5wbJDYH-bsvJiBXKtUmPda8KsEk0eucZJlAstV3sqRhA5sFAXhpqfSc8A6kbhZL7aT8lV2hRoxgv1Ljvq3oB5JE82QK9I/s320/Pisa%20Gali.png" width="320" /></a></span></div><div style="text-align: justify;"><span style="font-family: verdana;">Coneguts els resultats de les proves PISA 2022 hem llegit, escoltat tothom parlant de l'educació i de l'escola. Les proves PISA són un instrument de laboratori, ben calibrat, per comprovar els aprenentatges escolars i estableixen, amb les puntuacions mitjanes del conjunt de països, la comparació sincrònica i l'evolució diacrònica. És adequat, i científicament necessari disposar de referents externs. <b>Els governs els han de considerar en el seu conjunt i prendre decisions per millorar les condicions del sistema escolar</b>, del conjunt d'escoles, col·legis i instituts. Millorar les condicions generals, però la millora dels establiments escolars s'ha de fer en cada cas analitzant la complexitat de l'educació, que no es limita al sistema escolar i ajustar el procés d'ensenyament-aprenentatge al seu context que és com es produeix l'educació sistemàtica. Hem oït moltes explicacions i opinions sobre els mals resultats de les proves PISA i, en general es fa una atribució a una o dues cuses. Convé tenir una <b>visió sistèmica. Això és el que fa la pedagogia per derivar-ne decisions i accions</b>.</span></div><p></p><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Vaig elaborar un model explicatiu de l'ensenyament-aprenentatge com a mediació cultural (1992). No l'explicaré amb detall però és una representació mental per pensar i comprendre. D'entrada, cada escola ha de partir de l'entorn social-cultural-ambiental, el comú i també l'immediat dels alumnes. Tot això ha d'entrar en el procés d'ensenyament-aprenentatge que dissenya l'equip docent que ha d'incidir en els interessos dels alumnes i activar les seves aptituds. Les interaccions entre professors i alumnes són totals, en tots els sentits, s'influeixen mútuament. La iniciativa correspon a l'equip professional docent. <br /></span></p><p style="text-align: justify;"><img alt="" height="411" 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" width="586" /> </p><p style="text-align: justify;"><span style="font-family: verdana;">S'avalua l'aprenentatge dels alumnes
com a resultats escolars i s'han de prendre decisions de millora. El
contrast amb els resultats de les proves PISA, que corresponen solament a
una mostra no aporta res als centres. Les proves de competències
bàsiques de Catalunya (PCBC) fetes a la totalitat de centres des 2001
sí que són un termòmetre calibrat i els equips docents ho han
d'analitzar atribuint explicacions causals i decidint accions de
millora. Les PCBC van ser introduïdes pel pedagog dr. Sarramona quan va
presidir el Consell Superior d'Avaluació del Sistema Educatiu de
Catalunya (CSASEC) i puc dir que jo havia insistit en la necessitat de
fer unes proves de contrast externes com el pedagog Galí havia fet amb
<i>La mesura objectiva del treball escolar</i> (1928). Aquesta és una avaluació evolutiva personalitzada: es mira on està cada alumne en una escala de progrés d'aprenentage en els 'aprenentatges continus o acumulatius' (lectura, escriptura, operatòria) i es poden prendre decisions en favor de l'alumne.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Amb diferència al temps de Galí, avui hi ha molt diverses instàncies d'aprenentatge, de desaprenentatge o de mal aprenentatge. La comunicació de masses afecta totalment l'educació, també és educació i per això vaig veure que no es podia fer una 'mesura objectiva' de l'aprenentatge escolar d'aquella manera. Cal partir de la realitat de la comunicació de masses i avui digital i valorar els aprenentatges en la utilització en el lleure i la cultura, en l'assoliment d'una cultura personal. Els resultats de les proves PISA de Catalunya (una petita mostra) ens esveren. Havíem d'esperar que ens ho diguin unes proves mostrals? Cada equip docent pot analitzar si els seus alumnes progressen en l'aprenentatge amb l'avaluació contínua que comença amb l'observació sistemàtica, l'orientació personalitzada, petites proves si pot ser d'autoavaluació i l'acreditació acadèmica amb orientació educativa: aptituds diferenciades i interessos manifestos. Aquesta orientació que potencia les aptituds i interessos activa la cultura personal i que els aprenentatges interessin i s'utilitzin fora de l'escola. Tots podem observar avui l'oralitat limitada de tants joves i persones que oïm a la ràdio i televisió, el consum de lectura limitat i delimitat pels mitjans de comunicació, l'ocupació de temps en sèries i comunicació audiovisual que ens anuncien profusament i, no parlem ja, de concursos i programes de 'tonteria' que aguanten perquè tenen audiovidència. Es parteix de conèixer bé l'alumne però l'escola ha de dedicar temps i garantir els aprenentatges instruccionals, aquells que solament s'aprenen amb exercitació i repetició.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Sense resultats de les proves ja podem comprovar si els infants i joves, d'acord amb la seva edat i partint de l'IESC (Índex econòmic social i cultural) progressen. Si progressen arribaran als millors resultats segons les seves capacitats i es ditanciaran dels condicionaments inicials (IESC). ¿Com s'explicaria sinó, que en la primera meitat del segle XX, fills de pagesos o treballadors manuals, en gran nombre analfabets, arribessin a estudis universitaris o a escoles superiors i fossin reconeguts per la seva excel·lència? S'explica per l'escola i més concretament pels mestres que van trobar al primer ensenyament.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Resulta preocupant que interessin tant els resultats de les proves PISA elaborades per una organització empresarial que té per objectiu la productivitat i el benefici. Ens ha fet oblidar la UNESCO que és la institució social política de les Nacions Unides que té per finalitat promoure l'educació arreu, la ciència com a coneixement necessari i la cultura com a forma de vida humana plena. L<b>a UNESCO des de l'Informe <i>Aprendre a ser </i>de 1973 va donar una visió integral de l'educació: educació, comunicació i cultura que recollia la millor pedagogia de la primera meitat del segle XX </b>i en feia una lectura adequada a la societat tecnològ¡gica, de comunicació i de diversitat cultural.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Ara molts estan amplificant les veus contra les noves pedagogies, contra les innovacions. El cert és que no són noves pedagogies, és la renovació pedagògica del segle XX mal llegida, fragmentada, on cadascú: docents, sindicats, famílies, administració hi diu la seva. Amb bona voluntat, potser sí, però sense una visió integral. Ho il·lustro amb un exemple: aprendre a llegir. La pedagogia tradicional es basava en la repetició i el modelatge del mestre. Decroly, amb l'experiència d'infants discapacitats, dissenya el mètode global de lectura que s'evidencia eficaç per a tots els infants. El mètode global és un punt de partida que s'ha de continuar amb anàlisis pròximes al mètode tradicional i síntesi integradora. Els mestres pedagogs Élise i Célestin Freinet ho desenvolupen com a mètode natural. El pedagog Freire, tan utilitzat en la pedagogia social, iniciava l'alfabetització amb diàleg i cultura personal, un món de significats que interessaven, per derivar-ne un univers vocabular que utilitzava per a l'anàlisi i descomposició sil·làbica (aplicat al portuguès o a l'espanyol). La pedagogia no és ideologia, és ciència que integra el saber tradicional, els coneixements que ens aporten altres ciències i integrant-ho en deriva normes, instruments i accions.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">La pedagogia és coneixement científic i empíric. No és assumpte d'aficionats i els nous docents necessiten trobar pedagogs formats amb visió integral i amb experiència directa personal. ¿Quantes escoles tenen direcció pedagògica professional? Em temo que siguin poques. En la majoria de públiques hi ha un relleu excessiu sense consolidació pedagògica. En algunes de privades la direcció s'encarrega a a un professional de confiança, no necessàriament pedagog acreditat. <b>El primer problema a resoldre a les nostres escoles és assegurar una direcció pedagògica professional i científica estable</b>. </span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: x-small;"> <br /></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: x-small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghO3_ex_KtJLDyjAR2PSZW1EeeaxzXOsc9je8mfU8BsbXKexX7i-mUbqsr-PkqzfXxWoir9T1yXKoelkn6QItLHeR90CI2jAuD1faNGQ-u5xwF6JefUDgoNfDh76lMDQDlOskW7GYDhjuOHZgCFiuAeCPsmHUQGcDQwnQXJiUrD4cgO6AQdGlSXIiDHXK7/s640/MTP%20foto%20carnet%202023.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="481" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghO3_ex_KtJLDyjAR2PSZW1EeeaxzXOsc9je8mfU8BsbXKexX7i-mUbqsr-PkqzfXxWoir9T1yXKoelkn6QItLHeR90CI2jAuD1faNGQ-u5xwF6JefUDgoNfDh76lMDQDlOskW7GYDhjuOHZgCFiuAeCPsmHUQGcDQwnQXJiUrD4cgO6AQdGlSXIiDHXK7/w124-h165/MTP%20foto%20carnet%202023.jpeg" width="124" /></a></span></div><span style="font-family: verdana; font-size: x-small;">Acabo amb una referència professional personal que expliqui la meva visió de l'educació. Amb estudis de magisteri vaig aprendre una visió integral d'escola a l'escola Costa i Llobera, ben dirigida. Vaig practicar les Tècniques Freinet vinculat al moviment i vaig estudiar pedagogia a fons i l'obra de Paulo Freire que estava censurada. Vaig exercitar-me a l'escola Font d'en Fargas amb direcció pedagògica clara. Vaig ser director duna nova escola, Coves d'en Cimany, iniciant un equip de mestres clarament cooperatiu. He estat responsable d'Ordenació educativa. He estat molts anys supervisant escoles i estudiant pedagogia per millor formar els estudiants universitaris i a mi mateix. Tot això i més em permet integrar pràctica, teoria, investigació i renovació.<br /></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="margin-left: 200px; text-align: justify;"><span style="font-family: verdana;"><i>En un segon article discuteixo, analitzo i complemento, alguns dels arguments i opinions oïts. </i></span></p> <br />Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-15718756880705210622023-12-04T11:24:00.005+01:002023-12-04T11:29:11.999+01:00Infants i mòbil, entre la dependència i l’exorcisme. Acció pedagògica<p> </p><header style="box-sizing: border-box; display: block;"><h1 class="entry-title" style="box-sizing: border-box; color: #212529; font-family: var(--data-headings-font-family); font-size: 56px; font-weight: 500; line-height: 1; margin-bottom: 5px; margin-top: 15px;">Infants i mòbil, entre la dependència i l’exorcisme. Acció pedagògica</h1><div class="entry-meta" style="-webkit-box-pack: start; box-sizing: border-box; display: flex; font-size: 0.7368rem; justify-content: flex-start; line-height: 2em; margin-bottom: 0.5rem;"><div class="byline author vcard" style="box-sizing: border-box;"><div class="author__pre-text" style="box-sizing: border-box; display: inline; margin-right: 0px;">per <span></span><span style="font-size: medium;"><a class="fn" href="https://diarieducacio.cat/author/mteixido/" rel="author" style="background-color: transparent; box-sizing: border-box; color: var(--data-color-primary); text-decoration: underline;">Martí Teixidó</a> <a href="https://diarieducacio.cat/">https://diarieducacio.cat/</a></span></div></div><span style="font-size: medium;"><a href="https://diarieducacio.cat/"><time class="updated" datetime="2023-12-04T00:35:31+00:00" style="box-sizing: border-box; margin-left: 2em;">04/12/2023</time></a></span></div><div class="subtitle" style="box-sizing: border-box; color: #3b3b3b; font-size: 1.1em; font-weight: 700; line-height: 1.5em;"><p style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;">“Els docents, encara avui, no estan formats en semiòtica de la comunicació de masses, necessària per a prendre decisions pedagògiques en una societat de comunicació”</p></div></header><div class="entry-content" style="box-sizing: border-box; counter-reset: h2 0; margin-top: 3em;"><div class="article-call-to-action" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: white; font-family: "Open Sans", sans-serif; font-size: 0.8em; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 3rem; orphans: 2; padding: 0px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> <a href="https://lectoresilectors.diarieducacio.cat/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; text-decoration: underline;"><img alt="" class="aligncenter wp-image-44546 size-full" height="265" src="https://diarieducacio.cat/wp-content/uploads/sites/37/2021/06/Aquest.png" style="border-style: none; box-sizing: border-box; clear: both; display: block; height: auto; margin: 5px auto; max-width: 100%; vertical-align: middle;" width="980" /></a></div><div class="big-thumbnail" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 3rem; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><a alt="Infants i mòbil, entre la dependència i l’exorcisme. Acció pedagògica" href="https://diarieducacio.cat/infants-i-mobil-entre-la-dependencia-i-lexorcisme-accio-pedagogica/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; text-decoration: underline;"><figure class="wp-caption featured" style="box-sizing: border-box; display: inline-block; margin: 0px 0px 1rem; max-width: 100%; width: 800px;"><img alt="" class="attachment-post-thumbnail size-post-thumbnail wp-post-image" height="300" src="https://diarieducacio.cat/wp-content/uploads/sites/37/2014/09/matesapp.jpg" style="border-style: none; box-shadow: none; box-sizing: border-box; height: auto; line-height: 1; margin-bottom: 5px; max-width: 100%; vertical-align: middle; width: 800px;" width="635" /></figure></a><div class="caption" style="box-sizing: border-box; font-size: 0.6316rem; margin-top: 0.5em; text-align: right;">| Wikimedia Commons</div></div><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><i style="box-sizing: border-box;">El Diari de l’Educació</i><span> </span>ha aplegat encertades contribucions per donar una sortida a l’ús, sens dubte desbocat, del mòbil entre els infants i adolescents. Ús, també evidentment invasiu en la vida dels adults. Subscric i podem rellegir els articles:<span> </span><a href="https://diarieducacio.cat/una-escola-analogica-per-a-un-mon-digital/" rel="noopener" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;" target="_blank">Una escola analògica per a un món digital?</a><span> </span>de<span> </span><a href="https://diarieducacio.cat/author/pfnucli/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;">Juan González Martínez, Rafel Meyerhofer Parra i Marta Peracaula</a> 10/11/2023.<span> </span><a href="https://diarieducacio.cat/mobils-qui-li-posa-el-cascavell-al-gat/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;">Mòbils: qui li posa el cascavell al gat?</a><span> </span>de<span> </span><a href="https://diarieducacio.cat/author/gfdezpaz/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;">Gabriel Fernández Paz</a><span> </span>13/11/2023.<span> </span><a href="https://diarieducacio.cat/pantalles-si-o-no-el-que-hauria-de-preocupar-es-lus-fora-de-lescola/" rel="noopener" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;" target="_blank">Pantalles sí o no: “El que hauria de preocupar és l’ús fora de l’escola”</a><span> </span>de <a href="https://diarieducacio.cat/author/pgutierrez/" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;">Pablo Gutiérrez de Álamo</a><span> </span>15/11/2023.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Fundació Bofill també tracta el tema:<span> </span><a href="https://fundaciobofill.cat/blog/repte-risc-o-oportunitat-el-debat-dels-mobils-a-l-escola-i-que-podem-aprendre-d-europa" rel="noopener" style="background-color: transparent; box-sizing: border-box; color: #525ddc; max-width: 90vw; text-decoration: underline; word-break: break-word;" target="_blank">Repte, risc o oportunitat?</a><span> </span>20/11/2013 signat per Enric Roig prenent la referència comparativa dels països d’Europa que presenta en un mapa d’elaboració pròpia.</p><figure aria-describedby="caption-attachment-54946" class="wp-caption aligncenter" id="attachment_54946" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; clear: both; color: #212529; display: block; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; height: auto; letter-spacing: normal; margin: 5px auto; max-width: 100%; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; width: 537px; word-spacing: 0px;"><a href="https://diarieducacio.cat/wp-content/uploads/sites/37/2023/11/Sin-titulo-1-e1701380502340.png" style="background-color: transparent; box-sizing: border-box; color: #525ddc; text-decoration: underline;"><img alt="" class="wp-image-54946" height="425" src="https://diarieducacio.cat/wp-content/uploads/sites/37/2023/11/Sin-titulo-1-e1701380502340.png" style="border-style: none; box-sizing: border-box; height: auto; line-height: 1; margin-bottom: 5px; max-width: 100%; vertical-align: middle;" width="537" /></a><figcaption class="wp-caption-text" id="caption-attachment-54946" style="box-sizing: border-box; color: #6c757d; display: block; font-size: 17.1px;">| Fundació Bofill</figcaption></figure><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">No penso que conèixer les posicions dels diversos països que, desconcertats com nosaltres, temptegen solucions proteccionistes, pugui arribar a una alternativa. L’alternativa projectiva s’ha de proposar des de la pedagogia.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">M’afegeixo amb una contribució de pedagogia normativa, la que aporta normes d’acció amb fonamentació de coneixement científic per tal que, en l’acció, es puguin fer els ajustaments adequats a cada ambient i situació. La pedagogia ha de comptar amb normes d’acció, però en qualsevol cas ha de començar amb una observació integral, de totes les variables que intervenen i conèixer les explicacions científiques especialitzades. Així, hem de considerar la neurofisiologia que ens explica la cognició, l’aprenentatge i la fatiga; la psicologia que ens aporta coneixement de les emocions, l’autoimatge i la frustració; la sociologia que ens fa observar la compulsió social, l’anòmia i massa, la disrupció. Tot això ha d’entrar de la formació dels docents, i si no ho han rebut en la formació científico-professional inicial, tenen capacitat reconeguda per informar-se, llegir i escoltar, avui amb gran diversitat de fonts de coneixement.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">No quedar exposat a imatges abans dels tres anys</b>. En el desenvolupament dels nadons els sentits maduren al seu temps: gust, olfacte, oïda, tacte i el darrer que és la vista. Si bé el so enregistrat d’un ocell es percep igual que el seu so natural, no així les imatges que aporten una percepció de colors, formes i escala que s’ha de processar. Les imatges es van processant amb la guia afectuosa i llenguatge dels adults. I el llenguatge progressa amb activació del còrtex prefrontal del cervell que integra pensament, acció i emoció, que no està en plena activitat fins als tres anys. Per això diem, abans dels tres anys, abans de la consolidació del llenguatge, no hi ha d’haver pantalles de proximitat. Tampoc exposats a la pantalla gran, justament perquè els enganxa sensorialment sense processador cognitiu com evidencia la quietud del nadó repenjat al Maxi-Cosi davant la televisió. Que les imatges els enganxen és una evidència, perceben forts estímuls de colors i formes que no es poden organitzar i arxivar bé a la memòria. Els instants que puguin veure pantalles, que siguin amb la mediació verbal i afectuosa, potser amb abraçada, de mare/pare, germans grans o avis.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">El mòbil forma part de les nostres vides.</b><span> </span>De la vida dels adults, i per això de la vida dels infants, però cal arribar-hi pas a pas, d’acord amb l’evolució i maduresa de les capacitats. A casa tenim ganivets molt esmolats i altres eines de tall a les que evitem que els infants puguin accedir per bé que ja més grans aniran aprenent a usar.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><i style="box-sizing: border-box;">En família</i></p><ul style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><li style="box-sizing: border-box;">Cap mòbil ni pantalla abans dels tres anys a les seves mans.</li><li style="box-sizing: border-box;">Algunes breus mirades al mòbil, junts amb els pares que acompanyen amb verbalització, dels quatre als set anys.</li><li style="box-sizing: border-box;">De tant en tant, veiem junts algun episodi o programa (20’-30’) sense interrupció, i després en podem parlar, dels set als nou anys.</li><li style="box-sizing: border-box;">Es veuen regularment alguns programes o sèries amb autonomia però amb proximitat dels adults amb els qui després es pot parlar, dels nou als onze anys.</li><li style="box-sizing: border-box;">Als dotze anys ja poden disposar de mòbil si han acreditat bons hàbits i prou dedicació a l’activitat d’aprenentatges escolars. Si no mostren prou responsabilitat, sense amenaces, cal endarrerir-ho un o dos anys.</li></ul><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><i style="box-sizing: border-box;">A l’escola / institut</i></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Es diu que els alumnes de dotze anys disposen de mòbil per a usos d’aprenentatge: diccionaris, enciclopèdia, anuaris, atles i mapes, cançoners i poemaris, textos literaris, reproduccions verboicòniques. Els professors donen normes clares de quan s’obren o tanquen els mòbils, de quan s’usen per a activitats proposades o lliurement. Els alumnes que no disposen de mòbil poden ser convidats per un company que en disposa al que han de respectar.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">En temps d’esbarjo no s’usen mòbils. Qui ho necessiti o no es pot contenir, sols ho pot fer en un espai delimitat i així prenen consciència del seu comportament. Qui incompleix, sigui a classe o al pati, i advertit, perd el crèdit de confiança personal. No pot dur mòbil a l’escola/institut.