<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-9100882867541918421</id><updated>2012-01-30T10:08:04.107+02:00</updated><category term='Din casa...'/><category term='Minunea in bleu'/><category term='Tărâmul minunilor'/><category term='Perle'/><category term='Lectii de morala'/><category term='Lucru manual'/><category term='De-ale mele...'/><category term='Odiseea Brianei'/><category term='Minunea in roz'/><category term='Metoda de educatie Montessori'/><category term='Semnale de alarma'/><category term='Premii'/><category term='Gesturi frumoase'/><category term='De suflet'/><category term='Odiseea lui Darius'/><category term='Poezii'/><category term='Vacante'/><category term='Incercand sa-mi inteleg copilul'/><category term='Remedii homeopate'/><category term='La tara'/><category term='Leapsa'/><category term='Gradinita'/><category term='Afganistan'/><category term='Ganduri-indemnuri- sfaturi'/><category term='Sfaturi pentru a fi parinti buni'/><category term='Carte de bucate pentru copii'/><category term='Spiritualitate'/><category term='Foto fun'/><category term='Primite pe mail'/><title type='text'>Jurnalul copilariei</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default?start-index=101&amp;max-results=100'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>323</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-5171761727675147927</id><published>2012-01-29T14:08:00.002+02:00</published><updated>2012-01-29T14:08:41.452+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Lucru manual'/><title type='text'>Fimo de 1000 de ori mai bun decat plastilina</title><content type='html'>&lt;span style="font-size: large;"&gt;&amp;nbsp;De ieri m-am indragostit&amp;nbsp; de lutul polymeric sau Fimo, cum i se mai spune.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Nu vreau sa vorbesc acum despre pasiunea pe care mi-a starnit-o, ci despre descoperirea pe care am facut-o. Probabil mamicile care lucreaza cu asa ceva vor rade dar eu scriu pentru mamici care, ca si mine, pana acum n-au pus mana pe asa ceva.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Fimo este o pasta de modelat&amp;nbsp; si este materialul preferat&amp;nbsp; in handmade pentru a crea orice fel de obiect, de la cercei si inele, pana la brelocuri si figurine.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=9100882867541918421" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="200" src="data:image/png;base64,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" width="199" /&gt;&lt;/a&gt;Seamana foarte mult cu plastilina copilariei noastre, doar ca este putin mai usor de modelat si nu este la fel de sfaramicioasa. Este disponibila in orice culoare si costa undeva intre 6-8 lei pac. de 56 g si se gaseste in magazinele de art kraft sau pe situri de specialitate.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;I&lt;b&gt;deea e ca daca aveti copii pasionati de plastilina, daca v-ati saturat sa tot cumparati seturi intregi si sa se intareasca daca n-ati pus capacul bine sau daca pur si simplu copiii au uitat-o pe masa de lucru, Fimo&amp;nbsp; este solutia : nu se intaresete never-ever in contact cu aerul.&amp;nbsp; Adica o vor modela si remodela pana se satura de ea. Si nici culorile nu se amaesteca asa usor ca la plastelina obisnuita.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;Ea se usuca doar in cuptor la 130 de grade.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;In supermarketuri puteti gasi astfel de seturi destinate copiilor&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large; margin-left: 1em; margin-right: 1em;"&gt;&amp;nbsp;&lt;img alt="" height="200" src="data:image/png;base64,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" width="200" /&gt;&lt;img alt="" height="200" src="data:image/png;base64,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" width="200" /&gt;&lt;img alt="" height="200" src="data:image/png;base64,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" width="200" /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9100882867541918421-5171761727675147927?l=viatzaintrerozsibleu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/5171761727675147927/comments/default' title='Postare comentarii'/><link rel='replies' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/fimo-de-1000-de-ori-mai-bun-decat.html#comment-form' title='3 comentarii'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/5171761727675147927'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/5171761727675147927'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/fimo-de-1000-de-ori-mai-bun-decat.html' title='Fimo de 1000 de ori mai bun decat plastilina'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-6814247978934323973</id><published>2012-01-29T14:05:00.005+02:00</published><updated>2012-01-29T16:31:29.025+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metoda de educatie Montessori'/><category scheme='http://www.blogger.com/atom/ns#' term='Sfaturi pentru a fi parinti buni'/><title type='text'>Scoala Montessori-Libertatea de miscare (XI)</title><content type='html'>&lt;span style="font-size: large;"&gt;Libertatea de miscare &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;"Când intri într-o clasa Montessori te întâmpina o evidenta deosebire deabordare fata de învatmântul traditional. Copiii sunt pur si simplu absorbitisi foarte preocupati de propria lor activitate. Aproape toate lectiile suntindividuale, deci fiecare copil are de obicei un plan diferit de activitati pecare educatorul îl gândeste si îl pune în practica, în functie de interesul side nivelul la care se afla copilul. Toate materialele din clas sunt usoraccesibile si la dispozitia copiilor, asezate pe rafturi joase. Copilul esteliber sa aleaga dintre materialele care i s-au prezentat anterior si dupa cetermina de lucrat cu ele stie ca trebuie sa le aseze pe raft în acelasi loc siîn aceleasi conditii, gata pentru urmatorul copil interesat de aceeasiactivitate. Posibilitatea de a alege este un privilegiu pe care din pacate copiluldin scoala traditionala nu îl are. În clasele Montessori copilul se poate miscaliber dintr-o parte a clasei în alta, ascultând de propriul lui impulsinterior. Cu timpul, exercitiul alegerii devine obisnuinta, adica se dezvoltacapacitatea copilului de a lua decizii cu privire la propria persoana. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Va gânditi probabil ca o clasa cu 20 de copii care se misca în directiidiferite nu poate fi decât haos. Si totusi nu este asa, miscarea copiilorobisnuiti sa ia decizii pentru ei însasi devine o miscare inteligenta, cu scopsi dictata de vointa. Înainte de experienta din ultimii doi ani, când citeam încarti despre dinamica incredibila a unei clase Montessori, îmi ziceam cuconvingere ca nu se poate. Si am tinut la acest "nu se poate" pâna decurând, când, fara sa le pese de convingerea mea, copiii mi-au demonstratcontrariul. Miscarea liber, fie si a 20 de copii, nu înseamna neaparat haosdaca miscarea e inteligenta. Ba mai mult, ea merge împreuna cu învatarea sicunoasterea, fara ea acestea fiind nenaturale la vârsta copilariei. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Structura fizica a clasei Montessori &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Într-o clasa Montesssori exista patru arii diferite: &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;1. Viata practica (practical life) care cuprinde activitati practice legatede viata de zi cu zi: turnarea apei dintr-un ulcior în altul sau din ulcior înpahar; spalarea mesei, asezarea mesei pentru prânz si servirea ei, curatirearafturilor de praf, maturat, încheiat la nasturi, legarea sireturilor si asamai departe. Toate acestea îl ajuta pe copil sa se adapteze noului mediu din clasa(pentru ca viata practica este aria cu care copilul începe când vine pentruprima data la gradinita) sa îsi câstige independenta, sa îsi coordonezemiscarile si sa exerseze concentrarea atentiei. Toate obiectele de pe raft suntcurate si foarte atractive pentru a stimula interesul copilului. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;2. Activitatile senzoriale vizeaza dezvoltarea simturilor. La aceasta vârsta(3 - 6 ani) copilul exploreaza prin intermediul simturilor mediul în caretraieste. Dezvoltarea lor conduce implicit la o cunoastere mai rafinata si laascutirea inteligentei. Prin materialul senzorial Maria Montesssori a pusconcepte abstracte în forma concreta. Spre exemplu, conceptul de lungime estematerializat în barele rosii care au aceeasi forma, aceeasi culoare, singurulaspect care difera fiind lungimea. Conceptul materializat în cele 10 bare rosiieste reprezentat prin gradarea acestora de la cea mai scurta (10 cm) la cea mailunga(1m), diferenta dintre bare fiind constanta(10 cm). La fel se întâmpla si cu alte concepte: culoarea, greutatea, etc.Materialul senzorial vizeaza dezvoltarea fiecarui simt în parte prin izolarealui de celelalte. Spre exemplu, în exercitiile pentru dezvoltarea simtuluitactil copilul foloseste o esarfa pentru a-si acoperi ochii în asa fel încâttoata atentia sa îi fie îndreptata spre analiza tactila. La fel în simtultermic sau baric. Un alt aspect esential pe care îl aduce cu sine materialulsenzorial este controlul erorii. Copilul se poate corecta singur atunci cândgreseste si de fiecare data greseala este evidenta. Spre exemplu, blocurilecilindrice. Fiecare bloc are 10 cilindri care trebuie introdusi în spatii uniceîn cadrul blocului respectiv. Daca unul dintre cilindri este introdus în altaparte decât exact acolo unde îi este locul, unul dintre cilindri va ramâne peafara. Materialul senzorial pregateste copilul pentru observarea sistematica amediului, primul pas care duce la mici descoperiri realizate în mod spontan. 3.Activitatile de limbaj vizeaza, fireste, dezvoltarea limbajului cu aspectelelui esentiale: vorbit, scris si citit. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;4. Activitatile de matematica se bazeaza pe materiale specifice, carerespecta caracteristica vârstei, de a opera în plan concret, senzorial.Treptat, spre sfâr#351;itul celui de-al treilea an în aceeasi clasa, se facetrecerea la materiale care se elibereaza de încarcatura senzoriala, nu pentruca asa spune metoda, ci pentru ca pur si simplu copilul realizeaza ca nu maiare nevoie de suportul concret, ca si-a însusit ideea. Aceste ultime doua ariivor face, poate, obiectul unui articol separat. Sa ne multumim, pentru moment,cu trecerea lor în revista. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Trei nivele de vârstă în aceeaşi clasă &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Am în clasă copii între 3 şi 6 ani şi aşa arată în mod obişnuit o clasăMontessori. Copiii care au început anul acesta grădiniţa la 3 ani vor fi înaceeaşi clasă încă doi ani de acum înainte. Acum sunt cei mai mici, peste doiani vor fi cei mai mari. Un proces de creştere şi dezvoltare pe care ei înşişiîl sesizează cu mult entuziasm. În felul acesta relaţiile dintre copii încadrul orelor de program seamănă mult mai mult cu viaţa dinafara şcolii, adicăcu viaţa reală. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Există mai multe avantaje de pe urma unei asemenea structuri. În primulrând, copiii cei mici văd în copiii mari modele de urmat, îi văd desfăşurândactivităţi pe care ei nu le pot face deocamdată şi învaţă să accepte situaţiade a nu şti totul, dar, în acelaşi timp, au speranţa că vor putea şi ei săavanseze când vor fi la vârsta potrivită. Copiii mai mari sunt de fapt un felde stăpâni atoateştiutori, pentru că lor le sunt cunoscute materialele,rânduiala fiecărei zile şi regulile clasei. În acelaşi timp, e înduioşător săsesizezi grija cu care copiii mai mari se poartă cu cei mai mici, avândprobabil şi memoria vârstei anterioare, cu dificultăţile şi bucuriile ei. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Îmi aduc aminte că am văzut odată un copil de 6 ani care tocmai începuse săcitească. În aceeaşi clasă cu el era o fetiţă de 3 ani care avea o zi mai grea,probabil din cauza dorului de părinţi. Mi-a rămas în minte imaginea acestuibăieţel de 6 ani care ia mâna micuţă a fetiţei şi merge cu ea la o masă, oaşează pe un scăunel, aduce o carte şi începe să îi citească. În mod vizibil,cea mică s-a liniştit şi ascultă cele citite cu un respect deosebit. Veţi spuneprobabil că idealizez, că asemenea cazuri sunt singulare. V-aş putea da sute deexemple ale unor astfel de comportări. Spre exemplu, am în clasa mea un băieţelde 3 ani. De fapt, când am început, în septembrie, avea 2 ani şi 9 luni, fiindcel mai mic din clasă. Lui i-a fost cel mai greu să se obişnuiască la şcoală,adică într-un mediu fără părinţi. Şi plângea zilnic, dimineaţa şi de câte oriîşi amintea peste zi. La un moment dat eram cu toţii aşezaţi pe covor şidiscutam ceva, nu-mi aduc aminte ce. Băieţelul cel mic zice că vrea la mamalui, începe să plângă şi se duce într-un loc mai ferit. Una dintre fetiţele maimari se ridică atunci de pe covor, se duce lângă colegul ei îl mângâie şi îizice: "Hai nu mai plânge!". Şi toate astea se petrec cu atâtaspontaneitate... Cine ştie dacă nu cumva în anii trecuţi, când a venit primadată la grădiniţă, fetiţa aceasta nu a avut şi ea aceeaşi problemă. Cine ştiece amintiri a deşteptat în ea imaginea acestui copil care plângea după mamalui. În mod clar, asemenea experienţe sunt aproape imposibile în clasele încare toţi copiii au aceeaşi vârstă şi au aceleaşi probleme. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;În aceeaşi ordine de idei, un alt aspect important îl constituie intereselespecifice vârstei. Este cunoscut faptul că aproape toţi copiii au aceleaşiinterese la o anumită vârstă.Când toţi copiii din grupă vor acelaşi lucru,aceleaşi jucării şi aceleaşi obiecte, atunci în mod normal apar conflictele. Nuvreau să spun că în clasa Montessori nu apar conflicte, nu încape loc deidealizare când lucrurile se prezintă atât de interesant. Ce vreau să spun estecă, date fiind vârstele diferite, interesele copiilor au o gamă mai largă şicorespund diferitelor materiale. Un copil de 3 ani va fi interesat mai mult dearia de viaţă practică şi aria de dezvoltare senzorială decât de materialeavansate de matematică pe care nu le înţelege. Şi în general copiii au intuiţiaa ceea ce pot şi sunt destul de inteligenţi să aleagă ce le trebuie în stadiulrespectiv de dezvoltare, cu condiţia ca mediul în care sunt să conţinămaterialul corespunzător trebuinţei lor. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Şi un ultim unghi din care vreau să privesc problema. În clasa Montessoriexistă un singur exemplar al fiecărui material, ceea ce înseamnă că un singurcopil poate desfăşura activitatea care implică acel material. În mod implicit,dacă un alt copil vrea să folosească acelaşi material va trebui să aştepte pânăce colegul lui îşi termină activitatea şi aşează materialul înapoi pe raft. Laînceputul anului se creează conflicte, dar nu ia mult timp ca acceptarea sădevină obişnuinţă. În mod indirect, se educă astfel respectul pentru lucrulaltuia şi răbdarea de a aştepta să îţi vină rândul. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Să fii educator Montessori e ceva cu totul special. De aceea ridic acumpuţin cortina să puteţi privi pe scenă. Deocamdată nu şi în culise. Montessori EducareSchool din Boston e şcoala unde am semănat şi am culesanul acesta. Cu drag şi cu entuziasmul începătorului."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9100882867541918421-6814247978934323973?l=viatzaintrerozsibleu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/6814247978934323973/comments/default' title='Postare comentarii'/><link rel='replies' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/scoala-montessori-libertatea-de-miscare.html#comment-form' title='0 comentarii'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/6814247978934323973'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/6814247978934323973'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/scoala-montessori-libertatea-de-miscare.html' title='Scoala Montessori-Libertatea de miscare (XI)'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-626747997367862169</id><published>2012-01-29T14:03:00.001+02:00</published><updated>2012-01-29T16:31:43.422+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metoda de educatie Montessori'/><category scheme='http://www.blogger.com/atom/ns#' term='Sfaturi pentru a fi parinti buni'/><title type='text'>Metoda de educatie Montessori-Scurt istoric (X)</title><content type='html'>&lt;br /&gt;&lt;span style="font-size: large;"&gt;Scurt istoric &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;"La 31 august 1870 se naste în localitatea Chiaravalla, regiunea Ancona dinItalia, Maria Montessori, unica fiica a lui Alessandro si Renilde. La vârsta de14 ani îsi propune sa devina inginer. Trecând peste prejudecatile vremii,izbuteste sa se înscrie la scoala Tehnica Michelangelo Buonarroti din Roma cutoate ca scolile tehnice primeau numai baieti. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Dar între timp îsi schimba hotarârea, fiind atrasa de medicina. Pe vremeaaceea însa, nici o femeie nu era primita la aceasta facultate. Cere audienta ladecanul facultatii care o primeste cu bunavointa, dar îi arata ferm ca nu opoate sustine. La plecare Maria Montessori îi spune decanului: "voi studiamedicina!". &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Si asa a fost, astfel încât ea a devenit prima femeie medic din Italia. Întimpul stagiului de spital este profund impresionata de soarta copiilor cu deficientepsihice adunati la ospiciul din Roma si se dedica studierii metodelor care arputea ajuta la recuperarea acestor copii în limitele capacitatii lor dedezvoltare. Lucreaza apoi, pentru o perioada, cu copii deficienti mintal pecare îi observa cu atentie si creeaza materiale speciale pentru ei,monitorizând cu atentie urmarile. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Si rezultatele nu se lasa prea mult asteptate, pentru ca acesti copiireusesc sa obtina rezultate foarte apropiate de ale celor normali la testelecare li s-au administrat. În mod firesc a aparut întrebarea: ce îi face pecopiii normali sa ramâna la un nivel asa de scazut încât copiii cu deficitmintal îi pot ajunge din urma? Asa ca în 1906 Maria Montessori începe sa apliceaceeasi metoda pe copiii normali. La 7 ianuarie 1907 inaugureaza prima scoalamontessoriana pentru copiii mici normali denumita "Casa deib.a.m..i.n.i" (casa copiilor) în cartierul muncitoresc San Lorenzo de la periferia Romei, strada dei Marsi nr. 53. Din acestan au luat fiinta numeroase "case dei b.a.m.b.i.n.i " în Italia si înmai toate tarile din lume, cu copii de toate rasele. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Maria Montessori începe sa puna pe hârtie observatiile ei asupra copiilor simodul lor de a raspunde materialelor pe care le punea la dispozitie. si nunumai atât. Vazând rezultatele uimitoare ale metodei în sine, oameni de stiinaau invitat-o pe Maria Montessori sa tina conferinte si cursuri de formare aeducatorilor în toata lumea. Asa se face ca, în 1929, ajunge sa prezidezeprimul Congres International Montessori la Helsingor în Danemarca. Cu acestprilej, s-a înfiintat Asociatia Internationala Montessori (AssociationMontessori International A AMI) care a adus în zilele noastre în mod fidelideile si metoda Mariei Montessori. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Institutul care a organizat cursul de pregatire urmat de mine în San Diego apartine deaceeasi organizatie, a carei membri am devenit de anul trecut. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Revenim. În 1951 Maria Montessori este numita membru de onoare al"Montessori Educational Association of America", la propunereapresedintelui asociatiei, omul de stiina si inventatorul Graham Bell, în casacaruia functiona o scoala Montessori. De-a lungul vremii, Maria Montessori aprimit numeroase distinctii: "Legiunea de onoare" acordata deguvernul francez pentru merite deosebite în progresul stiintei si practicii îndomeniul educatiei "Doctor honoris causa" la Universitatea din Amsterdam, onorurispeciale din partea UNESCO. Dar probabil ca nici unul dintre acestea nu a fostmai d#259;t#259;tor de bucurie decât împlinirea de a vedea fericirea, implicarealibera si schimbarea copiilor sub îndrumarea înteleapta si întelegatoare aeducatoarei într-un mediu special pregatit. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;La 6 mai 1952 Maria Montessori s-a stins din viata la Noordwijka an Zee înOlanda unde a fost asezata în cimitirul pentru copii. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;În perioada interbelica, s-a înfiintat "Asociatia Montessori dinRomânia", sub presedintiaia filosofului si psihologului ConstantinRadulescu-Motru, avându-l ca presedinte de onoare pe diplomatul NicolaeTitulescu, prezenta acestor doua reputate personalitati în fruntea organizatieiconstituind un important si rezonant semn de încredere. În aceeasi perioada aufunctionat de altfel în România numeroase scoli Montessori, care s-audesfiintat odata cu venirea noului regim. De retinut si faptul ca Maria Montessoriplanificase sustinerea unui curs de formare de educatori în România, darîmprejurarile politice au împiedicat realizarea proiectului. Totusi, sementioneaza numele unor români care au participat în strainatate laconferintele si cursurile pe care Maria Montessori însasi le-a sustinut. Dinpacate traditia interbelica s-a pierdut pentru o perioada lunga de timp."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9100882867541918421-626747997367862169?l=viatzaintrerozsibleu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/626747997367862169/comments/default' title='Postare comentarii'/><link rel='replies' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/metoda-de-educatie-montessori-scurt.html#comment-form' title='0 comentarii'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/626747997367862169'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/626747997367862169'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/metoda-de-educatie-montessori-scurt.html' title='Metoda de educatie Montessori-Scurt istoric (X)'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-2545785336710764102</id><published>2012-01-29T14:00:00.001+02:00</published><updated>2012-01-29T16:32:01.985+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metoda de educatie Montessori'/><category scheme='http://www.blogger.com/atom/ns#' term='Sfaturi pentru a fi parinti buni'/><title type='text'>Când si cum a aparut Montessori?   (IX)</title><content type='html'>&lt;br /&gt;&lt;span style="font-size: large;"&gt;Când si cum a aparut Montessori?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;"Educatia Montessori a fost înfiintata în 1907 de catre Dr. Maria Montessori,prima femeie medic din Italia. Metoda ei, ca medic specialist in pediatrie sipsihiatrie, se bazeaza pe observarea stiintifica proceselor de învatare lacopii. "Copiii învata singuri" este una dintre cele maisurprinzatoare descoperiri ale Mariei Montessori, pe baza careia a proiectat unmediu pregatit în care copiii pot sa aleaga liber dintr-un numar de activitatide dezvoltare speciale. Astazi, la mai bine de un secol de la înfiintareaprimei "Casa dei b.a.m.b.i.ni " în Roma, educatia Montessori (de lanastere la adolescenta) poate fi întâlnita pe toate meridianele lumii, în taricu culturi foarte diferite, dovedindu-se a fi o educatie universala.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Care e diferenta între educatia Montessori si cea traditionala?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;În Montessori, învatarea se realizeaza prin toate cele cinci simturi, nunumai prin ascultare si citire. Copiii din clasele Montessori învata în ritmullor individual si îsi aleg propria activitate din posibilitatile existente inmediul pregatit de catre cadrul didactic. Învatarea este un proces dedescoperire care conduce la concentrare, motivare, auto-disciplinare sidragoste de învatare. Copii cu vârste diferite ( 3-6, 6-9, 9-12, 12-15, 15-18)sunt grupati în aceeasi clasa, formând comunitati în care cei mai mariîmpartasesc în mod spontan cunostintele celor mai mici, având astfelposibilitatea consolidarii propriei cunoasteri. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Asa cum copiii invata sa vorbeasca fara sa le tina cineva lectii, la fel potinvata cultura, obiceiuri, comportament, scrisul, cititul, matematica,stiintele, intr-un mod individual si in ritm propriu. Mediul Montessori contine"materiale pentru dezvoltare" special proiectate, care invita copiiisa se angajeze in activitati de invatare pe care le aleg in mod liber. Subindrumarea unui cadru didactic special instruit, copiii dintr-o clasa Montessoriinvata prin descoperire cu ajutorul materialelor, dezvoltandu-si capacitatea deconcentrare, motivatia, auto-disciplina si controlul de sine, precum si odragoste pentru invatare care dureaza toata viata. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Nu exista banci, catedra, catalog, copiii sunt liberi sa-si aleaga singuriactivitatile si locul de desfasurare al acestora. Copiii care urmeaza metodaMontessori dobandesc si abilitati sociale si de comunicare deosebite, deoarececlasele nu sunt constituite dupa criterii rigide de virsta, ci e vorba de grupecare cuprind copii de varste apropiate.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Montessori înseamna o abordare complet diferita a educatiei. Prin aplicareaacestei metode este respectata personalitatea si independenta copilului, suntrespectate legile naturale de dezvoltare a spiritului uman. PedagogiaMontessori asigura dezvoltarea complexa a copilului: intelectuala, fizica,emotionala si spirituala, creeaza cetateni responsabili si implicati.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Putem sa ne educam copiii acasa dupa metoda Montessori?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Numai un cadru didactic instruit poate aplica corect educatia Montessorifolosind materiale de învatare speciale (se gasesc prezentate în sectiuneaMateriale a site-ului http://apa.cudts.ro) care se gasesc în mediul pregatit.În plus, dezvoltarea sociala care are loc atunci când copilul se afla împreunacu altii mai mari, face parte integrala din educatia Montessori. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Totusi, cei care doresc sa-si educe copiii acasa au multe de învatat dinfilosofia si practica Montessori. APA- Asociatia Alternative Pedagogice din Romania, avandca presedinte pe dl. Prof. Marcel Capraru - pune la dispozitie carti ale MarieiMontessori si albume cu materiale necesare pe arii curriculare, impreuna cuobiectivele directe si indirect (aceste albume sunt destul de scumpe, si nureprezinta un curs complet, ci doar o colectie de “lectii” – 300 ron buc.).Totusi parintii pot folosi principiile Montessori acasa, completând astfelexperienta scolara montessoriana a copilului.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Priviti casa prin ochii copilului. Acesta are nevoie de sentimentul caapartine casei si aceasta se obtine daca participa complet la activitatilezilnice. "Ajuta-ma sa fac singur." spune copilul dvs. Cel mai sigurmod de a construi respectul de sine al copilului consta în a-i oferioportunitati de a actiona independent. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Exista "parti" ale acestei pedagogii care ar putea fi preluate siaplicate in scolile de stat din Romania?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Prin modul ei actual de organizare, scoala romaneasca nu respectalibertatea, independenta, personalitatea si drepturile copilului, ceea ce ducela indisciplina, abandon scolar, stres, violenta. Desi metoda Montessori, caintreg, nu ar putea fi integrata, deocamdata, in structura organizatorica ascolilor de stat, ar putea fi folosite materialele didactice Montessori,materiale care transmit copiilor informatiile necesare intr-un mod placut,copiii avand posibilitatea sa lucreze individual, in ritm propriu, nu subpresiunea profesorului. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Pedagogia Montessori are succes in intreaga lume, exista aproximativ 8.000de astfel de scoli pe toate continentele. In Romaniaexista grupe de gradinita Montessori la Drobeta Turnu Severin, Timisoara,Bucuresti si Miercurea Ciuc (in lb. maghiara) si o scoala elementara la Cluj-Napoca (in lbmaghiara, pe langa biserica reformata). Cei care doresc sa obtina mai multeinformatii despre aceasta metoda pot accesa site-urile http://apa.cudts.ro sauhttp://montessori-apa.ro.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;APA se straduieste sa dezvolte aceast tip de educatie în România.Deocamdata, numarul acestor scoli este redus. S-a început cu clasele pentruprescolari (3-6 ani). &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Ce presupune infiintarea unei Scoli Montessori?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Înfiintarea unei scoli presupune: instruirea cadrelor didactice în metodaMontessori, asigurarea claselor si dotarea acestora cu material specificMontessori.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cum reusesc copiii Montessori în viata?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cercetarile arata ca acestia sunt bine pregatiti intelectual, social siemotional pentru viata. În afara de faptul ca au scoruri superioare la testarisi examene, copiii Montessori se afla deasupra mediei în ceea ce privestecapacitatea de a urma instructiunile, de a realiza activitatea la timp, de aasculta cu atentie, de a utiliza eficient deprinderile de baza. Ei vadescresponsabilitate, pun întrebari, arata entuziasm pentru învatare si pentruadaptarea la situatii noi. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Care sunt dificultatile introducerii educatiei Montessori în Romania? &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Ca si în toate celelalte domenii, în România schimbarile în educatie seproduc cu mare dificultate si mult mai lent, datorita birocratiei, coruptiei,dar, mai ales, a mentalitatilor. Înfiintarea unei clase Montessori presupune: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;- Materiale Montessori - în jur de 10 000 USD (timp de 20 de ani nu necesitaînlocuiri, doar mici reparatii) &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;- Spatiu (sala de clasa) cu anumite dotari (bucatarie si baie proprii, s.a.)- destul de greu de obtinut în scoli (coruptie, ignoranta, suspiciuni,birocratie, etc.); foarte scump în sistem privat (pt. rentabilitate, e necesarun nr. de peste 100 copii, ori o clasa are, de regula, 20 copii.) &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;- Cadru didactic special instruit în Montessori pt nivelul respectiv (3-6;6-9; 9-12 ani).- pâna acum instruirea s-a realizat în strainatate sau cuinstructori din afara, la preturi foarte mari (5000 USD pe cursant). APA a pusla punct primul curs de instruire Montessori în româneste dar nu poate fiautorizat pentru non-educatori (legea cere înfiintarea unui Colegiu pedagogicde 3 ani cu un curriculum standard, ceea ce denatureaza metoda). Cursul seadreseaza, deci, educatoarelor si învatatorilor calificaficati în metodatraditionala, constituind o specializare suplimentara. Acestia, având unserviciu si nefiind nici un câstig material suplimentar din aplicareaMontessori la clasa, nu prea se mai intereseaza. De aceea e necesara implicareaa cât mai multor membri ai APA pentru raspândirea ideii Montessori. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;- Copiii - Raspunsul tipic al autoritailor (inspectorate scolare siminister) la solicitarea de înfiintare si aprobare de clase Montessorieste:"Nu putem deoarece nu vor fi copii. Aduceti cereri de la cel putin 20parinti din aceeasi zona, dati-ne materiale si pregatiti un cadru (careaccepta) din scoala. Si nu ne cereti bani! Eventual, dati-ne!." Cam greu de îndeplinit toate aceste conditii dintr-odata, nu-i asa? Mai ales ca Montessori e aproape total necunoscuta în România."&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Nota:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Materialul de mai sus este o compilatie de pe site-ul APA-AsociatiaAlternative Pedagogice.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9100882867541918421-2545785336710764102?l=viatzaintrerozsibleu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/2545785336710764102/comments/default' title='Postare comentarii'/><link rel='replies' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/cand-si-cum-aparut-montessori-viii.html#comment-form' title='0 comentarii'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/2545785336710764102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/2545785336710764102'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/cand-si-cum-aparut-montessori-viii.html' title='Când si cum a aparut Montessori?   (IX)'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-5511429352389572540</id><published>2012-01-29T13:58:00.004+02:00</published><updated>2012-01-29T16:32:21.936+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metoda de educatie Montessori'/><category scheme='http://www.blogger.com/atom/ns#' term='Sfaturi pentru a fi parinti buni'/><title type='text'>Sistemul de invatamant Montessori(VIII)</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Sistemul de invatamant Montessori&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;"Mediul Montessori pentru copiii de la cresa si gradinita pana la nivelulliceului, se bazeaza pe o filozofie educationala foarte diferita de cea traitade majoritatea adultilor care suntem noi.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;"Ghidul" Montessori, asa cum este denumit, de obicei, educatorul,in loc sa inceapa cu un set de lectii dictat de o scoala a societatiiadultilor, construieste pe tendintele naturale ale copilului catre explorare,munca, creativitate si comunicare, pentru a crea un mediu de invatare care sahraneasca pasiunile in desfasurare ale copiilor.Firesc, adultul care aresarcina organizarii acestui mediu are nevoie de o pregatire foarte diferita.Instruirea traditionala Montessori consta intr-o activitate de un an pentrufiecare dintre cele trei nivele de varsta si stadii de dezvoltare de mai jos:0-3 ani, 3-6 ani, 6-12 ani.Profesorul Montessori pentru liceu trebuie, in modideal, sa fi absolvit toate trei cursurile de instruire plus o specializareuniversitara in una sau mai multe discipline.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cateva detalii specifice prinvind metoda Montessori&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Va prezentam cateva detalii specifice ale metodei Montessori, careilustreaza necesitatea unui tip de instruire specific: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Gruparea copiilor de varste diferite. Copiii sunt grupati pe varste siabilitati neomogene, in serii de trei sau sase ani: 0-3, 3-6, 6-12 (uneori 6-9si 9-12), 12-15, 15-18; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Exista o interactiune constanta,o permanenta rezolvare de probleme, predare de la copil la copil si osocializare permanenta; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Copiii lucreaza in conformitate cu propriile lor abilitati si nu se plictisescniciodata (din aceasta perspectiva, acest sistem ar fi o mana cereasca pentruinvatamantul simultan din multe zone rurale din Romania); &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Mediul special pregatit este amenajat in functie de aria curriculara, iarcopiii sunt liberi sa se deplaseze prin clasa in loc sa stea in banci; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Nu exista limita in ceea ce priveste timpul in care copilul poate lucra cuun anume material. In fiecare perioada a zilei, toate ariilecurriculare--matematica, limba, stiintele, istoria, geografia, desenul, muzica,etc., pot fi studiate la toate nivelele; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Metoda de predare - Preda predand, nu corectand; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Nu exista lucrari de control care sa se inapoieze cu corecturi in rosu. Serespecta munca si efortul copilului asa cum sunt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;• Profesorul, printr-o observare extensiva si prin inregistrareaobservatiilor, planifica proiecte individuale prin care fiecare copil sa-sidezvolte capacitatea de a invata ce-i trebuie pentru a-si imbunatatiperformantele. Raportul profesor-copii: de la 1:1 la 1:30+. Cu exceptiagrupelor pentru varstele de 0-3 ani (in care marimea grupului e dictata deregulile Ministerului Sanatatii), raportul este de un profesor Montessori si unsupraveghetor (asistent) la 30+ copii. Profesorul este instruit sa predeaindividual, nu sa tina cursuri unui grup mai mare sau mai mic, si sasupravegheze peste 30 de copii care desfasoara o gama foarte larga de sarcini.El este pregatit in probleme fundamentale de matematica, limba, stiinte siarte, si in calauzirea cercetarii si explorarii copilului, concentrandu-iinteresul si emotiile asupra temei. Profesorul nu stabileste teme, nici nudicteaza ce trebuie sa se studieze sau sa se citeasca si nici nu stabilestelimite privind profunzimea interesului copilului.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Discipline fundamentale&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Profesorul Montessori, in perioada instruirii, face practica pentrumajoritatea lectiilor cu materialele la toate disciplinele. De asemenea,trebuie sa treaca examene scrise si orale pentru aceste discipline pentru aobtine diploma. Este instruit, de asemenea, sa recunoasca daca un copil estepregatit pentru o anumita lectie intr-o anumita disciplina in functie devarsta, abilitate si interes si este calificat sa dirijeze progresulindividual.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Arii curriculare&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Toate disciplinele sunt interconectate, nu sunt predate izolat, profesorulmodeland o personalitate "renascentista" cu interese largi. Copilulpoate lucra cu orice material pe care-l intelege, in orice moment.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Orarul&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Pana la varsta de sase ani exista zilnic una sau doua perioade de trei orede activitate neintrerupta fara a fi separate de lectii de grup. Copiii maimari isi programeaza intilniri de studiu in grup si cu profesorul ori de cateori este necesar. Adultii si copiii respecta concentrarea si nu intrerup pe celcare e ocupat cu o anumita sarcina. Grupurile se organizeaza spontan sau pebaza de o programare anterioara speciala. Totusi, aproape intotdeauna, seacorda prioritate activitatii alese individual. Pentru copiii care urmeaza saintre in invatamantul primar se organizeaza asa zisa zi prelungita, carecorespunde grupei pregatitoare din invatamantul prescolar romanesc.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Marimea clasei&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cu exceptia grupelor de cresa, cele mai de succes clase sunt cele carecuprind un numar de 30-35 copii la un cadru didactic (foarte bine instruitpentru nivelul la care preda) si un asistent supraveghetor. Acest lucru eposibil deoarece copiii raman in acelasi grup timp de trei pana la sase ani iarmajoritatea activitatilor de predare-invatare au ca sursa copiii si mediul.