tag:blogger.com,1999:blog-312628152024-03-07T16:53:43.773+01:00Totum Revolutum - Bloc de Jose Martín.Escrits i reflexions d'un mestre de Lleida.Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.comBlogger407125tag:blogger.com,1999:blog-31262815.post-46072889620670308452022-12-12T18:47:00.005+01:002022-12-12T18:47:56.284+01:00AVALUACIÓ D’UN LLARG PRIMER TRIMESTRE.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMEwUxWlZ2d6TOYgEWq0-WgvGuauzoTRWqBajb9LSjZw_uwJySWe7zXbZDkQsw_rhwoCvdHDPrdKM1lSLTs2VL2lVET7jQYY2sV8DQPbC6CP8rE0TbWj2hGqa9iSG_YpDK0VjM1GCI3xZn98eYpfDKG3mtrK6J-uljSt43d083_QIQhiJIsaE/s1920/path-g26b5ec8c9_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1920" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMEwUxWlZ2d6TOYgEWq0-WgvGuauzoTRWqBajb9LSjZw_uwJySWe7zXbZDkQsw_rhwoCvdHDPrdKM1lSLTs2VL2lVET7jQYY2sV8DQPbC6CP8rE0TbWj2hGqa9iSG_YpDK0VjM1GCI3xZn98eYpfDKG3mtrK6J-uljSt43d083_QIQhiJIsaE/w640-h426/path-g26b5ec8c9_1920.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Arribem al final d’un trimestre que ha estat excepcionalment llarg i és l’hora de poder fer l’avaluació d’algunes innovadores mesures que ha engegat el Departament d’Educació a les escoles catalanes.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest curs va començar el dia 5 de setembre amb jornada matinal durant tot el primer mes. L’hora lúdica de la tarda va ser un experiment d’aquells que necessiten una anàlisi acurada. Caldria preguntar-se quin cost va tenir i quins beneficis va aportar als infants. Pensem que es va encomanar a persones que només tenien l’obligació de fer una tasca de guarda. El concepte “guarderia”, que havia caigut completament en desús, va reeixir les caloroses tardes de setembre a les escoles de tota Catalunya.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Mentre a Espanya i Europa les escoles tenen l’opció de fer jornades intensives amb activitats extraescolars de tarda que complementin l’activitat lectiva, aquí es fan bromes de mal gust com els ventiladors que havien d’arribar a les escoles en el llarg i calorós inici de curs. A Lleida, cada cop hi ha més dies a més de 30ºC dins l’aula i això implica que no hi ha unes condicions adequades pels infants. Caldrà posar sobre la taula canvis horaris en els 5 mesos on la calor és més forta (Setembre, octubre, abril, maig i juny).</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El boom digital i la pluja de dispositius electrònics als centres de la mà dels Next Generation ha aminorat, però continua carregant de feina la coordinació d’estratègia digital dels centres. Una escola qualsevol de primària pot tenir més de dos-cents equips que cal gestionar. Les persones que s’encarreguen ho fan amb un complement econòmic i una dedicació horària totalment insuficients. A secundària la problemàtica es multiplica. Per contra, qualsevol família o docent pot constatar les dificultats generalitzades en la capacitat de concentració de l’alumnat i, no podem obviar, que una part bé de l’abús en els dispositius electrònics diversos. A que respon aquesta massiva introducció d’ordinadors a les escoles? Estem donant resposta a una necessitat o estem vivint el resultat de mesures preses en calent a l’escalfor dels confinaments i els temps més durs de la crisi del COVID19? Som a temps de reconduir la situació i racionalitzar-ho?</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La formació permanent del professorat també ha estat tensada durant aquest inici de curs amb les Formacions Internes de Centre d’Estratègia Digital que s’estan fent de manera massiva arreu de Catalunya. La figura del mentor digital està sent molt útil als centres, però cal fer un reflexió profunda sobre la utilitat d’una formació genèrica per un conjunt de professionals tan divers com els mestres amb realitats ben diferents en funció de com es treballa a cada escola. Aquesta proposta genèrica xoca frontalment amb l’autonomia de centres, perquè es fa de forma obligatòria a tothom, sense comptar amb el bagatge individual i col·lectiu dels mestres i les escoles.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">A finals de setembre també es va publicar el decret d’ordenació de l’educació bàsica que concreta aspectes tan importants com el currículum, incloent canvis importants també en com es fa l’avaluació. La LOMLOE aporta alguns canvis que el que fan, a grans trets, és intentar adaptar la llei a les pràctiques que fa anys que s’estan duent a terme a moltes escoles. Les franges horàries interdisciplinars, les noves formes d’avaluar o la creació de situacions d’aprenentatge en el context del treball basat en projectes són aspectes a tenir molt presents, que sorgeixen de la pràctica quotidiana dels centres.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">I com en un bon informe d’avaluació en el que s’informa del treball realitzat, es necessiten fer algunes propostes de millora que farien bé d’entomar els diferents partits polítics que parlen de pressupostos i que, de ben segur, ja estan pensant en com afrontar el curs 2023-24. Els sindicats de l’ensenyament també fan bé de copsar tota aquesta problemàtica que es respira als centres i que aplicant petites modificacions podrien ajudar a millorar l’educació a Catalunya. Polítics i sindicats faran bé d’abandonar els brindis al sol i les reivindicacions grandilocuents i fent propostes concretes que responguin a les necessitats dels professionals de l’ensenyament.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En primer lloc, cal posar sobre la taula la possibilitat real de fer Jornada Contínua si el Consell Escolar així ho decideix. Rellançar l’autonomia de centre des de la participació democràtica podria ser una bona idea. La calor, però també l’organització quotidiana, pot fer possible aquesta organització horària present arreu. Es poden garantir activitats extraescolars de qualitat per tothom, reduint els preus per les famílies amb els diners que es va sufragar l’hora lúdica, que era una simple “guarderia”.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Un segon problema que cal afrontar, amb dotació econòmica, és la gestió de l’Estratègia Digital dels Centres. Es necessita temps per poder gestionar els Entorns Virtuals d’Aprenentatge, les pàgines web, les incidències dels ordinadors i els equips amb els que es doten les escoles, la gestió adequada de l’INDIC i l’IDI l’assessorament entre companys i companyes i totes les tasques que entoma la figura de la Coordinació d’Estratègia Digital. Aquest temps ha d’implicar una major dotació horària o un complement econòmic digne que compensi la dedicació dels mestres que encapçalen aquest repte digital. No seria cap bogeria la inclusió de la Coordinació d’Estratègia Digital dins dels Equips Directius, tan sols per la quantitat de dades a la que es té accés i la importància creixent dels EVA i la presència a la xarxa dels centres educatius. Una altra bona opció seria un augment de les plantilles per possibilitar aquesta major dedicació horària o la contractació fixa de tècnics informàtics en els centres amb més de 100 equips. Hi ha moltes possibilitats, però no es pot continuar mirant cap a una altra banda i seguir “qui dia passa any empeny” a cost zero.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Per acabar, seria clau racionalitzar la formació permanent del professorat i evitar la sobrecàrrega que implica l’obligació de seguir un itinerari formatiu estàndar a tot els professorat en una societat tan complexa i focalitzar-la en generar un clima de reflexió a les escoles que permeti fer una aturada després d’un temps excepcional marcat per la COVID19 i que faci possible recuperar aquelles pràctiques que es van anar abandonant i mantenir les noves iniciatives que la crisi va fer-nos engegar.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Després d’aquest intens i llarg primer trimestre, la preparació del curs 2023-24 ja ha d’estar en marxa i necessita un treball quotidià de copsar el que està passant a les escoles i recollir les propostes dels mestres, en aquests i altres aspectes, evitant nous invents que tensionin encara més els centres i no repercuteixin positivament en la vida escolar dels nens i les nenes.</div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-53930291366242281052021-11-07T23:46:00.000+01:002021-11-07T23:46:00.573+01:00PACTE LOCAL CONTRA LA SEGREGACIÓ ESCOLAR A LLEIDA.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivKB4dRGO1WrfTvfPEpYlkAaH2f0gQoGSPNuMWfcolnpWHSbVlTxTwEwcNwowLBet7EoIsRuO1Zh5hoTImoVVDuCfmOeqqzv2utuif0acb1GfMwwfGL5hiGcj2ivH_6b3M2E9wNQ/s1920/diversitat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1066" data-original-width="1920" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivKB4dRGO1WrfTvfPEpYlkAaH2f0gQoGSPNuMWfcolnpWHSbVlTxTwEwcNwowLBet7EoIsRuO1Zh5hoTImoVVDuCfmOeqqzv2utuif0acb1GfMwwfGL5hiGcj2ivH_6b3M2E9wNQ/w640-h356/diversitat.jpg" width="640" /></a></div><br /><p style="text-align: justify;">La Paeria de Lleida posa en marxa la creació del <a href="https://educacio.paeria.cat/pacte-local">Pacte Local contra la Segregació Escolar</a> amb l’oferta d’una activitat formativa i el recull d’aportacions. Em sembla una proposta excel·lent per afrontar una realitat escolar a la ciutat que fa massa anys que dura i de la que sembla difícil sortir-ne.</p><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Comparteixo les meves aportacions per canviar la mirada sobre aquesta realitat i començar a canviar-la a partir d’aquest important pacte de ciutat.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;">EIX 1 PROGRAMACIÓ EDUCATIVA I DE L'OFERTA ESCOLAR</h3><div style="text-align: justify;">La premissa de partida és que la qualitat del sistema educatiu català està garantida per l’administració competent. Per aquest motiu, la millor escola és la més propera a casa, pel poder que té de cohesionar els barris i crear vincles entre els veïns. Hi ha barris de la ciutat de Lleida amb problemes socioeconòmics greus, que poden tenir una oferta d’escoles variades en les que els seus ciutadans puguin assistir.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La zonificació de l’educació primària que es va estrenar el curs 2021-22 no respecta la realitat social del barri, que podria ser un criteri a tenir en compte a l’hora de lluitar contra la segregació escolar. Garantir una oferta de places suficient i adaptada a la població de cadascun dels barris és clau, vigilant que cap escola concertada cobra quotes il·legals i creant una xarxa de transport públic que garanteixi que les escoles situades als afores de la ciutat (públiques i concertades) són accessibles per tota la ciutadania en igualtat de condicions.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Els centres amb molt baixa demanda han de ser reconsiderats i possiblement podrien passar a oferir altres ensenyaments com poden ser formació professional, formació d’adults o reforçar la insuficient oferta d’escoles bressol. Aquesta oferta podria ser encapçalada i dinamitzada per la Paeria.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;">EIX 2 INFORMACIÓ I ACOMPANYAMENT A LES FAMÍLIES. </h3><div style="text-align: justify;">Si el barri passa a ser el centre del disseny de l’oferta educativa, es podria establir una oficina presencial i proactiva per cada barri en la que s’informés de les diferents opcions que disposen les famílies en cadascun dels barris. En el cas de barris amb més problemàtica socioeconòmica es podrien dividir i assignar a les escoles dels afores (públiques i concertades). Els agents cívics podrien assumir aquesta tasca.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El salt al format telemàtic també podria ser una oportunitat per exposar millor l’oferta educativa de la ciutat, amb un acompanyament per part dels serveis socials de les famílies que així ho necessitin. Les escoles no entren en competició per aconseguir un determinat públic, sinó per oferir una educació de qualitat al servei de la ciutadania. Cal superar el model de portes obertes actual creant la lògica de la ciutat educadora amb un servei d’educació públic fort i amb els recursos necessaris.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;"> EIX 3 DETECCIÓ PRECOÇ DE L'ALUMNAT NESE. </h3><div style="text-align: justify;">L’alumnat necessita personal qualificat per ser atès adequadament a l’escola. La Paeria podria assumir la gestió dels Auxiliars d’Educació Especial, evitant la precarització en la que treballen, fruit de les subcontractes, i oferir en tot moment la màxima dedicació horària per cadascun dels infants que ho necessiten. Totes les escoles han de poder atendre qualsevol tipus d’alumne i garantir així el dret a l’educació de qualitat. Per aconseguir-ho és essencial la dotació del personal necessari.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">A més a més, davant de la saturació perpètua dels Equips d’Assessorament Psicopedagògic, la Paeria podria assumir-los i enfortir la dotació de personal, de manera que cadascun dels barris de la ciutat disposés d’un psicòleg que atengués els centres d’infantil i primària de la zona, és a dir, el seu barri.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;">EIX 4 PROCÉS DE GESTIÓ DE L'ESCOLARITZACIÓ I DISTRIBUCIÓ DE L'ALUMNAT</h3> <div style="text-align: justify;">L’oficina de barri permetria un seguiment individualitzat de l’alumnat i la seva escolarització. El Departament d’Educació hauria de fer una rebaixa de ràtio fins als 20 alumnes a P3 per tal de garantir que la matrícula viva es pugui anar absorbint de manera acceptable sense arribar a superar els 25 alumnes a l’educació infantil i primària.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">És difícil evitar els canvis d’escola de l’alumnat potencialment absentista i cal garantir la seva escolarització. Novament torna a ser essencial el rol central del barri com espai d’escolarització. Cal evitar que els nens i nenes d’infantil i primària hagin de recórrer grans distàncies per ser escolaritzats.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;"> EIX 5 L'ACOLLIDA I EL SEGUIMENT DE L'ALUMNAT NESE </h3><div style="text-align: justify;">La ciutat de Lleida podria ser la primera ciutat pilot en implantar la jornada contínua a Catalunya. Incomprensiblement hi ha una negació d’aquesta organització horària que permetria fer un canvi de més envergadura, vinculats a propostes ciutadanes com la recentment celebrada «Slowshop».</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les entitats que ofereixen activitats extraescolars i el propi Ajuntament de Lleida haurien de ser capaços d’oferir activitats de qualitat a preu assequible per tot l’alumnat, centrats en el barri. Els clubs esportius, les escoles de música, d’arts plàstiques o teatre, vinculats a la Paeria podrien garantir un nombre mínim agrupant alumnes de diferents escoles d’un mateix barri amb una única oferta diversificada, de qualitat i a preus assequibles, becats, en cas de ser necessari. L’horari lectiu de 8:00 a 13:00 obre la porta a un menjador escolar molt més pausat i relaxat i unes activitats extraescolars amb uns horaris molt més racionals, que podrien començar a partir de les 15:00 i acabar a les 17:00. Una proposta generalitzada a Europa i Espanya que, incomprensiblement, el govern de la Generalitat de Catalunya es nega a debatre. La Paeria de Lleida podria apostar per ser una experiència pilot que milloraria la vida del conjunt dels lleidatans, però especialment dels infants sotmesos a llargues jornades o exclosos d’una oferta d’educació 360 desvinculada dels centres educatius.