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">A partir dels setze anys s’ha de suscitar que siguin els alumnes en assemblea que s’autoregulin els usos i la possible pèrdua de crèdit de confiança personal. El professor, amb ajut d’algun alumne encarregat, solament ha de recordar, com als teatres, que es desconnectin els mòbils. Als divuit anys cal comportar-se com a adults en la societat malgrat que hi hagi alguns casos de desajustament.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">Quota de pantalla i horaris fora de servei</b>. L’ús de pantalles, com tot, i tant per a joves com per a adults, ha de ser regulat atesa l’evident dependència que crea. Quan ja es pot fer ús de mòbil i pantalles amb grau de llibertat, cal tenir un referent (pacte social) de quota de pantalla acumulada. En tot cas, ja es pot entendre que el temps de pantalla no pot ser superior al temps d’escola, i això ha passat. Indicativament, pensem que fora d’escola: fins a 7 hores als dotze anys, fins a 10 hores als catorze, fins a 14 hores als setze. Quan es consumeix la quota setmanal, cal esperar a la setmana següent. Millor evitar els controls digitals o de vigilància externa i dialogar amb els fills a partir de l’autocontrol. Les vuit hores de descans prescrites pel sistema de salut són indiscutibles, cap a deu en adolescents, de les 23 a les 7 hores, i per això cal tancar els mòbils abans, sobre les 21 hores perquè el cos pugui activar la secreció de melatonina. Seria bo que el conjunt familiar pogués t tancar els dispositius durant bona part de la nit.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">Els efectes dels mitjans de comunicació de masses</b><span> </span>ja estan llargament estudiats per investigadors de la comunicació (Laswell, Hovland, Lazarsfeld, Lewin): efectes directes, efectes limitats, entorn de recepció, gratificació personal, líders d’opinió. La investigació pedagògica posa l’accent en la mediació educadora (Teixidó 1992). Els docents, encara avui, no estan formats en semiòtica de la comunicació de masses, necessària per a prendre decisions pedagògiques en una societat de comunicació. Assagem una fórmula per entendre el valor de la intervenció dels docents i de mediació educadora (Teixidó 1992).</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">A = DP x RE</b>.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">L’<b style="box-sizing: border-box; font-weight: bolder;">A</b>prenentatge és resultat del producte del<span> </span><b style="box-sizing: border-box; font-weight: bolder;">D</b>esenvolupament<span> </span><b style="box-sizing: border-box; font-weight: bolder;">P</b>ersonal i els<span> </span><b style="box-sizing: border-box; font-weight: bolder;">R</b>ecursos<span> </span><b style="box-sizing: border-box; font-weight: bolder;">E</b>xterns Disponibles. La capacitat personal és la base, però sola queda limitada; els recursos solament són un operador. Si incorporem recursos potents com els tecnològics i digitals per al mateix aprenentatge, disminuïm el desenvolupament personal. Per això amb millors i potents recursos cal reajustar el mètode d’aprenentatge i preveure a un aprenentatge augmentat.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">DP x RE<sup style="box-sizing: border-box; font-size: 14.25px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;">+</sup><span> </span>= A<sup style="box-sizing: border-box; font-size: 14.25px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;">+</sup></b></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b style="box-sizing: border-box; font-weight: bolder;">Els continguts: violència, pornografia, niciesa, bon humor</b>. La incorporació de Tecnologies de la Comunicació i Digital a l’escola ha estat centrada en equipament i programari i no han atès l’anàlisi i tractament dels continguts de comunicació de masses tan presents en la vida social. La comunicació de masses es valora per la quantitat d’audiència, la lògica comercial dels mitjans. La institució escolar ha de fer la mediació educadora i contribuir a una cultura personal davant la comunicació de masses, sense censures però, amb efectiva anàlisi crítica de la diversitat d’usos i gratificacions segons edat, necessitat social i opció personal. Tots els controls parentals, policials i legals són insuficients. L’educació és l’única prevenció a partir d’un pacte social entre família, escola i mitjans/digital. La mediació educadora dels professionals docents el recurs més efectiu.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #212529; font-family: "Open Sans", sans-serif; font-size: 19px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Per cloure faig una referència al relat mític del déu Thoth/Theuth inventor de l’escriptura. Sòcrates es resisteix a l’escriptura perquè l’humà perdrà la memòria, però Plató, igual defensor de la paraula la posa en diàlegs escrits i amb l’escriptura amplifica la paraula (lògica, argumentació, associació). Parem compte amb la confrontació “digital sí, digital no.” Els docents competents en la paraula, en lliçons magistrals, són els més ben preparats per incorporar els mitjans tecnològics-digitals i elaborar els continguts de comunicació de masses. Qui ho pot fer millor, sinó els docents?</p></div><p> </p><p> </p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-34551686847343644882023-11-06T10:18:00.015+01:002023-11-06T11:57:13.874+01:00Document: Mesures i suports universals en el centre educatiu. Departament d'Educació.<p> </p><p><br /></p><p><a href="https://educacio.gencat.cat/web/.content/home/departament/publicacions/colleccions/inclusio/mesures-suports-universals-centre-educatiu/mesures-suports-universals-centre-educatiu.pdf"><img alt="Mesures i suports universals en el centre educatiu" height="225" src="https://educacio.gencat.cat/web/.content/home/departament/publicacions/colleccions/inclusio/mesures-suports-universals-centre-educatiu/mesures-suports-universals-centre-educatiu.jpg_1718476964.jpg" width="226" /></a></p><p><a class="no-content" href="https://educacio.gencat.cat/web/.content/home/departament/publicacions/colleccions/inclusio/mesures-suports-universals-centre-educatiu/mesures-suports-universals-centre-educatiu.pdf" style="-webkit-tap-highlight-color: rgba(0, 0, 0, 0.2); -webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #333333; font-family: OpenSansSemibold, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 1.6; margin: 0px; orphans: 2; outline-offset: -2px; outline: -webkit-focus-ring-color auto 5px; padding: 0px; text-align: left; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-break: break-word; word-spacing: 0px;" target="_blank" title="Aquest enllaç s'obre en una nova pestanya: Descarrega el document PDF"><span class="list-group-item-wrapper-content" color="currentcolor" style="box-sizing: border-box; font-size: inherit; margin-bottom: 5px; margin-right: 5px;">Mesures i suports universals en el centre educatiu</span><span> </span><span class="sr-only" style="border: 0px; box-sizing: border-box; clip-path: inset(100%); clip: rect(1px, 1px, 1px, 1px); height: 1px; margin: -1px; overflow: hidden; padding: 0px; position: absolute; white-space: nowrap; width: 1px;">(Tipus de fitxer pdf)</span><span class="size-document file-size icon_pdf" color="currentcolor !important" data-file="/web/.content/home/departament/publicacions/colleccions/inclusio/mesures-suports-universals-centre-educatiu/mesures-suports-universals-centre-educatiu.pdf" style="box-sizing: border-box; display: inline-block; font-size: 13px; margin-left: 0px; padding-left: 25px; position: relative;"><span class="sr-only" color="rgb(102, 102, 102) !important" face="OpenSansRegular !important" style="border: 0px; box-sizing: border-box; clip-path: inset(100%); clip: rect(1px, 1px, 1px, 1px); display: inline-block; font-size: 14px; height: 1px; margin: -1px 7px -1px -1px; overflow: hidden; padding: 0px; position: absolute; white-space: nowrap; width: 1px;">(Pes del fitxer)</span><span color="rgb(102, 102, 102) !important" face="OpenSansRegular !important" style="box-sizing: border-box; display: inline-block; font-size: 14px; margin-right: 7px;">[1,63 MB]</span></span><span class="sr-only" style="border: 0px; box-sizing: border-box; clip-path: inset(100%); clip: rect(1px, 1px, 1px, 1px); height: 1px; margin: -1px; overflow: hidden; padding: 0px; position: absolute; white-space: nowrap; width: 1px;">(Obre en una nova finestra)</span></a> <br /></p><p style="text-align: justify;"><span class="list-group-item-wrapper-content" color="currentcolor" style="box-sizing: border-box; font-family: verdana; font-size: inherit; margin-bottom: 5px; margin-left: 5px;">El
Departament d'Educació facilita un manual de pedagogia pràctica a
disposició dels centres. Serà sens dubte útil, cal que el tingui a mà
tot mestre o professor. Evidentment ja està disponible en formati
digital i això el fa molt accessible. Però, tenir a mà, no es una
metàfora, és una descripció directa: cal que cada mestre o professor
disposi d'un exemplar imprès atès que no és per llegir, és un manual per
estudiar i consultar completant-lo amb subratllats o marcats de color,
anotacions al marge i potser alguna concreció adherida en un punt
determinat. Un manual de pedagogia pràctica per tenir a mà en les
sessions d'equip docent. Confio doncs que el Departament d'Educació vegi
que la despesa de publicació d'exemplars impresos tramesa a cada docent
serà una bona inversió.</span></p><p style="text-align: justify;"><span class="list-group-item-wrapper-content" color="currentcolor" style="box-sizing: border-box; font-family: verdana; font-size: inherit; margin-bottom: 5px; margin-left: 5px;">Tanmateix
el manual ha d'afavorir la unitat d'actuació conjunta dels docents
després del debat i diversitat de visions i prendre les decisions
adequades.</span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></span></p><p style="margin-left: 40px; text-align: justify;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"El
present document s'ha elaborat amb el propòsit d'aportar orientacions i
proporcionar elements als centres educatius per a la presa de decisions".</span></p><div style="text-align: justify;"><div><span style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-family: verdana; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span>Hi ha un conjunt d'orientacions que cal saber situar i concretar en la realitat de cada centre i en el seu context</span></span><span style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-family: verdana; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span> </span></span><span style="font-size: small;"><span style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-family: verdana; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span>sociocultural
i econòmic. Les decisions s'han de prendre amb fonament científic, amb
funcionalitat evident i en el marc del projecte educatiu.</span></span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: #fce5cd; font-family: verdana;">
Comporta un pensament complex, que integri principis, variables de
context i circumstàncies personals. És imprescindible definir la
direcció pedagògica del centre i proveir-la amb un professional
acreditat i competent.</span><span> <br /></span></span></span></div></div><p style="margin-left: 40px; text-align: justify;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"El present document s'ha elaborat amb el propòsit d'aportar orientacions i proporcionar elements als centres educatius per a la presa de decisions<span>."</span></span></p><p style="text-align: justify;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: verdana;"> La finalitat per tots compartida és clara, i a ella es subordinen les decisions i organització.<br /></span></span></p><p style="margin-left: 40px; text-align: justify;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"...conjunt de<span> </span></span><b style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: OpenSansSemibold, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">mesures i suports</b><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span> </span>destinats a tots els alumnes, amb la finalitat d'afavorir el seu desenvolupament personal i social</span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">, i perquè avancin en l'assoliment de les<span> </span></span><b style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: OpenSansSemibold, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">competències de cada etapa educativa</b><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span> </span>i en la transició a la vida adulta.<span> </span></span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"</span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span>La pedagogia és ciència fonamentada en el coneixement aportat per les altres ciències a l'educació i l'aprenentatge. Però és ciència aplicada o enginyeria i elabora instruments, formes organitzatives i dona normes d'acció- Per això diem que la pedagogia és també ciència normativa. Per això cal entendre que la normativa administrativa tracta de sintetitzar o posar a l'abast la normativa pedagògica.</span></span></span><span style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-family: verdana; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span> <br /></span></span></p><p style="margin-left: 40px; text-align: justify;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"Es fonamenta en la normativa actual, així com en els marcs conceptuals que orienten les línies de treball del<span> </span></span><b style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: OpenSansSemibold, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Departament d'Educació</b><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">. ... </span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">facilita el coneixement de la normativa i...". <br /></span></p><p style="margin-left: 40px; text-align: left;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">"Les mesures i suports universals, descrits en els diferents apartats d'aquest document, no es poden entendre de manera aïllada o fragmentada atès el seu caràcter transversal i universal.</span><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> "</span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">És difícil que les mesures i suports siguin universals. Són els principis científics que són universals per bé que s'han pogut anar afinant amb millor coneixement científic, en els darrers anys, de la neurofisiologia cerebral i de la sociologia comprensiva. Per això és diu que no es poden entendre de manera aïllada. Cal pensar sistemicament i veure com un canvi o modificació afecta a altres parts del sistema.</span></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Ho expliquem com a teoria però vegem-ho en casos pràctics. Diversificar l'activitat d'aula en projectes d'equip o en racons d'interès a parvulari han estat propostes generalitzades de renovació pedagògica. Ara bé, convé veure que no casen amb la immersió lingüística que ha de ser un ensenyament més directiu amb el modelatge lingüístic del mestre. Un altre. Els padrins de lectura, alumnes més grans que van a llegir amb alumnes més petits, no es pot generalitzar; alguns alumnes grans no poden aportar un bon model de lectura. El motiu de no discriminar no té consistència. La discriminació hi és abans de decidir, hi és de fet, i solament podem superar-la diversificant amb creativitat. Els alumnes que no tenen bon model de lectura poden preparar uns jocs de frases escrites en tires de paper desconfegides que s'hauran de reconfegir. <br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span></p><p style="text-align: justify;"><span style="font-size: small;"><b><span style="-webkit-text-stroke-width: 0px; background-color: #fce5cd; color: #333333; display: inline; float: none; font-family: verdana; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Conclusions</span></b></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">1 </span></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Imprimir el document i enviar-ne un exemplar a cada docent.</span></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">2 </span></span></p><p style="text-align: justify;"><span style="background-color: #fce5cd; font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Suscitar a cada centre el professional que fa la direcció pedagògica. Cobrir el càrrec a partir de selecció criterial: experiència reeixida i coneixement integral de la pedagogia. D'entrada promoure mestres i professors amb estudis superiors de pedagogia del propi centre. Seleccionar professionals pedagogs per proveir els centres més desorientats. Una pla extensiu a quatre anys.<br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana; font-size: small;"><span face="OpenSansRegular, Helvetica, Arial, sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-72834023587138149782023-10-28T11:53:00.068+02:002024-01-11T10:45:38.898+01:00Ensenyament escolar i més educació lliure i gratificant<p style="text-align: justify;"><span style="font-family: verdana;">Hi ha una clara preocupació i acció per activitats d'educació més enllà de l'horari escolar. Diverses iniciatives hi concorren. Des 2003 l'Administració educativa en col·laboració amb els Ajuntaments va impulsar els Plans Educatius d'Entorn. El nombre d'entitats i grups proveïdors d'activitats de lleure s'ha anat incrementant. El temps temps de migdia amb servei de menjador, generalment de 2 h 30m, s'ha d'atendre amb activitats diverses amb professionals externs. S'ha configurat una aliança d'institucions i grups per assolir millores en l'educació a temps complet. D'altra banda, les activitats d'estiu com colònies i casals es volen fer arribar a tots els infants i adolescents.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Tot això afavoreix l'aval social d'oferir activitats de lleure educatiu amb caràcter general, la seva institucionalització i l'assignació del finançament necessari. En cap cas però es tracta de fer una prolongació de l'activitat escolar formal bo i sabent que, a més del valor educatiu, s'atén un temps que facilita la compatibilitat laboral i familiar dels pares o família.</span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">🚧 <span style="color: #cc0000;">En construcció. Ajornat. Hi ha altres prioritats.</span></span><br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-57265578186457695362023-08-16T20:27:01.431+02:002023-09-01T13:37:36.206+02:00L'ensenyament a Catalunya. Què 'n'esperem? Què assolim? Respostes a la 55a UCE<p style="text-align: justify;"><span style="color: #2b00fe; font-family: verdana;">La Universitat Catalana d'Estiu tractarà abundosament de la situació i ensenyament del català i del funcionament del sistema escolar (escoles, col·legis i instituts). Jo he participat activament cada any a la UCE des 2012, organitzant seminari, jornada, presentacions i sessions doncs m'he dedicat a investigar i elaborar l'alternativa des 2005. Ja es podia veure la dissolució de la immersió a la vista del repartiment d'hores entre català, castellà i anglès. Dirigeixo la recerca-innovació Fem l'Escola Plurilingüe de la Societat Catalana de Pedagogia i he presentat, per a debat participatiu a centenar d'escoles, documents i instruments que han adoptat per guiar l'acció pedagògica.</span></p><p style="text-align: justify;"><span style="color: #2b00fe; font-family: verdana;">Com que no he estat convidat a parlar-ne, poso el meu coneixement a disposició de tothom atès que no em mou, als 72 anys, més interès que contribuir a resoldre un problema d'ensenyament de les llengües que ni uns ni altres volen resoldre encara que en parlin molt. Qui ho llegeixi, en pot fer ús i donar-ho a conèixer lliurement. Tan sols cal citar-ne la font. És un acte lligat al compromís de fer escola catalana amb pedagogia de 1968 a 2016.</span><br /></p><p> </p><p><img height="413" src="https://www.uce.cat/assets/img/UCE_2023/pensament2.jpg" width="413" /> </p><p> </p><h4 style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #2b2320; font-family: Muli, sans-serif; font-size: 18px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; letter-spacing: normal; line-height: 1.2; margin-bottom: 5px; margin-top: 0px; orphans: 2; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><a href="https://www.uce.cat/UCE_2023.html#" style="box-sizing: border-box; color: #f03c02; text-decoration: none;" target="_self">PENSAMENT<br style="box-sizing: border-box;" /><b style="box-sizing: border-box; font-weight: bolder;">Què passa a les escoles i als instituts?</b></a></h4><hr style="-webkit-text-stroke-width: 0px; background-color: currentcolor; border: 0px none; box-sizing: border-box; color: #4d4643; font-family: "Open Sans", sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; height: 1px; letter-spacing: normal; margin: 1rem 0px; opacity: 0.25; orphans: 2; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span face=""Open Sans", sans-serif" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #b4aca8; display: block; font-size: 13px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Coordinadors: Dra. MARIA ARQUER (Societat Catalana de Filosofia) i Dr. XAVIER SERRA (Societat de Filosofia del País Valencià)<br style="box-sizing: border-box;" /><b style="box-sizing: border-box; font-weight: bolder;">del 20 al 23 d'agost del 2023</b><hr style="background-color: currentcolor; border: 0px none; box-sizing: border-box; color: inherit; height: 1px; margin: 1rem 0px; opacity: 0.25;" /></span><h6 style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #4d4643; font-family: Muli, sans-serif; font-size: 1rem; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 500; letter-spacing: normal; line-height: 1.2; margin-bottom: 0.5rem; margin-top: 0px; orphans: 2; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: #666666;">Tenen cap sentit la ràpida successió de lleis educatives i els canvis apressats en els plans d'estudis, els currículums i els mètodes pedagògics? Ens hem de creure que la formació humanística clàssica és un vestigi del passat que podem enterrar? Quina és o quina ha de ser la finalitat fonamental de l'educació? A qui li interessa una escola assistencial? Es posa prou atenció en l'ensenyament del català? Què es vol dir quan es parla de flexibilitat, de capital humà i d'eficiència? Què és l'educació competencial? Volem fer-nos aquestes i d'altres preguntes per a mirar d'aclarir què podem esperar de l'educació en el context polític i social dels Països Catalans.