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Stiluri de invatare&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Sunt stimulate toate tipurile de inteligenta si toate stilurile de invatare:muzical, corporal-kinestezic, spatial, interpersonal, intrapersonal, intuitiv,lingvistic traditional si cel logico-matematic (citire-scriere-aritmetica).Acest model specific a fost redescoperit de catre psihologul Howard Gardner dela Universitatea Harward, in teoria inteligentelor multiple.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Evaluare&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Nu exista note sau alte forme de recompensa sau pedeapsa, nici deschise,nici subtile. Evaluarea se face prin portofolii, observare de catre cadruldidactic si prin fise de progres. Proba daca sistemul functioneaza consta inrealizarile si comportamentul copiilor, satisfactia, maturitatea, bucuria,dragostea de a invata si nivelul ridicat al activitatii.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cerinte pentru varsta de 3-6 ani&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Nu exista cerinte academice pentru aceste varste, insa copiii isi insusesc ocantitate surprinzatoare de cunostinte si, adesea, invata sa citeasca, sa scriesi sa socoteasca la un nivel care, de obicei, depaseste ceea ce se credeposibil pentru aceste varste.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cerinte pentru varsta de 6-18 ani&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Profesorul observa in permanenta interesele fiecarui copil si faciliteazacercetarea individuala in domeniul acestor interese. Nu exista alte cerintecurriculare decat cele stabilite in Curriculum-ul National, sau cele cerute laadmiterea in liceu sau de examenul de capacitate si cel de bacalaureat. Acesteaiau o cantitate de timp minima. De la varsta de 6-7 ani elevii proiecteazacontracte cu cadrul didactic care trebuie sa le indrume activitatea solicitata,sa pastreze un echilibru general al domeniilor de activitate si sa-i invete sadevina responsabili fata de propria educatie si de utilizarea timpului.Activitatea din ciclul elementar si gimnazial cuprinde si materii care, deobicei, apar la liceu.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Formarea caracterului&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Aceasta formare este considerata pe acelasi plan cu formarea academica,elevii invatand sa aiba grija de ei insisi, de ambianta, unul de celalalt -gatesc, curata, construiesc, lucreaza gradina, se deplaseaza gratios, vorbescpoliticos, sunt respectuosi si gata de a acorda ajutor, desfasoara activitatesociala in comunitate, etc.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Rezultatele acestei metode&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Atunci cand mediul raspunde tuturor trebuintelor copiilor, acestia devin,fara vreo mani****re din partea adultului, sanatosi fizic, implinitiintelectual si psihologic, foarte bine educati si emanand bucurie si bunatateunul fata de altul. In urmatorul citat, Dr. Montessori vorbeste despre primaCasa dei reclama - reclama mascata din Roma, ilustrand importantadescoperirilor sale si esenta intregului invatamant Montessori de astazi:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cand copiii au completat o actvitate prin care au absorbit ceva din mediu,ei par odihniti si profund satisfacuti. De parca o cale s-a deschis insufletele lor care i-a condus la toate fortele lor latente, relevand cea maibuna parte a lor. Ei arata o mare dispozitie catre oricine, vor sa-i ajute pealtii si sunt plini de bunavointa.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Astazi exista toate tipurile de proiecte de cercetare privind rezultateleinvatamantului Montessori. Rezultatele acestora arata ca pe masura ce copiiiprogreseaza intr-un sistem de invatamant Montessori autentic (deoarece existascoli care folosesc numele dar nu au cadre didactice Montessori calificate) dela nivelul prescolar la gimnaziu si liceu, devin mai independenti si mairesponsabili in actiuni si gandire. Ei desfasoara cercetari originale in toatedirectiile si depasesc repede nivelul de cunoastere al cadrului didactic inmulte domenii. Ei intra in societate si devin cetateni responsabili si cugandire critica mult mai devreme decat s-a crezut ca este posibil, organizanddrumetii, proiecte si actiuni sociale si ecologice, ucenicie. Isi dezvoltadeprinderi de studiu excelente incat depasesc nivelul curriculum-ului dinscolile traditionale. Cercetarile longitudinale releva lipsa oricarei forme deviolenta in comportamentul adultilor care au urmat un invatamant Montessori, inspecial in perioada prescolara."&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9100882867541918421-5511429352389572540?l=viatzaintrerozsibleu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://viatzaintrerozsibleu.blogspot.com/feeds/5511429352389572540/comments/default' title='Postare comentarii'/><link rel='replies' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/sistemul-de-invatamant-montessori.html#comment-form' title='0 comentarii'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/5511429352389572540'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9100882867541918421/posts/default/5511429352389572540'/><link rel='alternate' type='text/html' href='http://viatzaintrerozsibleu.blogspot.com/2012/01/sistemul-de-invatamant-montessori.html' title='Sistemul de invatamant Montessori(VIII)'/><author><name>madi</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='http://4.bp.blogspot.com/_jJaACVaa4bk/SuFjKbpn-AI/AAAAAAAAB8k/sHzbG5JYgU8/S220/IMG_1059.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9100882867541918421.post-1472321748880457291</id><published>2012-01-29T13:57:00.001+02:00</published><updated>2012-01-29T16:32:38.161+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Metoda de educatie Montessori'/><category scheme='http://www.blogger.com/atom/ns#' term='Sfaturi pentru a fi parinti buni'/><title type='text'>Metoda Montessori - centrul si periferia ( VII)</title><content type='html'>&lt;br /&gt;&lt;span style="font-size: large;"&gt;CENTRUL ŞI PERIFERIA&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;"În celelalte metode, peste tot în metodele moderne, educatorii au opreocupare fundamentală: a studia caracte¬rele minţii copilului şi în generals-ar putea spune, legile psihice care trebuie să călăuzească pe educator înînvăţământ: învăţământul trebuie să se „predea” după aceste legi. E adevărat căîn pedagogia modernă există un principiu care spune că „trebuie să cunoaştem,spre a educa”; sau „a cunoaşte legile sufletului” spre a învăţa pe copii ca învechea psihologie, sau „a interpreta mai întâi individualitatea proprie aelevului, spre a-l educa apoi”. Noi însă, o mărturisim, n-am mers pe aceastăcale. Fără îndoială, că inteligenţa cu legile ei, este un lucru misteri¬os,greu de pătruns, şi necesită un mare efort spre a o pătrunde: ea este centrulactivităţii; noi suntem convinşi că e ceva misterios, mergem însă cu un pas maideparte, şi aici nimeni nu este de acord cu noi. Noi nu spunem numai că e greua pătrunde acest mister, ci vrem să dovedim că trebuie să renunţăm la a voisă-l pătrundem; ceea ce se întâmplă în sufletul copilului, este secretul lui,şi noi trebuie să-l respectăm. Iată principiul metodei noastre, principiu careîi contrariază pe cei ce nu au pătruns lucrurile, deoarece a spune că este unsecret pe care nu avem voie să-l atingem, apare ca un obstacol pe care-l punemînaintea cunoaşterii. Ceea ce trebuie să învăţăm, este a respecta acest secret.