</div><div style="text-align: justify;"><br /></div><h3 style="text-align: justify;"> EIX 6 TRASPARÈNCIA, SUPERVISIÓ I SEGUIMENT DELS AGENTS IMPLICATS PER EVITAR ACCIONS SEGREGADORES</h3> <div style="text-align: justify;">Crear un programa pilot com el que proposo permetria fer un seguiment de qualitat per analitzar els resultats i veure les propostes de millora necessàries. Idees com l’EAP de barri municipal, el pla pilot de jornada continuada, la línia d’autobús municipal a les escoles dels afores o la zonificació per barris són fàcilment avaluables amb indicadors i graus d’assoliment.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Crear un calendari d’aplicació de cadascuna de les propostes podria fer possible fer passos endavant encapçalats per l’ajuntament de Lleida.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Només falten voluntat i valentia.</div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-45215873944739104872021-07-05T12:59:00.003+02:002021-07-05T12:59:29.089+02:00FINAL DE CURS. TORNEM ENRERE?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzHMDKwDIWL0Eml2_X3zzquHGySizte9fAZTz05mlrRdOzBltKXaCc2T01xE1yGjhdgNbCVSt0BxJzHQpbyTqWlbH2p_GExxx6rNzlWQgoY0bLefX14NFg5oTpjHHZFUZEXvbRQw/s579/prioritats.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="306" data-original-width="579" height="338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzHMDKwDIWL0Eml2_X3zzquHGySizte9fAZTz05mlrRdOzBltKXaCc2T01xE1yGjhdgNbCVSt0BxJzHQpbyTqWlbH2p_GExxx6rNzlWQgoY0bLefX14NFg5oTpjHHZFUZEXvbRQw/w640-h338/prioritats.png" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Fa uns dies vam acabar un curs excepcional. Han estat uns mesos molt complexos en els que les escoles i instituts han garantit la presencialitat d’una forma exemplar, fonamentalment gràcies a l’esforç i la dedicació dels funcionaris docents, en estreta col·laboració amb les famílies que han aconseguit que el funcionament hagi estat òptim.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les mesures repetides fins a l’extenuació de distància, mans, mascareta i ventilació han tingut un seguiment massiu i una eficiència innegable. Malauradament, sembla que hi ha una necessitat excessivament marcada de tornar a la «normalitat». Aquest desig implicar renunciar als grups reduïts allà on han estat possibles, reduir els reforços de personal allà on han arribat, recuperar les activitats extraordinàries allà on s’han restringit...</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">L’estiu i el proper curs són un bon moment per replantejar-se tots aquests elements de la «normalitat» que formen part de les escoles i instituts, però que potser podrien tenir formats alternatius, basats en els resultats que s’han aconseguit durant aquest curs excepcional.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La meva experiència personal ha mostrat que la reducció de ràtio, passant de treballar amb 26 alumnes a fer-ho amb 17, ha implicat una millor atenció a la diversitat, que s’ha traduït en uns millors resultats acadèmics. La conflictivitat s’ha reduït a la mínima expressió i la convivència ha sortit enfortida. L’espai individual que necessiten els infants ha estat molt més gran i, per tant, ha millorat la seva organització i autonomia personal. Les rutines d’higiene i la pràctica de la responsabilitat en l’ús de la mascareta han estat assolides amb èxit. Malgrat les evidències, el Departament d’Educació deixa clar que cal tornar a la «normalitat» d’aules a 25 alumnes.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La revolució comunicativa i organitzativa que ha implicat la crisi de la COVID19 és un element clau en el bon funcionament dels centres educatius. Els entorns virtuals d’aprenentatge s’han posat al funcionament al cent per cent i la comunicació amb les famílies s’ha agilitzat. També s’ha vist enfortida la coordinació interna i la formació permanent, millorant en eficiència, però tot això s’ha aconseguit perdent el caliu de la convivència presencial. Aquest també és un element a tenir molt en compte.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Tornar enrere, sense replantejar l’organització general, és impropi d’institucions educatives a la recerca de la millora constant. Es fa una aposta econòmica molt gran en la digitalització i la dotació informàtica pel professorat i per l’alumnat dels darrers cursos, però també es podria fer una ampliació de plantilles generalitzada per garantir, en el màxim possible de centres, la reducció de ràtios. És qüestió de prioritats.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Hi ha altres mesures que fa un any es posaven sobre la taula com l’ús d’espais fora de les escoles o la implementació de la jornada contínua, amb un pla pilot que fa 9 cursos que funciona amb bons resultats i que és una realitat arreu, però a hores d’ara l’administració educativa té uns altres horitzons. Aquests aspectes, ni tan sols semblen estar a l’agenda del que hauria de ser la «nova normalitat».</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Hem viscut un curs excepcional que ens hauria de permetre replantejar el funcionament de les escoles i instituts, reprenent les bones pràctiques del passat i imaginant noves propostes pel futur basades en tot allò que ens ha funcionat i ha fet possible aquest curs 2020-21.</div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-55070631124924204592021-05-10T12:05:00.002+02:002021-05-10T12:05:32.507+02:00EL COMPROMÍS ÈTIC DEL DOCENT EN LA FORMACIÓ INICIAL DELS MESTRES.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUo_cTRfrjbLKzLxGa9GbEPTg__UK9Ffm0jSCKAfnOna24zi4cgMSj-soRcUBuNWmp7U8K-xa5l4Opnz-wHrE2h7i41wjMkwCZrAmIwU9FGJLNExsSrRi7KtlEF-cugW3L-wINzQ/s960/question-mark-1872634_960_720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="528" data-original-width="960" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUo_cTRfrjbLKzLxGa9GbEPTg__UK9Ffm0jSCKAfnOna24zi4cgMSj-soRcUBuNWmp7U8K-xa5l4Opnz-wHrE2h7i41wjMkwCZrAmIwU9FGJLNExsSrRi7KtlEF-cugW3L-wINzQ/w640-h352/question-mark-1872634_960_720.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La perspectiva ètica, professionalitzadora i emocional de la formació de mestre està estretament vinculada a com fem participar els aprenents, com ens comuniquem i som capaços de reflexionar de manera compartida i ha de poder-se concretar per ser avaluada tal i com es recull als contractes de pràctiques.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Diferents aspectes històrics i laborals han fet que els mestres no disposem d’un col·legi professional i hem de ser conscients que els documents que recullen el compromís ètic i la dontologia són molt recents, del 2011.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquesta realitat fa que qüestions que poden semblar molt òbvies, no ho siguin tant i afectin directament a la formació inicial dels mestres i les seves pràctiques.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El <i><b>Codi deontològic de la professió docent</b></i>, publicat pel Col·legi Oficial dels Doctors i Llicenciats en Filosofia i Lletres i en Ciències de Catalunya el 2011 (<a href="https://www.cdl.cat/codi-deontologic-de-la-professio-docent">https://www.cdl.cat/codi-deontologic-de-la-professio-docent</a>) enumera un seguit de <b>compromisos amb l’alumnat, amb la professió, amb el coneixement i amb la societat.</b></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">D’altra banda, el <b><i>Compromís ètic del docent</i></b>, publicat per la Federació de Moviments de Renovació Pedagògica de Catalunya també el 2011 (<a href="http://www.mrp.cat/admin/magatzem/inicides/Compromiseticprofessorat_maig2011.pdf">http://www.mrp.cat/admin/magatzem/inicides/Compromiseticprofessorat_maig2011.pdf</a>) espefica:</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís amb la infància, la joventut i la seva educació</b> fent referència a la garantia de drets de la infància, el desvetllar el gust per aprendre i l’eliminació de prejudicis.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís amb les famílies</b> per aspirar a les màximes expectatives, la generació de confiança mútua i el foment de la seva participació real.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís amb el centre educatiu</b> buscant la coherència, el respecte pel PEC, la participació, el foment de la democràcia, la contextualització del currículum, el treball en equip i el treball en xarxa professional.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís amb l’entorn</b> del centre educatiu obrint-lo a la societat, reconeixent el valor de l’educació més enllà de la instrucció i la socialització.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís social </b>buscant l’èxit educatiu per tothom, canalitzant la veu col·lectiva a les autoritats competents i compartint el deure de construir una societat més justa, culta, solidària, competent i feliç.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">- El <b>compromís amb nosaltres mateixos</b> exercint el dret i el deure a la formació i donant el valor a la professió a través d’una mirada positiva.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">La difícil pregunta que ens hem de formular en relació a la formació inicial dels mestres és com concreta l’Informe de Centre Formador o la Guia de Pràctiques l’observació i l’avaluació d’aquests compromisos ètics i professionals? Com podrem avaluar-los d'una forma objectiva, clara i entenedora pels tutors, pels mentors i pels propis aprenents?</div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-77664832267898159432021-04-20T19:24:00.004+02:002021-04-20T19:25:43.240+02:00PER LA MILLORA DEL PRÀCTICUM EN LA FORMACIÓ INICIAL DELS MESTRES.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR4FCtueeLlM2o0tt2oB_Amlvd_9IqnVexny5_GFUAXyZ3e4dXyaA_aP2hmWeLhLrW3u0cbigEhYT5bWC9oJ8FL9VPBaEktYcfKxHSOgmUc8nhxQbuRXSOWA8iPC18EuevCUhtlA/s626/variety-online-courses-with-teachers_52683-37996.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Education vector created by pikisuperstar - www.freepik.com" border="0" data-original-height="417" data-original-width="626" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR4FCtueeLlM2o0tt2oB_Amlvd_9IqnVexny5_GFUAXyZ3e4dXyaA_aP2hmWeLhLrW3u0cbigEhYT5bWC9oJ8FL9VPBaEktYcfKxHSOgmUc8nhxQbuRXSOWA8iPC18EuevCUhtlA/w640-h426/variety-online-courses-with-teachers_52683-37996.jpg" title="Education vector created by pikisuperstar - www.freepik.com" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;">
La pandèmia de la COVID19 ha tingut molts aspectes negatius, però també ens ha obert el camí a normalitzar un treball online, combinant la formació síncrona amb l’asíncrona, enriquint la interacció entre professionals. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest tercer trimestre el Departament d’Educació i 6 universitats (UdL, UAB, UB, UIC, UdG i URV) impulsats pel MIF (Programa Millora i Innovació en la Formació de Mestres) han posat en marxa un curs pilot, en la que tinc el repte de prendre part activa com a formador. Es planteja treballar conjuntament mestres mentors de l’escola pública i de la concertada amb tutors de la universitat, amb l’encàrrec de concretar una proposta de pla de millora que es pugui exposar directament als responsables de cadascun dels centres educatius afectats. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquesta proposta de treball es basa en la reflexió crítica a partir de l’anàlisi la pràctica quotidiana des de diferents punts de vista, per tal de concretar una proposta de millora del pràcticum. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest Pla de Millora ha de basar-se en la revisió de l’Informe de Centre Formador i la Guia de Pràctiques per tal d’adequar-los al màxim a la realitat dels diferents centres, amb l’objectiu de revisar el que s’està fent i proposar accions concretes a desenvolupar a curt i a mig termini. El Pla de Millora cal que reculli propostes realistes, concretes i viables. Està clar que les propostes no sorgeixen del no res, sinó que sovint ja són presents a les escoles i universitats. Aquesta formació busca fer-les aflorar, a partir del que estan fent els companys i companyes. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest tercer trimestre tenim l’oportunitat de plantejar-nos el repte de sumar punts de vista i intentar proposar accions concretes a curt termini que millorin el pràcticum en la formació inicial dels mestres.</div><div style="text-align: justify;"><br /></div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-47694822710328324842021-01-03T18:13:00.003+01:002021-01-03T18:13:22.812+01:00AMBIVALÈNCIES A L’ESCOLA EN TEMPS DE COVID19<div style="line-height: 150%; margin-bottom: 0cm; text-align: left;"><div style="text-align: justify;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioMKKlpcu-Ic9aAnqXPftCD5n8rKEWvGG9ktwCe6ZVzLTPrqWe_0s6RvYt8zc2Sff5mWxnYBzDogpN6UwsGfwEq2alE5qASTs1JA_6XdFVIp0qiwC7_VUS58CaSwb6ZyWFcav0TQ/s880/AMBIVAL%25C3%2588NCIES+COVID.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="660" data-original-width="880" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioMKKlpcu-Ic9aAnqXPftCD5n8rKEWvGG9ktwCe6ZVzLTPrqWe_0s6RvYt8zc2Sff5mWxnYBzDogpN6UwsGfwEq2alE5qASTs1JA_6XdFVIp0qiwC7_VUS58CaSwb6ZyWFcav0TQ/w640-h480/AMBIVAL%25C3%2588NCIES+COVID.jpg" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><p lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Arial, sans-serif;"><a href="https://www.pikist.com/">https://www.pikist.com/</a></span></p></td></tr></tbody></table><br /></div><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-size: 12pt;">Ha
passat el primer trimestre i comença un nou any que segueix marcat
per la nova normalitat que ens imposa la COVID19. Vivim un temps ple
d’ambivalències en tots els àmbits de la nostra vida quotidiana i
l’escola no és una excepció.</span></div><div style="text-align: justify;"><span style="font-size: 12pt;"><br /></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">D</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">urant
els darrers mesos de l’any 2020 hem viscut </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">molts
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">canvis
a l’escola imposats per les mesures de prevenció </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">contra</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
la COVID19. Totes elles tenen dues vessants ambivalents que val la
pena analitzar.</span></span></span></div><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES"><br /></span></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-size: 12pt;">El
punt de partida d’aquest anàlisi és la meva experiència
professional que pot diferir força d’altres mestres i professors,
ja que des d’un bon inici el Departament d’Educació va
traslladar a les direccions dels centres educatius el disseny del
protocol de reobertura dels centres, donant lloc a la primera
ambivalència que permet donar una resposta adaptada a cada realitat
però que, per aquest mateix motiu, pot ser que sigui molt diferent
entre centres d’un mateix poble o ciutat.</span></div><div style="text-align: justify;"><span style="font-size: 12pt;"><br /></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Un
dels aspectes més importats que es van posar sobre la taula en la
recuperació de l’activitat lectiva va ser la importància de la
intensificació i millora de la neteja als centres educatius. Les
retallades que vam viure a partir de 2008 van implicar una reducció
de l’horari del personal de neteja que fa que fos insuficient,
malgrat les reclamacions que es poden fer als serveis externalitzats.