</span></h6><p> </p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Primeres respostes. Ràpides respostes a preguntes imprecises.</b></span></p><p style="text-align: justify;"><span style="font-family: verdana;">La llei d'educació sols ha d'afirmar els valors que sustenten el sistema educatiu, integrat per famílies, escoles i mitjans de comunicació, que han de ser compartits pel conjunt social. La llei proclama les finalitats educatives acordades per unanimitat o consens polític democràtic (no poden canviar segons majoria política de govern). Els plans d'estudis emmarquen l'ensenyament, la funció específica de la institució escolar, amb referents culturals per a les etapes, segons edats evolutives. Els currículums són el desenvolupament del pla d'estudis que els professionals docents organitzen amb criteris pedagògics ajustats a l'ambient i necessitats dels alumnes per a assolir les finalitats educatives. Els mètodes pedagògics correspon decidir-los als professionals docents amb fonament psicosociopedagògic, amb aplec de recursos (materials i formals) i elaboració d'instruments didàctics. Les decisions pedagògiques són col·legiades i participades sens perjudici de la jerarquia tècnica de coneixement i experiència (per no reinventar-ho tot). Les decisions són col·legiades però l'acció i elaboració d'instruments també.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Les humanitats són aquelles ciències i coneixements que potser no serveixen per produir però que fan humà l'animal biològic, que emplenen la vida de gust i sentit. Ciència tecnologia i humanitats són vectors de la cultura. Si els docents tenen cultura integral, extensa i hi actuen, la transmeten als alumnes en el fer sens perjudici que centrin el seu ensenyament en un àmbit de coneixement. La finalitat de l'educació és promoure la triple dimensió antropològica de l'animal humà: biofísica, psicosocial i noeticoespiritual. L'escola dels il·lustrats va ser creada per a la instrucció universal, ha estat instrumentada per a reproduir a divisió social del treball i si es veia com una inversió econòmica, avui per a molts és una despesa social inevitable atès que el sistema econòmic es basa en alta tecnologia i baixa mà d'obra no qualificada.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">S'han dedicat moltes hores a l'ensenyament del català els darrers quaranta anys i s'ha fonamentat en normativa legal. Vetllar per la quantitat d'hores i per les prescripcions legals ha dut a la confrontació entre català, castellà i anglès amb palesa ineficàcia i ineficiència. L'ensenyament de llengües s'ha de fer amb pedagogia fonamentada, integrant coneixement científic de lingüística, neuropsicologia i sociolingüística i elaborant instrumentació adequada als referents de cada ambient. La flexibilitat és un comodí abstracte que s'utilitza a conveniència; capital humà o recursos humans és una abstracció que eludeix la persona i la comunitat de persones; eficiència s'utilitza per comptes d'eficàcia per contaminació de l'anglès i es confonen: funcionalitat, eficàcia i eficiència. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Educació competencial vol fugir de l'ensenyament memorístic i teòric però desconeix la taxonomia d'<i>objectius d'aprenentatge</i> de Bloom (1950): reconeixement, comprensió, aplicació, anàlisi, síntesi, avaluació que són els objectius cognitius. I no es poden oblidar les <i>habilitats o aptituds emotives</i>: receptivitat, responsivitat, valoració, organització i caracterització que s'han de promoure però no avaluar com a objectius. Un aprenentatge humà creatiu solament és possible si s'integra la cognició amb l'emoció. Això és el que no s'ha fet, en general, amb la llengua catalana. Cal encara aquí recordar el <i>desenvolupament psicomotor</i> de la primera infància que correspon a la llar d'infants i a l'educació escolar infantil fins als set anys. Inclou: percepció, llestesa (física, mental, emocional), imitació, habituació, resposta complexa, adaptació, originalitat. El desenvolupament psicomotor és la clau del llenguatge oral, de l'aprenentatge de llengües i, observant aules, s'evidencia si ha estat, o no, ben tractat.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Considerem tot seguit si els mestres i professors tenen aquests coneixements professionals. El dèficit és evident. No es coneix a fons l'aportació renovadora de l'<i>Escola Activa</i> europea i catalana de 1912, avui <i>Escola ComunicActiva</i> de 1992. No es coneix la tecnologia educativa nordamericana (pedagogia tècnica) de 1950, no s'atenen les aptituds emotives diverses i la psicomotricitat es redueix a instrucció tècnica o reeducativa. La llengua catalana s'ensenya separada del castellà i l'anglès ignorant la intercomprensió lingüística que desenvolupa la competència personal plurilingüe. De poc serveix plantejar-se el context polític i social si no es parteix del text, la pedagogia que és el coneixement científic i professional. Si els docents arriben poc formats a l'escola on hi ha direcció pedagògica i equip professional, consolidaran la seva formació. Actualment, davant la falta de ciència i direcció, molts docents, massa, es limiten a tenir una ocupació laboral retribuïda amb una actitud, més o no tant, atenta amb els alumnes.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b><span style="color: #990000;">Mesures que ha d'implementar l'Administració Educativa per a un ensenyament funcional, eficaç, eficient amb visió educativa sistèmica.<br /></span></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>1</b></span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Direcció pedagògica i equip de mestres.</b> El sistema escolar amb establiments escolars de deu, vint, quaranta o vuitanta docents ha de garantir des del primer moment una direcció científica-tècnica professional. Un professional cercat, acreditat i seleccionat; no candidats a seleccionar per una comissió feble com s'està fent. Més encara quan hem constatat que la majoria de docents no han estat adequadament formats. La gestió administrativa gerencial l'ha de dur un altre professional. La presidència del Consell Escolar és pot encarregar a un docent, un pare-mare o a altre professional plenament dedicat.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Els directors o directores acreditats per les realitzacions de l'escola poden ser encarregats de la supervisió educativa d'altres centres pròxims per comptes de la inspecció que ha esdevingut inútil als centres i sols serveix als dictats administratius. (Les escoles cooperatives del moviment Freinet es supervisaven recíprocament per interès propi). Han crescut en excés els equips i suports externs als centres per superar la falta de direcció pedagògica i la incapacitat d'encarar les necessitats habituals. L'orientador psicopedagògic del centre pot afavorir la competència dels docents i, quan cal, cercar els suports necessaris als serveis socials i de salut del sector. Tanta despesa externa ha de ser aplicada a millorar la capacitat interna dels equips docents.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>2</b></span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Ensenyament de la llengua catalana, de llengües, i desenvolupament de la competència plurilingüe.</b> Cal canviar d'immediat el model d'ensenyament de llengües promogut per l'escola dels il·lustrats i l'Estat de llengua oficial. Les societats han esdevingut multilingües amb <i>llengües familiars</i> diverses, la necessitat d'una <i>llengua comuna</i> sense deixar d'oir i anar comprenent d'altres <i>llengües vives </i>i alhora aprendre alguna <i>llengua transnacional</i>. Mala peça si l'ensenyament de la llengua es basa en la societat d'un altre temps, si es sotmet a la majoria estadística de parlants, si s'imposa una llengua per domini comercial o polític. L'escola fonamenta la pedagogia del coneixement científic i respon a les finalitats de l'educació democràticament acordades.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">La neurofisiologia mostra com es generen les connexions sinàptiques quan l'infant està exposat a diverses llengües i desenvolupa la <i>competència plurilingüe</i>. Molt millor que quan fins als set anys solament és receptor d'una llengua. La lingüística històrica i comparada mostra l'evolució de les llengües amb coincidències i diferències segons <i>famílies de llengües</i> i disposem dels <i>set sedasos</i> de la intercomprensió romànica (Stegmann, EuroComRom). La sòciolingüística ens mostra la diversitat geogràfica i d'usos segons el grup social. La pedagogia ha d'integrar aquests coneixements i enginyar la didàctica de la llengua, de les llengües, en societats multilingües. Ho va fer Comenius al centre multilingüe de l'Europa del segle XVII. Ho ha fet la Societat Catalana de Pedagogia (2013-2022) amb la (R+D+I) <i>Fem l'Escola Plurilingüe</i>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Cal deixar d'ensenyar les llengües separades. Tots els docents han de ser plurilingües (català, castellà, anglès o altra) i han d'activar la intercomprensió. No és gens eficaç ni optimitzat que </span><span style="font-family: verdana;">el mateix docent</span><span style="font-family: verdana;"> no ensenyi català i castellà activant la intecomprensió i atenent l'aprenentatge emotiu amb el cognitiu. I encara més, haurà de fer referències a l'anglès o altra llengua transnacional. En tractar qualsevol tema convé fer el quadre comparatiu de vocabulari i expressions habituals i això és activar la intercomprensió i el gust per les llengües, totes, i la llengua comuna, el català, queda garantida per voluntat de parlar-lo.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>3 <br /></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Horari i calendari escolar.</b> Assumpte tant debatut, ara silenciat però retornarà. No hem resolt res. No ho podem resoldre si ens mantenim en la idea de l'escola de la instrucció uniforme dels il·lustrats. Cal diversitat d'horaris i calendari a la vista dels usos i necessitats socials. Però no farem de l'escola un autoservei. L'escola és una institució que aplega persones amb valors compartits, finalitats acordades que solament s'assoleixen en comunitat. L'escola és la institució que pot garantir el desenvolupament personal, la diversitat cultural i la cohesió social. Entre els tres i els setze anys es desvetllen actituds, es creen els patrons de relació i hàbits de comportament que es discutiran amb l'assaig de raonament adolescent però que quedaran en la conducta vital. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Horari i calendari han de garantir un temps comú, comunitari i temps de responsabilització personal, a l'escola o a casa, individual o en equip. El treball personal es pot fer en franja matinal o de postmigdia i entremig hi ha la franja comuna. A les tardes corresponen activitats de desenvolupament lliure en entitats diverses o al mateix centre si no hi ha prou oferta. Els adolescents han de tenir a l'institut o col·legi marge d'organització lliure i que no hagin de recórrer per necessitat de trobar-se al carrer o a entorns de consum. El calendari pot ser comú d'octubre a maig o juny amb reduccions de jornada segons clima i durada del dia que es compensaran amb extensions de jornada. Setembre i juliol poden cobrir assistències reduïdes alternatives segons compatibilitat de les famílies per a activitats orientades de recuperació, consolidació, ampliació o creació.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">El menjador escolar ha de formar part de l'activitat escolar pel seu valor educatiu i comunitari. No ha de ser obligatori però és un temps de relació i modelatge entre alumnes i professors assistit per encarregats o monitors. Serà molt educatiu menjar a taula amb alumnes sens perjudici de garantir temps de recuperació als docents. El cost de menjador, com el cost de transport escolar formen part de la despesa en educació i cal fer el corresponent pressupost econòmic.</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>4<br /></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Alumnes amb dificultats. Trastorn d'atenció i hiperactivitat. Assetjament escolar. </b>L'escola actual, comprensiva de tots els alumnes els ha d'atendre amb acció conjunta i diversificada. No acceptem que els alumnes que no segueixen bé els aprenentatges, que tenen dificultats, que estan desinteressats hagin de ser apartat cercant alternatives fora de l'escola o de l'activitat comú. Quan un infant no progressa en lectura no es pot demanar ja intervenció psicoterapèutica. El mestre amb observació sistemàtica ha d'identificar la causa i aplicar les actuacions adequades; el mestre novell pot no saber-ne i per això treballa en equip amb mestres amb experiència elaborada. Quan un noi no té cap interès en llegir correspon al professor cercar la motivació adequada connectant amb els seus interessos, encara que efímers o marginals; tot es pot llegir, tot es pot documentar. (De la música a la biografia, de la peli a la novel·la, del còmic a la geografia o la història, dels esports als jocs olímpics i a la seva història, de les fotografies a la descripció i a la narració...). Com diu Daniel Pennac (2007), l'alumne ja té el dolor de no aprendre, posem-nos de la seva banda, amb exigència mesurada, és clar, doncs la gramàtica s'aprèn amb gramàtica.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Avui predominen els alumnes inquiets, fills d'una societat hiperactiva i dispersa. Doncs són aquests els que hem d'educar com el metge ha de guarir els qui estan malalts. Cal estudiar bé les malalties del temps i aplicar o dissenyar els remeis adequats. Un diagnòstic psicomèdic precís no aporta quina és la intervenció adequada; s'hi afegeix la pedagogia amb el toc de gràcia: els hiperactius han fet singulars contribucions en la història; els dispersos són persones d'atenció múltiple que poden arribar a la màxima concentració. L'Escola Activa, activa de cos i ment, encara no ha canviat prou l'ensenyament i els pupitres segueixen arrenglerats i els alumnes aixequen la mà per parlar o per respondre a les preguntes col·lectives del docent. La classe encara no és arreu un laboratori de pedagogia pràctica i un grup cooperatiu. Certament, cal preparar-se molt més les classes que seguint un llibre de text, que és molt útil, i alhora cal saber apartar-se de la preparació feta si els alumnes ho ofereixen o ho imposen. Cal haver previst molts recursos i situacions d'aprenentatge abans de començar el curs. Per això és tan adequada la xarxa d'escoles que cooperen i intercanvien iniciatives, recursos i instruments.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Avui, en una societat hiperactiva l'escola ha de ser activa i contemplativa. Ha d'ensenyar a observar amb calma, a pensar el que es vol parlar, a saber treballar en silenci, sense música, o a saber concentrar-se en l'activitat malgrat la fressa externa. Un recurs a l'abast és suggerir moments d'interiorització, de fer silenci mental i emocional. Ho avala la neurociència del cervell. Efectivament, el docent també ha de ser un ciutadà actiu i contemplatiu. (Sense connotacions; la contemplació és mística, és científica o filosòfica, és poètica o artística, també esportiva quan l'atleta s'hi veu abans de ser-hi).</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Una dificultat afegida, anòmala és l'assetjament escolar. És totalment evitable si s'observa la dinàmica dels alumnes i es detecta la primera ins¡nuació. En tot cas és una realitat social, present en els relats verboicònics de ficció. Així, veure junts i fer una anàlisi semiòtica amb un debat psicosocial esdevé una prevenció segura.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>5<br /></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Societat amb dificultats. Violència, masclisme, sexualitat agressiva, drogodependències, consumisme. </b>Aquesta és la selva on hem de viure, una selva que no hi era, que la fem nosaltres. Els nounats humans seguiran la mateixa estela o bé amb l'educació podem prevenir i reduir molt tantes dificultats. En societats anteriors es feia amb l'autoritat tribal, amb la doctrina religiosa, amb la vigilància i repressió. Avui, sembla que no es vulgui fer prevenció i es deixi a la intervenció posterior; entremig l'anòmia social o el consum sense límits. Prova evident és que davant la queixa social incrementem policia, empresonaments, intervencions terapèutiques, recursos socials. El recurs social preventiu, l'educació no s'incrementa, segueix al darrera, encara que en política sempre se'n parla, es parla de la importància de l'educació per a eradicar la violència, per no desenvolupar comportaments masclistes, per evitar abusos sexuals, per prohibir el consum d'alcohol als menors.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Una alternativa clara. Cada grup d'alumnes de 25 o 30 amb dos mestres o professors, dona i home. Educadors habituals, i en equip coneixeran bé els alumnes en un diàleg professional aprofundit. Els alumnes tindran model de dona i home en complementarietat relacional i col·laboració. Part del temps, actuen els ambdós, part del temps actua un sol i l'altre elabora les notes d'observació, fa l'ajustament de recursos o conversa amb un alumne o grup d'amics. La baixa per malaltia, la cobreix el cotutor sense més actuació (s'evita la gran despesa de substitucions, de gestió de substitucions, de demora de temps i de dedicació per situar el substitut). Per als docents, la feina és més gratificant. Cadascú pot millorar amb l'altre, llevat que coincideixin dos docents ganduls però amb el temps s'aniran eradicant aquests incompetents. A cinc anys vista hem de veure en els alumnes un gran canvi en reducció de conflictes, en hàbits de disciplina. Oblidem els professors de guàrdia i les faltes i sancions. Els dos docents tutors impulsaran l'assemblea de classe i la responsabilització personal i col·lectiva.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Caldran lliçons ocasionals, molt ben preparades. Una d'elles, l'educació sexual i afectiva que si no es fa a l'escola amb coneixement de les famílies, s'està fent com abans, d'amagatotis, avui navegant per les xarxes digitals on s'hi troba tot i les prevencions o prohibicions han resultat inútils. Quedi clar que són dificultats de la societat que una adequada educació pot reduir-ne els efectes. És assumpte de voluntat social i decisió política. Possiblement té menor cost econòmic que tota la despesa feta per investigar, corregir i sancionar tants comportaments dissocials.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>6<br /></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Agrupaments d'alumnes i atenció de mestres o professors.</b> ¡Quina obsessió acientífica agrupar els infants, ja a la llar d'infants, ordenats per edat! ¡Quina rutina, mantenir els grups-classe totalment estables tant com variar-los al canvi de curs o cicle! ¡Quin disbarat separar els alumnes que són amics, que s'avenen, que van i venen junts! Gran Pep Costa-Pau que el 1974 va introduir el grup natural d'amics com a base de treball en equip, però pocs centres ho han incorporat. No ho han entès. Seguim en l'obsessió de Binet i Simon de tenir el grup homogeni per impartir el mateix ensenyament; un pedagog força tradicional ho va presentar com el grup diana (en anglès el <i>target group</i>). Arreu s'admet que l'escola rural, amb grups reduïts de diferents edats, s'assoleixen molt bons resultats d'aprenentatge. Però seguim agrupant tan homogèniament com ens és possible mantenint la confrontació: agrupaments de nivell intern similar o agrupaments heterogenis per no fer discriminacions.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Abans cal distingir tipus d'activitats. Els aprenentatges instruccionals requereixen activitat individual exercitada; no hem aprofitat la instrucció programada (Skinner i Crowder) eficaç i flexible per a aprenentatges instruccionals (aritmètica, càlcul, ortografia, polinomis, equacions). Altrament, els problemes de matemàtiques s'han de pensar i fer en equip així com la revisió i millora de textos. La lectura i classe de llenguatge s'enriqueix amb activitat col·loquial en grup amb el modelatge del docent. L'anglès s'ha d'ensenyar en grup reduït, de quinze o disset alumnes agrupats per nivell per evitar la inhibició d'uns o l'avorriment dels altres i afavorir la màxima interacció. Temes socials o naturals s'han de fer amb part en equip heterogeni, part en grup col·loquial i potser amb equip previ per a cada pregunta o unitat. El llibre de text com a consulta és un bon instrument si el professor presenta un qüestionari o guió i proposa l'observació directa, experimental o documental. </span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Els criteris per a agrupament són conclusius després d'analitzar moltes variables. He posar exemples curriculars però falten: indentitat i aptituds diferenciades dels alumnes, interès per la matèria, bagatge familiar, recursos personals, afinitats relacionals, rols possibles en l'equip. Són les decisions més complexes i per això s'actua habitualment amb formes estereotipades que per major error es mantenen tot el curs escolar. Per major error o facilitat. Difícil d'explicar de manera sistemàtica i sols s'aprèn de forma situacional, integrant criteris diversos. La formulació de grups flexibles va respondre a una situació concreta i no és un model universal. L'excés de regulació administrativa acaba de frenar la iniciativa pensada dels docents. S'ofega l'observació sistemàtica si no està permès prendre decisions pensades i l'observació sistemàtica d'alumnes i de relacions és la base per decidir.