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;În această problemă psihologică, există două părţi deosebite: centrul şiperiferia. Centrul aparţine individu¬lui; noi nu trebuie să ne preocupăm deceea ce se întâmplă în centru. Periferia, prin care individul vine în contactcu lumea externă, simţurile şi mişcarea (individul primeşte stimulii din mediulextern, prin simţuri şi reacţionează prin mişcări) aceasta, da, ne esteaccesibil, pentru că este periferie şi noi o vedem; vedem copilul alergând şiexprimându-se faţă de lumea externă prin activitatea sa. Aceasta noi o vedem, şiatunci ne bazăm pe aceasta. Nu ne îndreptăm spre centru, ci spre periferie,pentru că suntem convinşi şi am verificat experimental că acesta este modul dea lucra al copilului ce creşte, îşi construieşte clipă cu clipă mintea sa şicompletează într-o singură unitate toate aceste lucruri. Copilul lucrează înmod material şi în acelaşi timp adună senzaţii şi se exprimă; munca mintală acopilului este tocmai aceea de a culege impresii şi a se exprima continuu, caritmul continuu al valurilor, care niciodată nu se opresc, cum niciodată nuîncetează o inimă a bate. Din toată această viaţă, unică şi indivizibilă, noivedem numai partea periferică, însă putem şi să înţelegem munca interioară prinmanifestările ei.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Cu toate acestea, fie că manifestă sau nu copilul această muncă interioară,e absolut indiferent. Dacă copilul manifestă aceste atitudini ale sale, noi leputem primi; cu toate acestea, prin acest fapt nu se schimbă nimic dinatitudinea şi calitatea noastră de dascăli ai copilului, deoarece, oricum, noi ne-amlimitat opera la un singur lucru: a ajuta munca pe care o săvârşeşte copilul încreştere, servindu-i periferia.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Aceasta explică pentru ce întreaga pregătire în metoda noastră constă încontinua mânuire a unor obiecte (materi¬alul didactic). Toate aceste obiecte pecare le dăm copiilor sunt materialul util muncii periferice, în timp ce încelelal¬te metode scopul era a pătrunde direct în centru, a face să seînţeleagă lucrurile într-un mod oarecare, şi deci a le simplifica, pentru că,dacă o minte încă nedezvoltată nu poate înţelege lucrurile mari, e nevoie să leprezentăm într-o formă mică, accesibilă, după credinţa noastră, capacităţiisale; şi să le dăm după ceea ce noi am interpretat ca „lege psihică”. Uitămînsă că un copil nu se interesează să înţeleagă lucrurile când acestea îi sunttransmise de un altul, dar că are o forţă motrice irezistibi¬lă, de a lua elînsuşi lucrurile: şi numai aşa se dezvoltă mintea lui.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;De aceea munca noastră are o valoare foarte mare; aceste obiecte pe care noile dăm periferiei, câştigă o importanţă mare; căci, în loc de a da o idee şi dea face să se înţeleagă ceva, noi trebuie să realizăm această idee, aş zice, săo întindem ca pe o vastă suprafaţă, ca să poată lucra asupra ei copilul.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Astfel, spre exemplu, spre a învăţa ceva ce se referă la senzaţii, noi dăm oserie de stimuli gradaţi; dacă vrem să-i dăm ceea ce se pare o tabelăpitagorică comună, noi îi dăm un decanom, frumos colorat, geometric şi apoitradus în cifre, în aşa fel încât mintea însăşi să lucreze de la sine. Prinurmare, ideea fundamentală este că noi trebuie să desfacem toate lucrurile, săle facem clare şi vaste, ca să poată lucra asupra lor copilul singur şiîndelung. Totodată s-a zis că un copil are curiozitatea de a cunoaşte şi căaceasta îl poate stimula, când el caută lucrurile. Cine ar putea nega unprincipiu repetat de atâţia, de atâtea ori, şi care pare atât de clar? Noi însăputem spune că nu curiozitatea este ceea ce îl împinge pe copil să cunoascăsingur lucrurile din lumea externă, deoarece, când copilul a înţeles un lucru,el nu mai are curiozitatea de a cunoaşte; totuşi de aici încolo începeadevărata sa activitate de expansiune. El nu mai lucrează acum spre a cunoaşte,ci spre a-şi întări şi a-şi lărgi cadrele minţii. În general ceea ce îl împingepe copil spre acţiune este activitatea creatoare, şi numai după ce a câştigat ocunoştinţă şi şi-a împăcat curiozitatea, începe cealaltă activitate, plăcută acopilului, care devine un descoperitor. Ei bine, toate acestea sunt manifestăripe care ni le dăruieşte copilul; noi le primim şi ne bucurăm că suntem pe caleacea bună, care este: a ajuta activitatea periferică a copilului cu mijloaceexterne.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Această concepţie a noastră, a activităţii periferice şi a învăţământuluiperiferic (pentru că periferia este unica parte într-adevăr înţeleasă, sprecare ne putem îndrepta), reprezintă unul din principiile noastre informatoare,care deosebeşte fundamental metoda noastră de celelalte, pentru că, lucrândastfel noi ne dovedim a fi servitorii, nu luminătorii sufletului: noi nu suntempersoane care învaţă pe cineva, ci care ajută. Când am ajutat, în modul arătatmai sus, respectând centrul misterios al copilului, putem spune că ne-am făcutdatoria. Noi suntem servitori, fiindcă lucrăm aşa, dăm ceea ce este necesar,cum ar face cineva care ar călăuzi un om ce vrea să viziteze un muzeu; îi dăcheile şi-i spune: „Aici stau aceste obiecte, dincolo, celelalte” şi ajunge; ela făcut totul: ce-l priveşte pe servitorul muzeului dacă acest vizitator vreasă vadă mai curând unele lucruri decât altele şi de ce-i plac unele mai multdecât celelalte? S-a mai pomenit vreodată o călăuză care să zică: „Domnule, dece vrei să mergi în acest loc?” sau: „La ce te gândeşti în această sală?” Totastfel, cel ce pune pe stradă tabelele indicatoare, nu se preocupă dacă uncălător vrea să meargă într-un loc şi 