Els ajuntaments farien bé d’assumir el personal de neteja dels
centres educatius i dignificar les seves condicions laborals, així
com fer-les dependre directament de les direccions dels centres per
tal d’aconseguir una millora en la que el benefici econòmic de les
grans empreses de serveis quedin en segon terme i la millora dels
serveis públics esdevingui la prioritat. </span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;">Aquest
curs s’ha aconseguit una intensificació de la neteja, però cal
mantenir-la i reforçar-la.</span></span></div><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><br /></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">La
disminució de la ràtio es va posar sobre la taula des d’un primer
moment, però ha de portar, necessàriament una contractació de
mestres per </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">fer</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">-la
possible. Davant la dificultat d’una reducció de ràtio
generalitzada sense ampliacions de plantilles i espais, cada centre
ha decidit com </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">distribuir
els grups-classe</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">.
Aquesta situació, a l’educació primària, ha anat en detriment
d’algunes especialitats, però ha permès fer possible una atenció
més personalitzada de l’alumnat. En el meu cas s’ha passat d’una
classe amb 26 alumnes a una de 17. </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">Aquesta
és una mesura que caldria mantenir per millorar la qualitat de
l’escola pública.</span></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">A</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">ssociat
a la reducció de la ràtio ha aparegut el concepte de grup bombolla.
El manteniment del mateix grup amb la mínima participació de
mestres especialistes comporta un millor coneixement dels nens i les
nenes i la seva situació personal i possibilita que s’estableixin
bones relacions i diverses entre els membres del grup. D’altra
banda, hi ha un empobriment en els models d’adults que interactuen
amb els nens i nenes, així com les possibilitats que permeten els
grups flexibles o les agrupacions internivells en determinades
activitats com poden ser els tallers </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">o
d’altres tipus d’agrupament</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">,
que darrerament s’havien posat en marxa a molts centres. L’hora
del pati també ha canviat absolutament, ja que també es manté el
grup i hi ha una rotació pels diferents espais existents. D’una
banda es dóna accés a tots els nivells a tots els espais de manera
rotativa, però de l’altra es perd l’oportunitat de viure
experiències en les que s’interactua amb nens i nenes de diferents
cursos o en els que apareixen conflictes als que cal posar-hi remei.
Baixa la conflictivitat, però paral·lelament també baixa
l’aprenentatge d’una convivència real amb nens i nenes d’edats
diferents.</span></span></span></div><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES"><br /></span></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">Aquesta
riquesa també s’ha perdut en l’organització de sortides i
colònies que han quedat en</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES"><i>
stand by.</i></span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
Tot i que no sempre són les activitats més enriquidores per la
barrera econòmica que acostumen a tenir associada. El lloguer d’un
autocar per fer un desplaçament sempre dispara el cost de la
sortida, de manera que una part de l’alumnat queda exclosa per
motius econòmics. Com a contrapunt, aquest curs </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">ens
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">hem
proposat intensificar les sortides sense cost afegit, a l’aire
lliure o als atractius museístics i culturals que ens ofereix la
comunitat, en els que la barrera econòmica desapareix. Fer una
sortida a peu per la ciutat és un enriquiment que no té cap cost
econòmic i aporta molts beneficis als aprenentatges.</span></span></span></div><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES"><br /></span></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">La
bretxa digital es va posar de manifest durant el confinament, però
és només la mostra de les desigualtats socials innates al
capitalisme. El Departament d’Educació s’ha pres molt
seriosament la lluita contra aquesta exclusió social, que v</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">e
ocasionada, en part, per</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
la manca de connectivitat o de dispositius per accedir a la societat
de la informació engegant una ferma campanya per la inclusió
digital. Malauradament es tracta d’una tasca titànica que ha de
tenir associada una despesa econòmica molt gran i amb la que es farà
difícil arribar a totes les famílies amb aquesta situació.
Paral·lelament s’ha posat en marxa la distribució d’ordinadors
pels docents, posant remei a una carència històri</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">c</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">a
del sistema educatiu. L’eina bàsica de treball dels mestres i
professors en les hores no lectives fins ara no havia estat</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
aportada</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
pel Departament d’Educació, amb tota la problemàtica de seguretat
i de protecció de dades que comporta. A </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">més
a més</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">,
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">és
necessari</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
disposar d’un suport tècnic a l’alçada, capaç de donar
resposta a una distribució d’equips de treball d’aquesta
envergadura. Tornem a topar amb les externalitzacions i la
precarietat del servei. Bona part dels tècnics de suport a les
escoles van estar en ERTO o a l’atur durant el confinament. Potser
seria interessant crear la figura del tècnic informàtic contractat
directament pel Departament </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">d’Educació,
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">assignat
a un o més centres, i sota les ordres dels equips directius. Bona
part de l’èxit de la digitalització de l’educació va associada
al bon funcionament dels equips i les plataformes, que només és
possible amb un suport tècnic de qualitat al que cal afegir una
formació en l’ús de la tecnologia per aplicar-la al treball
globalitzat a les escoles i instituts. Ambdós actuacions són claus
per fer viable l’impuls dels Entorns Virtuals d’Aprenentatge i
l’alfabetització tecnològica necessària pels ciutadans,
aclaparats per la infoxicació.</span></span></span></div><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES"><br /></span></span></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-size: 12pt;">Per
últim, queda el tema tabú de l’educació a Catalunya: la
implantació massiva de la jornada contínua. La revisió dels
horaris hauria de caminar en la mateixa línia del que es fa arreu
d’Espanya i d’Europa, però incomprensiblement no es planteja, ni
tan sols, la possibilitat de triar-la si el Consell Escolar d’un
centre així ho desitja.</span></div><div style="text-align: justify;"><span style="font-size: 12pt;"><br /></span></div></span><span style="font-family: Arial, sans-serif;"><div style="text-align: justify;"><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">La
neteja, la reducció de ràtios, </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">la
necessitat de millorar els espais dels centres, el cost de les
sortides i activitats extraescolars, la digitalització i la jornada
continuada són temes cabdals del sistema educatiu que haurien de ser
objecte de debat durant la campanya electoral que aviat començarà,
ja que el proper govern no proclamarà la independència de
Catalunya, però de ben segur haurà de prendre mesures que afecten a
tota la Comunitat Educativa i, per tant, la ciutadania faria bé de
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">qüestionar</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
aquestes preguntes </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">als
candidats i candidates </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">abans
d’anar a votar, i deixar d’</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">autoenganyar-se</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">
amb la </span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">suposada
</span></span></span><span style="font-family: Arial, sans-serif;"><span style="font-size: 12pt;"><span lang="ca-ES">panacea
de la Catalunya independent.</span></span></span></div></span></div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-55318297745551318532020-11-28T13:35:00.007+01:002020-11-28T13:35:53.918+01:00XXVIII JORNADA DE REFLEXIÓ DEL CONSELL ESCOLAR DE CATALUNYA «UN NOU PRESENT EDUCATIU»<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipLJfyJJ_8h-ZbxV99h25k3rE2g83rqxWA7r7pFckPYt2vpVufWjAiIpnUKI_G60a27Ej0632WXSa1M_Gag3RbyP-g1IJM8uH4W1O2GcQFYLjnpdAKU5d45z9wbJowLKseEnR3oQ/s640/personal-943873_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="640" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipLJfyJJ_8h-ZbxV99h25k3rE2g83rqxWA7r7pFckPYt2vpVufWjAiIpnUKI_G60a27Ej0632WXSa1M_Gag3RbyP-g1IJM8uH4W1O2GcQFYLjnpdAKU5d45z9wbJowLKseEnR3oQ/w640-h452/personal-943873_640.jpg" width="640" /></a></div><span style="font-family: Arial, sans-serif; font-size: 12pt;"><p><span style="text-align: justify;"><br /></span></p></span><p>La XXVIII Jornada de reflexió del Consell Escolar de Catalunya ha estat una bona ocasió per prendre consciència del que la realitat ens imposa: «Un nou present educatiu».<br /><br /></p><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest nou present lliga amb la nova normalitat, que és un terme realment encertat, tot i que no es vulgui acceptar. Aquest nou present no hauria de ser penjar un vídeo a youtube, si es busca un debat per avançar. La mostra és com els assistents van anar baixant dels més de 300 als 100 i escaig. L’horari d’emissió ja implica una incongruència. La jornada començava a les quatre de la tarda, mentre que l’horari de la majoria de les escoles a Catalunya obliga a ser més extens i acaba més tard. Hi ha un debat pendent, que incomprensiblement es nega un i altre cop, sobre la necessitat de canviar els horaris escolars i tendir cap una jornada continuada lectiva de matí i un seguit d’activitats extraescolars de tarda que permetin dur-se a terme en uns horaris més adequats i, a poder ser, integrats a les escoles, aprofitant molt més bé les instal·lacions i equipaments existents. Repensar els temps i els espais, també passa per assumir aquest canvi. Les restriccions que s’estan imposant en altres àmbits de la vida, com les reunions familiars, les limitacions d’aforament o la vida nocturna haurien de possibilitar implantar canvis horaris a nivell social i laboral, dels quals l’escola podria ser un bon impulsor.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest nou present podria imaginar aquesta jornada emesa per TV3 en píndoles després del telenotícies o un dissabte al vespre enlloc d’haver d’escoltar tertulians, experts en tot i en res, amb sous i interessos que res tenen a veure amb el servei públic. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El Departament d’Educació té un ferm compromís amb la presencialitat que és d’agrair, però que necessita el suport de més professionals que garanteixin una reducció de ràtios que permeti mantenir la distància entre l’alumnat. Podríem afirmar el mateix en relació a l’escola inclusiva. Només la professionalitat dels docents, educadors i vetlladors permet garantir la qualitat de l’educació obligatòria. L’ampliació de les plantilles de les escoles és una necessitat bàsica que hauria de contemplar qualsevol govern. Una mesura simple, contundent i efectiva seria l’eliminació de l’oferta de religió i l’aprofitament d’aquests mestres per reforçar les tutories. En la mateixa línia, la retirada d’alguns concerts educatius permetria la contractació de més professionals per l’Educació Pública. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Aquest nou present també fa passos endavant en la digitalització de l’educació posant en marxa temes pendents que ens haurien de fer vergonya com a ciutadania. Cal reconèixer l’esforç tècnic i econòmic del Departament d’Educació per garantir la connectivitat a totes les llars i dotar els mestres i professors d’equipament adequat amb un manteniment a càrrec del Servei d’Atenció a l’Usuari propi d’una administració del segle XXI. Arriba tard, però l’aposta és clara i assumeix que cal dotar l’Escola Pública de les eines necessàries per dur a terme una educació de qualitat. Era una anomalia majúscula que els funcionaris que treballem de mestres i professors no disposéssim d’una eina de treball que l’administració ens hauria de garantir. Al llarg de la meva carrera he creat materials, he fet formació, he creat pàgines web, blocs i gestionat entorns virtuals d’aprenentatge des de dispositius de la meva propietat. La pandèmia ha mostrat moltes carències del sistema educatiu que estaven enquistades. L’horari, les ràtios i la tecnologia són tres petites mostres. El Departament d’Educació ha posat fil a l’agulla amb la tecnologia, ara toca fer el mateix amb la reducció de les ràtios i l’aplicació de la jornada continuada. Tenim tot un curs per endavant per passar dels eslògans a l’acció i fer un esforç comunitari per posar-ho en pràctica el curs 2021-22. Algun partit polític amb opcions de formar govern portarà al seu programa electoral la jornada continuada, la revisió dels concerts educatius i la reducció de ràtios de cara a les eleccions de febrer? </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El punt de partida per la millora és assumir que vivim en una nova normalitat que ha de fer front a un «Nou present educatiu».</div><p></p><p></p>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com2tag:blogger.com,1999:blog-31262815.post-70097063829281733382020-11-18T19:45:00.001+01:002020-11-18T19:45:55.298+01:00EL MODEL DUAL DE LA UdL EN LA FORMACIÓ INICIAL DELS MESTRES.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkXiPAN7f1aImqr84JZVfuEE6jGwRrPj6SFkOJHZCEnAwnUUgsJZQ47fBLfKv0fZKeIcFYNpw43s4afdF673TRiSM3TthyphenhyphenPIDFbdhI8u4TqYJVHOf6tKnpUF9diSWPWBPKhA4mUA/s1200/walking_feet_shoes_step_strolling_pavement_shadows_lifestyle-934752.