</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Una consideració final a l'aspiració de les famílies de trobar una escola on el fill pugui seguir dels tres als divuit anys. Dóna seguretat davant la incertesa però pedagògicament és un error com és un error (i ho ha disposat l'Administració Educativa) passar la informació d'un alumne d'un centre a un altre de manera generalitzada. Efecte Pigmalió o Rosenthal: les expectatives sobre un alumne condicionen, si no determinen fins i tot el seu progrés escolar. Les variacions de grup classe afavoreixen la redistribució o negociació de rols i l'opinió que els altres tenen d'un. Als dotze anys és molt convenient canviar de centre o de secció dins d'un centre amb noves incorporacions i reorganització total dels grups classe. Raó? És el moment de construir l'autoimatge i la personalitat que depèn de la visió que els altres et mostren a tu mateix. </span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>7<br /></b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Avaluació d'aprenentatges. Expectatives de persones.</b> L'avaluació ha estat un tema tractat continuadament sense començar per fer la distinció i relació entre avaluació d'alumnes, avaluació de funcionament, avaluació de professors i avaluació de sistema escolar. D'altra banda solament podem avaluar els alumnes amb relació a les seves aptituds i interessos per a fer una avaluació contínua, de procés, formativa, diferenciada de la qualificació a efectes d'acreditació social.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'avaluació d'aprenentatges dels alumnes s'ha de fer seguint la sequència inalterable de l'aprenentatge: interès > rendiment > nivell > creativitat. S falla l'interès, la pedagogia ha inventat la motivació. El rendiment personal (no segons els referents curriculars) relaciona els assoliments sobre les aptituds mostrades. El nivell d'aprenentatge és una resultant o derivada, justament sobre la que no actuem, és un indicador. La creativitat comporta atendre aquells alumnes que no tenen dificultat, podrien acabar avorrint-se i formar part dels alumnes disrruptors a l'etapa secundària.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">En l'ensenyament tenim una ignorància total del pronòstic pedagògic. El diagnòstic pedagògic sense pronòstic és diagnòstic psicològic, contribueix a etiquetar i a anar reduint les expectatives favorables. El diagnòstic pedagògic o avaluació diagnòstica consisteix en observar les aptituds de l'alumne i els aprenentatges assolits. Així es pot activar l'aprenentatge en les seves aptitud dominants que coincidiran amb els seus interessos per posar-lo en acció; després ja estarà en marxa per a tot. Coneixent les oportunitats organitzatives de l'escola i l'itinerari (currículum) hem de comprometre un pronòstic favorable de l'alumne, en termes positius, al seu ritme. Una expectativa sempre positiva, compartida per l'equip docent i per la família, amb majors o limitats assoliments. L'efecte Rosenthal, sempre a favor de l'alumne; ben al contrari del que s'està fent passant la informació d'una etapa a l'altra.</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>8</b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Alfabetització verboicònica. Semiòtica de la comunicació de masses.</b> Seguim amb l'escola del llibre, hem infravalorat la paraula i l'oralitat i incorporem textos verboicònics (vídeos) de farciment com a introducció o complement. Així com l'escola ensenya a llegir i escriure, en la societat actual també ha d'ensenyar a llegir textos d'imatges, paraules i efectes sonors. Els docents no han estat expressament formats; els pocs que en saben han anat a prendre-ho a les facultats de comunicació. La formació pedagògica ha d'incloure la 'mass communication rersearch' i la semiòtica de la comunicació de masses. (Ho vaig formalitzar el 1992 amb Escola ComunicActiva i amb vint anys de professor associat no he vist que s'incorporés bé als plans d'estudis). Altrament vaig veure com un gran publicista com Marçat Moliné tenia en compte Montessori i la psicopedagogia en la fonamentació dels seus espots, certament sempre humanistes i amables. Cal valorar la dedicació del grup-empresa Aula Media per incorporar la comunicació dels mitjans d'imatge a l'aula però la major part de docents s'ocupen d'incorporar la tecnologia digital i no s'han adonat que la tasca de l'ensenyament és ensenyar a llegir imatges, comprendre i integrar-ho al currículum escolar. L'àmbit de competència digital ja ho inclou però la mateixa Administració ha fet més despesa per l'equipament de maquinari i programari que cal renovar constantment i la pedagogia de la comunicació de masses està per fer.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>9</b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Escola Activa, ComunicActiva i Digital</b>. Escola ComunicActiva és l'Escola Activa que activa la comunicació de masses. El 1992 la vaig identificar com 'L'escola de la societat de masses telecomunicada'. Ja s'apuntaven les possibilitats amb la informàtica i el vídeo però era impensable que ho tinguéssim tan a l'abast, que ho tinguin a l'abast els mateixos alumnes amb el dispositiu mòbil (telèfon, televisor, videoscopi, correu, viquipèdia, diccionaris, atles GoogleEarth). Això soluciona un problema advertit els anys noranta: la imatge no és per reforçar la paraula i domini del docent sinó per aprendre i compartir una forma cultural on hi cap tot, com en els llibres. El mòbil ho ha posat tot a l'abast dels alumnes i és positiu però cal veure la diferència amb el llibre. Qui pot conèixer els secrets que hi ha en un llibre, ja sap llegir i ha fet un procés de construcció personal. Tots poden veure les imatges i escenes encara que no sàpiguen llegir textos verboicònics i es produeix 'La desaparició de la infantesa' com ja ens va advertir el mestre i sociòleg Neil Postman.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">La reacció puritana i hipòcrita és prohibir els mòbils com es va voler censurar i destruir els llibres considerats perillosos. No és possible i no cal que la policia vagi a explicar els perills d'internet i les sancions que els poden caure als alumnes o a les seves famílies. Els mòbils i internet són usos socials i cal aprendre'n com s'aprèn a fer servir ganivets de gran tall o màquines de bricolatge. Certament cal un pacte social que guiï les decisions familiars. Cap mòbil a la mà abans del tres anys, alguns moments junts fins als nou, algunes consultes amb mòbil cedit fins als dotze. Entre els dotze i catorze tots podran tenir el seu mòbil; abans els qui acreditin major responsabilitat personal. A l'educació secundària es compta amb el mòbil: diccionari, atles, enciclopèdia, identificadors botànics, zoològics, models químics i físicodinàmics... Són els professors que ho han de tenir clar i els alumnes acceptar que hi ha estones de mòbil apagat (com al teatre o cinema). Al pati?... Cal prioritzar la relació personal directa. Si algú ha de fer ús del mòbil no surt al pati o va a una àrea delimitada.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">El digital no resoldrà el problema de l'escola però l'escola no pot ser sense digital. Avui l'escola ha de ser Activa, Contemplativa i també Digital, educant la ComunicAcció.</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>10</b></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Persona, comunitat, societat, massa, muta.</b> L'escola dels il·lustrats, l'escola de la instrucció general, va ser un gran avanç en favor de la població menys afavorida, aïllada en l'entorn rural. Sense perdre la seva parla, se'ls va donar una llengua de comunicació àmplia i estructurada, formadora. Certament el despotisme en va fer ús uniformista per a domini polític i extensió comercial volent eradicar les altres llengües i formes de pensar. La instrucció uniforme, seguint el model militar, anul·la la persona. Aviat van aparèixer les noves escoles que fugien de la uniformització i defensaven la persona coincidint amb aportacions de la ciència mèdica i psicològica. Desmoulins, Montessori, Decroly, </span><span style="font-family: verdana;">Kilpatrick</span><span style="font-family: verdana;">, Steiner, Petersen, Kerchensteiner, Freinet... aporten realitzacions escolars que podrien haver canviat totalment el model d'escola i que avui en la societat de masses tecnològica són totalment vàlids per a incorporar la tecnologia digital i la comunicació de masses a l'escola; no a l'inrevés, adaptar l'escola a la tecnologia.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Coincidint amb l'Escola Activa de 1912 es presentava la filosofia personalista d'Emmanuel Mounier seguida per grans autors. Cal integrar, balancejar bé el binomi persona-comunitat. Una filosofia de l'educació clau per a l'escola: aprendre a ser jo i a conviure amb els meus pròxims. La comunitat de l'escola és talment una maqueta de la societat si ens organit¡zem en unitat i diversitat, abandonant l'escola uniformista. Al carrer, de grans, els alumnes trobaran la societat-massa (espectacles, consum, esports, mass-pensament) i han de poder fer opcions en el mercat de la diversitat. Si no han estat formats personalment, faran el que diu la demoscòpia, el què fa la majoria. Si no han estat formats comunitariament, poden aïllar-se en una paranoia o bé afegir-se a una manada dissocial. Quan es manifesta un descontent social, s'encartellen, es canta poc, es crida molt, pacíficament, però emergeix la muta (la massa agressiva) que trinxa, crema i destrueix el què troba per davant. Quan un jove, aïllat i armat ha entrat en una escola o centre comercial i ataca o dispara, quan una colleta d'adolescents violen una noia enregistrant-ho, ens hem de preguntar si l'escola va educar balancejant persona i comunitat.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'educació personal i social queda en mans de l'escola quan la formació religiosa doctrinal deixa de ser social. La comunicació dels mitjans ha de contribuir a l'educació social però posa per davant l'espectacle i l'audiència i més aviat activa la disrupció, el trencament, la informalitat. Evidentment, no afecta tant els qui tenen una sòlida educació familiar i escolar. Amb tot, internet ofereix barra lliure més enllà dels mitjans i cal que l'educació garanteixi un equipament personal ferm, pensat i habituat. Les millors famílies viuen la incertesa quan els fills i filles són adolescents atès que l'agressió ambiental és molt potent. L'ensenyament solament és part de l'educació i avui la institució escolar i la institució familiar han d'anar a la una educant per a encarar aquesta realitat social, aquesta selva que ens hem creat.</span><br /></p><div style="text-align: justify;"><span style="color: #2b00fe; font-family: verdana; font-size: x-small;">Martí Teixidó, </span></div><div style="text-align: justify;"><span style="color: #2b00fe; font-family: verdana; font-size: x-small;">mestre pedagog, dr. </span></div><div style="text-align: justify;"><span style="font-family: verdana; font-size: x-small;"><span style="color: #2b00fe;">16 d'agost de 2023</span> </span><br /></div>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com2tag:blogger.com,1999:blog-8616834429911141592.post-41934883655787743062023-06-13T11:18:00.015+02:002023-06-13T12:02:33.578+02:00Entre educació i pedagogia. Que no és el mateix.<p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj82Cxntn_KGAaiU-qfs8qU4Sfl2P26MFZ-jv7QoCFmnGxKuzLzRJQy1ugeTuWt6qfQgRoVSayJ1SHZP_YIEYrMZUGST6fBWBvro68s6BQIwQFqjDg58k1JiAFGxHGRSwVPsiWDHSRxwTfu6BLYiQT6TMiQ7dPsUJpSpqbOFcy-80IZdBjx9E5bsOFR9A/s533/Unesco%20reimaginem.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="533" data-original-width="375" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj82Cxntn_KGAaiU-qfs8qU4Sfl2P26MFZ-jv7QoCFmnGxKuzLzRJQy1ugeTuWt6qfQgRoVSayJ1SHZP_YIEYrMZUGST6fBWBvro68s6BQIwQFqjDg58k1JiAFGxHGRSwVPsiWDHSRxwTfu6BLYiQT6TMiQ7dPsUJpSpqbOFcy-80IZdBjx9E5bsOFR9A/s320/Unesco%20reimaginem.png" width="225" /></a></span></div><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">En el discurs de l'educació, amb paraules, més aviat coincidim, estem d'acord. Però en l'acció educativa?... Sembla que no hàgim entès que és assumpte de coneixement teòric i pràctic. Teòric amb fonamentació científica en el coneixement que aporten altres ciències sobre l'humà i l'aprenentatge (neuobiologia, psicologia, sociologia, antropologia). Especulatiu amb el reflexió que ens aporten la filosofia, la mediologia, la comunicació de masses. Pràctic que s'aprèn amb bons models professionals amb qui poder reflexionar i amb temps d'exercitació.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">La UNESCO especialitzada en educació sense separació de la ciència i la cultura ho ha exposat sempre clar en els seus documents. Altres institucions amb finalitats pròpies i específiques afecten l'educació sense aportar un coneixement integral. Lamentablement, hem estat més atents a aquestes i la UNESCO ha quedat com decorativa.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Vegeu els retalls.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> <br /></span></p><p><span style="background-color: #fce5cd;"><span style="font-family: verdana;">EDUCACIÓ</span><br /></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 13.5pt;">L’escola-institut, amb una opció clara per l’educació i valors
de la UNESCO</span></b></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;">
</span><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span lang="CA" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 12.5pt;">El nou contracte
social per a l’educació ha de reafirmar la idea que l’educació </span></span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.936565); word-spacing: 0px;">és un projecte comú,
un compromís social compartit, un dels drets humans </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.927292); word-spacing: 0px;">fonamentals i una de
les responsabilitats més importants dels estats i els </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.921354); word-spacing: 0px;">ciutadans. A més, un
dels papers fonamentals de l’educació és formar ciutadans </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.932613); word-spacing: 0px;">que promoguin els
drets humans, per la qual cosa s’ha de fomentar en l’alumnat </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.913037); word-spacing: 0px;">la capacitat de
pensar i actuar de manera autònoma i ètica. Es a dir, se li ha </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.922); word-spacing: 0px;">de donar eines per
col·laborar amb els altres i desenvolupar la seva capacitat </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.935439); word-spacing: 0px;">d’acció, la
responsabilitat, l’empatia, el pensament crític i creatiu, juntament amb </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.93096); word-spacing: 0px;">una àmplia gamma
d’habilitats socials i emocionals. Per portar l’educació per </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.926217); word-spacing: 0px;">aquest ambiciós camí
s’han d’establir noves maneres d’organitzar l’aprenentatge. </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.909399); word-spacing: 0px;">L’educació és cabdal
per ajudar els pobles a aconseguir la pau entre éssers </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.923755); word-spacing: 0px;">humans i amb la
Terra. </span><span style="background-color: #fce5cd;"><span lang="CA" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 13.5pt;">UNESCO (2022):</span>
</span></span><span style="background-color: #fce5cd;"><style><span style="font-family: verdana;">@font-face
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nou contracte social per a l’educació”</span></a><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span><span face=""Arial",sans-serif">(p. 49)</span>
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{page:WordSection1;}</style></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> <span style="font-family: verdana;">PEDAGOGIA</span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><span style="color: black;"><b>L'escola-institut amb professionals de la pedagogia ciència i tècnica.</b></span><br /></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;">
</p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span style="font-family: verdana;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 11pt;">Tot<span style="mso-spacerun: yes;"> </span>model<span style="mso-spacerun: yes;"> </span>pedagògic<span style="mso-spacerun: yes;">
</span>parteix<span style="mso-spacerun: yes;"> </span>d’una<span style="mso-spacerun: yes;"> </span>relació</span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 11pt;">:<span style="mso-spacerun: yes;"> </span>tant<span style="mso-spacerun: yes;">
</span>aprenents<span style="mso-spacerun: yes;"> </span>com<span style="mso-spacerun: yes;"> </span>docents<span style="mso-spacerun: yes;">
</span>es<span style="mso-spacerun: yes;"> </span>transformen<span style="mso-spacerun: yes;"> </span>durant <span style="mso-spacerun: yes;"> </span></span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.861384); word-spacing: 0px;">l’experiència<span style="mso-spacerun: yes;"> </span>didàctica<span style="mso-spacerun: yes;">
</span>a<span style="mso-spacerun: yes;"> </span>mesura<span style="mso-spacerun: yes;"> </span>que<span style="mso-spacerun: yes;">
</span>aprenen<span style="mso-spacerun: yes;"> </span>els<span style="mso-spacerun: yes;"> </span>uns<span style="mso-spacerun: yes;">
</span>dels<span style="mso-spacerun: yes;"> </span>altres.<span style="mso-spacerun: yes;"> </span>El<span style="mso-spacerun: yes;">
</span>que<span style="mso-spacerun: yes;"> </span>defineix<span style="mso-spacerun: yes;"> </span>l’experiència <span style="mso-spacerun: yes;"> </span></span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.910286); word-spacing: 0px;">didàctica és la
tensió productiva que es crea simultàniament entre la transformació individual
i la </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.901606); word-spacing: 0px;">col·lectiva, ja que
la nostra vida interior influeix en l’entorn i al mateix temps es veu
profundament </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.861846); word-spacing: 0px;">afectada<span style="mso-spacerun: yes;">
</span>per<span style="mso-spacerun: yes;"> </span>aquest<span style="mso-spacerun: yes;"> </span>entorn.</span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.867741); word-spacing: 0px;"> <u>El<span style="mso-spacerun: yes;"> </span>triangle<span style="mso-spacerun: yes;">
</span>pedagògic<span style="mso-spacerun: yes;"> </span>clàssic<span style="mso-spacerun: yes;"> </span></u><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><u>el<span style="mso-spacerun: yes;"> </span>formen<span style="mso-spacerun: yes;"> </span>l’alumne,<span style="mso-spacerun: yes;">
</span>el<span style="mso-spacerun: yes;"> </span>mestre<span style="mso-spacerun: yes;"> </span>i<span style="mso-spacerun: yes;">
</span>el<span style="mso-spacerun: yes;"> </span>coneixement</u>.</span><span style="mso-spacerun: yes;"> </span>L’ensenyament<span style="mso-spacerun: yes;">
</span>i <span style="mso-spacerun: yes;"> </span></span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.86686); word-spacing: 0px;">l’aprenentatge<span style="mso-spacerun: yes;"> </span>es<span style="mso-spacerun: yes;">
</span>nodreixen<span style="mso-spacerun: yes;"> </span>del<span style="mso-spacerun: yes;"> </span>patrimoni<span style="mso-spacerun: yes;">
</span>comú<span style="mso-spacerun: yes;"> </span>del<span style="mso-spacerun: yes;"> </span>coneixement<span style="mso-spacerun: yes;">
</span>i<span style="mso-spacerun: yes;"> </span>alhora<span style="mso-spacerun: yes;"> </span>hi<span style="mso-spacerun: yes;">
</span>contribueixen.<span style="mso-spacerun: yes;"> </span>Dit <span style="mso-spacerun: yes;"> </span></span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.88971); word-spacing: 0px;">d’una altra manera, en
el marc de la relació pedagògica, l’educació ens connecta amb <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">el patrimoni </span><span style="-webkit-text-stroke-width: 0px; cursor: text; font-variant-caps: normal; font-variant-ligatures: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; transform-origin: 0% 0% 0px; transform: scaleX(0.911564); word-spacing: 0px;">comú</span> del
coneixement acumulat per la humanitat i alhora ens ofereix <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">la possibilitat d’enriquir-lo</span>.</span>
<a href="https://unesdoc.unesco.org/ark:/48223/pf0000382890" target="_blank"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">“Reimaginem junts els nostres futurs. Un
nou contracte social per a l’educació”</span></a><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> (</span></span></span><span face=""Arial", sans-serif" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; font-size: 11pt;">p. 53)</span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><a href="https://unesdoc.unesco.org/ark:/48223/pf0000382890">https://unesdoc.unesco.org/ark:/48223/pf0000382890</a> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><style><span style="background-color: rgb(255, 255, 255);">@font-face
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{page:WordSection1;}</span></style><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><span style="color: black;"> </span> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #747474;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">Subratllo el triangle pedagògic per sortir de confrontacions curtes de mires: academicisme (Platon), magistrocentrisme (Escolàstica), paidocentrisme (Rousseau). El mestre o professor és un adult amb cultura que comunica, transmet i suscita. L'alumne és un menor en desenvolupament físic, mental i emocional que necessita i tendeix a aprendre, dels pares i docents o dels models socials difosos avui amb la comunicació de masses. La cultura, coneixement, pràctica i gaudi és el referent comú que relaciona mestre/professor i alumne, alumnes en grup. El punt més fràgil que tenim avui és la limitada cultura dels mestres i professors.<br /></span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><br /></span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><br /></span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><br /></span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">Davant la falta de funcionalitat i eficàcia de l'educació ha crescut l'atenció per controls de resultats: PISA, PIRLS</span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><br /></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"></span>
</p><p class="MsoNormal" style="margin-left: 40px; text-align: justify;"><span style="background-color: #fce5cd; font-size: x-small;"><span style="font-family: verdana;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #333333;">OECD/OCDE. PISA
es el Programa para la Evaluación Internacional de Alumnos de la OCDE. El
objetivo del programa es medir la <u><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">capacidad de los alumnos de 15 años para utilizar sus conocimientos y
habilidades</span></u> de lectura, matemáticas y ciencias para afrontar los retos
de la vida real.</span></span></span><span style="background-color: #fce5cd; font-size: x-small;"><span style="font-family: verdana;"><span style="color: #0d0d0d;"> El Estudio Internacional para el Progreso de la Comprensión Lectora (<span style="mso-bidi-font-weight: bold;">PIRLS</span>, <i>Progress in
International Reading Literacy Study</i> en inglés), es un estudio de la
IEA <span style="mso-spacerun: yes;"> </span>(<span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">International
Association for the Evaluation of Educational Achievement</span>)</span> <span style="font-family: inherit;">que <u><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;">evalúa la comprensión lectora de
los alumnos</span> </u>en 4º de Primaria. Este estudio evalúa las tendencias en el
nivel de aprendizaje de los estudiantes cada cinco años desde el 2001. España
participa en este estudio desde 2006.</span></span></span></p><div style="margin-left: 40px; text-align: left;"><span style="background-color: #fce5cd; font-size: x-small;"><span style="font-family: verdana;">
</span></span></div><p class="MsoNormal" style="margin-left: 40px; text-align: justify;"><span style="background-color: #fce5cd; font-size: x-small;"><span style="font-family: verdana;"><span style="color: #0d0d0d;">PIRLS se centra en la lectura como medio para alcanzar los dos propósitos
de lectura presentes en la mayor parte de los textos que leen los alumnos
dentro y fuera del colegio:</span></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif" style="color: #7f7f7f; font-size: 10.5pt; mso-themecolor: text1; mso-themetint: 128;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><style>@font-face
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{page:WordSection1;}</style></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><br /></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: verdana;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">Són dades que hem de considerar en l'avaluació, com a dades. Però no ens ajuden a trobar alternatives. O ¿potser és una alternativa centrar l'ensenyament en la preparació de proves? Aquesta és una obsessió que s'ha anat estenent, en administradors i en docents. Ja és hora que vegem que no ens ajuda a trobar alternatives. Cal anar a la pedagogia.<br /></span></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="background-color: #fce5cd;"><span face=""Arial",sans-serif"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"><br /></span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><img alt="" height="205" 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{page:WordSection1;}</style></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-16231030940258410152023-06-02T14:38:00.010+02:002023-06-06T10:16:40.435+02:00El gust per la lectura. Ensenyar a llegir<div class="separator"><div class="gmail_default" style="clear: right; float: right; font-family: verdana, sans-serif; margin-bottom: 1em; margin-left: 1em;"> <br /></div></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQags0JWHO3SuoWvewPY3FNFi2jfmKAxhtroykWAqf5v9HGhXT6TrHx-p0XCyrEZv1G7LNPRgkZtvw7I0SoWV-dx8xe2hGGW3izEPptXEl_N_90xelQpBJH6VEqsCdyz50i_LrFM-znU-uEBLsYTFRmpsazLtVxuZwBYN8O30bzZf-rQHyyIL5A9sjwA/s491/zapatos%20de%20fuego.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="491" data-original-width="360" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQags0JWHO3SuoWvewPY3FNFi2jfmKAxhtroykWAqf5v9HGhXT6TrHx-p0XCyrEZv1G7LNPRgkZtvw7I0SoWV-dx8xe2hGGW3izEPptXEl_N_90xelQpBJH6VEqsCdyz50i_LrFM-znU-uEBLsYTFRmpsazLtVxuZwBYN8O30bzZf-rQHyyIL5A9sjwA/s320/zapatos%20de%20fuego.png" width="235" /></a></div><span style="font-family: verdana;">M'he pronunciat molt sobre aquest punt, sobre ensenyar a llegir a l'escola. Falla la base: saber ensenyar i comprovar que s'aprèn. Després segueix incrementar l'interès per la lectura però l'interès el desvetlla el mestre amb la lectura gratificant a classe, col·lectiva i individual.</span><p></p><div class="gmail_default" style="font-family: verdana, sans-serif; text-align: left;"><br /></div><div class="gmail_default" style="font-family: verdana, sans-serif; text-align: left;">No veig que pugui recomanar dos llibres i penso en els que he fet servir amb els alumnes de diverses edats associats a l'ambient i circumstàncies. Hi ha un nen grassonet a la classe de 7 anys i sembla que se'n riuen: "Sabates de foc i sandàlies de vent". Un grup molt hiperactiu de 8 anys: "El zoo d'en Pitus" o "En Jim Botó i Lluc el maquinista". Nois que comencen a fumar i saben de drogues 13-14 anys: "Illampu. Una aventura als Andes" i coneixeran el valor de la coca i el seu bon o mal ús.</div><div class="gmail_default" style="font-family: verdana, sans-serif;"><br /></div><div class="gmail_default" style="font-family: verdana, sans-serif;">La selecció d'un llibre de lectura ha de lligar o fer una mediació entre l'alumne i la seva experiència vital i anar més enllà. El mestre ha de decidir el llibre de lectura conjunta de classe coneixent els alumnes. El mestre, en temps de lectura personal mental ha d'observar els alumnes i comprovar que estan enganxats cadascú al seu llibre, anar a orientar el qui està desconnectat i mirar de donar-li pistes o ajudar-lo a trobar un llibre adequat per a ell. Hi ha alumne de 9 anys que no pot llegir un llibre de 100 pàgines amb un relat únic, però pot llegir un llibre de 12 relats independents dient-li que no deixi de llegir fins que acabi el relat actual, encara que els altres passin a un altra tasca.</div><div class="gmail_default" style="font-family: verdana, sans-serif;"><br /></div><div class="gmail_default" style="font-family: verdana, sans-serif;">Això no s'aprèn ni a Magisteri ni a cap curset de l'Administració. Va bé haver-ho oït i estudiat però s'aprèn al costat d'un mestre que ja en sap i un mateix s'activa a observar i pensar... aviat en sabrà més que el mestre tutor perquè incorporarà recursos actualitzats. Si a televisió feien una sèrie "Orzowei, el fill de la sabana" he de considerar si introdueixo el llibre a classe. Si fem Ciències Socials, geografia d'Europa i Àsia i fan a la televisió "Miquel Strogoff. De Moscou a Irkoutsk." m'han donat un recurs, recurs que avui tinc disponible a internet, per fer latitud, longitud, climes, paisatges... Tot mestre i professor és mestre de llengua i lectura. Des qualsevol àrea de coneixement s'ha de motivar i s'hi enganxaran alumnes que tenen aptitus que els encaminen a matemàtiques, història, a art... i amb aquesta seguretat disposats a llegir de tot.</div><div class="gmail_default" style="font-family: verdana, sans-serif;"><br /><img height="339" src="https://pictures.abebooks.com/isbn/9788424681425-es.jpg" width="209" /></div><div class="gmail_default" style="font-family: verdana, sans-serif;">La lectura és sols una tècnica i una habituació. Els llibres són instruments, bons o dolents. Però per començar no hi ha cànon. És la persona el seu coneixement i el desig de saber que la fa lectora. Lectura (tècnica o velocitat) i comprensió (relació i imaginació) són dues cadenes inseparables, com un ADN cultural.</div><div class="gmail_default" style="font-family: verdana, sans-serif;"><br /></div><div class="gmail_default" style="font-family: verdana, sans-serif;">Davant d'aquesta constatació de falta de competència lectora, cadascú aporta des la seva perspectiva però és assumpte de pedagogia que, amb fonament científic, les ha d'integrar totes i dissenyar accions operatives.</div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> <br /></div><div class="gmail_default" style="font-family: verdana, sans-serif;"><br style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /></div><p> <img alt="Imatge d'una pàgina del llibre. Fes clic per obrir la previsualització." height="312" 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</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/JosepGCambray"><span color="windowtext" style="text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: #536471; font-family: Roboto; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/JosepGCambray"><span style="color: #536471; text-decoration: none; text-underline: none;">@JosepGCambray</span><span style="border: medium none; color: #536471; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 18pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-size: 13pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Si algú es pensava que una dècada de
retallades no afectaria l'escola, s'equivocava. Els resultats en comprensió
lectora són molt preocupants. Les PIRLS, d'abril 2021, abans d’iniciar
legislatura, en són un exemple. </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 18pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-size: 13pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Per això, hemdesplegat accions per
impulsar la lectura.</span><span lang="CA"></span><span lang="CA" style="color: #0f1419; font-size: 13pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span lang="CA"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid black; color: #0f1419; font-size: 13pt; padding: 0cm;">Es posa en marxa el Pla de Millora de les
Biblioteques Escolars. En 250 centres. Es garantiran els 30 minuts de lectura
diaris que fixen els nous currículums a primària. A secundària, també un espai
mínim setmanal.</span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; border: 1pt solid black; color: #0f1419; font-size: 13pt; padding: 0cm;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-size: 13pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Fomentem de les activitats de
comprensió lectora en els centres de més complexitat amb un pla que passa de
500 a 726 centres aquest curs.</span><span lang="CA" style="color: #0f1419; font-size: 13pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-size: 13pt;">Es posa en marxa una
campanya per a fomentar la lectura a casa entre les famílies. La lectura en veu
alta a casa o altres activitats milloren notablement els resultats en
comprensió lectora i en competències bàsiques.</span><span style="font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-size: 13pt;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-size: 13pt;">Aquestes actuacions i
d'altres que s'estan treballant emmarcades en el Pla Nacional del llibre i la
lectura, es presentaran properament, amb el Departament de Cultura i la
participació d’agents diversos -llibreters, editors, biblioteques o entitats
pedagògiques-</span><span style="font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span style="border: 1pt solid black; color: blue; font-family: "Times New Roman",serif; font-size: 12pt; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span color="windowtext" face=""Arial",sans-serif" lang="CA" style="border: medium none; font-size: 11pt; mso-ansi-language: CA; mso-bidi-font-family: "Times New Roman \(Cuerpo en alfa"; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-field-code: " HYPERLINK \0022https\:\/\/twitter\.com\/martiteixido\0022 ";"><span lang="ES-TRAD" style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-no-proof: yes; padding: 0cm;"><span style="mso-ignore: vglayout;"><img alt="https://pbs.twimg.com/profile_images/2077441479/MTPfotocarnet10_bigger.jpg" border="0" height="73" src="file:////Users/martiteixido/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image003.jpg" width="73" /></span></span></span></span><span color="windowtext" style="border: medium none; font-family: "Times New Roman",serif; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span style="color: black; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><b><span style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span style="color: #0f1419; text-decoration: none; text-underline: none;">Martí Teixidó</span><span style="border: medium none; color: #0f1419; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></b></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span style="color: black; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span style="color: #536471; text-decoration: none; text-underline: none;">@martiteixido</span><span style="border: medium none; color: #536471; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido/status/1664308444441067530"><span lang="EN-US" style="border: 1pt solid black; color: #536471; font-family: Roboto; mso-ansi-language: EN-US; mso-border-alt: solid black .25pt; padding: 0cm;">Jun 1</span></a></span><span lang="EN-US" style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="EN-US" style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Replying to </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/JosepGCambray"><span style="border: 1pt solid black; color: #1d9bf0; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;">@JosepGCambray</span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">La lectura ben ensenyada a l’escola
és el que s’ha de garantir. No carreguem la feina a les famílies. Deixeu-vos
d’obsessió pels resultats. A casa, llegir per plaer. El mestre ho pot suscitar,
encomanar (no manar).</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Un
error tradicional. Separar la velocitat lectora de la comprensió lectora. Una
és relativa a l’altra. La mestra Margarita Recasens, molt encertadanent, va
dissenyar una prova integrada. La coneixeu?</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span><span lang="EN-US" style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="line-height: 18pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Doncs, no. Són 20’ i tres dies/
setmana lectura mental (silenciosa) i el mestre observant cada alumne i
orientant aquells que no connecten. Altres dies, lectura oral i tonal, del
mestre i lectura coral als inicis.</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/mestracremada"><span style="border: 1pt solid black; color: blue; font-family: "Times New Roman",serif; font-size: 12pt; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/mestracremada"><span color="windowtext" face=""Arial",sans-serif" lang="CA" style="border: medium none; font-size: 11pt; mso-ansi-language: CA; mso-bidi-font-family: "Times New Roman \(Cuerpo en alfa"; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-field-code: " HYPERLINK \0022https\:\/\/twitter\.com\/mestracremada\0022 ";"><span lang="ES-TRAD" style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-no-proof: yes; padding: 0cm;"><span style="mso-ignore: vglayout;"><img alt="https://pbs.twimg.com/profile_images/1586441698485456899/Trz69I-S_bigger.jpg" border="0" height="73" src="file:////Users/martiteixido/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image004.jpg" width="73" /></span></span></span></span><span color="windowtext" style="border: medium none; font-family: "Times New Roman",serif; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/mestracremada"><span style="color: black; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><b><span lang="EN-US" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 11.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/mestracremada"><span style="color: #0f1419; text-decoration: none; text-underline: none;">Mestra?</span><span style="border: medium none; color: #0f1419; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></b></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/mestracremada"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="EN-US" style="border: 1pt solid black; color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/mestracremada"><span style="color: #536471; text-decoration: none; text-underline: none;">@mestracremada</span><span style="border: medium none; color: #536471; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><span style="mso-spacerun: yes;"> </span><span lang="EN-US"></span></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Potser
posar algun especialista a les biblioteques i no carregar de més feina un
mestre ajudaria... Pq els mestres no som especialistes en tot c molta bons
voluntat tinguem!!!</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: #536471; font-family: "inherit",serif; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">1</span><span style="border: 1pt solid black; color: blue; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span style="border: 1pt solid black; color: blue; font-family: "Times New Roman",serif; font-size: 12pt; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span color="windowtext" face=""Arial",sans-serif" lang="CA" style="border: medium none; font-size: 11pt; mso-ansi-language: CA; mso-bidi-font-family: "Times New Roman \(Cuerpo en alfa"; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; text-decoration: none; text-underline: none;"><span style="mso-field-code: " HYPERLINK \0022https\:\/\/twitter\.com\/martiteixido\0022 ";"><span lang="ES-TRAD" style="border: 1pt solid black; color: blue; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-no-proof: yes; padding: 0cm;"><span style="mso-ignore: vglayout;"><img alt="https://pbs.twimg.com/profile_images/2077441479/MTPfotocarnet10_bigger.jpg" border="0" height="73" src="file:////Users/martiteixido/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image003.jpg" width="73" /></span></span></span></span><span color="windowtext" style="border: medium none; font-family: "Times New Roman",serif; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span style="color: black; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><b><span lang="EN-US" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 11.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span style="color: #0f1419; text-decoration: none; text-underline: none;">Martí Teixidó</span><span style="border: medium none; color: #0f1419; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></b></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido"><span lang="EN-US" style="color: black; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="EN-US" style="border: 1pt solid black; color: #536471; font-family: Roboto; font-size: 11.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;"><a href="https://twitter.com/martiteixido"><span style="color: #536471; text-decoration: none; text-underline: none;">@martiteixido</span><span style="border: medium none; color: #536471; font-size: 12pt; text-decoration: none; text-underline: none;"></span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span lang="EN-US" style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/martiteixido/status/1664305528929910790"><span lang="EN-US" style="border: 1pt solid black; color: #536471; font-family: Roboto; mso-ansi-language: EN-US; mso-border-alt: solid black .25pt; padding: 0cm;">Jun 1</span></a></span><span lang="EN-US" style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="EN-US" style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Replying to </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/mestracremada"><span style="border: 1pt solid black; color: #1d9bf0; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;">@mestracremada</span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="border: 1pt solid black; color: #1d9bf0; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">and</span><span style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span style="color: #536471; font-family: Roboto; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://twitter.com/JosepGCambray"><span style="border: 1pt solid black; color: #1d9bf0; mso-border-alt: solid black .25pt; padding: 0cm; text-decoration: none; text-underline: none;">@JosepGCambray</span></a></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Els
mestres són professionals d’ensenyar a llegir. Ningú ho és tant. Si no és així,
ja tenim l’explicació del fracàs de la lectura. Això no treu que alguns infants
han après a llegir amb la mare i el mestre observador ho sap.</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="background-color: #fce5cd;"><span style="color: black; font-family: Times; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 18pt;"><span style="background-color: #fce5cd;"><span lang="CA" style="border: 1pt solid black; color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: solid black .25pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; padding: 0cm;">Si
el mestre no ensenya a llegir amb mètode ajustat a l’ambient i a cada alumne
havent estudiat els diversos mètodes…les accions de millora cauen al buit.