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1200" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkXiPAN7f1aImqr84JZVfuEE6jGwRrPj6SFkOJHZCEnAwnUUgsJZQ47fBLfKv0fZKeIcFYNpw43s4afdF673TRiSM3TthyphenhyphenPIDFbdhI8u4TqYJVHOf6tKnpUF9diSWPWBPKhA4mUA/w640-h480/walking_feet_shoes_step_strolling_pavement_shadows_lifestyle-934752.jpg" width="640" /></a></div><br /><p style="text-align: left;"></p><div style="text-align: justify;">Aquest és el setè any que participo com a mentor a l’escola d’aprenents de 1r curs del grau d’Educació Primària Dual de la Universitat de Lleida. Iniciar la carrera universitària amb unes pràctiques que es desenvolupen dos dies a la setmana durant tot el curs és una experiència educativa molt interessant. Aquesta setmana he participat en la formació de nous mentors i mentores d’aquest grau i m’agradaria compartir algunes reflexions sobre els tres punts tractats.</div> <div style="text-align: justify;"><br /></div><p></p><h4 style="text-align: justify;">La participació a l’aula. L’aprenent com a docent.</h4><div style="text-align: justify;">Des del moment de l’arribada de l’aprenent a l’aula cal atorgar-li el rol de docent davant del conjunt del grup-classe. En primer lloc verbalitzant-ho tantes vegades com faci falta i posteriorment reforçant la seva autoritat davant les tasques que es duen a terme a la classe. Sovint són petites coses com els dubtes o l’ajuda que busca l’alumnat directament al mestre mentor. Redirigir-ho al mestre aprenent empodera l’estudiant a poder exercir el rol que se li assigna.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">És important parlar de la importància d’exercir aquest rol davant l’alumnat i les famílies per tal que l’aprenent la posi en pràctica. Aquest rol implica compromís, exemplaritat, confidencialitat, respecte, col·laboració i un grau màxim de professionalitat, que inclou la improvisació en moltes situacions, però que parteix de la planificació i el consens amb l’equip de cicle o el claustre.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">Com a punt de partida per aquests primers passos, sempre recomano alguna lectura recent que pugui ajudar l’aprenent a començar a reflexionar sobre què és ser mestre. Algunes lectures actuals que he recomanat darrerament són «La nueva eduación» de César Bona, «L’Educació és Política» de Jaume Carbonell o «Fer de mestres quan ningú sap per a què serveix» de Jaume Funes. A nivell metodològic pel seu valor divulgatiu i la relació amb la meva pràctica a l’aula sempre els facilito la lectura de «8 ideas clave. Los proyectos interdisciplinarios» de la Fanny Majó i la Montse Baqueró i «9 ideas clave. El aprendizaje cooperativo» de Pere Pujolàs.</div><h4 style="text-align: justify;">La comunicació amb l’aprenent.</h4><div style="text-align: justify;">El dia a dia de la vida a l’escola fa difícil trobar moments per parlar amb tranquil·litat. El ritme és trepidant en l’activitat a l’aula i també en la infinitud de reunions de coordinació i tasques paral·leles.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">En aquest aspecte cal buscar un espai per la comunicació i possibilitar aquells canals en els que ens trobem més a gust. En el meu cas, el correu electrònic és l’espai perfecte per planificar qualsevol tasca o resoldre dubtes. Sovint, quan parlem de manera informal és fàcil que hi hagi biaixos o qüestions que queden a l’aire. Fer l’esforç d’escriure-ho i planificar-ho facilita enormement fer una comunicació des de l’òrbita professional i comentar-ho més informalment una vegada s’està a l’escola.</div><h4 style="text-align: justify;">La incorporació de l’aprenent en les tasques docents i de la vida del centre.</h4><div style="text-align: justify;">Escoltar les aportacions que ens fan els aprenents ha d’implicar poder-les canalitzar i materialitzar en les activitats que es desenvolupen a l’aula. Aquest és el millor punt de partida per tal que poc a poc vagin agafant la responsabilitat de dissenyar i dur a terme activitats d’ensenyament-aprenentatge. Abans d’aquesta tasca, és important començar a dirigir activitats dissenyades pels mentors i posades en pràctica pels aprenents. És un camí per poder anar assolint graus més elevats de seguretat i de consciència dels objectius de les activitats que duem a terme a l’escola.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">La confidencialitat i la professionalitat només es poden fomentar des de la participació activa en les reunions de treball quotidianes de l’escola i també a les tutories amb famílies.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">L’objectiu dels mentors de l’escola dels aprenents de 1r del grau d’Educació Primària Dual de la Universitat de Lleida és facilitar l’observació de l’escola en el seu conjunt i la seva complexitat des de la implicació activa en el seu dia a dia.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">L’acompanyament d’un aprenent a l’aula enriqueix la pràctica docent de qualsevol mestre compartint amb l’alumnat el desenvolupament acadèmic i professional de tots els membres del grup.</div><p></p> Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com1tag:blogger.com,1999:blog-31262815.post-36234337029604412532020-11-08T19:54:00.003+01:002020-11-08T19:54:22.145+01:00LA COVID19 I LES SORTIDES ESCOLARS.<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglYLvHJ8sBZ7jnhGud-wRv-ydXDrXHcD3wwcQuDVOIfSC0PoJjL4RldS1eaf0f-INX61Ze2Tb7aPgcGTp_f4P6XyzYC-YHEFuNW140icJjhot0S7bXVcPii4dNzxIKu3bcB1W1LQ/s640/SORTIDES1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglYLvHJ8sBZ7jnhGud-wRv-ydXDrXHcD3wwcQuDVOIfSC0PoJjL4RldS1eaf0f-INX61Ze2Tb7aPgcGTp_f4P6XyzYC-YHEFuNW140icJjhot0S7bXVcPii4dNzxIKu3bcB1W1LQ/w640-h480/SORTIDES1.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les sortides són una activitat quotidiana de les escoles i instituts. Aquest curs s’han vist completament alterades, com tants altres aspectes del dia a dia a l’aula. Estem davant l’oportunitat de repensar-les.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">La programació anual dels centres incorporen totes les activitats extraordinàries i aquí s’inclouen les sortides al teatre, al cinema, als museus, a la natura, les sortides de tot un dia a un altre poble o ciutat o les colònies amb pernoctació. La majoria acostumen a tenir associada una despesa econòmica que pot arribar a excloure una part de l’alumnat en la seva participació. La prudència ha portat a bona part dels claustres a restringir aquest tipus d’activitat, especialment les que suposen un pagament, ja que no es pot garantir que es puguin dur a terme. Com a conseqüència directa, tot el sector econòmic que viu d’aquest tipus d’activitats es veu greument perjudicat, des dels autobusos fins a les cases de colònies, afectant una multitud de persones que hi treballen.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">La tossuda realitat que ens imposa la crisi de la COVID19 a les escoles no sembla aportar esperances de recuperar les activitats tal i com les hem estat fent fins ara. Com tants altres aspectes de les escoles i instituts, les sortides s’han de repensar per tal que puguin seguir jugant el seu important paper en l’aprenentatge dels nens i les nenes. L’entorn més immediat és ple d’oportunitats en forma de museus, espais naturals o equipaments culturals per dissenyar sortides adaptades a les programacions quotidianes dels centres educatius. Aquest curs és el moment d’aprofitar-les al màxim tornant al sentit original de les sortides escolars. Qualsevol projecte o activitat que es duu a terme a l’escola pot ser enriquit amb una sortida en la que els nens i les nenes poden exercitar la seva mirada a l’entorn més proper.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">Hem de ser capaços de partir dels recursos que ens ofereixen els nostres pobles i ciutats. Un parc és un espai d’aprenentatge únic per poder descobrir espècies vegetals i animals que conviuen amb nosaltres, monuments amb una història darrera que ens explica com és la nostra societat o edificis d’usos múltiples passats, actuals i futurs dels quals podem ser protagonistes o absoluts desconeixedors.</div> <div style="text-align: justify;"><br /></div><div style="text-align: justify;">El confinament pot comportar un aïllament no desitjat, amb un greu risc d’exclusió social que ja vam viure la primavera passada, i la millor manera de combatre’l és a través del coneixement, posant en valor l’entorn proper de l’alumnat, que és on convivim en comunitat. Més enllà de la tecnologia, les videotrucades o les xarxes socials hi ha una realitat molt més propera que cal cuidar més que mai. Les escoles i instituts són l’espai comunitari perfecte per millorar i ampliar el teixit relacions personals dels nostres pobles, barris i ciutats. Les sortides escolars ajuden a fer-ho possible.</div><p></p>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-47041086684042776222020-10-18T20:11:00.002+02:002020-10-18T20:11:32.379+02:00OPORTUNITATS PERDUDES.<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyHneom6YjioYSA4gnPvwfkd7J2oZ2Q2fAedbjgTfvfsUrjHLXJKW6tRH0BMOjjxdfO9NKjbN8o387yObLGkugpG6uPSCGqVE58uvZlYWJRlngF_bfFgDcRA8ORZ_g5WS833H6tw/s910/city-cycling-wheels-people-bike-cycling-wheel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="910" height="474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyHneom6YjioYSA4gnPvwfkd7J2oZ2Q2fAedbjgTfvfsUrjHLXJKW6tRH0BMOjjxdfO9NKjbN8o387yObLGkugpG6uPSCGqVE58uvZlYWJRlngF_bfFgDcRA8ORZ_g5WS833H6tw/w640-h474/city-cycling-wheels-people-bike-cycling-wheel.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Lleida és una ciutat petita que permet fer tots els trajectes quotidians a peu o en bici.</div><div style="text-align: justify;">La nova normalitat o la represa, diguem-li com vulguem, era l’oportunitat per repensar la mobilitat a la nostra ciutat.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El govern de la «ciutat valenta» no ha fet res.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les regidories de mobilitat, d’urbanisme i de transició ecològica semblen tenir horitzons molt diferents i demostren la descoordinació absoluta del govern de la Paeria. Fer un debat organitzat per l’ajuntament sobre la mobilitat obert a la ciutadania sense els regidors d’urbanisme ni el de mobilitat és absurd.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En un primer moment va semblar que els talls de grans avingudes al voltant de grans zones verdes com el riu o el Parc de l’Aigua serien el punt de partida d’un canvi a la ciutat, però això s’ha aturat.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Els talls de carrers com la Doctora Castells, Sant Martí o Rovira Roure van servir per possibilitar grans terrasses d’alguns bars de la ciutat, però no aporten res a un canvi en la mobilitat. Cal dir les coses pel seu nom. Aquest cap de setmana no hi ha hagut terrasses i han desaparegut tots els talls de carrers. Quan tornin a obrir, es permetrà el tall dels carrers de tots els bars i restaurants que així ho sol·licitin?</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Veiem com moltes ciutats han viscut el retorn a l’activitat després del confinament com una oportunitat per repensar els seus carrers i ficar al centre les persones, redistribuint l’espai per reduir el trànsit de vehicles a motor, amb la millora associada que implica a nivell ecològic i social. Lleida està deixant passar aquesta oportunitat i veiem com les úniques accions són les declaracions d’intencions a la que ens tenen acostumats els polítics catalans, com dir que serem una ciutat 30, o les accions aïllades i poc valentes com repintar carrils bici existents, regular un semàfor de la ciutat o fer costosos invents com un cronòmetre als semàfors en els que ja hi ha un element dissuasiu com és un radar semafòric.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les voreres estretes han de ser cosa del passat i amb poca inversió i una mica d’atreviment i imaginació podríem tenir uns barris molt més centrats en el vianant amb la repercussió positiva pels veïns, comerciants i restauradors. El carrer Balmes o Prat de la Riba són dos exemples de carrers amb un gran volum de vianants i unes voreres extremadament estretes que necessiten una acció contundent per part de la Paeria.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">És fonamental abandonar el «postureig» i les fotos a les xarxes i posar-se a governar en benefici de tots els lleidatans.</div><p></p>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-27395798123512014752020-10-12T16:44:00.006+02:002020-10-12T16:44:47.493+02:00DIVERSITAT METODOLÒGICA I PERSONALITZACIÓ DE L’APRENENTATGE.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg98OcQ-SbeaPpmetrZFT64Z1Ty94RaqNXHpt_Dc3OudmmIlmAuyTC341-MoCy9bycFKZUuRseuG3F8afqkRdfLCvV8c0poCU-y2ZftiXX8rTPPzszovbWGhpbdpqpQQBqqO0CeVA/s640/human-2944064_640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="335" data-original-width="640" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg98OcQ-SbeaPpmetrZFT64Z1Ty94RaqNXHpt_Dc3OudmmIlmAuyTC341-MoCy9bycFKZUuRseuG3F8afqkRdfLCvV8c0poCU-y2ZftiXX8rTPPzszovbWGhpbdpqpQQBqqO0CeVA/w640-h336/human-2944064_640.jpg" width="640" /></a></div><br /><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Les escoles públiques són la garantia de la diversitat ideològica i metodològica dels seus mestres i això és la riquesa més gran que pot oferir, malgrat que molts tòpics insisteixin en veure això com una debilitat a la recerca d’una uniformitat impossible.</p><p style="text-align: justify;">Assumir aquesta màxima com a pròpia enriqueix enormement qualsevol centre educatiu.</p><p style="text-align: justify;">En els moments actuals, fruit de la crisi de la COVID19, hem pogut experimentar una reducció de les ràtios, allà on les direccions dels centres ho han considerat una prioritat, ja que el Departament d’Educació ha deixat l’última paraula a les direccions dels centres. Aquest fet possibilita que aquesta diversitat metodològica vagi més enllà amb una atenció més individualitzada cap als nens i les nenes, gràcies a la reducció d’alumnes per aula.</p><p style="text-align: justify;">Un dels aspectes més innovadors que s’han plantejat en els darrers anys és la personalització dels aprenentatges. Algunes veus plantegen que ho permetrà la tecnologia, d’altres el treball per projectes, però la realitat és tossuda i demostra que la millor manera d’atendre la diversitat de l’alumnat és la disminució de la ràtio de mestre per alumne. Independentment de la metodologia utilitzada, tenir menys alumnes a l’aula permet una personalització més gran en la seva atenció educativa. La resta d’opcions és intentar fer invents de difícil solució en les que la limitació del temps i de l’espai fan impossible millorar l’atenció personalitzada.