Ensenyar a llegir,a tots els alumnes, és una professió i s’ha d’haver estudiat:
Montessori, Decroly, Steiner, Freinet, Freire</span><span lang="CA" style="color: #0f1419; font-family: Roboto; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span lang="CA" style="font-size: 12pt;"> </span></span></p><span style="background-color: #fce5cd;">
</span><p class="MsoNormal"><span style="background-color: #fce5cd;"><span lang="CA" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-family: Roboto; font-size: 12pt;">Des 2011 s’han
anat fent innovacionetes sense sistema: tipologies textuals, lectura
biblioteca, padrins de lectura, lectura amb els pares. S’ha dejxat de banda el
mètode d’ensenyar a llegir. </span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-family: Roboto; font-size: 12pt;">Molts
mestres ja no en saben</span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-family: Roboto; font-size: 13pt;">.</span></span></p><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-family: Roboto; font-size: 13pt;"> </span></span></p><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b>Departament d'Educació</b></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><b>Conseller</b></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Josep G. Cambray</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Salutació,</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">He vist les vostres comunicacions a Twitter referent a les accions per millorar l'aprenentatge de la lectura. Hi he afegit diverses aportacions. M'ha semblat adequat fer-ho en públic, en positiu, amb enunciat d'accions concretes doncs ja es veu d'entrada que els mestres que piulen estan desorientats. Ja ho vaig veure en visites de supervisió els darrers cursos (2010-2016) amb plans de millora de la lectura que els mestres miraven de complir a peu de lletra sense criteri propi. També s'hi van incorporar alguns assessors LICS sense experiència docent directa que repetien les instruccions i protocols en reunions amb claustres. Jo m'hi afegia, per reconduir i impulsar que els mestres pensessin per actuar adequadament, al costat de l'assessora que no ho entenia.</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Totes les mesures apuntades són raonables i positives però ens falla la base. Els mestres avui, la majoria, no saben ensenyar a llegir. Es cerquen solucions fora de l'escola, de la classe (padrins de lectura, voluntaris per fer llegir, recomanacions a les famílies) però això no substitueix l'ensenyar a llegir amb mètode que han de fer els mestres.</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">La mateixa mesura de 30' ja es va començar a aplicar... amb rigidesa. Si es fa lectura de 20' amb infants de nou anys, altres minuts o dies llegeix el mestre i dona l'alternativa als qui no necessiten ajuda. Amb d'altres se'ls aplega en rotllana i es fa lectura coral i també solista. En fí, que ja ho vaig practicar el 1970 i he estudiat a fons tots els mètodes de lectura, tots vàlids si s'adeqüen a la situació i a cada alumne. I el mestre ha de saber articular procedimets d'un o altre mètode.</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">No es tracta de comparar i millorar els resultats. Ens enganyem i acabem atribuint-ho a les famílies quan són negatius. I quan en una escola llegeixen bé, quin pes han tingut les famílies? A quí atribuïm el valor causal?</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">No desenfoquem el problema. Quina sort que els resultats ens obren els ulls a nivell general. Alguns, sense fer estudis sumatius, ja ho haviem de veure (especialment els supervisors de l'educació). Les alternatives són pedagògiques. La política de l'educació ha d'afavorir-les i fins i tot exigir-les. (En dues ocasions, mestres desorientats els vaig enviar una setmana a una altra escola, al costat d'un mestre competent).</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Confio contribuir. Salutació.</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Il·lustració:</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Un dels mètodes, tradicional ben ajustat pel col·lega pedagog Ramon Bassa, dr. 20 llibrets, contes de lectura progressiva per a assegurar la correcció fonètica i desvetllar la consciència folològica.</div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghrfSeMuKoV3sq1c_Bf2GRQxX8QpvIrj4Imiq1ztrYbS4iazUINm6MRNavKfwCt4YYvNUmFmUG1f2cJgAOaOk-Aw3tNHc8-nyf_7L43OyAKCLBTT3A5BqyAbY_Cafrk29uQMb9BI4W3HfwTkcHf7P3jl6K0_pAI2rJrJaSXw8-Vvd2qjDC-V8bqpo7Hg/s1000/image.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghrfSeMuKoV3sq1c_Bf2GRQxX8QpvIrj4Imiq1ztrYbS4iazUINm6MRNavKfwCt4YYvNUmFmUG1f2cJgAOaOk-Aw3tNHc8-nyf_7L43OyAKCLBTT3A5BqyAbY_Cafrk29uQMb9BI4W3HfwTkcHf7P3jl6K0_pAI2rJrJaSXw8-Vvd2qjDC-V8bqpo7Hg/s320/image.png" width="320" /></a></div><br /><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div class="gmail_default" style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></div><div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div class="gmail_signature" data-smartmail="gmail_signature" dir="ltr"><div dir="ltr"><div><div dir="ltr"><div><div dir="ltr"><div><div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;"> </div><div class="gmail_default" style="font-family: verdana, sans-serif;">I aquest mateix mestre va ensenyar amb impremta i text lliure Freinet i podia haver fet mètode global-analític com Decroly o Freire.</div><br /></div><div dir="ltr"><span style="color: blue;"><b>Martí Teixidó i Planas</b><br />filòsof i pedagog</span></div></div></div></div></div></div></div></div></div><p class="MsoNormal"><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; color: #0f1419; font-family: Roboto; font-size: 13pt;"> </span></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></p>
<p class="MsoNormal"><span lang="CA"> </span></p>
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{page:WordSection1;}</style> <br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-61612853439350745512023-05-22T19:19:00.013+02:002023-05-22T19:49:24.479+02:00La professió docent, especialitats i pedagogia necessària.<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY3C3ZYdF6JIMrkYfjDt0Y5ukNKmztxQlgs9rl7CTvytijcYsmG3nfyZaCI0_1LQRU5ME7BD4GibB_oUahmUzf8xOy4rq18qKJayXimErqqoIanF3Eq5A2AmSTrJob8mRXPiUnWyOX8LLjbumtOGMWFCvJ7zQp15KYir70hcapbUCtn8oCO-kfAYEvyw/s1920/assetjament%20escolar%20protocol.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY3C3ZYdF6JIMrkYfjDt0Y5ukNKmztxQlgs9rl7CTvytijcYsmG3nfyZaCI0_1LQRU5ME7BD4GibB_oUahmUzf8xOy4rq18qKJayXimErqqoIanF3Eq5A2AmSTrJob8mRXPiUnWyOX8LLjbumtOGMWFCvJ7zQp15KYir70hcapbUCtn8oCO-kfAYEvyw/s320/assetjament%20escolar%20protocol.png" width="320" /></a></div><br /><p></p><p class="MsoNormal" style="background: white; margin-bottom: 3.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 11.25pt; margin: 11.25pt 0cm 3.75pt; mso-outline-level: 1;"><span style="color: #212529; font-family: "Times New Roman",serif; font-size: 22pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;">Coordinador de coeducació, convivència i
benestar?</span></p>
<p class="MsoNormal" style="background: white; margin-bottom: 3.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 11.25pt; margin: 11.25pt 0cm 3.75pt; mso-outline-level: 1;"><span style="color: #212529; font-size: 42pt; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;"><a href="https://diarieducacio.cat/author/mvictoriagomez/"><span style="background: white; color: blue; font-size: 10.5pt;">M. Victòria Gómez
Serés </span></a></span><span style="color: #212529; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;"> al diari de
l'educació </span><span style="background: white; color: #212529; font-size: 10.5pt; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;">12/05/2023</span><span style="background: white; color: #3b3b3b; font-family: "Times New Roman",serif; font-size: 13.5pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;"> </span><span style="color: #212529; font-family: "Times New Roman",serif; font-size: 42pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;"></span></p>
<p class="MsoNormal" style="background: white; margin-bottom: 3.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 11.25pt; margin: 11.25pt 0cm 3.75pt; mso-outline-level: 1;"><span style="background: white; color: #3b3b3b; font-family: "Times New Roman",serif; font-size: small; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;">El COPEC considera que la
creació de figures noves amb perfils professionals propis de la Pedagogia o la
Psicopedagogia pot fomentar l’intrusisme en la professió.</span><span style="color: #212529; font-family: "Times New Roman",serif; font-size: 42pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD; mso-font-kerning: 18.0pt;"></span></p>
<p><span style="font-family: verdana;"> </span></p><p><span style="font-family: verdana;">Comentari afegit de Martí Teixidó</span><br /></p><p style="-webkit-text-stroke-width: 0px; box-sizing: border-box; color: #212529; font-size: 16.9993px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: #fce5cd;"><span style="font-family: verdana;">L’Administració educativa regula el sistema escolar i per això ha de donar resposta a les necessitats especials personals i socials i a problemes greus que afloren als centres i zones escolars. És una resposta administrativa amb consignació pressupostària però correspon executar-la als professionals als quals s’ha exigit una formació universitària i una titulació específica. No es poden improvisar formacions breus per a cada cas doncs es limiten a donar normes, protocols i instruccions. Els docents, mestres i professors, han de poder prendre les decisions amb coneixement i seguretat pròpia i mai han de respondre que han fet el que diu el protocol, que evidentment està pensat per a guiar-los. L’observació directa de cada cas i les circumstàncies demana pensar abans de decidir i afortunadament a la institució escolar es pot fer en equip pedagògic. (Com en equip clínic decideixen els metges i sanitaris).</span></span></p><p style="-webkit-text-stroke-width: 0px; box-sizing: border-box; color: #212529; font-size: 16.9993px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: #fce5cd;"><span style="font-family: verdana;">Hi ha mestres i professors novells que han de poder aprendre. Hi ha mestres i professors que aporten a l’equip docent anys d’experiència si ha estat reflexionada i han seguit estudiant. Millor que assistir a cursos ‘ad hoc’, estudiar amb llibres i participar en seminaris professionals. I entre els docents n’hi ha molts que s’han graduat cursant especialitats superiors: psicologia, pedagogia, sociologia, comunicació, tecnologia, filosofia, belles arts… Cal reconèixer aquestes especialitats amb complement econòmic i encàrrec de responsabilitats atès que en el dia a dia beneficien tot l’equip docent.</span></span></p><p style="-webkit-text-stroke-width: 0px; box-sizing: border-box; color: #212529; font-size: 16.9993px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1rem; margin-top: 0px; text-align: justify; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: #fce5cd;"><span style="font-family: verdana;">En tot cas avui, l’equip docent o educador no l’integren solament docents d’especialitat bàsica i no s’han de cobrir les responsabilitats de coordinació docent, d’orientació educativa o de direcció pedagògica sense professionals amb la titulació acadèmica corresponent. Impròpiament, els càrrecs dels centres s’han convertit en graons de la carrera docent als que s’hi accedeix solament per anys. És injustificable que amb l’especialitat de grec i llengües clàssiques es sigui coordinador pedagògic, que sense psicologia escolar o psicopedagogia es presideixi una comissió d’atenció a la diversitat o que organitzar horaris es faci amb criteris corporatius sense coneixement d’organització escolar que parteix de les necessitats dels alumnes. Si la direcció institucional no és competent en pedagogia, ha d’estar assistida per professionals de l’especialitat. (Com el president del club de futbol està assitit pel director tècnic i l’entrenador). I faig aquestes analogies per evidenciar la falta de pedagogia al sistema escolar. Darrerament es diu que hi ha vacants d’especialitat que no es poden cobrir. Pel que fa a pedagogia i psicopedagogia és ben al contrari: disposem de molts professionals amb titulació acreditada amb els quals no es compta. Altrament, quan es detecten disfuncions al sistema escolar s’atribueixen als invents pedagògics que impulsa l’Administració educativa i cal que es sàpiga que no és amb la pedagogia ciència ni amb els professionals acreditats.</span></span></p><p><span style="background-color: #fce5cd;"> </span></p><br />Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-58847042381403393262023-05-03T12:27:00.025+02:002023-05-11T09:12:09.796+02:00APLICA: FEM ESCOLA PLURILINGÜE<p><b> <span style="font-family: verdana;">APLICA: FEM ESCOLA PLURILINGÜE</span></b></p><p><span style="font-family: verdana;">L'escola plurilingüe fa un gran pas passant d'ensenyar dues, tres o quatre llengües a ensenyar les llengües amb la <b>intercomprensió com a mètode</b> i educar la <b>competència plurilingüe personal</b>.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Les escoles, des fa vint anys han vist la necessitat d'incrementar l'ensenyament de llengües. La necessitat prové de la demanda social i ensenyar més llengües incrementa la demanda de places escolars. En terminologia acordada pel Consell d'Europa el 2001 direm que són escoles de la societat multilingüe, que són escoles multilingües. S'ensenya llengua catalana i llengua castellana, llengua anglesa i si es pot llengua francesa i llengua alemanya. La competència en llengües és competència social reconeguda i s'entra en competició per accedir a ocupacions, beques i estudis a l'estranger.</span></p><p style="text-align: justify;"><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="680" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMBqp1BEXqhAkF9cyQpbzpUSvnvwLinXhbE2pNIRyZlBxkWqMagV1GK4iHu8FXwzPx-s1Wlf76fjh-KTD1WbR80sWrGCZtHhdWtOzroSWrhREbvPxQM7UFfWpdgIyF3MnTcn1t00x-4A-nIpK1FJbW3LJSwTYCCbAJQo8iHu7fzvkUr6V_z2svUiIz3g/s320/FEP%20presentacio%2025A.jpeg" width="320" /> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Diagnòstic de la situació: no assoliment dels resultats esperables i costos desmesurats gens rendibles. Eficàcia limitada: voluntat de parlar català i parlar bé el castellà amb domini funcional de l'anglès. Eficiència ruinosa: tants costos i despeses per resultats tan limitats. Funcionalitat casual: alguns excel·lents docents aconseguien neutralitzar la situació. Conclusió: Fracàs del sistema d'ensenyament de llengües. Explicació: s'ensenya com s'ensenyava fa anys quan s'exigia la llengua oficial i una llengua estrangera, tradició i model no científic.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span><span style="clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;"><b>Hem
fet una intensa recerca-innovació (2014-2019)</b> quan vam veure el 2005
que incorporar l'anglès a educació infantil reduïa la immersió al català
i ajornava el castellà, un repartiment d'hores impossible. Però alhora
vam veure que alumnes que havien seguit la immersió al català, ja més
grans, no volien parlar-lo i que s'ensenyava l'anglès de la mateixa
manera als qui l'iniciaven a vuit anys que els que l'havien oït als
quatre anys o als que anaven a fer classe d'anglès fora d'horari
escolar. Tants esforços: dedicació d'hores, despeses econòmiques
addicionals, superocupació del temps i resultats tan migrats per a la
majoria d'alumnes i bons resultats per aquells pocs que competents en
llenguatge disposaven de més recursos i dedicació.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Fals supòsit. Qui coneix bé una llengua ensenyarà bé la llengua i s'ignora el context o realitat sociolinüística. D'altra banda, si no es pot ensenyar com un va ser ensenyat (modelatge interioritzat) perquè la realitat sociolingüística és una altra, cal estudiar pedagogia integrant el coneixement aportat per les diverses ciències a l'educació (neurobiologia, psicologia, sociologia) i pensar amb pedagogia (enginyar procediments, tècniques, recursos... dins el sistema integrat d'aprenentatge) i en aquest cas l'articulació de l'aprenentatge de les diverses llengües.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Hem fet una intensa recerca-innovació-participant amb un centenar d'escoles i mestres en actiu </b>de Catalunya, Illes Balears, Andorra i Occitania (escoles en llengua occitana). (Amb País Valencià i La Franja de Ponent, tot just iniciats els contactes). Les orientacions i instruments elaborats han estat assajats, analitzats i millorats amb els mestres i disposen dels vuit instruments elaborats. El document inicial de referència <i>Marc d'Ensenyament de Llengües Vives </i>va ser polit i avalat per filòlegs, neurofisiòlegs, sociolingüistes i didactes amb una filosofia de l'educació compartida: respecte a l'infant, oportunitat i cooperació social i democràcia de la diversitat. Hem pogut deixar clar un itinerari evolutiu cap a l'Escola Plurilingüe que cada centre ha de fer. Els <i>principis</i> i les <i>tensions</i> són els mateixos; les <i>finalitats </i>i els <i>referents</i> s'han d'ajustar a cada ambient o situació. Diem Fem l'Escola Plurilingüe perquè es fa cada dia, a cada escola, amb pensament i decisió. No és un model tancat sinó un marc comú que guia les direccions i els mestres professors en l'elaboració del seu projecte lingüístic evolutiu.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"></p><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><img alt="CE101 - Fem l'escola plurilingüe" src="http://tienda.horsori.net/808-large_default/ce101-fem-l-escola-plurilingue.jpg" /></p><span style="font-family: verdana;"></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;">Amb Horsori Editorial hem publicat un llibre manual, llibre d'estudi i consulta, com a guia completa per avançar dia a dia, curs a curs, i fer l'escola, el col·legi i l'institut plurilingüe. Una obra cooperativa dissenyada i coordinada per cobrir tots els àmbits. Disset capítols, catorze autors, deu dels quals han participat en l'equip de recerca i altres han estat convidats a desenvolupar àmbits necessaris que encara no han estat tractats a fons en a recerca-innovació. Un llibre destinat a docents, tots els docents són professors i model de llengües i que ha d'arribar a tots els centres amb el suport del Departament d'Educació.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Estem canviant el model d'ensenyament de llengües per necessitat social cultural i perquè l'actual no és <i>funcional</i>, ni <i>eficaç</i> ni <i>eficient</i>. Altrament, la intercomprensió com a mètode apunta a l'<i>optimització</i>.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><b><span style="font-family: verdana;">APLICAR, en aquest cas, no vol dir posar en pràctica una teoria. Més precisament vol dir APLICAR-SE, partir de la pròpia situació i referents i decidir accions de millora a l'abast seguint la guia clara de fer l'escola plurilingüe.</span></b></p><p style="text-align: justify;"><span style="font-family: verdana;">Coneguda l'evolució de les escoles que varen participar en la recerca-innovació, apuntem passos consecutius per no quedar aturats i contents amb el que ja s'ha assolit.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><b>Educació Infantil (3-5 anys)</b><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Activar en tot moment la llengua catalana comú amb oralitat ben construïda.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Acollir les llengües familiars dels alumnes, el castellà la més present, i les llengües diverses d'altres cultures. Totes s'han d'oir i es poden repetir. El castellà és llengua familiar i social i cal parlar-lo bé en contrast amb el català.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">No calen explicacions de llengua sinó repetició animosa (contes, rodolins) i molta cançó en qualsevol de les llengües, també alguna de les diverses d'altres cultures. (Com tant va agradar Hakuma Matata, o en generacions anteriors Kumbaià, Frère Jacques o L'altra sera en un ponto d'Italia). Avui, tot a l'abast a Internet però cal potenciar l'oralitat total, sense imatge i sense banda sonora, repetició coral i repetició solista.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">La prova de competència lingüística la pot aplicar cada mestre una vegada però l'important és que confirma l'observació sistemàtica, especialment al mestre novell. Observació que hem de saber fer i ens aporta una visió completa distingint: 1 Bona dotació físicobiològica amb repetició de sons i memòria auditiva. 2 Bona estimulació educativa amb adquisició de paraules i expressió oral estructurada. Clarament distingirem si són dificultats personals o falta d'estimulació ambiental i actuarem en conseqüència.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><b><span style="font-family: verdana;">Educació Primària Inicial (6-8 anys)<br /></span></b></p><p style="text-align: justify;"><span style="font-family: verdana;">La Prova de competència lingüística ens pot haver confirmat el coneixement observacional que ja tenim de cada infant i del grup i i pot ser que vagi bé fer intineraris personalitzats en hores de desdoblament. La proximitat de competència lingüística en llengües noves, les transnacionals, facilita la participació oral evitant que alguns no segueixin i d'altres s'avorreixin. (Cal tenir present, un referent més, els infants que fan anglès en horari post escolar però que seria innecessari si agrupem per nivell de competència unes determinades hores articulades amb la major part de caràcter cooperatiu. Cal veure que diferenciar itineraris no perjudica ningú, al contrari que es progressa individualment i també en les activitats cooperatives. Les famílies ben orientades entendran que cal proporcionar els aprenentatges adequats a cada alumne, ni massa complex no massa senzill. Això és la pedagogia.