</p><p style="text-align: justify;">Els nens i les nenes, en una demostració de la seva intel·ligència són capaços d’adaptar-se a totes les propostes que es fan a l’escola. Sigui quina sigui la forma d’organització d’un centre educatiu, sempre és una imposició cap als alumnes i familiars. Una decisió professional que busca els millors resultats per possibilitar els aprenentatges de tots i cadascun dels alumnes. El treball multidisciplinar de l’equip de mestres permet donar una diversitat de propostes prou enriquidores per aconseguir que l’alumnat rebi suficients estímuls per posar en marxa totes les seves potencialitats centrades en desenvolupar al màxim les seves competències.</p><p style="text-align: justify;">La crisi de la COVID19 ha fet més necessari que mai el treball en equip i ha permès l’atenció més personalitzada a l’alumnat i això ens ha de fer reflexionar sobre les prioritats que regeixen el nostre sistema educatiu. Dir que l’alumne ha de ser el centre del procés d’aprenentatge i que la visió multidisciplinar és clau poden ser obvietats sense sentit o el camí real que ens indica com hem de treballar a l’escola per potenciar al màxim les capacitats del nostre alumnat.</p><p style="text-align: justify;">Qualsevol crisi comporta una oportunitat i l’escola és una institució en canvi constant, que sap adaptar-se a les necessitats de la societat. Viure la diversitat metodològica com la riquesa més gran que podem oferir ens permet fer possibles els canvis necessaris per donar resposta a aquest curs excepcional regit per la COVID19. </p> <div style="text-align: justify;"><br /></div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-30877717675190650612020-09-27T12:12:00.001+02:002020-09-27T12:12:45.948+02:00DOS SETMANES DEL CURS DE LA COVID.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6DcWu3ix1Qm6_aLIx986_DAmYWloLjR9YWBXX3hG3CjjTLR3TNUFlE_yqC0DmwAkQauXHUBtojAM9OiDyGfVX2T6R3QmM-DviFpAXoV7m9ulyKJboO6r4yRhCl-SNgpofSWFc2Q/s728/televison.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="485" data-original-width="728" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6DcWu3ix1Qm6_aLIx986_DAmYWloLjR9YWBXX3hG3CjjTLR3TNUFlE_yqC0DmwAkQauXHUBtojAM9OiDyGfVX2T6R3QmM-DviFpAXoV7m9ulyKJboO6r4yRhCl-SNgpofSWFc2Q/w640-h426/televison.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Ja portem dos setmanes d’un curs que difícilment oblidarem. La setmana passada vaig participar al programa especial de TV3 «El curs de la COVID», però cap de les opinions que vaig expressar van ser considerades rellevants per ser emeses a la televisió. </div><div style="text-align: justify;"><br /></div> <div style="text-align: justify;">En aquest article intentaré expressar el missatge que van enregistrar però no van emetre en un programa interessant, però amb un punt d’autocomplaença que no ajuda a fer autocrítica sobre les dificultats que està comportant aquest inici de curs. Malauradament, ja no ens sorprèn que la televisió pública de Catalunya sigui més una eina de propaganda del govern que un servei públic d’informació. </div><div style="text-align: justify;"><br /></div> <div style="text-align: justify;">En primer lloc cal fer esment de la manca de recursos humans per dur a terme la gran fita que hem pogut assolir aquest curs, que ha estat la reducció de les ràtios. Cada centre ha fet el que ha pogut amb el personal que disposava. Aquesta carència no és un fet nou, ja que molts reptes importantíssims de l’educació com són la resposta a la immigració massiva amb les aules d’acollida o la darrera aposta per l’escola inclusiva s’han posat en marxa, i mantingut en el temps, sense els recursos necessaris per fer-ho amb la qualitat desitjada. Altres recursos com podrien haver estat la instal·lació d’aixetes a les aules per facilitar la higiene de mans són directament desitjos prohibits. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Una bona part del professorat es va incorporar el mateix dia 14 a centres educatius en els que tothom ens enfrontàvem a noves rutines, hàbits i canvis organitzatius, per possibilitar que es minimitzés el risc per la salut de tota la comunitat. Aquest menyspreu pel professorat interí és totalment inacceptable. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En segon lloc, el Departament d’Educació ha delegat completament en les direccions dels centres el disseny de la resposta a unes necessitats noves i desconegudes amb els grans canvis organitzatius que han comportat. Aquest fet, que pot semblar positiu ja que ningú coneix millor la realitat dels centres, té un efecte molt negatiu associat i és que en un mateix barri o poble es pot donar la situació que cada escola hagi fet solucions molt diferents que siguin difícils d’entendre per la ciutadania en general. Hi ha hagut una clara mancança de lideratge del govern, incapaç de fer normes clares com l’obligació de complir ràtios de menys de 20 alumnes o la instauració de la jornada contínua per possibilitar un millor desenvolupament de les activitats del menjador i extraescolars. </div><div style="text-align: justify;"><br /></div> <div style="text-align: justify;">Per acabar, l’escolarització obligatòria ha de ser presencial per garantir el dret a l’educació. En un moment com l’actual en el que vivim una retallada de llibertats sense precedents, en pro de la salut, cal ser molt curosos per evitar veure com no es garanteix el dret a l’educació del nens i les nenes. L’escola és l’espai en el que poden descobrir els altres. Altres nens i nenes, altres adults i altres models de vida. La diversitat social, ideològica i cultural que només pot oferir l’escola pública és el nexe d’unió de la comunitat i el Departament d’Educació té l’obligació de garantir l’assistència a classe amb seguretat. Els Entorns Virtuals d’Aprenentatge (Moodle, Classroom) són una gran eina, essencial a l’escola del segle XXI, però no són una solució vàlida per garantir el dret a l’educació, ja que exclouen moltes famílies que no poden atendre els seus fills i filles, per motius diversos. </div><div style="text-align: justify;"><br /></div> <div style="text-align: justify;">Aquestes dos primeres setmanes han estat superades amb una certa normalitat, però caldria tenir molt present el concepte «nova normalitat» per entendre que ens cal fer molts canvis a nivell social. Per garantir l’educació de qualitat a tots els nens i nenes caldran iniciatives polítiques que canviïn horaris, reforcin plantilles i prioritzin la inversió en educació, que és la millor inversió pel futur. </div><div style="text-align: justify;"><br /></div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-68086149880347070412020-07-13T10:50:00.000+02:002020-07-13T10:50:27.978+02:00Distància, mans, mascareta i alguna cosa més…<p align="justify" class="western" lang="ca-ES" style="font-weight: normal; line-height: 200%; margin-bottom: 0cm; text-decoration: none;"><font face="inherit"></font></p><div class="separator" style="clear: both; text-align: center;"><font face="inherit"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXCxtlWSJwrYkwT-9mFIYfW_n_AJfJZAn4WC1esv6E2c9JPI-RuSPdn_A5HHZMcjEA3ueB69w0cUb6S_tFdpuEAROXggFIILX0n1nTL_7csD11hDlXorm6IRvfofwijXCQLqZcaA/s1920/distanciamansmascareta.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="351" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXCxtlWSJwrYkwT-9mFIYfW_n_AJfJZAn4WC1esv6E2c9JPI-RuSPdn_A5HHZMcjEA3ueB69w0cUb6S_tFdpuEAROXggFIILX0n1nTL_7csD11hDlXorm6IRvfofwijXCQLqZcaA/w625-h351/distanciamansmascareta.png" width="625" /></a></font></div><font face="inherit"><font size="3" style="font-size: 12pt;"><br /></font></font><p></p><p align="justify" class="western" lang="ca-ES" style="font-weight: normal; line-height: 200%; margin-bottom: 0cm; text-decoration: none;">
<font face="inherit"><font size="3" style="font-size: 12pt;">La
política catalana porta massa anys intentant governar amb eslògans
que apel·len al pensament màgic i no donen resposta a la realitat
que ens envolta. </font>
</font></p>
<p align="justify" class="western" style="line-height: 200%; margin-bottom: 0cm;">
<font face="inherit"><font size="3" style="font-size: 12pt;"><span lang="ca-ES"><span style="text-decoration: none;"><span style="font-weight: normal;">La
pandèmia de la COVID19 és una impugnació a la totalitat d’una
manera de viure. Cal fer canvis profunds en aspectes claus com la
mobilitat i la higiene que no es poden realitzar amb eslògans i
proclames. «Distància, mans, mascareta» és un nou mantra que,
després de 3 mesos tancats a casa, tothom té interioritzat. Amb un
</span></span></span></font><font size="3" style="font-size: 12pt;"><span lang="ca-ES"><i><span style="text-decoration: none;"><span style="font-weight: normal;">hashtag</span></span></i></span></font><font size="3" style="font-size: 12pt;"><span lang="ca-ES"><span style="text-decoration: none;"><span style="font-weight: normal;">
no n’hi ha prou.</span></span></span></font></font></p>
<p align="justify" class="western" style="line-height: 200%; margin-bottom: 0cm;">
<font face="inherit" size="3" style="font-size: 12pt;"><span lang="ca-ES"><span style="text-decoration: none;"><span style="font-weight: normal;">Els
garants de la llibertat vulneren la llibertat de circulació de
200.000 lleidatans de la comarca del Segrià davant del primer gran
brot després de l’estat d’alarma. Hi hauria altres mesures com
la intensificació de les inspeccions de treball per garantir les
mesures de seguretat i l’ús de la mascareta, el reforç de les
actuacions en l’àmbit social amb els temporers sense sostre per
poder garantir la higiene i la limitació dels aforaments dels locals
o l’ampliació dels espais per vianants per evitar la circulació
per voreres estretes i poder garantir la distància entre persones.</span></span></span></font></p>
<p align="justify" class="western" lang="ca-ES" style="font-weight: normal; line-height: 200%; margin-bottom: 0cm; text-decoration: none;">
<font face="inherit" size="3" style="font-size: 12pt;">Què
passarà a la tornada a les escoles al setembre? Les instruccions del
Departament d’Educació pel curs 2020-21 són unes directrius
generals que descarreguen sobre les direccions dels centres educatius
la presa de decisions, més enllà de la creació del concepte «grups
estables de convivència». No hi ha cap mesura concreta per garantir
la reducció de ràtios que permeti la distància necessària. No
trobem cap millora en la higiene dels lavabos o l’ampliació de les
aixetes disponibles a les escoles per poder garantir la neteja de
mans. Tampoc es fa cap canvi en l’horari que permeti avançar cap a
la jornada contínua que permetria reduir a la meitat les
aglomeracions de persones a les entrades i sortides i fer que el
menjador escolar també veiés reduït la seva assistència, amb tota
la problemàtica que es podria evitar. Algunes d’aquestes mesures
necessiten pressupost, d’altres només són de caire organitzatiu,
però el Departament d’Educació té l’obligació de prendre
decisions clares, uniformes i viables que facilitin la tasca dels
mestres a les escoles.</font></p>
<p align="justify" class="western" style="line-height: 200%; margin-bottom: 0cm;">
<font face="inherit"><font size="3" style="font-size: 12pt;"><span lang="ca-ES"><span style="text-decoration: none;"><span style="font-weight: normal;">La
«màxima normalitat possible» no deixa de ser una nova mostra de
pensament màgic, que no vol prendre cap mesura específica que
canviï el marc en el que haurem de tornar a les escoles. El que
queda ben clar en les instruccions és que cal estar preparats per
possibles confinaments. </span></span></span></font>
</font></p>
<p align="justify" class="western" style="line-height: 200%; margin-bottom: 0cm;">
<font face="inherit" size="3" style="font-size: 12pt;"><span lang="ca-ES"><span style="text-decoration: none;"><span style="font-weight: normal;">Aquest
plantejament tan poc valent, que traspassa la responsabilitat de les
decisions importants als centres educatius, ens condueix a una
situació molt greu en la que hi haurà una multiplicitat de
respostes dins d’un mateix municipi. Encara hi ha dos mesos per
rectificar i concretar una normativa clara, uniforme i valenta que
assumeixi els canvis necessaris en ràtios i horaris i que
garanteixi, en igualtat de condicions, el dret a l’educació
pública, presencial i inclusiva dels nens i nenes.</span></span></span></font></p>
<p align="justify" class="western" lang="ca-ES" style="font-weight: normal; line-height: 200%; margin-bottom: 0cm; text-decoration: none;">
<font face="inherit" size="3" style="font-size: 12pt;">Necessitem
distància, mans, mascareta i alguna cosa més...</font></p><br />Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-3339795276480282612020-06-17T17:16:00.000+02:002020-06-17T17:16:30.224+02:00Nous espais per l'escola.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiesrtIhVhGEaEcW8OZkfxYtFzmFZRk2XKnWeCC1EtshqX2xhaOVUI6JQzywepAj5cu0tYZ-2r1vw3CkcTiNy6CMqRjgoc_oitcRrDWynmqxlCGwH0uciukfs4blZHXUNPm1TLr-Q/s910/wall-graffiti-art-painting.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="683" data-original-width="910" height="469" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiesrtIhVhGEaEcW8OZkfxYtFzmFZRk2XKnWeCC1EtshqX2xhaOVUI6JQzywepAj5cu0tYZ-2r1vw3CkcTiNy6CMqRjgoc_oitcRrDWynmqxlCGwH0uciukfs4blZHXUNPm1TLr-Q/w625-h469/wall-graffiti-art-painting.jpg" width="625" /></a></div><p lang="ca-ES" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">Comença el compte enrere per poder reobrir l’escola. La COVID19 ens ha portat a viure en la incertesa permanent. Els plans de reobertura han recaigut en les direccions dels centres, ocasionant múltiples respostes a diferents realitats. El que teòricament podria ser una solució més adient a cada situació, pot esdevenir un batibull que no garanteixi les mateixes oportunitats a tots els infants de Catalunya. Com sempre, la resposta és la necessitat d’augmentar el pressupost per educació, que encara està molt lluny del 6% del PIB que demanava la Llei d’Educació de Catalunya. </p><div style="text-align: justify;"><br /></div><div style="text-align: justify;">El setembre necessita d’una resposta unitària, clara, valenta i contundent de l’administració educativa. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Un dels problemes més greus que es presenta a les ciutats és la mancança d’espais per reubicar a tot l’alumnat si hi ha una disminució de ràtio, que obligui a duplicar grups o a fer tres grups dels dos existents. Els edificis no estan preparats per absorbir aquesta multiplicació de grups, que sembla imprescindible per motius de salut i distància entre alumnes. Si més no, a dia d’avui. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Els ajuntaments i la Generalitat no poden defugir la responsabilitat que els correspon i cal buscar el mecanisme per aconseguir locals propers als centres educatius que puguin acollir activitats lectives de manera permanent durant el curs vinent. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En un primer moment s’ha parlat de les instal·lacions municipals com els centres cívics i el pavellons, però cal anar molt més enllà. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Les universitats i els camps de futbol podrien acollir activitat lectiva de les escoles i instituts. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Però no és suficient. Com va apuntar el conseller Bargalló cal buscar locals privats. Els grans beneficiats de l’anterior crisi van ser bancs, immobiliàries i constructores. A tots els barris podem trobar locals buits on hi havia oficines bancàries que han tancat, negocis que no han funcionat o directament locals per llogar que mai abans han estat ocupats. Potser cal que es torni el rescat als bancs en forma de servei públic cedint aquests locals per poder habilitar-los com a aules provisionals. No parlem d’una utopia o un brindis al sol als que ens tenen acostumats els dirigents polítics, sinó d’una acció concreta que podria materialitzar-se amb un lloguer a preu fixat per llei per donar resposta a l’emergència educativa. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Quan passegeu pel carrer al voltant d’un centre educatiu, canvieu la mirada i busqueu locals buits propers. L’edifici de l’escola necessita més espai. L’entorn és ple d’oportunitats. Els governs municipals i la Generalitat de Catalunya han de ser capaços d’actuar amb la valentia i la contundència necessària per donar resposta a una necessitat bàsica dels ciutadans: l’educació pública, presencial i obligatòria.</div>Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-90303019598857008782020-05-26T16:19:00.000+02:002020-11-28T13:50:09.555+01:00Repensem l'escola. Oportunitats de la tornada.<div style="text-align: justify;">