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Les famílies de llengües, pràctica de les escoles occitanes que permet acollir totes les diverses llengües dels alumnes, s'ha de fer d'immediat a la vista dels alumnes de l'aula o grup. No cal aplicar-ho sinó afavorir que els infants ho practiquin entre ells i recollir-ho en una sessió setmanal dedicada a famílies del llengües. Els infants duen uns distintius, tants com llengües coneixen. La llengua catalana vertebra la intercomprensió i es van descobrint palanques o passeres a les altres llengües. En les àrees de coneixement es va incorporant el vocabulari i expressions en les llengües conegudes (model Euromania) i també cada infant en la seva llengua familiar.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><b><span style="font-family: verdana;">Educació Primària (9-11 anys)</span></b></p><p style="text-align: justify;"><span style="font-family: verdana;">S'aprofundeixen els itineraris segons competència assolida dels alumnes i capacitació dels docents per a llengües d'aprenentatge meta (anglès, francès). Prototipus d'itineraris personalitzats estan exposats al capítols 14 del manuel Fel l'escola pluril¡ngüe. Cal atrevir-se a sortir de la inèrcia fent tots els alumnes el mateix; la diferenciació afavoreix uns i altres i afavoreix les activitats cooperatives on es fa ús de diverses llengües.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">El repertori de cançons apreses en diverses llengües en cursos precedents es reprèn com a textos orals i escrits. La correcció fonètica, la producció de tots els sons, en cada llengua està adquirida, amb independència del nivell de coneixement. Es poden utiltzar els testos per a exercicis gramaticals de forma funcional. Es poden versionar (no sols traduir) a una altra llengua comunicant el mateix amb expressions diferents. Es poden crear noves estrofes mantenint accents de ritme i rimes d'onomatopeia. Tot això es fa de gust. </span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><b><span style="font-family: verdana;">Educació Secundària (12-16 anys)<br /></span></b></p><p style="text-align: justify;"><span style="font-family: verdana;">L'educació plurilingüe està per fer</span><span style="font-family: verdana;"> a l'educació secundària quan no ens hem atrevit a articular l'aprenentatge de llengües amb la intercomprensió com a mètode i seguint l'itinerari de família de llengües, de l'arbre de les llengües. Seguint la jerarquia: <i>català > castellà > anglès > francès > alemany </i>acceptem el domini o imposició lingüística comercial i deixem de banda la cultura de les llengües. Amb la jerarquia: <i>català > anglès > castellà > francès > alemany</i> o bé <i>castellà > anglès > català > francès > alemany </i>acceptem el domini o imposició lingüística comercial amb alteració ideològica partidària. No hi ha un fonament filològic ni una seqüenciació pedagògica. Els costos d'hores i dedicació altíssims, els resultats incerts per a la majoria i instrumentals per a una minoria. Les llengües diverses d'altres cultures queden ignorades en una societat multicultural i multilingüe i això no té futur.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Les alternatives TIL (<i>Tractament Integrat de llengües</i>) i AICLE/CLIL (1994) (<i>Aprenetatge Integrat de Llengües Estrangeres</i>) van ser un primer pas favorable per aproximar l'anglès a un aprenentatge més funcional i no exclusivament gramatical però no atenent la competència personal plurilingüe per seguir aprenent llengües. De fet, és una estratègia exclusivament didàctica per millorar l'ensenyament de la llengua anglesa. La rèplica va ser <i>Éveil aux langues </i>(2001)<i> </i>promovent l'aprenentatge de llengües des del francès (de fet, per fer front al domini de l'anglès). L'alternativa del Québec-Canadà és un plurilingüisme, fàcil, entre dues llengües dominants, anglès i francès que ha progressat en l'alternança còdica superant el bilingüisme de llengües separades.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'ensenyament de llengües plurilingüe comporta desenvolupar la competència personal plurilingüe (educació plurilingüe) des dels primers anys segons: 1 les llengües vives del territori, 2 explorant els camins de l'arbre de les llengües (famílies de llengües), 3 organitzant itineraris personals segons competència lingüística, 4 agrupant per nivell en hores d'aprenentatge de llengües i per diversitat en les hores d'aprenentatges globals cooperatius. Això comporta fer un diagnòstic de competència lingüística personal per observació i contrast (disposem d'una prova: Termòmetre Lingüístic) i fer un pronòstic personalitzat. </span></p><p style="text-align: justify;"><span style="font-family: verdana;">Així, es fan agrupacions segons competència i s'activa la intercomprensió de manera expansiva. Els alumnes amb alta competència han d'iniciar el francès abans que l'anglès per proximitat al català i al castellà (arbre de les llengües) que ja s'han iniciat abans. Amb un o dos cursos posteriors iniciaran l'anglès amb gran seguretat i progrés. Altres alumnes iniciaran l'anglès sense descartar que puguin incorporar el francès en activitats comuns o en agrupació posterior. No atabalem als alumnes amb especials dificultats que ja faran gran aprenentatge lingüístic amb català, castellà i anglès.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Aquestes decisions personalitzades es fonamenten en: 1 A l'educació infantil s'ha cantat i recitat en diverses llengües, les que s'aprendran de manera sistemàtica (català, castellà, francès, anglès) i d'altres (italià, gallec, portuguès, basc) així com ocasionalment la llengua familiar d'alumnes (àrab, amazic, urdú-hindi, panjabi, xinès-cantonès). 2 L'avaluació de diagnòstic i pronòstic personal es comunica a les famílies sense determinisme, amb expectativa d'aprenentatge favorable i gratificant, deixant de banda l'obsessió pel nivell. 3 En les activitats d'aprenentatge cooperatiu intervenen diverses llengües i cada alumne posa el seu coneixement a l'abast dels companys. 4 El reconeixement de la competència funcional (especialment comprensió i expressió oral) en diverses llengües pot mostrar-se en ensenyes adherides a la carpeta o apuntades al vestit. (S'hi inclouen les llengües familiars).<br /></span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">Específicament a l'Educació Secundària cal desenvolupar: <br /></span></p><ul style="text-align: left;"><li><span style="font-family: verdana;">Regularitzar expressió oral en les llengües ja apreses sistemàticament.</span></li><li><span style="font-family: verdana;">Practicar l'oralitat en diàlegs.</span></li><li><span style="font-family: verdana;">Estimular l'oratòria amb recursos retòrics.</span></li><li><span style="font-family: verdana;">Veure cinema o relats verboicònics, vídeos musicals en les llengües apreses i improvisar com a speakers traductors o dobladors.</span></li><li><span style="font-family: verdana;">Seqüencies de teatre dinàmic, memoritzat a llegit.</span></li><li><span style="font-family: verdana;">Correspondència interlingüística. Promoure la comunicació oral-visual i per correu.escrit amb un o una corresponsal d'altra llengua.</span></li></ul><p><span style="font-family: verdana;"> </span></p><p><b><span style="font-family: verdana;">Docents amb recursos cooperatius </span></b></p><p style="text-align: justify;"><span style="font-family: verdana;">Els recursos auditius orals i visuals a internet són molts. Els docents s'han d'atrevir a asajar-los personalment i veure'n el fonament científic que els fa aptes per a d'altres docents. Cada docent pot pujar recursos experimentats a una plataforma compartida. En vam fer la provatura amb satisfacció a les sessions finals amb les escoles de la recerca-innovació (2019) Fem l'Escola Plurilingüe per pujar-hi recursos, activitats i formació. La XTEC amb la Comissió Europea ja han posat a punt la plataforma: </span></p><p style="text-align: justify;"><a href="https://school-education.ec.europa.eu/en/etwinning"><span style="font-family: verdana;">https://school-education.ec.europa.eu/en/etwinning</span></a></p><p style="text-align: justify;"><span style="font-family: verdana;">Convé saber que avui els docents podem accedir a internet i trobar les llengües dels nostre alumnes. A les sessions de treball amb mestres d'escoles vam tantejar:</span></p><p style="text-align: justify;"><a href="https://www.17-minute-languages.com/es/?id=JV44281-ADS1-ES "><span style="font-family: verdana;">https://www.17-minute-languages.com/es/?id=JV44281-ADS1-ES </span></a></p><p style="text-align: justify;"><span style="font-family: verdana;">En versió d'accés de franc podíem veure i sonoritzar mots de les diverses llengües que ens resulten llunyanes però potser són vives perquè són llengües familiars d'alumnes nouvinguts.<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'Escola Catalana Plurilingüe és la que ens correspon fer a nosaltres. Hi ha molts intents, assajos i experiències. Cal articular-les amb fonament científic i amb visió de sistema pedagògic; solament així són transferibles a d'altres centres. No hi ha receptes tancades, cada centre ha d'elaborar el seu projecte plurilingüe. El llibre manual editat per Horsori és una guia completa i està disponible per a tots els mestres i professors a un preu reduït </span><span style="font-family: verdana;"> (25€/430 pàgs. amb il·lustracions en color)) </span><span style="font-family: verdana;"> per afavorir la seva difusió. Potser el Departament d'Educació decideix enviar-ne exemplars als centres però cada docent professional necessita un exemplar a l'abast perquè avui tots som mestres o professors de llengua, i avui, de llengües en la societat multilingüe.<br /></span></p><p style="text-align: justify;"></p><p style="text-align: justify;"></p><p style="text-align: justify;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuqy-IcjhBhvRqDnOcKmo-X_X6gZYoyM373_6C-lFiqOM3j9Li_yHZjY_tqAUUVnblYZqANazdCYfhMo2JgM5PIqHeOiZI5jR3lS93PGyumH4377e3iaEGHG9Y-Zkks0Jj9n_1aNjXyUBgmIEt9C7o7Mw6BwtPboWbk8mLp6YZqIyJ-lagKbSSLYskA/s1043/FEP%20llibre%20manual%20COBERTA.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1043" data-original-width="700" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtuqy-IcjhBhvRqDnOcKmo-X_X6gZYoyM373_6C-lFiqOM3j9Li_yHZjY_tqAUUVnblYZqANazdCYfhMo2JgM5PIqHeOiZI5jR3lS93PGyumH4377e3iaEGHG9Y-Zkks0Jj9n_1aNjXyUBgmIEt9C7o7Mw6BwtPboWbk8mLp6YZqIyJ-lagKbSSLYskA/s320/FEP%20llibre%20manual%20COBERTA.jpeg" width="215" /></a></div><br /><p style="text-align: justify;"><span style="font-family: verdana;"> Vegeu-ne el sumari<br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><a href="http://tienda.horsori.net/home/477-ce101-fem-l-escola-plurilingue-9788417994938.html">http://tienda.horsori.net/home/477-ce101-fem-l-escola-plurilingue-9788417994938.html</a></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><div style="text-align: justify;"><span style="font-family: verdana;">Martí Teixió, </span></div><div style="text-align: justify;"><span style="font-family: verdana;">director de recerca Fem l'Escola Plurilingüe<br /></span></div><div><p></p></div>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-31332431118118602052023-04-27T08:45:00.012+02:002023-04-27T10:17:46.788+02:00DEL CÒMIC A CONSTEL·LACIÓ GRÀFICA. Llenguatge i pensament<p> </p><p> </p><p><b><span style="color: #741b47;"><span style="font-family: verdana;">DEL CÒMIC A CONSTEL·LACIÓ GRÀFICA. Llenguatge i pensament </span></span></b><br /></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJr6EGuCDp-0-novNglmBUe9eRpTO_m1lDZUUJ5ijx-J69ln1Xk0-BPT2ho2JaT7naerk0Gns6FS57nBPzDxW_mg8isnZO3ltjXcZWKlXLnSReO_H3JPVC3P1JWmGbWfPqpvQkKKQ7hL8jleyl3HCAZNr22obiGMs7R_wWnP0YDuuL9VQLPxv5DX-zRw/s500/constel%C2%B7lacio.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="280" data-original-width="500" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJr6EGuCDp-0-novNglmBUe9eRpTO_m1lDZUUJ5ijx-J69ln1Xk0-BPT2ho2JaT7naerk0Gns6FS57nBPzDxW_mg8isnZO3ltjXcZWKlXLnSReO_H3JPVC3P1JWmGbWfPqpvQkKKQ7hL8jleyl3HCAZNr22obiGMs7R_wWnP0YDuuL9VQLPxv5DX-zRw/s320/constel%C2%B7lacio.jpeg" width="320" /></a> <br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p style="text-align: justify;"><span style="font-family: verdana;">He contemplat la producció gràfica i instal·lacions de nou autores, 'Constel·lació gràfica' al Centre de Cultura Contemporània de Barcelona, fins el 14.05.2023. Hi ha molta feina, una dedicació completa. Mereixen haver aconseguit publicar i difondre l'obra i no penso que els hagi estat fàcil. Parteixen del còmic amb plans de proximitat, focalitzats, expressius, efectius. Incorporen textos, siguin expositius, siguin bafarades de còmic en boca dels personatges.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Com a mestre d'escola vaig introduir activitats de còmic el 1977 amb alumnes que havien tingut una limitada escolarització. Era un exercici d'expressió escrita i gràfica al seu l'abast. Alguns d'ells ja eren lectors de còmics i de còmics amb gran tècnica gràfica, encara que amb continguts molt primitius. A través d'ells vaig conèixer 'Vívora' que ells mateixos em van deixar. A alguns alumnes els demanava que convertissin en còmic un text de Ciències Socials com la divisió de poders de Montesquieu que esdevenia complementari al comentari de text que feien d'altres. Així la tècnica gràfica s'omplia de contingut.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Em vaig fer llavors la idea que molts dels autors de còmic molt difosos havien tingut una limitada escolarització i per això amb un disseny gràfic expressiu i elaborat es vehiculava un contingut molt primari. Han passat molts anys, però veig que encara en algunes de les autores mostren uns continguts intimistes, emotius, personals i fins i tot infantils.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">Hi ha però autores que presenten una critica social com ara Roberta Vázquez i en totes és present la vindicació de la feina de la creadora gràfica, la dificultat de publicació i la retribució que amb prou feines cobreix molts els estris i materials de color que necessiten per a la creació. I amb tot, el còmic com a llenguatge ha tingut una gran difusió i, com en tantes activitats professionals lliures, són comptats els que en poden viure. És l'efecte d'una societat i compra la feina, la feina que li pot donar més guany, no la feina que té qualitat intrínseca, valor de contingut o bellesa formal.</span></p><p style="text-align: justify;"><span style="font-family: verdana;">L'exposició al CCCB està molt ben pensada i realitzada i incrementa el valor de la producció gràfica de les nou autores. Les instal·lacions són creatives i efectives. Té una visió oberta al llenguatge gràfic i dóna a conèixer la mostra que han fet alumnes de l'institut del barri.</span></p><p style="text-align: justify;"><span style="font-family: verdana;"> </span></p><p style="text-align: justify;"><span style="font-family: verdana;">A l'Institut Miquel Tarradell han convidat els alumnes entre els quals es parlen trenta llengües familiars diferents a visibilitzar la seva llengua, encara que no sigui una llengua d'aprenentatge. Així, han fet textos, poemes o cançons que han escrit en la seva llengua familiar i també en català il·lustrats gràficament. Textos en àrab, panjabi, amazic, tamil... que nosaltres no sabem llegir, que a la classe han estat oralitzats i podem veure gràficament amb l'equivalent en català. Estan exposats a la vidriera de l'estatge del diari Ara al carrer Peu de la Creu, a tocar de l'ins</span><span style="font-family: verdana;"><span style="font-family: verdana;">titut.</span></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ1RMqxUfjWICZVyzZFRDCn7dGFkmg93tKP0SPJi3bIpi0tvQ2Q4G_fohGbG5yBvu6ynJLek-_-Kgq_yWDoFLOuih3T9c8Me6GXyO5vHhDjn55ehB8iA9F1bZpP-9PGkRA9C_m-mwqA3Qntw5cfoVykuAdI4yWDJilVy8on_eP59R-yE3eyhRLwjMyig/s640/Tarradell2.jpeg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ1RMqxUfjWICZVyzZFRDCn7dGFkmg93tKP0SPJi3bIpi0tvQ2Q4G_fohGbG5yBvu6ynJLek-_-Kgq_yWDoFLOuih3T9c8Me6GXyO5vHhDjn55ehB8iA9F1bZpP-9PGkRA9C_m-mwqA3Qntw5cfoVykuAdI4yWDJilVy8on_eP59R-yE3eyhRLwjMyig/w171-h227/Tarradell2.jpeg" width="171" /></a></span></span></div><span style="font-family: verdana;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh93RClpSEIVb4yP5QscJYX41XJclxgP7tPUNOZVtZ1HBqt1wrWzLWrHcTQaArgQsd5DOJ-6uNe-kQw4_zOWBoNR02ci0_Vs-SGs1rvEN_WLaGLwEPYsQ5wtAoyAX_Cz6Nb8D9NTO5GUWTyOOBj733XFOgRazk-Uf37knirZA7qRtAcr-yyJg6EpXC4WA/s640/Tarradell3.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh93RClpSEIVb4yP5QscJYX41XJclxgP7tPUNOZVtZ1HBqt1wrWzLWrHcTQaArgQsd5DOJ-6uNe-kQw4_zOWBoNR02ci0_Vs-SGs1rvEN_WLaGLwEPYsQ5wtAoyAX_Cz6Nb8D9NTO5GUWTyOOBj733XFOgRazk-Uf37knirZA7qRtAcr-yyJg6EpXC4WA/w167-h223/Tarradell3.jpeg" width="167" /></a><span style="font-family: verdana;"></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHTAYXvNUOvi9SZ4lZq4qHxwYShKnxBTbmbPEyaerlK50uRKYnK1PvyC6oiA1zg2Wp5R1S3iSYrsxK2nakgQtk1djCi4rdbiJuxl2g0Vf9-92HAVyPrBajMV-1n66zkO_G4j5BhH5mJad9EX5nvOZ6UeruiwXxaZbh8hLjafNYlxungdd_aGIT7ZRw6g/s640/IMG_4186.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHTAYXvNUOvi9SZ4lZq4qHxwYShKnxBTbmbPEyaerlK50uRKYnK1PvyC6oiA1zg2Wp5R1S3iSYrsxK2nakgQtk1djCi4rdbiJuxl2g0Vf9-92HAVyPrBajMV-1n66zkO_G4j5BhH5mJad9EX5nvOZ6UeruiwXxaZbh8hLjafNYlxungdd_aGIT7ZRw6g/w171-h228/IMG_4186.jpg" width="171" /></a></span></span></div><span style="font-family: verdana;"><span style="font-family: verdana;"><br /></span></span><p></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;">Aquesta realtzació permet activar la 'polifonia de llenguatges' de la que parla l'entropòleg Lluís Duch. Ningú és monolingüe. Al llenguatge verbal s'hi afegeixen llenguatges: gestual, gràfic, musical... I el llenguatge verbal s'expressa en molt diverses llengües, totes amb el mateix valor independentment de la seva extensió en parlants. Així, les llengües familiars diverses d'alumnes nou vinguts a Catalunya, s'han de visibilitzar, totes tenen el mateix valor. La llengua catalata esdevé llengua comuna d'intercomprensió i el llenguatge gràfic permet aproximació comunicativa amb independència de la llengua oral.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;">Tanmateix, Derrida presenta l'antinòmia: Mai no es parla més que una sola llengua, o més aviat un sol idioma. Mai no es parla una sola llengua, o més aviat no hi ha un idioma pur. [J. Derrida, <i>Le monolinguisme de l'autre</i>, 1996].</span><br /></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;">L'educació escolar ha de potenciar tots els llenguatges i la diversitat de llengües amb visió integral. Així, qui reïx en un llenguatge també practica i accepta els altres. Qui parla la seva llengua, parla la llengua comuna i està obert a aprendre altres llengües, les que s'ensenyen a la institució escolar i l'aproximació a aquelles que pot conèixer amb els companys d'escola o de barri.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;">Hem de promoure que hi hagi transferència entre el llenguatge gràfic, les llengües orals i escrites i el pensament. No han d'anar per separat, expressen de forma plural els pensaments, sentiments i vivències humanes i coneixent les dels altres evitem un solipsisme fora mida i reequilibrem el nostre ànim.