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La tornada a l’escola presencial és l’oportunitat de repensar-la. El Departament d’Educació ha apostat per l’autonomia de centre per tal d’afrontar aquest repte. <br /><br /> La crisi de la COVID19 ens ha ensenyat que hi ha una greu manca de responsabilitat dels ciutadans en l’exercici de la llibertat, però també dels governants en l’assumpció de mesures efectives de contingut polític per sortir-ne reforçats. Quants debats i frustracions han generat la lluita de banderes en els darrers anys i han eclipsat qualsevol debat educatiu de fons... <br /><br /> Ara tenim l’oportunitat de repensar l’organització de les escoles. Cal reformular horaris i ràtios, però la pressió que pesa sobre l’escola com únic instrument per conciliar la vida familiar i laboral dels treballadors i treballadores fan que el debat quedi anul·lat. El Departament d’Educació no pot amagar el cap sota l’ala i té 3 mesos per preparar una resposta contundent a l’emergència educativa de la que parla el conseller i unificada per totes les famílies de Catalunya. No pot dependre de l’escola. L’autonomia de centre té un límit. <br /><br /> En primer lloc, podria plantejar molt seriosament l’aplicació de la jornada intensiva a l’Educació Infantil i Primària. La jornada escolar de quatre hores sense esbarjo, complementada amb activitats de reforç online per fer a casa és totalment viable, especialment quan els canvis metodològics que ha viscut l’escola en els darrers anys permeten oferir diversitat d’activitats i propostes amb franges horàries més enllà de l’hora. Cal trencar amb l’horari de les matèries, ser imaginatiu amb les propostes i donar resposta als aprenentatges bàsics. Aquest horari permetria, si alguna escola ho necessita, fer dos torns, matí i tarda, i es podria donar resposta a moltes necessitats de les famílies i fer un ús més intensiu i eficaç de les instal·lacions. Així mateix, les activitats extraescolars també podrien diversificar i racionalitzar els seus horaris. <br /><br /> En segon lloc, les noves ràtios són radicalment diferents de les que hem viscut fins ara. Reduïdes a la meitat, però caldrà veure amb quins reforços de plantilla. Escoles de dues línies passaran a tenir 4 grups que han de ser fixes per evitar problemes de salut. Hauran de desaparèixer les propostes internivells o els espais d’elecció lliure. El treball en equip dels mestres es fa més necessari que mai i caldrà buscar formes imaginatives com la tutorització dels grups pels 4 mestres d’un mateix nivell, amb un impuls de la tutoria i una coordinació més gran de les especialitats. <br /><br /> En tercer lloc, les retallades de la crisi anterior van reduir el personal de neteja i, per tant, la qualitat d’aquesta peça clau de qualsevol edifici. Caldria fer que el personal de neteja fos present durant tota la jornada escolar per fer una acció contínua als lavabos i en els espais comuns o amb alta rotació d’alumnes. És un canvi total del model. El personal de neteja hauria de formar part dels equips dels centres amb una coordinació contínua i amb una dignificació de les seves condicions laborals i d’equipament, que passa per la gestió pública directa, excloent les subcontractes que busquen el benefici econòmic per sobre del benefici de la comunitat. <br /><br /> Finalment, els barracons han estat tradicionalment una eina útil per donar cabuda a les ampliacions de matrícula i podrien servir per ampliar espais als centres. A més a més, caldria sumar l’obligatorietat dels propietaris de locals sense ús a cedir-los a la Generalitat per habilitar aules i la utilització normal de totes les instal·lacions municipals necessàries, com camps de futbol, esglésies i pavellons. Així es podrien comptar una gran diversitat d’espais ja equipats i condicionats per poder fer-se servir al setembre. <br /><br /> Només repensant completament el funcionament de les escoles a partir de les aportacions de la Comunitat Educativa, amb fermesa, unitat i rigor en la presa de decisions i flexibilitat i obertura de mires en la seva revisió i avaluació periòdica, aconseguirem una tornada a l’escola exitosa.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com1tag:blogger.com,1999:blog-31262815.post-84765105107121916462020-05-08T09:17:00.001+02:002020-05-08T09:17:30.697+02:00La neteja de les escoles a la "nova normalitat".<div class="separator" style="clear: both; text-align: center;">
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Es comença a parlar de la tornada a les aules. La crisi de la COVID19 ens ha posat davant dels ulls la incertesa en tots i cadascun dels passos que hem fet. Les escoles no hem estat una excepció. </div>
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S’està posant a prova l’autonomia dels centres educatius, perquè un servei bàsic per la comunitat com són les escoles públiques han de donar una resposta eficaç i uniforme al conjunt de la ciutadania. Cap alumne hauria de quedar enrere. Malauradament, la bretxa social s’està ampliant, mentre l’aprenentatge a distància està mostrant les seves limitacions a l’Educació Obligatòria. </div>
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La tornada a l’escola hauria d’implicar un canvi rotund en el funcionament dels centres en molts àmbits. L’horari, el retorn als deures a casa, les ràtios, la distribució dels recursos humans... Tots aquests aspectes han de ser repensats sense cenyir-nos a la realitat anterior. No cal buscar noves nomenclatures, sinó fer canvis estructurals buscant l’assessorament en els mestres que estan treballant dia a dia a l’aula. </div>
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Però hi ha un aspecte previ a tota aquesta problemàtica: la neteja dels centres educatius. Les retallades de la crisi anterior van reduir el personal de neteja i, per tant, la qualitat d’aquesta peça clau de qualsevol edifici. Les subcontractes són la norma i els pressupostos de mínims fan que sigui impossible garantir la qualitat. Només un retorn als municipis de la gestió directa de la neteja dels centres, amb personal suficient, qualificat i sota les ordres directes de les direccions dels centres, en coordinació amb els ajuntaments, pot garantir la necessària higiene de les escoles. </div>
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Per primer lloc, caldria aprofitar aquest període d’inactivitat per pintar i higienitzar tots els edificis dels centres educatius. Aquesta mesura hauria de ser assumida per tots els ajuntaments contractant personal directament a les ordres dels regidors d’educació. </div>
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En segon lloc, caldria fer que el personal de neteja fos present durant tota la jornada escolar per fer una acció contínua als lavabos i en els espais comuns o amb alta rotació d’alumnes. És un canvi total del model de neteja. </div>
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Per acabar, el personal de neteja hauria de formar part dels equips dels centres amb una coordinació contínua i amb una dignificació de les seves condicions laborals i d’equipament, que passa per la gestió pública directa, excloent les subcontractes que busquen el benefici econòmic per sobre del benefici de la comunitat. </div>
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Només repensant completament el funcionament de les escoles a partir de les aportacions de la Comunitat Educativa, amb fermesa, unitat i rigor en la presa de decisions i flexibilitat i obertura de mires en la seva revisió i avaluació periòdica, aconseguirem un retorn exitós.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-75096823426847764362020-04-07T12:09:00.000+02:002020-04-07T12:13:41.287+02:00Tercer Trimestre a distància: reptes, oportunitats i limitacions.<div class="separator" style="clear: both; text-align: center;">
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Estem a les portes d’un gran repte educatiu. El tercer trimestre sembla que s’haurà de dur a terme a distància envoltat d’una incertesa, que ens farà qüestionar dia rere dia totes les actuacions que durem a terme. La crítica serà sempre present, és necessària per millorar i ens cal entomar-la des d’una visió constructiva.<br />
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Com sempre, l’escola és el reflex de la societat. Vivim temps d’incertesa i busquem en la comunicació a través dels mitjans digitals una resposta a un gran problema: educar en l’anomenada «distància social». Aquest concepte que ha fet fortuna amb la crisi del COVID-19 ens condueix a una reflexió que reforça la importància de l’Educació Pública, obligatòria i presencial. Un bé social molt preuat que tan sols té una antiguitat de 50 escassos anys a Espanya. Potser no valorem prou el que suposa que tots els infants tinguin una obligació i unes garanties mínimes de qualitat en l’accés a l’educació i a una socialització en la diversitat. Potser que d’aquesta crisi l’escolarització obligatòria surti revaloritzada. La dimensió social de l’aprenentatge és insubstituïble i d’un valor incalculable. La personalització que permet una atenció individualitzada no pot deslligar-se de la socialització en grups ben gestionats, diversos i que enriqueixin les vivències de l’alumnat. La tornada a l’educació presencial hauria de portar-nos a un replantejament d’horaris, ràtios, ús de la tecnologia i organització escolar general.<br />
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Ha pres força també el concepte de «bretxa digital», que semblava superat gràcies a la proliferació dels telèfons intel·ligents i el model «bring your own device», és a dir, que els alumnes podrien fer servir els seus propis equips per multitud d’activitats. La «bretxa digital» no és res més que la desigualtat social, agreujada per una aposta de les empreses tecnològiques i un ús massiu de la xarxa per l’entreteniment, el comerç i la desinformació, deixant en un segon pla la potencialitat d’aquesta tecnologia per accedir a l’aprenentatge i el coneixement. Ara parlem de Cultura Digital a les escoles, anant més enllà de les TAC, que ens parla de la necessitat d’aprendre a fer un ús profitós dels recursos que la tecnologia posa al nostre abast. La xarxa s’ha desenvolupat fins a límits insospitats, però no s’ha garantit un accés universal de qualitat. El moment que vivim amb un aïllament social obligat, però hiperconnectat tecnològicament, és el moment de valorar la força de la presència i el contacte humà tan vigorós a les escoles, però també la de racionalitzar l’ús dels dispositius mòbils i reconduir-los cap al seu potencial educatiu invertint en creació de continguts i eines de qualitat de codi obert impulsats per l’administració, en competència directa amb l’entreteniment que fa molt temps que ho ha aconseguit.<br />
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A més a més, en un període de temps molt breu ha aparegut un control social absolut, lligat indefectiblement a l’ús de la tecnologia, i vivim una retallada de la llibertat sense precedents en pro de la seguretat sanitària global, en la que es demana una obediència màxima, disciplina i responsabilitat absoluta. D’anar massivament a ocupar l’aeroport hem passat a viure detencions per estar al carrer. Contradiccions constants i precipitació d’esdeveniments que mostren la fragilitat dels sistemes democràtics i els serveis que poden garantir. L’Educació Pública és un d’aquests serveis bàsics fràgils que cal defensar i valorar en moments de crisi com l’actual. En democràcia l’exercici responsable de la llibertat individual i el respecte a la igualtat en la diferència van de la mà i han de ser garantides per l’administració pública. Els sistemes democràtics occidentals també sortiran redefinits després de la crisi.<br />
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El tercer trimestre esdevé un gran repte i posa de manifest les limitacions de l’aprenentatge a distància. Un aprenentatge que tothom que hagi dut a terme sap que necessita d’una responsabilitat i disciplina autoimposada molt gran. En el cas dels infants més petits també implica la necessitat d’un acompanyament bàsic, que no sempre pot ser garantit, tenint present que hi ha tantes realitats com famílies i que l’escola garanteix que s’equilibrin en la mesura de les possibilitats. L’escola és un dels espais on la igualtat pren un significat més fort i serà difícil garantir-ho en la distància. Però la intel·ligència és, en bona mesura, l’adaptació al medi, i l’escola com a institució ha demostrat, en moltes ocasions, com és capaç de donar resposta a tots els reptes que la societat li planteja. En aquests moments es posarà a prova l’autonomia de centre i el treball en equip dels mestres, però també la capacitat del Departament per unificar una multitud de respostes encaminades a donar solucions a la gran diversitat de problemes concrets que es generin a cada centre.<br />
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Aquest nou repte d’un tercer trimestre a distància també tindrà una resposta a l’alçada dels mestres que tiren endavant l’Escola Pública.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-45758892029213217832020-01-19T19:24:00.000+01:002020-01-19T19:24:32.871+01:00Participació a la XI Jornada Tècnica Down Lleida.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghELZZ06ORcCvuShD6eBNsyPQSzCowGaNIQH0lCHg4RLn0WrhlYNExqrHRfFivQmgbWYuEJ3bFzRUNJd7upZk2Mv9AZUISNiUSFvZASzH6uts2usNtji_L5muCy1__D510XfOshA/s1600/EOj0bFXX0AAWnTv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1200" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghELZZ06ORcCvuShD6eBNsyPQSzCowGaNIQH0lCHg4RLn0WrhlYNExqrHRfFivQmgbWYuEJ3bFzRUNJd7upZk2Mv9AZUISNiUSFvZASzH6uts2usNtji_L5muCy1__D510XfOshA/s640/EOj0bFXX0AAWnTv.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , serif;"><span style="font-size: small;">Ahir vaig poder participar a la taula rodona de la XI Jornada Tècnica de l'Associació Down Lleida responent a preguntes entorn el paper de les famílies i la importància de l'escola inclusiva pel conjunt de l'alumnat.</span></span></div>
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<span style="font-family: "arial" , serif;"><span style="font-size: small;">Comparteixo una breu reflexió del que vaig tractar de transmetre des del meu punt de vista i la meva experiència docent.</span></span></div>
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<span style="font-family: "arial" , serif;"><span style="font-size: small;">Les
famílies tenen sempre un moment de trobada a les entrades i sortides
de l’escola per fer una coordinació més informal i quotidiana amb
el tutor i també amb les professionals del SIEI de forma que es
pugui donar resposta a les inquietuds dels pares i a les necessitats
de l’escola. La comunicació durant el dia a dia ha de ser clara i
directa de forma assertiva basada en el respecte i la confiança
mútua.</span></span></div>
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<span style="font-family: "arial" , serif;"><span style="font-size: 12pt;">En
aquest </span>procés<span style="font-size: 12pt;"> de coordinació és on entra en joc la importància de
determinar adequadament el contingut dels Plans Individualitzats dels
alumnes per tal que l’escola i la família puguin caminar en la
mateixa direcció amb uns objectius ben definits que puguin respondre
a unes expectatives més realistes a partir de les característiques
i necessitats de cadascun dels alumnes. La personalització de
l’aprenentatge és fonamental en l’atenció a la diversitat.</span></span></div>
<div align="justify" style="margin-bottom: 0.35cm;">
<span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">L’alumnat
i les seves famílies comparteixen les activitats amb absoluta
normalitat acceptant la diferència i buscant en l’ajuda mútua la
superació de les dificultats de caràcter cognitiu o relacional
entre els diferents companys i companyes per tal de fer efectiva la
igualtat en el dia a dia a l’aula, més enllà de referents teòrics
o discursos buits. Trobem aquests exemples al compartir taula, al
treballar plegats en un grup de treball cooperatiu, al jugar a l’aula
i al pati de forma que es regula el comportament d’uns i altres i
es crea un ambient, </span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">i
també un marc mental,</span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">
en que la diversitat esdevé riquesa i </span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">en
</span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">el
</span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">que
el </span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">respecte
</span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">i
l’acceptació d’</span></span></span><span style="font-family: "arial" , serif;"><span style="font-size: small;"><span lang="ca-ES">aquesta
diversitat garanteix la igualtat.</span></span></span></div>
<div align="justify" lang="ca-ES" style="margin-bottom: 0.35cm;">
<span style="font-family: "arial" , serif;"><span style="font-size: small;">L’escola
inclusiva és un model que ens permet la reflexió constant sobre la
diversitat de la societat en la que vivim i facilita a tota la
comunitat educativa una comprensió més profunda de la complexitat
de les relacions humanes a partir de les característiques pròpies
de cadascuna de les persones, gràcies a la visibilització d’aquesta
diversitat.</span></span></div>
<div align="justify" lang="ca-ES" style="margin-bottom: 0.35cm;">
<span style="font-family: "arial" , serif;"><span style="font-size: small;">L’escola
inclusiva no és una entelèquia, és una realitat viscuda i
necessària que cal millorar dia a dia des de la pràctica. </span></span>
</div>
<br />Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com1tag:blogger.com,1999:blog-31262815.post-2398224877002355512019-01-23T23:09:00.001+01:002019-01-23T23:09:10.700+01:00L'Aprenentatge Significatiu i el Treball per Projectes.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-fSepK54l30V1uwFPZGRkpYhR0zMA_vwtE-QItfBuEE4j6ZdttMUVezRwO1JacRREi8A3d4KCA6NxZ202k_JT4L1qo7ahcH5MJGS-fQHHPnk_niBfZ6-OoWqy421eEQkBgaNcvQ/s1600/abstract-ai-art-355948.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="973" data-original-width="1600" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-fSepK54l30V1uwFPZGRkpYhR0zMA_vwtE-QItfBuEE4j6ZdttMUVezRwO1JacRREi8A3d4KCA6NxZ202k_JT4L1qo7ahcH5MJGS-fQHHPnk_niBfZ6-OoWqy421eEQkBgaNcvQ/s640/abstract-ai-art-355948.jpg" width="640" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
És bo recordar els Principis Psicopedagògics de l’Aprenentatge Significatiu que han de guiar la nostra pràctica a l’aula i que el Treball per Projectes recull perfectament.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El Treball per Projectes sempre té present els coneixements previs dels alumnes i cal dissenyar activitats inicials destinades a aquest reconeixement inicial i que alhora serveixen de motivació per l’alumnat.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Aquest diagnòstic inicial ens permet dissenyar activitats adients a la Zona de Desenvolupament Proper dels nens i les nenes de manera que cadascú pugui assolir diferents nivells d’aprenentatges a partir del seu punt de partida, dels seus interessos i també de les seves capacitats. Aquestes activitats també busquen ser motivadores i trobar les millors estratègies per tal que puguin ser atractives i engrescadores pels alumnes, ja sigui per la seva funcionalitat i la relació amb el món real com per la creació d’un conflicte cognitiu que generi necessitat de saber.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
En aquesta planificació sempre hem de tenir present la recerca de la millor manera de fomentar la motivació, a partir de la inclusió de tot l’alumnat en el disseny i avaluació del projecte, al temps que aconseguim que siguin protagonistes i conscients dels aprenentatges que van assolint.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
No hem d’oblidar que qualsevol aprenentatge gira entorn la voluntat, la motivació i la capacitat. L’equilibri entre totes aquestes variables són la clau de volta de l’èxit educatiu.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El Treball per Projectes és capaç de donar resposta a moltes d’aquestes necessitats.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-23804624718415554252018-10-18T23:30:00.002+02:002018-10-18T23:30:41.939+02:00Reflexions sobre els Projectes de Treball.<b id="docs-internal-guid-1bddb7bd-7fff-db86-1a81-4018e41cffc9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"></span></b><div style="text-align: justify;">
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" width="640" /><br /> </div>
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Quan algú es planteja treballar des de la perspectiva dels Projectes de Treball a l'aula cal que tingui present algunes consideracions prèvies:</div>
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- L’<b>Equip </b>és essencial per poder tirar endavant qualsevol metodologia que busqui ser exitosa a tota una escola. Aïllar-se a l’aula aplicant una determinada metodologia no és una opció vàlida, malgrat que a vegades s’hagi pogut plantejat com una estratègia de pura supervivència per part d’alguns mestres.<br /><br /><br />- <b>Nou </b>no és un adjectiu aplicable a l’aprenentatge basat en projectes. El treball per projectes té un recorregut històric, tot i que a vegades en educació, som víctimes de les modes: des d’inicis del segle XX, diversos educadors han proposat i practicat programes educatius alternatius: Decroly (centres d’interès), Dewey (obrir-se a l’experiència), Kilpatrick, (pedagogia de projectes) Freinet (tenir una mirada globalitzada), Stenhouse (The humanity currículum project: organitzar el curriculum a partir de temes de la vida)... <br />Tots ells són la base de la meva pràctica quotidiana i, per tant, sobta parlar de nova metodologia. Sense anar més lluny el Fernando Hernández l’any 2000 fa referència a la dificultat de gestionar la sobreinformació en la que vivim. Si li afegim 18 anys de revolució informativa amb els dispositius i la generació de continguts vertiginosa ens adonem de la necessitat de canviar el treball de continguts per les competències.<br /><br /><br />- <b>Repensar </b>la nostra pràctica a l’aula és l’única manera d’avançar cap a propostes més efectives. Aquest repensar és el que fa que siguem capaços d’adaptar-nos a les necessitats canviants dels nostres alumnes, de coordinació amb els nostres companys i companyes, de les famílies, del context social en el que vivim… Ser mestre és repensar-se any rere any, malgrat que sovint es vulgui presentar l’escola com una institució monolítica, la realitat demostra que té una capacitat d’adaptació molt gran.<br /><br /><br />- Els mestres som <b>aprenents</b>. La formació permanent del professorat així ho demostra i hem de ser capaços de fer aquest canvi també pel que fa als continguts que proposem treballar a l’aula. Sense perdre de vista la necessitat de complir amb el currículum escolar que marca l’administració hem de buscar les estratègies que permetin canalitzar els interessos dels nostres alumnes amb propostes que ens facin sortir de la nostra zona de confort i que sovint impliquin un aprenentatge de continguts i competències també pel propi mestre.<br /><br /><br />- La perspectiva dels Projectes de Treball és capaç de <b>coexistir </b>amb altres propostes metodològiques en funció de les necessitats de cada centre, és a dir, no és mai excloent. Buscar l’exclusivitat d’aquest plantejament metodològic pot suposar una barrera infranquejable per posar-ho en pràctica. Cal ser realista, marcar unes expectatives assumibles pel conjunt del professorat afectat i treballar decididament per tal que sigui un èxit. Calcular malament la voluntat d’un claustre pot ser molt negatiu i, per aquest motiu, cal treballar també en la flexibilització dels horaris i els espais, en la planificació dels reforços, en els acompanyaments dels mestres més reacis a fer els canvis que es proposen i en buscar les formes òptimes per incloure la participació de les famílies i els experts.</div>
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- Els projectes han de ser l’eina per dotar de <b>significativitat </b>tot el que fem a l’escola, són una oportunitat per practicar la <b>democràcia </b>a l’aula a partir de l’<b>escolta </b>i la <b>discussió</b>. No poden deixar de banda una constant <b>planificació </b>i <b>avaluació </b>del procés i dels aprenentatges finals.<br /></div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-23773656949249350462017-01-25T23:33:00.002+01:002017-01-25T23:33:25.366+01:00Innovació Educativa i avaluació.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Wfy5mzz3gPSifzVK6ifHhKEJ2jTCs0a01g605gpr5q8rqYq1cvCvRS8b2jlqOHYPdOEfIRkyI8egpvXwcUm1rx5-dRTAGZ5ERREOmaoqrDtI1kaMLfFtnuF-GXC_cepy_48SpA/s1600/exam.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Wfy5mzz3gPSifzVK6ifHhKEJ2jTCs0a01g605gpr5q8rqYq1cvCvRS8b2jlqOHYPdOEfIRkyI8egpvXwcUm1rx5-dRTAGZ5ERREOmaoqrDtI1kaMLfFtnuF-GXC_cepy_48SpA/s320/exam.jpg" width="320" /></a></div>
La innovació educativa està estretament lligada al procés d’avaluació per la millora del conjunt del procés d’ensenyament – aprenentatge. Qualsevol canvi metodològic ha d’anar associat a una avaluació inicial, contínua i final de resultats i estratègies utilitzades per identificar les que són exitoses i les que s’han de rectificar. <div style="text-align: justify;">
<br /> L’observació sistemàtica de cadascun dels alumnes i l’avaluació contínua de les activitats que es van desenvolupant són la base de la millora, amb l’objectiu de modificar les actuacions a dur a terme i dissenyar noves activitats adaptades a les necessitats del moment. <br /><br /> Els exàmens, proves escrites, controls o com vulguin ser anomenades són bàsiques per l’avaluació individual que permeti identificar el moment en el que es troben cadascun dels alumnes i orientar la intervenció dels mestres i les famílies, així com redefinir els objectius a assolir en funció de les necessitats detectades. <br /><br /> Cal tenir present que l’avaluació dels nens i nenes no es limita a les notes dels exàmens sinó al conjunt de l’activitat quotidiana a l’escola. Aquesta obvietat totalment assumida pels mestres i professors sovint passa desapercebuda en els pares i les mares que encara simplifiquen i desvirtuen la innovació educativa com una desaparició dels d’exàmens. <br /><br /> L’aprenentatge és un procés individual i que és present durant tota la vida de les persones. Els exàmens (proves, controls, avaluacions o paraules equivalents) també són una constant a les vides professionals i acadèmiques de qualsevol persona. Superar una prova, escrita o no, és una oportunitat i una exigència elemental que ha de ser present a les escoles i instituts per garantir la preparació per la vida que és un dels objectius bàsics del Sistema Educatiu.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-64437982780033203342017-01-17T23:14:00.000+01:002017-01-17T23:14:20.422+01:00Pressupostos, vagues i educació.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFCIJIJL5an8i4ba_u3aCe-HXc7V4ptuVcxe6Z2weQtq2RwXmfHSiql7HMUqPuYLnuaE7i17Ai42z7AzFGQ7KRVctBb4pz4R54sneuL0n8REXUj08cWjsNVRfUCWs7_ZrwpDrE8Q/s1600/sos_ensenyament1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFCIJIJL5an8i4ba_u3aCe-HXc7V4ptuVcxe6Z2weQtq2RwXmfHSiql7HMUqPuYLnuaE7i17Ai42z7AzFGQ7KRVctBb4pz4R54sneuL0n8REXUj08cWjsNVRfUCWs7_ZrwpDrE8Q/s320/sos_ensenyament1.png" width="315" /></a></div>
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<span style="font-family: Arial, sans-serif;">Per governar es necessiten uns
pressupostos. Es miri per on es miri, la millora de la qualitat de
l’Educació passa per l’augment de les inversions. La LEC feia un
brindis al sol determinant que s’hauria d’invertir un 6% del PIB.