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;"><br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;">Tanco amb el reconeixement a<br /></span></span></p><div class="hHq9Z" style="-webkit-text-stroke-width: 0px; background-color: white; color: #202124; float: left; font-family: arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-right: 16px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; 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style="height: 56px; max-width: 56px; object-fit: contain;" /></div></div></div></div></div><div class="gyEfO" style="display: inline-block;"><div class="wDYxhc NFQFxe viOShc LKPcQc" data-hveid="CA0QAA" data-md="221" data-ved="2ahUKEwiBjb_Dycn-AhUWVKQEHeCgDWkQnKEBegQIDRAA" style="clear: both;"><div class="ZxoDOe yGdMVd" style="align-items: center; color: #202124; display: flex; height: 58px; line-height: 1.2; padding-bottom: 0px; position: relative;"><div class="UFE1qd"><div class="PyJv1b gsmt PZPZlf" data-attrid="title" data-hveid="CA0QAQ" style="color: #202124; font-size: 20px; height: 36px; line-height: 26px; max-width: 576px; overflow: hidden; padding: 10px 0px 0px; position: relative; text-overflow: ellipsis; top: -5px; white-space: nowrap; word-break: break-word;"><span aria-level="1" class="yKMVIe" face=""Google Sans", arial, sans-serif-medium, sans-serif" role="heading" style="font-size: 28px; line-height: 36px;">El Roto (Andrés Rábago García)</span></div><div class="EGmpye" style="display: flex; max-width: 576px; padding-top: 2px; position: relative; top: -5px;"><div class="wx62f PZPZlf x7XAkb" data-attrid="subtitle" style="color: #5f6368; display: inline-block; font-family: arial, sans-serif; font-size: 14px; line-height: 22px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis; vertical-align: middle; white-space: nowrap;">Artista de còmics</div><div class="oQDTXb" style="display: inline-block; flex: 0 0 22px; height: 20px; padding: 1px 0px 1px 6px; vertical-align: middle; width: 22px;"><div data-ias="false"><div class="IpDT1d" style="display: inline-block; position: relative; z-index: 126;"><div aria-expanded="false" aria-haspopup="true" class="CcNe6e v4Zpbe" role="button" style="cursor: pointer; display: flex; height: 19.9716px; outline: 0px; width: 19.9716px;" tabindex="0"><span aria-label="Més opcions" class="XQIMve wSFoM ZS5sq z1asCe SaPW2b" data-ved="2ahUKEwiBjb_Dycn-AhUWVKQEHeCgDWkQ8sQCKAR6BAgNEAU" style="border-radius: 50%; display: inline-block; fill: currentcolor; height: 16px; line-height: 16px; padding: 2px; position: relative; width: 16px;"><svg viewbox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M12 8c1.1 0 2-.9 2-2s-.9-2-2-2-2 .9-2 2 .9 2 2 2zm0 2c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm0 6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2z"></path></svg></span></div></div></div></div></div></div></div></div></div></div></div><div class="GRl5yb a8pxAe" style="-webkit-text-stroke-width: 0px; background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; max-height: 120px; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; visibility: inherit; white-space: normal; widows: 2; word-spacing: 0px;"><div class="FJIcp" data-hveid="CAwQAA" id="JTPWx" role="tablist"><span aria-selected="true" class="NQyKp Maj6Tc" data-hveid="CAoQAA" data-tab-index="0" data-ti="overview" data-ved="2ahUKEwiBjb_Dycn-AhUWVKQEHeCgDWkQyNoBKAB6BAgKEAA" role="tab" style="background: rgb(216, 215, 220); border-radius: 100px; border: 1px solid; color: #3f374f; cursor: pointer; display: inline-block; font-size: 14px; line-height: 16px; margin: 14px 0px 6px 8px; outline: 0px; overflow: hidden; text-decoration: none; text-size-adjust: none; vertical-align: top;" tabindex="0"><br class="Apple-interchange-newline" /><br /></span></div></div><p style="text-align: justify;"></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;"><br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;">artista que amb un còmic simple transmet de forma sintètica un contingut de pensament immens, i cada dia al diari El País, de fa molts anys.<br /></span></span></p><p style="text-align: justify;"><img alt="Técnica mixta sobre cartulina. 34x32 cm" height="504" src="http://elroto.es/wp-content/uploads/2018/06/4r.jpg" width="575" /></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-family: verdana;"><br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"></div><p></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-4421379927486613462023-04-20T10:16:00.017+02:002024-01-24T11:29:13.576+01:00 L'efecte chat GPT-3.5. El minotaure digital.<p> <span style="font-family: verdana;">A la Universitat Pompeu Fabra, 20 i 21 d'abril de 2023</span><br /></p><h1 class="has-text-white mb-3 title sombra-texto is-6 is-6-mobile" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: inherit; font-family: Poppins, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; letter-spacing: normal; line-height: 1.125; margin: 0px 0px 1.5rem; padding: 0px; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-shadow: rgb(0, 0, 0) 2px 2px; text-transform: none; white-space: normal; word-break: break-word; word-spacing: 0px;"><span style="color: #2b00fe;"><span style="font-size: medium;">II CONGRESO INTERNACIONAL</span></span></h1><h2 class="has-text-white title sombra-texto kerning-texto is-1 is-1-mobile" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: inherit; font-family: Poppins, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; letter-spacing: -0.1rem; line-height: 1.125; margin: 0px 0px 1.5rem; padding: 0px; text-align: center; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-shadow: rgb(0, 0, 0) 2px 2px; text-transform: none; white-space: normal; word-break: break-word; word-spacing: 0px;"><span style="color: #2b00fe;"><span style="font-size: medium;">Innovación Docente, Educación y Transferencia del Conocimiento</span></span></h2><p style="text-align: justify;"><img alt="Chat GPT Login - Chat GPT Sign Up - ChatGpt 4 Login Free App" src="data:image/jpeg;base64,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" /><img height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ_t1ipQNsJffnXYt2XuRKRkB6MhH7JbKq95MWuaxa-VINZwCR31KCsnyzPDwaPF8ovJhgSPIWLLvjbKMCUHNiO3uW0bO8sAZgBlEEPrN1Gu3a8CJ1L_dQHMYq2KK8UKwvUVaulbFyX44/w313-h251/Theseuss.jpg" width="313" /><span style="font-size: medium;"><span style="font-family: verdana;"> <span style="color: #990000;"> </span></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: #990000;"> G</span></span></span><span style="font-size: medium;"><span style="font-family: verdana;"><span style="color: #990000;">PT el minotaure digital</span><br /></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">Es pregunten pel canvi en l'educació amb la chatGPT-3.5 com a motiu sorprenent que ha entrat en acció. És realment interessant que s'hagi generalitzat el debat que obliga a revisar el concepte, funció i sentit de l'educació. No cal entretenir-se assenyalant el perill en el GPT que és un Generative Pre-training Transformer. És un pre-instructor, un convertidor d'aprenentatge instruccional generatiu. Si no es distingeix entre instrucció, aprenentatge i educació és difícil poder fer una anàlisi i interpretació.</span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">La <b><i>instrucció</i></b> és la part més repetitiva de l'aprenentatge que s'adquireix amb exercici (algoritmes aritmètics, taules de multiplicar, ortografia, caligrafia) </span></span><span style="font-size: medium;"><span style="font-family: verdana;">o entrenament (gimàstica, instrument musical, eines manuals). L'<b><i>aprenentatge</i></b>, </span></span><span style="font-size: medium;"><span style="font-family: verdana;">de l'ensenyament, </span></span><span style="font-size: medium;"><span style="font-family: verdana;">és el que queda adquirit en la persona, de l'exercitació, de l'observació, de l'experiència directa. L'<b><i>educació</i></b> és el desenvolupament personal integral, amb els aprenentatges adquirits, les capacitats activades (competències) i les aptituds i hàbits disponibles per fer nous aprenentatges. Vegem encara que la <i><b>formació</b> </i>és (1) el pòsit de l'educació rebuda, allò que s'ha sedimentat i també (2) el procés continu durant tota la vida que consolida i amplia l'educació bàsica inicial amb la cultura, sigui d'acció o de contemplació. La formació es basteix amb valors, els valors que cada cultura accepta com a comuns<br /></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">L'aprenentatge instruccional a través de la història ha anat trobant instruments i procediments que ho fan més fàcil: numeració, escriptura, imprempta, mecanografia. L'enregistrament de llenguatge, d'àudio o d'àudiovisual no són recursos instruccionals atès que exigeixen discriminació, comprensió i interpretació contextualitzada, són educació de capacitats. El chatGPT-3.5 afecta els aprenentatges instruccionals i també l'educació de capacitats i, inevitablement, afecta els valors que sustenten la formació humana.</span></span></p><p><br /></p><p><span style="font-family: verdana;">Em limito a fer unes anotacions </span><span style="font-family: verdana;">des de la pedagogia ciència</span><span style="font-family: verdana;"> sobre els principals interrogants i arguments que es presenten .</span></p><p style="text-align: justify;"><span style="font-family: verdana;"><br /></span></p><ol style="text-align: justify;"><li><span style="font-family: verdana;">El GPT ens facilita l'aprenentatge per recepció, el pre-instruccional, però l'ensenyament-aprenentatge no s'atura aquí. S'afegeix als diccionaris, enciclopèdies, atles, anuaris que lamentablement es fan servir poc tirant del llibre de text o llibre manual. El GPT i altres formaran part de l'aprenentatge i cal aprendre a utilitzar-los. <br /></span></li><li><span style="font-family: verdana;">El GPT pot vehicular moltes 'fake news', efectivament. Encara no sabem si més o menys que la Història, les històries nacionals de vencedors; que els periòdics i mitjans subordinats als poders econòmics i a les majories polítiques. Els docents encara no han incorporat a l'ensenyament la semiòtica de la comunicació i l'anàlisi de la comunicació de massa. Ja és temps de fer-ho.</span></li><li><span style="font-family: verdana;">El GPT dona respostes automatitzades complexes però al capdavall repetitives i cal saber donar-li la volta, preguntar d'una altra manera o contrastar amb mitjans més simples anteriors: enciclopèdia, diccionari, col·legues i professors. L'aprenentatge múltiple i en equip serà un aprenentatge més complet que l'individual. No es pot acreditar sols amb un examen de paper i bolígraf (o ploma) i reduir-ho a una nota numèrica.</span></li><li><span style="font-family: verdana;">El GPT aporta una base àmplia per a fer una elaboració pròpia. El menor temps d'accés a la informació comporta dedicar més temps al pensament d'anàlisi de la informació i elaboració de coneixement. (Recordem: <b>Informació x Formació = Coneixement</b>). </span></li><li><span style="font-family: verdana;">La capacitat per a elaborar pensament propi es desenvolupa amb pràctica i exercici personal, amb diàleg i cooperació grupal i descobrint fonts autoritzades i fiables: persones o autors digitals.</span></li><li><span style="font-family: verdana;">El digital és la darrera etapa de l'evolució del coneixement humà si s'ha desenvolupat la capacitat personal. L'humà ha de fer en pocs anys els procés que ha fet la humanitat en conjunt. L'infant ha de caminar i mantenir-se d'empeus, adquirir la parla, moure's a voluntat, </span><span style="font-family: verdana;">orientar-se en l'espai, vestir-se i disfressar-se, </span><span style="font-family: verdana;">controlar el foc, llegir i escriure, calcular, passar de mites a racionalització, enllaçar emocions amb sentiments, completar l'objectivitat amb el sentit obert de la vida, veure que ens movem per interessos i també per valors, veure que entre els humans hi ha maldat i bondat... És un nadiu primigeni i alhora és un nadiu digital. És evolució cultural, no trencament amb l'origen. Per això calen tants anys d'educació.</span></li><li><span style="font-family: verdana;">Cal entrar al GTP amb seguretat, amb coneixements previs i un cap ben format, ben moblat per no desorientar-nos. (Com Teseu que entra al laberint del minotaure amb el fil i l'ajuda d'Ariadna). Cal saber contrastar amb altres documents, disposar de referències i treballar en equip. Cal fer a la màquina les preguntes adequades, afinades i disposar de criteris de contrast. Abans de conduir, cal conèixer la màquina i l'itinerari que hom vol seguir. Aquí hi ha feina d'educació.</span></li><li><span style="font-family: verdana;">El GPT ens facilita la feina documental com ho va fer l'enciclopèdia. No ens garanteix la certesa científica atès que hi ha imprecisions, el coneixement sempre és provisional i sempre hi ha interessats que introdueixen l'engany i cal saber olorar-lo. La seguretat i prudència científica les ha de posar cadascú. La creativitat, més enllà de creuar coneixements diversos, ha de ser hàbit personal. Atrevir-se amb la intuïció, més enllà de les dades disponibles no ho fa la màquina, ho faig jo. No m'hi he d'acomplexar. Jo em puc equivocar perquè penso i invento: la màquina no s'equivoca perquè no ha de pensar i inventar, sols ha d'operar.<br /></span></li><li><span style="font-family: verdana;">Modifiquem l'avaluació. Observem el procés d'aprenentatge en directe i contrastem amb proves de pensar a temps controlat, que puguin fer servir tots els instruments de consulta i documentació. La clau és que el docent formuli preguntes de pensar i relacionar, no de recordar,<br /></span></li></ol><div style="text-align: justify;"><span style="font-size: x-small;"><span style="font-family: verdana;">Martí Teixidó</span></span></div><div style="text-align: justify;"><span style="font-size: x-small;"><span style="font-family: verdana;">pedagog, dr. </span></span><br /></div><p><br /></p><p><br /></p><p><b><i><span style="font-family: verdana;">Nota crítica</span></i></b><br /></p><p><span style="font-family: verdana;">És lamentable, incoherent amb el sistema digital, vergonyant acadèmicament, que estant disponible la diversitat de llengües, s'ignori el català. El web està en anglès i espanyol. No és innocent, a Catalunya, a la Universitat Pompeu Fabra. No mereix aquest nom.</span><br /></p><p><span style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: inherit; color: #2c2c2c; font-family: Lora, serif; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: inherit; white-space: normal; word-spacing: 0px;"><span style="box-sizing: inherit; vertical-align: inherit;">Proposals may be submitted in <span> </span></span></span><span style="font-size: medium;"><b style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: inherit; color: #363636; font-family: Lora, serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 700; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="box-sizing: inherit; vertical-align: inherit;"><span style="box-sizing: inherit; vertical-align: inherit;">Spanish, English, Portuguese, Italian or French (one language only)</span></span></b><span style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: inherit; color: #2c2c2c; font-family: Lora, serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; vertical-align: inherit; white-space: normal; word-spacing: 0px;"><span style="box-sizing: inherit; vertical-align: inherit;"><span> </span>.<span> </span></span><span style="box-sizing: inherit; vertical-align: inherit;">All the communications defended by their authors during the development of the congress will be part of different books edited by Dykinson, Egregius Editions, prestigious publishers very well located in the SPI Index.</span></span></span> <br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0tag:blogger.com,1999:blog-8616834429911141592.post-46349006248663134122023-04-16T21:34:00.002+02:002023-04-16T21:37:15.773+02:00XXIV EXPORECERCA JOVE de MAGMA. Valor pedagògic.<p> </p><p> <img alt="XXIV Exporecerca Jove" height="287" src="https://www.magmarecerca.org/sites/default/files/inline-images/imatge%20XXIV%20Exporecerca%20jove_0.png" width="536" /></p><p><b><span style="color: #ff00fe;"><span style="font-family: arial;">XXIV EXPORECERCA JOVE promoguda per MAGMA </span></span></b></p><p style="text-align: justify;"><span style="font-family: arial;">He participat com a jurat seguint les exposicions en directe i amb diàleg de projectes realitzats de Receca Jove d'anys anteriors a Cornellà. Enguany s'ha fet la fase final dels projectes millor valorats d'estudiants de batxillerat al Teatre de l'Aliança de Poble Nou (14.04.2023).</span></p><p style="text-align: justify;"><span style="font-family: arial;">A la Societat Catalana de Pedagogia vam decidir incorporar-nos com a patrocinadors pel seu valor pedagògic que volem contribuir a difondre. Es promou el vessant d'aprenentatge de pensar, de conèixer i estudiar però de pensar i crear. És l'aprenentatge actiu que promou l'Escola Nova des d'inici del segle XX i que cal estendre en tota l'etapa d'escolarització, dels 3 als 18 anys d'edat. Ara, al segle XXI, amb més motiu atès que l'accés a la informació s'ha estès, la tecnologia digital la posa a l'abast, però cal arribar al coneixement i aquesta és la creació que ha de fer cadascú. La informació operada amb la formació esdevé coneixement i com més informació cal processar, major i més intensa ha de ser la formació assolida. La formació s'assoleix durant tot el procés d'educació que avui no pot ser recepció sinó que ha de ser observació, cerca, escolta, lectura acció, experimentació, diàleg, assaig, verificació. Tot amb dimensió personal (dedicació i voluntat) i dimensió social (cooperació i entusiasme). L'experiència de l'aprenentage en grup a l'escola o institut és una de les millors oportunitats per aprendre junts i 'digerir' l'excés d'informació i d'accés digital. Alhora és l'ambient d'activitat i aprenentatge que ha d'enganxar tothom i ningú ha d'abandonar abans de temps.</span></p><p style="text-align: justify;"><span style="font-family: arial;">Les presentacions de recerca jove es fan en estands amb elaboracions de recursos físics i digitals. Disposen d'un temps prudencial i els observadors directes dialoguen amb els presentadors autors en llengües diverses (català, castellà, anglès, gallec). Les presentacions finals han estat fetes en tribuna de teatre per a públic assistent i jurat.</span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span></p><p style="text-align: justify;"><b><span style="font-family: arial;">Valoracions per donar a conèixer</span></b></p><p style="text-align: justify;"><span style="font-family: arial;">La seguretat comunicativa amb què exposen els estudiants és un aprenentatge que es fa exercitant-lo potenciat pel ritual social de respondre amb seguretat als observadors atents. El salt qualitatiu d'aprenentatge és evident en tots els estudiants i marca gran distància amb les presentacions de classe que és per on es comença. En presentacions públiques cal conèixer el tema i molt més: dominar l'oratòria expositiva, cuidar el gest i la mirada, comunicar amb l'auditori i gestionar el temps assignat.</span></p><p style="text-align: justify;"><span style="font-family: arial;">Una derivada és l'autocontrol personal, molt millor que els qui surten als mitjans i diuen que estan nerviosos. S'aprèn progressivament, guiats pels professors, des de l'aula a les presentacions exteriors.</span></p><p style="text-align: justify;"><span style="font-family: arial;">Es potencia els joves estudiants actius i voluntariosos i s'evita la jerarquia de suposada intel·ligència a vegades per això mateix, mancada de voluntat.</span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span><br /></p><p style="text-align: justify;"><b><span style="font-family: arial;">Accions per a estendre-ho </span></b></p><p style="text-align: justify;"><span style="font-family: arial;">S'ha d'anar estenent fins a activar-ho a totes i cadascuna de les comarques de Catalunuya. La participació de col·legis i instituts serà creixent, en nombre però també en exigència de qualitat.</span></p><p style="text-align: justify;"><span style="font-family: arial;">Aquesta funció d'extensió encaixa en les funcions dels Centres de Recursos Pedagògics iniciats el 1982 com a centre de cooperació i intercanvi d'experiències de docents. Lamentablement se'ls ha decantat a ser oficines de gestió de la formació del professorat o serveis educatiu per al que toqui i sembla que hagin abandonat la funció pedagògica d'iniciativa de proximitat.<br /></span></p><p style="text-align: justify;"><span style="font-family: arial;">Els col·legis i instituts, els professors, han d'estar atents i animar-hi un grupet de dos o tres que s'animaran conjuntament. La seva activitat i elaboració forma part de l'avaluació acadèmica, evident.</span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span></p><p style="text-align: justify;"><b><span style="font-family: arial;">Dues observacions</span></b></p><p style="text-align: justify;"><span style="font-family: arial;">Tan bons</span><span style="font-family: arial;"> comunicadors</span><span style="font-family: arial;"> i comunicadores però tots deien: 'la meva recerca' com es fa tant actualment en la societat postmoderna: 'la meva tesi', 'el meu llibre', 'el meu article'. La societat postmoderna ha perdut la modèstia que és una virtud també social i penso que l'hem de suscitar i caracteritza els grans savis. D'altra banda des d'un punt de vista comuniactiu cal fer referència al contingut com ara 'aquesta recerca de localització d'espècies marines'.</span></p><p style="text-align: justify;"><span style="font-family: arial;">En conjunt s'ha evidenciat que els estudiants han disposat de molt pocs mitjans, els que ells s'han pogut proporcionar, els de casa seva. Sembla que no s'ha facilitat l'accés autònom a laboratoris i tallers. Amb estudiant responsables de setze a divuit anys ha de ser possible amb autorització discrecional. <br /></span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><b><span style="font-family: arial;">Impuls d'iniciatives pedagògiques consistents</span></b><br /></p><p style="text-align: justify;"><span style="font-family: arial;">En la política educativa de Catalunya es va tenir l'encert d'incorporar el treball de recerca a Batxillerat, treball de recerca que s'ha generalitzat com a obligatori. Em sembla excessiu que s'hagi volgut estendre a l'Educació Secundària Bàsica i ja estava bé com a treball de síntesi. Alguns d'aquests treball de recerca o de síntesi s'han de presentar fora del centre, en centres cívics culturals, ateneus o associacions de veïns (ritual social).</span></p><p style="text-align: justify;"><span style="font-family: arial;">El Departament d'Educació pot difondre millor el programa ExpoRecerca Jove a través del Centres de Recursos Pedagògics. <br /></span></p><p style="text-align: justify;"><span style="font-family: arial;">Impulsar el Certamen d'Oratòria que amb Editorial Santillana i al Universitat de Barceloina es feia en català, en castellà i en anglès on també participava la Societat Catalana de Pedagogia.</span><br /></p>Martí Teixidó mestre, pedagoghttp://www.blogger.com/profile/16986858975178232999noreply@blogger.com0