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<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;">La realitat situa la inversió actual
en un 2,8% malgrat que es pretengui dissimular i engrandir amb
l’afirmació que aquests són «els pressupostos més socials de la
història». Es parla de destinar més diners, però es fa d’una
manera abstracta, propagandística, tal i com ens ha acostumat el
«procés». Tot és culpa del govern espanyol o s’arreglarà
miraculosament un cop s’assoleixi la independència.</span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;">Mentrestant les escoles públiques del
nostre país viuen estancades en una manca de recursos humans i
materials. Mentre es lloen contínuament iniciatives privades que
semblen haver descobert la innovació educativa com estratègia de
màrqueting, les escoles públiques veiem com no es cobreixen
adequadament les baixes per malaltia, no es donen les hores de
vetllador adients pels nens i nenes amb Necessitats Educatives
Especials, es sobrecarreguen els Equips d’Assessorament
Psicopedagògic, es paralitzen les obres necessàries per ampliacions
i creacions de nous centres i han desaparegut per complet les
dotacions d’equipament informàtic, per posar només alguns
exemples dels problemes més greus que viuen les escoles que es
podrien resoldre amb una aplicació dels pressupostos que prioritzés
l’escola pública.</span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;">L’Escola Pública és un concepte
que la LEC feia desap</span><span style="font-family: Arial, sans-serif;">arèixer i ha aconseguit fer créixer i
consolidar els concerts i tot el que suposen.</span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;">Però la realitat és tossuda i
s’imposa. Igual que el «procés» s’encamina cap al pensament
màgic que fa que es simplifiqui la complexitat fins l’infantilisme
absurd, l’aprovació dels pressupostos de la Generalitat per part
de la CUP, que dóna suport a les vagues convocades pels mestres i
professors, demostrarà que el surrealisme i la incongruència més
absoluta s’ha apoderat de la vida pública en pro d’un futur
màgic que se’ns presenta com la terra promesa en la que els
problemes es volatilitzaran.</span></div>
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<br />
<div align="justify" lang="ca-ES" style="line-height: 150%; margin-bottom: 0.2cm; margin-top: 0.2cm;">
<span style="font-family: Arial, sans-serif;">És difícil que la vaga esdevingui un
èxit. Totes les mobilitzacions s’han canalitzat cap al
nacionalisme, però aquestes convocatòries de vaga ens poden ajudar
a despertar i a evidenciar les contradiccions pròpies de l’espera
eterna a un futur ideal inexistent. El parlament pot exigir
prioritzar els serveis públics amb accions concretes a través dels
pressupostos que s’han d’aprovar. </span>
</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-77297632494997524532017-01-10T00:04:00.000+01:002017-01-10T00:04:26.532+01:00La cultura de l'esforç.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj89lOP3uHXg-thyCByWYaOk3mNjchFJOJBFVgT87dI3y7hWTX6Hwi1mr1IW64RVE6acHNMBsL-dz90VRMz2KEVURRjyEe-qh8uNgkCjLqS34i6G63eNLLQs2Kn0ecWQM04oQIKmQ/s1600/la-cultura-de-lesforc3a7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj89lOP3uHXg-thyCByWYaOk3mNjchFJOJBFVgT87dI3y7hWTX6Hwi1mr1IW64RVE6acHNMBsL-dz90VRMz2KEVURRjyEe-qh8uNgkCjLqS34i6G63eNLLQs2Kn0ecWQM04oQIKmQ/s1600/la-cultura-de-lesforc3a7.jpg" /></a></div>
<br />
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">En
el món educatiu hi ha un mantra que es va repetint periòdicament
«Cal tornar a la cultura de l’esforç». Com tot en el que fa a
l’educació, per molt repetir una màxima o per donar nom a una
cosa no s’aconsegueix que tingui cap repercussió real a la vida
dels nens i les nenes.</span></span></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<br /></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> Les
vacances sempre són un bon moment per pensar i aquest nadal m’ha
portat a l’esforç com a base de qualsevol aprenentatge o tasca que
es vol dur a terme. El manteniment d’aquest bloc és un bon
exemple. Ara ja té més de 10 anys i escriure-hi amb constància
implica dedicar-hi un temps i un esforç que cal prioritzar. Sempre
penso que tornaré a recuperar-ho, és una esperança, però si no
m’hi poso no es farà mai realitat. Aquest serà l'enèsim intent.</span></span></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<br /></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> Educar
un infant, aprendre qualsevol cosa, realitzar una tasca interessant
implica un esforç per totes les parts implicades i és aquesta part
la que està en crisi. Sovint ho centrem en la incapacitat dels nens
i les nenes per seguir el que li proposa l’escola com la manca de
«cultura de l’esforç». </span></span></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> </span></span>
</div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> Observar
com desenes de pares i mares es dediquen a reservar una plaça a la
cua d’una atracció qualsevol del Parc de Nadal d’una ciutat
qualsevol mentre els seus fills i filles gaudeixen d’altres
atraccions il·lustra molt bé la realitat del mantra i com és
impossible que, per si sol, l’esforç reaparegui a les nostres
vides.</span></span></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<br /></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> L’esforç
no és només el sacrifici titànic per ser un gran esportista
d’elit, sobreviure a un camp de refugiats, passar gana o qualsevol
maximalisme de l’estil. L’esforç es manifesta quotidianament en
formes molt més simples i trivials com fer cua esperant el torn,
estudiar el que demana el mestre, aprendre a muntar aquella joguina
nova, aconseguir que un grup d’amics jugui a un joc plegats o
estalviar per comprar allò que es desitja.</span></span></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<br /></div>
<div align="justify" lang="ca-ES" style="font-weight: normal; line-height: 150%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> La
«cultura de l’esforç» implica esforçar-se en educar els nens i
les nenes que ens envolten.</span></span></div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-23995831261741961702016-06-14T18:17:00.003+02:002016-06-14T18:17:56.905+02:00L'estiu i la desorientació dels pares.<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIZC7KcW-JxQ8E7Uhyphenhyphenusd2iWkI5CksDu3qqEo10JF9dM5XIYhuZAESbDSwWVLuzvPFaEZZ9zD6i81FBtaLnlaOaFgdUk9peqZ_EEvvA31gEgKA8tSUChlOt0ObWl-gzJ7HWpwivA/s1600/sunrise-845351_640.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIZC7KcW-JxQ8E7Uhyphenhyphenusd2iWkI5CksDu3qqEo10JF9dM5XIYhuZAESbDSwWVLuzvPFaEZZ9zD6i81FBtaLnlaOaFgdUk9peqZ_EEvvA31gEgKA8tSUChlOt0ObWl-gzJ7HWpwivA/s320/sunrise-845351_640.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">L'oportunitat del miratge de l'estiu.</td></tr>
</tbody></table>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif; line-height: 150%;">Arriben les vacances escolars d'estiu
i els pares i mares fa dies que tenen maldecaps per intentar ocupar
els seus fills i filles, en especial si els progenitors han de
treballar i, per tant, no poden estar amb ells.</span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> Però també és un moment per pensar
en els maldecaps quotidians als que ens enfrontem diàriament quan
hem de tractar amb els nens i les nenes. Fa uns anys tot era més
fàcil. Tothom sabia qui havia de fer-se càrrec dels nens i les
nenes i tothom ho assumia amb una certa laxitud. Hi havia moltes
hores en les que els nens i nenes no eren atesos directament per
ningú. Podien fer la seva. Els rols de tothom eren rígids i clars.
Els adults eren adults i els infants eren infants. Dos móns units,
però aïllats. Ara, els nens i nenes han d'estar en acció
permanentment. Sempre aprenent, sempre passant-s'ho bé, sempre
disposats a fer el que se'ls encomana. També a l'estiu. </span>
</div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> Per contra, els adults busquem omplir
el temps d'oci amb activitats motivadores i projectem aquest esperit
cap als infants. Molts pares i mares no saben què fer amb els seus
fills i filles i això genera molta angoixa. Hi ha problemes greus de
temps, amb una greu mancança de conciliació familiar i laboral,
també hi ha greus problemes econòmics que impossibiliten fer el que
es desitja, però, per sobre de tot, hi ha una greu crisi de
responsabilitat envers els nens i nenes i una greu dificultat per
establir prioritats i rols clars. Volem fer de tot. Volem que els
nens i nenes ho facin tot. </span>
</div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> Aquesta ànsia ens condueix a
situacions insostenibles en les que obliguem els nens i nenes a
assistir a espectacles dels quals no gaudeixen, a fer activitats en
les que no aprenen, a relacionar-se amb qui nosaltres decidim o a
competir en esports fora mida amb tota la problemàtica associada de
mal comportament, apatia i frustració generalitzada. En tota aquesta bogeria
desorientada, l'escola és l'oasi que desapareix durant l'estiu com
un miratge i ens obliga a copsar el que la rutina ens amaga.</span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> Una de les màximes que menys es
repeteixen, però que tots els pares i mares assumim intrínsecament
és que volem que els nostres fills ens facin cas.</span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> Llegir atentament els butlletins de
notes a les portes de l'estiu ens pot ajudar a adequar les
expectatives i reduir la pressió cap als nostres fills. Conviure amb
les contradiccions és inevitable, però buscar un mínim de
coherència entre el discurs i la pràctica quotidiana, com a pares,
com a mestres i com a ciutadans, és imprescindible.</span></div>
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<br />
<div align="JUSTIFY" lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> L'estiu és un bon parèntesi per
mirar-se al mirall, descansar, establir prioritats, reafirmar rols i
compartir més temps amb els nostres fills.</span></div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0tag:blogger.com,1999:blog-31262815.post-74226819627688875802016-03-03T23:29:00.002+01:002016-03-03T23:29:53.734+01:00Excés de comunicació i manca d'entesa a l'IOC.<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj7E8mK1M6DbEBVIKIHRjb8tTuvtBk3omXPoH65HOTXEqHChOrDGSr1WlaAsGyciWvuukH3ScWxWmIwAa-YGInqtlI_iJL2LqWOnlebE3QwgrpHJw5vxdYE79NdcOxSnV6lEMopQ/s1600/infoxication-1-638.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj7E8mK1M6DbEBVIKIHRjb8tTuvtBk3omXPoH65HOTXEqHChOrDGSr1WlaAsGyciWvuukH3ScWxWmIwAa-YGInqtlI_iJL2LqWOnlebE3QwgrpHJw5vxdYE79NdcOxSnV6lEMopQ/s320/infoxication-1-638.jpg" width="320" /></a></div>
<br />
Estem immersos en un excés comunicatiu sense precedents que ja fa molt temps que ens ha desbordat. Tenim molts canals per poder fer arribar la informació a les persones que ens interessa en el moment que ens interessa. Al mateix temps, aquesta infoxicació ens anul·la i ens porta a no ser capaços de gestionar-la adequadament. L'Administració ha sucumbit al mateix problema.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
En els darrers dies he viscut algunes situacions al respecte molt desagradables i que són la mostra que l'excés d'informació i comunicació necessiten, com en tots els àmbits de la vida, un sentit comú i una lògica racional que hem oblidat pel camí.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://totum-revolutum.blogspot.com.es/2015/07/how-can-teachers-improve-our-english.html">El Departament d'Ensenyament està apostant per l'actualització de la formació en llengües dels mestres i els professors.</a> En els darrers cursos he estat rebent formació per la millora de l'anglès a l'estiu i a través de l'IOC acollit al Pla d'Impuls d'Anglès (PIA). Aquesta formació ha estat sempre amb matrícula gratuïta.<br />
<br />
Aquest semestre l'IOC ha decidit fer un canvi de plataforma de formació aplicant un cost addicional a tots els alumnes, inclosos els que estem acollits al PIA.<br />
<br />
El problema apareix en el moment que aquest canvi substancial de les condicions d'estudi s'ha fet sense que es comuniqui individualment els estudiants. Podrien haver enviat un correu electrònic o un SMS amb l'explicació d'un canvi d'aquestes característiques. La publicació a la web d'aquesta informació ha estat suficient per excloure totes les persones que, com en el meu cas, hem suposat que manteníem la gratuïtat de la formació en les mateixes condicions que havíem gaudit fins el moment. De fet, la matrícula continua sent gratuïta i es dóna la surrealista circumstància que quedaré exclòs per no fer el pagament de la plataforma d'aprenentatge, el que equivaldria a la compra del llibre de text o el pagament d'un material en un sistema presencial. Un autèntic despropòsit.<br />
<br />
Els meus anys d'experiència en formació a distància havien estat sempre molt satisfactoris, però en un moment d'excés d'informació com l'actual trobo absolutament inadequat que ni el Departament d'Ensenyament des del PIA es comuniqués el canvi de les condicions, ni que l'IOC hagi atès la meva petició de poder fer el pagament durant la primera setmana de curs i poder continuar amb la meva formació.<br />
<br />
La comunicació és inútil si no hi ha voluntat d'entesa.</div>
Jose Martínhttp://www.blogger.com/profile/15999957454198164214noreply@blogger.com0